19 120
	GecuC^1     AGCGGTGTAGTCGAATTTTTTATAAAAAAATCCCTAATCAAATTTTGCTGTTTCCGA---CGAAAAATAATCATACTGTGCATTGAAAA---TGTTGAACTTTTGAAATTTTGAGTGGAA
	GecuP^4     AGCGGTGTAGTCGAATTTTTTATAAAAAAATCCCTAATCAAATTTTGCTGTTTCCGA---CGAAAAATAATCATACTGTGCATTGAAAA---TGTTGAACTTTTGAAATTTTGAGTGGAA
	GecuP^5     AGCGGTGTAGTCGAATTTTTTATAAAAAAATCCCTAATMAAATTTTGCTGTTTCCGACTTCGAAAAATAATCATACTGTGCATTGAAAATGTTGTTGAACTTTTGAAATTTTGAGTGGAA
	GecuP^6      AGCGGTGTAGTCGAATTTTTTATAAAAAAATCCCTAATCAAATTTTGCTGTTTCCGA---CGAAAAATAATCATACTGTGCATTGAAAA---TGTTGAACTTTTGAAATTTTGAGTGGAA
	GecuE^8       AGCGGTGTAGTCGAATTTTTTATAAAAAAATCCCYAATCAAATTTTGCTGTTTCCGA---CGAAAAATAATCATACTGTGCATTGAAAA---TGTTGAACTTTTGAAATTTTGAGTGGAA
	GecuE^9      AGCGGTGTAGTCGAATTTTTTATAAAAAAATCCCTAATMAAATTTTGCTGTTTCCGACTTCGAAAAATAATCATACTGTGCATTGAAAATGTTGTTGAACTTTTGAAATTTTGAGTGGAA
	GecuE^10      AGCGGTGTAGTCGAATTTTTTATAAAAAAATCCCTAATMAAATTTTGCTGTTTCCGACTTCGAAAAATAATCATACTGTGCATTGAAAATGTTGTTGAACTTTTGAAATTTTGAGTGGAA
	GlicC^15     AGCGGTGTAGTCGAATTTTTTATAAAAAAATCCCTAATMAAATTTTGCTGTTTCCGANNNCGAAAAATAATCATACTGTGCATTGAAAA-NNTGTTGAACTTTTGAAATTTTGAGTGGAA
	GlicC^16     AGCGGTGTAGTCGAATTTTTTATAAAAAAATCCCTAATMAAATTTTGCTGTTTCCGACTTCGAAAAATAATCATACTGTGCATTGAAAATGTTGTTGAACTTTTGAAATTTTGAGTGGAA
	GlicP^17      AGCGGTGTAGTCGAATTTTTTATAAAAAAATCCCTAATCAAATTTTGCTGTTTCCGA---CGAAAAATAATCATACTGTGCATTGAAAA---TGTTGAACTTTTGAAATTTTGAGTGGAA
	GlicP^18      AGCGGTGTAGTCGAATTTTTTATAAAAAAATCCCTAATCAAATTTTGCTGTTTCCGA---CGAAAAATAATCATACTGTGCATTGAAAA---TGTTGAACTTTTGAAATTTTGAGTGGAA
	GlicE^20      AGCGGTGTAGTCGAATTTTTTATAAAAAAATCCCTAATMAAATTTTGCTGTTTCCGACTTCGAAAAATAATCATACTGTGCATTGAAAATGTTGTTGAACTTTTGAAATTTTGAGTGGNA
	GlicE^21      AGCGGTGTAGTCGAATTTTTTATAAAAAAATCCCTAATCAAATTTTGCTGTTTCCGACTTCGAAAAATAATCATACTGTGCATTGAAAATGTTGTTGAACTTTTGAAATTTTGAGTGGAA
	GlicE^22      AGCGGTGTAGTCGAATTTTTTATAAAAAAATCCCTAATCAAATTTTGCTGTTTCCGA---CGAAAAATAATCATACTGTGCATTGAAAA---TGTTGAACTTTTGAAATTTTGAGTGGAA
	GlicE^23       AGCGGTGTAGTCGAATTTTTTATAAAAAAATCCCTAATCAAATTTTGCTGTTTCCGA---CGAAAAATAATCATACTGTGCATTGAAAA---TGTTGAACTTTTGAAATTTTGAGTGGRA
	GlicE^24       AGCGGTGTAGTCGAATTTTTTATAAAAAAATCCCTAATCAAATTTTGCTGTTTCCGA---CRAAAAATAATCATACTGTGCATTGAAAA---TGTTGAACTTTTGAAATTTTGAGTGGAA
	GlicE^25      AGCGGTGTAGTCGAATTTTTTATAAAAAAATCCCTAATCAAATTTTGCTGTTTCCGA---CGAAAAATAATCATACTGTGCATTGAAAA---TGTTGAACTTTTGAAATTTTGAGTGGAA
	GmorB^27    AGCGGTGTAGTCGAATTTTTTATAAAAAAATCCCTAATCAAATTTTGCTGTTTCCGA---CGAAAAATAATCATACTGTGCATTGAAAA---TGTTGAACTTTTGAAATTTTGAGTGGAA
	GpasB^28    AGCGGTGTAGTCGAATTTTTTATAAAAAAATCCCTAATCAAATTTTGCTGTTTCCGA---CGAAAAATAATCATACTGTGCATTGAAAA---TGTTGAACTTTTGAAATTTTGAGTGGAA


19 120
	GecuC^1     CATCTAGCCAACACTGAGCGGCGTAGCGAGACGGGAGTGGTACGTATATAGAGTGGGAGAGCTGCCGCACACGCCAATGTTGTCGGATTTCGCCTAACACGTCTTATCNCTGCTGTAGGG
	GecuP^4     CATCTAGCCAACACTGAGCGGCGTAGCGAGACGGGAGTGGTACGTATATAGAGTGGGAGAGCTGCCGCACACGCCAATGTTGTCGGATTTCGCCTAACACGTCTTATCGCTGCTGTAGGG
	GecuP^5     CATCTAGCCAACACTGAGCGGCGTTGCGAGACGGGAGTGGTACGTATATAGAGTGGGAGAGCTGCCGCACACGCCAATGTTGTCGGATTTCGCCTAACACGTCTTATCGCTGCTGTAGGG
	GecuP^6      CATCTAGCCAACACTGAGCGGCGTAGCGAGACGGGAGTGGTACGTATATAGAGTGGGAGAGCTGCCGCACACGCCAATGTTGTCGGATTTCGCCTAACACGTCTTATCNCTGCTGTAGGG
	GecuP^7      CATCTAGCCAACACTGAGCGGCGTAGCGAGACGGGAGTGGTACGTATATAGAG-GGGAGAGCTGCCGCACACGNCAATGTTGTCGGATTTCGCCTAACACGTCTTATCGCTGCTGTAGGG
	GecuE^8      CATCTAGCCAACACTGAGCGGCGTAGCGAGASGGGAGTGGTACGTATATAGAGTGGGAGAGCTGCCGCACACGCCAATGTTGTCGGATTTCGCCTAACACGTCTTATCGCTGCTGTAGGG
	GecuE^9       CATCTAGCCAACACTGAGCGGCGTAGCGAGACGGGAGTGGTACGTATATAGAGTGGGAGAGCTGCCGCACACGCCAATGTTGTCGGATTTCGCCTAACACGTCTTATCGCTGCTGTAGGG
	GecuE^10       CATCTAGCCAACACTGAGCGGCGTAGCGAGACGGGAGTGGTACGTATATAGAGTGGGAGAGCTGCCGCACACGCCAATGTTGTCGGATTTCGCCTAACACGTCTTATCGCTGCTGTAGGG
	GecuE^11       CATCTAGCCAACACTGAGCGGCGTAGCGAGACGGGAGTGGTACGTATATAGAGTGGGAGAGCTGCCGCACACGCCAATGTTGTCGGATTTCGCCTAACACGTCTTATCGCTGCTGTAGGG
	GlicC^15     CATCTANCCAACNCTGAGNGGCGTAGCGAGACGGGAGTGGTACGTATATAGAGTGGGAGAGCTGCCGCACACNCCAATGTTGTCGGATTTCGCCTAACACGTCTTATCGCTGCTGTAGGG
	GlicP^17      CATCTAGCCAACACTGAGCGGCGTAGCGAGACGGGAGTGGTACGTATATAGAGTGGGAGAGCTGCNGCACACGCCAATGTTGTCGGATTTCGCCTAACACGTCTTATCGCTGCTGTAGGG
	GlicE^20      CATCTAGCCAACACTGAGCGGCGTAGCGAGACGGGAGTGGTACGTATATAGAGTGGGAGAGCTGCCGCACACGCCAATGTTGTCGGATTTCGCCTAACACGTCTTATCGCTGCTGTAGGG
	GlicE^21      CATCTAGCCAACACTGAGCGGCGTAGCGAGACGGGAGTGGTACGTATATAGAGTGGGAGAGCTGCCGCAYACGCCAATGTTGTCGGATTTCGCCTAACACGTCTTATCGCTGCTGTAGGG
	GlicE^22       CATCTAGCCAACACTGAGCGGCGTAGCGAGACGGGAGTGGTACGTATATAGAGTGGGAGAGCTGCCGCACACGCCAATGTTGTCGGATTTCGCCTAACACGTCTTATCGCTGCTGTAGGG
	GlicE^23       CATCTAGCCAACACTGAGCGGCGTAGCGAGACGGGAGTGGTACGTATATAGAGTGGGAGAGCTGCCGCACACGCCAATGTTGTCGGATTTCGCCTAACACGTCTTATCGCTGCTGTAGGG
	GlicE^24      CATCTAGCCAACACTGAGCGGCGTAGCGAGACGGGAGTGGTACGTATATAGAGTGGGAGAGCTGCCGCACACGCCAATGTTGTCGGATTTCGCCTAACACGTCTTATCGCTGCTGTAGGG
	GlicE^25      CATCTAGCCAACACTGAGCGGCGTAGCGAGACGGGAGTGGTACGTATATAGAGTGGGAGAGCTGCCGCACACGCCAATGTTGTCGGATTTCGCCTAACACGTCTTATCGCTGCTGTAGGG
	GmorB^27    CATCTAGCCAACACTGAGCGGCGTAGCGAGACGGGAGTGGTACGTATATAGAGTGGGAGAGCTGCCGCACACGCCAATGTTGTCGGATTTCGCCTAACACGTCTTATCGCTGCTGTAGGG
	GpasB^28    CATCTAGCCAACACTGAGCGGCGTAGCGAGACGGGAGTGGTACGTATATAGAGTGGGAGAGCTGCCGCACACGCCAATGTTGTCGGATTTCGCCTAACACGTCTTATCGCTGCTGTAGGG


25 120
	GecuC^1     TGCTTTTAGTCTTTCTTTTACTGTNTTCATTTCCTT-CAAACACTTAGAAGCTAAAATTAGGTCGTCTACGTAAATTATCATTATTACGCGTTTTTCGTCCTCACCAAACNTATATACAC
	GecuC^2     TGCTTTTAGTCTTTCTTTTACTGTATTCATTTCCTT-CAAACACTTAGAAGCTAAAATTAGGTCGTCTACGTAAATTATCATTATTACGCGTTTTTCGTCCTCACCAAACGTATATACAC
	GecuC^3     TGCTTTTAGTCTTTCTTTTACTGTATTCATTTCCTT-CAAACACTTAGAAGCTAAAATTAGGTCGTCTACGTAAATTATCATTATTACGCGTTTTTCGTCCTCACCAAACGTATATACAC
	GecuP^4     TGCTTTTAGTCTTTCTTTTACTGTATTCATTTCCTT-CAAACACTTAGAAGCTAAAATTAGGTCGTCTACGTAAATTATCATTATTACGCGTTTTTCGTCCTCA-CAAACGTATATACAC
	GecuP^5     TGCTTTTAGTCTTTCTTTTACTGTATTCATTTCCTT-CAAACACTTAGAAGCTAAAATTAGGTCGTCTACGTAAATTATCATTATTACGCGTTTTTCGTCCTCACCAAACGTATATACAC
	GecuP^6      TGCTTTTAGTCTTTCTTTTACTGTATTCATTTCCTT-CAAACACTTAGAAGCTAAAATKAGGTCGTCTACGTAAATTATCATTATTACGCGTTTTTCGTCCTCACCAAACGTATATACAC
	GecuP^7      TGCTTTTAGTCTTTCTTTTACTGTATTCATTTCCTT-CAAACACTTAGAAGCTAAAATTAGGTCGTCTACGTAAATTATCATTATTACGCGTTTTTCGTCCTCACCAAACGTATATACAC
	GecuE^8      TGCTTTTAGTCTTTCTTTTACTGTATTCATTTCCTT-CAAACACTTAGAAGCTAAAATTAGGTCGTCTACGTAAATTATCATTATTACGCGTTTTTCGTCCTCACCAAACGTATATACAC
	GecuE^9       TGCTTTTAGTCTTTCTTTTACTGTATTCATTTCCTT-CAAACACTTAGAAGCTAAAATTAGGTCGTCTACGTAAATTATCATTATTACGCGTTTTTCGTCCTCACCAAACGTATATACAC
	GecuE^10       TGCTTTTAGTCTTTCTTTTACTGTATTCATTTCCTT-CAAACACTTAGAAGCTAAAATTAGGTCGTCTACGTAAATTATCATTATTACGCGTTTTTCGTCCTCACCAAACGTATATACAC
	GecuE^11      TGCTTTTAGTCTTTCTTTTACTGTATTCATTTCCTT-CAAACACTTAGAAGCTAAAATTAGGTCGTCTACGTAAATTATCATTATTACGCGTTTTTCGTCCTCACCAAACGTATATACAC
	GecuE^12      TGCTTTTAGTCTTTCTTTTACTGTATTCATTTCCTT-CAAACACTTAGAAGCTAAAATTAGGTCGTCTACGTAAATTATCATTATTACGCGTTTTTCGTCCTCACCAAACGTATATACAC
	GlicC^15     TGCTTTTAGTCTTTCTTTTACTGTATTCATTTCCTT-CAAACACTTAGAAGCTAAAATTAGGTCGTCTACGTAAATTATCATTATTACGCGTTTTTCGTCCTCACCAAACGTATATACAC
	GlicC^16     TGCTTTTAGTCTTTCTTTTACTGTATTCATTTCCTT-CAAACACTTAGAAGCTAAAATTAGGTCGTCTACGTAAATTATCATTATTACGCGTTTTTCGTCCTCACCAAACGTATATACAC
	GlicP^17      TGCTTTTAGTCTTTCTTTTACTGTATTCATTTCCTT-CAAACACTTAGAAGCTAAAATTAGGTCGTCTACGTAAATTATCATTATTACGCGTTTTTCGTCCTCACCAAACGTATATACAC
	GlicP^18      TGCTTTTAGTCTTTCTTTTACTGTATTCATTTCCTT-CAAACACTTAGAAGCTAAAATTAGGTCGTCTACGTAAATTATCATTATTACGCGTTTTTCGTCCTCACCAAACGTATATACAC
	GlicE^20      TGCTTTTAGTCTTTCTTTTACTGTATTCATTTCCTT-CAAACACTTAGAAGCTAAAATTAGGTCGTCTACGTAAATTATCATTATTACGCGTTTTTCGTCCTCACCAAACGTATATACAC
	GlicE^21      TGCTTTTAGTCTTTCTTTTACTGTATTCATTTCCTT-CAAACACTTAGAAGCTAAAATTAGGTCGTCTACGTAAATTATCATTATTACGCGTTTTTCGTCCTCACCAAACGTATATACAC
	GlicE^22      TGCTTTTAGTCTTTCTTTTACTGTATTCANTTCCTT-CAAACANTTAGAAGCTAAAATTAGGTCGTCTACGTAAATTATCATTATTACGCGTTTTTCGTCCTCACCAAACGTATATACAC
	GlicE^23       TGCTTTTAGTCTTTCTTTTACTGTATTCATTTCCTTNCAAACACTTAGAAGCTAAAATTAGGTCGTCTACGTAAATTATCATTATTACGCGTTTTTCGTCCTCACCAAACGTATATACAC
	GlicE^24       TGCTTTTAGTCTTTCTTTTACTGTATTCATTTCCTT-CAAACACTTAGAAGCTAAAATTAGGTCGTCTACGTAAATTATCATTATTACGCGTTTTTCGTCCTCACCAAACGTATATACAC
	GlicE^25      TGCTTTTAGTCTTTCTTTTACTGTATTCATTTCCTT-CAAACACTTAGAAGCTAAAATTAGNTCGTCTACGTAAATTATCATTATTACGCGTTTTTCGTCCTCACCAAACGTATATACAC
	GlicE^26      TGCTTTTAGTCTTTCTTTTACTGTATTCATTTCCTT-CAAACACTTAGAAGCTAAAATTAGGTCGTCTACGTAAATTATCATTATTACGCGTTTTTCGTCCTCACCAAACGTATAYACAC
	GmorB^27    TGCTTTTAGTCTTTCTTTTACTGTATTCATTTCCTT-CAAACACTTAGAAGCTAAAATTAGGTCGTCTACGTAAATTATCATTATTACGCGTTTTTCGTCCTCACCAAACGTATATACAC
	GpasB^28    TGCTTTTAGTCTTTCTTTTACTGTATTCATTTCCTT-CAAACACTTAGAAGCTAAAATTAGGTCGTCTACGTAAATTATCATTATTACGCGTTTTTCGTCCTCACCAAACGTATATACAC


19 120
	GecuC^1     TTTGCTTTTTCTGGAGTCTTTGARGTTATATTTGTATGTGATGGACCTGGTACTGATTGAAGCATAGTTGAGGTGATTGTTTCACTTTGAGGGGTATTAGTAGGAGGTGATATGTGGGTC
	GecuP^4     TTTGCTTTTTCTGGAGTCTTTGAGRTTATATTTGTATGTGATGGACCTGGTTCTGATTGAAGCATAGTTGAGGTGATTGYTTCACTTTGAGGGGTATTAGTAGGAGGTGATATGTGGRTC
	GecuP^5     TTTGCTTTTTCTGGAGTCTTTGAGGTTATATTTGTATGTGATGGACCTGGTACTGATTGAAGCATAGTTGAGGTGATTGTTTCACTTTGAGGGGTATTAGTAGGAGGTGATATGTGGGTC
	GecuP^6      TTTGCTTTTTCTGGAGTCTTTGAGGTTATATTTGTATGTGATGGACCTGGTACTGATTGAAGCATAGTTGAGGTGATTGTTTCACTTTGAGGGGTATTAGTAGGAGGTGATATGTGGGTN
	GecuE^8      TTTGCTTTTTCTGGAGTCTTTGAGGTTATATTTGTATGTGATGGACCTGGTACTGATTGAAGCATAGTTGAGGTGATTGTTTCACTTTGAGGGGTATTAGTAGGAGGTGATATGTGGGTC
	GecuE^9       TTTGCTTTTTCTGGAGTCTTTGAGGTTATATTTGTATGTGATGGACCTGGTACTGATTGAAGCATAGTTGAGGTGATTGTTTCACTTTGAGGGGTATTAGTAGGAGGTGATATGTGGGTC
	GecuE^10       TTTGCTTTTTCTGGAGTCTTTGAGGTTATATTTGTATGTGATGGACCTGGTWCTGATTGAAGCATAGTTGAGGTGATTGYTTCACTTTGAGGGGTATTAGTAGGAGGTGATATGTGGRTC
	GecuE^11      TTTGCTTTTTCTGGAGTCTTTGAGGTTATATTTGTATGTGATGGACCTGGTNCTGATTGAAGCATAGTTGAGGTGATTGTTTCACTTTGAGGGGTATTAGTAGGAGGTGATATGTGGGTC
	GlicC^15     TTTGCTTTTTCTGGAGTCTTTGAGGTTATATTTGTATGTGATGGACCTGGTACTGATTGAAGCATAGTTGAGGTGATTGTTTCACTTTGAGGGGTATTAGTAGGAGGTGATATGTGGGTC
	GlicP^17      TTTGCTTTTTCTGGAGTCTTTGAGGNTATATTTGTATGTGATGGACCTGGTACTGATTGAAGCATAGTTGAGGTGATTGTTT-ACTTTGAGGGGTATTAGTAGGAGGNGATATGTGGGTC
	GlicE^20      TTTGCTTTTTCTGGAGTCTTTGAGGTTATATTTGTATGTGATGGACCTGGTACTGATTGAAGCATAGTTGAGGTGATTGTTTCACTTTGAGGGGTATTAGTAGGAGGTGATATGTGGGTC
	GlicE^21      TTTGCTTTTTCTGGAGTCTTTGAGGTTATATTTGTATGTGATGGACCTGGTACTGATTGAAGCATAGTTGAGGTGATTGTTTCACTTTGAGGGGTATTAGTAGGAGGTGATATGTGGGTC
	GlicE^22       TTTGCTTTTTCTGGAGTCTTTGAGGTTATATTTGTATGTGATGGACCTGGTACTGATTGAAGCATAGTTGAGGTGATTGTTTCACTTTGAGGGGTATTAGTAGGAGGTGATATGTGGGTC
	GlicE^23       TTTGCTTTTTCTGGAGTCTTTGAGGTTATATTTGTATRTGATGGACCTGGTWCTGATTGAAGCATAGTTGAGGTGATTGTTTCACTTTGAGGGGTATTAGTAGGAGGTGATATGTGGGTC
	GlicE^24      TTTGCTTTTTCTGGAGTCTTTGAGGTTATATTTGTATGTGATGGACCTGGTACTGATTGAAGCATAGTTGAGGTGATTGTTTCACTTTGAGGGGTATTAGTAGGAGGTGATATGTGGGTC
	GlicE^25      TTTGCTTTTTCTGGAGTCTTTGAGRTTATATTTGTATGTGATGGACCTGGTWCTGATTGAAGCATAGTTGAGGTGATTGTTTCACTTTGAGGGGTATTAGTAGGAGGTGATATGTGGGTC
	GmorB^27    TTTGCTTTTTCTGGAGTCTTTGAGRTTATATTTGTATGTGATGGACCTGGTWCTGATTGAAGCATAGTTGAGGTGATTGTTTCACTTTGAGGGGTATTAGTAGGAGGTGATATGTGGGTC
	GpasB^28    TTTGCTTTTTCTGGAGTCTTTGAGGTTATATTTGTATGTGATGGACCTGGTACTGATTGAAGCATAGTTGAGGTGATTGTTTCACTTTGAGGGGTATTAGTAGGAGGTGATATGTGGGTC
	GpasB^29    TTTGCTTTTTCTGGAGTCTTTGAGGTTATATTTGTATGTGATGGACCTGGTTCTGATTGAAGCATAGTTGAGGTGATTGCTTCACTTTGAGGGGTATTAGTAGGAGGTGATATGTGGATC


19 120
	GecuC^1     GTCCCGTGGCGTGCTTTCCGAAGCGTGCGGTATCAACTGCGTTGTGAGTGTGTGCTTCTGTGYGTGTCCTGTTTTGTTGATTGAGCTTTCAAACGGTGGATTGCGACTTTCGCCGCTGTC
	GecuP^4     GTCCCGTGGCGTGCTTTCCGAAGCGTGCGGTATCAACTGCGTTGTGAGTGTGTGCTTCTGTGTGTGTCCTGTTTTGTTGATTGAGCTTTCAAACGGTGGATTGCGACTTTCGCCGCTGTC
	GecuP^5      GTCCCGTGGCGTGCTTTCCGAAGCGTGCGGTATCAACTGCGTTGTGAGTGTGTGCTTCTGTGTGTGTCCTGTTTTGTTGATTGAGCTTTCAAACGGTGGATTGCGACTTTCGCCGCTGTC
	GecuE^8      GTCCCGTGGCGTGCTTTCCGAAGCGTGCGGTATCAACTGCGTTGTGAGTGTGTGCTTCTGTGTGTGTCCTGTTTTGTTGATTGAGCTTTCAAACGGTGGATTGCGACTTTCGCCGCTGTC
	GecuE^9       GTCCCGTGGCGTGCTTTCCGAAGCGTGCGGTATCAACTGCGTTGTGAGTGTGTGCTTCTGTGTGTGTCCTGTTTTGTTGATTGAGCTTTCAAACGGTGGATTGCGACTTTCGCCGCTGTC
	GecuE^10       GTCCCGTGGCGTGCTTTCCGAAGCGTGCGGTATCAACTGCGTTGTGAGTGTGTGCTTCTGTGTGTGTCCTGTTTTGTTGATTGAGCTTTCAAACGGTGGATTGCGACTTTCGCCGCTGTC
	GecuE^11      GTCCCGTGGCGTGCTTTCCGAAGCGTGCGGTATCAACTGCGTTGTGAGTGTGTGCTTCTGTGTGTGTCCTGTTTTGTTGATTGAGCTTTCAAACGGTGGATTGCGACTTTCGCCGCTGTC
	GecuE^12      GTCCCGTGGCGTGCTTTCCGAAGCGTGCGGTATCAACTGCGTTGTGAGTGTGTGCTTCTGTGTGTGTCCTGTTTTGTTGATTGAGCTTTCAAACGGTGGATTGCGACTTTCGCCACTGTC
	GlicC^15     GTCCCGTGNCGTGCTTTCCGAAGCGTGCGGTATCAACTGCGTTGTGAGTGTGTGCTTCTGTGTGTGTCCTGTTTTGTTGATTGAGCTTTCAAACGGTGGATTGCGACTTTCGCCGCTGTC
	GlicP^17      GTCCCGTGGCGTGCTTTCCGAAGCGTGCGGTATCAACTGCGTTGTGAGTGTGTGCTTCTGTGTGTGTCCTGTTTTGTTGATTGAGCTTTCAAACGGTGGATTGCGACTTTCGCCGCTGTC
	GlicE^20      GTCCCGTGGCGTGCTTTCCGAAGCGTGCGGTATCAACTGCGTTGTGAGTGTGTGCTTCTGTGTGTGTCCTGTTTTGTTGATTGAGCTTTCAAACGGTGGATTGCGACTTTCGCCGCTGTC
	GlicE^21      GTCCCGTGGCGTGCTTTCCGAAGCGTGCGGTATCAACTGCGTTGTGAGTGTGTGCTTCTGTGTGTGTCCTGTTTTGTTGATTGAGCTTTCAAACGGTGGATTGCGACTTTCGCCGCTGTC
	GlicE^22       GTCCCGTGGCGTGCTTTCCGAAGCGTGCGGTATCAACTGCGTTGTGAGTGTGTGCTTCTGTGTGTGTCCTGTTTTGTTGATTGAGCTTTCAAACGGTGGATTGCGACTTTCGCCGCTGTC
	GlicE^23       GTCCCGTGGCGTGCTTTCCGAAGCGTGCGGTATCAACTGCGTTGTGAGTGTGTGCTTCTGTGTGTGTCCTGTTTTGTTGATTGAGCTTTCAAACGGTGGATTGCGACTTTCGCCGCTGTC
	GlicE^24      GTCCCGTGGCGTGCTTTCCGAAGCGTGCGGTATCAACTGCGTTGTGAGTGTGTGCTTCTGTGTGTGTCCTGTTTTGTTGATTGAGCTTTCAAACGGTGGATTGCGACTTTCGCCGCTGTC
	GlicE^25      GTCCCGTGGCGTGCTTTCCGAAGCGTGCGGTATCAACTGCGTTGTGAGTGTGTGCTTCTGTGTGTGTCCTGTTTTGTTGATTGAGCTTTCAAACGGTGGATTGCGACTTTCGCCGCTGTC
	GmorB^27    GTCCCGTGGCGTGCTTTCCGAAGCGTGCGGTATCAACTGCGTTGTGAGTGTGTGCTTCTGTGTGTGTCCTGTTTTGTTGATTGAGCTTTCAAACGGTGGATTGCGACTTTCGCCGCTGTC
	GpasB^28    GTCCCGTGGCGTGCTTTCCGAAGCGTGCGGTATCAACTGCGTTGTGAGTGTGTGCTTCTGTGTGTGTCCTGTTTTGTTGATTGAGCTTTCAAACGGYGGATTGCGACTTTCGCCGCTGTC
	GpasB^29    GTCCCGTGGCGTGCTTTCCGAAGCGTGCGGTATCAACTGCGTTGTGAGTGTGTGCTTCTGTGTGTGTCCTGTTTTGTTGATTGAGCTTTCAAACGGYGGATTGCGACTTTCGCCGCTGTC


15 120
	GecuC^1     AAAGAGGTTATCAAAAGTGAGGAGGTAAGTGTATTTCCCGACTTAGAAAATCCGTATTATTAGTACGCTTTTTTCAATTGTCATGCTTCAAAAATAGTACCTTTACGAACGTTTTACG--
	GecuP^4     AAAGAGGTTATCAAAAGTGAGGAGGTAAGTGTATTTCCCGACTTAGAAAATCCGTATTATTAGTACGCTTTTTTCAATTGTCATGCTTCAAAAATAGTACCTTTACGAACGTTTTACG--
	GecuP^5     AAAGAGGTTATCAAAAGTGAGGAGGTAAGTGTATTTCCCGACTTAGAAAATCCGTATTATTAGTACGCTTTTTTCAATTGTCATGCTTCAAAAATAGTACCTTTACGAACGTTTTACG--
	GecuP^6      AAAGAGGTTATCAAAAGTGAGGAGGTAAGTGTATTTCCCGACTTAGAAAATCCGTATTATTAGTACGCTTTTTTCAATTGTCATGCTTCAAAAATAGTACCTTTACGAACGTTTTACG--
	GecuE^8      AAAGAGGTTATCAAAAGTGAGGAGGTAAGTGTATTTCCCGACTTAGAAAATCCGTATTATTAGTACGCTTTTTTCAATTGTCATGCTTCAAAAATAGTACCTTTACGAACGTTTTACG--
	GecuE^9       AAAGAGGTTATCAAAAGTGAGGAGGTAAGTGTATTTCCCGACTTAGAAAATCCGTATTATTAGTACGCTTTTTTCAATTGTCATGCTTCAAAAATAGTACCTTTACGAACGTTTTACG--
	GecuE^10       AAAGAGGTTATCAAAAGTGAGGAGGTAAGTGTATTTCCCGACTTAGAAAATCCGTATTATTAGTACGCTTTTTTCAATTGTCATGCTTCAAAAATAGTACCTTTACGAACGTTTTACGNN
	GlicC^15     AAAGAGGTTATCAAAAGTGAGGAGGTAAGTGTATTTCCCGACTTAGAAAATCCGTATTATTAGTACGSTTTTTTCAATTGTCATGCTTCAAAAATAGTACCTTTACGAACGTTTTACG--
	GlicP^17      AAAGAGGTTANCAAAAGTGAGGAGGTAAGTGTATTTCCCGACTTAGAAAATCCGTATTATTAGTACGCTTTTTTCAATTGTCATGCTTCAAAAATAGTACCTTTACGAACGTTTTACG--
	GlicE^20      AAAGAGGTTATCAAAAGTGAGGAGGTAAGTGTATTTCCCGACTTAGAAAATCCGTATTATTAGTACGCTTTTTTCAATTGTCATGCTTCAAAAATAGTACCTTTACGAACGTTTTACG--
	GlicE^21       AAAGAGGTTATCAAAAGTGAGGAGGTAAGTGTATTTCCCGACTTAGAAAATCCGTATTATTAGTACGCTTTTTTCAATTGTCATGCTTCAAAAATAGTACCTTTACGAACGTTTTACG--
	GlicE^22       AAAGAGGTTATCAAAAGTGAGGAGGTAAGTGTATTTCCCGACTTAGAAAATCCGTATTATTAGTACGCTTTTTTCAATTGTCATGCTTCAAAAATAGTACCTTTACGAACGTTTTACG--
	GlicE^23      AAAGAGGTTATCAAAAGTGAGGAGGTAAGTGTATTTCCCGACTTAGAAAATCCGTATTATTAGTACGCTTTTTTCAATTGTCATGCTTCAAAAATAGTACCTTTACGAACGTTTTACG--
	GmorB^27    AAAGAGGTTATCAAAAGTGAGGAGGTAAGTGTATTTCCCGACTTAGAAAATCCGTATTATTAGTACGCTTTTTTCAATTGTCATGCTTCAAAAATAGTACCTTTACGAACGTTTTACG--
	GpasB^28    AAAGAGGTTATCAAAAGTGAGGAGGTAAGTGTATTTCCCGACTTAGAAAATCCGTATTATTAGTACGCTTTTTTCAATTGTCATGCTTCAAAAATAGTACCTTTACGAACGTTTTACG--


20 120
	GecuC^1     AGTTGCGGTATARAAGAGGTACGGGAAATATTTTCACTGACATCGACGGAAATAAATTATACTGAGGATAAACCTTTGCAAATAATAGCAGTGAAATGGAAAAATTATACTATTTCCTCG
	GecuP^4     AGTTGCGGTATARAAGAGGTACGGGAAATATTTTCACTGACATCGACGGAAATAAATTATACTGAGGATAAACCTTTGYAAATAATAGCAGTGAAATGGAAAAATTATACTATTTCCTCG
	GecuP^5      AGTTGCGGTATAAAAGAGGTACGGGAAATATTTTCACTGACATCGACGGAAATAAATTATACTGAGGATAAACCTTTGCAAATAATAGNAGTGAAATGGAAAAATTATACTATTTCCTCG
	GecuP^6      AGTTGCGGTATAGAAGAGGTACGGGAAATATTTTCACTGACATCGACGGAAATAAATTATACTGAGGATAAACCTTTGCAARTAATAGCAGTGAAATGGAAAAATTATACTATTTCCTCG
	GecuE^8      AGTTGCGGTATARAAGAGGTACGGGAAATATTTTCACTGACATYGACGGAAATAAATTATACTGAGGATAAACCTTTGCAAATAATAGCAGTGAAATGGAAAAATTATACTATTTCCTCG
	GecuE^9       AGTTGCGGTATAAAAGAGGTACGGGAAATATTTTCACTGACATCGACGGAAATAAATTATACTGAGGATAAACCTTTGCAAATAATAGCAGTGAAATGGAAAAATTATACTATTTCCTCG
	GecuE^10       AGTTGCGGTATARAAGAGGTACGGGAAATATTTTCACTGACATCGACGGAAATAAATTATACTGAGGATAAACCTTTGCAARTAATAGCAGTGAAATGGAAAAATTATACTATTTCCTCG
	GecuE^11      AGTTGCGGTATARAAGAGGTACGGGAAATATTTTCACTGACATCGACGGAAATAAATTATACTGAGGATAAACCTTTGYAAATAATAGCAGTGAAATGGAAAAATTATACTATTTCCTCG
	GlicC^15     AGTTGCGGTATAAAAGAGGTACGGGAAATATTTTCACTGACATCGACGGAAATAAATTATACTGAGGATAAACCTTTGCAAATAATAGCAGTGAAATGGAAAAATTATACTATTTCCTCG
	GlicP^17      AGTTGCGGTATAAAAGAGGTACGGGAAATATTTTCACTGACATCGACGGAAATAAATTATACTGAGGATAAACCTTTGCAAATAATAGCAGTGAAATGGAAAAATTATACTATTTCCTCG
	GlicP^18      AGTTGCGGTATAGAAGAGGTACGGGAAATATTTTCACTGACATCGACGGAAATAAATTATACTGAGGATAAACCTTTGCAAATAATAGCAGTGAAATGGAAAAATTATACTATTTCCTCG
	GlicE^20      AGTTGCGGTATARAAGAGGTACGGGAAATATTTTCACTGACATCGACGGAAATAAATTAYACTGAGGATAAACCTTTGCAAATAATAGCAGTGAAATGGAAAAATTATACTATTTCCTCG
	GlicE^21      AGTTGCGGTATAGAAGAGGTACGGGAAATATTTTCACTGACATCGACGGAAATAAATTATACTGAGGATAAACCTTTGCAAATAATAGCAGTGAAATGGAAAAATTATACTATTTCCTCG
	GlicE^22       AGTTGCGGTATARAAGAGGTACGGGAAATATTTTCACTGACATCGACGGAAATAAATTATACTGAGGATAAACCTTTGYAAATAATAGCAGTGAAATGGAAAAATTATACTATTTCCTCG
	GlicE^23       AGTTGCGGTATAGAAGAGGTGCGGGAAATATTTTCACTGACATCGACGGAAATAAATTATACTGAGGATAAACCTTTGCAAGTAATAGCAGTGAAATGGAAAAATTATACTATTTCCTCG
	GlicE^24      AGTTGCGGTATAAAAGAGGTACGGGAAATATTTTCACTGACATCGACGGAAATAAATTATACTGAGGATAAACCTTTGCAAATAATAGCAGTGAAATGGAAAAATTATACTATTTCCTCG
	GlicE^25      AGTTGCGGTATAAAAGAGGTACGGGAAATATTTTCACTGACATCGACGGAAATAAATTATACTGAGGATAAACCTTTGCAAATAATAGCAGTGAAATGGAAAAATTATACTATTTCCTCG
	GmorB^27    AGTTGCGGTATAAAAGAGGTACGGGAAATATTTTCACTGACATTGACGGAAATAAATTATACTGAGGATAAACCTTTGCAAATAATAGCAGTGAAATGGAAAAATTATACTATTTCCTCG
	GpasB^28    AGTTGCGGTATAAAAGAGGTACGGGAAATATTTTCACTGACATCGACGGAAATAAATTATACTGAGGATAAACCTTTGTAAATAATAGCAGTGAAATGGAAAAATTATACTATTTCCTCG
	GpasB^29    AGTTGCGGTATAAAAGAGGTACGGGAAATATTTTCACTGACATCGACGGAAATAAATTATACTGAGGATAAACCTTTGTAAATAATAGCAGTGAAATGGAAAAATTATACTATTTCCTCG


19 120
	GecuC^1     TCCTCCTCATTTTCGTCACCATGTAAAGTGTCGTCTTTATTAGGTTTGTTAGAAAACTAAAAATGCATGTTGAATAATAAATAATTTGTCTCTAAGAATGCATAATGCTCACTAGTTCAT
	GecuP^4     TCCTCCTCATTTTCGTCACCATGTAAAGTGTCGTCTTTATTAGGTTTGTTAGAAAACTAAAAATGCATGTTGAATAATAAATAATTTGTCTCTAAGAATGCATAATGCTCACTAGTTCAT
	GecuP^5      TCCTCCTCATTTTCGTCACCATGTAAAGTGTCGTCTTTATTAGGTTTGTTAGAAAACTAAAAATGCATGTTGAATAATAAATAATTTGTCTCTAAGAATGCATAATGCTCACTAGTTCAT
	GecuP^6      TCCTCCTCATTTTCGTCACCATGTAAAGTGTCGTCTTTATTAGGTTTGTTAGAAAACTAAAAATGCATGTTGAATAATAAATAATTTGTCTCTAAGAATGCATAATGCTCACTAGTTCAT
	GecuE^8      TCCTCCTCATTTTCGTCACCATGTAAAGTGTCGTCTTTATTAGGTTTGTTAGAAAACTAAAAATGCATGTTGAATAATAAATAATTTGTCTCTAAGAATGCATAATGCTCACTAGTTCAT
	GecuE^9       TCCTCCTCATTTTCGTCACCATGTAAAGTGTCGTCTTTATTAGGTTTGTTAGAAAACTAAAAATGCATGTTGAATAATAAATAATTTGTCTCTAAGAATGCATAATGCTCACTAGTTCAT
	GecuE^10       TCCTCCTCATTTTCGTCACCATGTAAAGTGTCGTCTTTATTAGGTTTGTTAGAAAACTAAAAATGCATGTTGAATAATAAATAATTTGTCTCTAAGAATGCATAATGCTCACTAGTTCAT
	GecuE^11      TCCTCCTCATTTTCGTCACCATGTAAAGTGTCGTCTTTATTAGGTTTGTTAGAAAACTAAAAATGCATGTTGAATAATAAATAATTTGTCTCTAAGAATGCATAATGCTCACTAGTTCAT
	GlicC^15     TCCTCCTCATTTTMGTCACCATGTAAAGTGTCGTCTTTATTAGGTTTGTTAGAAAACTAAAAGTGCATGTTGAATAATAAATAATTTGTCTCTAAGAATGCATAATGCTCACTAGTTCAT
	GlicP^17      TCCTCCTCATTTTCGTCACCAKGTAAAGTGTCGTCTTTATTAGGTTTGTTAGAAAACTAAAAATGCATGTTGAATAATAAATAATTTGTCTCTAAGAATGCATAATGCTCACTAGTTCAT
	GlicE^20      TCCTCCTCATTTTCGTCACCAKGTAAAGTGTCGTCTTTATTAGGTTTGTTAGAAAACTAAAARTGCATGTTGAATAATAAATAATTTGTCTCTAAGAATGCATAATGCTCACTAGTTCAT
	GlicE^21      TCCTCCTCATTTTCGTCACCATGTAAAGTGTCGTCTTTATTAGGTTTGTTAGAAAACTAAAAATGCATGTTGAATAATAAATAATTTGTCTCTAAGAATGCATAATGCTCACTAGTTCAT
	GlicE^22       TCCTCCTCATTTTCGTCACCAKGTAAAGTGTCGTCTTTATTAGGTTTGTTAGAAAACTARAAATGCATGTTGAATAATAAATAATTTGTCTCTAAGAATGCATAATGCTCACTAGTTCAT
	GlicE^23       TCCTCCTCATTTTCGTCACCAKGTAAAGTGTCGTCTTTATTAGGTTTGTTAGAAAACTAAAAATGCATGTTGAATAATAAATAATTTGTCTSTAAGAATGCATAATGCTCACTAGTTCAT
	GlicE^24      TCCTCCTCATTTTCGTCACCAKGTAAAGTGTCGTCTTTATTAGGTTTGTTAGAAAACTARAAATGCATGTTGAATAATAAATAATTTGTCTCTAAGAATGCATAATGCTCACTAGTTCAT
	GlicE^25      TCCTCCTCATTTTCGTCACCAKGTAAAGTGTCGTCTTTATTAGGTTTGTTAGAAAACTARAARTGCATGTTGAATAATAAATAATTTGTCTCTAAGAATGCATAATGCTCACTAGTTCAT
	GmorB^27    TCCTCCTCATTTTCGTCACCATGTAAAGTGTCGTCTTTATTAGGTTTGTTAGAAAACTAAAAATGCATGTTGAATAATAAATAATTTGTCTSTAAGAATGCATAATGCTCACTAGTTCAT
	GpasB^28    TCCTCCTCATTTTCGTCACCATGTAAAGTGTCGTCTTTATTAGGTTTGTTAGAAAACTAAAAATGCATGTTGAATAATAAATAATTTGTCTCTAAGAATGCATAATGCTCACTAGTTCAT
	GpasB^29    TCCTCCTCATTTTCGTCACCATGTAAAGTGTCGTCTTTATTAGGTTTGTTAGAAAACTAAAAATGCATGTTGAATAATAAATAATTTGTCTCTAAGAATGCATAATGCTCACTAGTTCAT


19 120
	GecuC^1     GAGTAAATTCAAGTCCGCGTACTCGATGATGTCGGAGAAGCTTATTGCCAGTTGCTGGTCGTTGAGCTTTCAAGGTGACTTCCTTCAATCATCCTCTTACTGTCCACTCACTTACATTAG
	GecuP^4     GAGYAAATTCAAGTCCGCGTACTCGATGATGTCGGAGAAGCTTATTGCCAGTTRCTGGTCGTTGAGCTTTCAAGGTGACTTCCTTCAATCATCCTCTTACTGTCCACTCACTTACATTAG
	GecuP^5     GAGTAAATTCAAGTCCGCGTACTCGATGATGTCGGAGAAGCTTATTGCCAGTTGCTGGTCGTTGAGCTWTCAAGGTGACTTCCTTCAATCATCCTCTTACTGYCCACTCACTTACATTAG
	GecuP^6      GAGCAAATTCAAGTCNGNGTACTCGATNATGTCGGAGAAGCTTATTGCCAGTTACTGGTCGTTGAGCNTTCAAGGTGACTTCCTTCAATCATCCTCTTACTGTCCACTCACTTACATTAG
	GecuP^7      GAG-AAATTCAAGTCCGCGTACTCGATGATGTCGGAGAAGCTTATTGCCAGTTNCTGGTCGTTGAGCTTTCAAGGTGACTTCCTTCAATCATCCTCTTACTGTCCACTCACTTACATTAG
	GecuE^8      GAGTAAATTCAAGTCCGCGTACTCGATGATGTCGGAGAAGCTTATTGCCAGTTGCTGGTCGTTGAGCTTTCAAGGTGACTTCCTTCAATCATCCTCTTACTGTCCACTCACTTACATTAG
	GecuE^9       GAGYAAATTCAAGTCCGCGTACTYGATGATGTCGGAGAAGCTTATTGCCAGTTGCTGGTCGTTGAGCTTTCAAGGTGACTTCCTTCAATCATCCTCTTACTGTCCACTCACTTACATTAG
	GecuE^10       GAGTAAATTCAAGTCCGCGTACTCGATGATGTCGGAGAAGCTTATTGCCAGTTGCTGGTCGTTGAGCTTTCAAGGTGACTTCCTTCAATCATCCTCTTACTGTCCACTCACTTACATTAG
	GlicC^15     GAGYAAATTCAAGTCCGCGTACTCGATGATGTCGGAGAAGCTTATTGCCAGTTGCTGGTCGTTGAGCTTTCAAGGNGACTTCCTTCAATCATCCTCTTACTGTCCACTCACTTACATTAG
	GlicP^17      GAGTAAATTCAAGTCCGCGTACTCGATGATGTCGGAGAAGCTTATTGCCAGTTGCTGGTCGTTGAGCTTTCAAGGTGACTTCCTTCAATCATCCTCTTACTGTCCACTCACTTACATTAG
	GlicE^20      GAGYAAATTCAAGTCCGCGTACTCGATGATGTCGGAGAAGCTTATTGCCAGTTGCTGGTCGTTGAGCTTTCAAGGTGACTTCCTTCAATCATCCTCTTACTGTCCACTCACTTACATTAG
	GlicE^21      GAGYAAATTCAAGTCCGCGTACTCGATGATGTCGGAGAAGCTTATTGCCAGTTGCTGGTCGTTGAGCTTTCAAGGTGACTTCCTTCAATCATCCTCTTACTGTCCACTCACTTACATTAG
	GlicE^22       GAGYAAATTCAAGTCCGCGTACTCGATGATGTCGGAGAAGCTTATTGCCAGTTGCTGGTCGTTGAGCTTTCAAGGTGACTTCCTTCAATCATCCTCTTACTGTCCACTCACTTACATTAG
	GlicE^23       GAGYAAATTCAAGTCCGCGTACTCGATGATGTCGGAGAAGCTTATTGCCAGTTGCTGGTCGTTGAGCTTTCAAGGTGACTTCCTTCAATCATCCTCTTACTGTCCACTCACTTACATTAG
	GlicE^24      GAGTAAATTCAAGTCCGCGTACTCGATGATGTCGGAGAAGCTTATTGCCAGTTGCTGGTCGTTGAGCTTTCAAGGTGACTTCCTTCAATCATCCTCTTACTGTCCACTCACTTACATTAG
	GlicE^25      GAGCAAATTCAAGTCCGCGTACTCGATGATGTCGGAGAAGCTTATTGCCAGTTGCTGGTCGTTGAGCTTTCAAGGTGACTTCCTTCAATCATCCTCTTACTGTCCACTCACTTACATTAG
	GmorB^27    GAGTAAATTCAAGTCCGCGTACTCGATGATGTCGGAGAAGCTTATTGCCAGTTGCTGGTCGTTGAGCTTTCAAGGTGACTTCCTTCAATCATCCTCTTACTGTCCACTCACTTACATTAG
	GpasB^28    GAGTAAATTCAAGTCCGCGTACTCGATGATGTCGGAGAAGCTTATTGCCAGTTGCTGGTCGTTGAGCTTTCAAGGTGACTTCCTTCAATCATCCTCTTACTGTCCACTCACTTACATTAG
	GpasB^29    GAGTAAATTCAAGTCCGCGTACTCGATGATGTCGGAGAAGCTTATTGCCAGTTGCTGGTCGTTGAGCTTTCAAGGTGNCTTCCTTCAATCATCCTCTTACTGTCCACTCACTTACATTAG


15 120
	GecuC^1     CAAAAGATACTTCGAGAAACAAACCTCGCATTATCGAAGAAGACGCTTCATCATCGGTGCGATGTGAAAGCGTCAGAAATAAAAAGGGAAGTTCTGTTG-TTTTTTGCGAATGTCGTCTG
	GecuP^4     CAAAAGATACTTCGAGAAACAAACCTCGCATTATCGAAGAAGACGCTTCATCATCGGTGCGATGTGAAAGCGTCAGAAATAAAAAGGGAAGTTCTGTTG-TTTTTTGCGAATGTCGTCTG
	GecuE^8      CAAAAGATACTTCGAGAAACAAACCTCGCATTATCGAAGAAGACGCTTCATCATCGGTGCGATGTGAAAGCGTCAGAAATAAAAAGGGAAGTTCTGTTG-TTTTTTGCGAATGTCGTCTG
	GecuE^9       CAAAAGATACTTCGAGAAACAAACCTCSCATTATCGAAGAAGACGCTTCATCATCGGTGCGATGTGAAAGCGTCAGAAATAAAAAGGGAAGTTCTGTTG-TTTTTTGCGAATGTCGTCTG
	GecuE^10       CAAAAGATACTTCGAGAAACAAACCTCSCATTATCGAAGAAGACGCTTCATCATCGGTGCGATGTGAAAGCGTCAGAAATAAAAAGGGAAGTTCTGTTG-TTTTTTGCGAATGTCGTCTG
	GlicC^15     CAAAAGATACTTCKAGAAACAAACCTCCCATTATCGAAGAAGACGCTTNATCATCGGTGCGATGTGAAAGCGTCAGAAATAAAAAGGGAAGTTCTGTTG-TTTTTTGCGAATGTCGTCTG
	GlicP^17      CAAAAGATACTTCGAGAAACAAACCTCCCATTATCGAAGAAGACGCTTCATCATCGGTGCGATGTGAAAGCGTCAGAAATAAAAAGGGAAGTTCTGTTG-TTTTTTGCGAATGTCGTCTG
	GlicE^20      CAAAAGAYACTTCGAGAAACAAACCTCSCATTATCGAAGAAGACGCTTCATCATCGSTGCGATGTGAAAGCGTCAGAAATAAAAAGGGAAGTTCTGTTGTTTTTTTGCGAATGTCGTCTG
	GlicE^21      CAAAAGATACTTCGAGAAACAAACCTCGCATTATCGAAGAAGACGCTTCATCATCGGTGCGATGTGAAAGCGTCAGAAATAAAAAGGGAAGTTCTGTTG-TTTTTTGCGAATGTCGTCTG
	GlicE^22       CAAAAGATACTTCGAGAAACAAACCTCGCRTTATCGAAGAAGACGCTTCATCATCGSTGCGATGTGAAAGCGTCAGAAATAAAAAGGGAAGTTCTGTTG-TTTTTTGCGAATGTCGTCTG
	GlicE^23       CAAAAGATACTTCGAGAAACAAACCTCSCATTATCGAAGAAGACGCTTYATCATCGGTGCGATGTGAAAGCGTCAGAAATAAAAAGGGAAGTTCTGTTG-TTTTTTGCGAATGTCGTCTG
	GlicE^24      CAAAAGATACTTCGAGAAACAAACCTCSCATTATCGAAGAAGACGCTTCATCATCGGTGCGATGTGAAAGCGTCAGAAATAAAAAGGGAAGTTCTGTTG-TTTTTTGNGAATGTCGTCTG
	GlicE^25      CAAAAGATACTTCGAGAAACAAACCTCGCATTATCGAAGAAGACGCTTYATCATCGGTGCGATGTGAAAGCGTCAGAAATAAAAAGGGAAGTTCTGTTG-TTTTTTGCGAATGTCGTCTG
	GmorB^27    CAAAAGATACTTCGAGAAACAAACCTCGCATTATCGAAGAAGACGCTTCATCATCGGTGCGATGTGAAAGCGTCAGAAATAAAAAGGGAAGTTCTGTTG-TTTTTTGCGAATGTCGTCTG
	GpasB^28    CAAAAGATACTTCGAGAAACAAACCTCGCATTATCGAAGAAGACGCTTCATCATCGGTGCGATGTGAAAGCGTCAGAAATAAAAAGGGAAGTTCTGTTG-TTTTTTGCGAATGTCGTCTG


20 120
	GecuC^1     TTCAAGTTCCTGATATTGATTTATGATATCTGATGGTTTTTCGCTTATTATCTTTACAGCATCATCTACAACAGAGTTAGAGGCCTTATCTAACCTAGTCCCCTCAAACAAACAAACCAA
	GecuP^4     TTCAAGTTCCTGATATTGATTTATGATATCTGATGGTTTTTCGCTTATTATCTTTACAGCATCATCTACAACAGAGTTAGAGGCCTTATCTAACCTAGTCCCSTCAAACAAACAAACCAA
	GecuP^5     TTCAAGTTCCTGATATTGATTTATGATATCTGATGGTTTTTCGCTTATTATCTTTACAGCATCATCTACAACAGAGTTAGAGGCCTTATCTAACCTAGTCCCYTCAAACAAACAAACCAA
	GecuP^6      TTCAAGTTCCTGATATTGATTTATGATATCTGATGGTTTTTCGCTTATTATCTTTACAGCATCATCTACAACAGAGTTAGAGGCCTTATCTAACCTAGTCCCCTCAAACAAACAAACCAA
	GecuP^7      TTCAAGTTCCTGATATTGATTTATGATATCTGATGGTTTTTCGCTTATTATCTTTACAGCATCATCTACAACAGAGTTAGAGGCCTTATCTAACCTAGTCCCYTCAAACAAACAAACCAA
	GecuE^8      TTCAAGTTCCTGATATTGATTTATGATATCTGATGGTTTTTCGCTTATTATCTTTACAGCATCATCTACAACAGAGTTAGAGGCCTTATCTAACCTAGTCCCSTCAAACAAACAAACCAA
	GecuE^9       TTCAAGTTCCTGATATTGATTTATGATATCTGATGGTTTTTCGCTTATTATCTTTACAGCATCATCTACAACAGAGTTAGAGGCCTTATCTAACCTAGTCCCYTCAAACAAACAAACCAA
	GecuE^10       TTCAAGTTCCTGATATTGATTTATGATATCTGATGGTTTTTCGCTTATTATCTTTACAGCATCATCTACAACAGAGTTAGAGGCCTTATCTAACCTAGTCCCYTCAAACAAACAAACCAA
	GecuE^11      TTCAAGTTCCTGATATTGATTTATGATATCTGATGGTTTTTCGCTTATTATCTTTACAGCATCATCTACAACAGAGTTAGAGGCCTTATCTAACCTAGTCCCYTCAAACAAACAAACCAA
	GlicC^15     TTCAAGTTCCTGATATTGATTTATGATATCTGATGGTTTTTCGCTTATTATCTTTACAGCATCATCTACAACAGAGTTAGAGGCCTTATCTAACCTAGTCCCTTCAAACAAACAAACCAA
	GlicP^17      TTCAAATTCCTGATATTGATTTATGATATCTGATGGTTTTTCGCTTATTATCTTTACAGCATCATCTACAACAGAGTTAGAGGCCGTATCTAACCTATTCCCTTCAAACAAACAAACCAA
	GlicE^20      TTCAAGTTCCTGATATTGATTTATGATATCTGATGGTTTTTCGCTTATTATCTTTACAGCATCATCTACAACAGAGTTAGAGGCCTTATCTAACCTAGTCCCTTCAAACAAACAAACCAA
	GlicE^21      TTCAARTTCCTGATATTGATTTATGATATCTGATGGTTTTTCGCTTATTATCTTTACAGCATCATCTACAACAGAGTTAGAGGCCKTATCTAACCTAKTCCCTTCAAACAAACAAACCAA
	GlicE^22      TTCAARTTCCTGATATTGATTTATGATATCTGATGGTTTTTCGCTTATTATCTTTACAGCATCATCTACAACAGAGTTAGAGGCCKTATCTAACCTAKTCCCTTCAAACAAACAAACCAA
	GlicE^23       TTCAARTTCCTGATATTGATTTATGATATCTGATGGTTTTTCGCTTATTATCTTTACAGCATCATCTACAACAGAGTTAGAGGCCKTATCTAACCTAKTCCCTTCAAACAAACAAACCAA
	GlicE^24       TTCAARTTCCTGATATTGATTTATGATATCTGATGGTTTTTCGCTTATTATCTTTACAGCATCATCTACAACAGAGTTAGAGGCCKTATCTAACCTAKTCCCTTCAAACAAACAAACCAA
	GlicE^25      TTCAARTTCCTGATATTGATTTATGATATCTGATGGTTTTTCGCTTATTATCTTTACAGCATCATCTACAACAGAGTTAGAGGCCKTATCTAACCTAKTCCCTTCAAACAAACAAACCAA
	GmorB^27    TTCAAGTTCCTGATATTGATTTATGATATCTGATGGTTTTTCGCTTATTATCTTTACAGCATCATCTACAACAGAGTTAGAGGCCTTATCTAACCTAGTCCCSTCAAACAAACAAACCAA
	GpasB^28    TTCAAGTTCCTGATATTGATTTATGATATCTGATGGTTTTTCGCTTATTATCTTTACAGCATCATCTACAACAGAGTTAGAGGCCTTATCTAACCTAGTCCCGTCAAACAAACAAACCAA
	GpasB^29    TTCAAGTTCCTGATATTGATTTATGATATCTGATGGTTTTTCGCTTATTATCTTTACAGCATCATCTACAACAGAGTTAGAGGCCTTATCTAACCTAGTCCCGTCAAACAAACAAACCAA


18 120
	GecuC^1     TCCGCCGAAATTTGCATCAATATCACTGACACTTCATTATATTTTGACGTCGGAATAATTCCCATCGCGCTCTCATGCGTGTATACCGCAGACAATACGTATAATGAAACACACAATATT
	GecuP^4     TCCGCCGAAATTTGCATCAATATCACTGACACTTCATTATATTTTGACGTCGGAATAATTCCCATCGCGCTCTCRTGCGTGTATACCGCAGACAATACGTATAATGAAACACACAATATT
	GecuP^5     TCCGCCGAAATTTGCATCAATATCACTGACACTTCATTATATTTTGACGTCGGAATAATTCCCATCGCGCTCTCATGCGTGTATACCGCAGACAATACGTATAATGAAACACACAATATT
	GecuP^6      TCCGCCGAAATTTGCATCAATATCACTGACACTTCATTATATTTTGACGTCGGAATAATTCCCATCGCGCTCTCATNCGTGTATACCGCAGACAATACGTATAATGAAACACACAATATT
	GecuE^8      TCCGCCGAAATTTGCATCAATATCACTGACACTTCATTATATTTTGACGTCGGAATAATTCCCATCGCGCTCTCATGCGTGTATACCGCAGACAATACGTATAATGAAACACACAATATT
	GecuE^9       TCCGCCGAAATTTGCATCAATATCACTGACACTTCATTATATTTTGACGTCGGAATAATTCCCATCGCGCTCTCATGCGTGTATACCGCAGACAATACGTATAATGAAACACACAATATT
	GecuE^10       TCCGCCGAAATTTGCATCAATATCACTGACACTTCATTATATTTTGACGTCGGAATAATTCCCATCGCGCTCTCATGCGTGTATACCGCAGACAATACGTATAATGAAACACACAATATT
	GecuE^11      TCCGCCGAAATTTGCATCAATATCACTGACACTTCATTATATTTTGACGTCGGAATAATTCCCATCGCGCTCTCATGCGTGTATACCGCAGACAATACGTATAATGAAACACACAATATT
	GlicC^15     TCCGCCGAAATTTGCATCAATATCACTGACACTTCATTATATTTTGACGTCGGAATAATTCCMATCGCGCTCTCATGCGTGTATACCGCAGACAATACGTATAATGAAACACACAATATT
	GlicP^17      TCCGCCGAAATTTGCATCAATATCACTGACACTTCATTATATTTTGACGTCGGAATAATTCCCATCGCGCTCTCATGCGTGTATACCGCAGACAATACGTATAATGAAACACACAATATT
	GlicE^20      TCCGCCGAAATTTGCATCAATATCACTGACACTTCATTATATTTTGACGTCGGAATAATTCCCATCGCGCTCTCATGCGTGTATACCGCAGACAATACGTATAATGAAACACACAATATT
	GlicE^21      TCCGCCGAAATTTGCATCAATATCACTGACACTTCATTATATTTTGACGTCGGAATAATTCCCATCGCGCTCTCATGCGTGTATACCGCAGACAATACGTATAATGAAACACACAATATT
	GlicE^22       TCCGCCGAAATTTGCATCAATATCACTGACACTTCATTATATTTTGACGTCGGAATAATTCCCATCGCGCTCTCATGCGTGTATACCGCAGACAATACGTATAATGAAACACACAATATT
	GlicE^23       TCCGCCGAAATTTGCATCAATATCACTGACACTTCATTATATTTTGACGTCGGAATAATTCCCATCGCGCTCTCATGCGTGTATACCGCAGACAATACGTATAATGAAACACACAATATT
	GlicE^24      TCCGCCGAAATTTGCATCAATATCACTGACACTTCATTATATTTTGACGTCGGAATAATTCCCATCGCGCTCTCATGCGTGTATACCGCAGACAATACGTATAATGAAACACACAATATT
	GlicE^25      TCCGCCGAAATTTGCATCAATATCACTGACACTTCATTATATTTTGACGTCGGAATAATTCCCATCGCGCTCTCATGCGTGTATACCGCAGACAATACGTATAATGAAACACACAATATT
	GmorB^27    TCCGCCGAAATTTGCATCAATATCACTGACACTTCATTATATTTTGACGTCGGAATAATTCCCATCGCGCTCTCATGCGTGTATACCGCAGACAATACGTATAATGAAACACACAATATT
	GpasB^28    TCCGCCGAAATTTGCATCAATATCACTGACACTTCATTATATTTTGACGTCGGAATAATTCCCATCGCGCTCTCATGCGTGTATACCGCAGACAATACGTATAATGAAACACACAATATT


18 120
	GecuC^1     TCCAGTGTGGCATCTGTTTTTATACCAATTTTGCCGTTTTTATTAGAGGTAAGTGTGTTATTGCGTAATTGKACTWACGTTTCTATCGTTTCTAATGATTTCATTATCTGCTATTAGGNT
	GecuP^4     TCCAGTGTGGCATCTGTTTTTATACCAATTTTGCCGTTTTTATTAGAGGTAAGTGTGTTATTGCGTAATTGTACTAACGTTTCTATCGTTTCTAAYGATTTSATTATCTGCTATTAGGAT
	GecuP^5     TCCAGTGTGGCATCTGTTTTTATACCAATTTTGCCGTTTTTATTAGAGGTAAGTGTGTTATTGCGTAATTGNACTAACGTTTCTATCGTTTCTAATGATTTCATTATCTNCTATTAGGAT
	GecuP^6      TCCAGTGTGGCATCTGTTTTTATACCAATTTTGCCGTTTTTATTAGAGGTAAGTGTGTTATTGCGTAATTGKACTAACGTTTCTATCRTTTCTAATGATTTCATTATCTGCTATTAGGAT
	GecuP^7      TCCAGYGTGGCATCTGTTTTTATACCAATTTTGCCGTTTTTATTAGAGGTAAGTGTGTTATTGCGTAATTGTACTAACGTTTCTATCGTTTCTAATGATTTCATTATCTGCTATTAGGAT
	GecuE^8      TCCAGTGTGGCATCTGTTTTTATACCAATTTTGCCGTTTTTATTAGAGGTAAGTGTGTTATTGCGTAATTGKACTAACGTTTCTATCGTTTCTAATGATTTCATTATCTGCTATTAGGAT
	GecuE^9       TCCAGTGTGGCATCTGTTTTTATACCAATTTTGCCGTTTTTATTAGAGGTAAGTGTGTTATTGCGTAATTGTACTAACGTTTCTATCGTTTCTAATGATTTCATTATCTACTATTAGGAT
	GlicC^15     TCCAGTGTGGCATCTGTTTTTATACCAATTTTGCCGTTTTTATTAGAGGTAAGTGTGTTATTGCGTAATTGGACTAACGTTTCTATCGTTTCTAATGATTTCATTATCTGCTATTAGGAT
	GlicP^17      TCCAGTGTGGCATCTGTTTTTATACCAATTTTGCCGTTTTTATTAGAGGTAAGTGTGTTATTGCGTAATTGKACTAACGTTTCTATCGTTTCTAATGATTTCATTATCTGCTATTAGGAT
	GlicP^18      TCCAGTGTGGCATCTGTTTTTATACCAATTTTGCCGTTTTTATTAGAGGTAAGTGTGTTATTGCGTAATTGKACTAACGTTTCTRTCGTTTCTAATGATTTCATTATCTGCTATTAGGAT
	GlicE^20      TCCAGTGTGGCATCYGTTTTTATACCAATTTTGCCGTTTTTATTRGAGGTAAGTGTGTTATTGCGTAATTGTACTAACGTTTCTATCGTTTCTAATGATTTCATTATCTGCTATTAGGAT
	GlicE^21      TCCAGTGTGGCATCYGTTTTTATACCAATTTTGCCGTTTTTATTAGAGGTAAGTGTGTTATTGCGTAATTGTACTAACGTTTCTATCGTTTCTAATGATTTCATTATCTGCTATTAGGAT
	GlicE^22       TCCAGTGTGGCATCTGTTTTTATACCAATTTTGCCGTTTTTATTAGAGGTWAGTGTGTTATTGCGTAATTGGACTAACGTTTCTATCGTTTCTAATGATTTCATTATCTGCTATTAGGAT
	GlicE^23      TCCAGTGTGGCATCTGTTTTTATACCAATTTTGCCGTTTTTATTAGAGGTAAGTGTGTTATTGCGTAATTGKACTAACGTTTCTATCGTTTCTAATGATTTCATTATCTGCTATTAGGAT
	GlicE^24      TCCAGTGTGGCATCTGTTTTTATACCAATTTTGCCGTTTTTATTAGAGGTAAGTGTGTTAYTGCGTAATTGTACTAACGTTTCTATCGTTTCTAATGATTTCATTATCTGCTATTAGGAT
	GmorB^27    TCCAGTGTGGCATCTGTTTTTATACCAATTTTGCCGTTTTTATTAGAGGTAAGTGTGTTATTGCGTAATTGTACTAACGTTTCTATCGTTTCTAATGATTTCATTATCTGCTATTAGGAT
	GpasB^28    TCCAGTGTGGCATCTGTTTTTATACCAATTTTGCCGTTTTTATTAGAGGTAAGTGTGTTATTGCGTAATTGTACTAACGTTTCTATCATTTCTAATGATTTCATTATCTGCTATTAGGRT
	GpasB^29    TCCAGTGTGGCATCCGTTTTTATACCAATTTTGCCGTTTTTATTAGAGGTAAGTGTGTTATTGCGTAATTGTACTAACGTTTCTATCGTTTCTAATGATTTCATTATCTGCTATTAGGAT


19 120
	GecuC^1     CTGTAACAACAAGCACTTCTGCTGCTCGTGTCTTTTTGATATATGTCACTCAATTTCATGTACATTTGATATGACGTTTGGCAATACATAATATGTAATAGTACTTTCTTCTACTGTAGT
	GecuP^4     CTGTAACAACAAGCACTTCTGCTGCTCGTGTCTTTTTGATATATGTCACTCAATTTCATGTACATTTGATATGACGTTTGGCAATACATAATATGTAATAGTACTTTCTTCTACTGTAGT
	GecuP^5     CTGTAACAACAAGCACTTCTGCTGCTCGTGTCTTTTTGATATATGTCACTCAATTTCATGTACATTTGATATGACGTTTGGCAATACATAATATGTAATAGTACTTTCTTCTACTGTAGT
	GecuP^6      CTGTAACAACAAGCACTTCTGCTGCTCGTGTCTTTTTGATATATGTCACTCAATTTCATGTACATTTGATATGACGTTTGGCAATACATAATATGTAATAGTACTTTCTTCTACTGTAGT
	GecuE^8      CTGTAACAACAAGCACTTCTGCTGCTCGTGTCTTTTTGATATATGTCACTCAATTTCATGTACATTTGATATGACGTTTGGCAATACATAATATGTAATAGTACTTTCTTCTACTGTAGT
	GecuE^9       CTGTAACAACAAGCACTTCTGCTGCTCGTGTCTTTTTGATATATGTCACTCAATTTCATGTACATTTGATATGACGTTTGGCAATACATAATATGTAATAGTACTTTCTTCTACTGTAGT
	GecuE^10       CTGTAACAACAAGCACTTCTGCTGCTCGTGTCTTTTTGATATATGTCACTCAATTTCATGTACATTTGATATGACGTTTGGCAATACATAATATGTAATAGTACTTTCTTCTACTGTAGT
	GecuE^11      CTGTAACAACAAGCACTTCTGCTGCTCGTGTCTTTTTGATATATGTCACTCAATTTCATGTACATTTGATATGACGTTTGGCAATACATAATATGTAATAGTACTTTCTTCTACTGTAGT
	GlicC^15     CTGTAACAACAAGCACTTCTGCTGCTCGTGTCTTTTTGATATATGTCACTCAATTTCATGTACATTTGATATGACGTTTGGCAATACATAATATGTAATAGTACTTTCTTCTAYTGTAGT
	GlicP^17      CTGTAACAACAAGCACTTCTGCTGCTCGTGTCTTTTTGATATATGTCACTCAATTTCATGTACATTTGATATGACGTTTGGCAATACATAATATGTAATAGTACTTTCTTCTAYTGTAGT
	GlicP^18      CTGTAACAACAAGCACTTCTGCTGCTCGTGTCTTTTTGATATATGTCACTCAATTTCATGTACATTTGATATGACGTTTGGCAATACATAATATGTAATAGTACTTTCTTCTAYTGTAGT
	GlicE^20      CTGTAACAACAAGCACTTCTGCTGCTCGTGTCTTTTTGATATATGTCACTCAATTTCATGTACATTTGATATGACGTTTGGCAATACATAATATGTAATAGTACTTTCTTCTATTGTAGT
	GlicE^21      CTGTAACAACAAGCACTTCTGCTGCTCGTGTCTTTTTGATATATGTCACTCAATTTCATGTACATTTGATATGACGTTTGGCAATACATAATATGTAATAGTACTTTCTTCTAYTGTAGT
	GlicE^22       CTGTAACAACAAGCACTTCTGCTGCTCGTGTCTTTTTGATATATGTCACTCAATTTCATGTACATTTGATATGACGTTTGGCAATACATAATATGTAATAGTACTTTCTTCTATTGTAGT
	GlicE^23       CTGTAACAACAAGCACTTCTGCTGCTCGTGTCTTTTTGATATATGTCACTCAATTTCATGTACATTTGATATGACGTTTGGCAATACATAATATGTAATAGTACTTTCTTCTATTGTAGT
	GlicE^24      CTGTAACAACAAGCACTTCTGCTGCTCGTGTCTTTTTGATATATGTCACTCAATTTCATGTACATTTGATATGACGTTTGGCAATACATAATATGTAATAGTACTTTCTTCTAYTGTAGT
	GlicE^25      CTGTAACAACAAGCACTTCTGCTGCTCGTGTCTTTTTGATATATGTCACTCAATTTCATGTACATTTGATATGACGTTTGGCAATACATAATATGTAATAGTACTTTCTTCTATTGTAGT
	GmorB^27    CTGTAACAACAAGCACTTCTGCTGCTCGTGTCTTTTTGATATATGTCACTCAATTTCATGTACATTTGATATGACGTTTGGCAATACATAATATGTAATAGTACTTTCTTCTACTGTAGT
	GpasB^28    CTGTAACAACAAGCACTTCTGCTGCTCGTGTCTTTTTGATATATGTCACTCAATTTCATGTACATTTGATATGACGTTTGGCAATACATAATATGTAATAGTACTTTCTTCTACTGTAGT


20 120
	GecuC^1     GGCGAATAATTGTTTCAGAAATGTTAGGCATCACTGCTAATTCCTTCACTTACAAACGGCGATCTGCTAATACCATTTCTTCAAYAATTGAAATGTTTTGAGGCGTTTTCAGTTCTATTG
	GecuP^4     GGCGAATAATTGTTTCAGAAATGTTAGGCATCACTGCTAATTCCTTCACTTACAAACGGCGATCTGCTAATACCATTTCTTCAATAATTGAAATGTTTTGAGGCGTTTTCAGTTCTATTG
	GecuP^5     GGCGAATAATTGTTTCAGAAATGTTAGGCATCACTGCTAATTCCTTCACTTACAAACGGCGATCTGCTAATACCATTTCTTCAATAATTGAAATGTTTTGAGGCGTTTTCAGTTCTATTG
	GecuP^6      GGCGAATAATTGTTTCAGAAATGTTAGGCATCACTGCTAATTCCTTCACTTACAAACGGCKATCTGCTAATACCATTTCTTCAATAATTGAAATGTTTTGAGGCGTTTTCAGTTCTATTG
	GecuE^8      GGCGAATAATTGTTTCAGAAATGTTAGGCATCACTGCTAATTCCTTCACTTACAAACGGCGATCTGCTAATACCATTTCTTCAATAATTGAAATGTTTTGAGGCGTTTTCAGTTCTATTG
	GecuE^9       GGCGAATAATTGTTTCAGAAATGTTAGGCATCACTGCTAATTCCTTCACTTACAAACGGCGATCTGCTAATACCATTTCTTCAATAATTGAAATGTTTTGAGGCGTTTTCAGTTCTATTG
	GecuE^10       GGCGAATAATTGTTTCAGAAATGTTAGGCATCACTGCTAATTCCTTCACTTACAAACGGCGATCTGCTAATACCATTTCTTCAATAATTGAAATGTTTTGAGGCGTTTTCAGTTCTMTTG
	GecuE^11      GGCGAATAATTGTTTCAGAAATGTTAGGCATCACTGCTAATTCCTTCACTTACAAACGGCGATCTGCTAATACCATTTCTTCAATAATTGAAATGTTTTGAGGCGTTTTCAGTTCTATTG
	GlicC^15     GGCGAATAATTGTTTCAGAAATGTTAGGCATCACTGCTAATTCCTTCACTTACAAACGGCGATCTGCTAATACCATTTCTTCAATAATTGAAATGTTTTGAGGCGTTTTCAGTTCTATTG
	GlicP^17      GGCGAATAATTGTTTCAGAAATGTTAGGCATCACTGCTAATTCCTTCACTTACAAACGGCGATCTGCTAATACCATTTCTTCAATAATTGAAATGTTTTGAGGCGTTTTCAGTTCTATTG
	GlicE^20      GGCGAATAATTGTTTCAGAAATGTTAGGCATCACTGCTAATTCCTTCACTTACAAACGGCGATCTGCTAATACCATTTCTTCAATAATTGAAATGTTTTGAGGCGTTTTCAGTTCTATTG
	GlicE^21      GGCGAATAATTGTTTCAGAAATGTTAGGCATCACTGCTAATTCCTTCACTTACAAACGGCGATCTGCTAATACCATTTCTTCAATAATTGAAATGTTTTGAGGCGTTTTCAGTTCTATTG
	GlicE^22      GGCGAATAATTGTTTCAGAAATGTTAGGCATCACTGCTAATTCCTTCACTTACAAACGGCGATCTGCTAATACCATTTCTTCAATAATTGAAATGTTTTGAGGCGTTTTCAGTTCTATTG
	GlicE^23       GGCGAATAATTGTTTCAGAAATGTTAGGCATCACTGCTAATTCCTTCACTTACAAACGGCGATCTGCTAATACCATTTCTTCAATAATTGAAATGTTTTGAGGCGTTTTCAGTTCTATTG
	GlicE^24       GGCGAATAATTGTTTCAGAAATGTTAGGCATCACTGCTAATTCCTTCACTTACAAACGGCGATCTGCTAATACCATTTCTTCAATAATTGAAATGTTTTGAGGCGTTTTCAGTTCTATTG
	GlicE^25      GGCGAATAATTGTTTCAGAAATGTTAGGCATCACTGCTAATTCCTTCACTTACAAACGGCGATCTGCTAATACCATTTCTTCAATAATTGAAATGTTTTGAGGCGTTTTCAGTTCTATTG
	GlicE^26      GGCGAATAATTGTTTCAGAAATGTTAGGCATCACTGCTAATTCCTTCACTTACAAACGGCGATCTGCTAATACCATTTCTTCAATAATTGAAATGTTTTGAGGCGTTTTCAGTTCTATTG
	GmorB^27    GGCGAATAATTGTTTCAGAAATGTTAGGCATCACTGCTAATTCCTTCACTTACAAACGGCKATCTGCTAATACCATTTCTTCAATAATTGAAATGTTTTGAGGCGTTTTCAGTTCTATTG
	GpasB^28    GGCGAATAATTGTTTCAGAAATGTTAGGCATCACTGCTAATTCCTTCACTTACAAACGGCGATCTGCTAATACCATTTCTTCAATAATTGAAATGTTTTGAGGCGTTTTCAGTTCTATTG
	GpasB^29    GGCGAATAATTGTTTCAGAAATGTTAGGCATCACTGCTAATTCCTTCACTTACAAACGGCGATCTGCTAATACCATTTCTTCAATAATTGAAATGTTTTGAGGCGTTTTCAGTTCTATTG


18 120
	GecuC^1     GCTAAGAGACTCTACCCAAACAACTGTCTCATCTCAATTTCCAAAGGGTGGAAATGCAACAAATTTTTTACAATCCAACACCAAAATATACAGTGTTTAGCGAATAAGTTATTGGCNTTG
	GecuC^2     GCTAAGAGACTCTACCCAAACAACTGTCTCATCTCAATTTCCAAAGGGTGGAAATGCAACAAATTTTTTACAATCCAACACCAAAATATACAGTGTTTAGCGAATAAGTTATTGGCKTTG
	GecuP^4     GCTAAGAGACTCTACCCAAACAACTGTCTCATCTCAATTTCCAAAGGGTGGAAATGCAACAAATTTTTTACAATCCAACACCAAAATATACAGTGTTTAGCGAATAAGTTATTGGCTTTG
	GecuP^5      GCTAAGAGACTCTACCCAAACAACTGTCTCATCTCAATTTCCAAAGGGTGGAAATGCAACAAATTTTTTACAATCCAACACCAAAATATACAGTGTTTAGCGAATAAGTTATTGGCKTTG
	GecuP^6      GCTAAGAGACTCTACCCAAACAACTGTCTCATCTCAATTTCCAAAGGGTGGAAATGCAACAAATTTTTTACAATCCAACACCAAAATATACAGTGTTTAGCGAATAAGTTATTGGCKTTG
	GecuE^8       GCTAAGAGACTCTACCCAAACAACTGTCTCATCTCAATTTCCAAAGGGTGGAAATGCAACAAATTTTTTACAATCCAACACCAAAATATACAGTGTTTAGCGAATAAGTTATTGGCNTTG
	GecuE^9       GCTAAGAGACTCTACCCAAACAACTGTCTCATCTCAATTTCCAAAGGGTGGAAATGCAACAAATTTTTTACAATCCAACACCAAAATATACAGTGTTTAGCGAATAAGTTATTGGCTTTG
	GecuE^10       GCTAAGAGACTCTACCCAAACAACTGTCTCATCTCAATTTCCAAAGGGTGGAAATGCAACAAATTTTTTACAATCCAACACCAAAATATACAGTGTTTAGCGAATAAGTTATTGGCTTTG
	GecuE^11      GCTAAGAGACTCTACCCAAACAACTGTCTCATCTCAATTTCCAAAGGGTGGAAATGCAACAAATTTTTTACAATCCAACACCAAAATATACAGTGTTTAGCGAATAAGTTATTGGCKTTG
	GlicC^15     GCTAAGAGACTCTACCCAAACAACTGTCTCAYCTCAATTTCCAAAGGGTGGAAATGCAACAAATTTTTTACARTCCAACACCAAAATATACAGTGTTTAGCGAATAAGTTATTGGCTTTG
	GlicP^17      GCTAAGAGACTCTACCCAAACAACTGTCTCATCTCAATTTCCAAAGGGTGGAAATGCAACAAATTTTTT-CANTCCAACACCAAAATATACAGTGTTTAGCGAATAAGTTATTGGCTTTG
	GlicE^20      GCTAAGAGACTCTACCCAAACAACTGTCTCATCTCAATTTCCAAAGGGTGGAAATGCAACAAATTTTTTACAATCCAACACCAAAATATACAGTGTTTAGCGAATAAGTTATTGGCTTTG
	GlicE^21      GCTAAGAGACTCTACCCAAACAACTGTCTCATCTCAATTTCCAAAGGGTGGAAATGCAACAAATTTTTTACAATCCAACGCCAAAATATACAGTGTTTAGCGAATAAGTTATTGGCTTTG
	GlicE^22       GCTAAGAGWCTCTACCCAAACAACTGTCTCATCTCAATTTCCAAAGGGT-GAAATGCAACAAATTTTTTACARTCCAACACCAAAATATACAGTGTTTAGCGAATAAGTTATTGGCTTTG
	GlicE^23       GCTAAGAGACTCTACCCAAACAACTGTCTCATCTCAATTTCCAAAGGGTGGAAATGCAACAAATTTTTTACAATCCAACACCAAAATATACAGTGTTTAGCGAATAAGTTATTGGCTTTG
	GmorB^27    GCTAAGAGACTCTACCCAAACAACTGTCTCATCTCAATTTCCAAAGGGTGGAAATGCAACAAATTTTTTACAATCCAACACCAAAATATACAGTGTTTAGCGAATAAGTTATTGGCTTTG
	GpasB^28    GCTAAGAGACTCTACCCAAACAACTGTCTCATCTCAATTTCCAAAGGGTGGAAATGCAACAAATTTTTTACAATCCAACACCAAAATATACAGTGTTTAGCGAATAAGTTATTGGCTTTG
	GpasB^29    GCTARGAGACTCTACCCAAACAACTGTCTCATCTCAATTTCCAAAGGGTGGAAATGCAACAAATTTTTTACAATCCAACACCAAAATATACAGTGTTTAGCGAATAAGTTATTGGCTTTG


18 120
	GecuC^1     GGTCCGTTCCTCCCGATTCACCCTSTATATCCTAAAACATGCCAAATATACGAAACC-AAAAAGGGTTCTTGCTTCTTCTAGCACAAAGYGTAAAGAAATGTTCGTTTTACACCAATAAA
	GecuP^4     GGTCCGTTCCTCCCGATTCACCCTSTATATCCTAAAACATGCCAAATATACGAAACCARAAAAGGGTTCTTGCTTCTTCTAGCACAAAGYGTAAAGAAATGTTCGTTTTACACCAATAAA
	GecuP^5      GGTCCGTTCCTCCCGATTCACCCTCTATATCCTAAAACATGCCAAATATACGAAACCAAAAAAGGGTTCTTGCTTCTTCTAGCACAAAGCGTAAAGAAATGTTCGTTTTACACCAATAAA
	GecuE^8      GGTCCGTTCCTCCCGATTCACCCTSTATATCCTAAAACATGCCAAATATACGAAACC-AAAAAGGGTTCTTGCTTCTTCTAGCACAAAGYGTAAAGAAATGTTCGTTTTACACCAATAAA
	GecuE^9       GGTCCGTTCCTCCCGATTCACCCTSTATATCCTAARACATGCCAAATATACGAAACCAAAAAAGGGTTCTTGCTTCTTCTAGCACAAAGCGTAAAGAAATGTTCGTTTTACACCAATAAA
	GecuE^10       GGTCCGTTCCTCCCGATTYACCCTSTATATCCTAAAACATGCCAAATATACGAAACCAAAAAAGGGTTCTTGCTTCTTCTAGCACAAAGYGTAAAGAAATGTTCGTTTTACACCAATAAA
	GecuE^11      GGTCCGTTCCTCCCGATTCACCCTSTATATCCTAAAACATGCCAAATATACGAAACCAAAAAAGGGTTCTTGCTTCTTCTAGCACAAAGYGTAAAGAAATGTTCGTTTTACACCAATAAA
	GlicC^15     GGTCCGTTCCTCCCGATTCACCCTGTATATYCTAAAACATGCCAAATATACGAAACCAAAAAAGGGTTCTTGCTTCTTCTAGCACAAAGCGTAAAGAAATGTTCGTTTTACACCAATAAA
	GlicP^17      GGTCCGTTCCTCCCGATTCACCCTGTATATCCTAAAACATGCCAAATATACGAAACCAAAAAAGGGTTCTTGCTTCTTCTAGCACAAAGCGTAAAGAAATGTTCGTTTTACACCAATAAA
	GlicE^20      GGTCCGTTCCTCCCGATTCACCCTGTATATCCTAAAACATGCCAAATATACGAAACCAAAAAAGGGTTCTTGCTTCTTCTAGCACAAAGCGTAAAGAAATGTTCGTTTTACACCAATAAA
	GlicE^21      GGTCCGTTCCTCCCGATTCACCCTGTATATCCTAAAACATGCCAAATATACGAAACCAAAAAAGGGTTCTTGCTTCTTCTAGCACAAAGCGTAAAGAAATGTTCGTTTTACACCAATAAA
	GlicE^22       GGTCCGTTCCTCCCGATTCACCCTGTATATCCTAAAACATGCCAAATATACGAAACCAAAAAAGGGTTCTTGCTTCTTCTAGCACAAAGCGTAAAGAAATGTTCGTTTTACACCAATAAA
	GlicE^23       GGTCCGTTCCTCCCGATTCACCCTGTATATCCTAAAACATGCCAAATATACGAAACCAAAAAAGGGTTCTTGCTTCTTCTAGCACAAAGCGTAAAGAAATGTTCGTTTTACACCAATAAA
	GlicE^24      GGTCCGTTCCTCCCGATTCACCCTGTATATCCTAAAACATGCCAAATATACGAAACCAAAAAAGGGTTCTTGCTTCTTCTAGCACAAAGCGTAAAGAAATGTTCGTTTTACACCAATAAA
	GlicE^25      GGTCCGTTCCTCCCGATTCACCCTGTATATCCTAAAACATGCCAAATATACGAAACCAAAAAAGGGTTCTTGCTTCTTCTAGCACAAAGCGTAAAGAAATGTTCGTTTTACACCAATAAA
	GmorB^27    GGTCCGTTCCTCCCGATTYACCCTGTATATCCTAARACATGCCAAATATACGAAACCAAAAAAGGGTTCTTGCTTCTTCTAGCACAAAGYGTAAAGAAATGTTCGTTTTACACCAATAAA
	GpasB^28    GGTCCGTTCCTCCCGATTCACCCTGTATATCCTAAGACATGCCAAATATACGAAACCAAAAAAGGGTTCTTGCTTCTTCTAGCACAAAGCGTAAAGAAATGTTCGTTTTACACCAATAAA
	GpasB^29    GGTCCGTTCCTCCCGATTCACCCTGTATATCCTAAGACATGCCAAATATACGAAACCAAAAAAGGGTTCTTGCTTCTTCTAGCACAAAGCGTAAAGAAATGTTCGTTTTACACCAATAAA


17 120
	GecuC^1     GTACGCTACAGTTTCGTGATTATCGAAACCTATTTGATCAATTGCTAATGCAC--CTTGCAAGAATAATCGCAAAGGTAATTCGGCTAGTTCGGCCTTTACCAGAGCTGTGNTAGTTGAA
	GecuP^4     GTACGCTACAGTTTCGTGATTATCGAAACCTATTTGATCAATTGCTAAWGCAC--CTTGCAAGAATAATCGCAAAGGTAATTCGGCTAGTTCGGCCTTTACCAGAGCTGTGATAGTTGAA
	GecuP^5      GTACGCTACAGTTTCGTGATTATCGAAACNTATTTGATCAATTGCTAATGCAC--CTTGCAAGAATAATCGCAAAGGTAATTCGGCTAGTTCGGCCTTTACCAGAGCTGTGATAGTTGAA
	GecuP^6      GTACGCTACAGTTTCGTGATTATCGAAACCTATTTGATCAATTGCTAATGCAC--CTTGCAAGAATAATCGCAAAGGTAATTCGGCTAGTTCGGCCTTTACCAGAGCTGTGATAGTTGAA
	GecuE^8      GTACGCTACAGTTTCGTGATTATCGAAACCTATTTGATCAATTGCTAATGCAC--CTTGCAAGAATAATCGCAAAGGTAATTCGGCTAGTTCNGCCTTTACCAGAGCTGTGATAGTTGAA
	GecuE^9       GTACGCTACAGTTTCGTGATTATCGAAACCTATTTGATCAATTGCTAATGCAC--CTTGCAAGAATAATCGCAAAGGTAATTCGGCTAGTTCGGCCTTTACCAGAGCTGTGATAGTTGAA
	GecuE^10       GTACSCTACAGTTTCGTGATTATCGAAACCTATTTGATCAATTGCTAATGCAC--CTTGCAAGAATAATCGCAAAGGTAATTCGGCTAGTTCGGCCTTTACCAGAGCTGTGATAGTTGAA
	GecuE^11      GTACGCTACAGTTTCGTGATTATCGAAACCTATTTGATCAATTGCTAATGCAC--CTTGCAAGAATAATCGCAAAGGTAATTCGGCTAGTTCGGCCTTTACCAGAGCTGTGATAGTTGAA
	GlicC^15     GTACGCTACAGTTTCGTGATTATCGAAACCTATTTGATCAATTGCTAATGCAC--CTTGCAAGAATAATCGCAAAGGTAATTCGGCTAGTTCGGCCTTTACCAGAGCTGTGATAGTTGAA
	GlicP^17      GTACGCTACAGTTTCGTGATTATCGAAACCTATTTGATCAATTGCTAATGCACNNCTTGCAAGAATAATCGCAAAGGTAATTCGGCTAGTTCGGCCTTTACCAGAGCTGTGATAGTTGAA
	GlicE^20      GTACGCTACAGTTTCGTGATTATCGAAACCTATTTGATCAATTGCTAATGCAC--CTTGCAAGAATAATNGCAAAGGTAATTCGGCTAGTTCGGCCTTTACCAGAGCTGTGATAGTTGAA
	GlicE^21      GTACGCTACAGTTTCGTGATTATCGAAACCTATTTGATCAATTGCTAATGCAC--CTTGCAAGAATAATCGCAAAGGTAATTCGGCTAGTTCGGCCTTTACCAGAGCTGTGATAGTTGAA
	GlicE^22       GTACGCTACAGTTTCGTGATTATCGAAACCTATTTGATCAATTGCTAATGCAC--CTTGCAAGAATAATCGCAAAGGTAATTCGGCTAGTTCGGCCTTTACCAGAGCTGTGATAGTTGAA
	GlicE^23       GTACGCTACAGTTTCGTGATTATCGAAACCTATTTGATCAATTGCTAATGCAC--CTTGCAAGAATAATCGCAAAGGTAATTCGGCTAGTTCGGCCTTTACCAGAGCTGTGATAGTTGAA
	GlicE^24      GTACGCTACAGTTTCGTGATTATCGAAACCTATTTGATCAATTGCTAATGCAC--CTTGCAAGAATAATCGCAAAGGTAATTCGGCTAGTTCGGCCTTTACCAGAGCTGTGATAGTTGAA
	GmorB^27    GTACGCTACAGTTTCGTGATTATCGAAACCTATTTGATCAATTGCTAATGCAC--CTTGCAAGAATAATCGCAAAGGTAATTCGGCTAGTTCGGCCTTTACCAGAGCTGTGATAGTTGAA
	GpasB^28    GTACGCTACAGTTTCGTGATTATCGAAACCTATTTGATCAATTGCTAATGCAC--CTTGCAAGAATAATCGCAAAGGTAATTCGGCTAGTTCGGCCTTTACCAGAGCTGTGATAGTTGAA


17 120
	GecuC^1     CAGCAAGCCATGGGTAATTTGAAGAGACAGAATGAGGAAAATGTGAGAAAATTGACGGAAGAAAGAGAAAAAATCAGGATCAATTTGGAAAAGCGTCTTCAGCAGACCGTCCAGCAATTG
	GecuP^4     CAGCAAGCCATGGGTAATTTGAAGAGACAGAATGAGGAAAATGTGAGAAAATTGACGGAAGAAAGAGAAAAAATCAGGATCAATTTGGAAAAGCGTCTTCAGCAGACCGTCCAGCAATTG
	GecuP^5     CAGCAAGCCATGGGTAATTTGAAGAGACAGAATGAGGAAAATGTGAGAAAATTGACGGAAGAAAGAGAAAAAATCAGGATCAATTTGGAAAAGCGTCTTCAGCAGACCGTCCAGCAATTG
	GecuP^6      CAGCAAGCCATGGGTAATTTGAAGAGACAGAATGAGGAAAATGTGAGAAAATTGACGGAAGAAAGAGAAAAAATCAGGATCAATTTGGAAAAGCGTCTTCAGCAGACCGTCCAGCAATTG
	GecuE^8      CAGCAAGCCATGGGWAATTTGAAGAGACAGAATGAGGAAAATGTGAGAAAATTGACGGAAGAAAGAGAAAAAATCAGGATCAATTTGGAAAAGCGTCTTCAGCAGACCGTCCAGCAATTG
	GecuE^9       CAGCAAGCCATGGGTAATTTGAAGAGACAGAATGAGGAAAATGTGAGAAAATTGACGGAAGAAAGAGAAAAAATCAGGATCAATTTGGAAAAGCGTCTTCAGCAGACCGTCCAGCAATTG
	GecuE^10       CAGCAAGCCATGGGTAATTTGAAGAGACAGAATGAGGAAAATGTGAGAAAATTGACGGAAGAAAGAGAAAAAATCAGGATCAATTTGGAAAAGCGTCTTCAGCAGACCGTCCAGCAATTG
	GlicC^15     CAGCAAGCCATGGGTAATTTGAAAAGACAGAATGAGGAAAATGTGAGAAAATTGACGGAAGAAAGAGAAAAAATCAGGATCAATTTGGAAAAGCGTCTTCAGCAGACCGTCCAGCAATTG
	GlicP^17      CAGCAAGCCATGGGTAATTTGAAAAGACAGAATGAGGAAAATGTGAGAAAATTGACGGAAGAAAGAGAAAAAATCAGGATCAATTTGGAAAAGCGTCTTCAGCAGACCGTCCAGCAATTG
	GlicE^20      CAGCAAGCCA-GGGTAATTTGAAGAGACAGAATGAGGAAAATGTGAGAAAATTGACGGAAGAAAGAGAAAAAATCAGGATCAATTTGGAAAAGCGTCTTCAGCAGACCGTCCAGCAATTG
	GlicE^21      CAGCAAGCCATGGGTAATTTGAAGAGACAGAATGAGGAAAATGTGAGAAAATTGACGGAAGAAAGAGAAAAAATCAGGATCAATTTGGAAAAGCGTCTTCAGCAGACCGTCCAGCAATTG
	GlicE^22      CAGCAAGCCATGGGTAATTTGAAGAGACAGAATGAGGAAAATGTGAGAAAATTGACGGAAGAAAGAGAAAAAATCAGGATCAATTTGGAAAAGCGTCTTCAGCAGACCGTCCAGCAATTG
	GlicE^23       CAGCAAGCCATGGGTAATTTGAARAGACAGAATGAGGAAAATGTGAGAAAATTGACGGAAGAAAGAGAAAAAATCAGGATCAATTTGGAAAAGCGTCTTCAGCAGACCGTCCAGCAATTG
	GlicE^24       CAGCAAGCCATGGGTAATTTGAARAGACAGAATGAGGAAAATGTGAGAAAAYTGACGGAAGAAAGAGAAAAAATCAGGATCAATTTGGAAAAGCGTCTTCAGCAGACCGTCCAGCAATTG
	GlicE^25      CAGCAAGCCATGGGTAATTTGAAGAGACAGAATGAGGAAAATGTGAGAAAATTGACGGAAGAAAGAGAAAAAATCAGGATCAATTTGGAAAAGCGTCTTCAGCAGACCGTCCAGCAATTG
	GmorB^27    CAGCAAGCCATGGGTAATTTGAANAGACAGAATGAGGAAAATGTGAGAAAA-TGACGGAAGAAAGAGAAAAAATCAGGATCAATTTGGAAAAGCGTCTTCAGCAGACCGTCCAGCAATTG
	GpasB^28    CAGCAAGCCATGGGTAATTTGAAGAGACAGAATGAGGAAAATGTGAGAAAATTGACGGAAGAAAGAGAAAAAATCAGGATCAATTTGGAAAAGCGTCTTCAGCAGACCGTCCAGCAATTG


17 120
	GecuC^1     TAATATTTGATATTACATCACCTAGAGTTTTTGAACATTTGAAAAATTTGATGAAAGATTGACCCTCAAATATATGAATGGTGTCACTTCAAATTACTTCTCTGGAAATAGTCTCTCAGA
	GecuP^4     TAATATTTGATATTGCATCACCTAGAGTTTTTGAACATTTGAAAAATTTGATGAAAGATTGGCCCTCAAATATATGAATGGTGTCACTTCAAATTACTTCTCTGGAAATAGTCTCTCAGA
	GecuP^5      TAATATTTGATATTGCATCACCTAGAGTTTTTGAACATTTGAAAAATTTGATGAAAGATTGACCCTCAAATATATGAATGGTGTCACTTCAAATTACTTCTCTGGAAATAGTCTCTCAGA
	GecuE^8      TAATATTTGATATTGCATCACCTAGAGTTTTTGAACATTTGAAAAATTTGATGAAAGGTTGACCCTCAAATATATGAATGGTGTCACTTCAAATTACTTCTCTGGAAATAGTCTCTCAGA
	GecuE^9       TAATATTTGATATTGCATCACCTAGAGTTTTTGAACATTTGAAAAATTTGATGAAAGATTGACCCTCAAATATATGAATGGTGTCACTTCAAATTACTTCTCTGGAAATAGTCTCTCAGA
	GecuE^10      TAATATTTGATATTGCATCACCTAGAGTTTTTGAACATTTGAAAAATTTGATGAAAGATTGACCCTCAAATATATGAATGGTGTCACTTCAAATTACTTCTCTGGAAATAGTCTCTCAGA
	GlicC^15     TAATATTTGATATTGCATCACCTAGAGTTTTTGAACATTTGAAAAATTTGATGAAAGATTGACCCTCAAATATATGAATGGTGTCACTTCAAATTACTTCTCTGGAAATAGTCTCTCAGA
	GlicP^17      TAATRTTTGATATTGCATCACCTAGAGTTTTTGAAYATTTGAAAAATTTGATGAAAGATTGACCCYCAAATATATGAATGGTGTCACTTCAAATTACTTCTCTGGAAATAGTCTCTCAGA
	GlicE^20      TAATATTTGATATTGCATCACCTAGAGTTTTTGAACATTTGAAAAATTTGATGAAAGRTTGACCCTCAAATATATGAATGGTGTCACTTCAAATTACTTCTCTGGAAATAGTCTCTCAGA
	GlicE^21      TAATATTTGATATTNCATCACCTAGAGTTTTTGAACATTT-AAAAATTTGATGAAAGATTGACCCTCAAATATATGAATGGTGTCACTTCAAATTANTTCTCTGGAAATAGTCTCTCAGA
	GlicE^22      TAATATTTGATATTGCATCACCTAGAGTTTTTGAACATTTGAAAAATTTGATGAAAGRTTGACCCTCAAATATATGAATGGTGTCACTTCAAATTACTTCTCTGGAAATAGTCTCTCAGA
	GlicE^23       TAATATTTGATATTGCATCACCTAGAGTTTTTGAACATTTGAAAAATTTGATGAAAGRTTGACCCTCAAATATATGAATGGTGTCACTTCAAATTACTTCTCTGGAAATAGTCTCTCAGA
	GlicE^24       TAATATTTGATATTGCATCACCTAGAGTTTTTGAACATTTGAAAAATTTGATGAAAGGTTGACCCTCAAATATATGAATGGTGTCACTTCAAATTACTTCTCTGGAAATAGTCTCTCAGA
	GlicE^25      TAATATTTGATATTRCATCACCTAGAGTTTTTGAACATTTGAAAAATTTGATGAAAGRTTGACCCTCAAATATATGAATGGTGTCACTTCAAATTACTTCTCTGGAAATAGTCTCTCAGA
	GmorB^27    TAATGTTTGATATTGCATCACCTAGAGTTTTTGAACATTTGAAAAATTTGATGAAAGATTGACCCCCAAATATATGAATGGTGTCACTTCAAATTACTTCTCTGGAAATAGTCTCTCAGA
	GpasB^28    TAATATTTGATATTGCATCACCTAGAGTTTTTGAACATTTGAAAAATTTGATGAAAGGTTGACCCTCAAATATATGAATGGTGTCACTTCAAATTACTTCTCTGGAAATAGTCTCTCAGA
	GpasB^29    TAATATTTGATATTGCATCACCTAGAGTTTTTGAACATTTGAAAAATTTGATGAAAGGTTGACCCTCAAATATATGAATGGTGTCACTTCAAATTACTTCTCTGGAAATAGTCTCTCAGA


18 120
	GecuC^1     ATGGATCCTCATTGTCAACCGAATGATGTGAGAAAAAATCTTCTCGAGAAGATAGTACCTATAAGCCTATAAGTACTTACTTTTGCACCTATACCCTAACACTAAAATATGCGAAATACA
	GecuP^4     ATGGATCCTCATTGTCAACCGAATGATGTGAGAAAAAATCTTCTCGAGAAGATAGTACCTATAAGCCTATAAGTACTTACTTTTGCACCTATACCCTAACACTAAAATATGCGAAATACA
	GecuP^5      ATGGATCCTCATTGTCAACCGAATGATGTGAGAAAAAATCTTCTCGAGAAGATAGTACCTATAAGCCTATAAG---TTACTTTTGCACTTATACCCTAACACTAAAATATGCGAAATACA
	GecuP^6      ATGGATCCTCATTGTCAACCGAATGATGTGAGAAAAAATCTTCTCGAGAAGATAGTACCTATAAGCCTATAAG---TTACTTTTGCACTTATACCCTAACACTAAAATATGCGAAATACA
	GecuE^8      ATGGATCCTCATTGTCAACCGAATGATGTGAGAAAAAATCTTCTCGAGAAGATAGTACCTATAAGCCTATAAGTACTTACTTTTGCACCTATACCCTAACACTAAAATATGCGAAATACA
	GecuE^9       ATGGATCCTCATTGTCAACCGAATGATGTGAGAAAAAATCTTCTCGAGAAGATAGTACCTATAAGCCTATAAG---TTACTTTTGCACTTATACCCTAACACTAAAATATGCGAAATACA
	GecuE^10       ATGGATCCTCATTGTCAACCGAATGATGTGAGAAAAAATCTTCTCGAGAAGATAGTACCTATAAGCCTATAAG---TTACTTTTGCACTTATACCCTAACACTAAAATATGCGAAATACA
	GecuE^11      ATGGATCCTCATTGTCAACCGAATGATGTGAGAAAAAATCTTCTCGAGAAGATAGTACCTATAAGCCTATAAG---TTACTTTTGCACTTATACCCTAACACTAAAATATGCGAAATACA
	GlicC^15     ATGGATCCTCATTGTCAACCGAATGATGTGAGAAAAAATCTTCTCGAGAAGATAGTACCTATAAGCCTATAAG---TTACTTTTGCACTTATACCCTAACACTAAAATATGCGAAATACA
	GlicC^16     ATGGATCCTCATTGTCAACCGAATGATGTGAGAAAAAATCTTCTCGAGAAGATAGTACCTATAAGCCTATAAG---TTACTTTTGCACTTATACCCTAACACTAAAATATGCGAAATACA
	GlicP^17      ATGGATCCTCATTGTCAACCGAATGATGTGAGAAAAAATCTTCTCGAGAAGATAGTACCTATAAGCCTATAAG---TTACTTTTGCACTTATACCCTAACACTAAAATATGCGAAATACA
	GlicP^18      ATGGATCCTCATTGTCAACCGAATGATGTGAGAAAAAATCTTCTCGAGAAGATAGTACCTATAAGCCTATAAG---TTACTTTTGCACTTATACCCTAACACTAAAATATGCGAAATACA
	GlicE^20      ATGGATCCTCATTGTCAACCGAATGATGTGAGAAAAAATCTTCTCGAGAAGATAGTACCTATAAGCCTATAAG---TTACTTTTGCACTTATACCCTAACACTAAAATATGCGAAATACA
	GlicE^21      ATGGATCCTCATTGTCAACCGAATGATGTGAGAAAAAATCTTCTCGAGAAGATAGTACCTATAAGCCTATAAG---TTACTTTTGCACTTATACCCTAACACTAAAATATGCGAAATACA
	GlicE^22      ATGGATCCTCATTGTCAACCGAATGATGTGAGAAAAAATCTTCTCGAGAAGATAGTACCTATAAGCCTATAAG---TTACTTTTGCACTTATACCCTAACACTAAAATATGCGAAATACA
	GmorB^27    ATGGATCCTCATTGTCAACCGAATGATGTGAGAAAAAATCTTCTCGAGAAGATAGTACCTATAAGCCTATAAG---TTACTTTTGCACTTATACCCTAACACTAAAATATGCGAAATACA
	GpasB^28    ATGGATCCTCATTGTCAACCGAATGATGTGAGAAAAAATCTTCTCGAGAAGATAGTACCTATAAGCCTATAAG---TTACTTTTGCACTTATACCCTAACACTAAAATATGCGAAATACA
	GpasB^29    ATGGATCCTCATTGTCAACCGAATGATGTGAGAAAAAATCTTCTCGAGAAGATAGTACCTATAAGCCTATAAG---TTACTTTTGCACTTATACCCTAACACTAAAATATGCGAAATACA


20 120
	GecuC^1     CCTCGTAACGCTGTTCTGCTTGTGCCCGTGCTCGAAATAATTCGTCGACGTCGATTTTCAACGCAAAATGCATATCTATGCATCAAATCTKCTGCGRACGCGACGATAAAAAAACGATTT
	GecuP^4     CCTCGTAACGCTGTTCTGCTTGTGCCCGTGCTCGAAATAATTCGTCGACGTCGATTTTCAACGCAAAATGCATATCTATGCATCAAATCTTCTGCGAACGCGACGATAARAAAACGATTT
	GecuP^5      CCTCGTAACACTGTTCTGCTTGTGCCCGTGCTCGAAATAATTCGTCGACGTCGATTTCCAACGCAAAATGCATATCTATGCATCAAATCTTCTGCGAACGCGACGATAAAAAAACGATTT
	GecuE^8      CCTCGTAACGCTGTTCTGCTTGTGCCCGTGCTCGAAATAATTCGTCGACGTCGATTTTCAACGCAAAATGCATATCTATGCATCAAATCTTCTGCGAACGCGACGATAARAAAACGATTT
	GecuE^9       CCTCGTAACGCTGTTCTGCTTGTGCCCGTGCTCGAAATAATTCGNCGACGTCGATTTTCAACGCAAAATGCATATCTATGCATCAAANNT-CTGCGAACGCGNCGATAAAAAAACGATTT
	GecuE^10       CCTCGTAACRCTGTTCTGCTTGTGCCCGTGCTCGAAATAATTCGTCGACGTCGATTTYCAACGCAAAATGCATATCTATGCATCAAATCTTCTGCGAACGCGACGATAARAAAACGATTT
	GecuE^11       CCTCGTAACGCTGTTCTGCTTGTGCCCGTGCTCGAAATAATTCGTCGACGTCGATTTTCAACGCAAAATGCATATCTATGCATCAAATCTTCTGCGAACGCGACGATAAAAAAACGATTT
	GecuE^12      CCTCGTAACACTGTTCTGCTTGTGCCCGTGCTCGAAATAATTCGTCGACGTCGATTTCCAACGCAAAATGCATATCTATGCATCAAATCTTCTGCGAACGCGACGATAAAAAAACGATTT
	GlicC^15     CCTCGTAACGCTGTTCTGCTTGTGCCCGTGCTCGAAATAATTCGTCGRCGTCGATTTTCAACGCAAAATGCATATCTATGCATCAAANNT-CTGCGAACGCGACGATAAAAAAACGATTT
	GlicP^17      CCTCGTAACGCTGTTCTGCTTGTGCCCGTGCTCGAAATAATTCGTCGACGTCGATTTTCAACGC-AAATGCATATCTATGCATCAAATCTTCTGCGAACGCGNCGATAAAAAAACGATTT
	GlicP^18      CCTCGTAACGCTGTTCTGCTTGTGCCCGTGCTCGAAATAATTCGTCGACGTCGATTTTCAACGCRAAATGCATATCTATGCATCAAATCTTCTGCGAACGCGACGATAAAAAAACGATTT
	GlicE^20      CCTCGTAACGCTGTTCTGCTTGTGCCCGTGCTCGAAATAATTCGTCGACGTCGATTTTCAACGCAAAATGCATATCTATGCATCAAANNT-CTGCGAACGCGACGATAAAAAAACGATTT
	GlicE^21      CCTCGTAACGCTGTTCTGCTTGTGCCCGTGCTCGAAATAATTCGYCGACGTCGATTTTCAACGCRAAATGCATATCTATGCATCAAATCTTCTGCGAACGCGACGATAAAAAAACGATTT
	GlicE^22       CCTCGTAACGCTGTTCTGCTTGTGCCCGTGCTCGAAATAATTCGYCGACGTCGATTTTCAACGCRAAATGCATATCTATGCATCAAATCTTCTGCGAACGCGACGATAAAAAAACGATTT
	GlicE^23       CCTCGTAACGCTGTTCTGCTTGTGCCCGTGCTCGAAATAATTCGTCGACGTCGATTTTCAACGCGAAATGCATATCTATGCATCAAATCTTCTGCGAACGCGACGATAAAAAAACGATTT
	GlicE^24      CCTCGTAACGCTGTTCTGCTTGTGCCCGTGCTCGAAATAATTCGTCGACGTCGATTTTCAACGCAAAATGCATATCTATGCATCAAANNT-CTGCGAACGCGACGATAAAAAAACGATTT
	GlicE^25      CCTCGTAACGCTGTTCTGCTTGTGCCCGTGCTCGAAATAATTCGTCGACGTCGATTTTCAACGCRAAATGCATATCTATGCATCAAATCTTCTGCGAACGCGACGATAAAAAAACGATTT
	GmorB^27    CCTCGTAACGCTGTTCTGCTTGTGCCCGTGCTCGAAATAATTCGTCGACGTCGATTTTCAACGCRAAATGCATATCTATGCATCAAATCTTCTGCGAACGCGACGATAARAAAACGATTT
	GpasB^28    CCTCGTAACGCTGTTCTGCTTGTGCCCGTGCTCGAAATAATTCGTCGACGTCGATTTTCAACGCAAAATGCATATCTATGCATCAAATCTTCTGCGAACGCGACGATAAAAAAACGATTT
	GpasB^29    CCTCGTAACGCTGTTCTGCTTGTGCCCGTGCTCGAAATAATTCGTCGACGTCGATTTTCAACGCAAAATGCATATCTATGCATCAAATCTTCTGCGAACGCGACGATAAAAAAACGATTT


19 120
	GecuC^1     GACGAATACTTGTTTCAGAGATGTCAGACATCACTGCTAATTCCTTGGCTTTCAAAYGGCAATCTGCTAATATAATTTCTTCAATAATTGAATTGTTTTGAGGCGTTATCAGTTCAATTG
	GecuP^4     GACGAATACTTGTTTCAGAGATGTCAGACATCACTGCTAAYTCCTTGGCTTTCAAACRGCAATCTGCTAATATAATTTCTTCAATAATTGAATTGTTTTGAGGCGTTATCAGTTCAATTG
	GecuP^5     GACGAATACTTGTTTCAGAGATGTCAGACATCACTGCTAATTCCTTGGCTTTCAAACNGCAATCTGCTAATATAATTTCTTCAATAATTGAATTGTTTTGANGCGTTATCAGTTCAATTG
	GecuP^6      GACGAATACTTGTTTCAGAGATGTCAGACATCACTGCTAATTCCTTGGCTTTCAAATGGCAATCTGCTAATATAATTTCTTCAATAATTGAATTGTTTTGAGGCGTTATCAGTTCAATTG
	GecuP^7      GACGAATACTTGTTTCAGAGATGTCAGACATCACTGCTAATTCCTTGGCTTTCAAAYGGCAATCTGCTAATATAATTTCTTCAATAATTNAATTGTTTTGAGGCGTTATCAGTTCAATTG
	GecuE^8      GACGAATACTTGTTTCAGAGATGTCAGACATCACTGCTAATTCCTTGGCTTTCAAACRGCAATCTGCTAATATAATTTCTTCAATAATTGAATTGTTTTGAGGCGTTATCAGTTCAATTG
	GecuE^9       GACGAATACTTGTTTCAGAGATGTCAGACATCACTGCTAATTCCTTGGCTTTCAAAYGGCAATCTGCTAATATAATTTCTTCAATAATTGAATTGTTTTGAGGCGTTATCAGTTCAATTG
	GecuE^10       GACGWATACTTGTTTCAGAGATGTCAGACATSACTGCTAATTCCTTGGCTTTCAAACGGCAATCTGCTAATATAATTTCTTCAATAATTGAATTGTTTTGAGGCGTTATCAGTTCAATTG
	GecuE^11      GACGAATACTTGTTTCAGAGATGTCAGACNTCACTGCTAATTCCTTGGCTTTCAAAYGGCAATCTGCTAATATAATTTCTTCAATAATTGAATTGTTTTGAGGCGTTATCAGTTCAATTG
	GlicC^15     GACGAATACTTGTTTCAGAGATGTCAGACATCACTGCTAATTCCTTGGCTTTCAAACGGCAATCTGCTAATATAATTTCTTCAATAATTGAATTGTTTTGAGGCGTTATCAGTTCAATTG
	GlicP^17      GACGAATACTTGTTTSARAGATGTCAGACATCACTGCTAATTCCTTGGYTTTCAAACGGCAATCTGCTAATATAATTTCTTCAATAATTGAATTGTTTTGAGGCGTTATCAGTTCAATTG
	GlicE^20      GACGAATACTTGTTTCAGAGATGTCAGACATCACTGCTAATTCCTTGGCTTTCAAACGGCAATCTGCTAATATAATTTCTTCAATAATTGAATTGTTTTGAGGCGTTATCAGTTCAATTG
	GlicE^21      GACGAATACTTGTTTSAGAGATGTCAGACATCACTGCTAATTCCTTGGCTTTCAAACGGCAATCTGCTAATATAATTTCTTCAATAATTGAATTGTTTTGAGGCGTTATCAGTTCAATTG
	GlicE^22       GACGAATACTTGTTTCAGAGATGTCAGACATCACTGCTAATTCCTTGGCTTTCAAACGGCAATCTGCTAATATAATTTCTTCAATAATTGAATTGTTTTGAGGCGTTATCAGTTCAATTG
	GlicE^23       GACGAATACTTGTTTCAGAGATGTCAGACATCACTGCTAATTCCTTGGCTTTCAAACGGCAATCTGCTAATATAATTTCTTCAATAATTGAATTGTTTTGAGGCGTTATCAGTTCAATTG
	GlicE^24      GACGAATACTTGTTTCAGAGATGTCAGACATCACTGCTAATTCCTTGGCTTTCAAACGGCAATCTGCTAATATAATTTCTTCAATAATTGAATTGTTTTGAGGCGTTATCAGTTCAATTN
	GlicE^25      GACGAATACTTGTTTCAGAGATGTCAGACATCACTGCTAATTCCTTGGCTTTCAAACGGCAATCTGCTAATATAATTYCTTCAATAATTGAATTGTTTTGAGGCGTTRTCAGTTCAATTG
	GmorB^27    GACGAATACTTGTTTCAGAGATGTCAGACATCACTGCTAATTCCTTGGCTTTCAAACGGCARTCTGSTAATATAATTTCTTCAATAATTGAATTGTTTTGAGGCGTTATCAGTTCAATTG
	GpasB^28    GACGAATACTTGTTTCAGAGATGTCAGACATCACTGCTAATTCCTTGGCTTTCAAACGGCAATCTGCTAATATAATTTCTTCAATAATTGAATTGTTTTGAGGCGTTATCAGTTCAATTG


19 120
	GecuC^1     CGAAGAGGAACCGTTGCATTTCACTAGATTCCGCGAAGAGGTACTGCTGGAAAGAAAGAGGATGATGAGGAAGGAAGAGAAGTACCAAGCGGACAAGGCGCGTATTAGGAGTAAGGAGTC
	GecuP^4     CGAWGAGGAACCGTTGCATTTCACTAGATTCCGCGAAGAGGTACTGCTGGAAAGAAAGAGGATGATGAGGAAGGAAGAGAAGTACCAAGCGGACAAGGCGCGTATWAGGAGTAAGGAGTC
	GecuP^5      CGAAGAGGAACCGTTGCATTTCACTAGATTCCGCGAAGAGGTACTGNTGGAAAGAAAGAGGATGATGAGGAAGGAAGAGAAGTACCAAGCGGACAAGGCGCGTATTAGGAGTAAGGAGTC
	GecuE^8      CGAAGAGGAACCGTTGCATTTCACTAGATTYCGCGAAGAGGTAYTGCTGGAAAGAAAGAGGATGATGAGGAAGGAAGAGAAGTACCAAGCGGACAAGGCGCGTATTAGGAGTAAGGAGTC
	GecuE^9       CGAAGAGGAACCGTTGCATTTCACTAGATTCCGCGAAGAGGTACTGCTGGAAAGAAAGAGGAYGATGAGGAAGGAAGAGAAGTACCAAGCGGACAAGGCGCGTATTAGGAGTAAGGAGTC
	GecuE^10       CGAAGAGGAACCGTTGCATTTCACTAGATTYCGCGAAGAGGTAYTGCTGGAAAGAAAGAGGATGATGAGGAAGGAAGAGAAGTACCAAGCGGACAAGGCGCGTATTAGGAGTAAGGAGTC
	GecuE^11      CGAAGAGGAACCGTTGCATTTCACTAGATTCCGCGAAGAGGTACTGCTGGAAAGAAAGAGGATGATGNGGAAGGAAGAGAAGTACCAAGCGGACAAGGCGCGTATTAGGAGTAAGGAGTC
	GlicC^15     CGAAGAGGAACCGTTGCATTTCACTAGATTCCGCGAAGAGGTACTGCTGGAAAGAAAGAGGATGATGAGGAAGGAAGAGAAGTACCAAGCGGACAAGGCGCGTATTAGGAGTAAGGAGTC
	GlicP^17      CGAAGAGGAACCGTTGCATTTCACTAGATTCCGCGAAGAGGTACTGCTGGAAAGAAAGAGGATGATGAGGAAGGAAGAGAAGTACCAAGCGGACAAGGCGCGTATTAGGAGTAAGGAGTC
	GlicP^18      CGAAGAGGAACCGTTGCATTTCACTAGATTCCGCGAAGAGGTACTGCTGGAAAGAAAGAGGATGATGAGGAAGGAAGAGAAGTACCAAGCGGACAAGGCGCGTATTAGGAGTAAGGAGTC
	GlicE^20      CGAAGAGGAACCGTTGCATTTCACTAGATTCCGCGAAGAGGTACTGCTGGAAAGAAAGAGGATGATGAGGAAGGAAGAGAAGTACCAAGCGGACAAGGCGCGTATTAGGAGTAAGGAGTC
	GlicE^21      CGAAGAGGAACCGTTGCATTTCACTAGATTCCGCGAAGAGGTACTGCTGGAAAGAAAGAGGATGATGAGGAAGGAAGAGAAGTACCAAGCGGACAAGGCGCGTATTAGGAGTAAGGAGTC
	GlicE^22       CGAAGAGGAACCGTTGCATTTCACTAGATTCCGCGAAGAGGTACTGCTGGAAAGAAAGAGGATGATGAGGAAGGAAGAGAAGTACCAAGCGGACAAGGCGCGTATTAGGAGTAAGGAGTC
	GlicE^23       CGAAGAGGAACCGTTGCATTTCACTAGATTCCGCGAAGAGGTACTGCTGGAAAGAAAGAGGATGATGAGGAAGGAAGAGAAGTACCAAGCGGACAAGGCGCGTATTAGGAGTAAGGAGTC
	GlicE^24      CGAAGAGGAACCGTTGCATTTCACTAGATTCCGCSAAGAGGTACTGCTGGAAAGAAAGAGGATGATGAGGAAGGAAGAGAAGTACCAAGCGGACAAGGCGCGTATTAGGAGTAAGGAGTC
	GlicE^25      CGAAGAGGAACCGTTGCATTTCACTAGATTCCGCGAGGAGGTACTGCTGGAAAGAAAGAGGATGATGAGGAAGGAAGAGAAGTACCAAGCGGACAAGGCGCGTATTAGGAGTAAGGAGTC
	GmorB^27    CGAAGAGGAACCGTTGCATTTCACTAGATTCCGCGAAGAGGTACTGCTGGAAAGAAAGAGGATGATGAGGAAGGAAGAGAAGTACCAAGCGGACAAGGCGCGTATTAGGAGTAAGGAGTC
	GpasB^28    CGAAGAGGAACCGTTGCATTTCACTAGATTCCGCGAAGAGGTACTGCTGGAAAGAAAGAGGATGATGAGGAAGGAAGAGAAGTACCAAGCGGACAAGGCGCGTATTAGGAGTAAGGAGTC
	GpasB^29    CGAAGAGGAACCGTTGCATTTCACTAGATTCCGCGAAGAGGTACTGCTGGAAAGAAAGAGGATGATGAGGAAGGAAGAGAAGTACCAAGCGGACAAGGCGCGTATTAGGAGYAAGGAGTC


23 120
	GecuC^1     ATCGATTTTTTGCATTTCCATGAATTTACAAGAAGAAGATGACGATGCAGAAGAACCAGGGCAATCAGAGAATGAAAARTGAAAGAAATCAAGAAAAATG--TTTTTTTTTTTGCCACAA
	GecuC^2     ATCGATTTTTTGCATTTCCATGAATTTACAAGAAGAAGATGACGATGCAGAAGAACCAGGGCAATCAGAGAATGAAAAATGAAAGAAATCAAGAAAAATG---TTTTTTTTTTGCCACAA
	GecuP^4     ATCGATTTTTTGCATTTCCATGAATTTACAAGAAGAAGATGACGATGCAGAAGAACCAGGGCAATCAGAGAATGAAAARTGAAAGAAATCAAGAAAAATG--TTTTTTTTTTTGCCACAA
	GecuP^5     ATCGATTTTTTGCATTTCCATGAATTTACAAGAAGAAGATGACGATGCAGAAGAACCAGGGCAATCAGAGAATGAAAAATGAAAGAAATCAAGAAAAATG-TTTTTTTTTTTTGCCACAA
	GecuP^6      ATCGATTTTTTGCATTTCCATGAATTTACAAGAAGAAGATGACGATGCAGAAGAACCAGGGCAATCAGAGAATGAAAAATGAAAGAAATCAAGAAAAATG---TTTTTTTTTTGCCACAA
	GecuP^7      ATCGATTTTTTGCATTTCCATGAATTTACAAGAAGAAGATGACGATGCAGAAGAACCAGGGCAATCAGAGAATGAAAAATGAAAGAAATCAAGAAAAATGTTTTTTTTTTTTTGCCACAA
	GecuE^8      ATCGATTTTTTGCATTTCCATGAATTTACAAGAAGAAGATGRCGATGCAGAAGAACCAGGGCAATCAGAGAATGAAAAATGAAAGAAATCAAGAAAAATG---TTTTTTTTTTGCCACAA
	GecuE^9       ATCGATTTTTTGCATTTCCATGAATTTACAAGAAGAAGATGACGATGCAGAAGAACCAGGGCAATCAGAGAATGAAAAATGAAAGAAATCAAGAAAAATG----TTTTTTTTTGCCACAA
	GecuE^10       ATCGATTTTTTGCATTTCCATGAATTTACAAGAAGAAGATGACGATGCAGAAGAACCAGGGCAATCAGAGAATGAAAAATGAAAGAAATCAAGAAAAATG---TTTTTTTTTTGCCACAA
	GecuE^11      ATCGATTTTTTGCATTTCCATGAATTTACAAGAAGAAGATGACGATGCAGAAGAACCAGGGCAATCAGAGAATGAAAARTGAAAGAAATCAAGAAAAATGTTTTTTTTTTTTTGCCACAA
	GlicC^15     ATCGATTTTTTGCATTTCCATGAATTTACAAGAAGAAGATGACGATGCAGAAGAACCAGGGCAATCAGAGAATGAAAAATGAAAGAAATCAAGAAAAATG---TTTTTTTTTTGCCACAA
	GlicP^17      ATCGATTTTTTGCATTTCCATGAATTTACAAGAAGAAGATGACGATGCAGAAGAACCAGGGCAATCAGAGAATGAAAAATGAAAGAAATCAAGAAAAATG---TTTTTTTTTTGCCACAA
	GlicP^18      ATCGATTTTTTGCATTTCCATGAATTTACAAGAAGAAGATGACGATGCAGAAGAACCAGGGCAATCAGAGAATGAAAAATGAAAGAAATCAAGAAAAATG-TTTTTTTTTTTTGCCACAA
	GlicE^20      ATCGATTTTTTGCATTTCCATGAATTTACAAGAAGAAGATGACGATGCAGAAGAACCAGRGCAATCAGAGAATGAAAAATGAAAGAAATCAAGAAAAATG---TTTTTTTTTTGCCACAA
	GlicE^21      ATCGATTTTTTGCATTTCCATGAATTTACAAGAAGAAGATGACGATGCAGAAGAACCAGGGCAATCAGAGAATGAAAAATGAAAGAAATCAAGAAAAATG---TTTTTTTTTTGCCACAA
	GlicE^22      ATCGATTTTTTGCATTTCCATGAATTTACAAGAAGAAGATGACGATGCAGAAGAACCAGGGCAATCAGAGAATGAAAAATGAAAGAAATCAAGAAAAATG---TTTTTTTTTTGCCACAA
	GlicE^23       ATCGATTTTTTGCATTTCCATGAATTTACAAGAAGAAGATGACGATGCAGAAGAACCAGAGCAATCAGAGAATGAAAAATGAAAGAAATCAAGAAAAATG---TTTTTTTTTTGCCACAA
	GlicE^24       ATCGATTTTTTSCATTTCCATGAATTTACAAGAAGAAGATGACGATGCAGAAGAACCAGGGCAATCAGAGAATGAAAAATGAAAGAAATCAAGAAAAATG--TTTTTTTTTTTGCCACAA
	GlicE^25      ATCGATTTTTTGCATTTCCATGAATTTACAAGAAGAAGATGACGATGCAGAAGAACCAGGGCAATCAGAGAATGAAAAATGAAAGAAATCAAGAAAAATG--TTTTTTTTTTTGCCACAA
	GlicE^26      ATCGATTTTTTGCATTTCCATGAATTTACAAGAAGAAGATGACGATGCAGAAGAACCAGGGCAATCAGAGAATGAAAAATGAAAGAAATCAAGAAAAATG--TTTTTTTTTTTGCCACAA
	GmorB^27    ATCGATTTTTTGCATTTCCATGAATTTACAAGAAGAAGATGACGATGCAGAAGAACCAGGGCAATCAGAGAATGAAAAATGAAAGAAATCAAGAAAAATG---TTTTTTTTTTGCCACAA
	GpasB^28    ATCGATTTTTTGCATTTCCATGAATTTACAAGAAGAAGATGACGATGCAGAAGAACCAGGGCAATCAGAGAATGAAAAATGAAAGAAATCAAGAAAAATG----TTTTTTTTTGCCACAA
	GpasB^29    ATCGATTTTTTGCATTTCCATGAATTTACAAGAAGAAGATGACGATGCAGAAGAACCAGGGCAATCAGAGAATGAAAAATGAAAGAAATCAAGAAAAATG----TTTTTTTTTGCCACAA


18 120
	GecuC^1     GTTTCTTATTACGGAATCGTGTGAGAACAATAYCCGAGATGATAAATCATGTAAATTTACAACRGAYTTCGCTTGCTTGAGAGGTGGCGTTGCGCAAATCGCAAACGATAGGAAATTAYA
	GecuP^4     GTTTCTTATTACGGAATCGTGTGAGAACAATATCCGAGATGATAAATCATGTAAATTTACAACGGACTTCGCTTGCTTGAGAGGTGGCGTTGCGCAAATCGCAAACGATAGGAAATTATA
	GecuE^8      GTTTCTTATTACGGAATCGTGTGAGAACAATATCCGAGATGATAAATCATGTAAATTTACAACGGACTTCGCTTGCTTGAGAGGTGGCGTTGCGCAAATCGCAAACGATAGGAAATTATA
	GecuE^9       GTTTCTTATTACGGAATCGTGTGAGAACAATATCCGAGATGATAAATCATGTAAATTTACAACGGAYTTCGCTTGCTTGAGAGGTGGCGTTGCGCAAATCGCAAACGATAGGAAATTAYA
	GecuE^10       GTTTCTTATTACGGAATCGTGTGAGAACAATATCCGAGATGATAAATCATGTAAATTTACAACGGAYTTCGCTTGCTTGAGAGGTGGCGTTGCGCAAATCGCAAACGATAGGAAATTAYA
	GecuE^11      GTTTCTTATTACGGAATCGTGTGAGAACAATATCCGAGATGATAAATCATGTAAATTTACAACGGACTTCGCTTGCTTGAGAGGTGGCGTTGCGCAAATCGCAAACGATAGGAAATTATA
	GlicC^15     GTTTCTTATTACGGAATCGTGTGAGAACAATATCCGAGATGATAAATCATGTAAATTTACAACGGACTTCGCTTGCTTGAGAGGTGGCGTTGCGCAAATCGCAAACGATAGGAAATTATA
	GlicP^17      GTTTCTTATTACGGAATCGTGTGAGAACAATATCCGAGATGATAAATCATGTAAATTTACAACGGACTTCGCTTGCTTGAGAGGTGGCGTTGCGCAAATCGCAAACGATAGGAAATTATA
	GlicE^20      GTTTCTTATTACGGAATCGTGTGAGAACAATATCCGAGATGATAAATCATGTAAATTTACAACGGACTTCGCTTGCTTGAGAGGTGGCGTTGCGCAAATCGCAAACGATAGGAAATTATA
	GlicE^21      GTTTCTTATTACGGAATCGTGTGAGAACAATATCCGAGATGATAAATCATGTAAATTTACAACGGACTTCGCTTGCTTGAGAGGTGGCGTTGCGCAAATCGCAAACGATAGGAAATTATA
	GlicE^22      GTTTCTTATTACGGAATCGTGTGAGAACAATATCCGAGATGATAAATCATGTAAATTTACAACGGACTTCGCTTGCTTGAGAGGTGGCGTTGCGCAAATCGCAAACGATAGGAAATTATA
	GlicE^23       GTTTCTTATTACGGAATCGTGTGAGAACAATATCCGAGATGATAAATCATGTAAATTTACAACGGACTTCGCTTGCTTGAGAGGTGGCGTTGCGCAAATCGCAAACGATAGGAAATTATA
	GlicE^24       GTTTCTTATTACRGAATCGTGTGAGAACAATATCCGAGATGATAAATCATGTAAATTTACAACGGACTTCGCTTGCTTGAGAGGTGGCGTTGCGCAAATCGCAAACGATAGGAAATTATA
	GlicE^25      GTTTCTTATTNCGGAATCGTGTGAGAACAATATCCGAGATGATAAATCATGTAAATTTACAACGGAYTTCGCTTGCTTGAGAGGTGGCGTTGCGCAAATCGCAAACGATANGAAATTATA
	GlicE^26      GTTTCTTATTACGGAATCGTGTGAGAACAATATCCGAGATGATAAATCATGTAAATTTACAACGGACTTCGCTTGCTTGAGAGGTGGCGTTGCGCAAATCGCAAACGATAGGAAATTATA
	GmorB^27    GTTTCTTATTACGGAATCGTGTGAGAACAATATCCGAGATGATAAATCATGTAAATTTACAACGGACTTCGCTTGCTTGAGAGGTGGCGTTGCGCAAATCGCAAACGATAGGAAATTATA
	GpasB^28    GTTTCTTATTACGGAATCGTGTGAGAACAATATCCGAGATGATAAATCATGTAAATTTACAACGGACTTCGCTTGCTTGAGAGGTGGCGTTGCGCAAATCGCAAACGATAGGAAATTATA
	GpasB^29    GTTTCTTATTACGGAATCGTGTGAGAACAATATCCGAGATGATAAATCATGTAAATTTACAACGGACTTCGCTTGCTTGAGAGGTGGCGTTGCGCAAATCGCAAACGATAGGAAATTATA


21 120
	GecuC^1     GCGAAACAATTTCGAAGTAAAGCAGTCGCTGTTGCGGAATGGAATCAAAGCAAAAGTAACGCGCAAGGCGAAGCCCGCGCAAAGCTCGAAAAAGGNACGATCCGACGACAATCCGCCCGT
	GecuP^4     KCGAAACAATTTCGAAGTAAAGCAGTCGCTGTTGCGGAATGGAATCAAAGCAAAAGTAACGCGCAAGGCGAAGCCCGCGCAAAGCTCGAAAAAGGAACGATCCGACGACAATCCGCCCGT
	GecuP^5      GCGAAACAATTTCGAAGTAAAGCAGTCGCTGTTGCGGAATGGAATCAAAGCAAAAGTAACGCGCAAGGNGAAGCCCGCGCAAAGCTCGAAAAAGGAACGATCCGACGACAATCCGCCCGT
	GecuP^6      GCGAAACAATTTCGAAGTAAAGCAGTCGCTGTTGCGGAATGGAATCAAAGCAAAAGTAACGCGCAAGGCGAAGCCCGCGCAAAGCTCGAAAAAGGAACGATCCGACGACAATCCGCCCGT
	GecuE^8      GCGAAACAATTTCGAAGTAAAGCAGTCGCTGTTGCGGAATGGAATCAAAGCAAAAGTAACGCGCAAGGCGAAGCCCGCGCAAAGCTCGAAAAAGGAACGATCCGACGACAATCCGCCCGT
	GecuE^9       GCGAAACAATTTCGAAGTAAAGCAGTCGCTGTTGCGGAATGGAATCAAAGCAAAAGTAACGCGCAAGGCGAAGCCCGCGCAAAGCTCGAAAAAGGAACGATCCGACGACAATCCGCCCGT
	GecuE^10       GCGAAACAATTTCGAAGTAAAGCAGTCGCTGTTGCGGAATGGAATCAAAGCAAAAGTAACGCGCAAGKCGAAGCCCGCGCAAAGCTCGAAAAAGGAACGATCCGACGACAATCCGCCCGT
	GecuE^11       GCGAAACAATTTCGAAGTAAAGCAGTCGCTGTTGCGGAATGGAATCAAAGCAAAAGTAACGCGCAAGGCGAAGCCCGCGCAAAGCTCGAAAAAGGAACGATCCGACGACAATCCGCCCGT
	GecuE^12      GCGAAACAATTTCGAAGTAAAGCAGTCGCTGTTGCGGAATGGAATCAAAGCAAAAGTAACGCGCAAGGCGAAGCCCGCGCAAAGCTCGAAAAAGGAACGATCCGACGACAATCCGCCCGT
	GlicC^15     GCGAAACAATTTCGAAGTAAAGCAGTCGCTGTTGCGGAATGGAATCAAAGCAAAAGTAACGCGCAAGGCGAAGCCCGCGCAAAGCTCGAAAAAGGAACGATCCGACGACAATCCGCCCGT
	GlicP^17      GCGAAACAATTTCGAAGTAAAGCAGTCGCTGTTGCGGAATGGAATCAAAGCAAAAGTAACGCGCAAGGCGAAGCCCGCGCAAAGCTCGAAAAAGGAACGATCCGACGACAATCCGCCCGT
	GlicE^20      GCGAAACAATTTCGAAGTAAAGCAGTCGCTGTTGCGGAATGGAATCAAAGCAAAAGTAACGCGCAAGGCGAAGCCCGCGCAAAGCTCGAAAAAGGAACGATCCGACGACAATCCGCCCGT
	GlicE^21      GCGAAACAATTTCGAAGTAAAGCAGTCGCTGTTGCGGAATGGAATCAAAGCAAAAGTAACGCGCAAGGCGAAGCCCGCGCAAAGCTCGAAAAAGGAACGATCCGACGACAATCCGCCCGT
	GlicE^22      GCGAAACAATTTCGAAGTAAAGCAGTCGCTGTTGCGGAATGGAATCAAAGCAAAAGTAACGCGCAAGGCGAAGCCCGCGCAAAGCTCGAAAAAGGAACGATCCGACGACAATCCGCCCGT
	GlicE^23       GCGAAACAATTTCGAAGTAAAGCAGTCGCTGTTGCGGAATGGAATCAAAGCAAAAGTAACGCGCAAGGCGAAGCCCGCGCAAAGCTCGAAAAAGGAACGATCCGACGACAATCCGCCCGT
	GlicE^24       GCGAAACAATTTCGAAGTAAAGCAGTCGCTGTTGCGGAATGGAATCAAAGCAAAAGTAACGCGCAAGGCGAAGCCCGCGCAAAGCTCGAAAAAGGAACGATCCGACGACAATCCGCCCGT
	GlicE^25      GCGAAACAATTTCGAAGTAAAGCAGTCGCTGTTGCGGAATGGAATCAAAGCAAAAGTAACGCGCAAGGCGAAGCCCGCGCAAAGCTCGAAAAAGGAACGATCCGACGACAATCCGCCCGT
	GlicE^26      GCGAAACAATTTCGAAGTAAAGCAGTCGCTGTTGCGGAATGGAATCAAAGCAAAAGTAACGCGCAAGGCGAAGCCCGCGCAAAGCTCGAAAAAGGAACGATCCGACGACAATCCGCCCGT
	GmorB^27    GCGAAACAATTTCGAAGTAAAGCAGTCGCTGTTGCGGAATGGAATCAAAGCAAAAGTAACGCGCAAGGCGAAGCCCGCGCAAAGCTCGAAAAAGGAACGATCCGACGACAATCCGCCCGT
	GpasB^28    GCGAAACAATTTCGAAGTAAAGCAGTCGCTGTTGCGGAATGGAATCAAAGCAAAAGTAACGCGCAAGGCGAAGCCCGCGCAAAGCTCGAAAAAGGAACGATCCGACGACAATCCGCCCGT
	GpasB^29    GCGAAACAATTTCGAAGTAAAGCAGTCGCTGTTGCGGAATGGAATCAAAGCAAAAGTAACGCGCAAGGCGAAGCCCGCGCAAAGCTCGAAAAAGGAACGATCCGACGACAATCCGCCCGT


18 120
	GecuC^1     ATAAGATCTACAATTAGTAATATTAGTGYATTGTGAGTTGYGAAACACTCAAATGTGTACTTGATATACTTGGCTNGGACGAAAA-ATTTGTGCGACTACAGCTGATGACTTCAATCCTC
	GecuP^4     ATAAGATCTACAATTAGTAATATTAGTGCATTGTGAGTTGCGAAACACTCAAATGTGTACTTGATATACTTGGCTAGGACGAAAACATTTGTGCGACTACAGCTGATGACTTCAATCCTC
	GecuP^5     ATAAGATCTACAATTAGTAATATTAGTGCATTGTGAGTTGCGAAACACTCAAATGTGTACTTGATATACTTGGCTAGGACGAAAACATTTGTGCGACTACAGCTGATGACTTCAATCCTC
	GecuP^6      ATAAGATCTACAATTAGTAATATTAGTGYATTGTGAGTTGCGAAACACYCAAATGTGTACTTGATATACTTGGCTAGGACGAAAACATTTGTGCGACTACAGCTGATGACTTCAATCCTC
	GecuP^7      ATAAGATCTACAATTAGTAATATTAGTGCATTGTGAGTTGCGAAACACTCAAATGTGTACTTGATATACTTGGCTAGGACGAAAACATTTGTGCGACTACAGCTGATCACTTCAATCCTC
	GecuE^8      ATAAGATCTACAATTAGTAATATTAGTGCATTGTGAGTTGCGAAACACTCAAATGTGTACTTGATATACTTGGCTAGGACGAAAACATTTGTGCGACTACAGCTGATGACTTCAATCCTC
	GecuE^9       ATAAGATCTACAATTAGTAATATTAGTGCATTGTGAGTTGCGAAACACTCAAATGTGTACTTGATATACTTGGCTAGGACGAAAACATTTGTGCGACTACAGCTGATGACTTCAATCCTC
	GecuE^10       ATAAGATCTACAATTAGTAATATTAGTGYATTGTGAGTTGCGAAACACYCAAATGTGTACTTGATATACTTGGCTAGGACGAAAACATTTGTGCGACTACMGCTGATGACTTCAATCCTC
	GecuE^11      ATAAGANCTACAATTAGTAATATTAGTNCATTGTGAGTTGCGAAACACTCAAATGTGTACTTGATATACTTGGCTAGGACGAAAACATTTGTGCGACTACMGCTGATGACTTCARTCCTC
	GlicC^15     ATAAGATCTACAATTAGTAATATTAGTGCATTGTGAGTTGCGAAACACTCAAATGTGTACTTGATATACTTGGCTAGGACGAAAACATTTGTGCGACTACAACTGATGACTTCAATCCTC
	GlicP^17      ATAAGATCTACAATTAGTAATATTAGTGCATTGTGAGTTGCGAAACACTCAAATGTGTACTTGATATACTTGGCTAGGACGAAAACATTTGTGCGACTACAGCTGATGACTTCAATCCTC
	GlicE^20      ATAAGATCTACAATTAGTAATATTAGTGCATTGTGAGTTGCGAAACACTCAAATGTGTACTTGATATACTTGGCTAGGACGAAAACATTTGNGCGACTACCGCTGATGACTTCAGTCCTC
	GlicE^21      ATAAGATCTACAATTAGTAATATTAGTGYATTGTGAGTTGCGAAACACYCAAATGTGTACTTGATATACTTGGCTAGGACGAAAACATTTGTGCGACTACMGCTGATGACTTCAATCCTC
	GlicE^22       ATAAGATCTACAATTAGTAATATTAGTGCATTGTGAGTTGCGAAACACTCAAATGTGTACTTGATATACTTGGCTAGGACGAAAACATTTGTGCGACTACAGCTGATGACTTCAATCCTC
	GlicE^23       ATAAGATCTACAATTAGTAATATTAGTGCATTGTGAGTTGCGAAACACTCAAATGTGTACTTGATATACTTGGCTAGGACGAAAACATTTGTGCGACTACAGCTGATGACTTCAATCCTC
	GlicE^24      ATAAGATCTACAATTAGTAATATTAGTGCATTGTGAGTTGCGAAACACTCAAATGTGTACTTGATATACTTGGCTAGGACGAAAACATTTGTGCGACTACAGCTGATGACTTCAATCCTC
	GmorB^27    ATAAGATCTACAATTAGTAATATTAGTGCATTGTGAGTTGCGAAACACTCAAATCTGTACTTGATATACTTGGCTAGGACGAAAACATTTGTGCGACTACAGCTGATGACTTCAATCCTC
	GpasB^28    ATAAGATCTACAATTAGTAATATTAGTGCATTGTGAGTTGCGAAACACTCAAATSTGTACTTGATATACTTGGCTAGGACGAAAACATTTGTGCGACTACAGCTGATGACTTCAATCCTC


22 120
	GecuC^1     TCGTGATAATATGCGCGGGGTACGATGCCTGCCTTGCCTTTTTGACTGTTGTAGTACACGTAGCAAAAAA-RAGGACCTTTTTGAAGCGAATGACAAAAAGAGAAAGAATGAAAATATAA
	GecuP^4     TCGTGATAATATGCGCGGGGTACGATGCCTGCYTTGCCTTTTTGACTGTTGTAGTACACGTAGCAAAAAAAAAGGACCTTTTTGAAGCGAATGACAAAAAGAGAAAGAATGAAAATATAA
	GecuP^5     TCGTGATAATATGCGCGGGGTACGATGCCTGCCTTGCCTTTTTGACTGTTGTAGTACACGTAGCAAAAAAARAGGACCTTTTTGAAGCGAATGACAAAAAGAGAAAGAATGAAAATATAA
	GecuP^6      TCGTGATMATATGCGCGGGGTACGATGCCTGCCTTGCCTTTTTGACTGTTGTRGTACACGTAGCAAAAAAAGAGGACCTTTTTGAAGCGAATGACAAAAAGAGAAAGAATGAAAATATAA
	GecuP^7      TCGTGATAATATGCGCGGGGTACGATGCCTGCCTTGCCTTTTTGACTGTTGTAGTACACGTAGCAAAAAAAAAGGACCTTTTTGAAGCGAATGACAAAAAGAGAAAGAATGAAAATATAA
	GecuE^8      TCGTGATAATATGCGCGGGGTACGATGCCTGCSTTGCCTTTTTGACTGTTGTAGTACACGTAGCAAAAAAARRGGACCTTTTTGAAGCGAATGACAAAAAGAGAAAGAATGAAAATATAA
	GecuE^9       TCGTGATAATATGCGCGGGGTACGATGCCTGCCTTGCCTTTTTGACTGTTGTAGTACACGTAGCAAAAAAAAAGGACCTTTTTGAAGCGAATGACAAAAAGAGAAAGAATGAAAATATAA
	GecuE^10       TCGTGATAATATGCGCGGGGTACGATGCYTGCCTTGCCTTTTTGACTGTTGTAGTACACGTAGCAAAAAAAAAGGACCTTTTTGAAGCGAATGACAAAAAGAGAAAGAATGAAAATATAA
	GecuE^11      TCGTGATAATATGCGCGGGGTACGATGCCTGCCTTGCCTTTTTGACTGTTNNNGTACACGTAGCAAAAAAAAAGGACCTTTTTGAAGCGAATGACAAAAAGAGAAAGAATGAAAATATAA
	GlicC^15     TCGTGATAATATGCGCGGGGTACGATGCCTGCSTTGCCTTTTTGACTGTTGTAGTACACGTAGCAAAAAAAGGGGACCTTTTTGAAGCGAATGACAAAAAGAGAAAGAATRAAAATATAA
	GlicP^17      TCGTGATAATATGCGCGGGGTACGATGCCTGCGTTGCCTTTTTGACTGTTGTAGTACACGTAGCAAAAAAAGGGGACCTTTTTGAAGCGAATGACAAAAAGAGAAAGAATGAAAATATAA
	GlicP^18      TCGTGATAATATGCGCGGGGTACGATGCCTGCCTTGCCTTTTTGACTGTTGTAGTACACGTAGCAAAAAAAGRGGACCTTTTTGAAGCGAATGACAAAAAGAGAAAGAATRAAAATATAA
	GlicE^20      TCGTGATAATATGCGCGGGGTACGATGCCTGCGTTGCCTTTTTGACTGTTGTAGTACACGTAGCAAAAAAAGGGGACCTTTTTGAAGCGAATGACAAAAAGAGAAAGAATG-AAATATAA
	GlicE^21      TCGTGATAATATGCGCGGGGTACGATGCCTGCSTTGCCTTTTTGACTGTTGTAGTACACGTAGCAAAAAAAGRGGACCTTTTTGAAGCGAATGACAAAAAGAGAAAGAATGAAAATATAA
	GlicE^22      TCGTGATAATATGCGCGGGGTACGATGCCTGCSTTGCCTTTTTGACTGTTGTAGTACACGTAGCAAAAAAAGRGGACCTTTTTGAAGCGAATGACAAAAAGAGAAAGAATGAAAATATAA
	GlicE^23       TCGTGATMATATGCGCGGGGTACGATGCCTGCCTTGCCTTTTTGACTGTTGTAGTACACGTAGCAAAAAAAGRGGACCTTTTTGAAGCGAATGACAAAAAGAGAAAGAATRAAAATATAA
	GlicE^24       TCGTGATAATATGCGCGGGGTACGATGCCTGCGTTGCCTTTTTGACTGTTGTAGTACACGTAGCAAAAAAAGGGGACCTTTTTGAAGCGAATGACAAAAAGAGAAAGAATGAAAATATAA
	GlicE^25      TCGTGATAATATGCGCGGGGTACGATGCCTGCGTTGCSTTTTTGACTGTTGTAGTACACGTAGCAAAAAAAGGGGACCTTTTTGAAGCGAATGACAAAAAGAGAAAGAATGAAAATATAA
	GlicE^26      TCGTGATAATATGCGCGGGGTACGATGCCTGCGTTGCCTTTTTGACTGTTGTAGTACACGTAGCAAAAAAAGRGGACCTTTTTGAAGCGAATGACAAAAAGAGAAAGAATGAAAATATAA
	GmorB^27    TCGTGATAATATGCGCGGGGTACGATGCCTGCCTTGCCTTTTTGACTGTTGTAGTACACGTAGCAAAAAAAGRGGACCTTTTTGAAGCGAATGACAAAAAGAGAAAGAATRAAAATATAA
	GpasB^28    TCGTGATAATATGCGCGGGGTACGATGCCTGCCTTGCCTTTTTGACTGTTGTAGTACACGTAGCAAAAAAAAAGGACCTTTTTGAAGCGAATGACAAAAAGAGAAAGAATGAAAATATAA
	GpasB^29    TCGTGATAATATGCGCGGGGTACGATGCCTGCCTTGCCTTTTTGACTGTTGTAGTACACGTAGCAAAAAA-GAGGACCTTTTTGAAGCGAATGACAAAAAGAGAAAGAATGAAAATATAA


18 120
	GecuC^1     TGAGAGAACAGATCGACTAGAATCAAGTATTTTTCTTCGCTTACTAGAGAAACGTGTTATTTTATTTACCAATGTTATTATTGAGGATACAAAATATTGACATTTACTGGTGTACCGAAG
	GecuP^4     TGAGAGAACAGATCGACTAGAATCAAGTATTTTTCTTCGCTTACTAGAGAAACGTGTTATTTTATTTACCAATGTTATTATTGAAGATACAAAATATTGACATTTACTGGTGTACCGAAG
	GecuP^5      TGAGAGAACAGATCGACTAGAATCAAGTATTTTTCTTCGCTTMCTAGAGAAACGTGTTATTTTATTTACCAATGTTATTATTGAAGATACAAAATATTGACATTTACTGGTGTACCGAAG
	GecuP^6      TGAGAGAACAGATCGACTAGAATCAAGTATTTTTCTTCGCTTACTAGAGAAACGTGTTATTTTATTTACCAATGTTATTATTGAAGATACAAAATATTGACATTTACTGGTGTACCGAAG
	GecuE^8      TGAGAGAACAGATCGACTAGAATCAAGTATTTTTCTTCGCTTACTAGAGAAACGTGTTATTTTATTTACCAATGTTATTATTGAGGATACAAAATATTGACATTTACTGGTGTACCGAAG
	GecuE^9       TGAGAGAACAGATCGACTAGAATCAAGTATTKTTCTTCGCTTACTAGAGAAACGTGTTATTTTATTTACCAATGTTATTATTGAGGATACAAAATATTGACATTTACTGGTGTACCGAAG
	GecuE^10       TGAGAGAACAGATCGACTAGAATCAAGTATTTTTCTTCGCTTACTAGAGAAACGTGTTATTTTATTTACCAATGTTATTATTGAAGATACAAAATATTGACATTTACTGGTGTACCGAAG
	GecuE^11      TGAGAGAACAGATCGACTAGAATCAAGTATTTTTCTTCGCTTACTAGAGAAACGTGTTATTTTATTTACCAATGTTATTATTGARGATACAAAATATTGACATTTACTGGTGTACCGAAG
	GlicC^15     TGAGAGAACAGATCGACTAGAATCAAGTATTTTTCTTCGCTTACTAGAGAAACGTGTTATTTTATTTACCAATGTTATTATTGARGATACAAAATATTGACATTTACTGGTGTACCGAAG
	GlicP^17      TGAGAGAACAGATCGACTAGAATCAAGTATTTTTCTTCGCTTACTAGAGAAACGTGTTATTTTATTTACCAATGTTATTATTGAGGATACAAAATATTGACATTTACTGGTGTACCGAAG
	GlicE^20      TGAGAGAACAGATCGACTAGAATCAAGTATTTTTCTTCGCTTACTAGAGAAACGTGTTATTTTATTTACCAATGTTATTATTGAAGATACAAAATATTGACATTTACTGGTGTACCGAAG
	GlicE^21       TGAGAGAACAGATCGACTAGAATCAAGTATTTTTCTTCGCTTACTAGAGAAACGTGTTATTTTATTTACCAATGTTATTATTGAAGATACAAAATATTGACATTTACTGGTGTACCGAAG
	GlicE^22       TGAGAGAACAGATCGACTAGAATCAAGTATTTTTCTTCGCTTACTAGAGAAACGTGTTATTTTATTTACCAATGTTATTATTGAAGATACAAAATATTGACATTTACTGGTGTACCGAAG
	GlicE^23      TGAGAGAACAGATCGACTAGAATCAAGTATTTTTCTTCGCTTACTAGAGAAACGTGTTATTTTATTTACCAATGTTATTATTGAGGATACAAAATATTGACATTTACTGGTGTACCGAAG
	GlicE^24      TGAGAGAACAGATCGACTAGAATCAAGTATTTTTCTTCGCTTACTAGAGAAACGTGTTATTTTATTTACCAATGTTATTATTGAAGATACAAAATATTGACATTTACTGGTGTACCGAAG
	GmorB^27    TGAGAGAACAGATCGACTAGAATCAAGTATTTTTCTTCGCTTACTAGAGAAACGTGTTATTTTATTTACCAATGYTATTATTGARGATACAAAATATTGACATTTACTGGTGTACCGAAG
	GpasB^28    TGAGAGAACAGATCGACTAGAATCAAGTATTTTTCTTCGCTTACTAGAGAAACGTGTTATTTTATTTACCAAYGTTATTATTGARGATACAAAATATTGACATTTACTGGTGTACCGAAG
	GpasB^29    TGAGAGAACAGATCGACTAGAATCAAGTATTTTTCTTCGCTTACTAGAGAAACGTGTTATTTTATTTACCAAYGTTATTATTGARGATACAAAATATTGACATTTACTGGTGTACCGAAG


20 120
	GecuC^1     CACGAATATGATGGTTACAAGGTTCCGCGTTTAGTTTTTTTCTCTTGACGCTGAGAGATCATAATATGCAAGTGTGGATTTTTTGCCTTCATAAATTATGAAATCGTATTGGGAATTGCA
	GecuP^4     CACGAATATGATGGTTACAAGGTTCCGCGTTTAGTTTTTTTCTCTTGACGCTGAGAGATCATAATATGCAAGTGTGGATTTTTTGCCTTCATAAATTATGAAATCGTATTGGGAATTGCA
	GecuP^5     CACGAATATGATGGTTACAAGGTTCCGCGTTTAGTTTTTTTCTCTTGACGCTGAGAGATCATAATATGCAAGTGTGGATTTTTTGCCTTCATAAATTATGAAATCGTATTGGGAATTGCA
	GecuP^6      CACGAATATGATGGTTACAAGGTTCCGCGTTTAGTTTTTTTCTCTTGACGCTGAGAGATCATAATATGCAAGTGTGGATTTTTTGCCTTCATAAATTATGAAATCGTATTGGGAATTGCA
	GecuP^7      CACGAATATGATGGTTACAAGGTTCCGCGTTTAGTTTTTTTCTCTTGACGCTGAGAGATCATAATATGCAAGTGTGGATTTTTTGCCTTCATAAATTATGAAATCGTATTGGGAATTGCA
	GecuE^8      CACGAATATGATGGTTACAAGGTTCCGCGTTTAGTTTTTTTCTCTTGACGCTGAGAGATCATAATATGCAAGTGTGGATTTTTTGCCTTCATAAATTATGAAATCGTATTGGGAATTGCA
	GecuE^9       CACGAATATGATGGTTACAAGGTTCCGCGTTTAGTTTTTTTCTCTTGACGCTGAGAGATCATAATATGCAAGTGTGGATTTTTTGCCTTCATAAATTATGAAATCGTATTGGGAATTGCA
	GecuE^10       CACGAATATGATGGTTACAAGGTTCCGCGTTTAGTTTTTTTCTCTTGACGCTGAGAGATCATAATATGCAAGTGTGGATTTTTTGCCTTCATAAATTATGAAATCGTATTGGGAATTGCA
	GecuE^11      CACGAATATGATGGTTACAAGGTTCCGCGTTTAGTTTTTTTCTCTTGACGCTGAGAGATCATAATATGCAAGTGTGGATTTTTTGCCTTCATAAATTATGAAATCGTATTGGGAATTGCA
	GlicC^15     CACGAATATGATGGTTACAAGGTTCCGCGTTTAGTTTTTTTCTCTTGACGCTGAGAGATCATAATATGCAAGTGTGGATTTTTTGCCTTCATAAATTATGAAATCGTATTGGGAATTGCA
	GlicP^17      CACGAATATGATGGTTACAAGGTTCCGCGTTTAGTTTTTTTCTCTTGACGCTGAGAGATCATAATATGCAAGTGTGGATTTTTTGCCTTCATAAATTATGAAATCGTATTGGGAATTGCA
	GlicE^20      CACGAATATGATGGTTACAAGGTTCCGCGTTTAGTTTTTTTCTCTTGACACTGAGAGATCATAATGTGCAAGTGTGGATTTTTTGCCTTCATAAATTATGAAATCGTATTGGGAATTGCA
	GlicE^21      CACGAATATGATGGTTACAAGGTTCCGCGTTTAGTTTTTTTCTCTTGACRCTGAGAGATCATAATRTGCAAGTGTGGATTTTTTGCCTTCATAAATTATGAAATCGTATTGGGAATTGCA
	GlicE^22      CACGAATATGATGGTTACAAGGTTCCGCGTTTAGTTTTTTTCTCTTGACGCTGAGAGATCATAATATGCAAGTGTGGATTTTTTGCCTTCATAAATTATGAAATCGTATTGGGAATTGCA
	GlicE^23       CACGAATATGATGGTTACAAGGTTCCGCGTTTAGTTTTTTTCTCTTGACGCTGAGAGATCATAATATGCAAGTGTGGATTTTTTGCCTTCATAAATTATGAAATCGTATTGGGAATTGCA
	GlicE^24       CACGAATATGATGGTTACAAGGTTCCGCGTTTAGTTTTTTTYTCTTGACRCTGAGAGATCATAATRTGCAAGTGTGGATTTTTTGCCTTCATAAATTATGAAATCGTATTGGGAATTGCA
	GlicE^25      CACGAATATGATGGTTACAAGGTTCCGCGTTTAGTTTTTTTCTCTTGACGCTGAGAGATCATAATATGCAAGTGTGGATTTTTTGCCTTCATAAATTATGAAATCGTATTGGGAATTGCA
	GmorB^27    CACGAATATGATGGTTACAAGGTTCCGCGTTTAGTTTTTTTCTCTTGACGCTGAGAGATCATAATATGCAAGTGTGGATTTTTTGCCTTCATAAATTATGAAATCGTATTGGGAATTGCA
	GpasB^28    CACGAATATGATGGTTACAAGGTTCCGCGTTTAGTTTTTTTCTCTTGACGCTGAGAGATCATAATATGCAAGTGTGGATTTTTTGCCTTCATAAATTATGAAATCGTATTGGGAATTGCA
	GpasB^29    CACGAATATGATGGTTACAAGGTTCCGCGTTTAGTTTTTTTCTCTTGACGCTGAGAGATCATAATATGCAAGTGTGGATTTTTTGCCTTCATAAATTATGAAATCGTATTGGGAATTGCA


18 120
	GecuC^1     CGATAAAACCTTTTCGTGGACCGACCATTGAGATTATATAGAGAGTGATAATCTAATTCTGCAATGCGCCAGCCGC-ACCCATCTCATCGCACATCCAAACATTGCCNTTGGAAAAGCAC
	GecuP^4     CGATAAAACCTTTTCGTGGACCGACCATTGAGATTATATAGAGAGTGATAATCTAATTCTGCAATGCGCCAGCCGCAACCCATCTCATCGCACATCCAAACATTGCCCTTGGAAAAGCAC
	GecuP^5      CGATAAAACCTTTTCGTGGACCGACCATTGAGATTATATAGAGAGTGATAATCTAATTCTRCAATGCGCCAGCCGCAACCCATCTCATCGCACATCCAAACATTGCCCTTGGAAAAGCAC
	GecuE^8      CGATAAAACCTTTTCGTGGACCGACCATTGAGATTATATAGAGAGTGATAATCTAATTCTGCAATGCGCCAGCCGCAACCCATCTCATCGCACATCCAAACATTGCCCTTGGAAAAGCAC
	GecuE^9       CGATAAAACCTTTTCGTGGACCGACCATTGAGATTATATAGAGAGTGATAATCTAATTCTGCAATGCGCCAGCCGCAACCCATCTCATCGCACATCCAAACATTGCCCTTGGAAAAGCAC
	GecuE^10       CGATAAAACCTTTTCGTGGACCGACCATTGAGATTATATAGAGAGTGATAATCTAATTCTGCAATGCGCCAGCCGCAACCCATCTCATCGCACATCCAAACATTGCCCTTGGAAAAGCAC
	GecuE^11      CGATAAAACCTTTTCGTGGACCGACCATTGAGATTATATAGAGAGTGATTATCTAATTCTGCAATGCGTTAGCCGCAACCCATCTCATCGCACATCCAAACATTGCCCTTGGAAAAGCAC
	GlicC^15     CGATAAAACCTTTTCGTGGACCGACCATTGAGATTATATAGAGAGTGATTATCTAATTCTGCAATGCGTCAGCCGNAACCCATCTCATCGCACATCCAAACATTGCCCTTGGAAAAGCAC
	GlicP^17      CGATAAAACCTTTTCGTGGACCGACCATTGAGATTATATAGAGAGTGATWATCTAATTCTGCAATGCGYCAGCCGCAACCCATCTCATCGCACATCCAAACATTGCCCTTGGAAAAGCAC
	GlicE^20      CGATAAAACCTTTTCGTGGACCGACCATTGAGATTATATAGAGAGTGATAATCTAATTCTGCAATGCGCCAGCCGCAACCCATCTCATCGCACATCCAAACATTGCCCTTGGAAAAGCAC
	GlicE^21      CGATAAAACCTTTTCGTGGACCGACCATTGAGATTATATAGAGAGTGATAATCTAATTCTGCAATGCGCCAGCCGCAACCCATCTCATCGCACATCCAAACATTGCCCTTGGAAAAGCAC
	GlicE^22       CGATAAAACCTTTTCGTGGACCGACCATTGAGATTATATAGAGAGTGATWATCTAATTCTGCAATGCGYCAGCCGCAACCCATCTCATCGCACATCCAAACATTGCCCTTGGAAAAGCAC
	GlicE^23       CGATAAAACCTTTTCGTGGACCGACCATTGAGATTATATAGAGAGTGATAATCTAATTCTGCAATGCGCCAGCCGCAACCCATCTCATCGCACATCCAAACWTTGCMCTTGGAAAAGCAC
	GlicE^24      CGATAAAACCTTTTCGTGGACCGACCATTGAGATTATATAGAGAGTGATAATCTAATTCTGCAATGCGCCAGCCGCAACCCATCTCATCGCACATCCAAACATTGCCCTTGGAAAAGCAC
	GlicE^25      CGATAAAACCTTTTCGTGGACCGACCATTGAGATTATATAGAGAGTGATAATCTAATTCTGCAATGCGCCAGCCGCAACCCATCTCATCGCACATCCAAACATTGCCCTTGGAAAAGCAC
	GmorB^27    CGATAAAACCTTTTCGTGGACCGACCATTGAGATTATATAGAGAGTGATAATCTAATTCTRCAATGCGCCAGCCGCAACCCATCTCATCGCACATCCAAACATTGCCCTTGGAAAAGCAC
	GpasB^28    CGATAAAACCTTTTCGTGGACCGACCATTGAGATTATATAGAGAGTGATAATCTAATTCTGCAATGCGCCAGCCGCAACCCATCTCATCGCACATCCAAACATTGCCCTTGGAAAAGCAC
	GpasB^29    CGATAAAACCTTTTCGTGGACCGACCATTGAGATTATATAGAGAGTGATAATCTAATTCTGCAATGCGCCAGCCGCAACCCATCTCATCGCACATCCAAACATTGCCCTTGGAAAAGCAC


22 120
	GecuC^1     TAGAAGGATAAACGCGAAAATACGTTTACCGTAATCGTATCTTATTCCTTTCCCCCTAATTTCAGAATTTGAAGCGACAGAAGAACCCAAAGCCATTATCCAAGCAATTCAACAGAATAT
	GecuP^4     TAGAAGGATAAACGCGAAAATACGTTTACCGTAATCGTATCTTATTCCTTTCCCCCTAATTTCAGAATTTGAAGCGACAGAAGAACCCAAAGCCATTATCCAAGCAATTCAACAGAATAT
	GecuP^5     TAGAAGGATAAACGCGAAAATACGTTTACCGTAATCGTATCTTATTCCTTTCCCCCTAATTTCAGAATTTGAAGCGACAGAAGAACCCAAAGCCANTATCCAAGCAATTCAACAGAATAT
	GecuP^6      TAGAAGGATAAACNCGAAAATACGTTTACCGTAATCGTATCTTATTCCTTTCCCCCTAATTTCAGAATTTGAAGCGACAGAARAACCCAAAGCCATTATCCAAGCAATTCAACAGAATAT
	GecuP^7      TAGAAGGATAAACGCGAAAATACGTTTACCGTAATCGTATCTTATTCCTTTCCCCCTAATTTCAGAATTTGAAGCGACAGAARAACCCAAAGCCATTATCCAAGCAATTCAACAGAATAT
	GecuE^8      TAGAAGGATAAACGCGAAAATACGTTTACCGTAATCGTATCTTATTCCTTTCCCCCTAATTTCAGAATTTGAAGCGACAGAARAACCCAAAGCCATTATCCAAGCAATTCAACAGAATAT
	GecuE^9       TAGAAGGATAAACGCGAAAATACGTTTACCGTAATCGTATCTTATTCCTTTCCCCCTAATTTCAGAATTTGAAGCGACAGAARAACCCAAAGCCATTATCCAAGCAATTCAACAGAATAT
	GecuE^10       TAGAAGGATAAACGCGAAAATACGTTTACCGTAATCGTATCTTATTCCTTTCCCCCTAATTTCAGAATTTGAAGCGACAGAARAACCCAAAGCCATTATCCAAGCAATTCAACAGAATAT
	GecuE^11      TAGAAGGATAAACGCGAAAATACGTTTACCGTAATCGTATCTTATTCCTTTCCCCCTAATTTCAGAATTTGAAGCGACAGAAAAACCCAAAGCCATTATCCAAGCAATTCAACAGAATAT
	GlicC^15     TAGAAGGATAAACGCGAAAATACGTTTACCGTAATCGTATCTTATTCCTTTCCCCCTAATTTCAGAATTTGAAGCGACAGAAGAACCCAAAGCCATTATCCAAGCAATTCAACAGAATAT
	GlicP^17      TAGAAGGATAAACGCGAAAATACGTTTACCGTAATCGTATCTTATTCCTTTCCCCCTAATTTCAGAATTTGAAGCGACAGAAGAACCCAAAGCCATTATCCAAGCAATTCAACAGAATAT
	GlicP^18      TAGAAGGATAAACGCGAAAATACGTTTACCGTAATCGTATCTTATTCCTTTCCCCCTAATTTCAGAATTTGAAGCGACAGAARAACCCAAAGCCATTATCCAAGCAATTCAACAGAATAT
	GlicE^20      TAGAAGGATAAACGCGAAAATACGTTTACCGTAATCGTATCTTATTCCTTTCCCCCTAATTTCAGAATTTGAAGCGACAGAAAAACCCAAAGCCATTATCCAAGCAATTCAACAGAATAT
	GlicE^21      TAGAAGGATAAACGCGAAAATACGTTTACCGTAATCGTATCTTATTCCTTTCCCCCTAATTTCAGAATTTGAAGCGACAGAAGAACCCAAAGCCATTATCCAAGCAATTCAACAGAATAT
	GlicE^22      TAGAAGGATAAACGCGAAAATACGTTTACCGTAATCGTATCTTATTCCTTTCCCCCTAATTTCAGAATTTGAAGCGACAGAAAAACCCAAAGCCATTATCCAAGCAATTCAACAGAATAT
	GlicE^23       TAGAAGGATAAACGCGAAAATACGTTTACCGTAATCGTATCTTATTCCTTTCCCCCTAATTTCAGAATTTGAAGCGACAGAARAACCCAAAGCCATTATCCAAGCAATTCAACAGAATAT
	GlicE^24       TAGAAGGATAAACGCGAAAATACGTTTACCGTAATCGTATCTTATTCCTTTCCCCCTAATTTCAGAATTTGAAGCGACAGAARAACCCAAAGCCATTATCCAAGCAATTCAACAGAATAT
	GlicE^25      TAGAAGGATAAACGCGAAAATACGTTTACCGTAATCGTATCTTATTCCTTTCCCCCTAATTTCAGAATTTGAAGCGACAGAAAAACCCAAAGCCATTATCCAAGCAATTCAACAGAATAT
	GlicE^26      TAGAAGGATAAACGCGAAAATACGTTTACCGTAATCGTATCTTATTCCTTTCCCCCTAATTTCAGAATTTGAAGCGACAGAAGAACCCAAAGCCATTATCCAAGCAATTCAACAGAATAT
	GmorB^27    TAGAAGGATAAACGCGAAAATACGTTTACCGTAATCGTATCTTATTCCTTTCCCCCTAATTTCAGAATTTGAAGCGACAGAAGAACCCAAAGCCATTATCCAAGCAATTCAACAGAATAT
	GpasB^28    TAGAAGRATAAACGCGAAAATACGTTTACCGTAATCGTATCTTATTCCTTTCCCCCTAATTTCAGAATTTGAAGCGACAGAARAACCCAAAGCCATTATCCAAGCAATTCAACAGAATAT
	GpasB^29    TAGAAGGATAAACGCGAAAATACGTTTACCGTAATCGTATCTTATTCCTTTCCCCCTAATTTCMGAATTTGAAGCGACAGAARAACCCAAAGCCATTATCCAAGCAATTCAACAGAATAT


20 120
	GecuC^1     CATACGTAAAAAGCAAAACAGCTGTAACCGAACATGAAAATTGCACGGAAGATAAG-GAAAACAAAGACCGAAAACATTCCCATCCATAGAACCGTAACC-AAAAATAAATTACTTATTC
	GecuP^4     CATACGTAAAAAGCAAAACAGCTGTAACCGAACATGAAAATTGCACGGAAGATAAGGGAAAACAAAGACCGAAAACATTCCCATCCATAGAACCGTAACCAAAAAATAAATTACTTATTC
	GecuP^5      CATACGTAAAAAGCAAAACAGCTGTAACCGAACATGAAAATTGCACGGAAGATAAGGGAAAACAAAGACCGAAAACATTCCCATCCATAGAACCGTAACCAAAAAATAAATTACTTATTC
	GecuE^8      CATACGTAAAAAGCAAAACAGCNGTAACCGAACATGAAAATTGCACGGAAGATAAGGGAAAACAAAGACCGAAAACATTCCCATCCATAGAACCGTAACCMAAAAATAAATTACTTATTC
	GecuE^9       CATACGTAAAAAGCAAAACAGCTGTAACCGAACATGAAAATTGCACGGAAGATAAGGGAAAACAAAGACCGAAAACATTCCCATCCATAGAACCGTAACCAAAAAATAAATTACTTATTC
	GecuE^10       CATACGTAAAAAGCAAAACAGCTGTAACCGAACATGAAAATTGCACGGAAGATAAGGGAAAACAAAGACCGAAAACATTCCCATCCATAGAACCGTAACCAAAAAATAAATTACTTATTC
	GecuE^11      CATACGTAAAAAGCAAAACAGCTGTAACCGAACATGAAAATTGCACGGAAGATAAGGGAAAACAAAGACCGAAAACATTCCCATCCATAGAACCGTAACCAAAAAATAAATTACTTATTC
	GecuE^12      NATACGTAAAAAGC-AAACAGCTGTAACCGAACATGAAAATTGCACGGAAGATAAGGGAAAACAAAGACCGAAAACATTCCCATCCATAGAACCGTAACCAAAAAATAANTTACTTATTC
	GlicC^15     NATACGTAAAAAGCAAAACAGCTGTAACCGAACATGAAAATTGCACGGAAGATAAGGGAAAACAAAGACCGAAAACATTCCCATCCATAGAACCGTAACCAAAAAATAAATTACTTATTC
	GlicP^17      CATACGTAAAAAGCAAAACAGCTGTAACCGAACATGAAAATTGCACGGAAGATAAGGGAAAACAAAGACCGAAAACATTCCCATCCATAGAACCGTAACCAAAAAATAAATTACTTATTC
	GlicP^18      CATACGTAAAAAGCAAAACAGCTGTAACCGAACATGAAAATTGCACGGAAGATAAGGGAAAACAAAGACCGAAAACATTCCCATCCATAGAACCGTNACCAAAAAATAAATTACTTATTC
	GlicE^20      CATACGTAAAAAGCAAAACAGCTGTAACCGAACATGAAAATTGCACGGAAGATAAGGGAAAACAAAGACCGAAAACATTCCCATCCATAGAACCGTWACCAAAAAATAAATTACTTATTC
	GlicE^21      CATACGTAAAAAGCAAAACAGCTGTAACCGAACATGAAAATTGCAYGGAAGATAAGGGAAAACAAAGACCGAAAACATTCCCATCCATAGAACCGTAACCAAAAAATAAATTACTTATTC
	GlicE^22       CATACGTAAAAAGCAAAACAGCTGTAACCGAACATGAAAATTGCACGGAAGATAAGGGAAAACAAAGACCGAAAACATTCCCATCCATAGAACCGTAACCAAAAAATAAATTACTTATTC
	GlicE^23       CATACGTAAAAAGCAAAACAGCTGTAACCGAACATGAAAATTGCACGGAAGATAAGGGAAAACAAAGACCGAAAACATTCCCATCCATAGAACCGTAACCAAAAAATAAATTACTTATTC
	GlicE^24      CATACGTAAAAAGCAAAACAGCTGTAACCGAACATGAAAATTGCAYGGAAGATAAGGGAAAACAAAGACCGAAAACATTCCCATCCATAGAACCGTAACCAAAAAATAAATTACTTATTC
	GlicE^25      CATACGTAAAAAGCAAAACAGCTGTAACCGAACATGAAAATTGCACGGAAGATAAGSGAAAACAAAGACCGAAAACATTCCCATCCATAGAACCGTAACCAAAAAATAAATTACTTATTC
	GmorB^27    CATACGTAAAAAGCAAAACAGCYGTAACCGAACATGAAAATTGCACGGAAGATAAGGGAAAACAAAGACCGAAAACATTCCCATCCATAGAACCGTWACCAAAAAATAAATTACTTATTC
	GpasB^28    CATACGTAAAAAGCAAAACAGCTGTAACCGAACATGAAAATTGCACGGAAGATAAGGGAAAACAAAGACCGAAAACATTCCCATCCATAGAACCGTTACCAAAAAATAAATTACTTATTC
	GpasB^29    CATACGTAAAAAGCAAAACAGCTGTAACCGAACATGAAAATTGCACGGAAGATAAGGGAAAACAAAGACCGAAAACATTCCCATCCATAGAACCGTTACCAAAAAATAAATTACTTATTC


19 120
	GecuC^1     TTTCATTATGGTCGTGTTATCACTTACGAATGTGAGACCGGTTTGACCATTTTTGTTAGACTAATGATGATACTAAAATACGAGGCTGCTAGACAACACCTTGTAAAATGTATATTTCAT
	GecuP^4     TTTCATTATGGTCGTGTTATCACTTACGAATGTGAGACCGGTTTGACCATTTTTGTTAGACTAATGATGATACTAAAATACGAGGCTGCTAGACAACACCTTGTAAAATGTATATTTCAT
	GecuP^5     TTTCATTATGGTCGTGTTATCACTTACGAATGTGAGACCGGTTTGACCATTTTTGTTAGACTAATGATGATACTAAAATACGAGGCTGCTAGACAACACCTTGTAAAATGTATATTTCAT
	GecuP^6      TTTCATTATGGTCGTGTTATCACTTACGAATGTGAGACCGGTTTGACCATTTTTGTTAGACTAATGATGATACTAAAATATGAGGCTACTAGACAACACCTTGTAAAATGTATATTTCAT
	GecuE^8      TTTCATTAGGGTCGTGTTATCACTTACGAATGTGAGACCGGTTTGACCATTTTTGTTAGACTAATGATGATACTAAAATACGAGGCTGCTAGACAACACCTTGTAAAATGTATATTTCAT
	GecuE^9       TTTCATTATRGTCGTGTTATCACTTACGAATGTGAGACCGGTTTGACCATTTTTGTTAGACTAATGATGATACTAAAATACGAGGCTGCTAGACAACACCTTGTAAAATGTATATTTCAT
	GecuE^10       TTTCATTATGGTCGTGTTATCACTTACGAATGTGAGACCGGTTTGACCATTTTTGTTAGACTAATGATGATACTAAAATACGAGGCTGCTAGACAACACCTTGTAAAATGTATATTTCAT
	GecuE^11      TTTCATTATGGTCGTGTTATCACTTACGAATGTRAGACCGGTTTGACCATTTTTGTTAGACTAATGATGATACTAAAATACGAGGCTGCTAGACAACACCTTGTAAAATGTATATTTCAT
	GlicC^15     TTTCATTAKGGTCRTGTTWTCACTTACGAATGTGAGACCGGTTTGACCATTTTTGTTAGACTAATGATGATACTAAAATACGAGGCTGCTAGACAACACCTTGTAAAATGTATATTTCAT
	GlicP^17      TTTCATTATGGTCGTGTTATCACTTACGAATGTGAGACCGGTTTGACCATTTTTGTTAGACTAATGATGATACTAAAATACGAGGCTGCTAGACAACACCTTGTAAAATGTATATTTCAT
	GlicE^20      TTTCATTATGGTCGTGTTATCACTTACGAATGTGAGACCGGTTTGACCATTTTTGTTAGACTAATGATGATACTAAAATACGAGGCTGCTAGACAACACATTGTAAAATGTATATTTCAT
	GlicE^21      TTTCATTATGGTCRTGTTWTCACTTACGAATGTGAGACCGGTTTGACCATTTTTGTTAGACTAATGATGATACTAAAATACGAGGCTGCTAGACAACACCTTGTAAAATGTATATTTCAT
	GlicE^22       TTTCATTATGGTCGTGTTATCACTTACGAATGTGAGACCGGTTTGACCATTTTTGTTAGACTAATGATGATACTAAAATACGAGGCTGCTAGACAACACCTTGTAAAATGTATATTTCAT
	GlicE^23       TTTCATTATGGTCGTGTTATCACTTACGAATGTGAGACCGGTTTGACCATTTTTGTTAGACTAATGATGATACTAAAATACGAGGCTGCTAGACAACACCTTGTAAAATGTATATTTCAT
	GlicE^24      TTTCATTATGGTCGTGTTATCACTTACGAATGTGAGACCGGTTTGACCATTTTTGTTAGACTAATGATGATACTAAAATACGAGGCTGCTAGACAACACCTTGTAAAATGTATATTTCAT
	GlicE^25      TTTCATTATGGTCGTGTTATCACTTACGAATGTGAGACCGGTTTGACCATTTTTGTTAGACTAATGATGATACTAAAATACGAGGCTGCTAGACAACACCTTGTAAAATGTATATTTCAT
	GmorB^27    TTTCATTATGGTCGTGTTATCACTTACGAATGTGAGACCGGTTTGACCATTTTTGTTAGACTAATGATGATACTAAAATACGAGGCTGCTAGACAACACCTTGTAAAATGTATATTTCAT
	GpasB^28    TTTCATTATGGTCGTGTTATCACTTACGAATGTGAGACCGGTTTGACCATTTTTGTTAGACTAATGATGATACTAAAATACGAGGCTGCTAGACAACACCTTGTAAAATGTATATTTCAT
	GpasB^29    TTTCATTAKGGTCGTGTTATCACTTACGAATGTGAGACCGGTTTGACCATTTTTGTTAGACTAATGATGATACTAAAATACGAGGCTGCTAGACAACACCTTGTAAAATGTATATTTCAT


19 120
	GecuC^1     GGCGAATACTTGTTTCAGAAATGCTAGACATCACTGCTAATTCCTTGCCATTCAAACGGCGATCTGCTAATACCATTTCTTCAATAATTGAAATGTTTTGAGGCGTCATCAGTTCAATTG
	GecuP^4     GGCGAATACTTGTTTCAGAAATGCTAGACATCACTGCTAATTCCTTGCCATTCAAACGGCGATCTGCTAATACYATTTCTTCAATAATTGAAATGTTTTGAGGCGTCATCAGTTCAATTG
	GecuP^5     GGCGAATACTTGTTTCAGAAATGCTAGACATCACTGCTAATTCCTTGCCATTCAAACGGCGATCTGCTAATACYATTTCTTCAATAATTGAAATGTTTTGAGGCGTCATCAGTTCAATTG
	GecuP^6      GGCGAATACTTGTTTCAGAAATGCTAGACATCACTGCTAATTCCTTGCCATTCAAACGGCGATCTGCTAATACCATTTCTTCAATAATT-AAATGTTTTGAGGCGTCATCAGTTCAATTG
	GecuP^7      GGCGAATACTTGTTTCAGAAATGCTAGACATCACTGCTAATTCCTTGCCATTCAAACGGCGATCTGCTAATACCATTTCTTCAATAATTGAAATGTTTTGAGGCGTCATCAGTTCAATTG
	GecuE^8      GGCGAATACTTGTTTCAGAAATGCTAGACATCACTGCTAATTCCTTGCCATTCAAACGGCGATCTGCTAATACCATTTCTTCAATAATTGAAATGTTTTGAGGCGTCATCAGTTCAATTG
	GecuE^9       GGCGAATACTTGTTTCAGAAATGCTAGACATCACTGCTAATTCCTTGCCATTCAAACGGCGATCTGCTAATACYATTTCTTCAATAATTGAAATGTTTTGAGGCGTCATCAGTTCAATTG
	GecuE^10       GGCGAATACTTGTTTCAGAAATGCTAGACATCACTGCTAATTCCTTGCCATTCAAACGGCGATCTGCTAATACYATTTCTTCAATAATTGAAATGTTTTGAGGCGTCATCAGTTCAATTG
	GecuE^11      GGCGAATACTTGTTTCAGAAATGCTAGACATCACTGCTAATTCCTTGCCATTCAAACGGCGATCTGCTAATACTATTTCTTCAATAATTGAAATGTTTTGAGGCGTCATCAGTTCAATTG
	GlicC^15     GGNGAATACTTGNTTCAGAAATGCTAGACATCACTGCTAATTCCTTGCCATTCAAACGGCGATCTGCTAATACNATTTCTTCAATAATTGAAATGTTTTGAGGCGTCATCAGTTCAATTG
	GlicP^17      GGCGAATACTTGTTTCAGAAATGCTAGACATCACTGCTAATTCCTNGCCATTCAAACGGCGATCTGCTAATACCATTTCTTCAATAATTGAAATGTTTTGANGCGTCATCAGTTCAATTG
	GlicE^20      GGCGAATACTTGYTTCAGAAATGCTAGACATCACTGCTAATTCCTTGCCATTCAAACGGCGATCTGCTAATACCATTTCTTCAATAATTGAAATGTTTTGAGGCGTCATCAGTTCAATTG
	GlicE^21      GGCGAATACTTGCTTCAGAAATGCTAGACATCACTGCTAATTCCTTGCCATTCAAACGGCGATCTGCTAATACCATTTCTTCAATAATTGAAATGTTTTGAGGCGTCATCAGTTCAATTG
	GlicE^22       GGSGAATACTTGTTTCAGAAATGCTAGACATCACTGCTAATTCCTTGCCATTCAAACGGCGATCTGCTAATACYATTTCTTCAATAATTGAAATGTTTTGAGGCGTCATCAGTTCAATTG
	GlicE^23       GGSGAATACTTGTTTCAGAAATGCTAGACATCACTGCTAATTCCTTGCCATTCAAACGGCGATCTGCTAATACYATTTCTTCAATAATTGAAATGTTTTGAGGCGTCATCAGTTCAATTG
	GlicE^24      GGCGAATACTTGTTTCAGAAATGCTAGACATCACTGCTAATTCCTTGCCATTCAAACGGCGATCTGCTAATACNATTTCTTCAATAATTGAAATGTTTTGAGGCGTCATCAGTTCAATTN
	GlicE^25      GGCGAATACTTGTTTCAGAAATGCTAGACATCACTGCTAATTCCTTGCCATTCAAACRGCGATCTRCTAATACCATTTCTTCAATAATTGAAATGTTTTGAGGCGTCATCAGTTCAATTG
	GmorB^27    GGCGAATACTTGTTTCAGAAATGCTAGACATCACTGCTAATTCCTTGCCATTCAAACGGCGATCTGCTAATACYATTTCTTCAATAATTGAAATGTTTTGAGGCGTCATCAGTTCAATTG
	GpasB^28    GGCGAATACTTGTTTCAGAAATGCTAGACATCACTGCTAATTCCTTGCCATTCAAACGGCGATCTGCTAATACYATTTCTTCAATAATTGAAATGTTTTGAGGCGTCATCAGTTCAATTG


15 120
	GecuC^1     TGGTAGAGTCGCCAGGCCTATTTAGTACGTACTCAAGTACGTACAAGTGCTAGAGGGGAAGTCACGTGACATCAAGTGATCATCGTCGTACAGTGCATCCAGATTCTTATCAATCGTCTT
	GecuP^4      TGGTAGAGTCGCCAGGCCTATTTAGTACGTACTCAAGTACGTACAAGTGCTAGAGGGGAAGTCACGTGACATCAAGTGATCATCGTCGTACAGTGCATCCAGATTCTTATCAATCGTCTT
	GecuE^8       TGGTAGAGTCGCCAGGCCTATTTAGTACGTACTCAAGTACGTACAAGTGCTAGAGGGGAAGTCACATGACATCAAGTGATCATCATCGCACAGTGCATCCAGATTCTTATCAATCGTCTT
	GecuE^9      TGGTAGAGTCGCCAGGCCTATTTAGTACGTACTCAAGTACGTACAAGTGCTAGAGGGGAAGTCACRTGACATCAAGTGATCATCRTCGYACAGTGCATCCAGATTCTTATCAATCGTCTT
	GlicC^15     TGGTAGAGTCGCCAGGCCTATTTAGTACGTACTCAAGTACGTACAAGTGCTAGAGGGGAAGTCACRTGACATCAAGTGATCATCGTCGYACAGTGCATCCAGATTCTTATCAATCGTCTT
	GlicC^16     TGGTAGAGTCGCCAGGCCTATTTAGTACGTACTCAAGTACGTNCAAGTGCTAGAGGGGAAGTCACNTGACATCAAGTGATCATCGTCGCACAGTGCATCCAGATTCTTATCAATCGTCTT
	GlicP^17      TGGTAGAGTCGCCAGGCCTATTTAGTACGTACTCAAGTACGTACAAGTGCTAGAGGGGAARTCACRTGACATCAAGTGATCATCGTCGYACAGTGCATCCAGATTCTTATCAATCGTCTT
	GlicP^18      TGGTAGAGTCGCCAGGCCTATTTAGTACGTACTCAAGTACGTACAAGTGCTAGAGGGGAAGTCACRTGACATCAAGTGATCATCGTCGYACAGTGCATCCAGATTCTTATCAATCGTCTT
	GlicE^20      TGGTAGAGTCGCCAGGCCTATTTAGTACGTACTCAAGTACGTACAAGTGCTAGAGGGGAAGTCACGTGACATCAAGTGATCATCGTCGTACAGTGCATCCAGATTCTTATCAATCGTCTT
	GlicE^21      TGGTAGAGTCGCCAGGCCTATTTAGTACGTACTCAAGTACGTACAAGTGCTAGAGGGGAAGTCACGTGACATCAAGTGATCATCGTCGTACAGTGCATCCAGATTCTTATCAATCGTCTT
	GlicE^22       TGGTAGAGTCGCCAGGCCTATTTAGTACGTACTCAAGTACGTACAAGTGCTAGAGGGGAAGTCACATGACATCAAGTGATCATCGTCGCACAGTGCATCCAGATTCTTATCAATCGTCTT
	GlicE^23      TGGTAGAGTCGCCAGGCCTATTTAGTGCGTACTCAAGTACGTACAAGTGCTAGAGGGGAAGTCACATGACATCAAGTGATCATCGTCGCACAGTGCATCCAGATTCTTATCAATCGTCTT
	GmorB^27    TGGTAGAGTCGCCAGGCCTATTTAGTACGTACTCAAGTACGTAGAAGTGCTAGAGGGGAAGTCACATGACATCAAGTGATCATCATCGCACAGTGCATCCAGATTCTTATCAATCGTCTT
	GpasB^28    TGGTAGAGTCGCCAGGCCTATTTAGTACGTACTCAAGTACGTACAAGTGCTAGAGGGGAAGTCACATGACATCAAGTGATCATCGTCGCACAGTGCATCCAGATTCTTAKCAATCGTCTT
	GpasB^29    TGGTAGAGTCGCCAGGCCTATTTAGTACGTACTCAAGTACGTACAAGTGCTAGAGGGGAAGTCACATGACATCAAGTGATCATCATCGCACAGTGCATCCAGATTCTTATCAATCGTCTT


19 120
	GecuC^1     AAACCAAGCGTTCACTATTTTCTATTACGAACCCTAATACTGGGTGTCCCAGATTCGATGTAGATTCAATTTTATGAATTTATGAATTTTGTTGTTATTTACTATAGATATAATCATTTT
	GecuP^4     AAACCAAGCGTTCATTATTTTCTATTACGAACCCTAATACTGGGTGTCCCAGATTCGATGTAGATTCAATTTTATGAATTTATGAATTTTGTTGTTATTTACTATAGATATAATCATTTT
	GecuP^5      AAACMRAGCGTTCATTATTTTCTATTACGAACCCTAATACTGGGTGTCCCAGATTCGATGTAGATTCAATTTTATGAATTTATGAATTTTGTTGTTATTTACTATAGATATAATCATTTT
	GecuP^6      AAACCAAGCGTTCATTATTTTCTATTACGAACCCTAATACTGGGTGTCCCAGATTCGATGTAGATTCAATTTTATGAATTTATGAATTTTGTTGTTATTTACTATAGATATAATCATTTT
	GecuE^8      AAACCAAGCGTTCATTATTTTCTATTACGAACCCTAATACTGGGTGTCCCAGATTCGATGTAGATTCAATTTTATGAATTTATGAATTTTGTTGTTATTTACTATAGATATAATCATTTT
	GecuE^9       AAACCAAGCGTTCATTATTTTCTATTACGAACCCTAATACTGGGTGTCCCAGATTCGATGTAGATTCAATTTTATGAATTTATGAATTTTGTTGTTATTTACTATAGATATAATCATTTT
	GecuE^10       AAAGCAAGCGTTCATTATTTTCTATTACGAACCCTAATACTGGGTGTCCCAGATTCGATGTAGATTCAATTTTATGAATTTATGAATTTTGTTGTTATTTACTATAGATATAATCATTTT
	GecuE^11      AAACCAAGCGTTCATTATTTTCTATTACGAACCCTAATACTGGGTGTCCCAGATTCGATGTAGATTCAATTTTATGAATTTATGAATTTTGTTGTTATTTACTATAGATATAATCATTTT
	GlicC^15     AAACCAAGCGTTCATTATTTTCTATTACGAACCCTAATACTGGGTGTCCCAGATTCGATGTAGATTCAATTTTATGAATTTATGAATTTTGTTGTTATTTACTATAGATATAATCATTTT
	GlicP^17      AAACCWAGCGTTCATTATTTTCTATTACGAACCCTAATACTGGGTGTCCCAGATTCGATGTAGATTCAATTTTATGAATTTATGAATTTTGTTGTTATTTACTATAGATATAATCATTTT
	GlicP^18      AAACCAAGCGTTCATTATTTTCTATTACGAACCCTAATACTGGGTGTCCCAGATTCGATGTAGATTCAATTTTATGAATTTATGAATTTTGTTGTTATTTACTATAGATATAATCATTTT
	GlicE^20      AAACCAAGCGTTCATTATTKTCTATTACGAAYCCTAATACTGGGTGTCCCAGATTCGATGTAGATTCAATTTTATGAATTTATGAATTTTGTTGTTATTTACTATAGATATAATCATTTT
	GlicE^21      AAACCAAGCGTTCATTATTTTCTATTACGAACCCTAATACTGGGTGTCCCAGATTCGATGTAGATTCAATTTTATGAATTTATGAATTTTGTTGTTATTTACTATAGATATAATCATTTT
	GlicE^22       AAACCWAGCGTTCATTATTTTCTATTACGAACCCTAATACTGGGTGTCCCAGATTCGATGTAGATTCAATTTTATGAATTTATGAATTTTGTTGTTATTTACTATAGATATAATCATTTT
	GlicE^23       AAACCWAGCGTTCATTATTTTCTATTACGAACCCTAATACTGGGTGTCCCAGATTCGATGTAGATTCAATTTTATGAATTTATGAATTTTGTTGTTATTTACTATAGATATAATCATTTT
	GlicE^24      AAACCAAGCGTTCATTATTTTCTATTACGAACCCTAATACTGGGTGTCCCAGATTCGATGTAGATTCAATTTTATGAATTTATGAATTTTGTTGTTATTTACTATAGATATAATCATTTT
	GlicE^25      AAACCWAGCGTTCATTATTTTCTATTACGAACCCTAATACTGGGTGTCCCAGATTCGATGTAGATTCAATTTTATGAATTTATGAATTTTGTTGTTATTTACTATAGATATAATCATTTT
	GmorB^27    AAACCAAGCGTTCATTATTTTCTATTACGAACCCTAATACTGGGTGTCCCAGATTCGATGTAGATTCAATTTTATGAATTTATGAATTTTGTTGTTATTTACTATAGATATAATCATTTT
	GpasB^28    AAACCAAGCGTTCATTATTTTCTATTACGAACCCTAATACTGGGTGTCCCAGATTCGATGTAGATTCAATTTTATGAATTTATGAATTTTGTTGTTATTTACTATAGATATAATCGTTTT


19 120
	GecuC^1     ACTTCTTCAAAGTAATGTATGTATGTACTTCCGGTACAAATTGAATATGAAATGAGTATCAAGCGTTTCAAAAAATAGCGCTTATGTACCTGTTGCTGTACAATAAAAAGTGCTTTATTT
	GecuP^4     ACTTCTTCAAAGTAATGTATGTATGWACTTCCGGTACAAATTGAATATGAAATGAGTATCAAGCGTTTCAAAAAATAGCGCTTATGTACCTGTTGCTGTACAATAAAAAGTGCTTTATTT
	GecuP^5     ACTTCTTCAAAGTAATGTATGTATGTACTTCCGGTACAAATTGAATATGAAATGAGTATCAAGCGTTTCAAAAAATAGCGCTTATGTACCTGTTGCNGTACAATAAAAAGTGCTTTATTT
	GecuE^8      ACTTCTTCAAAGTAATGTATGTATGTACTTCCGGTACAAATTGAATATGAAATGAGTATCAAGCGTTTCAAAAAATAGCGCTTATGTACCTGTTGCTGTACAATAAAAAGTGCTTTATTT
	GecuE^9       ACTTCTTCAAAGTAATGTATGTATGTACTTCCGGTACAAATTGAATATGAAATGAGTATCAAGCGTTTCAAAAAATAGCGCTTATGTACCTGTTGCTGTACAATAAAAAGTGCTTTATTT
	GecuE^10       ACTTCTTCAAAGTAATGTATGTATGTACTTCCGGTACAAATTGAATATGAAATGAGTATCAAGCGTTTCAAAAAATAGCGCTTATGTACCTGTTGCTGTACAATAAAAAGTGCTTTATTT
	GlicC^15     ACTTCTTCAAAGTAATGTATGTATGTACTTCCGGTACAAATTGAATATGAAATGAGTATCAAGCGTTTCAAAAAATAGCGCTTATGTACCTGTTGCTGTACAATAAAAAGTCCTTTATTT
	GlicC^16     ACTTCTTCAAAGTAATGTATGTATGTACTTCCGGTACAAATTGAATATGAAATGAGTATCAAGCGTTTCAAAAAATAGCGCTTATGTACCTGTTGCTGTACAATAAAAAGTCCTTTATTT
	GlicP^17      ACTTCTTCAAAGTAANGTNTGTATGTACTTCCGGTACAAATTGAATATGAAATGAGTATCAAGCGTTTCAAAAAATAGCGCTTATGTACCTGTTGCTGTACAATAAAAAGTGCTTTATTT
	GlicP^18      ACTTCTTCAAAGTAATGTATGTATGTACTTCCGGTACAAATTGAATATGAAATGAGTATCAAGCGTTTCAAAAAATAGCGCTTATGTACCTGTTGCTGTACAATAAAAAGTGCTTTATTT
	GlicE^20      ACTTCTTCAAAGTAATGTATGTATGTACTTCCGGTACAAATTGAATATGAAATGAGTATCAAGCGTTTCAAAAAATAGCGCTTATGTACCTGTTGCTGTACAATAAAAAGTGYTTTATTT
	GlicE^21      ACTTCTTCAAAGTAATGTATGTATGWACTTCCGGTACAAATTGAATATGAAATGAGTATCAAGCGTTTCAAAAAATAGCGCTTATGTACCTGTTGCTGTACAATAAAAAGTGYTTTATTT
	GlicE^22       ACTTCTTCAAAGTAATGTATGTATGTACTTCCGGTACAAATTGAATATGAAATGAGTATCAAGCGTTTCAAAAAATAGCGCTTATGTACCTGTTGCTGTACAATAAAAAGTSCTTTATTT
	GlicE^23       ACTTCTTCAAAGTAATGTATGTATGTACTTCCGGTACAAATTGAATATGAAATGAGTATCAAGCGTTTCAAAAAATAGCGCTTATGTACCTGTTGCTGTACAATAAAAAGTGCTTTATTT
	GlicE^24      ACTTCTTCAAAGTAATGTATGTATGTACTTCCGGTACAAATTGAATATGAAATGAGTATCAAGCGTTTCAAAAAATAGCGCTTATGTACCTGTTGCTGTACAATAAAAAGTGCTTTATTT
	GlicE^25      ACTTCTTCAAAGTAATGTATGTATGTACTTCCGGTACAAATTGAATATGAAATGAGTATCAAGCGTTTCAAAAAATAGCGCTTATGTACCTGTTGCTGTACAATAAAAAGTGCTTTATTT
	GmorB^27    ACTTCTTCAAAGTAATGTATGTATGTACTTCCGGTACAAATTGAATATGAAATGATTATCAAGCGTTTCAAAAAATAGCGCTTATGTACCTGTTGCTGTACAATAAAAAGTGCTTTATTT
	GpasB^28    ACTTCTTCAAAGTAATGTATGTATGTACTTCCGGTACAAATTGAATATGAAATGAGTATCAAGCGTTTCAAAAAATAGCGCTTATGTACCTGTTGCTGTACAATAAAAAGTGCTTTATTT
	GpasB^29    ACTTCTTCAAAGTAATGTATGTATGTACTTCCGGTACAAATTGAATATGAAATGAGTATCAAGCGTTTCAAAAAATAGCGCTTATGTACCTGTTGCTGTACAATAAAAAGTGCTTTATTT


23 120
	GecuC^1     ATCACGGACACTTCAATACGAAAGCGGTAAAATTATGTATTTACAAYAATATCYGATATCTTGCCAAACGTCTATAAATCTGCGTATTTTATGATCAAGAGAGGTTATGTAAATTGGCTA
	GecuP^4     ATCACGGACACTTCAATACGAAAGCGGTAAAATTATGTATTTACAACAATATCCGATATCTTGCCAAACGTCTATAAATCTGCGTATTTTATGATCAAGAGAGGTTATGTAAATTGGCTA
	GecuP^5     ATCACGGACACTTCAATACGAAAGCGGTAAAATTATGTATTTACAACAATATCCGATATCTTGCCAAACGTCTATAAATCTGCGTATTTTATGATCAWGAGAGGTTATGTAAATTGGCTA
	GecuP^6      ATCACGGACACTTCAATACGAAAGCGGTAAAATTATGTATTTACAACAATATCCGATATCTTGCCAAACGTCTATAAATCTGCGTATTTTATGATCAAGAGAGGTTATGTAAATTGGCTA
	GecuP^7      ATCACGGACACTTCAATACGAAAGCGGTAAAATTATGTATTTACAACAATATCCGATATCTTGCCAAACGTCTATAAATCTGCGTATTTTATGATCAAGAGAGGTTATGTAAATTGGCTA
	GecuE^8      ATCACGGACACTTCAATACGAAAGCGGTAAAATTATGTATTTACAACAATATCCGATATCTTGCCAAACGTCTATAAATCTGCGTATTTTATGATCAAGAGAGGTTATGTAAATTGGCTA
	GecuE^9       ATCACGGACACTTCAATACGAAAGCGGTAAAATTATGTATTTACAAYAATATCYGATATCTTNCCAAACGTCTATAAATCTGCGTATTTTATGATCAAGAGAGNTTATGTAAATTGGCTA
	GecuE^10       ATCACGGACACTTCAATACGAAAGCGGTAAAATTATGTATTTACAACAATATCCGATATCTTGCCAAACGTCTATAAATCTGCGTATTTTATGATCAAGAGAGGTTATGTAAATTGGCTA
	GecuE^11       ATCACGGACACTTCAATACGAAAGCGGTAAAATTATGTATTTACAACAATATCCGATATCTTGCCAAACGTCTATAAATCTGCGTATTTTATGATCAAGAGAGGTTATGTAAATTGGCTA
	GecuE^12      ATCACGGACACTTCAATACGAAAGCGGTAAAATTATGTATTTACAAYAATATCYGATATCTTGCCAAACGTCTATAAATCTGCGTATTTTATGATCAAGAGAGGTTATGTAAATTGGCTA
	GlicC^15     ATCACGGACACTTCAATACGAAAGCGGTAAAATTATGTATTTACAACAATATCCGATATCTTGCCAAACGTCTATAAATCTGCGTATTTTATGATCAAGAGAGGTTATGTAAATTGGCTA
	GlicP^17      ATCACGGACACTTCAATACGAAAGCGGTAAAATTATGTATTTACAAYAATATCYGATATCTTGCCAAACGTCTATAAATCTGCGTATTTTATGATCAAGAGAGGTTATGTAAATTGGCTA
	GlicP^18      ATCACGGACACTTCAATACGAAAGCGGTAAAATTATGTATTTACAACAATATCCGATATCTTGCCAAACGTCTATAAATCTGCGTATTTTATGATCAAGAGAGGTTATGTAAATTGGCTA
	GlicP^19      ATCACGGACACTTCAATACGAAAGCGGTAAAATTATGTATTTACAATAATATCTGATATCTTGCCAAACGTCTATAAATCTGCGTATTTTATGATCAAGAGAGGTTATGTAAATTGGCTA
	GlicE^20      ATCACGGACACTTCAATACGAAAGCGGTAAAATTATGTATTTACAATAATATCTGATATCTTGCCAAACGTCTATAAATCTGCGTATTTTATGATCAAGAGAGGTTATGTAAATTGGCTA
	GlicE^21      ATCACGGACACTTCAATACGAAAGCGGTAAAATTATGTATTTACAACAATATCCGATATCTTGCCAAACGTCTATAAATCTGCGTATTTTATGATCAAGAGAGGTTATGTAAATTGGCTA
	GlicE^22      ATCACGGACACTTCAATACGAAAGCGGTAAAATTATGTATTTACAAYAATATCYGATATCTTGCCAAACGTCTATAAATCTGCGTATTTTATGATCAAGAGAGGTTATGTAAATTGGCTA
	GlicE^23       ATCACGGACACTTCAATACGAAAGCGGTAAAATTATGTATTTACAACAATATCCGATATCTTGCCAAACGTCTATAAATCTGCGTATTTTATGATCAAGAGAGGTTATGTAAATTGGCTA
	GlicE^24       ATCACGGACACTTCAATACGAAAGCGGTAAAATTATGTATTTACAAYAATATCYGATATCTTGCCAAACGTCTATAAATCTGCGTATTTTATGATCAAGAGAGGTTATGTAAATTGGCTA
	GlicE^25      ATCACGGACACTTCAATACGAAAGCGGTAAAATTATGTATTTACAAYAATATCYGATATCTTGCCAAACGTCTATAAATCTGCGTATTTTATGATCAAGAGAGGTTATGTAAATTGGCTA
	GlicE^26      ATCACGGACACTTCAATACGAAAGCGGYAAAATTATGTATTTACAACAATATCCGATATCTTGCCAAACGTCTATAAATCTGCGTATTTTATGATCAAGAGAGGTTATGTAAATTGGCTA
	GmorB^27    ATCACGGACACTTCAATACGAAAGCGGTAAAATTATGTATTTACAAYAATATCYGATATCTTGCCAAACGTCTATAAATCTGCGTATTTTATGATCAAGAGAGGTTATGTAAATTGGCTA
	GpasB^28    ATCACGGACACTTCAATACGAAAGCGGTAAAATTATGTATTTACAACAATATCCGATATCTTGCCAAACGTCTATAAATCTGCGTATTTTATGATCAAGAGAGGTTATGTAAATTGGCTA


19 120
	GecuC^1     AGAATCGGTCGTTATACGCAGGTGGTCACATTATAAGAGTGGTCACTTACAAAGGTTTTACTGTATAAGTAATATTTTTGTCTTTTTCATCCCATCNAAGCAAACTGAAGGCATAAAAAT
	GecuP^4     AGAATCGGTCGTTATACGCAGGTGGTCACATTATAAGAGTGGTCACTTACAAAGGTTTTACTGTATAAGTAATATTTTTGTCTTTTTCATCCCATCGAAGCAAACTGAAGGCATAAAAAT
	GecuP^5     AGAATCGGTCGTTATACGCAGGTGGTCACATTATAAGAGTGGTCASTTACAGAGGTTTTACTGTATAAGTAATATTTTTGTCTTTTTCATCCCATCGAAGCAAACTGAAGGCATAAAAAT
	GecuP^6      AGAATCGGTCGTTATACGCAGGTGGTCACATTATAAGAGTGGTCASTTACARAGGTTTTACTGTATAAGTAATATTTTTGTCTTTTTCATCCCATCGAAGCAAACTGAAGGCATAAAAAT
	GecuP^7      AGAATCGGTCGTTATACGCAGGTGGTCACATTATAAGAGTGGTCAGTTACAGAGGTTTTACTGTATAAGTAATATTTTTGTCTTTTTCATCCCATCGAAGCAAACTGAAGGCATAAAAAT
	GecuE^8      AGAATCGGTCGTTATACGCAGGTGGTCACATTATAAGAGTGGTCACTTACAAAGGTTTTACTGTATAAGTAATATTTTTGTCTTTTTCATCCCATCGAAGCAAACTGAAGGCATAAAAAT
	GecuE^9       AGAATCGGTCGTTATACGCAGGTGGTCACATTATAAGAGTGGTCAGTTACAGAGGTTTTACTGTATAAGTAATATTTTTGTCTTTTTCATCCCATCGAAGCAAACTGAAGGCATAAAAAT
	GecuE^10       AGAATCGGTCGTTATACGCAGGTGGTCACATTATAAGAGTGGTCACTTACARAGGTTTTACTGTATAAGTAATATTTTTGTCTTTTTCATCCCATCGAAGCAAACTGRAGGCATAAAAAT
	GecuE^11      AGAATCGGTCGTTATACGCAGGTGGTCACATTATAAGAGTGGTCAGTTACAGAGGTTTTACTGTATAAGTAATATTTTTGTCTTTTTCATCCCATCGAAGCAAACTGAAGGCATAAAAAT
	GlicC^15     AGAATCGNTCGTTATACGCAGGTGGTCACATTATAAGAGTGGTCAGTTACAGAGGTTTTACTGTATAAGTAATATTTTTGTCTTTTTCATCCCATCGAAGCAAACTGAAGGCATAAAAAT
	GlicP^17      AGAATCGGTCGTTATACGCAGGTGGTCACATTATAAGAGTGGTCAGTTACAGAGGTTTTACTGTATAAGTAATATTTTTGTCTTTTTCATCCCATCGAAGCAAACTGAAGGCATAAAAAT
	GlicE^20      AGAATCGGTCGTTATACGCAGGTGGTCACATTATAAGAGTGGTCAGTTACAGAGGTTTTACTGTATAAGTAATATTTTTGTCTTTTTCATCCCATCGAAGCAAACTGAAGGCATAAAAAT
	GlicE^21      AGAATCGGTCGTTATACGCAGGTGGTCACATTATAAGAGTGGTCASTTACAGAGGTTTTACTGTATAAGTAATATTTTTGTCTTTTTCATCCCATCGAAGCAAACTGAAGGCATAAAAAT
	GlicE^22      AGAATCGGTCGTTATACGCAGGTGGTCACATTATAAGAGTGGTCACTTACAGAGGTTTTACTGTATAAGTAATATTTTTGTCTTTTTCATCCCATCGAAGCAAACTGAAGGCATAAAAAT
	GlicE^23       AGAATCGGTCGTTATACGCAGGTGGTCACATTATAAGAGTGGTCAGTTACAGAGGTTTTACTGTATAAGTAATATTTTTGTCTTTTTCATCCCATCGAAGCAAACTGAAGGCATAAAAAT
	GlicE^24       AGAATCGGTCGTTATACGCAGGTGGTCACATTATAAGAGTGGTCAGTTACAGAGGTTTTACTGTATAAGTAATATTTTTGTCTTTTTCATCCCATCGAAGCAAACTGAAGGCATAAAAAT
	GlicE^25      AGAATCGGTCGTTATACGCAGGTGGTCACATTATAAGAGTGGTCACTTACAGAGGTTTTACTGTATAAGTAATATTTTTGTCTTTTTCATCCCATCGAAGCAAACTGAAGGCATAAAAAT
	GmorB^27    AGAATCGGTCGTTATACGCAGGTGGTCACATTATAAGAGTGGTCACTTACAGAGGTTTTACTGTATAAGTAATATTTTTGYCTTTTTCATCCCATCGAAGCAAACTGRAGGCATAAAAAT
	GpasB^28    AGAATCGGTCGTTATACGCAGGTGGTCACATTATAAGAGTGGTCACTTACAGAGGTTTTACTGTATAAGTAATATTTTTGTCTTTTTCATCCCATCGAAGCAAACTGAAGGCATAAAAAT


19 120
	GecuC^1     GGCCAACAATCAGAGCGCATGACGACRATCTCCCAAGAAGCTCGAACTATTGCCGACACACTAGACGCCAACGCTACAGAAATAGCGGCCAGGGCCAAATTCGCGGAGGACGAAGCTAAA
	GecuP^4     GGCCAACAATCAGAGCGCATGACGACGATCTCCCAAGAAGCTCGAACTATTGCCGACACACTAGACGCCAACGCTACAGAAATAGCGGCCAGGGCCAAATTCGCGGAGGACGAAGCTAAA
	GecuP^5      GGCCAACAATCAGAGCGCATGACGACRATCTCCCAAGAAGCTCGAACTATTGCCGACACACTAGACGCCAACGCTACAGAAATAGCGGCCAGGGCCAAATTCGCGGAGGACNAAGCTAAA
	GecuE^8      GGCCAACAATCAGAGCGCATGACGACGATCTCCCAAGAAGCTCGAACTATTGCCGACACACTAGACGCCAACGCTACRGAAATAGCGGCCAGGGCCAAATTCGCGGAGGACGAAGCTAAA
	GecuE^9       GGCCAACAATCAGAGCGCATGACGACGATCTCCCAAGAAGCTCGAACTATTGCCGACACACTAGACGCCAACGCTACAGAAATAGCGGCCAGGGCCAAATTCGCGGAGGACGAAGCTAAA
	GecuE^10       GGCCAACAATCAGAGCGCATGACGACRATCTCCCAAGAAGCTCGAACTATTGCCGACACACTAGACGCCAACGCTACAGAAATAGCGGCCAGGGCCAAATTCGCGGAGGACGAAGCTAAA
	GecuE^11       GGCCAACAATCAGAGCGCATGACGACGATCTCCCAAGAAGCTCGAACTATTGCCGACACACTAGACGCCAACGCTACRGAAATAGCGGCCAGGGCCAAATTCGCGGAGGACGAAGCTAAA
	GlicC^15     GGCCAACAATCAGAGCGCATGACGACGATCTCCCAAGAAGCTCGAACTATTGCCGACACACTAGACGCCAACGCTACNGAAATAGCGGCCAGGGCCAAATTCGCGGAGGACGAAGCTAAA
	GlicP^17      GGCCAACAATCAGAGCGCATGACGACGATCTCCCAAGAAGCTCGAACTATTGCCGACACACTAGAYGCCAACGCTACRGAAATAGCGGCCAGGGCCAAATTCGCGGAGGACGAAGCTAAA
	GlicP^18      GGCCAACAATCAGAGCGCATGACGACGATCTCCCAAGAAGCTCGAACTATTGCCGACACACTAGACGCCAACGCTACAGAAATAGCGGNCAGGGCCAAATTCGCGGAGGACGAAGCTAAA
	GlicE^20      GGCCAACAATCAGAGCGCATGACGACGATCTCCCAAGAAGCTCGAACTATTGCCGACACACTAGACGCCAACGCTACAGAAATAGCGGCCAGGGCCAAATTCGCGGAGGACGAAGCTAAA
	GlicE^21      GGCCAACAATCAGAGCGCATGACGACGATCTCCCAAGAAGCYCGAACTATTGCCGACACACTAGACGCCAACGCTACAGAAATAGCGGCCAGGGCCAAATTCGCGGAGGACGAAGCTAAA
	GlicE^22       GGCCAACAATCAGAGCGCATGACGACGATCTCCCAAGAAGCTCGAACTATTGCCGACACRCTAGACGCCAACGCTACAGAAATAGCGGCCAGGGCCAAATTCGCGGAGGACGAAGCTAAA
	GlicE^23       GGCCAACAATCAGAGCGCATGACGACGATYTCCCAAGAAGCTCGAACTATTGCCGACACACTAGACGCCAACGCTACRGAAATAGCGGCCAGGGCCAAATTCGCGGAGGACGAAGCTAAA
	GlicE^24      GGCCAACAATCAGAGCGCATGACGACGATYTCCCAAGAAGCTCGAACTATTGCCGACACACTAGACGCCAACGCTACRGAAATAGCGGCCAGGGCCAAATTCGCGGAGGACGAAGCTAAA
	GlicE^25      GGCCAACAATCAGAGCGCATGACGACGATCTCCCAAGAAGCTCGAACTATTGCCGACACACTAGACGCCAACGCTACAGAAATAGCGGCCAGGGCCAAATTCGCGGAGGACGAAGCTAAA
	GmorB^27    GGCCAACAATCAGAGCGCATGACGACGATCTCCCAAGAAGCTCGAACTATTGCCGACACACTAGACGCCAACGCTACAGAAATAGCGGCCAGGGCCAAATTCGCGGAGGACGAAGCTAAA
	GpasB^28    GGCCAACAATCAGAGCGCATGACGACGATCTCCCAAGAAGCTCGAACTATTGCCGACACRCTAGACGCCAACGCTACAGAAATAGCGGCCAGGGCCAAATTCGCGGAGGACGAAGCTAAA
	GpasB^29    GGCCAACAATCAGAGCGCATGACGACGATCTCCCAAGAAGCTCGAACTATTGCCGACACACTAGACGCCAACGCTACAGAAATAGCGGCCAGGGCCAAATTCGCGGAGGACGAAGCTAAA


16 120
	GecuC^1     NCAATCTAAAGCTGCATGAAAGATCTAACGCAACATTTCGCAATAGAAGTTCGTTTACTTNTTCCTATATCTACCTACATCAATGTACTCAGCATATTTCGAAACGTTTATCTATACAAG
	GecuP^4     TCAATCTAAAGCTGCATGAAAGATCTAACGCAACATTTCGCAATAGAAGTTCGTTTACTTTTTCCTATATCTACCTACATCAATGTACTMAGCATATTTCGAAACRTTTATCTATACAAG
	GecuP^5      TCAATCTAAAGCTGCATGAAAGATCTAACGCAACATTTCGCAATAGAAGTTCGTTTACTTTTTCCTATATCTACCTACATCAATGTACTAAGCATATTTCGAAACATTTATCTATACAAG
	GecuE^8       TCAATCTAAAKCTGCATGAAAGATCTAACGCAACATTTCGCAATAGAAGTTCGTTTACTTTTTCCTATATCTACYTACATCAATGTAYTCAGCATATTTCGAAACGTTTATCTATACAAG
	GecuE^9      TCAATCTAAAGCTGCATGAAAGATCTAACGCAACATTTCGCAATAGAAGTTCGTTTACTTTTTCCTATATCTACCTACATCAATGTACTAAGCATATTTCGAAACATTTATCTATACAAG
	GlicC^15     TCAATCTAAAKCTGCATGAAAGATCTAACGCAACATTTCGCAATAGAAGTTCGTTTACTTTTTCCTATATCTACCTACATCAATGTACTCAGCATATTTCGAAACGTTTATCTATACAAG
	GlicP^17      TCAATCTAAAGCTGCATGAAAGATCTAACGCAACATTTCGCAATAGAAGTTCGTTTACTTTTTCCTATATCTACCTACATCAATGTACTCAGCATATTTCGAAACGTTTATCTATACAAG
	GlicP^18      TCAATCTAAAGCTGCATGAAAGATCTAACGCAACATTTCGCAATAGAAGTTCGTTTACTTTTTCCTATATCTACCTACATCAATGTACTCAGCATATTTCGAAACGTTTATCTATACAAG
	GlicE^20      TCAATCTAAAKCTGCATGAAAGATCTAACGCAACATTTCGCAATAGAAGTTCGTTTACTTTTTCCTATATCTACCTACATCAATGTACTCAGCATATTTCGAAACGTTTATCTATACAAG
	GlicE^21      TCAATCTAAATCTGCATGAAAGATCTAACGCAACATTTCGCAATAGAAGTTCGTTTACTTTTTCCTATATCTACCTACATCAATGTACTCAGCATATTTCGAAACGTTTATCTATACAAG
	GlicE^22      TCAATCTAAAGCTGCATGAAAGATCTAACGCAACATTTCGCAATAGAAGTTCGTTTACTTTTTCCTATATCTACCTACATCAATGTACTCAGCATATTTCGAAACGTTTATCTATACAAG
	GlicE^23       TCAATCTAAAGCTGCATGAAAGATCTAACGCAACATTTCGCAATAGAAGTTCGTTTACTTTTTCCTATATCTACCTACATCAATGTACTCAGCATATTTCGAAACGTTTATCTATACAAG
	GlicE^24       TCAATCTAAAKCTGCATGAAAGATCTAACGCAACATTTCGCAATAGAAGTTCGTTTACTTTTTCCTATATCTACCTACATCAATGTACTCAGCATATTTCGAAACGTTTATCTATACAAG
	GlicE^25      TCAATCTAAAKCTGCATGAAAGATCTAACGCAACATTTCGCAATAGAAGTTCGTTTACTTTTTCCTATATCTACCTACATCAATGTACTCAGCATATTTCGAAACGTTTATCTATACAAG
	GmorB^27    TCAATCTAAAKCTGCATGAAAGATCTAACGCAACATTTCGCAATAGAAGTTCGTTTACTTTTTCCTRTATCTACCTACATCAATGTAYTCAGCATATTTCGAAACGTTTATCTATACAAG
	GpasB^28    TCAATCTAAAGCTGCATGAAAGATCTAACGCAACATTTCGCAATAGAAGTTCGTTTACTTTTTCCTATATCTACCTACATCAATGTACTCAGCATATTTCGAAACGTTTATCTATACAAG


19 120
	GecuC^1     AGAGAATATTTCGAAAATTCTACAAGATCCTCTGAATGGTACGAAGAAACGGATTCAAATTTGTGTGAAAAGGTAGATGCTTTACAAGATCTTTGCAATCATTCACATTTGACNGTCAGA
	GecuP^4     AGAGAATATTTCGAAAATTCTACAAGATCCTCTGAATGGTACGAAGAAACGGATTCAAATTTGTGTGAAAAGGTAGATGCTTTACAAGATCTTTGYAATCATTCACATTTGACRGTCAGA
	GecuP^5     AGAGAATATTTCGAAAATTCTACAAGATCCTCTGAATGGTACGAAGAAACGGATTCAAATTTGTGTGAAAAGGTAGATGCTTTACAAGATCTTTGCAATCATTCACATTTGACGGTTAGA
	GecuP^6      AGAGAATATTTYGAAAATTCKACAAGATCCTCTGAATGGTACGAAGAAACGGATTCAAATTTGTGTGAAAAGGTAGATGCTTTACAAGATCTTTGCAATCATTCACATTTGAYRGTCAGA
	GecuP^7      AGAGAATATTTCGAAAATTCTACAAGATCCTCTGAATGGTACGAAGAAACGGATTCAAATTTGTGTGAAAAGGTAGATGCTTTACAAGATCTTTGCAATCATTCACATTTGACGGTYAGA
	GecuE^8      AGAGAATATTTCGAAAATTCTACAAGATCCTCTGAATGGTACGAAGAAACGGATTCAAATTTGTGTGAAAAGGTAGATGCTTTACAAGATCTTTGCAATCATTCACATTTGACGGTTAGA
	GecuE^9       AGAGAATATTTCGAAAATTCTACAAGATCCTCTGAATGGTACGAAGAAACGGATTCAAATTTGTGTGAAAAGGTAGATGCTTTACAAGATCTTTGCAATCATTCACATTTGACGGTYAGA
	GecuE^10       AGAGAATATTTCGAAAATTCTACAAGATCCTCTGAATGGTACGAAGAAACGGATTCAAATTTGTGTGAAAAGGTAGATGCTTTACAAGATCTTTGCAATCATTCACATTTGACGGTCAGA
	GecuE^11      AGAGAATATTTCGAAAATTCTACAAGATCCTCTGAATGGTACGAAGAAACGGATTCAAATTTGTGTGAAAAGGTAGATGCTTTACAAGATCTTTGYAATCATTCACATTTGACGGTCAGA
	GlicC^15     AGAGAATATTTCGAAAATTCTACAAGATCCTCTGAATGGTACGAAGAAACGGATTCAAATTTGTGTGAAAAGGTAGATGCTTTACAAGATCTTTGCAATCATTCACATTTGACGGTCAGA
	GlicP^17      AGAGAATATTTCGAAAATTCTACAAGATCCTCTGAATGGTACGAAGAAACGGATTCAAATTTGTGTGAAAAGGTAGATGCTTTACAAGATCTTTGCAATCATTCACATTTGACGGTCAGA
	GlicE^20      AGAGAATATTTCGAAAATTCTACAAGATCCTCTGAATGGTACGAAGAAACGGATTCAAATTTGTGTGAAAAGGTAGATGCTTTACAAGATCTTTGCAATCATTCACATTTGACGGTCAGA
	GlicE^21       AGAGAATATTTCGAAAATTCTACAAGATCCTCTGAATGGTACGAAGAAACGGATTCAAATTTGTGTGAAAAGGTAGATGCTTTACAAGATCTTTGCAATCATTCAYATTTGACGGTCAGA
	GlicE^22       AGAGAATATTTCGAAAATTCTACAAGATCCTCTGAATGGTACGAAGAAACGGATTCAAATTTGTGTGAAAAGGTAGATGCTTTACAAGATCTTTGCAATCATTCAYATTTGACGGTCAGA
	GlicE^23      AGAGAATATTTCGAAAATTCTACAAGATCCTCTGAATGGTACGAAGAAACGGATTCAAATTTGTGTGAAAAGGTAGATGCTTTACAAGATCTTTGCAATCATTCAYATTTGACGGTCAGA
	GlicE^24      AGAGAATATTTCGAAAATTCTACAAGATCCTCTGAATGGTACGAAGAAACGGATTCAAATTTGTGTGAAAAGGTAGATGCTTTACAAGATCTTTGCAATCATTCACATTTGACGGTCAGA
	GmorB^27    AGAGAATATTTCGAAAATTCKACAAGATCCTCTGAATGGTACGAAGAAACGGATTCAAATTTGTGTGAAAAGGTAGATGCTTTACAAGATCTTTGCAATCATTCACATTTGACRGTCAGA
	GpasB^28    AGAGAATATTTCGAAAATTCKACAAGATCCTCTGAATGGTACGAAGAAACGGATTCAAATTTGTGTGAAAAGGTAGATGCTTTACAAGATCTTTGCAATCATTCACATTTGACRGTCAGA
	GpasB^29    AGAGAATATTTCGAAAATTCKACAAGATCCTCTGAATGGTACGAAGAAACGGATTCAAATTTGTGTGAAAAGGTAGATGCTTTACAAGATCTTTGCAATCATTCACATTTGACRGTCAGA


18 120
	GecuC^1     TGCAAAAAAATGAGATTTATGAAAGGAAAGGGAAATAGAAGAAGAAAGAGACAACATGATTCCTTTCTTCGAAGTAATAATAGTTAGAAATGGACGTAGATAAGCCCACTAATAATAGTA
	GecuP^4     TGCAAARAAATGAGATTTATGAAAGKAAAGGGAAATAGAAGAAGAAAGAGACAACATGATTCYTTTCTTCGAAGTAATAATAGTTAGAAATGGACGTAGATAAGCCCACTAATAATAGTA
	GecuP^5     TGCAAAAAAATGAGATTTATGAAAGGAAAGGGAAATAGAAGAAGAAAGAGACAACATGATTCCTTTCTTCGAAGYAATAATAGTTAGAAATGGACGTAGATAAGCCCACTAATAATAGTA
	GecuP^6      TGCAAAAAAATGAGATTTATGAAAGGAAAGGGAAATAGAAGAAGAAAGAGACAACATGATTCYTTTCTTCGAAGTAATAATAGTTAGAAATGGACGTAGATAAGCCCACTAATAATAGTA
	GecuP^7      TGCAAAAAAATGAGATTTATGAAAGKAAAGGRAAATAGAAGAAGAAAGAGACAACATGATTCCTTTCTTCGAAGTAATAATAGTTAGAAATGGACGTAGATAAGCCCACTAATAATAGTA
	GecuE^8      TGCAAAAAAATGAGATTTATGAAAGGAAAGGGAAATAGAAGAAGAAAGAGACAACATGATTCCTTTCTTCGAAGTAATAATAGTTAGAAATGGACGTAGATAAGCCCACTAATAATAGTA
	GecuE^9       TGCAAAAAAATGAGATTTATGAAAGGAAAGGGAAATAGAAGAAGAAAGAGACAACATGATTCCTTTCTTCGAAGTAATAATAGTTAGAAATGGACGTAGATAAGCCCACTAATAATAGTA
	GecuE^10       TGCAAAAAAATGAGATTTATGAAAGGAAAGGGAAATAGAAGAAGAAAGMGACAACATGATTCCTTTCTTCGAAGTAATAATAGTTAGAAATGGACGTAGATAAGCCCACTAATAATAGTA
	GecuE^11      TGCAAAAAAATGAGATTTATGAAAGGAAAGGGAAATAGAAGAAGAAAGAGACAACATGATTCCTTTCTTCGAAGTAATAATAGTTAGAAATGGACGTAGATAAGCCCACTAATAATAGTA
	GlicC^15     TGCAAAAAAATGAGATTTATGAAAGGAAAGGGAAATAGGAGAAGAAAGAGACAACATGATTCCTTTCTTCGAAGTAATAATAGTTAGAACTGGACGTAGATAAGCCCACTAATAATAGTA
	GlicP^17      TGCAAAAAAATTAGATTTATGAAAGGAAAGGGAAATAGAAGAAGAAAGAGACAACATGATTCCTTTCTTCGAAGTAATAATAGTTAGAAATGGACGTAGATAAGCCCACTAATAATAGTA
	GlicE^20      TGCAAAAAAATKAGATTTATGAAAGGAAAGGGAAATAGAAGAAGAAAGAGACAACATGATTCCTTTCTTCGAAGTAATAATAGTTAGAAATGGACGTAGATAAGYCCACTAATAATAGTA
	GlicE^21      TGCAAAAAAATGAGATTTATGAAAGGAAAGGGAAATAGAAGAAGAAAGAGACAACATGATTCCTTTCTTCGAAGTAATAATAGTTAGAAATGGACGTAGATAAGCCCACTAATAATAGTA
	GlicE^22       TGCAAAAAAATGAGATTTATGAAAGGAAAGGGAAATAGAAGAAGAAAGAGACAACATGATTCCTTTCTTCGAAGTAATAATAGTTAGAAATGGACGTAGATAAGCCCACTAATAATAGTA
	GlicE^23       TGCAAAAAAATKAGATTTATGAAAGGAAAGGGAAATAGAAGAAGAAAGAGACAACATGATTCCTTTCTTCGAAGTAATAATAGTTAGAAATGGACGTAGATAAGCCCACTAATAATAGTA
	GlicE^24      TGCAAAAAAATGAGATTTATGAAAGGAAAGGGAAATAGAAGAAGAAAGAGACAACATGATTCCTTTCTTCGAAGTAATAATAGTTAGAAATGGACGTAGATAAGCCCACTAATAATAGTA
	GmorB^27    TGCAAAAAAATGAGATTTATGAAAGGAAAGGGAAATAGAAGAAGAAAGAGACAACATGATTCCTTTCTTCGAAGTAATAATAGTTAGAAATGGACGTAGATAAGCCCACTAATAATAGTA
	GpasB^28    TGCAAAAAAATGAGATTTATGAAAGGAAAGGGAAATAGAAGAAGAAAGAGACAACATGATTCCTTTCTTCGAAGTAATAATAGTTAGAAATGGACGTAGATAAGCCCACTAATAATAGTA


17 120
	GecuC^1     AGTAATTGCTTTATCAAATCTCGTATTTCAGCGAGCCCTCAGTGTGAGTATGATATTCGTTGCACAATAAACCTAGAATATCAAGAAACCCCAAACACGCGAATAACACTTTATCGTAAT
	GecuP^4     AGTAATTGCTTTATCAAATCTCGTATTTCAGCGAGCCCTCAGTGTGAGTATGATATTCGTTGCACAATAAACCTAGAATATCAAGAAACCCCAAACACGCGAATAACACTTTATCGTAAT
	GecuE^8      AGTAATTGCTTTATCAAATCTCGTATTTCAGCGAGCCCTCAGTGTGAGTATGATATTCGTTGCACAATAAACCTAGAATATCAAGAAACCCCAAACACGCGAATAACACTTTATCGTAAT
	GecuE^9       AGTAATTGCTTTATCAAATCTCGTATTTCAGCGAGCCCTCAGTGTGAGTATGATATTCGTTGCACAATAAACCTAGAATATCAAGAAACCCCAAACACGCGAATAACACTTTATCGTAAT
	GecuE^10       AGTAATTGCTTTATCAAATCTCGTATTTCAGCGAGCCCTCAGTGTGAGTATGATATTCGTTGCACAATAAACCTAGAATATCAAGAAACCCCAAACACGCGAATAACACTTTATCGTAAT
	GecuE^11      AGTAATTGCTTTATCAAATCTCGTATTTCAGCGAGCCCTCAGTGTGAGTATGATATTCGTTGCACAATAAACCTAGAATATCAAGAAACCCCAAACACGCGAATAACACTTTATCGTAAT
	GlicC^15     AGTAATTGCTTTATCAAATCTCGTATTTCAGCGAGCCCTCAGTGTGAGTATGATATTCGTTGCACAATAAACCTAGAATATCAAGAAACCCCAAACACGCGAATAACACTTTATCGTAAT
	GlicP^17      AGTAATTGCTTTATCAAATCTCGTATTTCAGCGAGCCCTCAGTGTGAGTATGATATTCGTTGCACAATAAACCTAGAATATCAAGAAACCCCAAACACGCGAATAACACTTTATCGTAAT
	GlicE^20      WGTAATTGCTTTATCAAATCTCGTATTTCAGCGAGCCCTCAGTGTGAGTATGATATTCGTTGCACAATAAACCCAGAATATCAAGAAACCCCAAACACGCGAATAACACTTTATCGTAAT
	GlicE^21      AGTAATTGCTTTATCAAATCTCGTATTTCAGCGAGCCCTCAGTGTGAGTATGATATTCGTTGCACAATAAACCYAGAATATCAAGAAACCCCAAACACGCGAATAACACTTTATCGTAAT
	GlicE^22       AGTAATTGCTTTATCAAATCTCGTATTTCAGCGAGCCCTCAGTGTGAGTATGATATTCGTTGCACAATAAACCTAGAATATCAAGAAACCCCAAACACGCGAATAACACTTTATCGTAAT
	GlicE^23       AGTAATTGCTTTATCAAATCTCGTATTTCAGCGAGCCCTCAGTGTGAGTATGATATTCGTTGCACAATAAACCTAGAATATCAAGAAACCCCAAACACGCGAATAACACTTTATCGTAAT
	GlicE^24      TGTAATTGCTTTATCAAATCTCGTATTTCAGCGAGCCCTCAGTGTGAGTATGATATTCGTTGCACAATAAACCCAGAATATCAAGAAACCCCAAACACGCGAATAACACTTTATCGTAAT
	GlicE^25      WGTAATTGCTTTATCAAATCTCGTATTTCAGCGAGCCCTCAGTGTGAGTATGATATTCGTTGCACAATAAACCYAGAATATCAAGAAACCCCAAACACGCGAATAACACTTTATCGTAAT
	GmorB^27    AGTAATTGCTTTATCAAATCTCGTATTTCAGCGAGCCCTCAGTGTGAGTATGATATTCGTTGCACAATAAACCTAGAATATCAAGAAACCCCAAACACGCGAATAACACTTTATCGTAAT
	GpasB^28    AGTAATTRCTTTATCAAATCTCGTATTTCAGCGAGCCCTCAGTGTGAGTATGATATTCGTTGCACAATAAACCTAGAATATCAAGAAACCCCAAACACGCGAATAACACTTTATCGTAAT
	GpasB^29    AGTAATTGCTTTATCAAATCTCGTATTTCAGCGAGCCCTCAGTGTGAGTATGATATTCGTTGCACAATAAACCTAGAATATCAAGAAACCCCAAACACGCGAATAACACTTTATCGTAAT


15 120
	GecuC^1     TCAAATCTAATAGGCGTGCTAACTATGGAGCGTTGAGTGTACTCTGGAGTGAGGCTGTTGGAAGACGTGCTTGCCGGTCTACATGTCATTCAGAAATAAGAAAACTTGGCACTTACACAA
	GecuP^4     TCAAATCTAATAGGCGTGCTAACTATGGAGCGTTGAGTGTACTCTGGAGTGAGGCTGTTGGAAGACGTGCTTGCCGGTCTACATGTCATTCAGAAATAAGAAAACTTGGCACTTACACAA
	GecuP^5     TCAAATCTAATAGGCGTGCTAACTATGGAGCGTTGAGTGTACTCTGGAGTGAGGCTGTTGGAAGACGTGCTTGCCGGTCTACATGTCATTCAGAAATAAGAAAACTTGGCACTTACACAA
	GecuE^8      TCAAATCTAATAGGCGTGCTAACTATGGAGCGTTGAGTGTACTCTGGAGTGAGGCTGTTGGAAGACGTGCTTGCCGGTCTACATGTCATTCAGAAATAAGAAAACTTGGCACTTACACAA
	GecuE^9       TCAAATCTAATAGGCGTGCTAACTATGGAGCGTTGAGTGTACTCTGGAGTGAGGCTGTTGGAAGACGTGCTTGCCGGTCTACATGTCATTCAGAAATAAGAAAACTTGGCACTTACACAA
	GecuE^10       TCAAATCTAATAGGCGTGCTAACTATGGAGCGTTGAGTGTACTCTGGAGTGAGGCTGTTGGAAGACGTGCTTGCCGGTCTACATGTCATTCAGAAATAAGAAAACTTGGCACTTACACAA
	GlicC^15     TCAAATCTAATAGGCGTGCTAACTATGGAGCGTTGAGTGTACTCTGGAGTGAGGCTGTTGGAAGACGTGCTTGCCGGTCTACATGTCATTCAGAAATAAGAAAACTTGGCACTTACACAA
	GlicP^17      TCAAATCTAATAGGCGTGCTAACTATGGAGCGTTGAGTGTACTCTGGAGTGAGGCTGTTGGAAGACGTGCTTGCCGGTCTACATGTCATTCAGAAATAAGAAAACTTGGNACTTACACAA
	GlicE^20      TCAAATCTAATAGGCGTGCTAACTATGGAGCGTTGAGTGTACTCTGGAGTGAGGCTGTTGGAAGACGTGCTTGCCGGTCTACATGTCATTCAGAAATAAGAAAACTTGGCACTTACACAA
	GlicE^21       TCAAATCTAATAGGCGTGCTAACTATGGAGCGTTGAGTGTACTCTGGAGTGAGGCTGTTGGAAGACGTGCTTGCCGGTCTACATGTCATTCAGAAATAAGAAAACTTGGCACTTACACAA
	GlicE^22       TCAAATCTAATAGGCGTGCTAACTATGGAGCGTTGAGTGTACTCTGGAGTGAGGCTGTTGGAAGACGTGCTTGCCGGTCTACATGTCATTCAGAAATAAGAAAACTTGGCACTTACACAA
	GlicE^23      TCAAATCTAATAGGCGTGCTAACTATGGAGCGTTGAGTGTACTCTGGAGTGAGGCTGTTGGAAGACGTGCTTGCCGGTCTACATGTYATTCAGAAATAAGAAAACTTGGCACTTACACAA
	GlicE^24      TCAAATCTAATAGGCGTGCTAACTATGGAGCGTTGAGTGTACTCTGGAGTGAGGCTGTTGGAAGACGTGCTTGCCGGTCTACATGTYATTCAGAAATAAGAAAACTTGGCACTTACACAA
	GmorB^27    TCAAATCTAATAGGCGTGCTAACTATGGAGCGTTGAGTGTACTCTGGAGTGAGGCTGTTGGAAGACGTGCTTGCCGGTCTACATGTAATTCAGAAATAAGAAAACTTGGCACTTACACAA
	GpasB^28    TCAAATCTAATAGGCGTGCTAACTATGGAGCGTTGAGTGTACTCTGGAGTGAGGCTGTTGGAAGACGTGCTTGCCGGTCTACATGTCATTCAGAAATAAGAAAACTTGGCACTTACACAA


19 120
	GecuC^1     AAAGCTAGATATTACGAGGTTGAAGCTCTMCTGCGTGAAGCTCAGGAACAACTCAGGAAATTACGCAAAAAACAAATGCCAGTCGCACGAAGCGCTTTCTTCCCCTCGTTAGGGGGAAAT
	GecuP^4     AAAGCTAGATATTACGAGGTTGAAGCTCTCCTGCGTGAAGCTCAGGAACAACTCAGGAAATTACGCAAAAAACAAATGCCAGTCGCACGAAGCGCTTTCTTCCCCTCGTTAGGGGGAAAT
	GecuP^5     AAAGCTAGATATTACGAGGTTGAAGCTNTACTGCGTGAAGCTCAGGAACAACTCAGGAAATTACGCAAAAAACAAATGCCAGTCGCACGAAGCGCTTTCTTCCCCTCGTTAGGGGGAAAT
	GecuP^6      AAAGCTAGATATTACGAGGTTGAAGCTCTCCTGCGTGAAGCTCAGGAACAACTCAGGAAATTACGCAAAAAACAAATGCCAGTCGCACGAAGCGCTTTCTTCCCCTCGTTAGGGGGAAAT
	GecuE^8      AAAGCTAGATATTACGAGGTTGAAGCTCTCCTGCGTGAAGCTCAGGAACAACTCAGGAAATTACGCAAAAAACAAATGCCAGTCGCACGAAGCGCTTTCTTCCCCTCGTTAGGGGGAAAT
	GecuE^9       AAAGCTAGATATTACGAGGTTGAAGCTCTCCTGCGTGAAGCTCAGGAACAACTCAGGAAATTACGCAAAAAACAAATGCCAGTCGCACGAAGCGCTTTCTTCCCCTCGTTAGGGGGAAAT
	GecuE^10       AAAGCTAGATATTACGAGGTTGAAGCTCTCCTGCGTGAAGCTCAGGAACAACTCAGGAAATTACGCAAAAAACAAATGCCAGTCGCACGAAGCGCTTTCTTCCCCTCGTTAGGGGGAAAT
	GecuE^11      AAAGCTAGATATTACGAGGTTGAAGCTCTCCTGCGTGAAGCTCAGGAACAACTCAGGAAATTACGCAAAAAACAAATGCCAGTCGCACGAAGCGCTTTCTTCCCCTCGTTAGGGGGAAAT
	GlicC^15     AAAGCTAGATATTACGAGGTTGAAGCTCTACTGCGTGAAGCTCAGGAACAACTCAGGAAATTACGCAAAAAACAAATGCCAGTCGCACGAAGCGCNTTCTTCCCCTCGTTAGGGGGAAAT
	GlicP^17      AAAGCTAGATATTACGAGGTTGAAGCTCTACTGCGTGAAGCTCAGGAACAACTCAGGAAATTACGCAAAAAACAAATGCCAGTCGCACGAAGCGCTTTCTTCCCCTCGTTAGGGGGAAAT
	GlicP^18      AAAGCTAGATATTACGAGGTTGAAGCTCTACTGCGTGAAGCTCAGGAACAACTCAGGAAATTACGCAAAAAACAAATGCCAGTCGCACGAAGCGCTTTCTTCCCC-CGTTAGGGGGAAAT
	GlicE^20      AAAGCTAGATATTACGAGGTTGAAGCTCTACTGCGTGAAGCTCAGGAACAACTCAGGAAATTACGCAAAAAACAAATGCCAGTCGCACGAAGCGCTTTCTTCCCCTCGTTAGGGGGAAAT
	GlicE^21      AAAGCTAGATATTACGAGGTTGAAGCTCTACTGCGTGAAGCTCAGGAACAACTCAGGAAATTACGCAAAAAACAAATGCCAGTCGCACGAAGCGCTTTCTTCCCCTCGTTAGGGGGAAAT
	GlicE^22       AAAGCTAGATATTACGAGGTTGAAGCTCTACTGCGTGAAGCTCAGGAACAACTCAGGAAATTACGCAAAAAACAAATGCCAGTCGCACGAAGCGCTTTCTTCCCCTCGTTAGGGGGAAAT
	GlicE^23       AAAGCTAGATATTACGAGGTTGAAGCTCTACTGCGTGAAGCTCAGGAACAACTCAGGAAATTACGCAAAAAACAAATGCCAGTCGCACGAAGCGCTTTCTTCCCCTCGTTAGGGGGAAAT
	GlicE^24      AAAGCTAGATATTACGAGGTTGAAGCTCTACTGCGTGAAGCTCAGGAACAACTCAGGAAATTACGCAAAAAACAAATGCCAGTCGCACGAAGCGCTTTCTTCCCCTCGTTAGGGGGAAAT
	GlicE^25      AAAGCTAGATATTACGAGGTTGAAGCTCTACTGCGTGAAGCTCAGGAACAACTCAGGAAATTACGCAAAAAACAAATGCCAGTCGCACGAAGCGCTTTCTTCCCCTCGTTAGGGGGAAAT
	GmorB^27    AAAGCTAGATATTACGAGGTTGAAGCTCTMCTGCGTGAAGCTCAGGAACAACTCAGGAAATTACGCAAAAAACAAATGCCAGTCGCACGAAGCGCTTTCTTCCCCTCGTTAGGGGGAAAT
	GpasB^28    AAAGCTAGATATTACGAGGTTGAAGCTCTACTGCGTGAAGCTCAGGAACAACTCAGGAAATTACGCAAAAAACAAATGCCAGTCGCACGAAGCGCTTTCTTCCCCTCGTTAGGGGGAAAT


20 120
	GecuC^1     CCAAAAAGACCGTTACTTCATAATTATGGATGTGTAYACATATCTCCATTTGAATC-CTTGTAGAATAAAATAAAACGTTTAGTGTTCGTTAGCGTCAATTCTAAAGCCCATTTGTGTAA
	GecuP^4     CCAAAAAGACCGTTACTTCATAATTATGGATGTGTAYACATATCWCCATTTGAATC-CTTGTAGAATAAAATAAAACGTTTAGTGTTCGTTAGCGTCAATTCTAAAGCCCATTTGTGTAA
	GecuP^5     CCAAAAAGACCGTTACTTCATAATTATGGATGTGTAYACATATCTCCATTTGAATC-CTTGTAGAATAAAATAAAACGTTTAGTGTTCGTTAGCGTCAATTCTAAAGCCCATTTGTGTAA
	GecuP^6      CCAAAAAGACCGTTACTTCATAATTATGGATGTGTATACATATCTCCATTTGAATC-CTTGTAGAATAAAATAAAACGTTTAGTGTTCGTTAGCGTCAATTCTAAAGCCCATTTGTGTAA
	GecuP^7      CCAAAAAGACCGTTACTTCATAATTATGGATGTGTATACATATCTCCATTTGAATC-CTTGTAGAATAAAATAAAACGTTTAGTGTTCGTTAGCGTCAATTCTAAAGCCCATTTGTGTAA
	GecuE^8      CCAAAAAGACCGTTACTTCATAATTATGGATGTGTACACATATCTCCATTTGAATC-CTTGTAGAATAAAATAAAACGTTTAGTGTTCGTTAGCGTCAATTCTAAAGCCCATTTGTGTAA
	GecuE^9       CCAAAAAGACCGTTACTTCATAATTATGGATGTGTATACATATCTCCATTTGAATCSNTTGTAGAATAAAATAAAACGTTTAGTGTTCGTTAGCGTCAATTCTAAAGCCCATTTGTGTAA
	GecuE^10       CCAAAAAGACCGTTACTTCATAATTATGGATGTGTATACATATCWCCATTTGAATC-CTTGTAGAATAAAATAAAACGTTTAGTGTTCGTTAGCGTCAATTCTAAAGCCCATTTGTGTAA
	GecuE^11      CCAAAAAGACCGTTACTTCATAATTATGGATGTGTAYACATATCTCCATTTGAATC-CTTGTAGAATAAAATAAAACGTTTAGTGTTCGTTAGCGTCAATTCTAAAGCCCATTTGTGTAA
	GlicC^15     CCAAAAAGACCGTTACTTCATAATTATGGATGTGTATACATATCTCTATTTGAATC-CTTGTAGAATAAAATAAAACGTTTAGTGTTCGTTAGCGTCAATTCTAAAGCCCATTTGTGTAA
	GlicP^17      CCAAAAAGACCGTTACTTCATAATTATGGATGTGTATACATATCWCCATTTGAATC-CWTGTAGAATAAAATAAAACGTTTAGTGTTCGTTAGCGTCAATTCTAAAGCCCATTTGTGTAA
	GlicP^18      CCAAAAAGACCGTTACTTCATAATTATGGATGTGTATACATATCWCCATTTGAATC-CTTGTAGAATAAAATAAAACGTTTAGTGTTCGTTAGCGTCAATTCTAAAGCCCATTTGTGTAA
	GlicE^20      CCAAAAAGACCGTTACTTCATAATTATGGATGTGTATACATATCTCTATTTGAATC-CTTGTAGAATAAAATAAAACGTTTAGTGTTCGTTAGCGTCAATTCTAAAGCCCATTTGTGTAA
	GlicE^21      CCAAAAAGWCCGTTACTTCATAATTATGGATGTGTATACATATCTCCATTTGAATC-CTTRTAGAATAAAATAAAACGTTTAGTGTTCGTTAGCGTCAATTCTAAAGCCCATTTGTGTAA
	GlicE^22       CCAAAAAGACCGTTACTTCATAATTRTGGATGTGTATACATATCTCCATTTGAATC-CTTGTAGAATAAAATAAAACGTTTAGTGTTCGTTAGCGTCAATTCTAAAGCCCATTTGTGTAA
	GlicE^23       CCAAAAAGACCGTTACTTCATAATTATGGATGTGTATACATATCWCCATTTGAATC-CTTGTAGAATAAAATAAAACGTTTAGTGTTCGTTAGCGTCAATTCTAAAGCCCATTTGTGTAA
	GlicE^24      CCAAAAAGACCGTTACTTCATAATTATGGATGTGTATACATATCTCCATTTGAATC-CTTGTAGAATAAAATAAAACGTTTAGTGTTCGTTAGCGTCAATTCTAAAGCCCATTTGTGTAA
	GlicE^25      MCAAAAAGACCGTTACTTCATAATTATGGATGTGTATACATATCTCYATTTGAATC-CTTGTAGAATAAAATAAAACGTTTAGTGTTCGTTAGCGTCAATTCTAAAGCCCATTTGTGTAA
	GmorB^27    CCAAAAAGACCGTTACTTCATAATTATGGATGTGTATACATATCTCCATTTGAATC-CTTGTAGAATAAAATAAAACGTTTAGTGTTCGTTAGCGTCAATTCTAAAGCCCATTTGTGTAA
	GpasB^28    CCAAAAAGACCGTTACTTCATAATTATGGATGTGTATACATATCTCCATTTGAATC-CTTGTAGAATAAAATAAAACGTTTAGTGTTCGTTAGCGTCAATTCTAAAGCCCATTTGTGTAA


18 120
	GecuC^1     ACGTATATGTGCACATATAAGTGTATGTGCACGGAACGTATGCTCCAGGAGAGAATGTAAGAGTTGAGAAGGTCGCACCGCGTCGAAGGAAAGGAATATTACAACGAAGGACGCCGACGA
	GecuP^4     ACGTACATGTGCACATATAAGTGTATGTGTACGGAACGTATGCTCCAGGAGAGAATGTAAGAGTTGAGAAGGTCGCACCGCGTCGAAGGAAAGGAATATTACAACGAAGGACGCCGACGA
	GecuP^5      ACGTACATGTGCACATATAAGTGTATGTGTACGGAACGTATGCTCCAGGAGAGAATGTAAGAGTTGAGAAGGTCGCACCGCGTCGAAGGAAAGGAATATTACAACGAAGGACGCCGACGA
	GecuE^8      ACGTACATGTGCACATATAAGTGTATGTGTACGGAACGTATGCTCCAGGAGAGAATGTAAGAGTTGAGAAGGTCGCACCRCGTCGAAGGAAAGGAATATTACAACGAAGGACGCCGACGA
	GecuE^9       ACGTACATGTGCACATATAAGTGTATGTGTACGGAACGTATGCTCCAGGAGAGAATGTAAGAGTTGAGAAGGTCGCACCGCGTCGAAGGAAAGGAATATTACAACGAAGGACGCCGACGA
	GecuE^10       ACGTACATGTGCACATATAAGTGTATGTGTACGGAACGTATGCTCCAGGAGAGAATGTAAGAGTTGAGAAGGTCGCACCGCGTCGAAGGAAAGGAATATTACAACGAAGGACGCCGACGA
	GecuE^11      ACNTACATGTGCACATATAAGTGTATGTGTACGGAACGTATGCTCCAGGAGAGAATGTAAGAGTTGAGAAGGTCGCACCGCGTCGAAGGAAAGGAATATTACAACGAAGGACGCCGACGA
	GlicC^15     ACGTACATGTGCACATATAAGTGTACGTGTACGGAACGTATGCTCCAGGAGAGAATGTAAGAGTTGAGAAGGTCGCACCGCGTCGAAGGAAAGGAATATTACAACGAAGGACGCNGACGA
	GlicP^17      ACGTACATATGCACATATAAGTGTATGTGTACGGAACGTATGCTCCAGGAGAGAATGTANGAGTTGAGAAGGTCGCACCGCGTCGAAGGAAAKGAATATTACAACGAAGGACGCCGACGA
	GlicE^20      ACGTACATGTGCACATATAAGTGTATGTGTACGGAACGTATGCTCCAGGAGAGAATGTAAGAGTTGAGAAGGTCGCACCGCGTCGAAGGAAAGGAATATTACAACGAAGGACGCCGACGA
	GlicE^21      ACGTACATGTGCACATATAAGTGTACGTGTACGGAACGTATGCTCCAGGAGAGAATGTAAGAGTTGAGAAGGTCGCACCGCGTCGAAGGAAAGGAATATTACAACGAAGGACGCCGACGA
	GlicE^22      ACGTACATGTGCACATATAAGTGTATGTGTACGGAACGTATGCTCCAGGAGAGAATGTAAGAGTTGAGAAGGTCGCACCGCGTCGAAGGAAAGGAATATTACAACGAAGGACGCCGACGA
	GlicE^23       ACGTACATGTGCACATATAAGTGTATGTGTACGGAACGTATGCTCCAGGAGAGAATGTAAGAGTTGAGAAGGTCGCACCGCGTCGAAGGAAAGGAATATTACAACGAAGGACGCCGACGA
	GlicE^24       ACGTACATGTGCACATATAAGTGTATGTGTACGGAACGTATGCTCCAGGAGAGAATGTAAGAGTTGAGAAGGTCGCACCGCGTCGAAGGAAAGGAATATTACAACGAAGGACGCCGACGA
	GlicE^25      ACGTACATGTGCACATATAAGTGTATGTGTACGGAACGTATGCTCCAGGAGAGAATGTAAGAGTTGAGAAGGTCGCACCGCGTCGAAGGAAAGGAATATTACAACGAAGGACGCCGACGA
	GmorB^27    ACGTACATGTGCACATATAAGTGTATGTGTACGGAACGTATGCTCCAGGAGAGAATGTAAGAGTTGAGAAGGTCGCACCGCGTCGAAGGAAAGGAATATTACAACGAAGGACGCCGACGA
	GpasB^28    ACGTACATGTGCACATATAAATGTATGTGTACGGAACGTATGCTCCAGGAGAGAATGTAAGAGTTGAGAAGGTCGCACCGCGTCGAAGGAAAGGAATATTACAACGAAGGACGCCGACGA
	GpasB^29    ACGTACATGTGCACATATAARTGTATGTGTACGGAACGTATGCTCCAGGAGAGAATGTAAGAGTTGAGAAGGTCGCACCGCGTCGAAGGAAAGGAATATTACAACGAAGGACGCCGACGA


16 120
	GecuC^1     TGTAAGCACCTCGTTTTCATTTATTGTCATATCAAAATCATCAGGAACGTCAAACTCTATTTCTTGAGATTCCGATTTGTTAGATGCTATGCTAGACATGGAATTATTCAAAGAACTTAT
	GecuP^4     TGTAAGCACCTCGTTTTCATTTATTGTCATATCAAAATCATCAGGAACGTCAAACTCTATTTCTTGAGATTCCGATTTGTTAGATGCTATGCTAGACATGGAATTATTCAAAGAACTTAT
	GecuP^5     TGTAAGCACCTCGTTTTCATTTATTGTCATATCAAAATCATCAGGAACGTCAAACTCTATTTCTTGAGATTCCGATTTGTTAGATGCTATGCTAGACATGGAATTATTCAAAGAACTTAT
	GecuP^6      TGTAAGCACCTCGTTTTCATTTATTGTCATATCAAAATCATCAGGAACGTCAAACTCTATTTCTTGAGATTCCGATTTGTTAGATGCTATGCTAGACATGGAATTATTCAAAGAACTTAT
	GecuE^8      TGTAAGCACCTCGTTTTCATTTATTGTCATATCAAAATCATCAGGAACGTCAAACTCTATTTCTTGAGATTCCGATTTGTTAGATGCTATGCTAGACATGGAATTATTCAAAGAACTTAT
	GecuE^9       TGTAAGCACCTCGTTTTCATTTATTGTCATATCAAAATCATCAGGAACGTCAAACTCTATTTCTTGAGATTCCGATTTGTTAGATGCTATGCTAGACATGGAATTATTCAAAGAACTTAT
	GecuE^10       TGTAAGCACCTCGTTTTCATTTATTGTCATATCAAAATCATCAGGAACGTCAAACTCTATTTCTTGAGATTCCGATTTGTTAGATGCTATGCTAGACATGGAATTATTCAAAGAACTTAT
	GecuE^11      TGTAAGCACCTCGTTTTCATTTATTGTCATATCAAAATCATCAGGAACGTCAAACTCTATTTCTTGAGATTCCGATTTGTTAGATGCTATGCTAGACATGGAATTATTCAAAGAACTTAT
	GlicC^15     TGTAAGCACCTCGTTTTCATTTATTGTCATATCAAAATCATCAGGAACGTCAAACTCTATTTCTTGAGATTCCGATTTGTTAGATGCTATGCTAGACATGGAATTATTCAAAGAACTTAT
	GlicP^17      TGTAAGCACCTCGTTTTCATTTATTGTCATATCAAAATCATCAGGAACGTCAAACTCTATTTCTTGAGATTCCGATTTGTTAGATGCTATGCTWGACATGGAATTATTCAAAGAACTTAT
	GlicE^20      TGTAAGCACCTCGTTTTCATTTATTGTCATATCAAAATCATCAGGAACGTCAAACTCTATTTCTTGAGATTCCGATTTGTTAGATGCTATGCTWGACATGGAATTATTCAAAGAACTTAT
	GlicE^21       TGTAAGCACCTCGTTTTCATTTATTGTCATATCAAAATCATCAGGAACGTCAAACTCTATTTCTTGAGATTCCGATTTGTTAGATGCTATGCTAGACATGGAATTATTCAAAGAACTTAT
	GlicE^22       TGTAAGCACCTCGTTTTCATTTATTGTCATATCAAAATCATCAGGAACGTCAAACTCTATTTCTTGAGATTCCGATTTGTTAGATGCTATGCTAGACATGGAATTATTCAAAGAACTTAT
	GlicE^23      TGTAAGCACCTCGTTTTCATTTATTGTCATATCAAAATCATCAGGAACGTCAAACTCTATTTCTTGAGATTCCGATTTGTTAGATGCTATGCTAGACATGGAATTATTCAAAGAACTTAT
	GmorB^27    TGTAAGCACCTCGTTTTCATTTATTGTCATATCAAAATCATCAGGAACGTCAAACTCTATTTCTTGAGATTCCGATTTGTTAGATGCTATGCTAGACATGGAATTATTCAAAGAACTTAT
	GpasB^28    TGTAAGCACCTCGTTTTCATTTATTGTCATATCAAAATCATCAGGAACGTCAAACTCTATTTCTTGAGATTCCGATTTGTTAGATGCTATGCTAGACATGGAATTATTCAAAGAACTTAT


16 120
	GecuC^1     GATTGGACGCGCAARCCTTTGTACTGCCGCCGAACAATACCGCCTTGGCAYATAAATCACGATAATGCGATGTCATTGAACATTTCCTGTGATTTATTYGAGTTTTATAGCTGGAGGAAA
	GecuP^4     GATTGGACGCGCAAGCCTTTGTACTGCCGCCGAACAATACCGCCTTGGCATATAAATCACGATAATGCGATGTCATTGAACATTTCCTGTGATTTATTTGAGTTTTATAGCTGGAGGAAA
	GecuP^5     GATTGGASGCGCAAGCCTTTGTACTGCCGCCGAACAATACCGCCTTGGCAYATAAATCACGATAATGCGATGTCATTGAACATTTCCTGTGATTTATTTGAGTTTTATAGCTGGAGGAAA
	GecuP^6      GATTGGASGCGCAAGCCTTTGTACTGCCGCCGAACAATACCGCCTTGGCACATAAATCACGATAATGCGATGTCATTGAACATTTCCTGTGATTTATTTGAGTTTTATAGCTGGAGGAAA
	GecuE^8      GATTGGASGCGCAAGCCTTTGTACTGCCGCCGAACAATACCGCCTTGGCACATAAATCACGATAATGCGATGTCATTGAACATTTCCTGTGATTTATTYGAGTTTTATAGCTGGAGGAAA
	GecuE^9       GATTGGAGGCGCAAGCCTTTGTACTGCCGCCGAACAATACCGCCTTGGCACATAAATCACGATAATGCGATGTCATTGAACATTTCCTGTGATTTATTTGAGTTTTATAGCTGGAGGAAA
	GecuE^10       GATTGGASGCGCAAGCCTTTGTACTGCCGCCGAACAATACCGYCTTGGCAYATAAATCACGATAATGCGATGTCATTGAACATTTCCTGTGATTTATTYGAGTTTTATAGCTGGAGGAAA
	GlicC^15     GATTGGASGCGCAAGCCTTTGTRCTGCCGCCGAACAATACCGCCTTGGCAYATAAATCACGATAATGCGATGTCATTGAACATTTCCTGTGATTTATTYGAGTTTTATAGCTGGAGGAAA
	GlicP^17      GATTGGACGCGCAAGCCTTTGTACTGCCGCCGAACAATACCGYCTTGGCAYATAAATCACGATAATGCGATGTCATTGAACATTTCCTGTGATTTATTYGAGTTTTATAGCTGGAGGAAA
	GlicE^20      GATTGGACGYGCAAGCCTTTGTACTGCCGCCGAACAATACCGCCTTGGCATATAAATCACGATAATGCGATGTCATTGAACATTTCCTGTGATTTATTTGAGTTTTATAGCTGGAGGAAA
	GlicE^21      GATTGGASGCGCAAGCCTTTGTACTGCCGCCGAACAATACCGCCTTGGCACATAAATCACGATAATGCGATGTCATTGAACATTTCCTGTGATTTATTTGAGTTTTATAGCTGGAGGAAA
	GlicE^22       GATTGGASGCGCAAGCCTTTGTRCTGCCGCCGAACAATACCGCCTTGGCAYATAAATCACGATAATGCGATGTCATTGAACATTTCCTGTGATTTATTYGAGTTTTATAGCTGGAGGAAA
	GlicE^23       GATTGGACGYGCAAGCCTTTGTRCTGCCGCCGAACAATACCGCCTTGGCATATAAATCACGATAATGCGATGTCATTGAACATTTCCTGTGATTTATTYGAGTTTTATAGCTGGAGGAAA
	GlicE^24      GATTGGACGYGCAAGCCTTTGTACTGCCGCCGAACAATACCGCCTTGGCATATAAATCACGATAATGCGATGTCATTGAACATTTCCTGTGATTTATTYGAGTTTTATAGCTGGAGGAAA
	GmorB^27    GATTGGAGGCGCAAGCCTTTGTACTGCCGCCGAACAATACCGCCTTGGCACATAAATCACGATAATGCGATGTCATTGAACATTTCCTGTGATTTATTTGAGTTTTATAGCTGGAGGAAA
	GpasB^28    GATTGGAGGCGCAAGCCTTTGTACTGCCGCCGAACAATACCGCCTTGGCACATAAATCACGATAATGCGATGTCATTGAACATTTCCTGTGATTTATTTGAGTTTTATAGCTGGAGGAAA


16 120
	GecuC^1     ATGTATCGTCGCCCGTATTCACCTGATTTATCGTCTAAGAACTTTTTTTCGTACCCAAATGTCAGCTGTTGAAAGCTTTCAAGATCCATGTTTTGGAGTGGAAACAATGTTTCGAGAATT
	GecuP^4     ATGTATCGTTGCCCGTATTCACCTGATTTATCGTCTAAGAACTTTCTTTCGTACCCAAATGTCAGCTATTGAAAGCTTTCAAGATCCATGTTTTGGAGTGGAAACAATGTTTCGAGAATT
	GecuP^5      ATGTATCGTCGCCCGTATTCACCTGATTTATCGTCTAAGAACTTTTTTTCGTACCCAAATGTCAGCTGTTGAAAGCTTTCAAGATCCATGTTTTGGAGTGGAAACAATGTTTCGAGAATT
	GecuE^8      ATGTATCGTTGCCCGTATTCACCTGATTTATCGTCTAAGAACTTTCTTTCGTACCCAAATGTCAGCTATTGAAAGCTTTCAAGATCCATGTTTTGGAGTGGAAACAATGTTTCGAGAATT
	GecuE^9       ATGTATCGTTGCCCGTATTCACCTGATTTATCGTCTAAGAACTTTCTTTCGTACCCAAATGTCAGCTATTGAAAGCTTTCAAGATCCATGTTTTGGAGTGGAAACAATGTTTCGAGAATT
	GecuE^10      ATGTATCGTTGCCCGTATTCACCTGATTTATCGTCTAAGAACTTTTTTTCGTACCCAAATGTCAGCTGTTGAAAGCTTTCAAGATCCATGTTTTGGAGTGGAAACAATGTTTCGAGAATT
	GlicC^15     ATGTATCGTYGCCCGTATTCRCCTGATTTATCGTCTAAGAACTTTTTTTCGTACCCAAATGTCAGCTGTTGAAAGCTTTCAAGATCCATGTTTTGGAGTGGAAACAATGTTTCGAGAATT
	GlicC^16     ATGTATCGTYGCCCGTATTCRCCTGATTTATCGTCTAAGAAC-TTTTTTCGTACCCAAATGTCAGCTGTTGAAAGCTTTCAAGATCCATGTTTTGGAGTGGAAACAATGTTTCGAGAATT
	GlicP^17      ATGTATCGTYGNCCGTATTCACCTGATTTATCGTCTAAGAACTTTTTTTCGTACCCAAATGTCAGCTGTTGAAAGCTTTCAAGATCCATGTTTTGKAGTGGAAACAATGTTTCGAGAATT
	GlicP^18      ATGTATCGTTGCCCGTATTCGCCTGATTTATCGTCTAAGAAC-TTTTTTCGTACCCAAATGTCAGCTGTTGAAAGCTTTCAAGATCCATGTTTTGGAGTGGAAACAATGTTTCGAGAATT
	GlicE^20      ATGTATCGTTGCCCGTATTCGCCTGATTTATCGTCTAAGAAC-TTTTTTCGTACCCAAATGTCAGCTGTTGAAAGCTTTCAAGATCCATGTTTTGGAGTGGAAACAATGTTTCGAGAATT
	GlicE^21      ATGTATCGTTGTCCGTATTCACCTGATTTATCGTCTAAGAACTTTTTTTCGTACCCAAATGTCAGCTGTTGAAAGCTTTCAAGATCCATGTTTTGGGGTGGAAACAATGTTTCGAGAATT
	GlicE^22       ATGTATCGTCGCCCGTATTCACCTGATTTATCGTCTAAGAACTTTTTTTCGTACCCAAATGTCAGCTGTTGAAAGCTTTCAAGATCCATGTTTTGGAGTGGAAACAATGTTTCGAGAATT
	GlicE^23      ATGTATCGTTGCCCGTATTCACCTGATTTATCGTCTAAGAACTTTTTTTCGTACCCAAATGTCAGCTGTTGAAAGCTTTCAAGATCCATGTTTTGGAGTGGAAACAATGTTTCGAGAATT
	GmorB^27    ATGTATCGTTGCCCGTATTCACCTGATTTATCGTCTAAGAACTTTTTTTCGTACCCAAATGTCAGCTGTTGAAAGCTTTCAAGATCCATGTTTTGGAGTGGAAACAATGTTTCGAGAATT
	GpasB^28    ATGTATCGTCGCCCGTATTCACCTGATTTATCGTCTAAGAAC-TTTTTTCGTACCCAAATGTCAGCTGTTGAAAGCTTTCAAGATCCATGTTTTGGAGTGGAAACAATGTTTCGAGAATT


22 120
	GecuC^1     TTGCAAATTTCCTTATCAAATTCTTCAATTTTTTCCGATATCGTCACGCAACCATCTTTAGCATTCATTAGTAACGATATTGATATGCTAACGTTAGCTAATCCTAGCAATATAGTTTCG
	GecuP^4     TTGCAAATTTCCTTATCAAATTCTTCAATTTTTTCCGATATCGTCACGCAACCATCTTTAGCATTCATTAGTAACGATATTGATATGCTAACGTTAGCTAATCCTAGCAATATAGTTTCG
	GecuP^5     TTGCAAATTTCCTTATCAAATTCTTCAATTTTTTCCGATATCGTCACGCAACCATCTTTAGCATTCATTAGTAACGATATTGATATGCTAACGTTAGCTAATCCTAGCAATATAGTTTCG
	GecuP^6      TTGCAAATTTCCTTATCAAATTCTTCAATTTTTTCCGATATCGTCACGCAACCATCTTTAGCATTCATTAGTAACGATATTGATATGCTAACNTTAGCTAATCCTAGCAATATAGTTTCG
	GecuP^7      TTGCAAATTTCCTTATCAAATTCTTCAATTTTTTCCGATATCGTCACGCAACCATCTTTAGCATTCATTAGTAACGATATTGATATGCTAACGTTAGCTAATCCTAGCAATATAGTTTCG
	GecuE^8      TTGCAAATTTCCTTATCAAATTCTTCAATTTTTTCCGATATCGTCACGCAACCATCTTTAGCATTCATTAGTAACGATATTGATATGCTAACGTTAGCTAATCCTAGCAATATAGTTTCG
	GecuE^9       TTGCAAATTTCCTTATCAAATTCTTCAATTTTTTCCGATATCGTCACGCAACCATCTTTAGCATTCATTAGTAACGATATTGATATGCTAACGTTAGCTAATCCTAGCAATATAGTTTCG
	GecuE^10       TTGCAAATTTCCTTATCAAATTCTTCAATTTTTTCCGATATCGTCACGCAACCATCTTTAGCATTCATTAGTAACGATATTGATATGCTAACGTTAGCTAATCCTAGCAATATAGTTTCG
	GecuE^11       TTGCAAATTTCCTTATCAAATTCTTCAATTTTTTCCGATATCGTCACGCAACCATCTTTAGCATTCATTAGTAACGATATTGATATGCTAACGTTAGCTAATCCTAGCAATATAGTTTCG
	GecuE^12      TTGCAAATTTCCTTATCAAATTCTTCAATTTTTTCCGATATCGTCACGCAACCATCTTTAGCATTCATTAGTAACGATATTGATATGCTAACGTTAGCTAATCCTAGCAATATAGTTTCG
	GlicC^15     TTGCAAATTTCCTTATCAAATTCTTCAATTTTTTCCGATATCGTCACGCAACCATCTTTAGCATTCATTAGTAACGATATTGATATGCTAACGTTAGCTAATCCTAGCAATATAGTTTCG
	GlicP^17      TTGCAAATNTCCTTATCNAATTCTTCAATTTTTTCCGATATCGTCACGCAACCATCTTTAGCATTCATTAGTAACGATATTGATATGCTAACGTTAGCTAATCCTAGCAATATAGTTTCG
	GlicE^20      TTGCAAATTTCCTTATCAAATTCTTCAATTTTTTCCGATATCGTCACGCAACCATCTTTAGCATTCATTAGTAACGATATTGATATGCTAACRTTAGCTAATCCTAGCAATATAGTTTCG
	GlicE^21      TTGCAAATTTCCTTATCAAATTCTTCAATTTTTTCCGATATCGTCACGCAACCATCTTTAGCATTCATTAGTAACGATATTGATATGCTAACGTTAGCTAATCCTAGCAATATAGTTTCG
	GlicE^22      TTGCAAATTTCCTTATCAAATTCTTCAATTTTTTCCGATATCGTCACGCAACCATCTTTAGCATTCATTAGTAACGATATTGATATGCTAACGTTAGCTAATCCTAGCAATATAGTTTCG
	GlicE^23       TTGCAAATTTCCTTATCAAATTCTTCAATTTTTTCCGATATCGTCACGCAACCATCTTTAGCATTCATTAGTAACGATATTGATATGCTAACRTTAGCTAATCCTAGCAATATAGTTTCG
	GlicE^24       TTGCAAATTTCCTTATCAAATTCTTCAATTTTTTCCGATATCGTCACGCAACCATCTTTAGCATTCATTAGTAACGATATTGATATGCTAACGTTAGCTAATCCTAGCAATATAGTTTCG
	GlicE^25      TTGCAAATTTCCTTATCAAATTCTTCAATTTTTTCCGATATCGTCACGCAACCATCTTTAGCATTCATTAGTAACGATATTGATATGCTAACGTTAGCTAATCCTAGCAATATAGTTTCG
	GlicE^26      TTGCAAATTTCCTTATCAAATTCTTCAATTTTTTCCGATATCGTCACGCAACCATCTTTAGCATTCATTAGTAACGATATTGATATGCTAACGTTAGCTAATCCTAGCAATATAGTTTCG
	GmorB^27    TTGCAAATTTCCTTATCAAATTCTTCAATTTTTTCCGATATCGTCACGCAACCATCTTTAGCATTCATTAGTAACGATATTGATATGCTAACGTTAGCTAATCCTAGCAATATAGTTTCG
	GpasB^28    TTGCAAATTTCCTTATCAAATTCTTCAATTTTTTCCGATATCGTCACGCAACCATCTTTAGCATTCATTAGTAACGATATTGATATGCTAACGTTAGCTAATCCTAGCAATATAGTTTCG
	GpasB^29    TTGCAAATTTCCTTATCAAATTCTTCAATTTTTTCCGATATCGTCACGCAACCATCTTTAGCATTCATTAGTAACGATATTGATATGCTAACGTTAGCTAATCCTAGCAATATAGTTTCG


15 120
	GecuC^1     ACCTTTGGTATATTCAAAAAGAGAAATTTTATTCAATAAGACTCTMAGAGACAAAACATCTGTGGGGGCAAACGTAAAGAAAACAATTTCTTTCAATTCTCTGAATAAATA-TGATAACT
	GecuP^4      ACCTTTGGTATATTCAAAAAGAGAAATTTTATTCAATAAKACTCTMAGAGACAAAACATCTGTGGGGGCAAACGTAAAGAAAACAATTTCTTTCAATTCTCTGAATAAATA-TGATAACT
	GecuE^8       ACCTTTGGTATATTCAAAAAGAGAAATTTTATTCAATAAGACTCTCAGAGACAAAACATCTGTGGGGGCAAACGTAAAGAAAACAATTTCTTTCAATTCTCTGAATAAATA-TGATAACT
	GecuE^9      ACCTTTGGTATATTCAAAAAGAKAAATTTTATTCAATAAGACTCTCAGAGACAAAACATCTGTGGGGGCAAACGTAAAGAAAACAATTTCTTTCAATTCTCTGAATAAATA-TGATAACT
	GecuE^10      ACCTTTAGTATATTCAAAAAGAGAAATTTTATTCAATAAGACTCTCAGAGACAAAACATCTGTGGGGGCAAACGTAAGGAAAACAATTTCTTTCAATTCTCTGAATAAATA-TGATAACT
	GlicC^15     ACCTTTGGTAYATTCAAAAAGAGAAATTTTATTCAATAAGACTCTMAGAGACAAAACATCTGTGGGGGCAAACGTAAAGAAAACAATTTCTTTCAATTCTCTGAATAAATA-TGATAACT
	GlicC^16     ACCTTTGGTATATTCAAAAAGAGAAATTTTATTCAATAAGACTCTCAGAGACAAAACATCTGTGGGGGCAAACGTAAAGAAAACAATTTCTTTCAATTCTCTGAATAAATA-TGATAACT
	GlicP^17      ACCTTTGGTGTATTCAAAAAGAGAAATTTTATTCAATAAGACTCTAAGAGACAAAACATCTGTGGGGGCAAACGTAAAGAAAACAATTTCTTTCAATTCTCTGAATAAATA-TGATAACT
	GlicP^18      ACCTTTGGTANATTCAAAAAGAGAAATTTTATTCAATAAGACTCTCAGAGACAAAACATCTGTGGGGGCAAACGTAAAGAAAACAATTTCTTTCAATTCTCTGAATAAATA-TGATAACT
	GlicE^20      ACCTTTGGTAYATTCAAAAAGAGAAATTTTATTCAATAAGACTCTCAGAGACAAAACATCTGTGGGGGCAAACGTAAAGAAAACAATTTCTTTCAATTCTCTGAATAAATA-TGATAACT
	GlicE^21      ACCTTTGGTATATTCAAAAAGAGAAATTTTATTCAATAAGACTCTMAGAGACAAAACATCTGTGGGGRCAAACGTAAAGAAAACAATTTCTTTCAATTCTCTGAATAAATANTGATAACT
	GlicE^22       ACCTTTGGTATATTCAAAAAGAGAAATTTTATTCAATAAGACTCTCNGAGACAAAACATCTGTGGGGGCAAACGTAAAGAAAACAATTTCTTTCAATTCTCTGAATAAATA-TGATAACT
	GmorB^27    ACCTTTGGTATATTCAAAAAGAGAAATTTTATTCAATAAGACTCTAAGAGACAAAACATCTGTGGGGGCAAACGTAAAGAAAACAATTTCTTTCAATTCTCTGAATAAATA-TGATAACT
	GpasB^28    ACCTTTGGTATATTCAAAAAGAGAAATTTTATTCAATAAGACTCTCAGAGACAAAACATCTGTGGGCGCAAACGTAAAGAAAACAATTTCTTTCAATTCTCTGAATAAATA-TGATAACT
	GpasB^29    ACCTTTGGTATATTCAAAAAGAGAAATTTTATTCAATAAGACTCTCAGAGACAAAACATCTGTGGGGGCAAACGTAAAGAAAACAATTTCTTTCAATTCTCTGAATAAATA-TGATAACT


18 120
	GecuC^1     TTTCGTTAGAGTTCGGCAAAAAGCGACACAAAGATTTATTGCTTTCTTGTTACTTCTTTTATCATTTGTTATTCCCAACACCATAAACATCTGTACAAAAAATGTTATCATTGTAATCTA
	GecuP^4     TTTCGTTAGAGTTCGGCAAAAGGCGACACAAAGATTTATTGCTTTCTTGTTACTTCTTTTATCATTTGTTATTCCCAACACCATAAACATCTGTACAAAAAATGTTATCATTGTAATCTA
	GecuP^5     TTTCGTTAGAGTTCGGCAAAAAGCGACACAAAGATTTATTGCTTTCTTGTTACTTCTTTTATCATTTGTTATTCCCAACACCATAAACATCTGTACAAAAAATGTTATCATTGTAATCTA
	GecuP^6      TTTCGTTAGAGTTCGGCAAAAAGCGACACAAAGATTTATTGCTTTCTTGTTACTTCTTTTATCATTTGTTATTCCCAACACCATAAACATCTGTACAAAAAATGTTATCATTGTAATCTA
	GecuP^7      TTTCGTTAGAGTTCRGCAAAAGGCGACACAAAGATTTATTGCTTTCTTGCTACTTSTTTTATCATTTGTTATTCCCAACACCATAAACATCTGTACAAAAAATGTTATCATTGTAATCTA
	GecuE^8       TTTCGTTAGAGTTCGGCAAAAAGCGACACAAAGATTTATTGCTTTCTTGTTACTTCTTTTATCATTTGTTATTCCCAACACCATAAACATCTGTACAAAAAATGTTATCATTGTAATCTA
	GecuE^9      TTTCGTTAGAGTTCGGCAAAAAGCGACACAAAGATTTATTGCTTTCTTGTTACTTCTTTTATCATTTGTTATTCCCAACACCATAAACATCTGTATAAAAAATGTTATCATTGTAATCTA
	GecuE^10      TTTCGTTAGAGTTCGGCAAAAGGCGACACAAAGATTTATTGCTTTCTTGCTACTTCTTTTATCATTTGTTATTCCCAACACCATAAACATCTGTACAAAAAATGTTATCATTGTAATCTA
	GlicC^15     TTTCGTTAGAGTTCGGCAAAAGGCGACACAAAGATTTATTGCTTTCTTGCTACTTCTTTTATCATTTGTTATTCCCAACACCATAAACATCTGTACAAAAAATGTTATCATTGTAATCTA
	GlicC^16     TTTCGTTAGAGTTCGGCAAAAGGCGACACAACGATTTATTGCTTTCTTGCTACTTCTTTTATCATTTGTTATTCCCAACACCATAAACATCTGTACAAAAAATGTTATCATTGTAATCTA
	GlicP^17      TTTCGTTAGAGTTCGGCAAAAGGCGACACAAAGATTTATTGCTTTCTNGCTACTTCTTTTATCATTTGTTATTCCCAACACCATAAACATCTGTACAAAAAATGTTATCATTGTAATCTA
	GlicP^18      TTTCGTTAGAGTTCGGCAAAAGGCGACACAAAGATTTATTGCTTTCTTGCTACTTCTTTTATCATTTGTTATTCCCAACACCATAAACATCTGTACRAAAAATGTTATCATTGTAATCTA
	GlicE^20      TTTCGTTAGAGTTCGGCAAAAGGCGACACAAAGATTTATTGCTTTCTTGCTACTTCTTTTATCATTTGTTATTCCCAACACCATAAACATCTGTACAAAAAATGTTATCATTGTAATCTA
	GlicE^21      TTTCGTTAGAGTTCGGCAAAAGGCGACACAAAGATTTATTGCTTTCTTGCTACTTCTTTTATCATTTGTTATTCCCAACACCATAAACATCTGTACGAAAAATGTTATCATTGTAATCTA
	GlicE^22      TTTCGTTAGAGTTCGGCAAAAAGCGACACAAAGATTTATTGCTTTCTTGTTACTTCTTTTATCATTTGTTATTCCCAACACCATAAACATCTGTACAAAAAATGTTATCATTGTAATCTA
	GmorB^27    TTTCGTTAGAGTTCGGCAAAAGGCGACACAAAGATTTATTGCTTTCTTGCTACTTCTTTTATCATTTGTTATTCCCAACACCATAAACATCTGTACAAAAAATGTTATCATTGTAATCTA
	GpasB^28    TTTCGTTAGAGTTCRGCAAAARGCGACACAAAGATTTATTGCTTTCTTGYTACTTCTTTTATCATTTGTTATTCCCAACACCATAAACATCTGTACAAAAAATGTTATCATTGTAATCTA
	GpasB^29    TTTCGTTAGAGTTCRGCAAAARGCGACACAAAGATTTATTGCTTTCTTGYTACTTCTTTTATCATTTGTTATTCCCAACACCATAAACATCTGTACAAAAAATGTTATCATTGTAATCTA


16 120
	GecuC^1     CCTAGAGAAAACCTCAACTGAAATCTATTCCGATCTCAAAGCMCTACAAGACTTGACCAAATTCGACTCATCGGGGTATGAAAAAGAGCTCTGCTWCGGTCTGGANAACGTCCAAACCCT
	GecuP^4     CCTAGAGAAAACCTCAACTGAAATCTATTCCGATCTCAAAGCCCTACAAGACTTGACCAAATTCGACTCATCGGGGTATGAAAAAGAGCTCTGCTTCGGTYTGGAAAACGTCCAAACCCT
	GecuP^5     CCTAGAGAAAACCTCAACTGAAATCTATTCCGATCTCAAAGCCCTACAAGACTTGACCAAATTCGACTCATCGGGGTATGAAAAAGAGCTCTGCTWCGGTCTGGAAAACGTCCAAACCCT
	GecuP^6      CCTAGAGAAAACCTCAACTGAAATCTATTCCGATCTCAAAGCCCTACAAGACTTGACCAAATTCGACTCATCGGGGTATGAAAAAGAGCTCTGCTWCGGTCTGGAAAACGTCCAAACCCT
	GecuE^8      CCTAGAGAAAACCTCAACTGAAATCTATTCCGATCTCAAAGCCCTACAAGACTTGACCAAATTCGACTCATCGGGGTATGAAAAAGAGCTCTGCTACGGTCTGGAAAACGTCCAAACCCT
	GecuE^9       CCTAGAGAAAACCTCAACTGAAATCTATTCCGATCTCAAAGCMCTACAAGACTTGACCAAATTCGACTCATCGGGGTATGAAAAAGAGCTCTGCTWCGGTCTGGAAAACGTCCAAACCCT
	GecuE^10       CCTAGAGAAAACCTCAACTGAAATCTATTCCGATCTCAAAGCCCTACARGACTTGACCAAATTCGACTCATCGGGGTATGAAAAAGAGCTCTGYTTCGGTCTGGAAAACGTCCAAACCCT
	GlicC^15     CCTAGAGAAAACCTCAACTGAAATCTATTCCGATCTCAAAGCCCTACAAGACTTGACCAAATTCGACTCATCGGGGTATGAAAAAGAGCTCTGCTTCGGTCTGGAAAACGTCCAAACCCT
	GlicP^17      CCTAGAGAAAACCTCAACTGAAATCTATTCCGATCTCAAAGCCCTACAAGACTTGACCAAATTCGACTCATCGGGGTATGAAAAAGAGCTCTGCTTCGGTCTGGAAAACGTCCAAACCCT
	GlicE^20      CCTAGAGAAAACCTCAACTGAAATCTATTCCGATCTCAAAGCCCTACAAGACTTGACCAAATTCGACTCATCGGGGTATGAAAAAGAGCTCTGCTWCGGTCTGGAAAACGTCCAAACCCT
	GlicE^21       CCTAGAGAAAACCTCAACTGAAATCTATTCCGATCTCAAAGCCCTACAAGACTTGACCAAATTCGACTCATCGGGRTATGAAAAAGAGCTCTGCTWCGGTCTGGAAAACGTCCAAACCCT
	GlicE^22       CCTAGAGAAAACCTCAACTGAAATCTATTCCGATCTCAAAGCCCTACAAGACTTGACCAAATTCGACTCATCGGGGTATGAAAAAGAGCTCTGCTTCGGTCTGGAAAACGTCCAAACCCT
	GlicE^23      CCTAGAGAAAACCTCAACTGAAATCTATTCCGATCTCAAAGCCCTACAAGACTTGACCAAATTCGACTCATCGGGGTATGAAAAAGAGCTCTGCTTCGGTCTGGAAAACGTCCAAACCCT
	GlicE^24      CCTAGAGAAAACCTCAACTGAAATCTATTCCGATCTCAAAGCCCTACAAGACTTGACCAAATTCGACTCATCGGGGTATGAAAAAGAGCTCTGCTTCGGTCTGGAAAACGTCCAAACCCT
	GmorB^27    CCTAGAGAAAACCTCAACTGAAATCTATTCCGATCTCAAAGCCCTACAAGACTTGACCAAATTCGACTCATCGGGGTATGAAAAAGAGCTCTGCTTCGGTCTGGAAAACGTCCAAACCCT
	GpasB^28    CCTAGAGAAAACCTCAACTGAAATCTATTCCGATCTCAAAGCCCTACAAGACTTGACCAAATTCGACTCATCGGGGTATGAAAAAGAGCTCTGCTTCGGTCTGGAAAACGTCCAAACCCT


18 120
	GecuC^1     ATCATTTTGATGTCTTTGTTCGCTTCGAACGAACGTCGGTCTCCAGCTCCCCAGCCGGCACGTAGGGAARAAACCCCCGAAAGGAAACGAAAAATGTAGAAATCCCAAGATGCAGTGGGG
	GecuP^4     ATCATTTTGATGTCTTTGTTCGCTTCGAACGAACGTCGGTCTCCAGCTCCCCAGCCGGCACGTAGGGAAAAAACCCCCGAAAGGAAACGAAAAATGTAGAAATCCCAAGATGCAGTGGGG
	GecuE^8      ATCATTTTGATGTCTTTGTTCGCTTCGAACGAACGTCGGTCTCCAGCTCCCCAGCCGGCACGTAGGGAAAAAACCCCCGAAAGGAAACGAAAAATGTAGAAATCCCAAGATGCAGTGGGG
	GecuE^9       ATCATTTTGATGTCTTTGTTCGCTTCGAACGAACGTCGGTCTCCAGCTCCCCAGCCGGCACGTAGGGAAAAAACCCCCGAAAGGAAACGAAAAATGTAGAAATCCCAAGATGCAGTGGGG
	GecuE^10       ATCATTTTGATGTCTTTGTTCGCTTCGAACGAACGTCGGTCTCCAGCTCCCCAGCCGGCACGTAGGGAAAAAACCCCCGAAAGGAAACGAAAAATGTAGAAATCCCAAGATGCAGTGGGG
	GecuE^11      ATCATTTTGATGTCTTTGTTCGCTTCGAACGAACGTCGGTCTCCAGCTCCCCAGCCGGCACGTAGGGAAAAAACCCCCGAAAGGAAACGAAAAATGTAGAAATCCCAAGATGCAGTGGGG
	GlicC^15     ATCATTTTGATGTCTTTGTTCGCTTCGAACGAACGTCGGTCTCCAGCTCCCCAGCCGGCACGTAGGGAAAAAACCCCCGAAAGGAAACGAAAAATGTAGAAATCCCAAGATGCAGTGGGG
	GlicP^17      ATCATTTTGATGTCTTTGTTCGCTTCGAACGAACGTCGGTCTCCAGCTCCCCAGCCGGCACGTAGGGAAAAAACCCCCGAAAGGAAACGAAAAATGTAGAAATCCCAAGATGCAGTGGGG
	GlicE^20      ATCATTTTGATGTCTTTGTTCGCTTCGAACGAACGTCGGTCTCCAGCTCCCCAGCCGGCACGTAGGGAAAAAACCCCCGAAAGGAAACGAAAAATGTAGAAATCCCAAGATGCAGTGGGG
	GlicE^21      ATCATTTTGATGTCTTTGTTCGCTTCGAACGAACGTCGGTCTCCAGCTCCCCAGCCGGCACGTAGGGAAAAAACCCCCGAAAGGAAACGAAAAATGTAGAAATCCCAAGATGCAGTGGGG
	GlicE^22      ATCATTTTGATGTCTTTGTTCGCTTCGAACGAACGTCGGTCTCCAGCTCCCCAGCCGGCACGTAGGGAAAAAACCCCCGAAAGGAAACGAAAAATGTAGAAATCCCAAGATGCAGTGGGG
	GlicE^23       ATCATTTTGATGTCTTTGTTCGCTTCGAACGAACGTCGGTCTCCAGCTCCCCAGCCGGCACGTAGGGAAAAAACCCCCGAAAGGAAACGAAAAATGTAGAAATCCCAAGATGCAGTGGGG
	GlicE^24       ATCATTTTGATGTCTTTGTTCGCTTCGAACGAACGTCGGTCTCCAGCTCCCCAGCCGGCACGTAGGGAAAAAACCCCCGAAAGGAAACGAAAAATGTAGAAATCCCAAGATGCAGTGGGG
	GlicE^25      ATCATTTTGATGTCTTTGTTCGCTTCGAACGAACGTCGGTCTCCAGCTCCCCAGCCGGCACGTAGGGAAAAAACCCCCGAAAGGAAACGAAAAATGTAGAAATCCCAAGATGCAGTGGGG
	GlicE^26      ATCATTTTGATGTCTTTGTTCGCTTCGAACGAACGTCGGTCTCCAGCTCCCCAGCCGGCACGTAGGGAAAAAACCCCCGAAAGGAAACGAAAAATGTAGAAATCCCAAGATGCAGTGGGG
	GmorB^27    ATCATTTTGATGTCTTTGTTCGCTTCGAACGAACGTCGGTCTCCAGCTCCCCAGCCGGCACGTAGGGAAAAAACCCCCGAAAGGAAACGAAAAATGTAGAAATCCCAAGATGCAGTGGGG
	GpasB^28    ATCATTTTGATGTCTTTGTTCGCTTCGAACGAACGTCGGTCTCCAGCTCCCCAGCCGGCACGTWGGGAAAAAACCCCCGAAAGGAAACGAAAAATGTAGAAATCCCAAGATGCAGTGGGG
	GpasB^29    ATCATTTTGATGTCTTTGTTCGCTTCGAACGAACGTCGGTCTCYAGCTCCCCAGCCGGCACGTAGGGAAAAAACCCCCGAAAGGAAACGAAAAATGTAGAAATCCCAAGATGCAGTGGGG


19 120
	GecuC^1     TGTTCGATGTCCATTGTTRTTGGTTGATTGCTACGTGGGATAAATTACATTGAAGATATTTTGCAAAGAAAAGTGGTACGAAGGAATCGTGAGGTACTTCCAAATAAAGATATYTATTCA
	GecuP^4     TGTTCGATGTCCATTGTTGTTGGTTGATTGCTACGTGGGATAAATTACRTTGAAGATATTTTGCAAAGAAAAGTGGTACGAAGGAATCGTGAGGTACTTCCAAATAAAGATATTTATTCA
	GecuP^5     TGTTCGATGTCCATTGTTGTTGGTTGATTRCTWSGTGGGATNAATTACATTGAAGATATTTTGCAAAGAAAAGTGGTACGAAGGAATCGTGAGGTACTTCCAAATAAAGATATTTATTCA
	GecuP^6      TGTTCGATGTCCATTGTTGTTGGTTGATTGCTACGTGGGATAAATTACATTGAAGATATTTTGCAAAGAAAAGTGGTACGAAGGAATCGTGAGGTACTTCCAAATAAAGATATTTATTCA
	GecuP^7      TGTTCGATGTCCATTGTTGTTGGTTGATTGCTACGTGGGATAAATTACATTGAAGATATTTTGCAAAGAAAAGTGGTACGAAGGAATCGTGAGGTACTTCCAAATAAAGATATTTATTCA
	GecuE^8      TGTTCGATGTCCATTGTTGTTGGTTGATTGCTACGTGGGATAAATTACATTGAAGATATTTTGCAAAGAAAAGTGGTACGANGGAATCGTGAGGTACTTCCAAATAAAGATATTTATTCA
	GecuE^9       TGTTCGATGTCCATTGTTGTTGGTTGATTGCTACGTGGGATAAATTACATTGAAGATATTTTGCAAAGAAAAGTGGTACGAAGGAATCGTGAGGTACTTCCAAATAAAGATATTTATTCA
	GecuE^10       TGTTCGATGTCCATTGTTGTTGGTTGATTGCTACGTGGGATAAATTACATTGAAGATATTTTGCAAAGAAAAGTGGTACGAAGGAATCGTGAGGTACTTCCAAATAAAGATATTTATTCA
	GecuE^11      TGTTCGATGTCCATTGTTGTTGGTTGATTGCTACGTGGGATAAATTACATTGAAGATATTTTGCAAAGAAAAGTGGTACGAAGGAATCGTGAGGTACTTCCAAATAAAGATATTTATTCA
	GlicC^15     TGTTCGATGTCNATTGTTGTTGGTTGATTGCTACGTGGGATAAATTACATTGAAGATATTTTGCAAAGAAAAGTGGTACGAAGGAATCGTGAGGTACTTCCAAATAAAGATATTTATTCA
	GlicP^17      TGTTCGATGTCCATTGTTGTTGGTTGATTGCTACSTGGGATAAATTACATTGAAGATATTTTGCAAAGAAAAGTGGTACGAAGGAATCGTGAGGTACTTCCAAATAAAGATATTTATTCA
	GlicP^18      TGTTCGATGTCCATTGTTGTTGGTTGATTGCTACCTGGGATAAATTACATTGAAGATATTTTGCAAAGAAAAGTGGTACGAAGGAATCGTGAGGTACTTCCAAAT--AGATATTTATTCA
	GlicE^20      TGTTCGATGTCCATTGTTGTTGGTTGATTGCTACGTGGGATAAATTACATTGAAGATATTTTGCAAAGAAAAGTGGTACGAAGGAATCGTGAGGTACTTCCAAATAAAGATATTTATTCA
	GlicE^21       TGTTCGATGTCCATTGTTGTTGGTTGATTGCTACSTGGGATAAATTACATTGAAGATATTTTGCAAAGAAAAGTGGTACGAAGGAATCGTGAGGTACTTCCAAATAAAGATATTTATTCA
	GlicE^22      TGTTCGATGTCCATTGTTGTTGGTTGATTGCTANGTGGGATAAATTACATTGAAGATATTTTGCAAAGAAAAGTGGTACGAAGGAATCNTGAGGTACTTCCAAATAAAGATATTTATTCA
	GlicE^23      TGTTCGATGTCCATTGTTGTTGGTTGATTGCTACGTGGGATAAATTACATTGAAGATATTTTGCAAAGAAAAGTGGTACGAAGGAATCGTGAGGTACTTCCAAATAAAGATATTTATTCA
	GmorB^27    TGTTCGATGTCCATTGTTGTTGGTTGATTGCTACGTGGGATAAATTACATTGAAGATATTTTGCAAAGAAAAGTGGTACGAAGGAATCGTGAGGTACTTCCAAATAAAGATATTTATTCA
	GpasB^28    TGTTCGATGTCCATTGTTGTTGGTTGATTGCTACGTGGGATAAATTACATTGAAGATATTTTGCAAAGAAAAGTGGTACGAAGGAATCATGAGGTACTTCCAAATAAAGATATTTATTCA
	GpasB^29    TGTTCGATGTCCATTGTTGTTGGTTGATTGCTACGTGGGATAAATTACATTGAAGATATTTTGCAAAGAAAAGTGGTACGAAGGAATCRTGAGGTACTTCCAAATAAAGATATTTATTCA


19 120
	GecuC^1     ATTACCTTCCTTCTATGTATATAGCCAGAATCATTAGTAGGCACTTATCGTCCTTATTTTATCACAGAGGCTTTTATGCAGTACGAGCTACTAAGAAATGAATAGTATAGTRTAGTAAAT
	GecuC^2     ATTACCTTCCTTCTATGTATATAGCCAGAATCATTAGTAGGCACTTATCGTCCTTATTTTATCACAGAGGCTTTTATGCAGTACGAGCTACTAAGAAATGAATAGTATAGTATAGTAAAT
	GecuP^4     ATTACCTTCCTTCTATGTATAYAGCCAGAATCATTAGTAGGCACTTATCGTCCTTATTTTATCASAGAGGCTTTTATGCAGTACGAGCTACTAAGAAATGAATAGTATAGTATAGTAAAT
	GecuP^5      ATTACCTTCCTTCTATGTATATAGCCAGAATCATTAGTAGGCACTTATCGTCNTTATTTTATCANAGAGGCTTTTATGCAGTACGAGCTACTAAGAAATGAATAGTATAGTATAGTAAAT
	GecuP^6      ATTACCTTCCTTCTATGTATATAGCCAGAATCATTAGTAGGCACTTATCGTCCTTATTTTATCANAGAGGCTTTTATGCAGTACGAGCNACTAAGAAATGAATAGTATAGTATAGTAAAT
	GecuE^8      ATTACCTTCCTTCTATGTATATAGCCAGAATCATTAGTAGGCACTTATCGTCCTTATTTTATCACAGAGGCTTTTATGCAGTACGAGCTACTAAGAAATGAATAGTATAGTATAGTAAAT
	GecuE^9       ATTACCTTCCTTCTATGTATATAGCCAGAATCATTAGTAGGCACTTATCGTCCTTATTTTATCAGAGAGGCTTTTATGCAGTACGAGCTACTAAGAAATGAATAGTATAGTATAGTAAAT
	GecuE^10       ATTACCTTCCTTCTATGTATATAGCCAGAATCATTAGTAGGCACTTATCGTCCTTATTTTATCASAGAGGCTTTTATGCAGTACGAGCTACTAAGAAATGAATAGTATAGTATAGTAAAT
	GecuE^11      ATTACCTTCCTTCTATGTATATAGCCAGAATCATTAGTAGGCACTTATCGTCCTTATTTTATCACAGAGGCTTTTATGCAGTACGAGCTACTAAGAAATGAATAGTATAGTATAGTAAAT
	GecuE^12      ATTACCTTCCTTCTATGTATATAGCCAGAATCATTAGTAGGCACTTATCGTCCTTATTTTATCACAGAGGCTTTTATGCAGTACGAGCTACTAAGAAATGAATAGTATAGTATAGTAAAT
	GlicC^15     ATTACCTTCCTTCTATGTATATAGCCAGAATCATTAGTAGGCACNTATCGTCCTTATTTTATCACAGAGGCTTTTATGCAGTACGAGCTACTAAGAAATGAATAGTATAGTATAGTAAAT
	GlicP^17      ATTACCTTCCTTCTATGTATATAGCCAGAATCATTAGTAGGCACTTATCGTCCTTATTTTATCACAGAGGCTTTTATGCAGTACGAGCTACTWARAAATGAATAGTATAGTATAGTAAAT
	GlicE^20      ATTACCTTCCTTCTATGTATATAGCCAGAATCATTAGTAGGCACTTATCGTCCTTATTTTATCACAGAGGCTTTTATGCAGTACGAGCTACTAAGAAATGAATAGTATAGTATAGTAAAT
	GlicE^21      ATTACCTTCCTTCTATGTATATAGCCAGAATCATTAGTAGGCACTTATCGTCCTTATTTTATCACAGAGGCTTTTATGCAGTACGAGCTACTAAGAAATGAATAGTATAGTATAGTAAAT
	GlicE^22       ATTACCTTCCTTCTATGTATATAGCCAGAATCATTAGTAGGCACTTATCGTCCTTATTTTATCACAGAGGCTTTTATGCAGTACGAGCTACTAAGAAATGAATAGTATAGTATAGTAAAT
	GlicE^23       ATTACCTTCCTTCTATGTATATAGCCAGAATCATTAGTARGCACTTATCGTCCTTATTTTATCACAGAGGCTWTTATGCAGTACGAGCTACTAAGAAATGAATAGTATAGTATAGTAAAT
	GlicE^24      ATTACCTTCCTTCWATGTATATAGCCAGAATCATTAGTAGGCACTTATCGTCCTTATTTTATCACATAGGCTTTTATGCAGTACGAGCTACTAAGAAATGAATAGTATAGTATAGTAAAT
	GmorB^27    ATTACCTTCCTTCTATGTATATAGCCAGAATCATTAGTAGGCACTTATCGTTCTTATTTTATCACAGAGGCTTTTATGCAGTACGAGCTACTAAGAAATGAATAGTATAGTATAGTAAAT
	GpasB^28    ATTACCTTCCTTCTATGTATATAGCCAGAATCATTAGTAGGCACTTATCGTCCTTATTTTATCACAGAGGCTTTTATGCAGTACGAGCTACTAAGAAATGAATAGTATAGTATAGTAAAT


16 120
	GecuC^1     TTTGAGTCTGCTAAGAGTGAGCGCACTTGGCATTGCCTACTGTTGAATATTCATGTGAAGTGACGTAATTCTCAGCGCTGCTCTGGGGCATTACAGGRGTGGTACACCCCTACCACTCCT
	GecuP^4     TTTGAGTCTGCTAAGAGTRAGCGCACTTGGCATTGCCTRCTGTTGAATATGCATGTGAAGTGACGTAATTCTCAGCGCTGCTCTGGGGCATTACAGGAGTGGTACACCCCTACCACTCCT
	GecuP^5     TTTGAGTCTGCTAAGAGTGAGCGCACTTGGCATTGCCTACTGTTGAATATGCATGTGAAGTGACGTAATTCTCAGCGCTGCTCTGGAGCATTACAGGAGTGGTACACCCCTACCACTCCT
	GecuP^6      TTTGAGTCTGCTAAGAGTGAGCGCACTTGGYATTGCCTACTGTTGAATATKCATGTGAAGTGACGTAATTCTCAGCGCTGCTCTGGGGCATTACAGGAGTGGTACACCCCTACCACTCCT
	GecuE^8      TTTGAGTCTGCTAAGAGTGAGCGCACTTGGCATTGCCTACTGTTGAATATGCATGTGAAGTGACGTMATTCTCAGCGCTGCTCTGGRGCATTACAGGAGTGGTACACCCCTACCACTCCT
	GecuE^9       TTTGAGTCTGCTAAGAGTGAGCGCACTTGGCATTGCCTACTGTTGAATATGCATGTGAAGTGACGTAATTCTCAGCGCTGCTCTGGGGCATTACAGGAGTGGTACACCCCTACCACTCCT
	GecuE^10       TTTGAGTCTGCTAAGAGTGAGCGCACTTGGCATTGCCTRCTGTTGAATATGCATGTGAAGTGACGTAATTCTCAGCGCTGCTCTGGGGCATTACAGGAGTGGTACACCCCTACCACTCCT
	GlicC^15     TTTGAGTCTGCTAAGAGTGAGCGCACTTGGTATTGCCTACTGTTGAATATGCATGTGAAGTGACGTAATTCTCAGCGCTGCTCTGG-GCATTACAGGAGTGGTACACCCCTACCACTCCT
	GlicP^17      TTTGAGTCTGCTAAGAGTGAGCGCACTTGGCATTGCTTACTGTTGAATATGCATGTGAAGTGACGTAATTCTCAGCGCTGCTCTGGGGCATTACAGGAGTGGTACACCCCTACCACTCCT
	GlicE^20      TTTGAGTCTGCTAAGAGTGAGCGCACTTGGYATTGCCTACTGTTGAATATGCATGTGAAGTGACGTAATTCTCAGCGCTGCTCTGGGGCATTAYAGGAGTGGTACACCCCTACCACTCCT
	GlicE^21      TTTGAGTCTGCTAAGAGTGAGCGCACTTGGYATTGCCTACTGTTGAATATGCATGTGAAGTGACGTAATTCTCAGCGCTGCTCTGGGGCATTACAGGAGTGGTACACCCCTACCACTCCT
	GlicE^22       TTTGAGTCTGCTAAGAGTGAGCGCACTTGGCATTGCCTACTGTTGAATATGCATGTGAAGTGACGTAATTCTCAGCGCTGCTCTGGGGCATTATAGGAGTGGTACACCCCTACCACTCCT
	GlicE^23       TTTGAGTCTGCTAAGAGTGAGCGCACTTGGCATTGCCTACTGTTGAATATGCATGTGAAGTGACGTAATTCTCAGCGCTGCTCTGGRGCATTACAGGAGTGGTACACCCCTACCACTCCT
	GlicE^24      TTTGAGTCTGCTAAGAGTGAGCGCACTTGGTATTGCCTACTGTTGAATATGCATGTGAAGTGACGTAATTCTCAGCGCTGCTCTGGGGCATTACAGGAGTGGTACACCCCTACCACTCCT
	GmorB^27    TTTGAGTCTGCTAAGAGTGAGCGCACTTGGCATTGCCTACTGTTGAATATGCATGTGAAGTGACGTAATTCTCAGCGCTGCTCTGGGGCATTACAGGAGTGGTACACCCCTACCACTCCT
	GpasB^28    TTTGAGTCTGCTAAGAGTGAGCGCACTTGGCATTGCCTACTGTTGAATATGCATGTGAAGTGACGTAATTCTCAGCGCTGCTCTGGGGCATTACAGGAGTGGTACACCCCTACCACTCCT


18 120
	GecuC^1     AGGAAGAGAATAATGCGTTCAACGTTTGTATGTTGTGAAAGCTATGACAATTCCAGWGAAGGAAATAACAAGTTCAAACAAGACACCCAGATCTTTACTGCTGTAGAATGTTCTGCTAGG
	GecuP^4     AGGAAGAGAATAATGCGTTCAACGTTTGTATGTTGTGAAAGCTATGACAATTCCAGAGAAKGAAATAACAAGTTCAAACAAGACACCCAGATCTTTACTGCTGTAGAATGTTCTGCTAGG
	GecuP^5     AGGNAGAGAATAATGCGTTCAACGTTTGTATGTTGTGAAAGCTATGACAATTCCAGAGAAGGAAATAACAAGTTCAAACAAGACACCCAGATCTTTACTGCTGTAGAATGTTCTGCTAGG
	GecuE^8      AGGAAGAGAATAATGCGTTCAACGTTTGTATGTTGTGAAAGCTATGACAATTCCAGAGAAGGAAATAACAAGTTCAAACAAGACACCCAGATCTTTACTGCTGTAGAATGTTCTGCTAGG
	GecuE^9       AGGAAGAGAATAATGCGTTCAACGTTTGTATGTTGTGAAAGCTATGACAATTCCAGAGAAGGAAATAACAAGTTCAAACAAGACACCCAGATCTTTACTGCTGTAGAATGTTCTGCTAGG
	GecuE^10       AGGAAGAGAATAATGCGTTCAACGTTTGTATGTTGTGAAAGCTATGACAATTCCAGAGAAGGAAATAACAAGTTCAAACAAGACACCCAGATCTTTACTGCTGTAGAATGTTCTGCTAGG
	GecuE^11      AGGAAGAGAATAATGCGTTCAACGTTTGTATGTTGTGAAAGCTATGACAATTCCAGAGAAGGAAATAACAAGTTCAAACAAGACACCCAGATCTTTACTGCTGNAGAATGTTCTGCTAGG
	GlicC^15     AGGNAGAGAATAATGCGTTCAACGTTTGTATGTTGTGAAAGCTATGACAATTCCAGAGAAGGAAATAACAAGTTCAAACAAGACACCCAGATCTTTACTGCTGTAGAATGTTCTGCTAGG
	GlicP^17      AGGAAGAGAATAATGCGTTCAACGTTTGTAYGTTGTGAAAGCTATGACAATTCCAGAGAAGGAAATAACAAGTTCAAACAAGACACCCAGATCTTTACTGCTGTAGAATGTTCTGCTAGG
	GlicE^20      AGGAAGAGAATAATGCGTTCAACGTTTGTATGTTGTGAAAGCTATGACAATTCCAGAGAAGGAAATAACAAGTTCAAACAAGACACCCAGAYCTTTACTGCTGTAGAATGTTCTGCTAGG
	GlicE^21      AGGAAGAGAATAATGCGTTCAACGTTTGTATGTTGTGAAAGCTATGACAATTCCAGAGAAGGAAATAACAAGTTCWAACAAGACACCCAGATCTTTACTGCTGTAGAATGTTCTGCTAGG
	GlicE^22      AGGRAGAGAATAATGCGTTCAACGTTTGTATGTTGTGAAAGCTATGACAATTCCAGAGAAGGAAATAACAAGTTCAAACAAGACACCCAGATCTTTACTGCTGTAGAATGTTCTGCTAGG
	GlicE^23       AGGAAGARAATAATGCGTTCAACGTTTGTATGTTGTGAAAGCTATGACAATTCCAGAGAAGRAAATAACAAGTTCWAACAAGACACCCAGATCTTTACTGCTGTAGAATGTTCTGCTAGG
	GlicE^24       AGGAAGAGRATAATGCGTTCAAMGTTTGTATGTTGTGAAAGCTATGACAATTCCAGAGAAGGAAATAACAAGTTCAAACAAGACACCCAGATCTTTACTGCTGTAGAATGTTCTGCTAGG
	GlicE^25      AGGAAGAGAATAATGCGTTCAANGTTTGTATGTTGTGAAAGCTATGACAATTCCAGAGAAGGAAATAACAAGTTCAAACAAGACACCCAGATCTTTACTGCTGTAGANTGTTCTGCTAGG
	GlicE^26      AGGAAGAGAATAATGCGTTCAAMGTTTGTATGTTGTGAAAGCTATGACAATTCCAGAGAAGGAAATAACAAGTTCAAACAAGACACCCAGATCTTTACTGCTGTAGAATGTTCTGCTAGG
	GmorB^27    AGGAAGARAATAATGCGTTCAACGTTTGTATGTTGTGAAAGCTATGAYAATTCCAGAGAAGRAAATAACAAGTTCAAACAAGACACCCAGATCTTTACTGCTGTAGAATGTTCTGCTAGG
	GpasB^28    AGGRAGAGAATAATGCGTTCAACGTTTGTATGTTGTGAAAGCTATGACAATTCCAGWGAAGGAAATAACAAGTTCAAACAAGACACCCAGATCTTTACTGCTGTAGAATGTTCTGCTAGG


21 120
	GecuC^1     GCGGMCGATCCAAAACTGAAACAATTTATACTTTGTTTCTTGAAAGCGACCGAAATTTTAGACGACAATGGAGATGTGCGAGTTGACAAAGTAAAGGAAAAAYTATCTAAGGACGTTTCA
	GecuC^2     GCGGACGATCCAAAACTGAAACAATTTATACTTTGTTTCTTGAAAGCGACCGAAATTTTAGACGACAATGGAGATGTGCGAGTTGACAAAGTAAAGGAAAAATTATCTAAGGACGTTTCA
	GecuP^4     GCGGACGATCCAAAACTGAAACAATTTATACTTTGTTTCTTGAAAGCGACCGAAATTTTAGACGACAATGGAGATGTGCGAGTTGACAAAGTAAAGGAAAAATTATCTAAGGACGTTTCA
	GecuP^5     GCGGACGATCCAAAACTGAAACAATTTATACTTTGTTTCTTGAAAGCGACCGAAATTTTAGACGACAATGGAGATGTGCGAGTTGACAAAGTAAAGGAAAAATTATCTAAGGACGTTTCA
	GecuP^6      GCGGACGATCCAAAACTGAAACAATTTATACTTTGTTTCTTGAAAGCGACCGAAATTTTAGACGACAATGGAGATGTGCGAGTTGACAAAGTAAAGGAAAAATTATCTAAGGACGTTTCA
	GecuE^8      GCGGACGATCCAAAACTGAAACAATTTATACTTTGTTTCTTGAAAGCGACCGAAATTTTAGACGACAATGGAGATGTGCGAGTTGACAAAGTAAAGGAAAAAYTATCTAAGGACGTTTCA
	GecuE^9       GCGGACGATCCAAAACTGAAACAATTTATACTTTGTTTCTTGAAAGCGACCGAAATTTTAGACGACAATGGAGATGTGCGAGTTGACAAAGTAAAGGAAAAATTATCTAAGGACGTTTCA
	GecuE^10       GCGGACGATCCAAAACTGAAACAATTTATACTTTGTTTCTTGAAAGCGACCGAAATTTTAGACGACAATGGAGATGTGCGAGTTGACAAAGTAAAGGAAAAAYTATCTAAGGACGTTTCA
	GecuE^11      GCGGACGATCCAAAACTGAAACAATTTATACTTTGTTTCTTGAAAGCGACCGAAATTTTAGACGACAATGGAGATGTGCGAGTTGACAAAGTAAAGGAAAAA-TATCTAAGGACGTTTCA
	GlicC^15     GCGGACGATCCAAAACTGAAACAATTYATACTTTGTTTCTTGAAAGCGACCGAAATTTTAGACGACAATGGAGATGTGCGAGTTGACAAAGTAAAGGAAAAAYTATCTAAGGACGTTTCA
	GlicP^17      GCGGACGATCCAAAACTGAAACAATTTATACTTTGTTTCTTGAAAGCGACCGAAATTTTAGACGACAATGGAGATGTGCGAGTTGACAAAGTAAAGGAAAAACTATCTAAGGACGTTTCA
	GlicP^18      GCGGACGATCCAAAACTGAAACAATTTATACTTTGTTTCTTGAAAGCGACCGAAATTTTAGACGACAATGGAGATGTGCGAGTTGACAAAGTAAAGGAAAAATTATCTAAGGACGTTTCA
	GlicE^20      GCGGACGATCCAAAACTGAAACAATTTATACTTTGTTTCTTGAAAGCGACCGAAATTTTAGACGACAATGGAGATGTGCGAGTTGACAAAGTAAAGGAAAAATTATCTAAGGACGTTTCA
	GlicE^21      GCGGACGATCCAAAACTGAAACAATTYATACTTTGTTTCTTGAAAGCGACCGAAATTTTAGACGACAATGGAGATGTGCGAGTTGACAAAGTAAAGGAAAAATTATCTAAGGACGTTTCA
	GlicE^22       GCGGACGATCCAAAACTGAAACAATTTATACTTTGTTTCTTGAAAGCGACCGAAATTTTAGACGACAATGGAGATGTGCGAGTTGACAAAGTAAARGAAAAACTATCTAAGGACGTTTCA
	GlicE^23       GCGGACGATCCAAAACTGAAACAATTTATACTTTGTTTCTTGAAAGCGACCGAAATTTTAGACGACAATGGAGATGTGCGAGTTGACAAAGTAAARGAAAAAYTATCTAAGGACGTTTCA
	GlicE^24      GCGGACGATCCAAAACTGAAACAATTTATACTTTGTTTCTTGAAAGCGACCGAAATTTTAGACGACAATGGAGATGTGCGAGTTGACAAAGTAAAGGAAAAAYTATCTAAGGACGTTTCA
	GlicE^25      GCGGACGATCCAAAACTGAAACAATTTATACTTTGTTTCTTGAAAGCGACCGAAATTTTAGACGACAATGGAGATGTGCGAGTTGACAAAGTAAAGGAAAAATTATCTAAGGACGTTTCA
	GmorB^27    GCGGACGATCCAAAACTGAAACAATTTATACTTTGTTTCTTGAAAGCGACCGAAATTTTAGACGACAATGGAGATGTGCGAGTTGACAAAGTAAAGGAAAAATTATCTAAGGACGTTTCA
	GpasB^28    GCGGACGATCCAAAACTGAAACAATTTATACTTTGTTTCTTGAAAGCGACCGAAATTTTAGACGACAATGGAGATGTGCGAGTTGACAAAGTAAAGGAAAAAYTATCYAAGGACGTTTCA
	GpasB^29    GCGGACGATCCAAAACTGAAACAATTTATACTTTGTTTCTTGAAAGCGACCGAAATTTTAGACGACAATGGAGATGTGCGAGTTGACAAAGTAAAGGAAAAACTATCTAAGGACGTTTCA


17 120
	GecuC^1     GAATACCAGGCCGTCGTCTCGACGAAGAAATACAAAGAATTGACCTGGAACAAAGATGCTCCTCTATAAATCCTGCCTTCGGCCAGTTCTAACCTGTGGTGCTCTTACTCGGATAACCGC
	GecuP^4     GAATACCGGGCCGTCGTCTCGACGAAGAAATACAAAGAATTGACCTGGAACAAAGATGCTCCTCTATAAATCCTGCCTTCGGCCAGKTCTAACCTGTGGTGCTCTTACTCGGATAACCGC
	GecuP^5      GAATACCGGGCCGTCGTCTCSACGAAGAAATACAAAGAATTGACCTGGAACAAAGATGCTCCTCTATAAATCCTGCCTTCGGCCAGTTCTAACCTGTGGTGCTCTTACTCGGATAACCGC
	GecuE^8      GAATACCGGGCCGTCGTCTCGACGAAGAAATACAAAGAATTGACCTGGAACAAAGATGCTCCTCTATAAATCCTGCCTTCGGCCAGTTCTAACCTGTGGTGCTCTTACTCGGATAACCGC
	GecuE^9       GAATACCGNGCCGTCGTCTCGACGAAGAAATACAAAGAATTGAMCTGGAACAAAGATGCTCCTCTATAAATCCTGCCTTCGGCCAGTTCTAACCTGTGGTGCTCTTACTCGGATAACCGC
	GecuE^10       GAATACCGGGCCGTCGTCTCGACGAAGAAATACAAAGAATTGACCTGGAACAAAGATGCTCCTCTATAAATCCTGCCTTCGGCCAGTTCTAACCTGTGGTGCTCTTACTCGGATAACCGC
	GecuE^11       GAATACCRGGCCGTCGTCTCGACGAAGAAATACAAAGAATTGACCTGGAACAAAGATGCTCCTCTATAAATCCTGCCTTCGGCCAGTTCTAACCTGTGGTGCTCTTACTCGGATAACCGC
	GlicC^15     GAATACCNGGCCGTCGTCTCGACGAAGAAATACAAAGAATTGACCTGGAACAAAGATGCTCCTCTATAAATCCTGCCTTCGGCCAGTTCTAACCTGTGGTGCTCTTACTCGGATAACCGC
	GlicP^17      GAATACCGGGCCGTCGTCTCGACGAAGAAATACAAAGAATTGACCTGGAACAAAGATGCTCCTCTATAAATCCTGCCTTCGGCCAGTTCTAACCTGTGGTGCTCTTACTCGGATAACCGC
	GlicE^20      GAATACCGGGCCGTCGTCTCGACGAAGAAATACAAAGAATTGACCTGGAACAAAGATGCTCCTCTATAAATCCTGCCTTCGGCCAGTTCTAACCTGTGGTGCTCTTACTCGGATAACCGC
	GlicE^21      GAATACCGAGCCGTCGTCTCGACGAAGAAATACAAAGAATTGACCTGGAACAAAGATGCTCTTCTATAAATCCTGCCTTCGGCCAGTTCTAACCTGTGGTGCTCTTACTCGGATAACCGC
	GlicE^22       GAATACCGGGCCGTCGTCTCGACGAAGAAATACAAAGAATTGACCTGGAACAAAGATGCTCCTCTATAAATCCTGCCTTCGGCCAGTTCTAACCTGTGGTGCTCTTACTCGGATAACCGC
	GlicE^23       GAATACCGGGCCGTCGTCTCGACGAAGAAATACAAAGAATTGACCTGGAACAAAGATGCTCCTCTATAAATCCTGCCTTCGGCCAGTTCTAACCTGTGGTGCTCTTACTCGGATAACCGC
	GlicE^24      GAATACCGGGCCGTCGTCTCGACGAAGAAATACAAAGAATTGACCTGGAACAAAGATGCTCCTCTATAAATCCTGCCTTCGGCCAGTTCTAACCTGTGGTGCTCTTACTCGGATAACCGC
	GmorB^27    GAATACCGRGCCGTCGTCTCGACGAAGAAATACAAAGAATTGACCTGGAACAAAGATGCTCCTCTATAAATCCTGCCTTCGGCCAGTTCTAACCTGTGGTGCTCTTACTCGGATAACCGC
	GpasB^28    GAATACCGGGCCGTCGTCTCGACGAAGAAATACAAAGAATTGACNTGGAACAAAGATGCTCCTCTATAAATCCTGCCTTCGGCCAGTTCTAACCTGTGGTGCTCTTACTCGGATAACCGC
	GpasB^29    GAATACCGGGCCGTCGTCTCGACGAAGAAATACAAAGAATTGACCTGGAACAAAGATGCTCCTCTATAAATCCTGCCTTCGGCCAGTTCTAACCTGTGGTGCTCTTACTCGGATAACCGC


18 120
	GecuC^1     TCGGAATAATTGTTCAGAATTTGATCAAATGATTTATGGTGCGGAGTGTGCCGACATTTTAGTGTTTGCAATTGTTCTATTTTCATTCTATTTCATGTTTTTGAAAGGAAAATTGTAAGT
	GecuP^4     TCGGAATAATTGTTCAGAATTTGATCAAATGATTTATGGTGCRGAGTGTGCCGACATTTTAGTGTTTGCAATTGTTCTATTTTCATTCTATTTCATGTTTTTGAAAGGAAAATTGTAAGT
	GecuP^5     TCGGAATAATTGTTCAGAATTTGATCAAATGATTTATGGTGCRGAGTGTGCCGACATTTTAGTGTTTGCAATTGTTCTATTTTCATTCTATTTCATGTTTTTGAAAGGAAAATTGTAAGT
	GecuP^6      TCGGAATAATTGTTCAGAATTTGATCAAATGATTTATGGTGCGGAGTGTGCCGACATTTTAGTGTTTGCWATTGTTCTATTTTCATTCTATTTCATGTTTTTGAAAGGAAAATTGTAAGT
	GecuE^8      TCGGAATAATTGTTCAGAATTTGATCAAATGATTTATGGTGCGGAGTGTGCCGACATTTTAGTGTTTGCAATTGTTCTATTTTCATTCTATTTCATGTTTTTGAAAGGAAAATTGTAAGT
	GecuE^9       TCGGAATAATTGTTCAGAATTTGATCAAATGATTTATGGTGCGGAGTGTGCCGACATTTTAGTGTTTGCAATTGTTCTATTTTCATTCTATTTCATGTTTTTGAAAGGAAAATTGTAAGT
	GecuE^10       TCGGAATAATTGTTCAGAATTTGATCAAATGATTTATGGTGCGGAGTGTGCCGACATTTTAGTGTTTGCAATTGTTCTATTTTCATTCTATTTCATGTTTTTGAAAGGAAAATTGTAAGT
	GecuE^11      TCGGAATAATTGTTCAGAATTTGATCAAATGATTTATGGTGCRGAGTGTGCCGACATTTTAGTGTTTGCAATTGTTCTATTTTCATTCTATTTCATGTTTTTGAAAGGAAAATTGTAAGT
	GlicC^15     TCGGAATAATTGTTCAGAATTTGATCAAATGATTTATGGTGCGGAGTGTGCCGACATTTTAGTGTTTGCAATTGTTCTATTTTCATTCTATTTCATGTTTTTGAAAGGAAAATTGTAAGT
	GlicP^17      TCGGAATAATTGTTCAGAATTTGATCAAATGATTTATGGTGCGGAGTGTGCCGACATTTTAGTGTTTGCAATTGTTCTATTTTCATTCTATTTCATGTTTTTGAAAGGAAAATTGTAAGT
	GlicE^20      TCGGAATAATTGTTCAGAATTTGATCAAATGATTTATGGTGCGGAGTGTGCCGACATTTTAGTGTTTGCAATTGTTCTATTTTCATTCTATTTCATGTTTTTGAAAGGAAAATTGTAAGT
	GlicE^21       TSGGAATAATTGTTCAGAATTTGATCAAATGATTTATGGTGCGRAGTGTGCCGACATTTTAGTGTTTGCAATTGTTCTATTTTCATTCTATTTCATGTTTTTGAAAGGAAAATTGTAAGT
	GlicE^22       TCGGAATAATTGTTCAGAATTTGATCAAATGATTTATGGTGCGGAGTGTGCCGACATTTTAGTGTTTGCAATTGTTCWATTTTCATTCTATTTCATGTTTTTGAAAGGAAAATTGTAAGT
	GlicE^23      TCGGAATAATTGTTCAGAATTTGATCAAATGATTTATGGTGCGGAGTGTGCCGACATTTTAGTGTTTGCAATTGTTCTATTTTCATTCTATTTCATGTTTTTGAAAGGAAAATTGTAAGT
	GlicE^24      TCGGAATAATTGTTCAGAATTTGATCAAATGATTTATGGTGCGGAGTGTGCCGACATTTTAGTGTTTGCAATTGTTCTATTTTCATTCTATTTCATGTTTTTGAAAGGAAAATTGTAAGT
	GmorB^27    TCGGAATAATTGTTCAGAATTTGATCAAATGATTTATGGTGCGGAGTGTGCCGACATTTTAGTGTTTGCAATTGTTCTATTTTCATTCTATTTCATGTTTTTGAAAGGAAAATTGTAAGT
	GpasB^28    TCGGAATAATTRTTCAGAATTTGATCAAATGATTTATGGTGCGGAGTGTGCCGACATTTTAGTGTTTGCAATTGTTCTATTTTCATTCTATTTCATGTTTTTGAAAGGAAAATTGTAAGT
	GpasB^29    TCGGAATAATTRTTCAGAATTTGATCAAATGATTTATGGTGCGGARTGTGCCGACATTTTAGTGTTTGCAATTGTTCTATTTTCATTCTATTTCATGTTTTTGAAAGGAAAATTGTAAGT


19 120
	GecuC^1     CAAGTAAAACTGTTTTCCACAAGTCAAAAGTTTGATTTTGATACTCTAATRCAGATTGCAAACGATTAGTGTTATTTTTCCAGCTTCCTCCGAYAC--TATATATATATGTTATACTTAT
	GecuC^2     CAAGTAAAACTGTTTTCCACAAGTCAAAAGTTTGATTTTGATACTCTAATACAGATTGCAAACGATTAGTGTTATTTTTCCAGCTTCCTCCGATAC--TATATATATATGTTATACTTAT
	GecuP^4     CAAGTAAAACTGTTTTCCACAAGTCAAAAGTTTGATTTTGATACTCTAATGCAGATTGCAAACGATTATTGTTATTTTTCCAGCTTCCTCCGATAC--TATATATATATGTTATACTTAT
	GecuP^5     CAAGTAAAACTGTTTTCCACAAGTCAAAAGTTTGATTTTGATACTCTAATRCAGATTGCAAACGATTAKTGTTATTTTTCCAGCTTCCTCCGATACNNTATATATATATGTTATACTTAT
	GecuP^6      CAAGTAAAACTGTTTTCCACAAGTCAAAAGTTTGATTTTGATACTCTAATGCAGATTGCAAACGATTAKTGTTATTTTTCCAGCTTCCTCCGATAC--TATATATATATGTTATACTTAT
	GecuP^7      CAAGTAAAACTGTTTTCCACANGTCAAAAGTTTGATTTTGATACTCTAATGCAGATTGCAAACGATTATTGTTATTTTTCCAGCTTCCTCCGATAC--TATATATATATGTTATACTTAT
	GecuE^8      CAAGTAAAACTGTTTTCCACAAGTCAAAAGTTTGATTTTGATACTCTAATGCAGATTGCAAACGATTAKTGTTATTTTTCCAGCTTCCTCCGATAC--TATATATATATGTTATACTTAT
	GecuE^9       CAAGTAAAACTGTTTTCCACAAGTCAAAAGTTTGATTTTGATACTCTAATGCAGATTGCAAACGATTAKTGTTATTTTTCCAGCTTCCTCCGATAC--TATATATATATGTTATACTTAT
	GlicC^15     CAAGTAAAACTGTTTTCCACAAGTCAAAAGTTTGATTTTGATACTCTAATGCAGATTGCAAACGATTATTGTTATTTTTCCAGCTTCCTCCGATAC--TATATATATATGTTATACTTAT
	GlicP^17      CAAGTAAAACTG-TTTCCACAAGTCAAAAGTTTGATTTTGATACTCTAATGCAGATTGCAAACGATTANTGTTATTTTTCCAGCTTCCTCCGATACNNTATATATATATGTTATACTTAT
	GlicE^20      CAAGTAAAACTGTTTTCCACAAGTCAAAAGTTTGATTTTGATACTCTAATGCAGATTGCAAACGATTATTGTTATTTTTCCAGCTTCCTCCGATAC--TATATATATATGTTATACTTAT
	GlicE^21      CAAGTAAAACTGTTTTCCACAAGTCAAAAGTTTGATTTTGATACTCTAATGCAGATTGCAAACGATTATTGTTATTTTTCCAGCTTCCTCCGATAC--TATATATATATGTTATACTTAT
	GlicE^22      CAAGTAAAACTGTTTTCCACAAGTCAAAAGTTTGATTTTGATACTCTAATGCAGATTGCAAACGATTATTGTTATTTTTCCAGCTTCCTCCGATAC--TATATATATATGTTATACTTAT
	GlicE^23       CAAGTAAAACTGTTTTCCACAAGTCAAAAGTTTGATTTTGATACTCTAATGCAGATTGCAAACGATTATTGTTATTTTTCCAGCTTCCTCCGATAC--TATATATATATGTTATACTTAT
	GlicE^24       CAAGTAAAACTGTTTTCCACAAGTCAAAAGTTTGATTTTGATACTCTAATGCAGATTGCAAACGATTATTGTTATTTTTCCAGCTTCCTCCGATAC--TATATATATATGTTATACTTAT
	GlicE^25      CAAGTAAAACTGTTTTCCACAAGTCAAAAGTTTGATTTTGATACTCTAATGCAGATTGCAAACGATTATTGTTATTTTTCCAGCTTCCTCCGATAC--TATATATATATGTTATACTTAT
	GlicE^26      CAAGTAAAACWGTTTTCCACAAGTCAAAAGTTTGATTTTGATACTCTAATGCAGATTGCAAACGATTATTGTTATTTTTCCAGCTTCCTCCGATAC--TATATATATATGTTATACTTAT
	GmorB^27    CAAG-AAAACWGTTTTCCACAAGTCAAAAGTTTGATTTTGATACTCTAATGCAGATTGCAAACGATTATTGTTATTTTTCCAGCTTCCTCCGATAC--TATATATATATGTTATACTTAT
	GpasB^28    CAAGTAAAACTGTTTTCCACAAGTCAAAAGTTTGATTTTGATACTCTAATGCAGATTGCAAACGATTATTGTTATTTTTCCAGCTTCCTCCGATAC--TATATATATATGTTATACTTAT


22 120
	GecuC^1     GCGTTGGAGCAAATTCACGTACATATGTATATGGGAGAAATTTCGAACATTTTTGCAAATTTCGCTAACAAATTTTGATTTCCTTCCCTTCCTCCTTCTTCTTTTGTTCCAAGAAATTAT
	GecuP^4     GCGTTGGAGCAAATTCACGTACATATGTATATGGGAGAAATTTCGAACATTTTTGCAAATTTCGCTAACAAATTTTGATTTCCTTCCCTTCCTCCTTCTTCTTTTGTTCCAAGAAATTAT
	GecuP^5     GCGTTGGAGCAAATTCACGTACATATGTATATGGGAGAAATTTCGAACATTTTTGCAAATTTCGCTAACAAATTTTGATTTCCTTCCCTTCCTCCTTCTTCTTTTGTTCCAAGAAATTAT
	GecuP^6      GCGTTGGAGCAAATTCACGTACATATGTATATGGGAGAAATTTCGAACATTTTTGCAAATTTCGCTAACAAATTTTGATTTCCTTCCCTTCCTCCTTCTTCTTTTGTTCCAAGAAATTAT
	GecuP^7      GCGTTGGAGCAAATTCACGTACATATGTATATGGGAGAAATTTCGAACATTTTTGCAAATTTCGCTAACAAATTTTGATTTCCTTCCCTTCCTCCTTCTTCTTTTGTTCCAAGAAATTAT
	GecuE^8      GCGTTGGAGCAAATTCACGTACATATGTATATGGGAGAAATTTCGAACATTTTTGCAAATTTCGCTAACAAATTTTGATTTCCTTCCCTTCCTCCTTCTTCTTTTGTTCCAAGAAATTAT
	GecuE^9       GCGTTGGAGCAAATTCACGTACATATGTATATGGGAGAAATTTCGAACATTTTTGCAAATTTCGCTAACAAATTTTGATTTCCTTCCCTTCCTCCTTCTTCTTTTGTTCCAAGAAATTAT
	GecuE^10       GCGTTGGAGCAAATTCACGTACATATGTATATGGGAGAAATTTCGAACATTTTTGCAAATTTCGCTAACAAATTTTGATTTCCTTCCCGTCCTCCTTCTTCTTTTGGTCCAAGAAATTAT
	GecuE^11      GCGTTGGAGCAAATTCACGTACATATGTATATGGGAGAAATTTCGAACATTTTTGCAAATTTCGCTAACAAATTTTGATTTCCTTCCCTTCCTCCTTCTTCTTTTGTTCCAAGAAATTAT
	GlicC^15     GCGTTGGAGCAAATTCACGTACATATGTATATGGGAGAAATTTCGAACATTTTTGCAAATTTCGCTAACAAATTTTGATTTCCTTCCCTTCCTCCTTCTTCTTTTGTTCCAAGAAATTAT
	GlicC^16     GCGTTGGAGCAAATTCACGTACATATGTATATGGGAGAAATTTCGAACATTTTTGCAAATTTCGCTAACAAATTTTGATTTCCTTCCCTTCCTCCTTCTTCTTTTGTTCCAAGAAATTAT
	GlicP^17      GCGTTGGAGCAAATTCACGTACATATGTATATGGGAGAAATTTCGAACATTTTTGCAAATTTCGCTAACAAATTTTGATTTCCTTCCCTTCCTCCTTCTTCTTTTGTTCCAAGAAATTAT
	GlicE^20      GCGTTGGAGCAAATTCACGTACATATGTATATGGGAGAAATTTCGAACATTTTTGCAAATTTCGCTAACAAATTTTGATTTCCTTCCCTTCCTCCTTCTTCTTTTGTTCCAAGAAATTAT
	GlicE^21      GCGTTGGAGCAAATTCACGTACATATGTATATGGGAGAAATTTCGAACATTTTTGCAAATTTCGCTAACAAATTTTGATTTCCTTCCCTTCCTCCTTCTTCTTTTGTTCCAAGAAATTAT
	GlicE^22      GCGTTGGAGCAAATTCACGTACATATGTATATGGGAGAAATTTCGAACATTTTTGCAAATTTCGCTAACAAATTTTGATTTCCTTCCCTTCCTCCTTCTTCTTTTGTTCCAAGAAATTAT
	GlicE^23       GCGTTGGAGCAAATTCACGTACATATGTATATGGGAGAAATTTCGAACATTTTTGCAAATTTCGCTAACAAATTTTGATTTCCTTCCCTTCCTCCTTCTTCTTTTGTTCCAAGAAATTAT
	GlicE^24       GCGTTGGAGCAAATTCACGTACATATGTATATGGGAGAAATTTCGAACATTTTTGCAAATTTCGCTAACAAATTTTGATTTCCTTCCCTTCCTCCTTCTTCTTTTGTTCCAAGAAATTAT
	GlicE^25      GCGTTGGAGCAAATTCACGTACATATGTATATGGGAGAAATTTCGAACATTTTTGCAAATTTCGCTAACAAATTTTGATTTCCTTCCCGTCCTCCTTCTTCTTTTGGTCCAAGAAATTAT
	GlicE^26      GCGTTGGAGCAAATTCACGTACATATGTATATGGGAGAAATTTCGAACATTTTTGCAAATTTCGCTAACAAATTTTGATTTCCTTCCCKTCCTCCTTCTTCTTTTGTTYCAAGAAATTAT
	GmorB^27    GCGTTGGAGCAAATTCACGTACATATGTATATGGGAGAAATTTCGAACATTTTTGCAAATTTCGCTAACAAATTTTGATTTCYTTCCCTTCCTCCTTCTYCTTTTGTTCCAAGAAATTAT
	GpasB^28    GCGTTGGAGCAAATTCACGTACATATGTATATGGGAGAAATTTCGAAMATTTTTGCAAATTTCGCTAACAAATTTTGATTTCCTTCCCTTCCTCCTTCTTCTTTTGTTCCAAGAAATTAT
	GpasB^29    GCGTTGGAGCAAATTCACGTACATATGTATATGGGAGAAATTTCGAAMATTTTTGCAAATTTCGCTAACAAATTTTGATTTCCTTCCCTTCCTCCTTCTTCTTTTGTTCCAAGAAATTAT


22 120
	GecuC^1     CTTCGTCGGTAAGTCTCCGCGTCTGCCTCTCGAACGAAAATTGTTACTTTTTGCTTCGATTTTTCGCTTTTCTTATTTCGCCGGTACCTAGGTGGCACCCCTCTTATTCCCGTACCTCGT
	GecuP^4     CTTCGTCGGTAAGTCTCCGCGTCTGCCTCTCGAACGAAAATTGTTACTTTTTGCTTCGATTTTTCGCTTTTCTTATTTCGCCGGTACCTAGGTGGCACCCCTCTTATTCCCGTACCTCGT
	GecuP^5      CTTCGTCGGTAAGTCTCCGCGTCTGCCTCTCGAACGAAAATTGTTACTTTTTGCTTCGATTTTTCGCTTTTCTTATTTCGCCGGTACCTAGGTGGCACCCCTCTTATTCCCGTACCTCGT
	GecuE^8      CTTCGTCGGTAAGTCTCCGCGTCTGCCTCTCGAACGAAAATTGTTACTTTTTGCTTCGATTTTTCGCTTTTCTTATTTCGCCGGTACCTAGGTGGCACCCCTCTTATTCCCGTACCTCGT
	GecuE^9       CTTCGTCGGTAAGTCTCCGCGTCTGCCTCTCGAACGAAAATTGTTACTTTTTGCTTCGATTTTTCGCTTTTCTTATTTCGCCGGTACCTAGGTGGCACCCCTCTTATTCCCGTACCTCGT
	GecuE^10       CTTCGTCGGTAAGTCTCCGCGTCTGCCTCTCGAACGAAAATTGTTACTTTTTGCTTCGATTTTTCGCTTTTCTTATTTCGCCGGTACCTAGGTGGAACCCCTCTTATTCCCGTACCTCGT
	GecuE^11       CTTCGTCGGTAAGTCTYCRCGTCTGCCTCTCGAACGAAAATTGTTACTTTTTGCTTCGATTTTTCGCTTTTCTTATTTCGCCGGTACCTAGGTGGCACCCCTCTTATTCCCGTACCTCGT
	GecuE^12      CTTCGTCGGTAAGTCTYCGCGTCTGCCTCTCGAACGAAAATTGTTACTTTTTGCTTCGATTTTTCGCTTTTCTTATTTCGCCGGTACCTAGGTGGCACCCCTCTTATTCCCGTACCTCGT
	GlicC^15     CTTCGTCGGTAAGNCTCCGCGTCTGCCTCTCGAACGAAAATTGTTACTTTTTGCTTCGATTTTTCGCTTTTCTTATTTCGCCGGTACCTAGGTGGCACCCCTCTTATTCCCGTACCTCGT
	GlicC^16     CTTCGTCGGTAAGWCTCCGCGTCTGCCTCTCGAACGAAAATTGTTACTTTTTGCTTCGATTTTTCGCTTTTCTTATTTCGCCGGTACCTAGGTGGCACCCCTCTTATTCCCGTACCTCGT
	GlicP^17      CTTCGTCNGTAAGWCTCCGCGTCTGCCTCTCGAACGAAAATTGTTACTTTTTGCTTCGATTTTTCGCTTTTCTTATTTCGCCGGTACCTAGGTGGCACCCCTCTTATTCCCGTACCTCGT
	GlicP^18      CTTCGTCGGTAAGTCTCCGCGTCTGCCTCTCGAACGAAAATTGTTACTTTTTGCTTCGATTTTTCGCTTTTCTTATTTCGCCGGTACCTAGGTGGCACCCCTCTTATTCCCGTACCTCGT
	GlicE^20      CTTCGTCGGTAAGTCTCCGCGTCTGCCTCTCGAACGAAAATTGTTACTTTTTGCTTCGATTTTTCGCTTTTCTTATTTCGCCGGTACCTAGGTGGCACCCCTCTTATTCCCGTACCTCGT
	GlicE^21      CTTCGTCGGTAAGTCTCCGCGTCTGCCTCTCGAACGAAAATTGTTACTTTTTGCTTCGATTTTTCGCTTTTCTTATTTCGCCGGTACCTAGGTGGCACCCCTCTTATTCCCGTACCTCGT
	GlicE^22      CTTCGTCGGTAAGTCTCCGCGTCTGCCTCTCGAACGAAAATTGTTACTTTTTGCTTCGATTTTTCGCTTTTCTTATTTCGCCGGTACCTAGGTGGCACCCCTCTTATTCCCGTACCTCGT
	GlicE^23       CTTCGTCGGTAAGTCTCCGCGTCTGCCTCTCGAACGAAAATTGTTACTTTTTGCTTCGATTTTTCGCTTTTCTTATTTCGCCGGTACCTAGGTGGCACCCCTCTTATTCCCGTACCTCGT
	GlicE^24       CTTCGTCGGTAAGTCTCCGCGTCTGCCTCTCGAACGAAAATTGTTACTTTTTGCTTCGATTTTTCGCTTTTCTTATTTCGCCGGTACCTAGGTGGCACCCCTCTTATTCCCGTACCTCGT
	GlicE^25      CTTCGTCGGTAAGWCTCCGCGTCTGCCTCTCGAACGAAAATTGTTACTTTTTGCTTCGATTTTTCGCTTTTCTTATTTCGCCGGTACCTAGGTGGCACCCCTCTTATTCCCGTACCTCGT
	GlicE^26      CTTCGTCGGTAAGWCTCCGCGTCTGCCTCTCGAACGAAAATTGTTACTTTTTGCTTCGATTTTTCGCTTTTCTTATTTCGCCGGTACCTAGGTGGCACCCCTCTTATTCCCGTACCTCGT
	GmorB^27    CTTCGTCGGTAAGTCTTCGCGTCTGCCTCTCGAACGAAAATTGTTACTTTTTGCTTCGATTTTTCGCTTTTCTTATTTCGCCGGTACCTAGGTGGCACCCCTCTTATTCCCGTACCTCGT
	GpasB^28    CTTCGTCGGTAAGTCTYCGCGTCTGCCTCTCGAACGAAAATTGTTACTTTTTGCTTCGATTTTTCGCTTTTCTTATTTCGCCGGTACCTAGGTGGCACCCCTCTTATTCCCGTACCTCRT
	GpasB^29    CTTCGTCGGTAAGTCTTCGCGTCTGCCTCTCGAACGAAAATTGTTACTTTTTGCTTCGATTTTTCGCTTTTCTTATTTCGCCGGTACCTAGGTGGCACCCCTCTTATTCCCGCACCTCGT


20 120
	GecuC^1     TAGAATTTTACTTACCTTGGCAKAGGTGACAATAACTACAAACAAAAACAATGCAATGTAATACTTCATGTTCTGTAGGATTTCTTGAATCTTCGCACAGCCACTTTCTGTTCACGGATC
	GecuP^4     TAGAATTTTACTTACCTTGGCATAGGTGACAATAACTACAAACAAAAACAATGCAATGTAATACTTCATGTTCTGTAGGATTTCTTGAATCTTCGCACAGCCACTTTCTGTTCACGGATC
	GecuP^5     TAGAATTTTACTTACCTTGGCATAGGTGACAATAACTACAAACAAAAACAATGCAATGTAATACTTCATGTTCTGTAGGATTTCTTGAATCTTCGCACAGCCACTTTCTGTTCACGGATC
	GecuP^6      TAGAATTTTACTTACCTTGGCATAGGTGACAATAACTACAAACAAAAACAATGCAATGTAATACTTCATGTTCTGTAGGATTTCTTGAATCTTCGCACAGCCACTTTCTGTTCACGGATC
	GecuE^8      TAGAATTTTACTTACCTTGGCATAGGTGACAATAACTACAAACAAAAACAATGCAATGTAATACTTCATGTTCTGTAGGATTTCTTGAATCTTCGCACAGCCACTTTCTGTTCACGGATC
	GecuE^9       TAGAATTTTACTTACCTTGGCATAGGTGACAATAACTACAAACAAAAACAATGCAATGTAATACTTCATGTTCTGTAGGATTTCTTGAATCTTCGCACAGCCACTTTCTGTTCACGGATC
	GecuE^10       TAGAATTTTACTTACCTTGGCATAGGTGACAATAACTACAAACAAAAACAATGCAATGTAATACTTCATGTTCTGTAGGATTTCTTGAATCTTCGCACAGCCACTTTCTGTTCACGGATC
	GecuE^11      TAGAATTTTACTTACCTTGGCATAGGTGACAATAACTACAAACAAAAACAATGCAATGTAATACTTCATGTTCTGTAGGATTTCTTGAATCTTCGCACAGCCACTTTCTGTTCACGGATC
	GlicC^15     TAGAATTTTACTTACCTTGGCATAGGTGACAATAACTACAAACAAAAACAATGCAATGTAATACTTCATGTTCTGTAGGATTTCTTGAATCTTCGCACAGCCACTTTCTGTTCACGGATC
	GlicP^17      TAGAATTTTACTTACCTTGGCATAGGTGACAATAACTACAAACAAAAACAATGCAATGTAATACTTCATGTTCTGTAGGATTNCTTGAATCTTCGCACAGCCACTTTCTGTTCACGGATC
	GlicE^20      TAGAATTTTACTTACCTTGGCATAGGTGASAATAACTACAAACAAAAACAATGCAATGTAATACTTCATGTTCTGTAGGATTTCTTGAATCTTCGCACAGCCACTTTCTGTTCACGGATC
	GlicE^21      TAGAATTTTACTTACCTTGGCATAGGTGACAATAACTACAAACAAAAACAATGCAAWGTAATACTTCATGTTCTGTAGGATTTCTTGAATCTTCGCACAGCCACTTTCTGTTCACGGATC
	GlicE^22      TAGAATTTTACTTACCTTGGCATAGGTGACAATAACTACAAACAAAAACAATGCAATGTAATACTTCATGTTCTGTAGGATTTCTTGAATCTTCGCACAGCCACTTTCTGTTCACGGATC
	GlicE^23       TAGAATTTTACTTACCTTGGCATAGGTGACAATAACTACAAACAAAAACAATGCAAWGTAATACTTCATGTTCTGTAGGATTTCTTGAATCTTCGCACAGCCACTTTCTGTTCACGGATC
	GlicE^24       TAGAATTTTACTTACCTTGGCATAGGTGACAATAACTACAAACAAAAACAATGCAATGTAATACTTCATGTTCTGTAGGATTTCTTGAATCTTCGCACAGCCACTTTCTGTTCACGGATC
	GlicE^25      TAGAATTTTACTTACCTTGGCATAGGTGACAATAACTACAAACAAAAACAATGCAATGTAATACTTCATGTTCTGTAGGATTTCTTGAATCTTCGCACAGCCACTTTCTGTTCACGGATC
	GlicE^26      TAGAATTTTACTTACCTTGGCATAGGTGACAATAACTACAAACAAAAACAATGCAATGTAATACTTCATGTTCTGTAGGATTTCTTGAATCTTCGCACAGCCACTTTCTGTTCACGGATC
	GmorB^27    TAGAATTTTACTTACCTTGGCATAGGTGACAATAACTACAAACAAAAACAATGCAATGTAATACTTCATGTTCTGTAGGATTTCTTGAATCTTCGCACAGCCACTTTCTGTTCACGGATC
	GpasB^28    TAGAATTTTACTTACCTTGGCATAGGTGACAATAACTACAAACAAAAACAATGCAATRTAATACTTCATGTTCTGTAGGATTTCTTGAATCTTCGCACAGCCACTTTCTGTTCACGGATC
	GpasB^29    TAGAATTTTACTTACCTTGGCATAGGTGACAATAACTACAAACAAAAACAATGCAATGTAATACTTCATGTTCTGTAGGATTTCTTGAATCTTCGCACAGCCACTTTCTGTTCACGGATC


18 120
	GecuC^1     TTTTCGTTTCTCTTCATCGAGAATATATCCTAATGACCCTAACTCTTTCAGGATCGTAGCGTTTGACGCGAAGTACTTCATCCAATCCATAAAATCGTAATCTTCGTGTATTCCGCCGTA
	GecuP^4     TTTTCGTTTCTCTTCATCGAGAATATATCCTAATGACCCTAACTCTTTCAGGATCGTAGCGTTTGACGCGAAGTACTTCATCCAATCCATAAAATCGTAATCTTCGTGTATTCCGCCGTA
	GecuP^5     TTTTCGTTTCTCTTCATCGAGAATATATCCTAATGACCCTAACTCTTTCAGGATCGTAGCGTTTGACGCGAAGTACTTCATCCAATCCATAAAATCGTAATCTTCGTGTATTCCGCCGTA
	GecuP^6      TTTTCGTTTCTCTTCATCGAGAATATATCCTAATGACCCTAANTCNTTCAGGATCGTAGCGTTTGACGCGAAGTACTTCATCCAATCCATAAAATCGTAATCTTCGTGTATTCCGCCGTA
	GecuE^8      TTTTCGTTTCTCTTCATCGAGAATATATCCTAATGACCCTAAYTCTTTYAGGATCGTAGCGTTTGAYGCGAAGTACTTCATCCAATCCATAAAATCGTAATCTTCGTGTATTCCGCCGTA
	GecuE^9       TTTTCGTTTCTCTTCATCGAGAATATATCCTAATGACCCTAACTCTTTCAGGATCGTAGCGTTTGACGCGAAGTACTTCATCCAATCCATAAAATCGTAATCTTCGTGTATTCCGCCGTA
	GecuE^10       TTTTCGTTTCTCTTCATCGAGAATATATCCTAATGACCCTAACTCTTTCAGGATCGTAGCGTTTGACGCGAAGTACTTCATCCAATCCATAAAATCGTAATCTTCGTGTATTCCGCCGTA
	GecuE^11      TTTTCGTTTCTCTTCATCGAGAATATATCCTAATGACCCTAACTCTTTCAGGATCGTAGCGTTTGACGCGAAGTACTTCATCCAATCCATAAAATCGTAATCTTCGTGTATTCCGCCGTA
	GlicC^15     TTTTCGTTTCTCTTCATCGAGAATATATCCTAATGACCCTAAYTCYTTCAGGATCGTAGCGTTTGACGCGAAGTACTTCATCCAATCCATAAAATCGTAATCTTCGTGTATTCCGCCGTA
	GlicP^17      TTTTCGTTTCTCTTCATCGAGAATATATCCTAATGACCCTAATTCCTTCAGGATCGTAGCGTTTGACGCGAAGTACTTCATCCAATCCATAAAATCGTAATCTTCGTGTATTCCGCCGTA
	GlicE^20      TTTTCGTTTCTCTTCATCGAGAATATATCCTAATGACCCTAACTCTTTCAGGATCGTAGCGTTTGACGCGAAGTACTTCATCCAATCCATAAAATCGTAATCTTCGTGTATTCCGCCGTA
	GlicE^21      TTTTCGTTTCTCTTCATCGAGAATATATCCTAATGACCCTAACTCTTTCAGGATCGTAGCGTTTGACGCGAAGTACTTCATCCAATCCATAAAATCGTAATCTTCGTGTATTCCGCCGTA
	GlicE^22       TTTTCGTTTCTCTTCATCGAGAATATATCCTAATGACCCTAACTCTTTCAGGATCGTAGCGTTTGACGCGAAGTACTTCATCCAATCCATAAAATCGTAATCTTCGTGTATTCCGCCGTA
	GlicE^23       TTTTCGTTTCTCTTCATCGAGAATATATCCTAATGACCCTAAYTCTTTCAGGATCGTAGCGTTTGACGCGAAGTACTTCATCCAATCCATAAAATCGTAATCTTCGTGTATTCCGCCGTA
	GlicE^24      TTTTCGTTTCTCTTCATCGAGAATATATCCTAATGACCCTAACTCTTTCAGGATCGTAGCGTTTGACGCGAAGTACTTCATCCAATCCATAAAATCGTAATCTTCGTGTATTCCGCCGTA
	GlicE^25      TTTTCGTTTCTCTTCATCGAGAATATATCCTAATGACCCTAACTCTTTCAGGATCGTAGCGTTTGACGCGAAGTACTTCATCCAATCCATAAAATCGTAATCTTCGTGTATTCCGCCGTA
	GmorB^27    TTTTCGTTTCTCTTCATCGAGAATATATCCTAATGACCCTAAYTCTTTCAGGATCGTAGCGTTTGACGCGAAGTACTTCATCCAATCCATAAAATCGTAATCTTCGTGTATTCCGCCGTA
	GpasB^28    TTTTCGTTTCTCTTCATCGAGAATATATCCTAATGACCCTAAYTCTTTCAGGATCGTAGCGTTTGAYGCGAAGTACTTCATCCAATCCATAAAATCGTAATCTTCGTGTATTCCGCCGTA


17 120
	GecuC^1     TTTTCACCAGGTGCGTTACCATACAACCACGTAGAAACGCTGGCCGTCCTCGTTTATGTGAAAATGCAGTAATTGATTTGATAAGAAACGATCCTTCAAAAGGTACCGGGTGCGTTGCGA
	GecuP^4     TTTTCACCAGGTGCGTTACCATACAACCACGTAGAAACGCTGGCCGTCCTCGTTTATGTGAAAATGCAGTAATTGATTTGATAAGAAACGATCCTTCAAAAGGTACCGGGTGCGTTGCGA
	GecuP^5      TTTTCACCAGGTGCGTTACCATACAACCACGTAGAAACGCTGGCCGTCCTCGTTTATGTGAAAATGCAGTAATTGATTTGATAAGAAACGATCCTTCAAAAGGTACCGGGTGCGTTGCGA
	GecuE^8      TTTTCACCAGGTGCGTTACCATACAACCACGTAGAAACGCTGGCCGTCCTCGTTTATGTGAAAATGCAGTAATTGATTTGATAAGAAACGATCCTTCAAAAGGTACCGGGTGCGTTGCGA
	GecuE^9       TTTTCACCAGGTGCGTTACCATACAACCACGTAGAAACGCTGGCCGTCCTCGTTTATGTGAAAATGCAGTAATTGATTTGATAAGAAACGATCCTTCAAAAGGTACCGGGTGCGTTGCGA
	GecuE^10       TTTTCACCAGGTGCGTTACCATACAACCACGTAGAAACGCTGGCCGTCCTCGTTTATGTGAAAATGCAGTAATTGATTTGATAAGAAACGATCCTTCAAAAGGTACCGGGTGCGTTGCGA
	GecuE^11      TTTTCACCAGGTGCGTTACCATACAACCACGTAGAAACGCTGGCCGTCCTCGTTTATGTGAAAATGCAGTAATTGATTTGATAAGAAACGATCCTTCAAAAGGTACCGGGTGCGTTGCGA
	GlicC^15     TTTTCACCAGGTGCGTTACCATACAACCACGTAGAAACGCTGGCCGTCCTCGTTTATGTGAAAATGCAGTAATTGATTTGATAAGAAACGATCCTTCAAAAGGTACCGGG-GCGTTGCGA
	GlicP^17      TTTTCACCAGGTGCGTTACCATACAACCACGTAGAAACGCTGGCCGTCCTCGTTTATGTGAAAATGCAGTAATTGATTTGATAAGAAACGATCCTTCAAAAGGTACCGGGTGCGTTGCGA
	GlicE^20      TTTTCACCAGGTGCGTTACCATACAACCACGTAGAAACGCTGGCCGTCCTCGTTTATGTGAAAATGCAGTAATTGATTTGATAAGAAACGATCCTTCAANAGGTACCNGGTGCGTTGCGA
	GlicE^21      TTTTCACCAGGTGCGTTACCATACAACCACGTAGAAACGCTGGCCGTCCTCGTTTATGTGAAAATGCAGTAATTGACTTGATAAGAAACGATCCTTCAAAAGGTACCGGGTGCGTTGCGA
	GlicE^22      TTTTCACCAGGTGCGTTACCATACAACCACATAGAAACGCTGGCCGTCCTCGTTTATGTGAAAATGCAGTAATTGATTTGATAAGAAACGATCCTTCAAAAGGTATCGGGAGCGTTGCGA
	GlicE^23       TTTTCACCAGGTGCGTTACCATACAACCACGTAGAAACGCTGGCCGTCCTCGTTTATGTGAAAATGCAGTAATTGATTTGATAAGAAACGATCCTTCARAAGRTACCGGGTGCGTTGCGA
	GlicE^24       TTTTCACCAGGTGCGTTATCATACAACCACGTAGAAACGCTGGCCGTCCTCGTTTATGTGAAAATGCAGTAATTGATTTGATAAGAAACGATCCTTCAAAAGGTACCGGGTGCGTTGCGA
	GmorB^27    TTTTCACCAGGTGCGTTACCATACAACCACGTAGAAACGCTGGCCGTCCTCGTTTATGTGAAAATGCAGTAATTGATTTGATAAGAAACGATCCTTCAAAAGGTACCGGGTGCGTTGCGA
	GpasB^28    TTTTCACCAGGTGCGTTACCATACAACCACGTAGAAACGCTGGCCGTCCTCGTTTATGTGAAAATGCAGTAATTGATTTGATAAGAAACGATCCTTCAAAAGGTACCGGGTGCGTTGCGA
	GpasB^29    TTTTCACCAGGTGCGTTACCATACAACCACGTAGAAACGCTGGCCGTCCTCGTTTATGTGAAAATGCAGTAATTGATTTGATAAGAAACGATCCTTCAAAAGGTACCGGGTGCGTTGCGA


18 120
	GecuC^1     GTCAGCTAAGGAGATAAATCCAGAAGCTGACTACAAGGACCAGTCTCAAAGAGTAAGAGTTAGAAGCTCACGTATGGCATACTTTGATAATTCTGCGCCTCCTCTACAACTAACTGACAA
	GecuP^4     GTCAGCTAAGGAGATAAATCCAGAAGCTGACTACAAGGACCARTCTCAAAGAGTAAGAGTTAGAAGCTCACGTATGGCATACTTTGATAATTCTGCGCCTCCTCTACAACTAACTGACAA
	GecuE^8      GTCAGCTAAGGAGATAAATCCAGAAGCTGACTACAAGGACCAATCTCAAAGAGTAARAGTTAGAAGCTCACGTATGGCATACTTTGATAATTCTGCGCCTCCTCTACAACTAACTGACAA
	GecuE^9       GTCAGCTAAGGAGATAAATCCAGAAGCTGACTACAAGGACCAATCTCAAAGAGTAAGAGTTAGAAGCTCACGTATGGCATAYTTTGATAATTCTGCGCCTCCTCTACAACTAACTGACAA
	GecuE^10      GTCNGCTAAGGAGATAAATCCAGAAGCTGACTACAAGGACCAATCTCAAAGAGTAAGAGTTAGAAGCTCACGTATGGCATACTTTGATAATTCTGCGCCTCCTCTACAACTAACTGACAA
	GlicC^15     GTCAGCTAAGGAGATAAATCCAGAAGCTGACTACAAGGACCAATCTCAAAGAGTAAAAGTTAGAAGCTCACGTATGGCATACTTTGATAATTCTGCGCCTCCTCTACAACTAACTGACAA
	GlicP^17      GTCAGCTAAGGAGATAAATCCAGAAGCTGACTACAAGGACCAATCTCAAAGAGTAAGAGTTAGAAGCTCACGTATGGCATACTTTGATAATTCTGCGCCTCCTCTACAACTAACTGACAA
	GlicP^18      GTCAGCTAAGGAGATAAATCCAGAAGCTGACTACAAGGACCAATCTCAAAGAGTAAGAGTTAGAAGCTCACGTATGGCATACTTTGAYAATTCTGCGCCTCCTCTACAACTAACNGACAA
	GlicP^19      GTCAGCTAAGGAGATAAATCCAGAAGCTGACTACAAGGACCAATCTCAAAGAGTAAAAGTTAGAAGCTCACGTATGGCATACTTTGATAATTCTGCGCCTCCTCTACAACTAACTGACAA
	GlicE^20      GTCAGCTAAGGAGATAAATCCAGAAGCTGACTACAAGGACCAATCTCAAAGAGTAAGAGTTAGAAGCTCACGTATGGCATACTTTGATAATTCTGCGCCTCCTCTACAACTAACTGACAA
	GlicE^21      GTCAGCTAAGGAGATAAATCCARAAGCTGACTACAAGGACCAATCTCAAAGAGTAARAGTTAGAAGCTCACGTATGGCATACTTTGATAATTCTGCGCCTCCTCTACAACTAACTGACAA
	GlicE^22      GTCAGCTAAGGAGATAAATCCAGAAGCTGACTACAAGGACCAATCTCAAAGAGTAAGAGTTAGAAGCTCACGTATGGCATACTTTGATAATTCTGCGCCTCCTCTACAACTAACTGACAA
	GlicE^23       GTCAGCTAAGGAGATAAATCCAGAAGCTGACTACAAGGACCAATCTCAAAGAGTAAAAGTTAGAAGCTCACGTATGGCATACTTTGATAATTCTGCGCCTCCTCTACAACTAACTGACAA
	GlicE^24       GTCAGCTAAGGAGATAAATCCAGAAGCTGACTACAAGGACCAATCTCAAAGAGTAARAGTTAGAAGCTCACGTATGGCATACTTTGATAATTCTGCGCCTCCTCTACAACTAACTGACAA
	GlicE^25      GTCAGCTAAGGAGATAAATCCAGAAGCTGACTACAAGGACCAATCTCAAAGAGTAAAAGTTAGAAGCTCACGTATGGCATACTTTGATAATTCTGCGCCTCCTCTACAACTAACTGACAA
	GlicE^26      GTCAGCTAAGGAGATAAATCCAGAAGCTGACTACAAGGACCAATCTCAAAGAGTAAGAGTTAGAAGCTCACGTATGGCATACTTTGAYAATTCTGCGCCTCCTCTACAACTAACTGACAA
	GmorB^27    GTCAGCTAAGGAGATAAATCCAGAAGCTGACTACAAGGACCAATCTCAAAGAGTAARAGTTAGAAGCTCACGTATGGCATACTTTGATAATTCTGCGCCTSCTCTACAACTAACTGACAA
	GpasB^28    GTCAGCTAAGGAGATAAATCCAAAAGCTGACTACAARGACCAATCTCAAAGAGTAAGAGTTAGAAGCTCACGTATGGCATACTTTGATAATTCTGCGCCTCCTCTACAACTAACTGACAA


20 120
	GecuC^1     CTGAAAGTCTTTATATGTAAATAAGTTTTGATGCTCTTCAAACTCATTTACACTAGCCGAGATAGCTTTTGCACGATTTTCACGCACAATTTTCTCCAATTTTTCCTCTCGACTTACTCG
	GecuP^4     CTGAAAGTCTTTATATGTAAATAAGTTTTGATGCTCTTCAAACTCATTTACACTAGCCGAGATAGCTTTTGCACGATTTTCACGCACAATTTTCTCCAATTTTTCCTCTCGACTTACTCG
	GecuP^5     CTGAAAGTCTTTATATGTAAATAAGTTTTGATGCTCTTCAAACTCATTTACACTAGCCGAGATAGCTTTTGCACGATTTTCACGCACAATTTTCTCCAATTTTTCCTCTCGACTTACTCG
	GecuP^6      CTGAAAGTCTTTATATGTAAATAAGTTTTGATGCTCTTCAAACTCATTTACACTAGCCGAGATAGCTTTTGCACGATTTTCACGCACAATTTTCTCCAATTTTTCCTCTCGACTTACTCG
	GecuP^7      CTGAAAGTCTTTATATGTAAATAAGTTTTGATGCTCTTCAAACTCATTTACACTAGCCGAGATAGCTTTTGCACGATTTTCACGCACAATTTTCTCCAATTTTTCCTCTCGACTTACTCG
	GecuE^8      CTGAAAGTCTTTATATGTAAATAAGTTTTGATGCTCTTCAAACTCATTTACACTAGCCGAGATAGCTTTTGCACGATTTTCACGCACAATTTTCTCCAATTTTTCCTCTCGACTTACTCG
	GecuE^9       CTGAAAGTCTTTANATGTAAATAAGTTTTGATGCTCTTCAAACTCATTTACACTAGCCGAGATAGCTTTTGCACGATTTTCACGCACAATTTTCTCCAATTTTTCCTCTCGACTTACTCG
	GecuE^10       CTGAAAGTCTTTATATGTAAATAAGTTTTGATGCTCTTCAAACTCATTTACACTAGCCGAGATAGCTTTTGCACGATTTTCACGCACAATTTTCTCCAATTTTTCCTCTCGACTTACTCG
	GecuE^11       CTGAAAGTCTTTATATGTAAATAAGTTTTGATGCTCTTCAAACTCATTTACACTAGCCGAGATAGCTTTTGCACGATTTTCACGCACAATTTTCTCCAATTTTTCCTCTCGACTTACTCG
	GlicC^15     CTGAAAGTCTTTATATGTAAATAAGTTTTGATGCTCTTCAAACTCATTTACACTAGCCGAGATAGCTTTTGCACGATTTTCACGCACAATTTTCTCCAATTTTTCCTCTCGACTTACTCG
	GlicP^17      CTGAAAGTCTTTATATGTAAATAAGTTTTGATGCTCTTCAAACTCATTTACACTAGCCGAGATAGCTTTTGCACGATTTTCACGCACAATTTTCTCCAATTTTTCCTCTCGACTTACTCG
	GlicP^18      CTGAAAGTCTTTATATGTAAATAAGTTTTGATGCTCTTCAAACTCATTTACACTAGCCGAGATAGCTTTTGCACGATTTTCACGCACAATTTTCTCCAATTTTTCCTCTCGACTTACTCG
	GlicE^20      CTGAAAGTCTTTATATGTAAATAAGTTTTGATGCTCTTCAAACTCATTTACACTAGCCGAGATAGCTTTTGCACGATTTTCACGCACAATTT-CTCCAATTTTTCCTCTCGACTTACTCG
	GlicE^21      CTGAAAGTCTTTATATGTAAATAAGTTTTGATGCTCTTCAAACTCATTTACACTASCCGAGATAGCTTTTGCACGATTTTCACGCACAATTTTCTCCAATTTTTCCTCTCGACTTACTCG
	GlicE^22       CTGAAAGTCTTTATATGTAAATAAGTTTTGATGCTCTTCAAACTCATTTACACTAGCCGAGATAGCTTTTGCACGATTTTCACGCACAATTTTCTCCAATTTTTCCTCTCGACTTACTCG
	GlicE^23       CTGAAAGTCTTTATATGTAAATAAGTTTTGATGCTCTTCAAACTCATTTACACTAGCCGAGATAGCTTTTGCACGATTTTCACGCACAATTTTCTMMAATTTTTCCTCTCGACTTACTCG
	GlicE^24      CTGAAAGTCTTTATATGTAAATAAGTTTTGATGCTCTTCAAACTCATTTACACTAGCCGAGATAGCTTTTGCACGATTTTCACGCACAATTTYCTCCAATTTTTCCTCTCGACTTACTCG
	GlicE^25      CTGAAAGTCTTTATATGTAAATAAGTTTTGATGCTCTTCAAACTCATTTACACTAGCCGAGATAGCTTTTGCACGATTTTCACGCACAATTTTCTCCAATTTTTCCTCTCGACTTACTCG
	GmorB^27    CTGAAAGTCTTTATATGTAAATAAGTTTTGATGCTCTTCAAACTCATTTACACTAGCCGAGATAGCTTTTGCACGATTTTCACGCACAATTTTCTCCAATTTTTCCTCTCGACTTACTCG
	GpasB^28    CTGAAAGTCTTTATATGTAAATAAGTTTTGATGCTCTTCAAATTCATTTACACTAGCCGAGATAGCTTTTGCACGATTTTCACGCACAATTTTCTCCAATTTTTCCTCTCGACTTACTCG


21 120
	GecuC^1     GAATTGAAGAAGAGAAGTTATTTGCGAAGAGTTTCTATTTTCAAAGAATGACGCTTGTACGAAGTTGTTGGGAATAATAGGSGGATAGAACTCGACGTGATTGAAAGAGTTGTAGCGGAA
	GecuP^4     GAATTGAAGAAGAGAAGTTATTTGCGAAGAGTTTCTATTTTCAAAGAATGACGCTTGTACGAAGTTGTTGGGAATAATAGGCGGATAGAACTCGACGTGATTGAAWGAGTTGTAGCGGAA
	GecuP^5      GAATTGAAGAAGAGAAGTTATTTGCGARGAGTTTCTATTTTCAAAGAATGACGCTTGTACGAAGTTGTTGGGAATAATAGGCGGATAGAACTCGACGTGATTGAAAGAGTTGTAGCGGAA
	GecuP^6      GAATTGAAGAAGAGAAGTTATTTGCGAAGAGTTTCTATTTTCAAAGAATGACGCTTGTACGAAGTTGTTGGGAATAATAGGCGGATAGAACTCGACGTGATTGAAAGAGTTGTAGCGGAA
	GecuE^8      GAATTGAAGAAGAGAAGTTATTTGCGAAGAGTTTCTATTTTCAAAGAATGACGCTTGTACGAAGTTGTTGGGAATAATAGGCGGATAGAACTCGACGTGATTGAAWGAGTTGTAGCGGAA
	GecuE^9       GAATTGAAGAAGAGAAGTTATTTGCGAAGAGTTTCTATTTTCAAAGAATGACGCTTGTACGAAGTTGTTGGGAATAATAGGCGGATAGAACTCGACGTGATTGAAAGAGTTGTAGCGGAA
	GecuE^10       GAATTGAAGAAGAGAAGTTATTTGCGAAGAGTTTCTATTTTCAAAGAATGACGCTTGTACGAAGTTGTTGGGAATAATAGGCGGATAGAACTCGACGTGATTGAAWGAGTTGTAGCGGAA
	GecuE^11       GAATTGAAGAAGAGAAGTTATTTGCGAAGAGTTTCTATTTTCAAAGAATGACGCTTGTACGAAGTTGTTGGGAATAATAGGCGGATAGAACTCGACGTGATTGAAWGAGTTGTAGCGGAA
	GecuE^12      GAATTGAAGAAGAGAAGTTATTTGCGARGAGTTTCTATTTTCAAAGAATGACGCTTGTACGAAGTTGTTGGGAATAATAGGCGGATAGAACTCGACGTGATTGAAAGAGTTGTAGCGGAA
	GlicC^15     GAATTGAAGAAGAGAAGTTATTTGCGAAGAGTTTCTATTTTCAAAGAATGACGCTTGTACGAAGTTGTTGGGAATAATAGGCGGATAGAACTCGACGTGATTGAAAGAGTTGTAGCGGAA
	GlicP^17      GAATTGAAGAAGAGAAGTTATTTGCGAAGAGTTTCTATTTTCAAAGAATGACGCTTGTACGAAGTTGTTGGGAATAATAGGCGGATAGAACTCGACGTGATTGAAAGAGTTGTAGCGGAA
	GlicE^20      GAATTGAAGAAGAGAAGTTATTTGCGAAGAGTTTCTATTTTCAAAGAATGACGCTTGTACGAAGTTGTTGGGAATAATAGGCGGATAGAACTCGACGTGATTGAAAGAGTTGTAGCGGAA
	GlicE^21      GAATTGAAGAAGAGAAGTTATTTGCGAAGAGTTTCTATTTTCAAAGAATGACGCTTGTACGAAGTTGTTGGGAATAATAGGCGGATAGAACTCGACGTGATTGAAAGAGTTGTAGCGGAA
	GlicE^22      GAATTGAAGAAGAGAAGTTATTTGCGAAGAGTTTCTATTTTCAAAGAATGACGCTTGTACGAAGTTGTTGGGAATAATAGGCGGATAGAACTCGACGTGATTGAAAGAGTTGTAGCGGAA
	GlicE^23       GAATTGAAGAAGAGAAGTTATTTGCGAAGAGTTTCTATTTTCAAAGAATGACGCTTGTACGAAGTTGTTGGGAATAATAGGCGGATAGAACTCGACGTGATTGAAAGAGTTGTAGCGGAA
	GlicE^24       GAATTGAAGAAGAGAAGTTATTTGCGAAGAGTTTCTATTTTCAAAGAATGACGCTTGTACGAAGTTGTTGGGAATAATAGGCGGATAGAACTCGACGTGATTGAAAGAGTTGTAGCGGAA
	GlicE^25      GAATTGAAGAAGAGAAGTTATTTGCGAAGAGTTTCTATTTTCAAAGAATGACGCTTGTACGAAGTTGTTGGGAATAATAGGCGGATAGAACTCGACGTGATTGAAAGAGTTGTAGCGGAA
	GlicE^26      GAATTGAAGAAGAGAAGTTATTTGCGAAGAGTTTCTATTTTCAAAGAATGACGCTTGTACGAAGTTGTTGGGAATAATAGGCGGATAGAACTCGACGTGATTGAAAGAGTTGTAGCGGAA
	GmorB^27    GAATTGAAGAAGAGAAGTTATTTGCGAAGAGTTTCTATTTTCAAAGAATGACGCTTGTACGAAGTTGTTGGGAATAATAGGCGGATAGAACTCGACGTGATTGAAAGAGTTGTAGCGGAA
	GpasB^28    GAATTGAAGAAGAGAAGTTATTTGCGAAGAGTTTCTATTTTCAAAGAATGACGCTTGTACGAAGTTGTTGGGAATAATAGGCGGATAGAACTCGACGTGATTGAAAGAGTTGTAGCGGAA
	GpasB^29    GAATTGAAGAAGAGAAGTTATTTGCGAAGAGTTTCTATTTTCAAAGAATGACGCTTGTACGAAGTTGTTGGGAATAATAGGCGGATAGAACTCGACGTGATTGAAAGAGTTGTAGCGGAA


18 120
	GecuC^1     TGTCCTAATGCACATATAATCGAACGCACTGAAACGTTTTCAGCGATGCGAATCGATTTGTGGGCAAGAAATATGGCGTTACATTAGTCGGTTGTCGTGTAGGCAGCCATAAGGACGAAG
	GecuP^4     TGTCCTAATGCACATATAATCGAACGCACTGAAACGTTTTCAGCGATGCGAATCGATTTGTGGGCAAGAAATATGGCGTTACATTAGTCGGTTGTCGTGTAGGCAGCCATAAGGACGAAG
	GecuP^5      TGTCCTAATGCACATATAATCGAACGCACTGAAACGTTTTCAGCGATGCGAATCGATTTGTGGGCAAGAAATATGGCGTTACATTAGTCGGTTGTCGTGTAGGCAGCCATAAGGACGAAG
	GecuE^8      TGTCCTAATACACATATAATCGAACGCACTGAAACGTTTTCAGCGATGCGAATCGATTTGTGGGCAAGAAATATGGCGTTACATTAGTCGGTTGTCGTGTAGGCAGCCATAAGGACGAAG
	GecuE^9       TGTCCTAATGCACATATAATCGAACGCACTGAAACGTTTTCAGMGATGCGAATCGATTTGTGGGCAAGAAATATGGCGTTACATTAGTCGGTTGTCGTGTAGGCAGCCATAAGGACGAAG
	GecuE^10       TGTCCTAATGCACATATAATCGAACGCACTGAAACGTTTTCAGCGATGCGAATCGATTTGTGGGCAAKAAATATGGCGTTACATTAGTCGGTTGTCGTGTAGGCAGCCATAAGGACGAAG
	GecuE^11       TGTCCTAATGCACATATAATCGAACGCACTGAAACGTTTTCAGCGATGCGAATCGATTTGTGGGCAAGAAATATGGCGTTACATTAGTCGGTTGTCGTGTAGGCAGCCATAAGGACGAAG
	GecuE^12      TGTCCTAATGCACATATAATCGAACGCACTGAAACGTTTTCAGCGATGCGAATCGATTTGTGGGCAAGAAATATGGCGTTACATTAGTCGGTTGTCGTGTAGGCAGCCATAAGGACGAAG
	GlicC^15     TGTCCTAATGCACATATAATNGAACGCACTGAAACGTTTTCAGCGATGCGAATCGATTTGTNGGCAAGAAATATGGCGTTACATTAGTCGGTTGTCGTGTAGGCAGCCATAAGGACGAAG
	GlicP^17      TGTCCTAATGCACATATAATMGAACGCACTGAAACGTTTTCAGCGATGCGAATCGATTTGTGGGCAAGAAATATGGCGTTACATTAGTCGGTTGTCGTGTAGGCAGCCATAAGGACGAAG
	GlicE^20      TGTCCTAATGCACATATARTMGAACGCACTGAAACGTTTTCAGCGATGCGAATCGATTTGTGGRCAAGAAATATGGCGTTACATTAGTCGGTTGTCGTGTAGGCAGCCATAAGGACGAAG
	GlicE^21      TGTCCTAATGCACATATAATCGAACGCACTGAAACGTTTTCAGCGATGCGAATCGATTTGTGGGCAAGAAATATGGCGTTACATTAGTCGGTTGTCGTGTARGCAGCCATAAGGACGAAG
	GlicE^22       TGTCCTAATGCACATATAATCGAACGCACTGAAACGTTTTCAGCGATGCGAATCGATTTGTGGGCAAGAAATATGGCGTTACATTAGTCGGTTGTCGTGTAGGCAGCCATAAGGACGAAG
	GlicE^23       TGTCCTAATGCACATATAATCGAACGCACTGAAACGTTTTCAGCGATGCGAATCGATTTGTGGGCAAGAAATATGGCGTTACATTAGTCGGTTGTCGTGTAGGCAGCCATAAGGACGAAG
	GlicE^24      TGTCCTAATGCACATATAATCGAACGCACTGAAACGTTTTCAGCGATGCGAATCGATTTGTGGGCAAGAAATATGGCGTTACATTAGTCGGTTGTCGTGTAGGCAGCCATAAGGACGAAG
	GmorB^27    TGTCCTAATGCACATATAATCGAACGCACTGAAACGTTTTCAGCGATGCGAATCGATTTGTGGGCAAGAAATATGGCGTTACATTAGTCGGTTGTCGTGTAGGCAGCCATAAGGACGAAG
	GpasB^28    TGTCCTAATGCACATATAATCGAACGCACTGAAACGTTTTCAGCGATGCGAATCGATTTGTGGGCAAGAAATATGGCGTTACATTAGTCGGTTGTCGTGTAGGCAGCCATAAGGACGAAG
	GpasB^29    TGTCCTAATGCACATATAATCGAACGCACTGAAACGTTTTCAGCGATGCGAATCGATTTGTGGGCAAGAAATATGGCGTTACATTAGTCGGTTGTCGTGTAGGCAGCCATAAGGACGAAG


19 120
	GecuC^1     GAGAGTTGCTTTCCTGAGAAAGTTCAACAAGCAAGTATCTAAAATGTCGGCTACAGATATGAATAAGTATTTCAGTAATGTTSGAGAAACAATAGCAAGTAGCATAAGCACAACTGATTY
	GecuP^4     GAKAGTTGCTTTCCTGAGAAAGTTCAACAAGYAAGTATCTAAAATGTCGGCTACAGATATGAATAAGTATTTCAGTAATGTTGGAGAAACAATAGCAAGTAGCATAAGCACAACTGATTC
	GecuP^5      GAGAGTTGCTTTCCTGAGAAAGTTCAACAAGYAAGTATCTAAAATGTCGGCTACAGATATGAATAAGTATTTCAGTAATGTTRGAGAAACAATAGCAAGTAGCATAAGCACAACTGATTC
	GecuE^8      GAGAGTTGCTTTCCTGAGAAAGTTCAACAAGCAAGTAYCTAAAATGTCGGCTACAGATATGAATAAGTATTTCAGTAATGTTGGAGAAACAATAGCAAGTAGCATAAGCACAACTGATTN
	GecuE^9       GAGAGTTGCTTTCCTGAGAAAGTTCAACAAGYAAGTATCTAAAATGTCGGCTACAGATATGAATAAGTATTTCAGTAATGTTGGAGAAACAATAGCAAGTAGCATAAGCACAACTGATTC
	GecuE^10       GAGAGTTGCTTTCCTGAGAAAGTTCAACAAGYAAGTATCTAAAATGTCGGCTACAGATATGAATAAGTATTTCAGTAATGTTGGAGAAACAATAGCAAGTAGCATAAGCACAACTGATTC
	GecuE^11      GAKAGTTGCTTTCCTGAGAAAGTTCAACAAGTAAGTATCTAAAATGTCGGCTACAGATATGAATAAGTATTTCAGTAATGTTGGAGAAACAATAGCAAGTAGCATAAGCACAACTGATTC
	GecuE^12      GAGAGTTGCTTTCCTGAGAAAGTTCAACAAGCAAGTATCTAAAATGTCGGCTACAGATATGAATAAGTATTTCAGTAATGTTGGAGAAACAATAGCAAGTAGCATAAGCACAACTGATTC
	GlicC^15     GAGAGTTGCTTTCCTGAGAAAGTTCAACAAGTAAGTATCTAAAATGTCGGCTACAGATATGAATAAGTATTTCAGTAATGTTGGAGAAACAATAGCAAGTAGCATAAGCACAACTGATTC
	GlicP^17      GAGAGTTGCTTTCCTGAGAAAGTTCAACAAGCAAGTATCTAAAATGTCGGCTACAGATATGAATAAGTATTTCAGTAATGTTGGAGAAACAATAGCAAGTAGCATAAGCACAACTGATTY
	GlicE^20      GAGAGTTGCTTTCCTGAGAAAGTTCAACAAGYAAGTATCTAAAATGTCGGCTACAGATATGAATAAGTATTTCAGTAATGTTGGAGAAACAATAGCAAGTAGCATAAGCACAACTGATTC
	GlicE^21      GAGAGTTGCTTTCCTGAGAAAGTTCAACAAGTAAGTATCTAAAATGTCGGCTACAGATATGAATAAGTATTTCAGTAATGTTGGAGAAACAATAGCAAGTAGCATAAGCACAACTGATTC
	GlicE^22       GAGAGTTGCTTTCCTGAGAAAGTTCAACAAGYAAGTATCTAAAATGTCGGCTACAGATATGAATAAGTATTTCAGTAATGTTGGAGAAACAATAGCAAGTAGCATAAGCACAACTGATTC
	GlicE^23       GAGAGTTGCTTTCCTGAGAAAGTTCAACAAGYAAGTATCTAAAATGTCGRCTACAGATATGAATAAGTATTTCAGTAATGTTGGAGAAACAATAGCAAGTAGCATAAGCACAACTGATTC
	GlicE^24      GAGAGTTGCTTTCCTGAGAAAGTTCAACAAGYAAGTATCTAAAATGTCGGCTACAGATATGAATAAGTATTTCAGTAATGTTGGAGAAACAATAGCAAGTARCATAAGCACAACTGATTC
	GlicE^25      GAGAGTTGCTTTCCTGAGAAAGTTCAACAAGYAAGTATCTAAAATGTCGGCTACAGATATGAATAAGTATTTCAGTAATGTTGGAGAAACAATAGCAAGTAGCATAAGCACAACTGATTC
	GmorB^27    GAGAGTTGCTTTCCTGAGAAAGTTCAACAAGYAAGTATCTAAAATGTCGGCTACAGATATGAATAAGTATTTCAGTAATGTTGGAGAAACAATAGCAAGTAGYATAAGCACAACTGATTC
	GpasB^28    GAGAGTTGCTTTCCTGAGAAAGTTCAACAAGCAAGTATCTAAAATGTCGGCTACAGATATGAATAAGTATTTCAGTAATGTTGGAGAAACAATAGCAAGTAACATAAGCACAACTGATTC
	GpasB^29    GAGAGTTGCTTTCCTGAGAAAGTTCAACAAGCAARTATCTAAAATGTCGGCTACAGATATGAATAAGTATTTCAGTAATGTTGGAGAAACAATAGCAAGTARCATAAGCACAACTGATTC


15 120
	GecuC^1     TTTTCCGTNGAAGTCTCGCAAGAACTCCATCAAAAAATCATACTTNAGATGTAGCNCAAAGCACTCTGATTTTTATTCGATCTCCAAGCGACAAACCAGAAAATTCTTTGATTGGANATG
	GecuP^4      TTTTCCGTCGAAGTCTCGCAAGAACTCCATCAAAAAATCATACTTGAGATGTAGCCCAAAGCACTCTGATTTTTATTCGATCTCCAAGCGACAAACCAGAAAATTCTTTGATTGGAAATG
	GecuP^5      TTTTCCGTYGAAGTCTCGCAAGAACTCCATCAAAAAATCATACTTGAGATGTAGCYCAAAGCACTCTGATTTTTATTCGATCTCCAAGCGACAAACCAGAAAATTCTTTGATTGGAAATG
	GecuE^8      TTTTCCGTYGAAGTCTCGCAAGAACTCCATCAAAAAATCATACTTGAGATGTAGCYCAAAGCACTCTGATTTTTATTCGATCTCCAAGCGACAAACCAGAAAATTCTTTGATTGGAAATG
	GecuE^9      TTTTCCGTYGAAGTCTCGCAAGAACTCCATCAAAAAATCATACTTGAGATGTAGCYCAAAGCACTCTGATTTTTATTCGATCTCCAAGCGACAAACCAGAAAATTCTTTGATTGGAAATG
	GlicC^15     TTTTCCGTNGAAGTCTCGCAAGAACTCCATCAAAAAATCATACTTGAGATGTAGCTCAAAGCACTCTGATTTTTATTCGATCTCCAAGCGACAAACCAGAAAATTCTTTGATTGGAAATN
	GlicC^16     TTTTCCGTTGAAGTCTCGCAAGAACTCCATCAAAAAATCATACTTGAGATGTAGCTCAAAGCACTCTGATTTTTATTCGATCTCCAAGCGACAAACCAGAAAATTCTTTGATTGGAAATG
	GlicP^17      TTTTCCGTTGAAGTCTCGCAAGAACTCCATCAAAAAATCATACTTGAGATGTAGCTCAAAGCACTCTGATTTTTATTCGATCTCCAAGCGACAAACCAGAAAATTCTTTGATTGGAAATG
	GlicP^18      TTTTCCGTTGAAGTCTCGCAAGAACTCCATCAAAAAATCATACTTGAGATGTAGCTCAAAGCACTCTGATTTTTRTTCGATCTCCAAGCGACAAACCAGAAAATTCTTTGATTGGAAATG
	GlicE^20      TTTTCCGTCGAAGTCTCGCAAGAACTCCATCAAAAAATCATACTTGAGATGTAGCYCAAAGCACTCTGATTTTTATTCGATCTCCAAGCGACAAACCAGAAAATTCTTWGATTGGAAATG
	GlicE^21      TTTTCCGTCGAAGTCTCGCAAGAACTCCATCAAAAAATCATACTTGAGATGTAGCYCAAAGCACTCTGATTTTTATTCGATCTCCAAGCGACAAACCAGAAAATTCTTTGATTGGAAATG
	GlicE^22      TTTTCCGTCGAAGTCTCGCAAGAACTCCATCAAAAAATCATACTTGAGATGTAGCCCAAAGCACTCTGATTTTTATTCGATCTCCAAGCGACAAACCAGAAAATTCTTTGATTGGAAATG
	GmorB^27    TTTTCCGTTGAAGTCTCGCAAGAACTCCATCAAAAAATCATACTTGAGATGTAGCTCAAAGCACTCTGATTTTTATTCGATCTCCAAGCGACAAACCAGAAAATTCTTTGATTGGAAATG
	GpasB^28    TTTTCCGTTG--GTCTCGCAAGAACTCCATCAAAAAATCATACTTGAGATGTAGCTCAAAGCACTCTGATTTTTATTCGATCTCCAAGCGACAAACCAGAAAATTCTTTGATTGGAAATG
	GpasB^29    TTTTCCGTTGAAGTCTCGCAAGAACTCCATCAAAAAATCATACTTGAGATGTAGCTCAAAGCACTCTGATTTTTRTTCGATCTCCAAGCGACAAACCAGAAAATTCTTTGATTGGAAATG


17 120
	GecuC^1     CATAACAGCAGTTTGTAATGTGTCACACAAACTTCGACGATGTCAAAACTTCGTCCATATAACAAGTTGTAATGGTGGCTGGAGCAGCCGCTAATAACATTTACGGTTGCGAAACTTGGA
	GecuP^4     CATAACAGCAGTTTGTAATGTGTCACACAAACTTCGACGATGTCAAAACTTCGTCCATATAACAAGTTGTAATGGTGGCTGGAGCAGCCGCTAATAACATTTACGGTTGCGAAACTTGGA
	GecuP^5      CATAACAGCAGTTTGTAATGTGTCACACAAACTTCGACGATGTCAAAACTTCGTCCATATAACAAGTTGTAATGGTGGCTGGAGCAGCCGCTAATAACATTTACGGTTGCGAAACTTGGA
	GecuE^8      CATAACAGCAGTTTGTAATGTGTCACACAAACTTCGACGATGTCAAAACTTCGTCCATATAACAAGTTGTAATGGTGGCTGGAGCAGCCGCTAATAACATTTACGGTTGCGAAACTTGGA
	GecuE^9       CATAACAGCAGTTTGTAATGTGTCACACAAACTTCGACGATGTCAAAACTTCGTCCATATAACAAGTTGTAATGGTGGCTGGAGCAGCCGCTAATAACATTTACGGTTGCGAAACTTGGA
	GecuE^10       CATAACAGCAGTTTGTAATGTGTCACACAAACTTCRACGATGTCRAAACTTCGTCCATATAACAAGTTGTAATGGTGGCTGGAGCAGCCGCTAATAACATTTACGGTTGCGAAACTTGGA
	GecuE^11      CATAACAGCAGTTTGTAATGTGTCACACAAACTTCGACGATGTCAAAACTTCGTCCATATAACAAGTTGTAATGGTGGCTGGAGCAGCCGCTAATAACATTTACGGTTGCGAAACTTGGA
	GlicC^15     CATAACAGCAGTTTGTAATGTGTCACACAAACTTCGACGATGTCGAAACTTCGTCCATATAACAAGTTGTAATGGTGGCTGGAGCAGCCGCTAATAACATTTACGGTTGCGAAACTTGGA
	GlicP^17      CATAACAGCAGTTTGTAATGTGTCACACAAACTTCGACGATGTC-AAACTTCGTCCATATAACAAGTTGTAATGGTGGCTGGAGCAGCCGCTAATAACATTTACGGTTGCGAAACTTGGA
	GlicE^20      CATAACAGCAGTTTGTAATGTGTCACACAAACTTCGACGATGTCAAAACTTCGTCCATATAACAAGTTGTAATGGTGGCTGGAGCAGCCGCTAATAACATTTACGGTTGCGAAACTTGGA
	GlicE^21      CATAACAGCAGTTTGTAATGTGTCACACAAACTTCGACGATGTCAAAACTTCGTCCATATAACAAGTTGTAATGGTGGCTGGAGCAGCCGCTAATAACATTTACGGTTGCGAAACTTGGA
	GlicE^22       CATAACAGCAGTTTGTAATGTGTCACACAAACTTCGACGATGTCAAAACTTCGTCCATATAACAAGTTGTAATGGTGGCTGGAGCAGCCGCTAATAACATTTACGGTTGCGAAACTTGGA
	GlicE^23       CATAACAGCAGTTTGTAATGTGTCACACAAACTTCGACGATGTCAAAACTTCGTCCATATAACAAGTTGTAATRGTGGCTGGAGCAGCCGCTAATAACATTTACGGTTGCGAAACTTGGA
	GlicE^24      CATAACAGCAGTTTGTAATGTGTCACACAAACTTCGACGATGTCRAAACTTCGTCCATATAACAAGTTGTAATGGTGGCTGGAGCAGCCGCTAATAACATTTACGGTTGCGAAACTTGGA
	GlicE^25      CATAACAGCAGTTTGTAATGTGTCACACAAACTTCGACGATGTCAAAACTTCGTCCATATAACAAGTTGTAATGGTGGCTGGAGCAGCCGCTAATAACATTTACGGTTGCGAAACTTGGA
	GmorB^27    CATAACAGCAGTTTGTAATGTGTCACACAAACTTCGACGATGTCAAAACTTCGTCCATATAACAAGTTGTAATGGTGGCTGGAGCAGCCGCTAATAACATTTACGGTTGCGAAACTTGGA
	GpasB^28    CATAACAGCAGTTTGTAATGTGTCACACAAACTTCGACGATGTCAAAACTTCGTCCATATAACAAGTTGTAATGGTGGCTGGAGCAGCCGCTAATAACATTTACGGTTGCGAAACTTGGA


18 120
	GecuC^1     AGGGAAATCTAGGAAATTNTTACGCGAGTCCGTTGGCTACATTGTAATATACGCAGTGATGACAACTGGAAGATATTTACCATAATCTACGGTTACTTGTTTATTGTAAGAAATGACCTA
	GecuP^4     AGGGAAATCTAGGAAATTATTACGCGAGTCCGTTGGCTACATTGTAATATACGCAGTGATGACAACTGGRAGATATTTACCATAATCTACGGTTACTTGTTTATTGTAAGAAATGACCTA
	GecuP^5     ANGGAAATCTAGGAAATTATTACGCGAGTCCGTTGGCTACATTGTAATATANGCAGTGATGACAACTGGAAGATATTTACCATAATCTACGGTTACTTGTTTATTGTAAGAAATGACCTA
	GecuP^6      AGGGAAATCTAGGAAATTATTACGCGAGTCCGTTGGCTACATTGTAATATACGCAGTGATGACAACTGGAAGATATTTACCATAATCTACGGNNY--TGTTKATTRTAAGAAATGACCTA
	GecuE^8       AGGGAAATCTAGGAAATTATTACGCGAGTCCGTTGGCTACATTGTAATATACGCAGTGATGACAACTGGAAGATATTTACCATAATCTACGGTTACTTGTTTATTGTAAGAAATGACCTA
	GlicC^15     AGGGAAATCTAGGAAATTATTACGCGNGTCCGTTGGCTACATTGTAATATACGCAGTGATGACAACTGGAAGATATTTACCATAATCTACGGTTACTTGTTTATTGTAAGAAATGACCTA
	GlicP^17      AGGGAAATCTAGGAAATTATTACGCGAGTCCGTTGGCTACATTGTAATATACGCAGTGATGACAACTGGAAGATATTTACCATAATCTACGGTTACTTGTTTATTGTNAGAAATGACCTA
	GlicP^18      AGGGAAATCTAGGAAATTATTACGCGAGTCCGTTGGCTACATTGTAATATACGCAGTGATGACAACTGGAAGATATTTACCATAATCTACGGTTACTTGTTTATTGTAAGAAATGACCTA
	GlicP^19      AGGGAAATCTAGGAAATTATTACGCGAGTCCGTTGGCTACATTGTAATATACGCAGTGATGACAACTGGAAGATATTTACCATAATCTACGGTTACYTGTTKATTRTAAGAAATGACCTA
	GlicE^20      AGGGAAATCTAGGAAATTATTACGCGAGTCCGTTGGCTACATTGTAATATACGCAGTGATGACAACTG---GATATTTACCATAATCTACGGTTACTTGTTTATTGTAAGAAATGACCTA
	GlicE^21      AGGGAAATCTAGGAAATTATTACGCGAGTCCGTTGGCTACATTGTAATATACGCAGTGATGACAACTGGAAGATATTTACCATAATCTACGGTTACTTGTTTATTGTAAGAAATGACCTA
	GlicE^22       AGGGAAATCTAGGAAATTATTACGCGAGTCCGTTGGCTACATTGTAATATACGCAGTGATGACAACTGGAAGATATTTACCATAATCTACGGTTACTTGTTTATTGTAAGAAATGACCTA
	GlicE^23       AGGGAAATCTAGGAAATTATTACGCGAGTCCGTTGGCTACATTGTAATATACGCAGTGATGACAACTGGAAGATATTTACCATAATCTACGGTTACTTGTTTATTGTAAGAAATGACCTA
	GlicE^24      AGGGAAATCTAGGAAATTATTACGCGAGTCCGTTGGCTACATTGTAATATACGCAGTGATGACAACTGGAAGATATTTACCATAATCTACGGTTACTTGTTTATTGTAAGAAATGACCTA
	GlicE^25      AGGGAAATCTAGGAAATTATTACGCGAGTCCGTTGGCTACATTGTAATATACGCAGTGATGACAACTGGAAGATATTTACCATAATCTACGGTTACTTGTTTATTGTAAGAAATGACCTA
	GmorB^27    AGGGAAATCTAGGAAATTATTACGCGAGTCCGTTGGCTACATTGTAATATACGCAGTGATGACAACTGGAAGATATTTACCATAATCTACGGTTACTTGTTTATTGTAAGAAATGACCTA
	GpasB^28    AGGGAAATCTAGGAAATTATTACGCGAGTCCGTTGGCTACATTGTAATATACGCAGTGATGACAACTGGAAGATATTTACCATAATCTACGGTTACTTGTTTATTGTAAGAAATGACCTA
	GpasB^29    AGGGAAATCTAGGAAATTATTACGCGAGTCCGTTGGCTACATTGTAATATACGCAGTGATGACAACTGGAAGATATTTACCATAATCTACGGTTACTTGTTTATTGTAAGAAATGACCTA


21 120
	GecuC^1     TNGTCTCTGACGCGATGAATTGGAACGGAATGTCCAGAATTACGTCTAGAAATTACTCGACATAAGCAGACTGTGCTTCTTATGCGAGAAACGCAAAGCTGCANTTCAAACAGAGATAAA
	GecuP^4     TCGTCTCTGACGCGATGAATTGGAACGGAATGTCCAGAATTACGTCTAGAAATTACTCGACATAAGCAGACTGTGCTTCTTATGCGAGAAACGCAAAGCTGCATTTCAAACAGAGATAAA
	GecuP^5     TCGTCTCTGACGCGATGAATTGGAACGGAATGTCCAGAATTACGTCTAGAAATTACTCGACATAAGCAGACTGTGCTTCTTATGCGAGAAACGCAAAGCTGCATTTCAAACAGAGATAAA
	GecuP^6      TCGTCTCTGACGCGATGAATTGGAACGGAATGTCCAGAATTACGTCTAGAAATTACTCGACATAAGCAGACTGTGCTTCTTATGCGAGAAACGCAAAGCTGCATTTCAAACAGAGATAAA
	GecuP^7      TCGTCTCTGACGCGATGAATTGGAACGGAATGTCCAGAATTACGTCTAGAAATTACTCGACATAAGCAGACTGTGCTTCTTATGCGAGAAACGCAAAGCTGCATTTCAAACAGAGATAAA
	GecuE^8      TCGTCTCTGACGCGATGAATTGGAACGGAATGTCCAGAATTACGTCTAGAAATTACTCGACATAAGCAGACTGTGCTTCTTATGCGAGAAACGCAAAGCTGCATTTCAAACAGAGATAAA
	GecuE^9       TCGTCTCTGACGCGATGAATTGGAACGGAATGTCCAGAATTACGTCTAGAAATTACTCGACANAAGCAGACTGTGCTTCTTATGCGAGAAACGCAAAGCTGCATTTCAAACAGAGATAAA
	GecuE^10       TCGTCTCTGACGCGATGAATTGGAACGGAATGTCCAGAATTACGTCTAGAAATTACTCGACATAAGCAGACTGTGCTTCTTATGCGAGAAACGCAAAGCTGCATTTCAAACAGAGATAAA
	GecuE^11       TCGTCTCTGACGCGATGAATTGGAACGGAATGTCCAGAATTACGTCTAGAAATTACTCGACATAAGCAGACTGTGCTTCTTATGCGAGAAACGCAAAGCTGCATTTCAAACAGAGATAAA
	GecuE^12      TCGTCTCTGACGCGATGAATTGGAACGGAATGTCCAGAATTACGTCTAGAAATTACTCGACATAAGCAGACTGTGCTTCTTATGCGAGAAACGCAAAGCTGCATTTCAAACAGAGATAAA
	GlicC^15     TCGTCTCTGACGCGATGAATTGGAACGGAATGTNCAGAATTACGTCTAGAAATTACTCGACATAAGCAGACTGTGCTTCTTATGCGAGAAACGCAAAGCTGCATTTCAAACAGAGATAAA
	GlicP^17      TCGTCTCTGACGCGATGAATTGGAACGGAATGTCCAGAATTACGTCTAGAAATTACTCGACATAAGCAGACTGTGCTTCTTATGCGAGAAACGCAAAGCTGCATTNCAAACAGAGATAAA
	GlicE^20      TCGTCTCTGACGCGATGAATTGGAACGGAATGTCCAGAATTACGTCTAGAAATTACTCGACATAAGCAGACTGTGCTTCTTATGCGAGAAACGCAAAGCTGCATTTCAAACAGAGATAAA
	GlicE^21      TCGTCTCTGACGCGATGAATTGGAACGGAATGTCCAGAATTACGTCTAGAAATTACTCGACATAAGCAGACTGTGCTTCTTATGCGAGAAACGCAAAGCTGCATTTCAAACAGAGATAAA
	GlicE^22       TCGTCTCTGACGCGATGAATTGGAACGGAATGTCCAGAATTACGTCTAGAAATTACTCGACATAAGCAGACTGTGCTTCTTATGCGAGAAACGCAAAGCTGCATTTCAAACAGAGATAAA
	GlicE^23       TCGTCTCTGACGCGATGAATTGGAACGGAATGTCCAGAATTACGTCTAGAAATTACTCGACATAAGCAGACTGTGCTTCTTATGCGAGAAACGCAAAGCTGCATTTCAAACAGAGATAAA
	GlicE^24      TCGTCTCTGACGCGATGAATTGGAACGGAATGTCCAGAATTACGTCTAGAAATTACTCGACATAAGCAGACTGTGCTTCTTATGCGAGAAACGCAAAGCTGCATTTCAAACAGAGATAAA
	GlicE^25      TCGTCTCTGACGCGATGAATTGGAACGGAATGTCCAGAATTACGTCTAGAAATTACTCGACATAAGCAGACTGTGCTTCTTATGCGAGAAACGCAAAGCTGCATTTCAAACAGAGATAAA
	GmorB^27    TCGTCTCTGACGCGATGAATTGGAACGGAATGTCCAGAATTACGTCTAGAAATTACTCGRCATAAGCAGACTGTGCTTCTTATGCGAGAAACGCAAAGCTGCATTTCAAACAGAGATAAA
	GpasB^28    TCGTCTCTGACGCGATGAATTGGAACGGAATGTCCAGAATTACGTCTAGAAATTACTCGACATAAGCAGACTGTGCTTCTTATGCGAGAAACGCAAAGCTGCATTTCAAACAGAGMTAAA
	GpasB^29    TCGTCTCTGACGCGATGAATTGGAACGGAATGTCCAGAATTACGTCTAGAAATTACTCGACATAAGCAGACTGTGCTTCTTATGCGAGAAACGCAAAGCTGCATTTCAAACAGAGATAAA


18 120
	GecuC^1     CAATTTTGTGCTTGCTTTATCGGCGTCTGACTCTATATTTGGGTGTGACCGAATTACCTACATGGTACTTGAAATCGGAATCGGATTCAGTACTCAACTGTATGTCAATCCTACCCTTTT
	GecuP^4     CAATTTTGTGCTTGCTTTATCGGCGTCTGACTCTATATTTGGGTGTGACCGAATTACCTACATGGTACTTGAAATCGGAATCGGATTCAGTACTCAACTGTATGTCAATCCTACCCTTTT
	GecuP^5      CAATTTTGTGCTTGCTTTATCGGCGTCTGACTCTATATTTGGGTGTGACCGAATTACCTACATGGTACTTGAAATCGGAATCGGATTCAGTACTCAACTGTATGTCAATCCTACCCTTTT
	GecuP^6      CAATTTTGTGCTTGCTTTATCGGCGTCTGACTCTATATTTGGGTGTGACCGAATTACCTACATGGTACTTGAAATCGGAATCGGATTCAGTACTCAACTGTATGTCAATCCTACCCTTTT
	GecuE^8      CAATTTTGTGCTTGCTTTATCGGCGTCTGACTCTATATTTGGGTGTGACCGAATTACCTACATGGTACTTGAAATCGGAATCGGATTCAGTACTCAACTGTATGTCAATCCTACCCTTTT
	GecuE^9       CAATTTTGTGCTTGCTTTATCGGCGTCTGACTCTATATTTGGGYGTGACCGAATTACCTACATGGTACTTGAAATSGGAATCGGATTCAGTACTCAACTGTATGTCAATCCTACCCTTTT
	GecuE^10       CAATTTTGTGCTTGCTTTATCGGCGTCTGACTCTATATTTGGGTGTGACCGAATTACCTACATGGTACTTGAAATSGGAATCGGATTCAGTACTCAACTGTATGTCAATCCTACCCTTTT
	GlicC^15     CAATTTTGTGCTTGCTTTATCGGCGTCTGACTCTATATTTGGGTGTGACCGAATTACCTACATGGTACTTGAAATCGGAATCGGATTCAGTACTCAACTGTATGTCAATCCTACCCTTTT
	GlicP^17      CAATTTTGTGCTTGCTTTATCGGCGTCTGNCTCTATATTTGGGTGTGACCGAATTACCTACATGGTACTTGAAATCGGAATCGGATTCAGTACTCAACTGTATGTCAATCCTACCCTTTT
	GlicE^20      CAATTTTGTGCTTGCTTTATCGGCGTCTGACTCTATATTTGGGTGTGACCGAATTACCTACATGGTACTTGAAATCGGAATCGGATTCAGTACTCAACTGTATGTCAATCCTACCCTTTT
	GlicE^21      CAATTTTGTGCTTGCTTTATCGGCGTCTGACTCTATATTTGGGTGTGACCGAATTACCTACATGGTACTTGAAATCGGAATCGGATTCAGTACTCAACTGTATGTCAATCCTACCCTTTT
	GlicE^22       CAATTTTGTGCTTGCTTTATCGGCGTCTGACTCTATATTTGGGTGTGACCGAATTACCTACATGGTACTTGAAATCGGAATCGGATTCAGTACTCAACTGTATGTCAATCCTACCCTTTT
	GlicE^23       CAATTTTGTGCTTGCTTTATCGGCGTCTGACTCTATATTTGGGTGTGACCGAATTACCTACATGGTACTTGAAATCGGAATCGGATTCAGTACTCAACTGTATGTCAATCCTACCCTTTT
	GlicE^24      CAATTTTGTGCTTGCTTTATCGGCGTCTGACTCTATATTTGGGTGTGACCGAATTACCTACATGGTACTTGAAATCGGAATCGGATTCAGTACTCAACTGTATGTCAATCCTACCCTTTT
	GlicE^25      CAATTTTGTGCTTGCTTTATCGGCGTCTGACTCTATATTTGGGTGTGACCGAATTACCTACATGGTACTTGAAATCGGAATCGGATTCAGTACTCAACTGTATGTCAATCCTACCCTTTT
	GmorB^27    CAATTTTGTGCTTGCTTTATCGGCGTCTGACTCTATATTTGGGTGTGACCGAATTACCTACATGGTACTTGAAATCGGAATCGGATTCAGTACTCAACTGTATGTCAATCCTACCCTTTT
	GpasB^28    CAATTTTGTGCTTGCTTTATCGGCGTCTGACTCTATGTTTGGGTGTGACCGAATTACCTACATGGTACTTGAAATCGGAATCGGATTCAGTACTCAACTGTATGTCAATCCTACCCTTTT
	GpasB^29    CAATTTTGTGCTTGCTTTATCGGCGTCTGACTCTATATTTGGGTGTGACCGAATTACCTACATGGTACTTGAAATSGGAATCGGATTCAGTACTCAACTGTATGTCAATCCTACCCTTTT


21 120
	GecuC^1     GGCTCCGCTCGATAGGAAAGGGTAGTTTTGGCCTTGAAACGTCCTGAAAAGATATTGTACTTTTCCTTTTTACTTATCTAATAATATCTGTGCATAAAAATTGGTTACATCCARTAAGTT
	GecuP^4     GGCTCCGCTCGATAGGAAAGGGTAGTTTTGGCCTTGAAACGTCCTRAAAAGATATTGTACTTTTCCTTTTTACTTATCTAATAATATCTGTGCATAAAAATTGGTTACATCCAGTAAGTT
	GecuP^5     GGCTCCGNTCGATAGGAAAGGGTAGTTTTGGCCTTGAAACGTCCTGAAAAGATATTGTACTTTTCCTTTTTACTTATCTAATAATATCTGTGCATAAAAATTGGTTACATCCAGTAAGTT
	GecuP^6      GGCTCCGCTCGATAGGAAAGGGTAGTTTTGGCCTTGAAACGTCCTGAAAAGATATTGTACTTTTCCTTTTTACTTATCNNNTAATATCTGTGCATAAAAATTGGTTACATCCAGTAAGTT
	GecuE^8      GGCTCCGCTCGATAGGAAAGGGTAGTTTTGGCCTTGAAACGTCCTGAAAAGATATYGTACTTTTCCTTTTTACTTATCTAATAATATCTGTGCATAAAAATTGGTTACATCCAGTAAGTT
	GecuE^9       GGCTCCGCTCGATAGGAAAGGGTAGTTTTGGCCTTGAAACGTCCTGAAAA-ATATTGTACTTTTCCTTTTTACTTATCTAATAATATCTGTGCATAAAAATTGGTTACATCCAGTAAGTT
	GecuE^10       GGCTCCGCTCGATAGGAAAGGGTAGTTTTGGCCTTGAAACGTCCTGAAAAGATATTGTACTTTTCCTTTTTACTTATCTAATAATATCTGTGCATAAAAATTGGTTACATCCAGTAAGTT
	GecuE^11       GGCTCCGCTCGATAGGAAAGGGTAGTTTTGGCCTTGAAACGTCCTGAAAAGATATTGTACTTTTCCTTTTTACTTATCTAATAATATCTGTGCATAAAAATTGGTTACATCCAGTAAGTT
	GecuE^12      GGCTCCNCTCGATAGGAAAGGGTAGTTTTGGCCTTGAAACGTCCTGAAAAGATATTGTACTTTTCCTTTTTACTTATCTAATAATATCTGTGCATAAAAATTGGTTACATCCAGTAAGTT
	GlicC^15     GGCTCCGCTCGATAGGAAAGGGTAGTTTTGGCCTTGAAACGTCCTGAAAAGATATTGTACTTTTCCTTTTTACTTATC---TAATATCTGTGCATAAAAATTGGTTACATCCAGTAAGTT
	GlicC^16     GGCTCCGCTCGATAGGAAAGGGTAGTTTTGGCCTTGAAACGTCCTGAAAAGATATTGTACTTTTCCTTTTTACTTATCTAATAATATCTGTGCATAAAAATTGRTTACATCCAGTAAGTT
	GlicP^17      GGCTCCGCTCGATAGGAAASGGTAGTTTTGGCCTTGAAACGTCCTGAAAAGATATTGTACTTTTCCTTTTTACTTATCNNNTAATATCTGTGCATAAAAATTGGTTACATCCAGTAAGTT
	GlicP^18      GGCTCCGCTCGATAGGAAASGGTAGTTTTGGCCTTGAAACGTCCTGAAAAGATATTGTACTTTTCCTTTTTACTTATCTAATAATATCTGTGCATAAAAATTGGTTACATCCAGTAAGTT
	GlicE^20      GGCTCCGCTCGATAGGAAAGGGTAGTTTTGGCCTTGAAACGTCCTGAAAAGATATTGTACTTTTCCTTTTTACTTATCTAATAATATCTGTGCATAAAAATTGGTTACATCCAGTAAGTT
	GlicE^21      GGCTCCGCTCGATAGGAAAGGGTAGTTTTGGCCTTGAAACGTCCTGAAAAGATATTGTACTTTTCCTTTTTACTTATCTAATAATATCTGTGCATAAAAATTGGTTACATCCAGTAAGTT
	GlicE^22       GGCTCCGCTCGATAGGAAAGGGTAGTTTTGGCCTTGAAACGTCCTGAAAAGATATTGTACTTTTCCTTTTTACTTATCTAATAATATCTGTGCATAAAAATTGGTTACATCCAGTAAGTT
	GlicE^23       GGCTCCGCTCGATAGGAAASGGTAGTTTTGGCCTTGAAACGTCCTGAAAAGATATTGTACTTTTCCTTTTTACTTATCTAATAATATCTGTGCATAAAAATTGGTTACATCCAGTAAGTY
	GlicE^24      GGCTCCGCTCGATAGGAAAGGGTAGTTTTGGCCTTGAAACGTCCTGAAAAGATATTGTACTTTTCCTTTTTACTTATCTAATAATATCTGTGCATAAAAATTGGTTACATCCAGTAAGTT
	GlicE^25      GGCTCCGCTCGATAGGAAAGGGTAGTTTTGGCCTTGAAACGTCCTGAAAAGATATTGTACTTTTCCTTTTTACTTATCTAATAATATCTGTGCATAAAAATTGGTTACATCCAGTAAGTT
	GmorB^27    GGCTCCGCTCGATAGGAAAGGGTAGTTTTGGCCTTGAAACGTCCTGAAAAGATATYGTACTTTTCCTTTTTACTTATCTAATAATATCTGTGCATAAAAATTGGTTACATCCAGTAAGTT
	GpasB^28    GGCTCCGCTCGATAGGAAAGGGTAGTTTTGGCCTTGAAACGTCCTGAAAAGATATTGTACTTTTCCTTTTTACTTATCTAATAATATCTGTGCATAAAAATTGGTTACATCCAGTAAGTT


16 120
	GecuC^1     TGGGAACTCGAGGACTGCTGTTTCTCAGTTTATCACGCAATATTTGTCTAGAGAGGTATTACAGCAGAGGATGATTACTAGTCTGGGTAAATAGCGGTAACAATCAGTGAATTAGATATG
	GecuP^4     TGGGAACTCGAGGACTGCTGTTTCTCARTTTATCACGCAATATTTGTCTAGAGAGGTATTACAGCAGAGGATGATTACTAGTCTGGGTAAATAGCGGTAACAATCAGTGAATTAGATATG
	GecuP^5     TGGGAACTCGAGGACTGCTGTTTCTCARTTTATCACGCAATATTTGYCTAGAGAGGTATTACAGCAGAGGATGATTACTAGTCTGGGTAAATAGCGGTAACAATCAGTGAATTAGATATG
	GecuE^8      TGGGAACTCGAGGACTGCTGTTTCTCAATTTATCACGCAATATTTGYCTAGAGAGGTATTACAGCAGAGGATGATTACTAGTCTGGGTAAATAGCGGTAACAATCAGTGAATTAGATATG
	GecuE^9       TGGGAACTCGAGGACTGCTRTTTCTCAATTTATCACGCAATATTTGTCTAGAGAGGTATTACAGCAGAGGATGATTACTAGTCTGGGTAAATAGCGGTAACAATCAGTGAATTAGATATG
	GecuE^10       TGGGAACTCGAGGACTGCTGTTTCTCAATTTATCACGCAATATTTGTCTAGAGAGGTATTACAGCAGAGGATGATTACTAGTCTGGGTAAATAGCGGTAACAATCAGTGAATTAGATATG
	GlicC^15     TGGGAACTCGAGGACTGCTGTTTCTCAATTTATCACACAATATTTGTCTAGAGAGGTATTACAGCAGAGGATGATTACTAGTCTGGGTAAATAGCGGTAACAATCAGTGAATTAGATATG
	GlicP^17      TGGGAACTCGAGGACTGCTGTTTCTCAATTTATCACGCAATATTTGTCTAGAGAGGTATTACRGCAGAGGATGATTACTAGTCTGGGTAAATAGCGGTAACAATCAGTGAATTAGATATG
	GlicE^20      TGGGAACTCGAGGACTGCTGTTTCTCAATTTATCACRCAATATTTGTCTAGAGAGGTATTACAGCAGAGGATGATTACTAGTCTGGGTAAATAGCGGTAACAATCAGTGAATTAGATATG
	GlicE^21      TGGGAACTCGAGGACTGCTGTTTCTCAATTTATCACRCAATATTTGTCTAGAGAGGTATTACAGCAGAGGATGATTACTAGTCTGGGTAAATAGCGGTAACAATCAGTGAATTAGATATG
	GlicE^22       TGGGAACTCGAGGACTGCTGTTTCTCAATTTATCACGCAATATTTGTCTAGAGAGGTATTACRGCAGAGGATGATTACTAGTCTGGGTAAATAGCGGTAACAATCAGTGAATTAGATATG
	GlicE^23       TGGGAACTCGAGGACTGCTGTTTCTCAATTTATCACGCAATATTTGTCTAGAGAGGTATTACAGCAGAGGATGATTACTAGTCTGGGTAAATAGCGGTAACAATCAGTGAATTAGATATG
	GlicE^24      TGGGAACTCGAGGAYTGCTGTTTCTCAATTTATCACACAATATTTGTCTAGAGAGGTATTACAGCAGAGGATGATTACTAGTCTGGGTAAATAGCGGTAACAATCAGTGAATTAGATATG
	GlicE^25      TGGGAACTCGAGGAYTGCTGTTTCTCAATTTATCACACAATATTTGTCTAGAGAGGTATTACAGCAGAGGATGATTACTAGTCTGGGTAAATAGCGGTAACAATCAGTGAATTAGATATG
	GmorB^27    TGGGAACTCGAGGACTGYTGTTTCTCAATTTATCACGCAATATTTGTCTAGAGAGGTATTACAGCAGAGGATGATTACTAGTCTGGGTAAATAGCGGTAACAATCAGTGAATTAGATATG
	GpasB^28    TGGGAACTCGAGGACTGYTGTTTCTCARTTTATCACGCAATATTTGTCTAGAGAGGTATTACAGCAGAGGATGATTACTAGTCTGGGTAAATAGCGGTAACAATCAGTGAATTAGATATG


20 120
	GecuC^1     TCCTATTGCACCATACGTAGGTACTACGTACTCTTCAAGTATTTCTTATAAAAGGAACCATTTCTTTCGTTGTCTATTCACCATCGATAAACTCGAAATAGAAATTATTCTCAACGTAGA
	GecuC^2     TCCTATTGCACCATACGTAGGTACTACGTACTCTTCAAGTATTTCTTATAAAAGGAACCATTTCTTTCGTTGTCTATTCACCATCGATAAACTCGAAATAGAAATTATTCTCAACGTAGA
	GecuP^4     TCCTATTGCACCATACGTAGGTACTACGTACTCTTCAAGTATTTCTTATAAAAGGAACCATTTCTTTCGTTGTCTATTCACCATCGATAAACTCGAAATAGAAATTATTCTCAACGTAGA
	GecuP^5      TCCTATTGCACCATACGTAGGTACTACGTACTCTTCAAGTATTTCTTATAAAAGGAACCATTTCTTTCGTTGTCTATTCACCATCGATAAACTCGAAATAGAAATTATTCTCAACGTAGA
	GecuE^8      TCCTATTGCACCATACGTAGGTACTACGTACTCTTCAAGTATTTCTTATAAAAGGAACCATTTCTTTCGTTGTCTATTCACCATCGATAAACTCGAAATAGAAATTATTCTCAACGTAGA
	GecuE^9       TCCTATTGCACCATACGTAGGTACTACGTACTCTTCAAGTATTTCTTATAAAAGGAACCATTTCTTTCGTTGTCTATTCACCATCGATAAACTCGAAATAGAAATTATTCTCAACGTAGA
	GecuE^10       TCCTATTGCACCATACGTAGGTACTACGTACTCTTCAAGTATTTCTTATAAAAGGAACCATTTCTTTCGTTGTCTATTCACCATCGATAAACTCGAAATAGAAATTATTCTCAACGTAGA
	GecuE^11      TCCTATTGCACCATACGTAGGTACTACGTACTCTTCAAGTATTTCTTATAAAAGGAACCATTTCTTTCGTTGTCTATTCACCATCGATAAACTCGAAATAGAAATTATTCTCAACGTAGA
	GlicC^15     TCCTATTGCACCATACGTAGGTACTACGTACTCTTCAAGTATTTCTTATAAAAGGAACCATTTCTTTCGTTGTCTATTCACCATCGATAAACTCGAAATAGAAATTATTCTCAACGTAGA
	GlicP^17      TCCTATTGCACCATACGTAGGTACTACGTACTCTTCAAGNATTTCTTATAAAAGGAACCATTTCTTTCGTTGTCTATTCACCATCGATAAACTCGAAATAGAAATTATTCNCAACGTAGA
	GlicP^18      TCCTATTGCACCATACGTAGGTACTACGTACTCTTCAAGYATTTCTTATAAAAGGAACCATTTCTTTCGTTGTCTATTCACCATCGATAAACTCGAAATAGAAATTATTCTCAACGTAGA
	GlicE^20      TCCTATTGCACCATACGTAGGTACTACGTACTCTTCAAGTATTTCTTATAAAAGGAACCATTTCTTTCGTTGTCTATTCACCATCGATAAACTCGAAATAGAAATTATTCTCAACGTAGA
	GlicE^21      TCCTATTGCACCATACGTAGGTACTACGTACTCTTCAAGTATTTCTTATAAAAGGAACCATTTCTTTCGTTGTCTATTCACCATCGATAAACTCGAAATAGAAATTATTCTCAACGTAGA
	GlicE^22       TCCTATTGCACCATACGTAGGTACTACGTACTCTTCAAGTATTTCTTATAAAAGGAACCATTTCTTTCGTTGTCTATTCACCATCGATAAACTCKAAATAGAAATTATTCTCAACGTAGA
	GlicE^23       TCCTATTGCACCATACGTAGGTACTACGTACTCTTCAAGTATTTCTTATAAAAGGAACCATTTCTTTCGTTGTCTATTCACCATCGATAAACTCGAAATAGAAATTATTCTCAACGTAGA
	GlicE^24      TCCTATTGCACCATACGTAGGTACTACGTACTCTTCAAGTATTTCTTATAAAAGGAACCATTTCTTTCGTTGTCTATTCACCATCGATAAACTCGAAATAGAAATTATTCTCAACGTAGA
	GlicE^25      TCCTATTGCACCATACGTAGGTACTACGTACTCTTCAAGYATTTCTTATAAAAGGAACCATTTCTTTCGTTGTCTATTCACCATCGATAAACTCGAAATAGAAATTATTCTCAACGTAGA
	GmorB^27    TCCTATTGCACCATACGTAGGTACTACGTACTCTTCAAGTATTTCTTATAAAAGGAACCATTTCTTTCGTTGTCTATTCACCATCGATAAACTCGAAATAGAAATTATTCTCAACGTAGA
	GpasB^28    TCCTATTGCACCATACGTAGGTACTACGTACTCTTCAAGTATTTCTTATAAAAGGAACCATTTCTTTCGTTGTCTATTCACCATCGATAAACTCGAAATAGAAATTATTCTCAACGTAGA
	GpasB^29    TCCTATTGCACCATACGTAGGTACTACGTACTCTTCAAGTATTTCTTATAAAAGGAACCATTTCTTTCGTTGTCTATTCACCATCGATAAACTCGAAATAGAAATTATTCTCAACGTAGA


18 120
	GecuC^1     GTCCAAATAGTAGTTGACATCTATTTCTGCAAAATAGTCGTTTACGAATGTGGTGATCTCCTCATTCGGTGAAAATGTCTTTTCTCCGAGCCTAGGAAATAGAAAATAGTCGCTAAGAAG
	GecuP^4     GTCCAAATAGTAGTTGACATCTATTTCTGCAAAATAGTCGTTTACGAATGTGGTGATCTCCTCATTCGGTGAAAATGTCTTTTCTCCGAGCCTAGGAAATAGAAAATAGTCGCTAAGAAG
	GecuE^8      GTCCAAATAGTAGTTGACATCTATTTCTGCAAAATAGTCGTTTACGAATGTGGTGATCTTCTCATTCGGTAAAAATGTCTTTTCTCCGAGCCTAGGAAATAGAAAATAGTCGCTAAGAAG
	GecuE^9       GTCCAAATAGTAGTTGACATCTATTTCTGCAAAATAGTCGTTTACGAATGTGGTGATCTCCTCATTCGGTGAAAATGTCTTTTCTCCGAGCCTAGGAAATAGAAAATAGTCGCTAAGAAG
	GecuE^10       GTCCRAATAGTAGTTGACATCTATTTCTGCAAAATAGTCGTTTACGAATGTGGTGATCTCCTCATTCGGTGAAAATGTCTTTTCTCCGAGCCTAGGAAATAGAAAATAGTCGCTAAGAAG
	GecuE^11      GTCCAAATAGTAGTTGACATCTATTTCTGCAAAATAGTC-TTTACGAATGTGATGATCTCCTCATTCGGTGAAAATGTCTTTTCTCCGAGCCTAGGAAATAGAAAATAGTCGCTAAGAAG
	GlicC^15     GTCCAAATAGTAGTTGACATCTATTTCTGCAAAATAGTCGTTTACGAATGTGGTGATCTCCTCATTCGGTGAAAATGTCTTTTCTCCGAGCCTAGGAAATAGAAAATAGTCGCTAAGAAG
	GlicC^16     GTCCAAATAGTAGTTGACATCTATTTCTGCAAAATAGTCGTTTACGAATGTGGTGATCTCCTCATTCGGTGAAAATGTCTTTTCTCCGAGCCTAGGAAATAGAAAATAGTCGCTAAGAAG
	GlicP^17      GTCCAAATAGTAGTTGACATCTATTTCTGCAAAATAGTCGTTTACGAATGTGGTGATCTCCTCATTCGGTGAAAATGTCTTTTCTCCGAGCCTAGGAAATAGAAAATAGTCGCTAAGAAG
	GlicP^18      GTCCAAATAGTAGTTGACATCTATTTCTGCAAAATAGTCGTTTACGAATGTGGTGATCTCCTCATTCGGNGAAAATGTCTTTTCTCCGAGCCTANGAAATAGAAAATAGTCGCTAAGAAG
	GlicE^20      GTCCAAATAGTAGTTGACATCTATTTCTGCAAAATAGTCGTTTACGAATGTGGTGATCTTCTCATTCGGTAAAAATGTCTTTTCTCCGAGCCTAGGAAATAGAAAATAGTCGCTAAGAAG
	GlicE^21      GTCCAAATAGTAGTTGACATCTATTTCTGCAAAATAGTCGTTTACGAATGTGGTGATCTCCTCATTCGGTGAAAATGTCTTTTCTCCGAGCCTAGGAAATAGAAAATAGTCGCTAAGAAG
	GlicE^22       GTCCAAATAGTAGTTGACATCTATTTCTGCAAAATAGTCGTTTACGAATGTGGTGATCTCCTCATTCGGTGAAAATGTCTTTTCTCCGAGCCTATGAAATAGAAAATAGTCGCTAAGAAG
	GlicE^23      GTCCAAATAGTAGTTGACATCTANTTCTGCAAAATAGTCGTTTACGAATGTGGTGATCTCCTCATTCGGTGAAAATGTCTTTTCTCCGAGCCTATGAAATAGAAAATAGTCGCTAAGAAG
	GlicE^24      GTCCAAATAGTAGTTGACATCTATTTCTGCAAAATAGTCGTTTACGAATGTGGTGATCTCCTCATTCGGTGAAAATGTCTTTTCTCCGAGCCTAGGAAATAGAAAATAGTCGCTAAGAAG
	GmorB^27    GTCCAAATAGTAGTTGACATCTATTTCTGCAAAATAGTCGTTTACGAATGTGGTGATCTCCTCATTCGGTGAAAATGTCTTTTCTCCGAGCCTAGGAAATAGAAAATAGTCGCTAAGAAG
	GpasB^28    GTCCRAATAGTAGTTGACATCTATTTCTGCAAAATAGTCGTTTACGAATGTGGTGATCTCCTCATTCGGTGAAAATGTYTTTTCTCCGAGCCTAGGAAATAGAAAATAGTCGCTAAGAAG
	GpasB^29    GTCCRAATAGTAGTTGACATCTATTTCTGCAAAATAGTCGTTTACGAATGTGGTGATCTCCTCATTCGGTGAAAATGTCTTTTCTCCGAGCCTAGGAAATAGAAAATAGTCGCTAAGAAG


21 120
	GecuC^1     AANATACAGTATTTTACAACGTACAATTTCC-AAAAATAATGAAAAGTTACTAGGACTACTTGTAATATAAAATCACGTGTAACATCCCAGAAAAGAAATTTCTGATTGCTGCTTTGGTC
	GecuP^4     AAGATACAGTATTTTACAACGTACAATTTCC-AAAAATAATGAAAAGTTACTARGACTACTTGTAATATAAAATCACGTGTAACATCCCAGAAAAGAAATTTCTGATTGCTGCTTTGGTC
	GecuP^5     AAGATACAGTATTTTACAACGTACAATTTCC-RAAAATAATGAAAAGTTACTAGGACTACTTGTAATATAAAATCACRTGTNACATCCCA-AAAAGAAATTTCTGATTGCTGCTTTGGTC
	GecuP^6      AAGATACAGTATTTTACAACGTACAATTTCC-GAAAATAATGAAAAGTTACTAGGACTACTTGTAATATAAAATCACATGTAACATCCCAGAAAAGNAATTTCTGATTGCTGCTTTGGTC
	GecuP^7      AAGATANAGTATTTTACAACGTACAATTTCC-AAAAATAATGAAAAGTTACTAGGACTACTTGTAATATAAAATCACGTGTAACATCCCAGAAAAGAAATTTCTGATTGCTGCTTTGGTC
	GecuE^8      AAGATAMAGTATTTTACAACGTACAATTTCCAAAAAATAATGAAAASTTACTAGGACTACTTGTAATATAAAATCACGTGTAACATCCCAGAAAAGAAATTTCTGATTGCTGCTTTGGTC
	GecuE^9       AAGATAAAGTATTTTACAACGTACAATTTYCAAAAAATAATGAAAASTTACTAGGACTACTTGTAATATAAAATCACGTGTAACATCCCAGAAAAGAAATTTCTGATTGCTGCTTTGGTC
	GecuE^10       AAGATAAAGTATTTTACAACGTACAATTTCCAAAAAATAATGAAAACTTACTAGGACTACTTGTAATATAAAATCACGTGTTACATCCCAGAAAAGAAATTTCTGATTGCTGCTTTGGTC
	GecuE^11      AAGATACAGTATTTTACAACGTACAATTTCC-AAAAATAATGAAAAGTTACTAGGACTACTTGTAATATAAAATCACATGTAACATCCCAGAAAAGAAATTTCTGATTGCTGCTTTGGTC
	GlicC^15     AAGATAAAGTATTTTACAACGTACAATTTCCAAAAAATAATGAAAACTTACTAGGACTACTTGTAATATAAAATCACGTGTAACATCCCAGAAAAGAAATTTCTGATTGCTGCTTTGGTC
	GlicP^17      AAGATACAGTATTTTACAACGTACAATTTCC-AAAAATAATGAAAAGTTACTAGGACTACTTGTAATATAAAATCACRTGTAACATCCCAGAAAAGAAATTTCTGATTGCTGCTTTGGTC
	GlicE^20      AAGATACAGTATTTTACAACGTACAATTTCC-AAAAATAATGAAAAGTTACTAGGACTACTTGTAATATAAAATCACGTGTAACATCCCAGAAAAGAAATTTCTGATTGCTGCATTGGTC
	GlicE^21      AAGATAMAGTATTTTACAACGTACAATTTCC-AAAAATAATGAAAAGTTACTAGGACTACTTGTAATATAAAATCACGTGTAACATCCCAGAAAAGAAATTTCTGATTGCTGCTTTGGTC
	GlicE^22      AAGATACAGTATTTTACAACGTACAATTTCC-AAAAATAATGAAAAGTTACTAGGACTACTTGTAATATAAAATCACATGTAACATCCCAGAAAAGAAATTTCTGATTGCTGCTTTGGTC
	GlicE^23       AAGATAAAGTATTTTACAACGTACAATTTCCAAAAAATAATGAAAACTTACTAGGACTACTTGTAATATAAAATCACGTGTAACATCCCAGAAAAGAAATTTCTGATTGCTGCTTTGGTC
	GlicE^24       AAGATAAAGTATTTTACAACGTACAATTTCCAAAAAATAATGAAAAGTTACTAGGACTACTTGTAATATAAAATCACGTGTAACATCCCAGAAAAGAAATTTCTGATTGCTGCTTTGGTC
	GlicE^25      AAGATAAAGTATTTTACAACGTACAATTTCCAAAAAATAATGAAAASTTACTAGGACTACTTGTAATATAAAATCACGTGTAACATCCCAGAAAAGAAATTTCTGATTGCTGCTTTGGTC
	GlicE^26      AAGATAMAGTATTTTACAACGTACAATTTCCAAAAAATAATGAAAAGTTACTAGGACTACTTGTAATATAAAATCACRTGTAACATCCCAGAAAAGAAATTTCTGATTGCTGCTTTGGTC
	GmorB^27    AAGATACAGTATTTTACAACGTACAATTTCC-AAAAATAATGAAAAGTTACTAGGACTACTTGTAATATAAAATCACATGTAACATCCCAGAAAAGAAATTTCTGATTGCTGCTTTGGTC
	GpasB^28    AAGATAMAGTATTTTACAACGTACAATTTCC-AAAAATAATGAAAAGTTACTAGGACTACTTGTAATATAAAATCACGTGTAACATCCCAGAAAAGAAATTTCTGATTGCTGCTTTGGTC
	GpasB^29    AAGATAMAGTATTTTACAACGTACAATTTCC-AAAAATAATGAAAAGTTACTAGGACTACTTGTAATATAAAATCACGTGTAACATCCCAGAAAAGAAATTTCTGATTGCTGCTTTGGTC


19 120
	GecuC^1     TTCACGATAACCTTTCCGTATTTTTACAATTCGTAAGTCAAGTTTATCGATCTGATTCTAGCGGAAAGCTCGCCCAGAATTTATAATATTATGGAGACAAACGACCGTATTTCAGGTATA
	GecuP^4     TTCACGATAACCTTTCCGTATTTTTACAATTCGTAAGTCAAGTTTATCGATCTGATTCTAGCGGAAAGCTCGCCCAGAATTTATAATATTATGGAGACAAACGACCGTATTTCAGGTATA
	GecuP^5     TTCACGATAACCTTTCCGTATTTTTACAATTCGTAAGTCAAGTTTATCGATCTGATTCTAGCGGAAAGCTCGCCCAGAATTTATAATATTATGGAGACAAACGACCGTATTTCAGGTATA
	GecuP^6      TTCACGATAACCTTTCCGTATTTTTACAATTCGTAAGTCAAGTTTATCGATCTGATTCTAGCGGAAAGCTCGCCCAGAATTTATAATATTATGGAGACAAACGACCGTATTTCAGGTATA
	GecuP^7      TTCACGATAACCTTTCCGTATTTTTACAATTCGTAAGTCAAGTTTATCGANCTGATTCTAGCGGAAAGCTCGCCCAGAATTTATAATATTNTGGAGACAAACGACCGTATTTCAGGTATA
	GecuE^8      TTCACGATAACCTTTCCGTATTTTTACAATTCGTAAGTCAAGTTTATCGATCTGATTCTAGCGGAAAGCTCGCCCAGAATTTATAATATTATGGAGACAAACGACCGTATTTCAGGTATA
	GecuE^9       TTCACGATAACCTTTCCGTATTTTTACAATTCGTAAGTCAAGTTTATCGATCTGATTCTAGCGGAAAGCTCGCCCAGAATTTATAATATTATGGAGACAAACGACCGTATTTCAGGTATA
	GecuE^10       TTCACGATAACCTTTCCGTATTTTTACAATTCGTAAGTCAAGTTTATCGATCTGATTCTAGCGGAAAGCTCGCCCAGAATTTATAATATTATGGAGACAAACGACCGTATTTCAGGTATA
	GecuE^11      TTCACGATAACCTTTCCGTATTTTTACAATTCGTAAGTCAAGTTTATCGATCTGATTCTAGCGGAAAGCTCGCCCAGAATTTATAATATTATGGAGACAAACGACCGTATTTCAGGTATA
	GlicC^15     TTCACGATAACCTTTCCGTATTTTTACAATTCGTAAGTCAAGTTTATCGATCTGATTCTAGCGGAAAGCTCGCCCAGAATTTATAATATTATGGAGACAAACGACCGTATTTCAGGTATA
	GlicP^17      TTCACGATAACCTTTCCGTATTTTTACAATTCGTAAGTCAAGTTTATCGATCTGATTCTAGCGGAAAGCTCGCCCAGAATTTATAATATTATGGAGACAAACGACCGTATTTCAGGTATA
	GlicE^20      TTCACGATAACCTTTCCGTATTTTTACAATTCGTAAGTCAAGTTTATCGATCTGATTCTAGCGGAAAGCTCGCCCAGAATTTATAATATTATGGAGACAAACGACCGTATTTCAGGTATA
	GlicE^21      TTCACGATAACCTTTCCGTATTTTTACAATTCGTAAGTCAAGTTTATCGATCTGATTCTAGCGGAAAGCTCGCCCAGAATTTATAATATTATGGAGACAAACGACCGTATTTCAGGTATA
	GlicE^22       TTCACGATAACCTTTCCGTATTTTTACAATTCGTAAGTCAAGTTTATCGATCTGATTCTAGCGGAAAGCTCGCCCAGAATTTATAATATTATGGAGACAAACGACCGTATTTCAGGTATA
	GlicE^23       TTCACGATAACCTTTCCGTATTTTTACAATTCGTAAGTCAAGTTTATCGATCTGATTCTAGCGGAAAGCTCGCCCAGAATTTATAATATTATGGAGACAAACGACCGTATTTCAGGTATA
	GlicE^24      TTCACGATAACCTTTCCGTATTTTTACAATTCGTAAGTCAAGTTTATCGATCTGATTCTAGCGGAAAGCTCGCCCAGAATTTATAATATTATGGAGACAAACGACCGTATTTCAGGTATA
	GlicE^25      TTCACGATAACCTTYCCGTATTTTTACAATTCGTAAGTCAAGTTTATCGATCTGATTCTAGCGGAAAGCTCGCCCAGAATTTATAATATTATGGAGACAAACGACCGTATTTCAGGTATA
	GmorB^27    TTCACGATAACCTTTCCGTATTTTTACAATTCGTAAGTCAAGTTTATCGATCTGATTCTAGCGGAAAGCTCGCCCAGAATTTATAATATTATGGAGACAAACGACCGTATTTCAGGTATA
	GpasB^28    TTCACGATAACCTTTCCGTATTTTTACAATTCGTAAGTCAAGTTTATCGATCTGATTCTAGCGGAAAGCTCGCCCAGAATTTATAATATTATGGAGACAAACGACCGTATTTCAGGTATA


18 120
	GecuC^1     AACGAGACATTTTGTTGATCGGTCACATCATTGTCAAGTTGTAAACGGAGCACAATTTGAATCTTTATNGTAGTCTCAATCAAATTTCNTCGTGTTTTCAAAGATATTCTGATTTTACGT
	GecuP^4     AACGAGACATTTTGTTGATCGGTCACATCATTGTCAAGTTGTAAACGGAGCACAATTTGAATCTTTATTGTAGTCTCAATCAAATTTCATCGTGTTTTCAAAGATATTCTGATTTTACGT
	GecuP^5      AACGAGACATTTTGTTGATCGGTCACATCATTGTCAAGTTGTAAACGGAGCACAATTTGAATCTTTATTGTAGTCTCAATCAAATTTCATCGTGTTTTCAAAGATATTCTGATTTTACGT
	GecuE^8      AACGAGACATTTTGTTGATCGGTCACATCATTGTCAAGTTGTAAACGGAGCACAATTTGAATCTTTATGGTAGTCTCAATCAAATTTCATCGTGTTTTCAAAGATATTCTGATTTTACGT
	GecuE^9       AACGAGACATTTTGTTGATCGGTCACATCATTGTCAAGTTGTAAACGGAGCACAATTTGARTCTTTATKGTAGTCTCAATCAAATTTCATCGTGTTTTCAAAGATATTCTGATTTTACGT
	GecuE^10       AACGAGACATTTTGTTGATCGGTCACATCATTGTCAAGTTGTAAACGGAGCACAATTTGAATCTTTATGGTAGTCTCAATCAAATTTCATCGTGTTTTCAAAGATATTCTGATTTTACGT
	GecuE^11      AACGAGACATTTTGTTGATCGGTCACATCATTGTCAAGTTGTAAACGGAGCACAATTTGARTCTTTATKGTAGTCTCAATCAAATTTCATCGTGTTTTCAAAGATATTCTGATTTTACGT
	GecuE^12      AACGAGACATTTTGTTGATCGGTTACATCATTKTCAAGTTGTAAACGGAGCACAATTTGAATCTTTATTGTAGTCTCAATCAAATTTCATCGTGTTTTCAAAGATATTCTGATTTTACGT
	GlicC^15     AACGAGACATTTTGTTGATCGGTCACATCATTGTCAAGTTGTAAACGGAGCACAATTTGAATCTTTATKGTAGTCTCAATCAAATTTCATCGTGTTTTCAAAGATATTCTGATTTTACGT
	GlicC^16     AACGAGACATTTTGTTGATCGGTCACATCATTGTCAAGTTGTAAACGGAGCACAATTTGAATCTTTATKGTAGTCTCAATCAAATTTCATCGTGTTTTCAAAGATATTCTGATTTTACGT
	GlicP^17      AACGAGACATTTTGTTGATCGGTCACATCATTGTCAAGTTGTAAACGGAGCACAATTTGAATCTTTATGGTAGTCTCAATCAAATTTCATCGTGTTTTCAAAGATATTCTGATTTTACGT
	GlicP^18      AACGAGACATTTTGTTGATCGGTCACATCATTGTCAAGTTGTAAACGGAGCACAATTTGAATCTTTATGGTAGTCTCAATCAAATTTCATCGTGTTTTCAAAGATATTCTGATTTTACGT
	GlicE^20      AACGAGACATTTTGTTGATCGGTCACATCATTGTCAAGTTGTAAACGGAGCACAATTTGANTCTTTATTGTAGTCTCAATCAAATTTCATCGTGTTTTCAAAGATATTCTGATTTTACGT
	GlicE^21      AACGAGACATTTTGTTGATCGGTCACATCATTGTCAAGTTGTAAACGGAGCACAATTTGARTCTTTATKGTAGTCTCAATCAAATTTCATCGTGTTTTCAAAGATATTCTGATTTTAYGT
	GlicE^22      AACGAGACATTTTGTTGATCGGTCACATCATTGTCAAGTTGTAAACGGAGCACAATTTGAATCTTTATGGTAGTCTCAATCAAATTTCATCGTGTTTTCAAAGATATTCTGATTTTACGT
	GmorB^27    AACGAGACATTTTGTTGATCGGTCACATCATTGTCAAGTTGTAAACGGAGCACAATTTGAATCTTTATGGTAGTCTCAATCAAATTTCATCGTGTTTTCAAAGATATTCTGATTTTACGT
	GpasB^28    AACGAGACATTTTGTTGATCGGTCACATCATTGTCAAGTTGTAAACGGAACACAATTTGAATCTTTATGGTAGTCTCAATCAAATTTCATCGTGTTTTCAAAGATATTCTGATTTTACGT
	GpasB^29    AACGAGACATTTTGTTGATCGGTCACATCATTGTCAAGTTGTAAACGGARCACAATTTGAATCTTTATGGTAGTCTCAATCAAATTTCATCGTGTTTTCAAAGATATTCTGATTTTACGT


16 120
	GecuC^1     ATTCATCCATAAACTGAATGACTTATTGAGCGTCTTGCGCATCAGATTTTTTTTCACGCTTTGTAGTTATCCTCACTACAGTGCCTGCAAATACATAAACATCTATTCNCGCACCTTGGG
	GecuP^4     ATTCATCCATAAACTGAATGACTTATTGAGCGTCTTGCGCATCAGATTTTTTTTCACGCTTTGTAGTTATCCTCACCACAGTGCCTGCAAATACATAAACATCTACTCCCGCACCTTGGG
	GecuE^8      ATTCATCCATAAACTGAATGACTTATTGAGCGTCTTGCGCATCAGATTTTTTTTCACGCTTTGTAGTTATCCTCACCACAGTGCCTGCAAATACATAAACATCTATTCCCGCACCTTGGG
	GecuE^9       ATTCATCCATAAACTGAATGACTTATTGAGCGTCTTGCGCATCAGATTTTTTTTCACGCTTTGTAGTTATCCTCACCACAGTGCCTGCAAATACATAAACATCTACTCCCGCACCTTGGG
	GecuE^10      ATTCATCCATAAACTGAATGATTTATTGAGCGTCTTGCGCATCAGATTTTTTTTCACGCTTTGTAGTTATCCTCACCACAGTGCCTGCAAATACATAGACATCTACTCCCGCACCTTGGG
	GecuE^11      ATTCATCCATAAACTGANTGACTTATTGAGCGTCTTGCGCATCAGATTTTTTTTCACGCTTTGTAGTTATCCTCACCACAGTGCCTGCAAATACATAAACATCTACTCCCGCACCTTGGG
	GlicC^15     ATTCATCNATAAACTGAATGACTTATTGAGCGTCTTGCGCATCAGATTTTTTTTCACGCTTTGTAGTTATCCTCACCACAGTGCCTGCAAATACATAAACATCTACTCCCGCACCTTGGG
	GlicP^17      ATTCATCCATAAACTGAATGACTTATTGAGCGTCTTSCGCATCAGATTTTTTTTCACGCTTTGTAGTTATCCTCACCACAGTGCCTGCAAATACATAAACATCTACTCCCGCACCTTGGG
	GlicE^20      ATTCATCCATAAACTGAATGACTTATTGAGCGTCTTGCGCATCAGATTTTTTTTCACGCTTTGTAGTTATCCTCACCACARTGCCTGCAAATACATAAACATCTACTCCCGCACCTTGGG
	GlicE^21      ATTCATCCATAAACTGAATGACTTATTGAGCGTCTTGCGCATCAGATTTTTTTTCACGCTTTGTAGTTATCCTCACCACAGTGCCTGCAAATACATAAACATCTATTCCCGCACCTTGGG
	GlicE^22      ATTCATCCATAAACTGAATGACTTATTGAGCGTCTTGCGCATCAGATTTTTTTTCACGCTTTGTAGTTATCCTCACCACAGTGCCTGCAAATACATAAACATCTACTCCCGCACCTTGGG
	GlicE^23       ATTCATCCATAAACTGAATGACTTATTGAGCGTCTTGCGCATCAGATTTTTTTTCACGCTTTGTAGTTATCCTCACCACAGTGCCTGCAAATACATAAACATCTAYTCCCGCACCTTGGG
	GlicE^24       ATTCATCCATAAACTGAATGACTTATTGAGCGTCTTGCGCATCAGATTTTTTTTCACGCTTTGTAGTTATCCTCACCACAGTGCCTGCAAATACATAAACATCTACTCCCGCACCTTGGG
	GlicE^25      ATTCATCCATAAACTGAATGACTTATTGAGCGTCTTGCGCATCAGATTTTTTTTCACGCTTTGTAGTTATCCTCACCACAGTGCCTGCAAATACATAAACATCTACTCCCGCACCTTGGG
	GmorB^27    ATTCATCCATAAACTGAATGANTTATTGAGCGTCTTGCGCATCAGATTTTTTTTCACGCTTTGTAGTTATCCTCACCACAGTGCCTGCAAATACATAAACATCTACTCCCGCACCTTGGG
	GpasB^28    ATTCATCCATAAACTGAATGATTTATTGAGCGTCTTGCGCATCAGATTTTTTTTCACGCTTTGTAGTTATCCTCACCACAGTGCCTGCAAATACATAAACATCTACTCCCGCACCTTGGG


18 120
	GecuC^1     ARCTTCATGACTCCCATCTCAAAGAGTATTCTCCTTCTCTCTCGATTCATTCTGCTACTTACCTTTGCGTTGAATATATAAGAAGCAAGTGAAGCCGTATTCAATAAATCTCGACTATCG
	GecuP^4     AGCTTCATGACTCCCATCTCAAAGAGTATTCTCCTTCTCTCTCGATTCATTCTGCTACTTACCTTTGCGTTGAATATATAAGAAGCAAGTGAAGCCGTATTCAATAAATCTCGACTATCG
	GecuP^5     AGCTTCATGACTCCCATCTCAAAGAGTATTCTCCTTCTCTCTCGATTCATTCTGCTACTTACCTTTGCGTTGAATRTATAAGAAGCAAGTGAAGCCGTATTCAATAAATCTCGACTATCG
	GecuP^6      AGCTTCATGACTCCCATCTCAAAGAGTATTCTCCTTCTCTCTCGATTCATTCTGCTACTTACCTTTGCGTTGAATATATAAGAAGCAAGTGAAGCCGTATTCAATAAATCTCGACTATCG
	GecuE^8      AGCTTCATGACTCCCATCTCAAAGAGTATTCTCCTTCTCTCTCGATTCATTCTGCTACTTACCTTTGCGTTGAATAYATAAGAAGCAAGTGAAGCCGTATTCAATAAATCTCGACTATCG
	GecuE^9       AGCTTCATGACTCCCATCTCAAAGAGTATTCTCCTWCTCTCTCGATTCATTCTGCTACTTACCTTTGCGTTGAATNTATAAGAAGCAAGTGAAGCCGTATTCAATAAATCTCGACTATCG
	GecuE^10       AGCTTCATGACTCCCATCTCAAAGAGTATTCYCCTTCTCTCTCGATTCATTCTGCTACTTACCTTTGCGTTGAATATATAAGAAGCAAGTGAAGCCGTATTCAATAAATCTCGACTATCG
	GecuE^11      AGCTTCATGACTCCCATCTCAAAGAGTATTCTCCTTCTCTCTCGATTCATTCTGCTACTTACCTTTGCGTTGAATATATAAGAAGCAAGTGAAGCCGTATTCAATAAATCTCGACTATCG
	GlicC^15     AGCTTCATGACTCCCATCTCAAAGAGTATTCTCCTTCTCTCTCGATTCATTCTGCTACTTACCTTTGCGTTGAATATATAAGAAGCAAGTGAAGCCGTATTCAATAAATCTCGACTATCG
	GlicP^17      AGCTTCATGACTCCCATCTCAAAGAGTATTCTCCTTCTCTCTCGATTCATTCTGCTACTTACCTTTGCGTTGAATATATAAGAAGCAAGTGAAGCCGTATTCAATAAATCTCGACTATCG
	GlicE^20      AGCTTCATGACTCCCATCTCAAAGAGTATTCTCNNNCTCTCTCGATTCATTCTGCTACTTACCTTTGCGTTGAATATATAAGAAGCAAGTGAAGCCGTATTCAATAAATCTCGACTATCG
	GlicE^21      AGCTTCATGACTCCCATCTCAAAGAGTATTCTCCTTCTCTCTCGATTCATTCTGCTACTTACCTTTGCGTTGAATATATAAGAAGCAAGTGAAGCCGTATTCAATAAATCTCGACTATCG
	GlicE^22       AGCTTCATGACTCCCATCTCAAAGAGTATTCTCCTKCTCTCTCGATTCATTCTGCTACTTACCTTTGCGTTGAATATATAAGAAGCAAGTGAAGCCGTATTCAATAAATCTCGACTATCG
	GlicE^23       AGCTTCATGACTCCCATCTCAAAGAGTATTCTCCTTCTCTCTCGATTCATTCTGCTACTTACYTTTGCGTTGAATATATAAGAAGCAAGTGAAGCCGTATTCAATAAATCTCGACTATCG
	GlicE^24      AGCTTCATGACTCCCATCTCAAAGAGTATTCTCCTTCTCTCTCGATTCATTCTGCTACTTACCTTTGCGTTGAATATATAAGAAGCAAGTGAAGCCGTNTTCAATAAATCTCGACTATCG
	GlicE^25      AGCTTCATGACTCCCATCTCAAAGAGTATTCTCCTTCTCTCTCGATTCATTCTGCTACTTACCTTTGCGTTGAATATATAAGAAGCAAGTGAAGCCGTATTCAATAAATCTCGACTATCG
	GmorB^27    AGCTTCATGACTCCCATCTCAAAGAGTATTCTCCTTCTCTCTCGATTCATTCTGCTACTTACCTTTGCGTTGAATATATAAGAAGCAAGTGAAGCCGTATTCAATAAATCTCGACTATCG
	GpasB^28    AGCTTCATGACTCCCATCTCAAAGAGTATTCTCCTTCTCTCTCGATTCATTCTGCTACTTACCTTTGCGTTGAATATATAAGAAGCAAGTGAAGCCGTATTCAATAAATCTCGACTATCG


21 120
	GecuC^1     CCAATATTTCACTTCATTTCGCATTGCACAGCTTCTAGTAATGGACTACAAATTATGTTCAGTATTCAGGTAACGCAAAGCAATATGATTTATGTGATAATGATAGAGTTGTTCACTAGC
	GecuP^4     CCAATATTTCAYTTCATTTCGCATTACACAGCTTCTAGTAATGGACTACAAATTATGTTCAGTATTCAGGTAACGCAAAGCAATATGATTTATGTGATAATGATAGAGTTGTTCACTAGC
	GecuP^5     CCAATATTTCACTTCATTTCGCATTRCACAGCTTCTAGTAATGGACTACAAATTATGTTCAGTATTCAGGTAACGCAAAGCAATATGATTTATGTGATAWTGATAGAGTTGTTCACTAGC
	GecuP^6      CCAATATTTCANTTCATTTCGCATTNCACAGCTTCTAGTAATGGACTACAAATTATGTTCAGTATTCAGGTAACGCAAAGCAATATGATTTATGTGATAATGATAGAGTTGTTCACTAGC
	GecuP^7      CCAATATTTCACTTCATTTCGCATTACACAGCTTCTAGTAATGGACTACAAATTATGTTCAGTATTCAGGTAACGCNAAGCAATATGATTTATGTGATAWTGATAGAGTTGTTCACTAGC
	GecuE^8      CCAATATTTCACTTCATTTCGCATTGCACAGCTTCTAGTAATGGACTACAAATTATGTTCAGTATTCAGGTAACGCAAAGCAATATGATTTATGTGATAATGATAGAGTTGTTCACTAGC
	GecuE^9       CCAATATTTCAYTTCATTTCGCATTACACAGCTTCTAGTAATGGACTACAAATTATGTTCAGTATTCAGGTAACGCAAAGCAATATGATTTATGTGATAATGATAGAGTTGTTCACTAGC
	GecuE^10       CCAATATTTCACTTCATTTCGCATTACACAGCTTCTAGTAATGGACTACAAATTATGTTCAGTATTCAGGTAACGCAAAGCAATATGATTTATGTGATATTGATAGAGTTGTTCACTAGC
	GecuE^11       CCAATATTTCACTTCATTTCGCATTGCACAGCTTCTAGTAATGGACTACAAATTATGTTCAGTATTCAGGTAACGCAAAGCAATATGATTTATGTGATAATGATAGAGTTGTTCACTAGC
	GecuE^12      CCAATATTTCACTTCATTTCGCATTGCACAGCTTCTAGTAATGGACTACAAATTATGTTCAGTATTCAGGTAACGCAAAGCAATATGATTTATGTGATAATGATAGAGTTGTTCACTAGC
	GlicC^15     CCARTATTTCACTTCATTTCGCATNGCACAGCTTCTAGTAATGGAYTACAAATTATGTTCAGTATTCAGGTAACGCAAAGCAATATGATTTATGTGATAATGATAGAGTTGTTCACTAGC
	GlicP^17      CCAATATTTCACTTCATTTCGCATTACACAGCTTCTAGTAATGGAYTACAAATTATGTTCAGTATTCAGGTAACGCAAAGCAATATGATTTATGTGATAATGATAGAGTTGTTCACTAGC
	GlicE^20      CCAATATTTCACTTCATTTCGCATTNCACAGCTTCTAGTAATGGACTACAAATTATGTTCAGTATTCAGGTAACGCAAAGCAATATGATTTATGTGATAATGATAGAGTTGTTCACTAGC
	GlicE^21      CCAATATTTCACTTCATTTCGCATTRCACAGCTTCTAGTAATGGAYTACAAATTATGTTCAGTATTCAGGTAACGCAAAGCAATATGATTTATGTGATAATGATAGAGTTGTTCACTAGC
	GlicE^22      CCAATATTTCACTTCATTTCGCATTGCACAGCTTCTAGTAATGGACTACAAATTATGTTCAGTATTCAGGTAACGCAAAGCAATATGATTTATGTGATAATGATAGAGTTGTTCACTAGC
	GlicE^23       CCAATATTTCACTTCATTTCGCATTGCACAGCTTCTAGTAATGGACTACAAATTATGTTCAGTATTCAGGTAACGCAAAGCAATATGATTTATGTGATAATGATAGAGTTGTTCACTAGC
	GlicE^24       CCAATATTTCACTTCATTTCGCATTRCACAGCTTCTAGTAATGGAYTACAAATTATGTTCAGTATTCAGGTAACGCAAAGCAATATGATTTATGTGATAATGATAGAGTTGTTCACTAGC
	GlicE^25      CCAATATTTCACTTCATTTCGCATTRCACAGCTTCTAGTAATGGACTACAAATTATGTTCAGTATTCAGGTAACGCAAAGCAATATGATTTATGTGATAATGATAGAGTTGTTCACTAGC
	GlicE^26      CCAATATTTCACTTCATTTCGCATTRCACAGCTTCTAGTAATGGAYTACAAATTATGTTCAGTATTCAGGTAACGCAAAGCAATATGATTTATGTGATAATGATAGAGTTGTTCACTAGC
	GmorB^27    CCARTATTTCACTTCATTTCGCATTRCACAGCTTCTAGTAATGGACTACAAATTATGTTCAGTATTCAGGTAACGCAAAGCAATATGATTTATGTGATAATGATAGAGTTGTTCACTAGC
	GpasB^28    CCAATATTTCACTTCATTTCGCATTGCACAGCTTCCAGTAATGGACTACAAATTATGTTCAGTATTCAGGTAACGCAAAGCAATATGATTTATGTGATAATGATAGAGTTGTTCACTAGC


17 120
	GecuC^1     AAGAAAAACAATACCCGGATGGATGTCAAAAATCCGTCAGGACCAGCCGGGACA--GTGATAAATCATCTGATTACACTACCCTTCATATCATTTTCATTGTTTCTAAACTATGTATACG
	GecuP^4     AAGAAAAACAATACCCGGATGGATGTCAAAAATCCGTCAGGACCAGCCGGGACA--GTGATAAATCATCTGATTACACTACCCTTCATATCATTTTCATTGTTTCTAAACTATGTATACG
	GecuP^5     AAGAAAAACAATACCCGGATGGATGTCAAAAATCCGTCAGGACCAGCCGGGACA--GTGATAAATCATCTGATTACACTACCCTTCATATCATTTTCATTGTTTCTAAACTATGTATACG
	GecuE^8      AAGAAAAACAATACCCGGATGGATGTCAAAAATCCGTCAGGACCAGCCGGGACA--GTGATAAATCATCTGATTACACTACCCTTCATATCATTTTCATTGTTTCTAAACTATGTATACG
	GecuE^9       AAGAAAAACAATACCCGGATGGATGTCAAAAATCCGTCAGGACCAGCCGGGACA--GTGATAAATCATCTGATTACACTACCCTTCATATCATTTTCATTGTTTCTAAACTATGTATACG
	GecuE^10       AAGAAAAACAATAYCCGGATGGATGTCAAAAATCCGTCAGGACCAGCCGGGACA--GTGATAAATCATCTGATTACACTACCCTTCATATCATTTTCATTGTTTCTAAACTATGTATACG
	GecuE^11      AAGAAAAACAATACCCGGATGGATGTCAAAAATCCGTCAGGACCAGCCGGGACA--GTGATAAATCATCTGATTACACTACCCTTCATATCATTTTCATTGTTTCTAAACTATGTATACG
	GlicC^15     AAGAAAAACAATACCCGGATGGATGTCAAAAATCCGTCAGGACCAGCCGGGACA--GTGATAAATCATCTGATTACACTACCCTTCATATCATTTTCATTGTTTCTAAACTATGTATACG
	GlicP^17      AAGAAAAACAATACCCGGATGGATGTCAAAAATCCGTCAGGACCAGCCGGGACA--GTGATAAATCATCTGATTACACTACCCTTCATATCATTTTCATTGTTTCTAAACTATGTATACG
	GlicE^20      AAGAAAAACAATACCCGGATGGATGTCAAAAATCCGTCAGGACCAGCCGGGACA--GTGATAAATCATCTGATTACACTACCCTTCATATCATTTTCATTGTTTCTAAACTATGTATACG
	GlicE^21      AAGAAAAACAATACCCGGATGGATGTCAAAAATCCGTCAGGACCAGCCGGGACA--GTGATAAATCATCTGATTACACTACCCTTCATATCATTTTCATTGTTTCTAAACTATGTATACG
	GlicE^22       AAGAAAAACAATACCCGGATGGATGTCAAAAATCCGTCAGGACCAGCCGGGRCANNGTGATAAATCATCTGATTACACTACCCTTCATATCATTTTCATTGTTTCTAAACTATGTATACG
	GlicE^23       AAGAAAAACAATACCCGGATGGATGTCAAAAATCCGTCAGGACCAGCCGGGACA--GTGATAAATCATCTGATTACACTACCCTTCATATCATTTTCATTGTTTCTAAACTATGTATACG
	GlicE^24      AAGAAAAACAATACCCGGATGGATGTCAAAAATCCGTCAGGACCAGCCGGGACA--GTGATAAATCATCTGATTACACTACCCTTCATATCATTTTCATTGTTTCTAAACTATGTATACG
	GlicE^25      AAGAAAAACAATACCCGGATGGATGTCAAAAATCCGTCAGGACCAGCCGGGACA--GTGATAAATCATCTGATTACACTACCCTTCATATCATTTTCATTGTTTCTAAACTATGTATACG
	GmorB^27    AAGAAAAACAATACCCGGATGGATGTCAAAAATCCGTCAGGACCAGCCGGGACA--GTGATAAATCATCTGATTACACTACCCTTCATATCATTTTCATTGTTTCTAAACTATGTATACG
	GpasB^28    AAGAAAAACAATACCCGGATGGATGTCAAAAATCCGTCAGGACCAGCCGGGACA--GTGATAAATCATCTGATTACACTACCCTTCATATCATTTTCATTGTTTCTAAACTATGTATACG


18 120
	GecuC^1     AAAATATAACGTTACAGCGCATCATTGAAAGYGGAAAATTATGCTCTTTCTGATATACTCAAAGTCATCTACGATTTGTTTGTATAAAAGTCTAGAAACTCGTAATAGTTACATACCGAA
	GecuP^4     AAAATATAACGTTACAGCGCATCATTGAAAGCGGAAAATTATGCTCTTTCTGATATACTCAAAGTCATCTACGATTTGTTTGTATAAAAGTCTAGAAACTCGTAATAGTTACATACCGAA
	GecuP^5      AAAATATAACGTTACAGCGCATCATTGAAAGCGGAAAATTATGCTCTTTCTGATATACTCAAAGTCATCTACGATTTGTTTGTATAAAAGTCTAGAAACTCGTAATAGTTACATACCGAA
	GecuE^8      AAAATATAACGTTACAGCGCATCATTGAAAGCGGAAAATTATGCTCTTTCTGATATACTCAAAGTCATCTACGATTTGTTTGTATAAAAGTCTAGAAACTCGTAATAGTTACATACCGAA
	GecuE^9       AAAATATAACGTTACAGCGCATCATTGAAAGCGGAAAATTATGCTCTTTCTGATATACTCAAAGTCATCTACGATTTGTTTGTATAAAAGTCTAGAAACTCGTAATAGTTACATACCGAW
	GecuE^10       AAAATATAACGTTACAGCGCATCATTGAAAGCGGAAAATTATGCTCTTTCTGATATACTCAAAGTCATCTACGATTTGTTTGTATAAAAGTCTAGAAAYTCGTAATAGTTACATACCGAW
	GecuE^11      AAAATATAACGTTACAGCGCATCATTGAAAGCGGAAAATTATGCTCTTTCTGATATACTCAAAGTCATCTACGATTTGTTTGTATAAAAGTCTAGAAACTCGTAATAGTTACATACCGAA
	GlicC^15     AAAATATAACGTTACAGCGCATCATTGAAAGNGGAAAATTATGCTCTTTCTGATATACTCAAAGTCATCTACGATTTGTTTGTATAAAAGTCTAGAAACTCGTAATAGTTACATACCGAN
	GlicP^17      AAAATATAACGTTACAGCGCATCATTGAAAGCGGAAAATTATGCTCTTTCTGAGATACTCAAAGTCATCTACGATTTGTTTGTACAAAAGTCTAGAAACTCGTAATAGTTACATACCGAT
	GlicE^20      AAAATATAACGTTACAGCGCATCATTGAAAGCGGAAAATTATGCTCTTTCTGATATACTCAAAGTCATCTACGATTTGTTTGTATAAAAGTCTAGAAACTCGTAATAGTTACATACCGAA
	GlicE^21      AAAATATAACGTTACAGCGCATCATTGAAAGCGGAAAATTATGCTCTTTCTGATATACTCAAAGTCATCTACGATTTGTTTGTATAAAAGTCTAGAAACTCGTAATAGTTACATACCGAT
	GlicE^22       AAAATATAACGTTACAGCGCATCATTGAAAGCGGAAAATTATGCTCTTTCTGATATACTCAAAGTCATCTACGATTTGTTTGTATAAAAGTCTAGAAACTCGTAATAGTTACATACCGAW
	GlicE^23       AAAATATAACGTTACAGCGCATCATTGAAAGCGGAAAATTATGCTCTTTCTGATATACTCAAAGTCATCTACGATTTGTTTGTATAAAAGTCTAGAAACTCGTAATAGTTACATACCGAA
	GlicE^24      AAAATATAACGTTACAGCGCATCATTGAAAGCRGAAAATTATGCTCTTTCTGAKATACTCAAAGTCATCTACGATTTGTTTGTATAAAAGTCTAGAAACTCGTAATAGTTACATACCGAW
	GlicE^25      AAAATATAACGTTACAGCGCATCATTGAAAGCGGAAAATTATGCTCTTTCTGATATACTCAAAGTCATCTACGATTTGTTTGTATAAAAGTCTAGAAACTCGTAATAGTTACATACCGAT
	GmorB^27    AAAATATAACGTTACAGCGCATCATTGAAAGCGGAAAATTATGSTCTTTCTGATATACTCAAAGTCATCTACGATTTGTTTGTATAAAAGTCTAGAAACTCGTAATAGTTACATACCGAA
	GpasB^28    AAAATATAACGTTATAGCGCATCATTGAAAGCGGAAAATTATGCTCTTTCTGATATACTCAAAGTCATCTACGATTTGTTTGTATAAAAGTCTAGAAACTCGTAATAGTTACATACCGAA
	GpasB^29    AAAATATAACGTTACAGCGCATCATTGAAAGCGGAAAATTATGCTCTTTCTGATATACTCAAAGTCATCTACGATTTGTTTGTATAAAAGTCTAGAAACTCGTAATAGTTACATACCGAA


19 120
	GecuC^1     AACGATATCACATATGTTATACGTTTTTGGTAATCTGTTTTTGTTGTTACGCAAAGTTGGCNAGGAAAGAACGCCAAATTGTTTCTTGTAACGTCAGATTGANCTAAAGAGCTGGTTACT
	GecuP^4     AACGATATCACATATGTTATACTTTTTTGGTAATCTGTTTTTGTTGTTACGCAAAGTTGRCTAGGAAAGAACGCCAAATTGTTTCTTGTAACGTCAGATTGATCYAAAGAGCTGGTTACT
	GecuP^5     AACGATATCACATATGTTATACKTTTTTGGTAATCTGTTTTTGTTGTTACGCAAAGTTGRCTAGGAAAGAACGCCAAATTGTTTCTTGTAACGTCAGATTGATCYAAAGAGCTGGTTACT
	GecuP^6      AACGATATCACATATGTTATACGTTTTTGGTAATCTGTTTTTGTTGTTACGCAAAGTTGGCTAGGAAAGAACGCCAAATTGTTTCTTGTAACGTCAGATTGATCTAAAGAGCTGGTTACT
	GecuP^7      AACGATATCACATATGTTATACKTTTTTGGTAATCTGTTTTTGTTGTTACGCAAAGTTGRCTAGGAAAGAACGCCAAATTGTTTCTTGTAACGTCAGATTGATCYAAAGAGCTGGTTACT
	GecuE^8      AACGATATCACATATGTTATACGTTTTTGGTAATCTGTTTTTGTTGTTACGCAAAGTTGGCTAGGAAAGAACGCCAAATTGTTTCTTGTAACGTCAGATTGATCTAAAGAGCTGGTTACT
	GecuE^9       AACGATATCACATATGTTATACGTTTTTGGTAATCTGTTTTTGTTGTTACGCAAAGTTGGCTAGGAAAGAACGCCAAATTGTTTCTTGTAACGTCAGATTGATCTAAAGAGCTGGTTACT
	GecuE^10       AACGATATCACATATGTTATACGTTTTTGGTAATCTGTTTTTGTTGTTACGCAAAGTTGGCTAGGAAAGAACGCCAAATTGTTTCTTGTAACGTCAGATTGATCTAAAGAGCTGGTTACT
	GecuE^11      AACGATATCACATATGTTATACKTTTTTGGTAATCTGTTTTTGNTGTTACGCAAAGTTGGCTAGGAAAGAACGCCAAATTGTTTCTTGTAACGTCAGATTGATCTAAAGAGCTGGTTACT
	GlicC^15     AACGATATCACATATGTTATACGTTTTTGGTAATCTGTTTTTGTTGTTACGCAAAGTTGGCTAGGAAAGAACGCCAAATTGTTTCTTGTAACGTCAGATTGATCTAAAGAGCTGGTTACT
	GlicP^17      AACGATATCACATATGTTATACGTTTTTGGTAATCTGTTTTTGTTGTTACGCAAAGTTGGCTAGGAAAGAACGCCAAATTGTTTCTTGTAACGTCAGATTGATCTAAAGAGCTGGTTACT
	GlicE^20      AACGATATCACATATGTTATATGTTTTTGGTAATCTGTTTTTGTTGTTACGCAAAGTTGGCTAGGAAAGAACGCCAAATTGTTTCTTGTAACGTCAGATTGATCTAAAGAGCTGGTTACT
	GlicE^21      AACGATATCACATATGTTATACGTTTTTGGTAATCTGTTTTTGTTGTTACGCAAAGTTGGCTAGGAAAGAACGCCAAATTGTTTCTTGTAACGTCAGATTGATCTAAAGAGCTGGTTACT
	GlicE^22       AACGATATCACATATGTTATAYGTTTTTGGTAATCTGTTTTTGTTGTTACGCAAAGTTGGCTAGGAAAGAACGCCAAATTGTTTCTTGTAACGTCAGATTGATCTAAAGAGCTGGTTACT
	GlicE^23       AACGATATCACATATGTTATACGTTTTTGGTAATCTGTTTTTGTTGTTACGCAAAGTTGGCTAGGAAAGAACGCCAAATTGTTTCTTGTAACGTCAGATTGATCTAAAGAGCTGGTTACT
	GlicE^24      AACGATATCACATATGTTATACGTTTTTGGTAATCTGTTTTTGTTGTTACGCAAAGTTGGCTAGGAAAGAACGCCAAATTGTTTCTTGTAACGTCAGATTGATCTAAAGAGCTGGTTACT
	GmorB^27    AACGATATCACATATGTTATACGTTTTTGGTAATCTGTTTTTGTTGTTACGCAAAGTTGGCTAGGAAAGAACGCCAAATTGTTTCTTGTAACGTCMGATTGATCTAAAGAGCTGGTTACT
	GpasB^28    AACGATATCACATATGTTATACTTTTTTGGTAATCTGTTTTTGTTGTTACGCAAAGTTGACTAGGAAAGAACGCCAAATTGTTTCTTGTAACGTCAGATTGATCCAAAGAGCTGGTTACT
	GpasB^29    AACGATATCACATATGTTATACGTTTTTGGTAATCTGTTTTTGTTGTTACGCAAAGTTGGCTAGGAAAGAACGCCAAATTGTTTCTTGTAACGTCAGATTGATCTAAAGAGCTGGTTACT


18 120
	GecuC^1     AATAAAGAAAATGTAAGGTTGCAGTGGGTGGTGGTGTACGGTACAATGG-AAAGTGTTGAAATGGATTCTTCAAAATGGTAGCTGATACAAAAGAAATAAAAGCTATGTAATTGCA-TTT
	GecuP^4      AATAAAGAAAATGTAAGGTTGCAGTGGGTGGTGGTGTACGGTACAATGGAAAAGTGTTGAAATGGATTCTTCAAAATGGTAGCTGATACAAAAGAAATAAAAGCTATRTAATTGCA-TTT
	GecuE^8      AATAAAGAAAATGTNAGGTTGCAGTGGGTGGTGGTGTACGGTACAATGG-AAAGTGTTGAAATGGATTCTTCAAAATGGTAGCTGATACAAAAGAAATAAAAGCTATGTAATTGCA-TTT
	GecuE^9       AATAAAGAAAATGTAAGGTTGCAGTGGGTGGTGGTGTACGGTACAATGGRAAAGTGTTGAAATGGATTCTTCAAAATGGTAGCTGATACAAAAGAAATAAAAGCTATGTAATTGCA-TTT
	GecuE^10       AATAAAGAAAATGTAAGGTTGCAGTGGGTGGTGGTGTACGGTACAATGGAAAAGTGTTGAAATGGATTCTTCAAAATGGTAGCTGATACAAAAGAAATAAAAGCTATATAATTGCA-TTT
	GecuE^11      AATAAAGAAAATGTAAGGTTGCAGTGGGTGGTGGTGTACGGTACAATSGRAAAGTGTTGAAATGGATTCTTCAAAATGGTAGCTGATACAAAAGRAATAAAAGCTATRTAATTGCA-TTT
	GlicC^15     AATAAAGAAAATGTAAGGTTGCAGTGGGTGGTGGTGTACGGTACAATGGAAAAGTGTTGAAATGGATTCTTCAAAATGGTAGCTGATACAAAAGRAATAAAAGCTATRTAATTGCA-TTT
	GlicP^17      AATAAAGAAAATGTAAGGTTGCAGTGGGTGGTGGTGTACGGTACAATGGAAAAGTGTTGAAATGGATTCTTCAAAATGGTAGCTGATACAAAAGRAATAAAAGCTATATAATTGCA-TTT
	GlicP^18      AAWAAAGAAAATGTAAGGTTGCAGTGGGTGGTGGTGTACGGTACAATGGRAAAGTGTTGAAATGGATTCTTCAAAATGGTAGCTGATACAAAAGAAATAAAAGCTATGTAATTGCA-TTT
	GlicE^20      AATAAAGAAAATGTAAGGTTGCAGTGGGTGGTGGTGTACGGTACAATGGAAAAGTGTTGAAATGGATTCTTCAAAATGGTAGCTGATACAAAAGRAATAAAAGCTATRTAATTGCA-TTT
	GlicE^21      AAWAAAGAAAATGTAAGGTTGCAGTGGGTGGTGGTGTACGGTACAATGGRAAAGTGTTGAAATGGATTCTTCAAAATGGTAGCTGATACAAAAGRAATAAAAGCTATRTAATTGCA-TTT
	GlicE^22      AA-AAAGAAAATGTAAGGTTGCAGTGGGTGGTGGTGTACGGTACAATGG-AAAGTGTTGAAATGGATTCTTCAAAATGGTAGCTGATACAAAAGNAATAAAAGCTATNTAATTGCA-TTT
	GlicE^23       AAWAAAGAAAATGTAAGGTTGCAGTGGGTGGTGGTGTACGGTACAATGGRAAAGTGTTGAAATGGATTCTTCAAAATGGTAGCTGATACAAAAGAAATAAAAGCTATRTAATTGCA-TTT
	GlicE^24       AATAAAGAAAATGTAAGGTTGCAGTGGGTGGTGGTGTACGGTACAATGGAAAAGTGTTGAAATGGATTCTTCAAAATGGTAGCTGATACAAAAGAAATAAAAGCTATATAATTGCA-TTT
	GlicE^25      AATAAAGAAAATGTAAGGTTGCAGTGGGTGGTGGTGTACGGTACAATGGAAAAGTGTTGAAATGGATTCTTCAAAATGGTAGCTGATACAAAAGGAATAAAAGCTATATAATTGCA-TTT
	GmorB^27    AATAAAGAAAATGTAAGGTTGCAGTGGGTGGTGGTGTACGGTACAATGGAAAAGTGTTGAAATGGATTCTTCAAAATGGTAGCTGATACAAAAGAAATAAAAGCTATRTAATTGCATTTT
	GpasB^28    AATAAAGAAAATGTAAGGTTGCAGTGGGTGGTGGTGTACGGTACAATGGAAAAGTGTTGAAATGGATTCTTCAAAATGGTAGCTGATACAAAAGAAATAAAAGCTATGTAATTGCA-TTT
	GpasB^29    AATAAAGAAAATGTAAGGTTGCAGTGGGTGGTGGTGTACGGTACAATGGAAAAGTGTTGAAATGGATTCTTCAAAATGGTAGCTGATACAAAAGGAATAAAAGCTATATAATTGCA-TTT


18 120
	GecuC^1     GGTAAGTACCTGTTTCAGAAATGTTAGTCGTCACTGTTGATTCCTTCACTTTCAAACGGCGATCCGCTAATACCATTTCTTCAATATATGAAATGTTTTGAGGCGTTATCAGTTCAATTA
	GecuP^4     GGTAAGTACCTGTTTCAGAAATGTTAGTCGTCACTGTTGATTCCTTCACTTTCAAACGGCGATCCGCTAATACCATTTCTTCAATATATGAAATGTTTTGAGGCGTTATCAGTTCAATTA
	GecuP^5     GGTAAGTACCTGTTTCAGAAATGTTAGTCGTCACTGTTGATTCCTTCACTTTCAAACGGCGATCCGCTWATACCATTTCTTCAAYATATGAAATGTTTTGAGGCGTTATCAGTTCAATTA
	GecuP^6      GGTAAGTACCTGTTTCAGAAATGTTAGTCGTCACTGTTGATTCCTTCACTTTCAAACGGCGATCCGCTAATACCATTTCTTCAATATATGAAATGTTTTGAGGCGTTATCAGTTCAATTA
	GecuE^8      GGTAAGTACCTGTTTCAGAAATGTTAGTCGTCACTGTTGATTCCTTCACTTTCAAACGGCGATCCGCTAATACCATTTCTTCAAYATATGAAATGTTTTGAGGCGTTATCAGTTCAATTA
	GecuE^9       GGTAAGTACCTGTTTCAGAAATGTTAGTCGTCACTGTTGATTCCTTCACTTTCAAACGGCGATCCGCTAATACCATTTCTTCAAYATATGAARTGTTTTGAGGCGTTATCAGTTCAATTA
	GecuE^10       GGTAAGTACCTGTTTCAGAAATGTTAGTCGTCACTGTTGATTCCTTCACTTTCAAACGGCGATCCGCTAATACCATTTCTTCAATATATGAAATGTTTTGAGGCGTTATCAGTTCAMTTA
	GlicC^15     GGTAAGTACCTGTTTCAGAAATGTTAGTCGTCACTGTTGATTCCTTCACTTTCAAACGGCGATCCGCTAATACCATTTCTTCAATATATGAAATGTTTTGAGGCGTTATCAGTTCAATTA
	GlicP^17      GGTAAGTRCCTGTTTCAGAAATGTTAGTCGTCACTGTTGATTCCTTCACTTTCAAACGGCGATCCGCTAATACCATTTCTTCAATATATGAAATGTTTTGAGGCGTTATCAGTTCAATTA
	GlicE^20      GGTAAGTACCTGTTTCAGAAATGTTAGTCGTCACTGTTGATTCCTTCACTTTCAAACGGCGATCCGCTAATACCATTTCTTCAATATATGAAATGTTTTGAGGCGTTATCAGTTCAATTA
	GlicE^21      GGTAAGTACCTGTTTCAGAAATGTTAGTCGTCACTGTTGATTCCTTCACTTTCAAACGGCGATCCGCTAATACCATTTCTTCAATATATGAAATGTTTTGAGGCGTTATCAGTTCAATTA
	GlicE^22      GGTAAGTACCTGTTTYAGAAATGTTAGTCGTCACTGTTGATTCCTTCACTTTCAAACGGCGATCCGCTAATACCATTTCTTCAATATATGAAATGTTTTGAGGCGTTATCAGTTCAATTA
	GlicE^23       GGTAAGTACCTGTTTCAGAAATGTTAGTCGTCACTGTTGATTCCTTCACTTTCAAACGGCGATCCGCTAATACCATTTCTTCAATATATGAAATGTTTTGAGGCGTTATCAGTTCAATTA
	GlicE^24       GGTAAGTACCTGTTTCAGAAATGTTAGTCGTCACTGTTGATTCCTTCACTTTCAAACGGCGATCCGCTAATACCATTTCTTCAATATATGAAATGTTTTGAGGCGTTATCAGTTCAATTA
	GlicE^25      GGTAAGTACCTGTTTCAGAAATGTTAGTCGTCACTGTTGATTCCTTCACTTTCAAACGGCGATCCGCTAATACCATTTCTTCAATATATGAAATGTTTTGAGGCGTTATCAGTTCAATTA
	GlicE^26      GGTAAGTACCTGTTTCAGAAATGTTAGTCGTCACTGTTGATTCCTTCACTTTCAAACGGCGATCCGCTAATACCATTTCTTCAATATATGAAATGTTTTGAGGCGTTATCAGTTCAATTA
	GmorB^27    GGTAAGTACCTGTTTCAGAAATGTTAGTCGTCACTGTTGATTCCTTCACTTTCAAACGGCGATCCGCTAATACCATTTCTTCAATATATGAAATGTTTTGAGGCGTTATCAGTTCAATTA
	GpasB^28    GGTAAGTACCTGTTTCAGAAATGTTAGTCGTCACTGTTGATTCCTTCACTTTCAAACGGCGATCCGCTAATACCATTTCTTCAATATATGAAATGTTTTGAGGCGTTATCAGTTCAATTA


18 120
	GecuC^1     ATCAGCAATTGTCTGATTTTGGTCCAGAATGGTGAGGTGCTGTTGTTGTCAACGATTAGATCATCGTATTTCACGTTTTGGGCCAAACAATAGATGACAGCGCTAAGATTTCGCATCTCA
	GecuP^4     ATCAGCAATTGTCTGATTTTGGTCCAGAATGGTGAGGTGCTGTTGTTGTCAACGATTAGATCATCGTATTTCACGTTTTGGGCCAAACAATAGATGACAGCGCTAAGATTTCGCATCTCA
	GecuP^5      ATCANCAATTGTCTGATTTTGGTCCAGAATGGTGAGGTGCTGTTGTTGTCAACGATTAGGTCATCGTATTTCACGTTTTGGGCCAAACAATAGATGACAGCGCTAAGATTTCGCATCTCA
	GecuE^8      ATCAGCAATTGTCTGATTTTGGTCCAGAATGGTGAGGTGCTGTTGTTGTCAACGATTAGATCATCGTATTTCACGTTTTGGGCCAAACAATAGATGACAGCGCTAAGATTTCGCATCTCA
	GecuE^9       ATCAGCAATTGTCTGATTTTGGTCCAGAATGGTGAGGTGCTGTTGTTGTCAACGATTAGATCATCGTATTTCACGTTTTGGGCCAAACAATAGATGACAGCGCTAAGATTTCGCATCTCA
	GecuE^10       ATCAGCAATTGTCTGATTTTGGTCCAGAATGGTGAGGTGCTGTTGTTGTCAACGATTAGRTCATCGTATTTCACGTTTTGGGCCAAACAATAGATGACAGCGCTAAGATTTCGCATCTCA
	GecuE^11      ATCAGCAATTGTCTGATTTTGGTCCAGAATGGTGAGGTGCTGTTGTTGTCAACGATTAGRTCATCGTATTTCACGTTTTGGGCCAAACAATAGATGACAGCGCTAAGATTTCGCATCTCA
	GlicC^15     ATCAGCAATTGTCTGATTTTGGTCCAGAATGGTGAGGTGCTGTTGTTGTCAACGATTAGGTCATCGTATTTCACGTTTTGGG-CAAACAATAGATGACAGCGCTRAGATTTCGCATCTCA
	GlicP^17      ATCAGCAATTGTCTNATTNTGGTCCAGAATGGTGAGGTGCTGTTGTTGTCAACGATTAGATCATCGTATTTCACGTTTTGGGCCAAACAATAGATGACAGCGCTAAGATTTCGCATNTCA
	GlicE^20      ATCAGCAATTGTCTGATTTTGGTCCAGAATGGTGAGGTGCTGTTGTTGTCAACGATTAGATCATCGTATTTCACGTTTTGGGCCAAACAATAGATGACAGCGCTRAGATTTCGCATCTCA
	GlicE^21      ATCAGCAATTGTCTGATTTTGGTCCAGAATGGTGAGGTGCTGTTGTTGTCAACGATTAGRTCATCGTATTTCACGTTTTGGGCCAAACAATAGATGACAGCGCTAAGATTTCGCATCTCA
	GlicE^22       ATCAGCAATTGTCTGATTTTGGTCCAGAATGGTGAGGTGCTGTTGTTGTCAACGATTAGATCATCGTATTTCACGTTTTGGGCCAAACAATAGATGACAGCGCTAAGATTTCGCATCTCA
	GlicE^23       ATCAGCAATTGTCTGATTTTGGTCCAGAATGGTGAGGTGCTGTTGTTGTCAACGATTAGRTCATCGTATTTCACGTTTTGGGCCAAACAATAGATGACAGCGCTAAGATTTCGCATCTCA
	GlicE^24      ATCAGCAATTGNCTGATTTTGGTCCAGAATGGTGAGGTGCTGTTGTTGTCAACGATTAGATCATCGTATTTCACGTTTTGGGCCAAACAATAGATGACAGCGCTAAGATTTCGCATCTCA
	GlicE^25      ATCAGCAATTGTCTGATTTTGGTCCAGAATGGTGAGGTGCTGTTGTTGTCAACGATTAGATCATCGTATTTCACGTTTTGGGCCAAACAATAGATGACAGCGCTAAGATTTCGCATCTCA
	GmorB^27    ATCAGCAATTGTCTGATTTTGGTCCAGAATGGTGAGGTGCTGTTGTTGTCAACGATTAGATCATCGTATTTCACGTTTTGGGCCAAACAATAGATGACAGCGCTAAGATTTCGCATCTCA
	GpasB^28    ATCAGCAATTGCCTGATTTTGGTCCAGAATGGTGAGGTGCTGTTGTTGTCAACGATTAGATCATCGTATTTCACGTTTTGGGCCAAACAATAGATGACAGCGCTAAGATTTCGCATCTCA
	GpasB^29    ATCAGCAATTGYCTGATTTTGGTCCAGAATGGTGAGGTGCTGTTGTTGTCAACGATTAGATCATCGTATTTCACGTTTTGGGCCAAACAATAGATGACAGCGCTAAGATTTCGCATCTCA


19 120
	GecuC^1     ATTGTTATTTCTGTTTGGATCTCGTAAGCGTTTACGATAATCAACGCTACCGGTTGCCGAAAATCTGTCCAATAATTCCTGAAACGATGATGTTTGGGGATGTCTACGGTTCGGATATCG
	GecuP^4     ATTGTTATTTCTGTTTGGATCTCGTAGGCGTTTACGATAATCAACGCTACCGGTTGCCGAAAATCTGTCCAATAATTCCTGAAACGATGATATTTGGGGATGTCTACGGTTCGGATATCG
	GecuP^5      ATTGTTATTTCTGTTTGGATNTCGTAGGCGTTTACGATNATCAACGCTACCGGNTGCCGAAAATCTGTCCAATAATTCCTGAAACGATGATGTTTGGGGATGTCTACGGTTCGGATATCG
	GecuE^8      ATTGTTATTTCTGTTTGGATCTCGTAGGCGTTTACGATAATCAACGCTACCGGTTGCCGAAAATCTGTCCAATAATTCCTGAAACGATGATGTTTGGGGATGTCTACGGTTCGGATATCG
	GecuE^9       ATTGTTATTTCTGTTTGGATCTCGTAGGCGTTTACGATAATCAACGCTACCGGTTGCCGAANATNTGTCCAATAATTCCTGAAACGATGAT-TTTGGGGATGTCTACGGTTCGNATATCG
	GecuE^10       ATTGTTATTTCTGTTTGGATCTCGTAGGCGTTTACGATAATCAACGCTACCGGTTGCCGAAAATCTATCCAATAATTCTTGAAACGATGATGTTTGGGGATGTCTACGGTTCGGATATCG
	GecuE^11      ATTGTTATTTCTGTTTGGATCTCGTAGGCGTTTACGATAATCAACGCTACCGGTTGCCGAAAATCTGTCCAATAATTYCTGAAACGATGATRTTTGGGGATGTCTACGGTTCGGATATCG
	GlicC^15     ATTGTTATTTCTGTTTGGATCTCGTAGGCGTTTACGATAATCAACGCTACCGGTTNCCGAAAATCTGTCCAGTAATTCCTGAAACGATGATGTTTGNGGATGTCTACGGTTCGAATATCG
	GlicC^16     ATTGTTATTTCTGTTTGGATCTCGTAGGCGTTTACGATAATCAACGCTACCGGTTGCCGAATATCTGTCCAATAATTCCTGAAACGATGATGTTTGGGGATGTCTACGGTTCGGATATCG
	GlicP^17      ATTGTTATTTCTGTTTGGATCTCGTAGGCGTTTACGATAATCAACGCTACCGGTTGCCGAAAATCTGTCCAGTAATTCCTGAAACGATGATGTTTGGGGATGTCTACGGTTCGAATATCG
	GlicE^20      ATTGTTATTTCTGTTTGGATCTCGTAGGCGTTTACGATAATCAACGCTACCGGTTGCCGAAAATCTGTCCANTAATTCCTGAAACGATGATGTTTGGGGATGTCTACGGTTCGAATATCG
	GlicE^21      ATTGTTATTTCTGTTTGGATCTCGTAGGCGTTTACGATAATCAACGCTACCGGTTGCCGAAAATCTGTCCAATAATTCCTGAAACGATGATGTTTGGGGATGTCTACGGTTCGGATATCG
	GlicE^22      ATTGTTATTTCTGTTTGGATCTCGTAGGCGTTTACGATAATCAACGCTACCGGTTGCCGAATATCTGTCCAATAATTCCTGAAACGATGATGTTTGGGGATGTCTACGGTTCGGATATCG
	GlicE^23       ATTGTTATTTCTGTTTGGATCTCGTAGGCGTTTACGATAATCAACGCTACCGGTTGCCGAATATCTGTCCAATAATTCCTGAAACGATGATGTTTGGGGATGTCTACGGTTCGGATATCG
	GlicE^24       ATTGTTATTTCTGTTTGGATCTCGTAGGCGTTTACGATAATCAACGCTACCGGTTGCCGAATATCTGTCCAATAATTCCTGAAACGATGATGTTTGGGGATGTCTACGGTTCGGATATCG
	GlicE^25      ATTGTTATTTCTGTTTGGATCTCGTAGGCGTTTACGATAATCAACGCTACCGGTTGCCGAAWATCTGTCCAATAATTCCTGAAACGATGATRTTTGGGGATGTCTACGGTTCGRATATCG
	GmorB^27    ATTGTTATTTCTGTTTGGATCTCGTAGGCGTTTACGATAATCAACGCTACCGGTTGCCGAAAATCTGTCCAATAATTCCTGAAACGATGATGTTTGGGGATGTCTACGGTTCGRATATCG
	GpasB^28    ATTGTTATTTCTGTTTGGATCTCGTAGGCGTTTACGATAATCAACGCTACCGGTTGCCGAAAATCTGTCCAATAATTTCTGAAACGATGATGTTTGGGGATGTCTACGGTTCGGATATCG
	GpasB^29    ATTGTTATTTCTGTTTGGATCTCGTAGGCGTTTACGATAATCAACGCTACCGGTTGCCGAAAATCTGTCCAATAATTNCTGAAACGATGAT-TTTGGGGATGTCTACGGTTCGGATATCG


20 120
	GecuC^1     TCTGTGCGATTACTTGCATGGATTGCACGATCATCAGTCGAAGAATAAACTATTTCTGCAGCC-TTCACAGACATTATTATAGCGGCCNTACGGCATGAGATCTAAGTCATTTGAGATGC
	GecuP^4     TCTGTGCGATTACTTGCATGGATTGCACGATCATCAGTCGAAGAATAAACTATTTCYGCAGCC-TTCACAGACATTATTATAGCRGCCCTACGGCATGAGATCTAAGTCATTTGAGATGC
	GecuP^5      TCTGTGCGATTACTTGCATGGATTGCACGATCATCAGTCGAAGAATAAACTATTTCTGCAGCC-TTCACAGACATTATTATAGCGGCCCTACGGCATGAGATCTAAGTCATTTGAGATGC
	GecuE^8      TCTGTGCGATTACTTGCATGGATTGCACGATCATCAGTCGAAGAATAAACTATTTCTGCAGCC-TTCACAGACATTATTATAGCGGCCCTACGGCATGAGATCTAAGTCATTTGAGATGC
	GecuE^9       TCTGTGCGATTACTTGCATGGATTGCACGATCATCAGTCGAAGAATAAACTATTTCTGCAGCC-TTCACAGACATTATTATAGCGGCCCTACGGCAYGAGATCTAAGTCATTTGAGATGC
	GecuE^10       TCTGTGCGATTACTTGCATGGATTGCACGATCATCAGTCGAAGAATAAACTATTTCTGCAGCC-TTCACAGACATTATTATAGCGGCCCTACGGCATGAGATCTAAGTCATTTGAGATGC
	GecuE^11      TCTGTGCGATTACTTGCATNGATTGCACGATCATCAGTCGAAGAATAAACTATTTCTGCAGCC-TTYACAGACATTATTATAGCGGCCCTACGGCATGAGATCTAAGTCATTTGAGATGC
	GlicC^15     TCTGTGCGATTACTTGCATGGATTGCACGATCATCAGTCGAAGAATAAACTATTTCTGCAGCC-TTCACAGACATTATTANAGCAGCCCTACGGCATGAGATCTAAGNCATTTGAGATGC
	GlicP^17      TCTGTGCGATTACTTGCATGGNTTGCACGATCATCAGTCGAAGAATAAACTATTTCTGCAGCC-TTCACAGACATTATTATAGCGGCCCTACGGCATGAGATCTAAGTCATTTGAGATGC
	GlicP^18      TCTGTGCGATTACTTGCATGGATTGCACGATCATCAGTCGAAGAATAAACTATTTCTGCAGGC-TTCACAGACATTATTATAGCAGCCCTACGGCATGAGATCTAAGTCATTTGAGATGC
	GlicE^20      TCTGTGCGATTACTTGCATGGATTGCACGATCATCAGTCGAAGAATAAACTATTTCTGCAGNC-TTCACAGACATTATTATAGCNGCCCTACGGCATGAGATCTAAGTCATTTGAGATGC
	GlicE^21      TCTGTGCGATTACTTGCATGGATTGCACGATCATCAGTCGAAGAATAAACTATTTCTGCAGCC-TTCACAGACATTATTATAGCRGCCCTACGGCATGAGATCTAAGTCATTTGAGATGC
	GlicE^22      TCTGTGCGATTACTTGCATGGATTGCACGATCATCAGTCGAAGAATAAACTATTTCTGCAGCC-TTCACAGACATTATTATAGCAGCCCTACGGCATGAGATCTAAGTCATTTGAGATGC
	GlicE^23       TCTGTGCGATTACTTGCATGGATTGCACGATCATCAGTCGAAGAATAAACTATTTCTGCAGSCNTTCACAGACATTATTATAGCRGCCCTACGGCATGAGATCTAAGTCATTTGAGATGC
	GlicE^24       TCTGTGCGATTACTTGCATGGATTGCACGATCATCAGTCGAAGAATAAACTATTTCTGCAGCC-TTCACAGACATTATTATAGCGGCCCTACGGCATGAGATCTAAGTCATTTGAGATGC
	GlicE^25      TCTGTGCGATTACTTGCATGGATTGCACGATCATCAGTCGAAGAATAAACTATTTCTGCAGCC-TTCACAGACATTATTACAGCAGCCCTACGGCATGAGATCTAAGCCATTTGAGATGC
	GlicE^26      TCTGTGCGATTACTTGCATGGATTGCACGATCATCAGTCGAAGAATAAACTATTTCTGCAGCC-TTCACAGACATTATTATAGCGGCCCTACGGCATGAGATCTAAGTCATTTGAGATGC
	GmorB^27    TCTGTGCGATTACTTGCATGGATTGCACGATCATCAGTCGAAGAATAAACTATTTCTGCAGCC-TTCACAGACATTATTATAGCGGCCCTACGGCATGAGATCTAAGTCATTTGAGATGC
	GpasB^28    TCTGTGCGATTACTTGCATGGATTGCACGATCATCAGTCGAAGAATAAACTATTTCCGCAGCC-TTCACAGACATTATTATAGCAGCCCTACGGCATGAGATCTAAGTCATTTGAGATGC
	GpasB^29    TCTGTGCGATTACTTGCATGGATTGCACGATCATCAGTCGAAGAATAAACTATTTCCGCAGCC-TTCACAGACATTATTATAGCAGCCCTACGGCATGAGATCTAAGTCATTTGAGATGC


18 120
	GecuC^1     CATAGCAATACCTGAAATATTATTGGAGATATTTAGGTGTTTCCAGAATTTTGTCCATCACTATACACGTTGGTCCAGATACGAACGAGGGATTGCTTTTGTGAATGGCAACAGCGCATA
	GecuP^4     CATAGCAATACCTGAAATATTATTGGAGATATTTAGRTGTTTCCAGAATTTTGTCCATCACTATACACGTTGGTCCAGATACGAACGRGGGATTGCTTTTGTGAATGGCAACAGCGCATA
	GecuP^5     CATAGCAATACCTGAAATATTATTGGAGATATTTAGRTGNTTCCAGAATTTTGTCCATCACTATACACGTTGGTCCAGATACGAACGRGGGATTGCTTTTGTGAATGGCAACAGCGCATA
	GecuP^6      CATAGCAATACCTGAAATATTATTGGAGATATTTAGGTGTTTCCAGAATTTTGTCCATCACTATACACGTTGGTCCAGATACGAACGAGGGATTGCTTTTGTGAATGGCAACAGCGCATA
	GecuE^8      CATAGCAATACCTGAAATATTATTGGAGATATTTAGRTGTTTCCAGAATTTTGTCCATCACTATACACGTTGGTSCAGATACGAACGRGGGATTGCTTTTGTGAATGGCAACAGCGCATA
	GecuE^9       CATAGCAATACCTGAAATATTATTGGAGATATTTAGGTGTTTCCAGAATTTTGTCCATCACTATACACGTTGGTCCAGATACGAACGAGGGATTGCTTTTGTGAATGGCAACAGCGCATA
	GecuE^10       CATAGCAATACCTGAAATATTATTGGAGATATTTAGGTGTTTCCAGAATTTTGTCCATCACTATACACGTTGGTCCAGATACGAACGAGGGATTGCTTTTGTGAATGGCAACAGCGCATA
	GecuE^11      CATAGCAATACCTGAAATATTATTGGAGATATTTAGGTGTTTCCAGAATTTTGTCCATCACTATACACGTTGGTCCAGATACGAACGAGGGATTGCTTTTGTGAATGGCAACAGCGCATA
	GlicC^15     CATAGCAATACCTGAAATATTATTGGAGATATTTAGATGTTTCCAGAATTTTGTCCATCACTATACACGTTGGTCCAGATACGAACG-GGGATTGCTTTTGTGAATGGCAACAGCGCATA
	GlicP^17      CATAGCAATACCTGAAATATTATTGGAGATATTTAGRTGTTTCCAGAATTTTGTYCATCACTATACACGTTGGTCCAGATACGAACGRGGGATTGCTTTTGTGAATGGCAACAGCGCATA
	GlicE^20      CATAGCAATACCTGAAATATTATTGGAGATATTTAGATGTTTCCAGAATTTTGTCCATCACTATACACGTTGGTCCAGATACGAACGGGGGATTGCTTTTGTGAATGGCAACAGCGCATA
	GlicE^21      CATAGCAATACCTGAAATATTATTGGAGATATTTAGRTGTTTCCAGAATTTTGTYCATCACTATACACGTTGGTCCAGATACGAACGRGGGATTGCTTTTGTGAATGGCAACAGCGCATA
	GlicE^22      CATAGCAATACCTGAAATATTATTGGAGATATTTAGATGTTTCCAGAATTTTGTCCATCACTATACACGTTGGTCCAGATACGAACGGGGGATTGCTTTTGTGAATGGCAACAGCGCATA
	GlicE^23       CATAGCAATACCTGAAATATTATTGGAGATATTTAGGTGTTTCCAGAATTTTGTCCATCACTATACACGTTGGTCCAGATACGAACGAGGGATTGCTTTTGTGAATGGCAACAGCGCATA
	GlicE^24       CATARCAATACCTGAAATATTATTGGAGATATTTAGRTGTTTCCAGAATTTTGTYCATCACTATACACGTTGGTCCAGATACGAACGGGGGATTGCTTTTGTGAATGGCAACAGCGCATW
	GmorB^27    CATAGCAATACCTGAAATATTATTGGAGATATTTAGRTGTTYCCAGAATTTTGTCCATCACTATACACGTTGGTCCAGATACGAACGRGGGATTGCTTTTGTGAATGGCAACAGCGCATA
	GpasB^28    CATAGCAATACCTGAAATATTATTGGAGATATTTAGATGTTTCCAGAATTTTGTCCATCACTATACACGTTGGTCCAGATACGAACGGGGGATTGCTTTTGTGAATGGCAACAGCGCATA
	GpasB^29    CATAGCAATACCTGAAATATTATTGGAGATATTTAGATGTTTCCAGAATTTTGTCCATCACTATACACGTTGGTCCAGATACGAACGGGGGATTGCTTTTGTGAATGGCAACAGCGCATA


21 120
	GecuC^1     AAACCTAGTCAATAAAGAAAATGTGACAATATAAATTATGTAGATGTAAAATTTCTGTTGCTTGCAATTTTGGTAGAACTATCGAAAATTTACTATTTACTTGCTTCATTAGAATACCAT
	GecuP^4     AAACCTAGTCAATAAAGAAAATGTGACAATATAAATTATGTAGATGTAAAATTTCTGTTGCTTGCAATTTTGGTAGAACTATCGAAAATTTACTATTTACTTGCTTCATTAGAATACCAT
	GecuP^5     AAACCTAGTCAATAAAGAAAATGTGACAATATAAATTATGTAGATGTAAAATTTCTGTTGCTTGCAATTTTGGTAGAACTATCGAAAATTTACTATTTACTTGCTTCATTAGAATACCAT
	GecuP^6      AAACCTAGTCAATAAAGAAAATGTGACAATATAAATTATGTAGATGTAAAATTTCTGTTGCTTGCAATTTTGGTANAACTATCGAAAATTTACTATTTACTTGCTTCATTAGAATACCAT
	GecuP^7      AAACCTAGTCAATAAAGAAAATGTGACAATATAAATTATGTAGATGTAAAATTTCTGTTGCTTGCAATTTTGGTAGAACTATCGAAAATTTACTATTTACTTGCTTCATTAGAATNCCAT
	GecuE^8      AAACCTAGTCAATAAAGAAAATGTGACAATATAAATTATGTAGATGTAAAATTTCTGTTGCTTGCAATTTTGGTAGAACTATCGAAAATTTACTATTTACTTGCTTCATTAGAATACCAT
	GecuE^9       AAACCTAGTCAATAAAGAAAATGTGACAATATAAATTATGTAGATGTAAAATTTCTGTTGCTTGCAATTTTGGTAGAACTATCGAAAATTTACTATTTACTTGCTTCATTAGAATACCAT
	GecuE^10       AAACCTAGTCAATAAAGAAAATGTGACAATATAAATTATGTAGATGTAAAATTTCTGTTGCTTGCAATTTTGGTAGAACTATCGAAAATTTACTATTTACTTGCTTCATTAGAATACCAT
	GecuE^11      AAACCTAGTCAATAAAGAAAATGTGACAATATAAATTATGTAGATGTAAAATTTCTGTTGCTTGCAATTTTGGTAGAACTATCGAAAATTTACTATTTACTTGCTTCATTAGAATACCAT
	GlicC^15     AAACCTAGTCAATAAAGAAAATGTGACAATATAAATTATGTAGATGTAAAATTT-TGTTGCTTGCAATTTTGGTAGAACTATCGAAAATTTACTATTTACNTGCTTCATTAGAATACCAT
	GlicP^17      AAACCTAGTCAATAAAGAAAATGTGACAATATAAATTATGTAGATGTAAAATTTCTGTTGCTTGCAATTTTGGTAGAACTATCGAAAATTTACTATTTACTTGCTTCATTAGAATAMCAT
	GlicE^20      AAACCTAGTCAATAAAGAAAATGTGACAATATAAATTATGTAGATGTAAAATTTCTGTTGCTTGCAATTTTGGTAGAACTATCGAAAATTTACTATTTACTTGCTTCATTAGAATACCAT
	GlicE^21      AAACCTAGTCAATAAAGAAAATGTGACAATATAAATTATGTAGATGTAAAATTTCTGTTGCTTGCAATTTTGGTAGAACTATCGAAAATTTACTATTTACTTGCTTCATTAGAATACCAT
	GlicE^22      AAACCTAGTCAATAAAGAAAATGTGACAATATAAATTATGTAGATGTAAAATTTCTGTTGCTTGCAATTTTGGTAGAACTATCGAAAATTTACTATTTACTTGCTTCATTAGAATACCAT
	GlicE^23       AAACCTAGTCAATAAAGAAAATGTGACAATATAAATTATGTAGATGTAAAATTTCTGTTGCTTGCAATTTTGGTAGAACTATCGAAAATTTACTATTTACTTGCTTCATTAGAATACCAT
	GlicE^24       AAACCTAGTCAATAAAGAAAATGTGACAATATAAATTATGTAGATGTAAAATTTCTGTTGCTTGCAATTTTGGTAGAACTATCGAAAATTTACTATTTACTTGCTTCATTAGAATACCAT
	GlicE^25      AAACCTAGTCAATAAAGAAAATGTGACAATATAAATTATGTAGATGTAAAATTTCTGTTGCTTGCAATTTTGGTAGAACTATCGAAAATTTACTATTTACTTGCTTCATTAGAATACCAT
	GlicE^26      AAACCTAGTCAATAAAGAAAATGTGACAATATAAATTATGTAGATGTAAAATTTCTGTTGCTTGCAATTTTGGTAGAACTATCGAAAATTTACTATTTACTTGCTTCATTAGAATACCAT
	GmorB^27    AAACCTAGTCAATAAAGAAAATGTGACAATATAAATTATGTAGATGTAAAATTTCTGTTGCTTGCAATTTTGGTAGAACTATCGAAAATTTACTATTTACTTGCTTCATTAGAATACCAT
	GpasB^28    AAACCTAGTCAATAAAGAAAATGTGACAATATAAATTATGTAGATGTAAAATTTCTGTTGCTTGCAATTTTGGTAGAACTATCGAAAATTTACTATTTACTTGCTTCATTAGAATACCAT
	GpasB^29    AAACCTAGTCAATAAAGAAAATGTGACAATATAAATTATGTAGATGTAAAATTTCTGTTGCTTGCAATTTTGGTAGAACTATCGAAAATTTACTATTTACTTGCTTCATTAGAATACCAT


16 120
	GecuC^1     GAATACCAAATTTATGAAAAGCTAATTCTTGTATGTGTGGAYTATACTACTGTTGTTCTTGGGAAATATTGTGCCATTTCTAACTATGTATTACTAAAATAAACATAGTGAAGAACAAGC
	GecuP^4     GAATACCAAATTTATGAAAAGCTAATTCTTGTATGTGTGGATTATACTACTGTTRTTCTTGGGAAATATTGTGCCATTTCTAACTATGTAYTACTAAAATAAACATAGTGAAGAACAAGC
	GecuP^5      GAATACCAAATTTATGAAAAGCTAATTCTTGTATGTGTGGATTATACTACTGTTGTTCTTGGGAAATATTGTGCCATTTCTAACTATGTATTACTAAAATAAACATAGTGAAGAACAAGC
	GecuE^8      GAATACCAAATTTATGAAAAGCTAATTCTTGTATGTGTGGAYTATACTACTGTTGTTSTTGGGAAATATTGTGCCATTTCTAACTATGTATTACTAAAATAAACATAGTGAAGAACAAGC
	GecuE^9       GAATACCAAATTTATGAAAAGCTAATTCTTGTATGTGTGGAYTATACTACTGTTGTTCTTGGGAAATATTGTGCCATTTCTAACTATGTATTACTAAAATAAACATAGTGAAGAACAAGC
	GecuE^10       GAATACCAAATTTATGAAAAGCTAATTCTTGTATGTGTGGATTATACTACTGTTGTTCTTGGGAAATATTGTGCCATTTCTAACTATGTATTACTAAAATAAACATAGTGAAGAACAAGC
	GecuE^11      GAATACCAAATTTATGAAAAGCTAATTCTTGTATGTGTGGATTATACTACTGTTGTTCTTNGGAAATATTGTGCCATTTCTAACTATGTATTACTAAAATAAACATAGTGAAGAACAAGC
	GlicC^15     GAATACCAAATTTATGAAAAGCTAATTCTTGTATGTGTGGACTATACTACTGTTATTCTTGGGAAATATTGTACCATTTCTAACTATGTATTACTAAAATAAACATAGTGAAGAACAAGC
	GlicP^17      GAATACCAAATTTATGAAAAGCTAATTCTTGTATGTGTGGACTATACTACTGTTGTTSTTGGGAAATATTGTGCCATTTCTAACTATGTATTACTAAAATAAACATAGTGAAGAACAAGC
	GlicE^20      GAATACCAAATTTATGAAAAGCTAATTCTTGTATGTGTGGAYTATACTACTGTTRTTCTTGGGAAATATTGTGCCATTTCTAACTATGTAYTACTAAAATAAACATAGTGAAGAACAAGC
	GlicE^21      GAATACCAAATTTATGAAAAGCTAATTCTTGTATGTGTGGAYTATACTACTGTTGTTSTTGGGAAATATTGTGCCATTTCTAACTATGTATTACTAAAATAAACATAGTGAAGAACAAGC
	GlicE^22       GAATACCAAATTTATGAAAAGCTAATTCTTATATGTGTGGACTATACTACTGTTGTTCTTGGGAAATATTGTGCCATTTCTAACTATGTATTACTAAAATAAACATAGTGAAGAACAAGC
	GlicE^23       GAATACCAAATTTATGAAAAGCTAATTCTTGTATGTGTGGACTATACTACTGTTGTTCTTGGGAAATATTGTGCCATTTCTAACTATGTATTACTAAAATAAACATAGTGAAGAACAAGC
	GlicE^24      GAATACCAAATTTATGAAAAGCTAATTCTTGTATGTGTGGACTATACTACTGTTGTTGTTGGGAAATATTGTGCCATTTCTAACTATGTATTACTAAAATAAACATAGTGAAGAACAAGC
	GmorB^27    GAATACCAAATTTATGAAAAGCTAATTCTTGTWTGTGTGGAYTATACTACTGTTGTTCTTGGGAAATATTGTGCCATTTCTAACTATGTATTACTAAAATAAACATAGTGAAGAACAAGC
	GpasB^28    GAATACCAAATTTATGAAAAGCTAATTYTTGTATGTGTGGATTATACTACTGTTGTTCTTGGGAAATATTGTGCCATTTCTAACTATGTATTACTAAAATAAACATAGTGAAGAACAAGC


19 120
	GecuC^1     ACAATAGTTTCYATAAATAAGGATCTGAAGAATGCAAAATGAAGAGGAGATATGTCATCGATGTCAAGATCTAGAAAAATAGCACGATTTGATTGTACTTCCGGATACAATTATAAATAT
	GecuP^4     ACAAYAGTTTCCATAAATAAGGATCTGAAGAATGCAAAATGAAGAGGAGATATGTCATCGATGTCAAGATCTAGAAAAATAGCACGATTTGATTGYACTTCCGGATACAATTATAAATAT
	GecuP^5     ACAATAGTTTCCATAAATAAGGATCTGAAGAATGCAAAATGAAGAGGRGATATGTCATCGATGTCAAGATCTAGAAAAATAGCACGATTTGATTGTACTTCCGGATACAATTATAAATAT
	GecuP^6      ACAATAGTTTCCATAAATAAGGATCTGAAGAATGCAAAATGAAGAGGAGATATGTCATCGATGTCAAGATCTAGAAAAATAGCACGATTTGATTGYACTTCCGGATACAATTATAAATAT
	GecuE^8      ACAATAGTTTCCATAAATAAGGATCTGAAGAATGCAAAATGAAGAGGAGATATGTCATCGATGTCAAGATCTAGAAAAATAGCACGATTTGATTGTACTTCCGGATACAATTATAAATAT
	GecuE^9       ACAATAGTTTCCATAAATAAGGATCWGAAGAATGCAAAATGAAGAGGAGATATGTCATCGATGTCAAGATCTAGAAAAATAGCACGATTTGATTGTACTTCCGGATACAATTATAAATAT
	GecuE^10       ACAATAGTTTCCATAAATAAGGATCTGAAGAATGCAAAATGAAGAGGAGATATGTCATCGATGTCAAGATCTAGAAAAATAGCACGATTTGATTGTACTTCCGGATACAATTATAAATAT
	GecuE^11      ACAATAGTTTCCATAAATAAGGATCTGAAGAATGCAAAATGAAGAGGAGATATGTCATCGATGTCANGATCTAGAAAAATAGCACGATTTGATTGYACTTCCGGATACAATTNTAAATAT
	GlicC^15     ACAATAGTTTCCATAAATAAGGATCTGAAGAATGCAAAATGAAGAGGAGATATGTCATCGATGTCAAGATCTAGAAAAATAGCACGATTTGATTGTACTTCCGGATACAATTATAAATAT
	GlicP^17      ACAATAGTTTCCATAAATAAGGATCTGAAGAATGCAAAATAAAGAGGAGATATGTCATCGATGTCAAGATCTAGAAAAATAGCACGATTTGATTGTACTTCCGGATACAATTATAAATAT
	GlicE^20      ACAATAGTTTCCAKAAATAAGGATCTGAAGAATGCAAAATGAAGAGGAGATATGTCATCGATGTCAAGATCTAGAAAAATAGCACGATTTGATTGTACTTCCGGATACAATTATAAATAT
	GlicE^21      ACAATAGTTTCCATAAATAAGGATCTGAAGAATGCAAAATGAAGAGGAGATATGTCATCGATGTCAAGATCTAGAAAAATAGCACGATTTGATTGTACTTCCGGATACAATTATAAATAT
	GlicE^22       ACAATAGTTTCCATAAATAAGGATCTGAAGAATGCAAAATAAAGAGGAGATATGTCATCGATGTCAAGATCTAGAAAAATAGCACGATTTGATTGTACTTCCGGATACAATTATAAATAT
	GlicE^23       ACAATAGTTTCCATAAATAAGGATCTGAAGAATGCAAAATGAAGAGGAGATATGTCATCGATGTCAAGATCTAGAAAAATAGCACGATTTGATTGTACTTCCGGATACAATTATAAATAT
	GlicE^24      ACAATAGTTTCCATAAATAAGGATCTGAAGAATGCAAAATAAAGAGGAGATATGTCATCGATGTCAAGATCTAGAAAAATAGCACGATTTGATTGTACTTCCGGATACAATTATAAATAT
	GlicE^25      ACAATAGTTTCCATAAATAAGGATCTGAAGAATGCAAAATGAAGAGGAGATATGTCATCGATGTCAAGATCTAGAAAAATAGCACGATTTGATTGTACTTCCGGATACAATTATAAATAT
	GmorB^27    ACAATAGTTTCCATAAATAAGGATCTGAAGAATGCAAAATGAAGAGGAGATATGTCATCGATGTCAAGATCTAGAAAAATAGCACGATTTGATTGTACTTCCGGATACAATTATAAATAT
	GpasB^28    ACAATAGTTTCCATAAATAAGGATCTGAAGAATGCAAAATGAAGAGGAGATATGTCATCGATGTCAAGATCTAGAAAAATAGCACGATTTGATTGTACTTCCGGATACAATTATAAATAT
	GpasB^29    ACAATAGTTTCCATAAATAAGGATCTGAAGAATGCAAAATGAAGAGGAGATATGTCATCGATGTCAAGATCTAGAAAAATAGCACGATTTGATTGTACTTCCGGATACAATTATAAATAT


22 120
	GecuC^1     AAGATTTCGGATAGCGGCTCCGAGTTATCGAGYAACAGATCCAGATCCGAGGTTTTATATAGCGGATCCGCATTTGAGTTATCAAATAACGAATCCAAATCCGAGGTTACGGATAACAGA
	GecuP^4     AAGATTTCGGATAGCGGCTCCGAGWTATCGAGTAACAGATCCAGATCCGAGGTTTGATATAGCGGATCCGCATTTGAGTTATCGAATAACGAATCCAAATCCGAGGTTACGGATAACAGA
	GecuP^5     AAGATTTCGGATAGCGGCTCCGAGTTATCGAGTAACAGATCCAGATCCGAGGTTTGATATAGCGGATCCGCATTTGAGTTATCGAATAACGAATCCAAATCCGAGGTTACGGATAACAGA
	GecuP^6      AAGATTTCGGATAGCGGCTCCGAGTTATCGAGTAACAGATCCAGATCCGAGGTTTKATATAGCGGATCCGCATTTGAGTTATCRAATAACGAATCCAAATCCGAGGTTACGGATAACAGA
	GecuP^7      AAGATTTCGGATAGCGGCTCCGAGTTATCGAGTAACAGATCCAGATCCGAGGTTTKATATAGCGGATCCGCATTTGAGTTATCRAATAACGAATCCAAATCCGAGGTTACGGATAACAGA
	GecuE^8      AAGATTTCGGATAGCGGCTCCGAGWTATCGAGTAACAGATCCAGATCCGAGGTTTGATATAGCGGATCCGCATTTGAGTTATCGAATAACGAATCCAAATCCGAGGTTACGGATAACAGA
	GecuE^9       AAGATTTCGGATAGCGGCTCCGAGTTATCGAGTAACAGATCCAGATCCGAGGTTTGATATAGCGGATCCGCATTTGAGTTATCGAATAACGAATCCAAATCCGAGGTTACGGATAACAGA
	GecuE^10       AAGATTTCGGATAGCGGCTCCGAGTTATCGAGTAACAGATCCAGATCCGAGGTTTGATATAGCGGATCCGCATTTGAGTTATCGAATAACGAATCCAAATCCGAGGTTACGGATAACAGA
	GecuE^11       AAGATTTCGGATAGCGGCTCCGAGTTATCGAGTAACAGATCCAGATCCGAGGTTTKATATAGCGGATCCGCATTTGAGTTATCRAATAACGAATCCAAATCCGAGGTTACGGATAACAGA
	GecuE^12      AAGATTTCGGATAGCGGCTCCGAGTTATCGAGTAACAGATCCAGATCCGAGGTTT-ATATAGCGGATCCGCATTTGAGTTATCGAATAACGAATCCAAATCCAAGGTTACGGATAACAGA
	GlicC^15     AAGATTTCGGATAGCGGTTCCGAGTTATCGAGTAACAGATCCAGATCCGAGGTTTTATATAGCGGATCCGCATTTGAGTTATCGAATAACGAATCCAAATCCGAGGTTACGGATAACAGA
	GlicP^17      AAGATTTCGGATAGCGGCTCNGAGTTATCGAGTAACAGATCCAGATCCGAGGTTTTATATAGCGGATCCGCATTTGAGTTATCNAATAACGAATCCAAATCCGAGGTTACGGNTAACAGA
	GlicP^18      AAGATTTCGGATAGCGGTTCCGAGTTATCGAGTAACAGATCCAGATCCGAGGTTTTATATAGCGGATCCGCATTTGAGTTATCGAATAACGAATCCAAATCCGAGGTTACGGATAACAGA
	GlicE^20      AAGATTTCGGATAGCGGTTCCGAGTTATCGAGTAACAGATCCAGATCCGAGGTTTTATATAGCGGATCCGCATTTGAGTTATCGAATAACGAATCCAAATCCGAGGTTACGGATAACAGA
	GlicE^21      AAGATTTCGGATAGCGGYTCCGAGTTATCGAGTAACAGATCCAGATCCGAGGTTTTATATAGCGGATCCGCATTTGAGTTATCRAATAACGAATCCAAATCCGAGGTTACGGATAACAGA
	GlicE^22      AAGATTTCGGATAGCGGYTCCGAGTTATCGAGTAACAGATCCAGATCCGAGGTTTTATATAGCGGATCCGCATTTGAGTTATCRAATAACGAATCCAAATCCGAGGTTACGGRTAACAGA
	GlicE^23       AAGATTTCGGATAGCGGTTCCGAGTTATCGAGTAACAGATCCAGATCCGAGGTTTTATATAGCGGATCCGCATTTGAGTTATCGAATAAYGAATCCAAATCCGAGGTTACGGATAACAGA
	GlicE^24       AAGATTTCGGATAGCGGYTCCGAGTTATCGAGTAACAGATCCAGATCCGAGGTTTTATATAGCGGATCCGCATTTGAGTTATCRAATAACGAATCCAAATCCGAGGTTACGGRTAACAGA
	GlicE^25      AAGATTTCGGATAGCGGCTCCGAGTTATCGAGTAACAGATCCAGATCCGAGGTTTTATATAGCGGATCCGCATTTGAGTTATCAAATAACGAATCCAAATCCGAGGTTACGGGTAACAGA
	GlicE^26      AAGATTTCGGATAGCGGTTCCGAGTTATCGAGTAACAGATCCAGATCCGAGGTTTTATATAGCGGATCCGCATTTGAGTTATCGAATAACGAATCCAAATCCGAGGTTACGGATAACAGA
	GmorB^27    AAGATTTCGGATAGCGGCTCCGAGTTATCGAGTAACAGATCCAGATCCGAGGTTTGATATAGCGGATCCGCATTTGAGTTATCGAATAACGAATCCAAATCCGAGGTTACGGATAACAGA
	GpasB^28    AAGATTTCGGATAGCGGCTCCGAGTTATCGAGTAACAGATCCAGATCCGAGGTTTTATATAGCGGATCCGCATTTGAGTTATCGAATAACGAATCCAAATCCGAGGTTACGGATAACAGA


17 120
	GecuC^1     CTGCTTCTGATGCTAATTAGTGCATTTTCACATACAAACAGCAATCAGCGGAAACTGCAAGTAGAAAAAACCGAACTGAATGCGATAGAAGTCATTGATGTGCATTAGCTAATAAGCTCG
	GecuP^4     CTGCTYCTGATGCTAATTAGTGCATTTTCACATACAAACAGCAATCAGCGGAAACTGCAAGTAGAAAAAACCGAACTGAATGCGATAGAAGTCATTGATGTGCATTAGCTAATAAGCTCG
	GecuP^5     CTGCTTCTGATGCTAATTAGTGCATTTTCACATACAAACAGCAATCAGCGGAAACTGCAAGTAGAAAAAACCGAACTGAATGCGATAGAAGTCATTGATGTGCATTAGCTAATAAGCTCG
	GecuP^6      CTGCTTCTGATGCTAATTAGTGCATTTTCACATACAAACAGCAATCAGCGGAAACTGCAAGTAGAAAAAACCGAACTGAWTGCGATAGAAGTCATTGATGTGCATTAGCTAATAAGCTCG
	GecuE^8      CTGCTTCTGATGCTAATTAGTGCATTTTCACATACAAACAGCAATCAGCGGAAACTGCAAGTAGAAAAAACCGAACTGAATGCGATAGAAGTCATTGATGTGCATTAGCTAATAAGCTCG
	GecuE^9       CTGCTTCTGATGCTAATTAGTGCATTTTCACATACAAACAGCAATCAGCGGAAACTGCAAGTAGAAAAAACCGAACTGAATGCGATAGAAGTCATTGATGTGCATTAGCTAATAAGCTCG
	GecuE^10       CTGCTTCTGATGCTAATTAGTGCATTTTCACATACAAACAGCAATCAGCGGAAACTGCAAGTAGAAAAAACCGAACTGAATGCGATAGAAGTCATTGATGTGCATTAGCTAATAAGCTCG
	GecuE^11      CTGCTTCTGATGCTAATTAGTGCATTTTCACATACAAACAGCAATCAGCGGAAACTGCAAGTAGAAAAAACCGAACTGAATGCGATAGAAGTCATTGATGTGCATTAGCTAATAAGCTCG
	GlicC^15     CTGCTTCTGATGCTAATTAGTGCATTTTCACATACAAACAGCAATCAGCGGAAACTGCAAGTAGAAAAAACCGAACTGAATNCGATAGAAGTCATTGATGTGCATTAGCTAATAAGCTCG
	GlicP^17      CTGCTTCTGATGCTAATTAGTGCATTTTCACATACAAACAGCAATCAGCGGAAACTGCATGTAGAAAAAACCGAACTGAATGCGATAGAAGTCATTGATGTGCATTAGCTAATAAGCTCG
	GlicE^20      CTGCTTCTGATGCTAATTAGTGCATTTTCACATACAAACAGCAATCAGCGGAAACTGCAAGTAGAAAAAACCGAACTGAATGCGATAGAAGTCATTGATGTGCATTAGCTAATAAGCTCG
	GlicE^21      CTGCTTCTGATGCTAATTAGTGCATTTTCACATACAAACAGCAATCAGCGGAAACTGCAAGTAGAAAAAACCGAACTGAATGCGATAGAAGTCATTGATGTGCATTAGCTAATAAGCTCG
	GlicE^22       CTGCTYCTGATGCTAATTAGTGCATTTTCACATACAAACAGCAATCAGCGGAAACTGCAAGTAGAAAAAACCGAACTGAATGCGATAGAAGTCATTGATGTGCATTAGCTAATAAGCTCG
	GlicE^23       CTGCTTCTGATGCTAATTAGTGCATTTTCACATACAAACAGCAATCAGCGGAAACTGCAAGTAGAAAAAACCGAACTGAATGCGATAGAAGTCATTGATGTGCATTAGCTAATAAGCTCG
	GlicE^24      CTGCTTCTGATGCTAATTAGTGCATTTTCACATACAAACAGCAATCAGCGGAAACTGCAAGTAGAAAAAACCGAACTGAATGCGATAGAAGTCATTGATGTGCATTAGCTAATAAGCTCG
	GmorB^27    CTGCTYCTGATGCTAATTAGTGCATTTTCACATACAAACAGCAATCAGCGGAAACTGCAAGTAGAAAAAACCGAACTGAATGCGATAGAAGTCATTGATGTGCATTAGCTAATAAGCTCG
	GpasB^28    CTGCTTCTGATGCTAATTAGTGCATTTTCACATACAAACAGCAATCAGCGGAAACTGCAAGTAGAAAAAACCGAACTGAATGCGATAGAAGTCATTGATGTGCATTAGCTAATAAGCTCG


18 120
	GecuC^1     AATACTTTCGGTTGAAGAGAGATGGTAAATTTGTGGAATAAGGACGGAATGTGGGTAATGAATGTGGGAGCTATTTTATTATTATTACAACGCTTATCTGATGAATTTGCACGCTTGCCG
	GecuP^4     AATACTTTCGGTTGAAGAGAGATGGTAAATTTGTGRAATAAGGACGGRATGTGGGTAATGAATGTGGGAGCTATTTTATTATTATTACAACGCTTATCTGATGAATTTGCACGCTTGCCG
	GecuP^5      AATACTTTCGGTTGAAGAGAGATGGTAAATTTGTGGAATAAGGACGGAATGTGGGTAATGAATGTGGGAGCTATTTTATTATTATTACAACGCTTATCTNATGAATTTGCACGCTTGCCG
	GecuE^8      AATACTTTCGGTTGAAGAGAGATGGTAAATTTGTGGAATAAGGACGGAATGTGGGTAATGAATGTGGGAGCTATTTTATTATTATTACAACGCTTATCTGATGAATTTGCACGCTTRCCG
	GecuE^9       AATACTTTCGGTTGAAGAGAGATGGTAAATTTGTGGAATAAGGACGGAATGTGGGTAATGAATGTGGGAGCTATTTTATTATTATTACAACGCTTATCTGATGAATTTGCACGCTTGCCG
	GecuE^10       AATACTTTCGGTTGAAGAGAGATGGTAAATTTGTGRAATAAGGACGGRATGTGGGTAATGAATGTGGGAGCTATTTTATTATTATTACAACGCTTATCTGATGAATTTGCACGCTTGCCG
	GecuE^11      AATACTTTCGGTTGAAGAGAGATGGTAAATTTGTGGAATAAGGACGGGATGTGGGTAATGAATGTGGGAGCTATTTTATTATTATTACAACGCTTATCTGATGAATTTGCACGCTTGCCG
	GlicC^15     AATACTTTCGGTTGAAGAGAGATGGTAAATTTGTGGAATAAGGACGGGATGTGGGTAATGAATGTGGGAGCTATTTTATTATTATTACAACGCTTATCTGATGAATTTGCACGCTTGCCG
	GlicP^17      AATACTTTCGGTTGAAGAGAGATGGTAAATTTGTGGAATAAGGACGGAATGTGGGTAATGAATGTGGGAGCTATTTTATTATTATTACAACGCTTATCTGATGAATTTGCACGCTTGCCG
	GlicE^20      AATACTTTCGGTTGAAGAGAGATGGTAAATTTGTGGAATAAGGACGGAATGTGGGTAATGAATGTGGGAGCTATTTTATTATTATTACAACGCTTATCTGATGAATTTGCACGCTTGCCG
	GlicE^21      AATACTTTCGGTTGAAGAGAGATGGTAAATTTGTGGAATAAGGACGGAATGTGGGTAATGAATGTGGGAGCTATTTTATTATTATTACAACGCTTATCTGATGAATTTGCACGCTTGCCG
	GlicE^22       AATACTTTCGGTTGAAGAGAGATGGTAAATTTGTGGAATAAGGACGGAATGTGGGTAATGAATGTGGGAGCTATTTTATTATTATTACAACGCTTATCTGATGAATTTGCACGCTTGCCG
	GlicE^23       AATACTTTCGGTTGAAGAGAGATGGTAAATTTGTGGAATAAGGACGGAATGTGGGTAATGAATGTGGGAGCTATTTTATTATTATTACAACGCTTATCTGATGAATTTGCACGCTTGCCG
	GlicE^24      AATACTTTCGGTTGAAGAGAGATGGTAAATTTGTGGAATAAGGACGGAATGTGGGTAATGAATGTGGRAGCTATTTTATTATTATTACAACGCTTATCTGATGAATTTGCACGCTTGCCG
	GlicE^25      AATACTTTCGGTTGAAGAGAGATGGTAAATTTGTGGAATAAGGACGGAATGTGGGTAATGAATGTGGGAGCTATTTTATTATTATTACAACGCTTATCTGATGAATTTGCACGCTTGCCG
	GmorB^27    AATACTTTCGGTTGAAGAGAGATGGTAAATTTGTGGAATAAGGACGGAATGTGGGTAATGAATGTGGGAGCTATTTTATTATTATTACAACGCTTATCTGATGAATTTGCACGCTTGCCG
	GpasB^28    AATACTTTCGGTTGAAGAGAGATGGTAAATTTGTGGAATAAGGACGGAATGTGGGTAATGAATGTGGGAGCTATTTTATTATTATTACAACGCTTATCTGATGAATTTGCACGCTTGCCG
	GpasB^29    AATACTTTCGGTTGAAGAGAGATGGTAAATTTGTGGAATAAGGACGGAATGTGGGTAATGAATGTGGGAGCTATTTTATTATTATTACAACGCTTATCTGATGAATTTGCACGCTTGCCG


17 120
	GecuC^1     CGGGGAATCCTAAAAGAAGTACTAAGAAATTATCCTTAGAAGTAGGTGCTTCACATAGTAGGGTATGGAGAGTTCTGCATAAACAGCTATTTTACCAATACCACATGCGGCGAGTGCAGA
	GecuP^4     CGGGGAATCCTAAAAGAAGTACTAAGAAATTATCCTTAGAAGTAGGTGCTTCACATAGTAGGGTATGGAGAGTTCTGCATAAACAGCTATTTTACCAATACCACATGCGGCGAGTGCAGA
	GecuP^5     CGGGGAATCCTAAAAGAAGTACTAAGAAATTATCCTTAGAAGTAGGTGCTTCACATAGTARGGTATGGAGAGTTCTGCATAAACAGCTATTTTACCAATACCACATGCGGCGAGTGCAGA
	GecuE^8      CGGGGAATCCTAAAAGAAGTACTAAGAAATTATCCTTAGAAGTAGGTGCTTCACATAGTAGGGTATGGAGAGTTCTGCATAAACAGCTATTTTACCAATACCACATGCGGCGAGTGCAGA
	GecuE^9       CGGGGAATCCTAAAAGAAGTACTAAGAAATTATCCTTAGAAGTAGGTGCTTCACATAGTAGGGTATGGAGAGTTCTGCATAAACAGCTATTTTACCAATACCACATGCGGCGAGTGCAGA
	GecuE^10       CGGGGAATCCTAAAAGAAGTACTAAGAAATTATCCTTAGAAGTAGGTGCTTCACATAGTAGGGTATGGAGAGTTCTGCATAAACAGCTATTTTACCAATACCACATGCGGCGAGTGCAGA
	GecuE^11      CGGGGAATCCTAAAAGAAGTACTAAGAAATTATCCTTAGAAGTAGGTGCTTCACATAGTAGGGTATGGAGAGTTCTGCATAAACAGCTATTTTACCAATACCACATGCGGCGAGTGCAGA
	GlicC^15     CGGGGAATCCTAAAAGAAGTACTAAGAAATTATCCTTAGAAGTAGGTGCTTCACATAGTAGGGTATGGAGAGTTCTGCATAAACAGCTATTTTACCAATACCACATGCGGCGAGTGCAGA
	GlicP^17      CGGGGAATCCTAAAAGAAGTACTAAGAAATTATCCTTAGAAGTAGGTGCTTCACATAGTAGGGTATGGAGAGTTCTGCATAAACAGCTATTTTACCAATACCACATGCGGCGAGNNCAGA
	GlicE^20      CGGGGAATCCTAAAAGAAGTACTAAAAAATTATCCTTAGAAGTAGGTGCTTCACATAGTAGGGTATGGAGAGTTCTGCATAAACAGCTATTTTACCAATACCACATGCGGCGAGTGCAGA
	GlicE^21      CGGGGAATCCTAAAAGAAGTACTAARAAATTATCCTTAGAAGTAGGTGCTTCACATAGTAGGGTATGGAGAGTTCTGCATAAACAGCTATTTTACCAATACCACATGCGGCGAGTGCAGA
	GlicE^22       CGGGGAATCCTAAAAGAAGTACTAARAAATTATCCTTAGAAGTAGGTGCTTCACATAGTAGGGTATGGAGAGTTCTGCATAAACAGCTATTTTACCAATACCACATGCGGCGAGTGCAGA
	GlicE^23       CGGGGAATCCTAAAAGAAGTACTAARAAATTATCCTTAGAAGTAGGTGCTTCACATAGTAGGGTATGGAGAGTTCTGCATAAACAGCTATTTTACCAATACCACATGCGGCGAGTGCAGA
	GlicE^24      CGGGGAATCCTAAAAGAAGTACTAA-AAATTATCCTTAGAAGTAGGTGCTTCACATAGTAGGGTATGGAGAGTTCTGCATAAACAGCTATTTTACCAATACCACATGCGGCGAGTGCAGA
	GlicE^25      CGGGGAATCCTAAAAGAAGTACTAAGAAATTATCCTTAGAAGTAGGTGCTTCACATAGTAGGGTATGGAGAGTTCTGCATAAACAGCTATTTTACCAATACCACATGCGGCGAGTGCAGA
	GmorB^27    CGGGGAATCCTAAAAGAAGTACTAAGAAATTATCCTTAGAAGTAGGTGCTTCACATAGTAGGGTATGGAGAGTTCTGCATAAACAGCTATTTTACCAATACCACATGCGGCGAGTGCAGA
	GpasB^28    CGGGGAATCCTAAAAGAAGTACTAAGAAATTATCCTTAGAAGTAGGTGCTTCACATAGTAGGGTATGGAGAGTTCTGCATAAACAGCTATTTTACCAATACCACATGCGSCGAGTGCAGA


17 120
	GecuC^1     ACTAGTGTGTCTTACTTTGATATTTGGTCAAGTTTTGGGGATTATAAAAATATTATTCTAAGCAGGAATTGTAAAATTATAAACTTTTATTCAAATTAGTTCAAATTATGCACCATTTTG
	GecuP^4     ACTAGTGTGTCTTACTTTGATATTTGGTCAAGTTYTGGGGATTATAAAAATRTYATYCTAAGCAGGAATTGTAAAATTATAAACTTTTATTCAAATTAGTTCAAATTATGCACCATTTTG
	GecuP^5     ACTAGTGTGTCTTACTTTGATATTTGGTCAAGTTCTGGGGATTATAAAAATGTCATYCTAAGCAGGAATTGTAAAATTATAAASTTTTATTCAAATTAGTTCAAATTATGCACCATTTTG
	GecuE^8      ACTAGTGTGTCTTACTTTGATATTTGGTCAAGTTCTGGGGATTATAAAAATGTCATYCTAAGCAGGAATTGTAAAATTATAAACTTTTATTCAAATTAGTTCAAATTATGCACCATTTTG
	GecuE^9       ACTAGTGTGTCTTACTTTGATATTTGGTCAAGTTTTGGGGATTATAAAAATRTYATYCTAAGCAGGAATTGTAAAATTATAAACTTTTATTCAAATTAGTTCAAATTATGCACCATTTTG
	GecuE^10       ACTAGTGTGTCTTACTTTGATATTTGGTCAAGTTCTGGGGATTATAAAAATRTCATYCTAAGCAGGAATTGTAAAATTATAAACTTTTATTCAAATTAGTTCAAATTATGCACCATTTTG
	GecuE^11      ACTAGTGTGTCTTACTTTGATATTTGGTCAAGTTCTGGGGATTATAAAAATGTCATCCTAAGCAGGAATTGTAAAATTATAAACTTTTATTCAAATTAGTTCAAATTATGCACCATTTTG
	GlicC^15     ACTAGTGTGTCTTACTTTGATATTTGGTCAAGTTCTGGGGATTATAAAAATGTCATCCTAAGCAGGAATTGTAAAATTATAAACTTTTATTCAAATTAGTTCAAATTATGCACCATTTTG
	GlicP^17      ACTAGTGTGTCTTACTTTGATATTTGGTCAAGTTCTGGGGATTATAAAAATATCATTCTAAGCAGGAATTGTAAAATTATAAACTTTTATTCAAATTAGTTCAAATTATGCACCATTTTG
	GlicE^20      ACTAGTGTGTCTTACTTTGATATTTGGTCAAGTTCTGGGGATTATAAAAATGTCATYCTAAGCAGGAATTGTAAAATTATAAACTTTTATTCAAATTAGTTCAAATTATGCACCATTTTG
	GlicE^21      ACTAGTGTGTCTTACTTTGATATTTGGTCAAGTTCTGGGGATTATAAAAATATCATTCTAAGCAGGAATTGTAAAATTATAAACTTTTATTCAAATTAGTTCAAATTATGCACCATTTTG
	GlicE^22       ACTAGTGTGTCTTACTTTGATATTTGGTCAAGTTCTGGGGATTATAAAAATRTCATYCTAAGCAGGAATTGTAAAATTATAAACTTTTATTCAAATTAGTTCAAATTATGCACCATTTTG
	GlicE^23       ACTAGTGTGTCTTACTTTGATATTTGGTCAAGTTCTGGGGATTATAAAAATATCATTCTAAGCAGGAATTGTAAAATTATAAACTTTTATTCAAATTAGTTCAAATTATGCACCATTTTG
	GlicE^24      ACTAGTGTGTCTTACTTTGATATTTGGTCAAGTTCTGGGGATTATAAAAATATCATTCTAAGCAGGAATTGTAAAATTATAAACTTTTATTCAAATTAGTTCAAATTATGCACCATTTTG
	GmorB^27    ACTAGTGTGTCTTACTTTGGTATTTGGTCAAGTTCTGGGGATTATAAAAATGTCATTCTAAGCAGGAATTGTAAAATTATAAACTTTTATTCAAATTAGTTCAAATTATGCACCATTTTG
	GpasB^28    ACTAGTGTGTCTTACTTTGATATTTGGTCAAGTTCTGGGGATTATAAAAATRTCATYCTAAGCAGGAATTGTAAAATTATAAACTTTTATTCAAATTAGTTCAAATTATGCACCATTTTG
	GpasB^29    ACTAGTGTGTCTTACTTTGATATTTGGTCAAGTTCTGGGGATTATAAAAATRTCATYCTAAGCAGGAATTGTAAAATTATAAACTTTTATTCAAATTAGTTCAAATTATGCACCATTTTG


16 120
	GecuC^1     GTGGATTCCGATTGTCAACCNTACGACCGAATGATGTGAGAAAAAAAA-TTATTCTAACATGC-CTTGTTTTATCCCTACTCTAAAAA-CATATTTACAAGTACCTACTTTTACCGCCAA
	GecuP^4     GTGGATTCCGATTGTCAACCATACGACCGAATGATGTGAGAAAAAAAAGTTATTCTAACATGC-CTTGTTTTATCCCTACTCTAAAAATCATATTTACAAGTACCTACTTTTACCGCCAA
	GecuP^5     GTGGATTCCGATTGTCAACCRTACGACCGAATGATGTGAGAAAAAAAARTTATTCTAACATGC-CTTGTTTTATCCCTACTCTAAAAAKCATATTTACAAGTACCTACTTTTACCGCCAA
	GecuP^6      GTGGATTCCGATTGTCAACCRTACGACCGAATGATGTGAGAAAAAAAARTTATTCTAACATGC-CTTGTTTTATCCCTACTCTAAAAAKCATATTTACAAGTACCTAC-TTTACCGCCAA
	GecuE^8       GTGGATTCCGATTGTCAACCATACGACCGAATGATGTGAGAAAAAAAAGTTATTCTAACATGC-CTTGTTTTATCCCTACTCTAAAAATCATATTTACAAGTACCTACTTTTACCGCCAA
	GlicC^15     GTGGATTCCGATTGTCAACCGTACGACCGAATGATGTGAGAAAAAAAARTTATTCTAACATGC-CTTGTTTTATCCCTACTCTAAAAAGCATATTTACAAGTACCTACTTTTACCGCCAA
	GlicP^17      GTGGATTCCGATTGNCAACCGTACGACCGAATGATGTGAGAAAAAAAAGTTATTCTAACATGC-CTTGTTTTATCCCTACTCTAAAAAGCATATTTACAAGTACCTACTTTTACCGCCAA
	GlicE^20      GTGGATTCCGATTGTCAACCGTACGACCGAATGATGTGAGAAAAAAAAGTTATTCTAACATGCNCTTGTTTTATCCCTACTCTAAAAAGCATATTTACAAGTACCTACTTTTACCGCCAA
	GlicE^21      GTGGATTCCGATTGTCAACCGTACGACCGAATGATGTGAGAAAAAAAAGTTATTCTAACATGC-CTTGTTTTATCCCTACTCTAAAAAGCATATTTACAAGTACCTACTTTTACCGCCAA
	GlicE^22       GTGGATTCCGATTGTCAACCGTACGACCGAATGATGTGAGAAAAAAAARTTATTCTAACATGC-CTTGTTTTATCCCTACTCTAAAAAGCATATTTACAAGTACCTACTTTTACCGCCAA
	GlicE^23       GTGGATTCCGATTGTCAACCGTACGACCGAATGATGTGAGAAAAAAAARTTATTCTAACATGC-CTTGTTTTATCCCTACTCTAAAAAGCATATTTACAAGTACCTACTTTTACCGCCAA
	GlicE^24      GTGGATTCCGATTGTCAACCGTACGACCGAATGATGTGAGAAAAAAAAGTTATTCTAACATGC-CTTGTTTTATCCCTACTCTAAAAAGCATATTTACAAGTACCTACTTTTACCGCCAA
	GlicE^25      GTGGATTCCGATTGTCAACCGTACGACCGAATGATGTGAGAAAAAAAAGTTATTCTAACATGC-CTTGTTTTATCCCTACTCTAAAAAGCATATTTACAAGTACCTACTTTTACCGCCAA
	GmorB^27    GTGGATTCCGATTGTCAACCGTACGAYCGAATGATGTGAGAAAAAAAAGTTATTCTAACATGC-CTTGTTTTATCCCTACTCTAAAAAGCATATTTACAAGTACCTACTTTTACCGCCAA
	GpasB^28    GTGTATTCCGATTGTCAACCGTACGACCGAATGATGTGAGAAAAAAAAGTTATTCTAACATGC-CTTGTTTTATCCCTACTCTAAAAAGCATATTTACAAGTACCTACTTTTACCGCCAA
	GpasB^29    GTGKATTCCGATTGTCAACCGTACGACCGAATGATGTGAGAAAAAAAAGTTATTCTAACATGC-CTTGTTTTATCCCTACTCTAAAAAGCATATTTACAAGTACCTACTTTTACCGCCAA


18 120
	GecuC^1     GACAAAAAAATACATCTTTCTGTGTTAGACTGGAAGCTTTTCAGATTACCCTCGCAGTTTACATAATTTTCGAGAAATCAGCATTTGAAGTTC-AAANATGCGAAAACCGCTGAAGGCAA
	GecuP^4     GACAAAAAAATACATCTTTCTGTGTTAGACTGGAAGCTTTTCAGATTACCCTCGCAGTTTACATAATTTTCGAGAAATCAGCATTTGAAGTTCAAAATATGCGAAAACYGCTGAAGGCAA
	GecuP^5     GACAAAAAAATACATCTTTCTGTGTTAGACTGGAAGCTTTTCAGATTACCCTCGCAGTTTACATAATTTTCGAGAAATCAGCATTTGAAGTTCAAAATATGCGAAAACCGCTGAAGGCAA
	GecuP^6      GACAAAAAAATACATCTTTCTGTGTTAGACTGGAAGCTTTTCAGATTACCCTCGCAGTTTACATAATTTTCGAGAAATCAGCATTTGAAGTTCAAAATATGCGAAAACTGCTGAAGGCAA
	GecuP^7      GACAAAAAAATACATCTTTCTGTGTTAGACTGGAAGCTTTTCAGATTACCCTCGCAGTTTACATAATTTTCGAGAAATCAGNATTTGAAGTTCAAAATATGCGAAAACCGCTGAAGGCAA
	GecuE^8      GACAAAAAAATACATCTTTCTGTGTTAGACTGGAAGCTTTTCAGATTACCCTCGCAGTTTACATAATTTTCGAGAAATCAGCATTTGAAGTTCAAAATATGCGAAAACCGCTGAAGGCAA
	GecuE^9       GACAAAAAAATACATCTTTCTGTGTTAGACTGGAAGCTTTTCAGATTACCCTCGCAGTTTACATAATTTTCGAGAAATCAGCATTTGAAGTTCAAAATATGCGAAAACTGCTGAAGGCAA
	GecuE^10       GACAAAAAAATACATCTTTCTGTGTTAGACTGGAARCTTTTCAGATTACCCTCGCAGTTTACATAATTTTCGAGAAATCAGCATTTGAAGTTCAAAATATGCGAAAACYGCTGAAGGCAA
	GlicC^15     NACAAAAAAATACATCTTTCTGTGTTAGACTGGAAGCTTTTCAGATTACCCTCGCAGTTTACATAATTTTCGAGAAATCAGCATTTGAAGTTCAAAATATGCGAAAACTGCTGAANGCAA
	GlicP^17      GACAAAAAAATACATCTTTCTGTGTTAGACTGGAAACTTTTCAGATTACCCTCGCAGTTTACATAATTTTCGAGAAATCAGCATTTGAAGTTCAAAATATGCGAAAACTGCTGAAGGCAA
	GlicE^20      GACAAAAAAATACATCTTTCTGTGTTAGACTGGAAGCTTTTCAGATTACCCTCGCAGTTTACATAATTTTCGAGAAATCAGCATTTGAAGTTCAAAATATGCGAAAACYGCTGAAGGCAA
	GlicE^21      GACAAAAAAATACATCTTTCTGTGTTAGACTGGAAGCTTTTCAGATTACCCTCGCAGTTTACATAATTTTCGAGAAATCAGCATTTGAAGTTCAAAATATGCGAAAACTGCTGAAGGCAA
	GlicE^22       KACAAAAAAATACATCTTTCTGTGTTAGACTGGAARCTTTTCAGATTACCCTCGCAGTTTACATAATTTTCGAGAAATCAGCATTTGAAGTTCAAAATATGCGAAAACYGCTGAAGGCAA
	GlicE^23       GACAAAAAAATACATCTTTCTGTGTTAGACTGGAAGCTTTTCAGATTACCCTCGCAGTTTACATAATTTTCGAGAAATCAGCATTTGAAGTTCAAAATATGCGAAAACCGCTGAAGGCAA
	GlicE^24      GACAAAAAAATACATCTTTCTGTGTTAGACTGGAAGCTTTTCAGATTACCCTCGCAGTTTACATAATTTTCGAGAAATCAGCATTTGAAGTTCAAAATATGCGAAAACTGCTGAAGGCAA
	GlicE^25      GACAAAAAAATACATCTTTCTGTGTTAGACTGGAAGCTTTTCAGATTACCCTCGCAGTTTACATAATTTTCGAGAAATCAGCATTTGAAGTTCAAAATATGCGAAAACTGCTGAARGCAA
	GmorB^27    KACAAAAAAATACATCTTTCTGTGTTAGACTGGAAGCTTTTCAGATTACCCTCGCAGTTTACATAATTTTCGAGAAATCAGCATTTGAAGTTCAAAATATGCGAAAACCGCTGAAGGCAA
	GpasB^28    GACAAAAAAATACATCTTTCTGTGTTAGACTGGAAGCTTTTCAGATTACCCTCGCAGTTTACATAATTTTCGAGAAATCAGCATTTGAAGTTCAAAATATGCGAAAACYGCTGAAGGCAA


17 120
	GecuC^1     ATTGTGAAATCTGCTTTGATAATATTCAGGCGTATTTCAATTACACAGACCTTNGCTTCAGGTCTGTCCATTACCTTTGCGTATGGAATAGGCATACAAAGCCCAAATTCCGCAAGCGTG
	GecuP^4     ATTGTGAAATCTGSTTTGATAATATTCAGGCGTATTTCAATTACACAGACCTTTGCTTCAGGTCTGTCCATTACCTTTGCGTATGGAATAGGCATACAAAGCCCAAATTCCGCAAGCGTG
	GecuP^5     ATTGTGAAATCTGCTTTGATAATATTCAGGCGTATTTCAATTACACAGACCTTTGCTTCAGGTCTGTCCATTACCTTTGCGTATGGAATAGGCATACAAAGCCCAAATTCCGCAAGCGTG
	GecuP^6      ATTGTGAAATCTGCTTTGATAATATTCAGGCGTATTTCAATTASACAGACCTTTGCTTCAGGTCTGTCCATTACCTTTGCGTATGGAATAGGCATACAAAGCCCAAATTCCGCAAGCGTG
	GecuE^8      ATTGTGAAATCTGCTTTGATAATATTCAGGCGTATTTCAATTACACAGACCTTTGCTTCAGGTCTGTCCATTACCTTTGCGTATGGAATAGGCATACAAAGCCCAAATTCCGCAAGCGTG
	GecuE^9       ATTGTGAAATCTGCTTTGATAATATTCAGGCGTATTTCAATTACACAGACCTTTGCTTCAGGTCTGTCCATTACCTTTGCGTATGGAATAGGCATACAAAGCCCAAATTCCGCAAGCGTG
	GecuE^10       ATTGTGAAATCTGCTTTGATAATATTCAGGCGTATTTCAATTACACAGACCTTTGCTTCAGGTCTGTCCATTACCTTTGCGTATGGAATAGGCATACAAAGCCCAAATTCCGCAAGCGTG
	GecuE^11      ATTGTGAAATCTGCTTTGATAATATTCAGGCGTATTTCAATTASACAGACCTTTGCTTCAGGTCTGTCCATTACCTTTGCGTATGGAATAGGCATACAAAGCCCAAATTCCGCAAGCGTG
	GlicC^15     ATTGTGAAATCTGSTTTGATAATATTCAGGCGTATTTCAATTACACAGACCTTTGCTTCAGGTCTGTCCATTACCTTTGCGTATGGAATAGGCATACAAAGCCCAAATTCCGCAAGCGTG
	GlicP^17      ATTGTGAAATCTGCTTTGATAATATTCAGGCGTATTTCAATTACACAGACCTTTGCTTCAGGTCTGTCCATTACCTTTGCGTATGGAATAGGCNTACAAAGCCCAAATTCCGCAAGCGTG
	GlicE^20      ATTGTGAAATCTGCTTTGATAATATTCAGGCGTATTTCAATTACACAGACCTTTGCTTCAGGTCTGTCCATTACCTTTGCGTATGGAATAGGCATACAAAGCCCAAATTCCGCAAGCGTG
	GlicE^21      ATTGTGAAATCTGCTTTGATAATATTCAGGCGTATTTCAATTACACAGACCTTTGCTTCAGGTCTGTCCATTACCTTTGCGTATGGAATAGGCATACAAAGCCCAAATTCCGCAAGCGTG
	GlicE^22       ATTGTGAAATCTGCTTTGATAATATTCAGGCGTATTTCAATTACACAGACCTTTGCTTCAGGTCTGTCCATTACCTTTGCGTATGGAATAGGCATACAAAGCCCAAATTCCGCAAGCGTG
	GlicE^23       ATTGTGAAATCTGSTTTGATAATATTCAGGCGTATTTCAATTACACAGACCTTTGCTTCAGGTCTGTCCATTACCTTTGCGTATGGAATAGGCATACAAAGCCCAAATTCCGCAAGCGTG
	GlicE^24      ATTGTGAAATCTGCTTTGATAATATTCAGGCGTATTTCAATTACACAGACCTTTGCTTCAGGTCTGTCCATTACCTTTGCGTATGGAATRGGCATACAAAGCCCAAATTCCGCAAGCGTG
	GmorB^27    ATTGTGAAATCTGCTTTGATAATATTCAGGCGTATTTCAATTACACAGACCTTTGCTTCAGGTCTGTCCATTACCTTTGCGTATGGAATAGGCATACAAAGCCCAAATTCCGCAAGCGTG
	GpasB^28    ATTGTGAAATCTGCTTTGATAATATTCAGGCGTATTTCAATTACACAGACCTTTGCTTCAGGTCTGTCCATTACCTTTGCGTATGGAATAGGCATACAAAGCCCAAATTCCGCAAGCGTG


18 120
	GecuC^1     GCTCAATGAGCTGCTCACGAATATTTCGCAATGCRTGTGCATTATGAGCAGGTAGGCCATCATATTGGAAACAATACAATTGCGCAAACGTAATGGTACTCCATCAGGTGAAGGCGCCAT
	GecuP^4     GCTCAATGAGCTGCTCACGAATATTTCGCAATGCGTGTGCATTATGAGCAGGTAGGCCATCATATTGGAAACAATACAATTGCGCAARCGTAATGGTACTCCATCAGGTGAAGGCGCCAT
	GecuP^5     GCTCAATGAGCTGCTCACGAATATTTCGCAATGCGTGTGCATTATRAGCAGGTRGGCCATCATATTGGAAACAATACAATTGCGCAAACGTAATGGTACTCCATCAGGTGAAGGCGCCAT
	GecuP^6      GCTCAATGAGCTGCTCACGAATATTTCGCAATGCGTGTGCATTATGAGCAGGTAGGCCATCATATTGGAAACAATACAATTGCGCAAACGTAATGGTACTCCATCAGGTGAAGGCGCCAT
	GecuE^8       GCTCAATGAGCTGCTCACGAATATTTCGCAATGCGTGTGCRTTATGAGCAGGTAGGCCATCATATTGGAAACAATACAATTGCGCAAGCGTAATGGTACTCCATCAGGTGAAGGCGCCAT
	GecuE^9      GCTCAATGAGCTGCTCACGAATATTTCGCAATGCGTGTGCATTATGAGCAGGTAGRCCATCATATTGGAAACAATACAATTGCGCAARCGTAATGGTACTCCATCAGGTGAAGGCGCCAT
	GlicC^15     GCTCAATGAGCTGCTCACGAATATTTCGCAATGCGTGTGCATTATGAGCAGGTAGGCCATCATATTGGAAACAATACAATTGCGCAAACGTAATGGTACTCCATCAGGTGAAGGCGCCAT
	GlicP^17      GCTCAATGAGCTGCTCACGAATATTTCGCAATGCGTGTGCATTATGAGCAGGTAGGCCATCATATTGGAAACAATACAATTGCGCAARCGTAATGGTACTCCATCAGGTGAAGGCGCCAT
	GlicE^20      GCTCAATGAGCTGCTCACGAATATTTCGCAATGCGTGTGCATTATRAGCAGGTRGGCCATCATATTGGAAACAATACAATTGCGCAARCGTAATGGTACTCCATCAGGTGAAGGCGCCAT
	GlicE^21      GCTCAATGAGCTGCTCACGAATATTTCGCAATGCGTGTGCATTATAAGCAGGTGGGCCATCATATTGGAAACAATACAATTGCGCAAACGTAATGGTACTCCATCAGGTGAAGGCGCCAT
	GlicE^22      GCTCAATGAGCTGCTCACGAATATTTCGCAATGCGTGTGCATTATRAGCAGGTRGGCCATCATATTGGAAACAATACAATTGCGCAARCGTAATGGTACTCCATCAGGTGAAGGCGCCAT
	GlicE^23       GCTCAATGAGCTGCTCACGAATATTTCGCAATGCGTGTGCATTATAAGCAGGTGGGCCATCATATTGGAAACAATACAATTGCGCAAACGTAATGGTACTCCATCAGGTGAAGGCGCCAT
	GlicE^24       GCTCAATGAGCTGCTCACGAATATTTCGCAATGCGTGTGCATTATGAGCAGGTAGGCCATCATATTGGAAACAATACAATTGCGCAAACGTAATGGTACTCCATCAGGTGAAGGCGCCAT
	GlicE^25      GCTCAATGAGCTGCTCACGAATATTTCGCAATRCGTGTGCATTATAAGCAGGTGGGCCATCATATTGGAAACAATACAATTGCGCAAACGTAATGGTACTCCATCAGGTGAAGGCGCCAT
	GlicE^26      GCTCAATGAGCTGCTCACGAATATTTCGCAATGCGTGTGCATTATGAGCAGGTAGGCCATCATATTGGAAACAATACAATTGCGCAAACGTAATGGTACTCCATCAGGTGAAGGCGCCAT
	GmorB^27    GCTCAATGAGCTGCTCACGAATATTTCGCAATGCGTGTGCATTATRAGCAGGTRGGCCATCATATTGGAAACAATACAATTGCGCAAACGTAATGGTACTCCATCAGGTGAAGGCGCCAT
	GpasB^28    GCTCAATGAGCTGCTCACGAATATTTCGCAATGCGTGTGCATTATGAGCAGGTAGGCCATCATATTGGAAACAATACAATTGCGCAAACGTAATGGTACTCCATCARGTGAAGGCGCCAT
	GpasB^29    GCTCAATGAGCTGCTCACGAATATTTCGCAATGCGTGTGCATTATGAGCAGGTAGGCCATCATATTGGAAACAATACAATTGCGCAAACGTAATGGTACTCCATCARGTGAAGGCGCCAT


18 120
	GecuC^1     CRTAAATACATAAACTTGCTGACTTTCAACAGCTCTCAAAACAACATTACTSGATGAATCTCTCCGAAATTTTGACAGACGTCGACTAAAGAATAGTATTCACAGTGCGCTGGCGCCATC
	GecuP^4     CATAAATACATAAACTTGCTGACTTTCAACAGCTCTCAAAACAACATTACTCGATGAATCTCTCCGAAATTTTGACAGACGTCGACTAAAGAATAGTATTCACAGTGCGCTGGCGCCATC
	GecuP^5      CATAAATACATAAACTTGCTGACTTTCAACAGCTCTCAAAACAACATTACTCGATGAATCTCTCCGAAATTTTGACAGACGTCGACTAAAGAATAGTATTCACAGTGCGCTGGCGCCATC
	GecuE^8      CATAAATACATAAACTTGCTGACTTTCAACAGCTCTCAAAACAACATTACTCGATGAATCTCTCCGAAATTTTGACAGACGTCGACTAAAGAATAGTATTCACAGTGCGCTGGCGCCATC
	GecuE^9       CATAAATACATAAACTTGCTGACTTTCAACAGCTCTCAAAACAACATTACTCGATGAATCTCTCCGAAATTTTGACAGACGTCGACTAAAGAATAGTATTCACAGTGCGCTGGCGCCATC
	GecuE^10       CATAAATACATAAACTTGCTGACTTTCAACAGCTCTCAAAACAACATTACTCGATGAATCTCTCCGAAATTTTGACAGACGTCGACTAAAGAATAGTATTCACAGTGCGCTGGCGCCATC
	GecuE^11      CATAAATACATAAACTTGCTGACTTTCAACAGCTCTCAAAACAACATTACTCGATGAATCTCTCCGAAATTTTGACAGACGTCGACTAAAGAATAGTATTCACAGTGCGCTGGCGCCATC
	GlicC^15     CATAAATACATAAACTTGCTGMCTTTCAACARCTCTCAAAACAACATTACTCGATGAATCTCTCCGAAATTTTGACAGACGTCGACTAAAGAATAGTATTCACAGTGCGCTGGCGCCATC
	GlicP^17      CATAAATACATAAACTTGCTGACTTTCAACAGCTCTCAAAACAACATTACTCGATGAATCTCTCCGAAATTTTGACAGACGTCGACTAAAGAATAGTATTCACAGTGCGCTGGCGCCATC
	GlicE^20      CATAAATACATAAACTTGCTGNCTTTCAACANCTCTC-AAACAACATTACTCGATGAATCTCTCCGAAATTTTGNCAGACGTCGACTAAAGAATAGTATTCACAGTGCGCTGGCGCCATC
	GlicE^21      CATAAATACATAAACTTGCTGMCTTTCAACARCTCTCAAAACAACATTACTCGATGAATCTCTCCGAAATTTTGACAGACGTCGACTAAAGAATAGTATTCACAGTGCGCTGGCGCCATC
	GlicE^22      CATAAATACATAAACTTGCTGACTTTCAACAGCTCTCAAAACAACATTACTCGATGAATCTCTCCGAAATTTTGACAGACGTCGACTAAAGAATAGTATTCACAGTGTGCTGGCGCCATC
	GlicE^23       CATAAATACATAAACTTGCTGACTTTCAACAGCTCTCAAAACAACATTACTCGATGAATCTCTCCGAAATTTTGACAGACGTCGACTAAAGAATAGTATTCAGAGTGCGCTGGCGCCATC
	GlicE^24       CATAAATACATAAACTTGCTGACTTTCAACAGCTCTCAAAACAACATTACTCGATGAATCTCTCCGAAATTTTGACAGACGTCGACTAAAGAATAGTATTCASAGTGCGCTGGCGCCATC
	GlicE^25      CATAAATACATAAACTTGCTNACTTTCAACAGCTCTCAAAACAACATTACTCGATGAATCTCTCCGAAATTTTGACAGACGTCGACTAAAGAATAGTATTCANAGTGCGCTGGCGCCATC
	GlicE^26      CATAAATACATAAACTTGCTGACTTTCAACAGCTCTCAAAACAACATTACTCGATGAATCTCTCCGAAATTTTGACAGACGTCGACTAAAGAATAGTATTCACAGTGCGCTGGCGCCATC
	GmorB^27    CRTAAATACATAAACTTGCTGACTTTCAACAGCTCTCAAAACAACATTACTCGATGAATCTCTCCGAAATTTTGACAGACGTCGACTAAAGAATAGTATTCACAGTGCGCTGGCGCCATC
	GpasB^28    CATAAATACATAAACTTGCTGACTTTCAACAGCTCTCAAAACAACATTACTCGATGAATCTCTCCGAAATTTTGACAGACGTCGACTAAAGAATAGTATTCACAGTGCGCTGGCGCCATC


19 120
	GecuC^1     TCAATTACTTTCCATAACTGATCGCGATCTACCGACTAGACGACTGCATGCAATTTTATAAATTCCCGACCTTTCTCTCATGAAATTGCACGTAGTGACTGTGATAAAGCCCATATTGGT
	GecuP^4     TCAATTACTTTCCATAACTGATCGCGATCTACCGACTAGACGACTGCATGCAATTTTATAAATTCCCGACCTTTCTCTCATGAAATTGCACGTAGTGACTGTGATAAAGCCCATATTGGT
	GecuP^5     TCAATTACTTTCCATAACTGATCGCGATCTACCGACTAGACGACTGCATGCAATTTTATAAATTCCCGACCTTTCTCTCATGAAATTGCACGTAGTGACTGTGATAAAGCCCATATTGGT
	GecuP^6      TCAATTACTTTCCATAACTGATCGCGATCTACCGACTAGACGACTGCATGCAATTTTATAAATYCCCGACCTTTCTCTCATGAAATTGCACGTAGTGACTGTGATAAAGCCCATATTGGT
	GecuP^7      TCAATTACTTTCCATNACTGATCGCGATCTACCGACTAGACGACTGCATGCAATTTTATAAATYCCCGACCTTTCTCTCATGAAATTGCACGTAGTGACTGTGATAAAGCCCATATTGGN
	GecuE^8      TCAATTACTTTCCATAACTGATCGCGATCTACCGACTAGACGACTGCATGCAATTTTATAAATYCCCGACCTTTCTCTCATGAAATTGCACGTAGTGACTGTGATAAAGCCCATATTGGT
	GecuE^9       TCAATTACTTTCCATAACTGATCGCGATCTACCGACTAGACGACTGCATGCAATTTTATAAATTCCCGACCTTTCTCTCATGAAATTGCACGTAGTGACTGTGATAAAGCCCATATTGGT
	GecuE^10       TCAATTACTTTCCATAACTGATCGCGATCTACCGACTAGACGACTGCATGCAATTTTATAAATTCCCGACCTTTCTCTCATGAAATTGCACGTAGTGACTGTGATAAAGCCCATATTGGT
	GecuE^11      TCAATTACTTTCCATAACTGATCGCGATCTACCGACTAGACGACTGCATGCAATTTTATAAATCCCCGACCTTTCTCTCATGAAATTGCACGTAGTGACTGTGATAAAGCCCATATTGGT
	GlicC^15     TCNATTACTTTCCATAACTGATCGCGATCTACCGACTAGACGACTGCATGCAATTTTATAAATTCCCGACCTTTCTCTCATGAAATTGCACGTAGTGACTGTGATAAAGCCCATATTGGT
	GlicP^17      TCAATTACTTTCCATAACTGATCGCGATCTACCGACTAGACGACTGCATGCAATTTTATAAATTCCCGACCTTTCTCTCATGAAATTGCACGTAGTGACTGTGATAAAGCCCATATTGGT
	GlicE^20      TCAATTACTTTCCATAACTGATCGCGATCTACCGACTAGACGACTGCATGCAATTTTATAAATTCCCGACCTTTCTCTCATGAAATTGCACGNAGTGACTGTGATAAAGCCCATATTGGT
	GlicE^21      TCAATTACTTTCCATAACTGATCGCGATCTACCGACTAGACGACTGCATGCAATTTTATAAATTCCCGACCTTTCTCTCATGAAATTGCACGTAGTGACTGTGATAAAGCCCATATTGGT
	GlicE^22       TCAATTACTTTCCATAACTGATCGCGATCTACCGACTAGACGACTGCATGCAATTTTATAAATTCCCGACCTTTCTCTCATGAAATTGCACGTAGTGACTGTGATAAAGCCCATATTGGT
	GlicE^23       TCAATTACTTTCCATAACTGATCGCGATCTACCGACTAGACGACTGCATGCAATTTTATAAATTCCCGACCTTTCTCTCATGAAATTGCACGTAGTGACTGTGATAAAGCCCATATTGGT
	GlicE^24      TCAATTACTTTCCATAACTGATCGCGATCTACCGACTAGACGACTGCATGCAATTTTATAAATTCCCGACCTTTCTCTCATGAAATTGCACGTAGTGACTGTGATAAAGCCCATATTGGT
	GlicE^25      TCAATTACTTTCCATAACTGATCGCGATCTACCGACTAGACGACTGCATGCAATTTTATAAATTCCCGACCTTTCTCTCATGAAATTGCACGTAGTGACTGTGATAAAGCCCATATTGGT
	GmorB^27    TCAATTACTTTCCATAACTGATCGCGATCTACCGACTAGACGACTGCATGCAATTTTATAAATTCCCGACCTTTCTCTCATGAAATTGCACGTAGTGACTGTGATAAAGCCCATATTGGT
	GpasB^28    TCAATTACTTTCCATAACTGATCGCGATCTACCGACTAGACGACTGCATGCAATTTTATAAATTCCCGACCTTTCTCTCATGAAATTGCACGTAGTGACTGTGATAAAGCCCATATTGGT


19 120
	GecuC^1     GAAAATGACAATAATTTTTGTTTTTTAGYTATCGTTTTCGTGCTATATGAAGTTTGTTACGTCCTTATTTTTGTTTTTTCGCTCTTGTTCATGTAATTAGTCTAGAGCATTTTGATTTAT
	GecuP^4     GAAAATGACAATAATTTTTGTTTTTTAGCTATCGTTTTCGTGCTATATGAAGTTTGTTACGTCCTTATYTTTGTTTTTTCGCTCTTGTTCATGTAATTAGTCTARAGCATTTTGATTTAT
	GecuP^5     GAAAATGACAATAATTTTTGTTTTTTAGCTATCGTTTTCGTGCTATATGAAGTTTGTTACGTCCTTATTTTTGTTTTTTCGCTCTTGTTCATGTAATTAGTCTAGAGCATTTTGATTTAT
	GecuP^6      GAAAATGACAATAATTTTTGTTTTTTAGCTATCGTTTTCGTGCTATATGAAGTTTGTTACGTCCTTATTTTTGTTTTTTCGCTCTTGTTNWTGTAATTAGTCTAGAGCATTTTGATTTAT
	GecuP^7      GAAAATGACAATAATTTTTGTTTTTTAGNTATCGTTTTCGTGCTATATGAAGTTTGTTACGTCCTTATTTTTGTTTTTTCGCTCTTGTTCATGTAATTAGTCTAGAGCATTTTGATTTAT
	GecuE^8       GAAAATGACAATAATTTTTGTTTTTTAGCTATCGTTTTCGTGCTATATGAAGTTTGTTACGTCCTTATTTTTGTTTTTTCGCTCTTGTTCATGTAATTAGTCTAGAGCATTTTGATTTAT
	GecuE^9       GAAAATGACAATAATTTTTGTTTTTTAGCTATCGTTTTCGTGCTATATGAAGTTTGTTACGTCCTTATTTTTGTTTTTTCGCTCTTGTTCATGTAATTAGTCTAGAGCATTTTGATTTAT
	GecuE^10      GAAAATGACAATAATTTTTGTTTTTTAGCTATCGTTTTCGTGCTATATGAAGTTTGTTACGTCCTTATTTTTGTTTTTTCGCTCTTGTTCATGTAATTAGTCTAGAGCATTTTGATTTAT
	GlicC^15     GAAAATGACAATAATTTTTGTTTTTTTGCTATCGTTTTCGTGCTATATGAAGTTTGTTACGTCCTTATTTTTGTTTTTTCGCTCTTGTTCATGTAATTAGTCTAGAGCATTTTGATTTAT
	GlicP^17      GAAAATGACAATAATTTTTGTTTTTTAGMTATCGTTTTCGTGCTATATGAAGTTTGTTACGTCCTTATTTTTGTTTTTTCGCTCTTGTTCATGTAATTAGTCTAGAGCATTTTGATTTAT
	GlicP^18      GAAAATGACAATAATTTTTGTTTTTTTGCTATCGTTTTCGTGCTATATGAAGTTTGTTACGTCCTTATTTTTGTTTTTTCGCTCTTGTTCATGTAATTAGTCTAGAGCATTTTGATTTAT
	GlicE^20      GAAAATGACAATAATTTTTGTTTTTTAGCTATCGTTTTCGTGCTATATGAAGTTTGTTACGTCCTTATTTTTGTTTTTTCGCTCTTGTTCATGTAATTAGTCTAGAGCATTTTGATTTAT
	GlicE^21      GAAAATGACAATAATTTTTGTTTTTTAGCTATCGTTTTCGTGCTATATGAAGTTTGTTACGTCCTTATTTTTGTTTTTTCGCTCTTGTTCATGTAATTAGTYTAGAGCATTTTGATTTAT
	GlicE^22       GAAAATGACAATAATTTTTGTTTTTTTGCTATCGTTTTCGTGCTATATGAAGTTTGTTACGTCCTTATTTTTGTTTTTTCGCTCTTGTTCATGTAATTAGTCTAGAGCATTTTGATTTAT
	GlicE^23       GAAAATGACAATAATTTTTGTTTTTTAGCTATCGTTTTCGYGCTATATGAAGTTTGTTACGTCCTTATTTTTGTTTTTTCGCTCTTGTTCATGTAATTAGTCTAGAGCAYTTTGATTTAT
	GlicE^24      GAAAATGACAATAATTTTTGTTTTTTAGCTATCGTTTTCGTGCTATATGAAGTTTGTTACGTCCTTATYTTTGTTTTTTCGCTCTTGTTCATGTAATTAGTCTARAGCATTTYGATTTAT
	GlicE^25      GAAAATGACAATAATTTTTGTTTTTTAGCTATCGTTTTCGTGCTATATGAAGTTTGTTACGTCCTTATTTTTGTTTTTTCGCTCTTGTTCATGTAATTAGTCTAGAGCATTTTGATTTAT
	GmorB^27    GAAAATGACAATAATTTTTGTTTTTTAGCTATCGTTTTCGTGCTATATGAAGTTTGTTACGTCCTTATTTTTGTTTTTTCGCTCTTGTTCATGTAATTAGTCTAGAGCATTTTGATTTAT
	GpasB^28    GAAAATGACAATAATTTTTGTTTTTTAGCTATCGTTTTCGTGCTATATGAAGTTTGTTACGTCCTTATTTTTGTTTTTTCGCTCTTGTTCATGTAATTAGTCTAGAGCATTTTGATTTAT


19 120
	GecuC^1     AAAATGACCTGATGGTGTTGAAAAAGCAGTTTTCTCCTTGTCTGTATGTTTCATTGGGATTTGGTGATAACCTGATGCTAAGTCTAAGGTTGTAAAATAAAGTGAATGCCCTAACTGATC
	GecuC^2     AAAATGACCTGATGGTGTTGAAAAAGCAGTTTTCTCCTTGTCTGTATGTTTCATTGGGATTTGGTGATAACCTGATGCTAAGTCTAAGGTTGTAAAATAAAGTGAATGCCCTAACTGATC
	GecuP^4     AAAATGACCTGATGGTGTTGAAAAAGCAGTTTTCTCCTTGTCTGTATGTTTCATTGGGATTTGGTGATAACCTGATGCTAAGTCTAAGGTTGTAAAATAAAGTGAATGCCCTAACTGATC
	GecuP^5     AAAATGACCTGATGGTGTTGAAAAAGCAGTTTTCTCCTTGTCTGTATGTTTCATTGGGATTTGGTGATAACCTGATGCTAAGTCTAAGGTTGTAAAATAAAGTGAATGCCCTAACTGATC
	GecuP^6      AAAATGACCTGATGGTGTTGAAAAAGCAGTTTTCTCCTTGTCTGTATGTTTCATTGGGATTTGGTGATAACCTGATGCTAAGTCTAAGGTTGTAAAATAAAGTGAATGCCCTAACTGATC
	GecuP^7      AAAATGACCTGATGGTGTTGAAAAAGCAGTTTTCTCCTTGTCTGTATGTTTCATTGGGATTTGGTGATAACCTGATGCTAAGTCTAAGGTTGTAAAATAAAGTGAATGCCCTAACTGATC
	GecuE^8      AAAATGACCTGATGGTGTTGAAAAAGCAGTTTTCTCCTTGTCTGTATGTTTCATTGGGATTTGGTGATAACCTGATGCTAAGTCTAAGGTTGTAAAATAAAGTGAATGCCCTAACTGATC
	GecuE^9       AAAATGACCTGATGGTGTTGAAAAAGCAGTTTTCTCCTTGTCTGTATGTTTCATTGGGATTTGGTGATAACCTGATGCTAAGTCTAAGGTTGTAAAATAAAGTGAATGCCCTAACTGATC
	GecuE^10       AAAATGACCTGATGGTGTTGAAAAAGCAGTTTTCTCCTTGTCTGTATGTTTCATTGGGATTTGGTGATAACCTGATGCTAAGTCTAAGGTTGTAAAATAAAGTGAATGCCCTAACTGATC
	GecuE^11       AAAATGACCTGATGGTGTTGAAAAAGCAGTTTTCTCCTTGTCTGTATGTTTCATTGGGATTTGGTGATAACCTGATGCTAAGTCTAAGGTTGTAAAATAAAGTGAATGCCCTAACTGATC
	GecuE^12      AAAATGACCTGATGGTGTTGAAAAAGCAGTTTTCTCCTTGTCTGTATGTTTCATTGGGATTTGGTGATAACCTGATGCTAAGTCTAAGGTTGTAAAATAAAGTGAATGCCCTAACTGATC
	GecuE^13      AAAATGACCTGATGGTGTTGAAAAAGCAGTTTTCTCCTTGTCTGTATGTTTCATTGGGATTTGGTGATAACCTGATGCTAAGTCTAAGGTTGTAAAATAAAGTGAATGCCCTAACTGATC
	GlicC^15     AAAATGACCTGATGGTRTTGAAAAAGCAGTTTTCTCCTTGTCTGTATGTTTCATTGGGATTTGGTGATAACCTGATGCTAAGTCTAAGGTTGTAAAATAAAGNGAATGCCCTAACTGATC
	GlicP^17      AAAAGAACCNGATGGTGTTGAAAAAGCAGTTTTCTCCTTGTCTGTATGTTTCATTGGGATTTGGTGATAACCTGATGCTAAGTCTAAGGTTGTAAAATAAAGTGAATGCNCTAACTGATC
	GlicE^20      AAAATGACCTGATGGTGTTGAAAAAGCAGTTTTCTCCTTGTCTGTATGTTTCATTGGGATTTGGTGATAACCTGATGCTAAGTCTAAGGTTGTAAAATAAAGTGAATGCCCTAACTGATC
	GlicE^21       AAAATGACCTGATGGTRTTGAAAAAGCAGTTTTCTCCTTGTCTGTATGTTTCATTGGGATTTGGTGATAACCTGATGCTAAGTCTAAGGTTGTAAAATAAAGTGAATGCCCTAACTGATC
	GlicE^22      AAAATGACCTGATGGTRTTGAAAAAGCAGTTTTCTCCTTGTCTGTATGTTTCATTGGGATTTGGTGATAACCTGATGCTAAGTCTAAGGTTGTAAAATAAAGTGAATGCCCTAACTGATC
	GmorB^27    AAAATGACCTGATGGTGTTGAAAAAGCAGTTTTCTCCTTGTCTGTATGTTTCATTGGGATTTGGTGATAACCTGATGCTAAGTCTAAGGTTGTAAAATAAAGTGAATGCCCTAACTGATC
	GpasB^28    AAAATGACCTGATGGTGTTGAAAAAGCAGTTTTCTCCTTGTCTGTATGTTTCATTGGGATTTGGTGATAACCTGATGCCAAGTCTAAGGTTGTAAAATAAAGTGAATGCCCTAACTGATC


17 120
	GecuC^1     CCAAATATAAGCCAGTTAGGTAGATTCCTTTAGGAAGGTTTTCCAGAGATTCTAAATAGGCAATTTTAGAGAAGCCCGCATGTCGAAGATCTTGGTCTTTGGCCAACAACAAGGATTGTA
	GecuP^4     CCAAATATAAGCCAGTTAGGTAGATTCCTTTAGGAAGGTTTTCCAGAGATTCTAAATAGGCAATTTTAGAGAAGCCCGCATGTCGAAGATCTTGGTCTTTGGCCAACAACAAGGATTGTA
	GecuP^5     CCAAATATAAGCCAGTTAGGTAGATTCCTTTAGGAAGGTTTTCCAGAGATTCTAAATAGGCAATTTTAGAGAAGCCCGCATGTCGAAGATCTTGGTCTTTGGCCAACAACAAGGATTGTA
	GecuP^6      CCAAATATAAGCCAGTTAGGTAGATTCCTTTAGGAAGGTNTTCCAGAGATTCTAAATAGGCAATTTTAGAGAAGCCCGCATGTCGAAGATCTTGGTCTTTGGCCAACAACAAGGATTGTA
	GecuE^8      CCAAATATAAGCCAGTTAGGTAGATTCCTTTAGGAAGGTTTTCCAGAGATTCTAAATAGGCAATTTTAGAGAAGCCCGCATGTCGAAGATCTTGGTCTTTGGCCAACAACAAGGATTGTA
	GecuE^9       CCAAATATAAGCCAGTTAGGTAGATTCCTTTAGGAAGGTTTTCCAGAGATTCTAAATAGGCAATTTTAGAGAAGCCCGCATGTCGAAGATCTTGGTCTTTGGCCAACAACAAGGATTGTA
	GlicC^15     CCAAATATAAGCCAGTTAGGTAGATTCCTTTAGGAAGGTTTTCCAGAGATTCTAAATAGGCAATTTTAGAGAAGCCCGCATGTCGAAGATCTTGGTCTTTGGCCAACAACAAGGATTGTA
	GlicP^17      CCAAATATAAGCCAGTTAGGTAGATTCCTTTAGGAAGGTTTTCCAGAGATTCTAAATAGGCAATTTTAGAGAAGCCCGCATGTCGAAGATCTTGGTCTTTGGCCAACAACAAGGATTGTA
	GlicE^20      CCAAATATAAGCCAGTTAGGTAGATTCCTTTAGGAAGGTTTTCCAGAGATTCTAAATAGGCAATTTTAGAGAAGCCCGCATGTCGAAGATCTTGGTCTTTGGCCAACAACAAGGATTGTA
	GlicE^21      CCAAATATAAGYCAGTTAGGTAGATTCCTTTAGGAAGGTTTTCCAGAGATTCTAAATAGGCAATTTTAGAGAAGCCCGCATGTCGAAGATCTTGGTCTTTGGCCAACAACAAGGATTGTA
	GlicE^22       CCAAATATAAGCCAGTTAGGTAGATTCCTTTAGGAAGGTTTTCCAGAGATTCTAAATAGGCAATTTTAGAGAAGCCCGCATGTCGAAGATCTTGGTCTTTGGCCAACAACAAGGATTGTA
	GlicE^23       CCAAATATAAGCCAGTTAGGTAGATTCCTTTAGGAAGGTTTTCCAGAGATTCTAAATAGGCAATTTTAGAGAAGCCCGCATGTCGAAGATCTTGGTCTTTGGCCAACAACAAGGATTGTA
	GlicE^24      CCAAATATAAGCCAGTTAGGTAGATTCCTTTAGGAAGGTTTTCCAGAGATTCTAAATAGGCAATTTTAGAGAAGCCCGCATGTCGAAGATCTTGGTCTTTGGCCAACAACAAGGATTGTA
	GlicE^25      CCAAATATAAGCCAGTTAGGTAGATTCCTTTAGGAAGGTTTTCCAGAGATTCTAAATAGGCAATTTTAGAGAAGCCCGCATGTCGAAGATCTTGGTCTTTGGCCAACAACAAGGATTGTA
	GmorB^27    CCAAATATAAGCCAGTTAGGTAGATTCCTTTAGGAAGGTTTTCCAGAGATTCTAAATAGGCAATTTTAGAGAAGSCCGCATGTCGAAGATCTTGGTCTTTGGCCAACAACAAGGATTGTA
	GpasB^28    CCAAATATAAGCCAGTTAGGTAGATTCCTTTAGGAAGGTTTTCCAGAGATTCTAAATAGGCAATTTTAGAGAAGCCCGCATGTCGAAGATCTTGGTCTTTGGCCAACAACAAGGATTGTA
	GpasB^29    CCAAATATAAGCCAGTTAGGTAGATTCCTTTAGGAAGGTTTTCCAGAGATTCTAAATAGGCAATTTTAGAGAAGCCCGCATGTCGAAGATCTTGG-NTTTGGCCAACAACAAGGATTGTA


20 120
	GecuC^1     CGTCTTCTTGCTTGTCTTGCTCGTTTTAGTAACCGGATTCCGAAGAAGTGCGCCAAATTTAGGATCCAATCGTTTGACTAATTCGTATAATGTCACCATAAATTTTGCAACATTCCTTTC
	GecuP^4     CGTCTTCTTGCTTGTCTTGCTCGTTTTAGTAACCGGATTCCGAAGAAGTGCGCCAAATTTAGGATCCAATCGYTTGACTAATTCGTATAATGTCACCATAAATTTTGCAACATTCCTTTC
	GecuP^5      CGTCTTCTTGCTTGTCTTGCTCGTTTTAGTAACCGGATTCCGAAGAAGTGCGCCAAATTTAGGATCCAATCGYTTGACTAATTCGTATAATGTCACCATAAATTTTGCAACATTCCTTTC
	GecuE^8      CGTCTTCTTGCTTGTCTTGCTCGTTTTAGTAACCGGATTCCGAAGAAGTGCGCCAAATTTAGGATCCAATCGTTTGACTAATTCGTATAATGTCACCATAAATTTTGCAACATTCCTTTC
	GecuE^9       CGTCTTCTTGCTTGTCTTGCTCGTTTTAGTAACCGGATTCCGAAGAAGTGCGCCAAATTTAGGATCCAATCGTTTGACTAATTCGTATAATGTCACCATAAATTTTGCAACATTCCTTTC
	GecuE^10       CGTCTTCTTGCTTGTCTTGCTCGTTTTAGTAACCGGATTCCGAAGAAGTGCGCCAAATTTAGGATCCAATCGTTTGACTAATTCGTATAATGTCACCATAAATTTTGCAACATTCCTTTC
	GecuE^11       CGTCTTCTTGCTTGTCTTGCTCGTTTTAGTAACCGGATTCCGAAGAAGTGCGCCAAATTTAGGATCCAATCGTTTGACTAATTCGTATAATGTCACCATAAATTTTGCAACATTCCTTTC
	GecuE^12      CGTCTTCTTGCTTGTCTTGCTCGTTTTAGTAACCGGATTCCGAAGAAGTGCGCCAAATTTAGGATCCAATCGTTTGACTAATTCGTATAATGTCACCATAAATTTTGCAACATTCCTTTC
	GlicC^15     CGTCTTCTTGCTTGTCTTGCTCGTTTTAGTAACCGGATTCCGAAGAAGTGCGCCAAATTTAGGATCCAATCGTTTGACTAATTCGTATAATGTCACCATAAATTTTGCAACATTCCTTTC
	GlicP^17      CGTCTTCTTGCTTGTCTTGCTCGTTTTAGTAACCGGATTCCGAAGAAGTGCGCCAAATTTAGGATCCAATCGTTTGACTAATTCGTATAATGTCACCATAAATTTTGCAACATTCCTTTC
	GlicE^20      CGTCTTCTTGCTTGTCTTGCTCGTTTTAGTAACCGGATTCCGAAGAAGTGCGCCAAATTTAGGATCCAATCGTTTGACTAATTCGTATAATGTCACCATAAATTTTGCAACATTCCTTTC
	GlicE^21      CGTCTTCTTGCTTGTCTTGCTCGTTTTAGTAACCGGATTCCGAAGAAGTGCGCCAAATTTAGGATCCAATCGYTTGACTAATTCGTATAATGTCACCATAAATTTTGCAACATTCCTTTC
	GlicE^22      CGTCTTCTTGCTTGTCTTGCTCGTTTTAGTAACCGGATTCCGAAGAAGTGCGCCAAATTTAGGATCCAATCGTTTGACTAATTCGTATAATGTCACCATAAATTTTGCAACATTCCTTTC
	GlicE^23       CGTCTTCTTGCTTGTCTTGCTCGTTTTAGTAACCGGATTCCGAAGAAGTGCGCCAAATTTAGGATCCAATCGTTTGACTAATTCGTATAATGTCACCATAAATTTTGCAACATTCCTTTC
	GlicE^24       CGTCTTCTTGCTTGTCTTGCTCGTTTTAGTAACCGGATTCCGAAGAAGTGCGCCAAATTTAGGATCCAATCGTTTGACTAATTCGTATAATGTCACCATAAATTTTGCAACATTCCTTTC
	GlicE^25      CGTCTTCTTGCTTGTCTTGCTCGTTTTAGTAACCGGATTCCGAAGAAGTGCGCCAAATTTAGGATCCAATCGTTTGACTAATTCGTATAATGTCACCATAAATTTTGCAACATTCCTTTC
	GlicE^26      CGTCTTCTTGCTTGTCTTGCTCGTTTTAGTAACCGGATTCCGAAGAAGTGCGCCAAATTTAGGATCCAATCGTTTGACTAATTCGTATAATGTCACCATAAATTTTGCAACATTCCTTTC
	GmorB^27    CGTCTTCTTGCTTGTCTTGCTCGTTTTAGTAACCGGATTCCGAAGAAGTGCGCCAAATTTAGGATCCAATCGTTTGACTAATTCGTATAATGTCACCATAAATTTTGCAACATTCCTTTC
	GpasB^28    CGTCTTCTTGCTTGTCTTGCTCGTTTTAGTAACCGGATTCCGAAGAAGTGCGCCAAATTTAGGATCCAATCGTTTGACTAATTCGTATAATGTCACCATAAATTTTGCAACATTCCTTTC
	GpasB^29    CGTCTTCTTGCTTGTCTTGCTCGTTTTAGTAACCGGATTCCGAAGAAGTGCGCCAAATTTAGGATCCAATCGTTTGACTAATTCGTATAATGTCACCATAAATTTTGCAACATTCCTTTC


19 120
	GecuC^1     GTCTATGTGAAGCTCCTACGTGRTGAAGATACTCAAAGAAGGCGTCTAAATTATCCAATCCTTTGATGCCCTCGTCAAGTGTTTTCATAACAGTCGTTGCATGCTCGTGCAATTCCAGAC
	GecuP^4     GTCTATGTGAAGCTCCTACGTGGTGAAGATACTCAAAGAAGGCGTCTAAATTATCCAATCCTTTGATGCCCTCGTCAAGTGTTTTCATAACAGTCGTTGCATGCTCRTGCAATTCCARAC
	GecuP^5      GTCTATGTGAAGCTCCTACGTGGTGAAGATACTCAAAGAAGGCGTCTAAATTATCCAATCCTTTGATGCCCTCGTCAAGTGTTTTCATAACAGTCGTTGCATGCTCGTGCAATTCCAGAC
	GecuE^8      GTCTATGTGAAGCTCCTACGTGGTGAAGATACTCAAAGAAGGCGTCTAAATTATCCAATCCTTTGATGCCCTCGTCAAGTGTTTTCATAACAGTCGTTGCATGCTCGTGCAATTCCARAC
	GecuE^9       GTCTATGTGAAGCTCCTACGTGRTGAAGATACTCAAAGAAGGCGTCTAAATTATCCAATCCTTTGATGCCCTCGTCAAGTGTTTTCATAACAGTCGTTGCATGCTCGTGCAATTCCAGAC
	GecuE^10       GTCTATGTGAAGCTCCTACGTGATGAAGATACTCAAAGAAGGCGTCTAAATTATCCAATCCTTTGATGCCCTCGTCAAGTGTTTTCATAACAGTCGTTGCATGCTCGTGCAATTCCAGAC
	GecuE^11      GTCTATGTGAAGCYCCTACGTGRTGAAGATACTCAAAGAAGGCGTCTAAATTATCCAATCCTTTGATGCCCTCGTCAAGTGTTTTCATAACAGTCGTTGCATGCTCGTGCAATTCCAGAC
	GlicC^15     GTCTATGTGAAGCTCCTACGTGGTGAAGATACTCAAAGAAGGCGTCTAAATTATCCAATCCTTTGATGCCCTCGTCAAGTGTTTTCATAACAGTCGTTGCATGCTCGTGCAATTCCAGAC
	GlicP^17      GTCTATGTGAAGCTCCTACGTGGTGAAGATACTCAAAGAAGGCGTCTAAATTATCCAATCCTTTGATGCCCTCGTCAAGTGTTTTCATAACAGTCGTTNCATGCTCGTGCAATTCCARAC
	GlicP^18      GTCTATGTGAAGCTCCTACGTGGTGAAGATACTCAAAGAAGGCGTCTAAATTATCCAATCCTTTGATGCCCTCGTCAAGTGTTTTCATAACAGTCGTTGCATGCTCGTGCAATTCCAGAC
	GlicE^20      GTCTATGTGAAGCTCCTACGTGGTGAAGATACTCAAAGAAGGCGTCTAAATTATCCAATCCTTTGATGCCCTCGTCAAGTGTTTTCATAACAGTCGTTGCATGCTCGTGCAATTCCAGAC
	GlicE^21      GTCTATGTGAAGCTCCTACGTGGTGAAGATACTCAAAGAAGGCGTCTAAATTATCCAATCCTTTGATGCCCTCGTCAAGTGTTTTCATAACAGTCGTTGCATGCTCGTGCAATTCCAGAC
	GlicE^22       GTCTATGTGAAGCTCCTACGTGGTGAAGATACTCAAAGAAGGCGTCTAAATTATCCAAYCCTTTGATGCCCTCGTCAAGTGTTTTCATAACAGTCGTTGCATGCTCGTGCAATTCCARAC
	GlicE^23       GTCTATGTGAAGCTCCTACGTGGTGAAGATACTCAAAGAAGGCGTCTAAATTATCCAATCCTTTGATGCCCTCGTCAAGTGTTTTCATAACAGTCGTTGCATGCTCGTGCAATTCCARAC
	GlicE^24      GTCTATGTGAAGCTCCTACGTGRTGAAGATACTCAAAGAAGGCGTCTAAATTATCCAATCCTTTGATGCCCTCGTCAAGTGTTTTCATAACAGTCGTTGCATGCTCGTGCAATTCCARAC
	GlicE^25      GTCTATGTGAAGCTCCTACGTGRTGAAGATACTCAAAGAAGGCGTCTAAATTATCCAATCCTTTGATGCCCTCGTCAAGTGTTTTCATAACAGTCGTTGCATGCTCGTGCAATTCCARAC
	GmorB^27    GTCTATGTGAAGCTCCTACGTGGTGAAGATACTCAAAGAAGGCGTCTAAATTATCCAATCCTTTGATGCCCTCGTCAAGTGTTTTCATAACAGTCGTTGCATGCTCGTGCAATTCCAGAC
	GpasB^28    GTCTATGTGAAGCTCCTACGTGGTGAAGATACTCAAAGAAGGCGTCTAAATTATCCAATCCTTTGATGCCCTCGTCAAGTGTTTTCATAACAGTCGTTGCATGCTCGTGCAATTCCAGAC
	GpasB^29    GTCTATGTGAAGCTCCTACGTGGTGAAGATACTCAAAGAAGGCGTCTAAATTATCCAATCCTTTGATGCCCTCGTCAAGTGTTTTCATAACAGTCGTTGCATGCTCGTGCAATTCCARAC


17 120
	GecuC^1     AAATTGTTTCAGCAAGATCGCGTCTTTATCCACTAAATCATCGCGGAGAWGRCTCAGGATCACGGAGTCGGCAATCTTCGATAAACACGATAGAAGGTTTATGAATATATAGTTAGCTGG
	GecuP^4     AAATTGTTTCAGCAAGATCGCGTCTTTATCCACTAAATCATCGCGGAGAWGRCTCAGGATCACGGAGTCGGCAATCTTCGATAAACACGATAGAAGGTTTATGRATATATAGTTAGCTGG
	GecuP^5     AAATTGTTTCAGCAAGATCGCGTCTTTATCCACTAAATCATCGCGGAGAAGGCTCAGGATCACGGAGTCRGCAATCTTCGATAAACACGATAGAAGGTTTATGRATATATAGTTAGCTGG
	GecuE^8       AAATTGTTTCAGCAAGATCGCGTCTTTATCCACTAAATCATCGCGGAGAAGGCTCAGGATCACGGAGTCGGCAATCTTCGATAAACACGATAGAAGGTTTATGRATATATAGTTAGCTGG
	GecuE^9       AAATTGTTTCAGCAAGATCGCGTCTTTATCCACTAAATCATCGCGGAGAAGGCTCAGGATCACGGAGTCRGCAATCTTCGATAAACACGATAGAAGGTTTATGGATATATAGTTAGCTGG
	GecuE^10      AAATTGTTTCAGCAAGATCGCGTCTTTATCCACTAAATCATCGCGGAGAAGGCTCAGGATCACGGAGTCGGCAATCTTCGATAAACACGATAGAAGGTTTATGAATATATAGTTAGCTGG
	GlicC^15     AAATTGTTTCAGCAAGATCGCGTCTTTATCCACTAAATCATCGCGGAGANGGCTCAGGATCACGGAGTCGGCAATCTTCGATAAACACGATAGAAGGTTTATGGATATATAGKTAGCTGG
	GlicC^16     AAATTGTTTCAGCAAGATCGCGTCTTTATCCACTAAATCATCGCGGAGAAGGCTCAGGATCACGGAGTCGGCAATCTTCGATAAACACGATAGAAGGTTTATGGATATATAGTTAGCTGG
	GlicP^17      AAATTSTTTCAGCAAGATCGCGTCTTTATCCACTAAATCATCGCGRAGAAGGCTCAGGATCACGGAGTCGGCAATCTTCGATAAACACGATAGAAGGTTTATGGATATATAGTTAGCTGG
	GlicE^20      AAATTGTTTCAGCAAGATCGCGTCTTTATCCACTAAATCATCGCGGAGAAGGCTCAGGATCACGGAGTCGGCAATCTTCGATAAACACGATAGAAGGTTTATGGATATATAGTTAGCTGG
	GlicE^21      AAATTGTTTCAGCAAGATCGCGTCTTTATCCACTAAATCATCGCGGAGAAGGCTCAGGATCACGGAGTCGGCAATCTTCGATAAACACGATAGAAGGTTTATGGATATATAGTTAGCTGG
	GlicE^22      AAATTGTTTCAGCAAGATCGCGTCTTTATCCACTAAATCATCGCGGAGAAGGCTCAGGATCACGGAGTCGGCAATCTTCGATAAACACGATAGAAGGTTTATGGATATATAGTTAGCTGG
	GlicE^23       AAATTGTTTCAGCAAGATCGCGTCTTTATCCACTAAATCATCGCGGAGAAGGCTCAGGATCACGGAGTCGGCAATCTTCGATAAACACGATAGAAGGTTTATGGATATATAGTTAGCTGG
	GlicE^24       AAATTGTTTCAGCAAGATCGCGTCTTTATCCACTAAATCATCGCGGAGAAGGCTCAGGATCACGGAGTCGGCAATCTTCGATAAACACGATAGAAGGTTTATGGATATATAGTTAGCTGG
	GlicE^25      AAATTGTTTCAGCAAGATCGCGTCTTTATCCACTAAATCATCGCGGAGAAGGCTCAGGATCACGGAGTCGGCAATCTTCGATAAACACGATAGAAGGTTTATGGATATATAGTTAGCTGG
	GmorB^27    AAATTGTTTCAGCAAGATCGCGTCTTTATCCACTAAATCATCGCGGAGAAGGCTCAGGATCACGGAGTCRGCAATCTTCGATAAACACGATAGAAGGTTTATGRATATATAGTTAGCTGG
	GpasB^28    AAATTGTTTCAGCAAGATCGCGTCTTTATCCACTAAATCATCGCGGAGAAGGCTCAGGATCACGGAGTCGGCAATCTTCGATAAACACGATAGAAGGTTTATGGATATATAGTTAGCTGG


15 120
	GecuC^1     AAAAGTTATGTAAAGGCAGCCCGATTTCCATTTATCATTTACAAATATGTCAGATTTTATTYTTATTACCAGAACTGTACCTACTAGCTAATATTTGGTAATACATGCTTTCCTTCAAAA
	GecuP^4     AAAAGTTATGTAAAGGCAGCCCGATTTCCATTTATCATTTACAAATATGTCAGATTTTATTTTTATTACCAGAACTGTACCTACTAGCTAATATTTGGTAATACATGCTTTCCTTCAAAA
	GecuP^5      AAAAGTTATGTAAAGGCAGCCCGATTTCCATTTATCATTTACAAATATGTCAGATTTTATTCTTATTACCAGAACTGTACCTACTAGCTAATATTTGGTAATACATGCTTTCCTTCAAAA
	GecuP^6      AAAAGTTATGTAAAGGCAGCCCGATTTCCATTTATCATTTACAAATATGTCAGATTTTATTCTTATTRCCAGAACTGTACCTACTAGCTAATATTTGGTAATAYATGCTTTCCTTCAAAA
	GecuE^8      AAAAGTTATRTAAAGGCAGCCCGATTTCCATTTATCATTTACAAATATGTCAGATTTTATTYTTATTACCAGAACTSTACCTACTAGCTAATATTTGGTAATATATGCTTTCCTTCAAAA
	GecuE^9      AANAGTTATGTAAAGGCAGCCCGATTTCCATTTATCATTTACAAATATGTCAGATTTTATTCTTATTACCAGAACTGTACCTACTAGCTAATATTTGGTAATANATGCTTTCCTTCAAAA
	GlicC^15     AAAAGTTATRTAAAGGCAGCCCGATTTCCATTTATCATTTACAAATATGTCAGATTTTATTYTTATTACCAGAACTGTACCTRCTAGCTAATATTTGGTAATATATGCTTTCCTTCAAAA
	GlicC^16     AAAAGTTATGTAAAGGCAGCCCGATTTCCATTTATCATTTACAAATATGTCAGATTTTATTCTTATTACCAGAACTGTACCTACTAGCTAATATTTGGTAATATATGCTTTCCTTCAAAA
	GlicP^17      AAAAGTTATA-AAAGGCAGCCCGATTTCCATTTATCATTTACAAATATGTCAGATTTTATTTTTATTACCAGAACTGTACCTGCTAGCTAATATTTGGTAATATATGCTTTCCTTCAAAA
	GlicP^18      AAAAGTTATRTAAAGGCAGCCCGATTTCCATTTATCATTTACAAATATGTCAGATTTTATTYTTATTACCAGAACTGTACCTACTAGCTAATATTTGGTAATATATGCTTTCCTTCAAAA
	GlicE^20      AAAAGTTATRTAAAGGCAGCCCGATTTCCATTTATCATTTACAAATATGTCAGATTTTATTYTTATTACCAGAACTGTACCTRCTAGCTAATATTTGGTAATATATGCTTTCCTTCAAAA
	GlicE^21      AAAAGTTATRTAAAGGCAGCCCGATTTCCATTTATCATTTACAAATATGTCAGATTTTATTYTTATTACCAGRACTGTACCTACTAGCTAATATTTGGTAATATATGCTTTCCTTCAAAA
	GmorB^27    AAAAGTTATRTAAAGGCAGCCCGATTTCCATTTATCATTTACAAATATGTCAGATTTTATTYTTATTACCAGAACTGTACCTACTAGCTAATATTTGGTAATATATGCTTTCCTTCAAAA
	GpasB^28    AAAAGTTATGTAAAGGCAGCCCGATTTCCATTTATCATTTACAAATATGTCAGATTTTATTCTTATTACCAGAACTGTACCTACTAGCTAATATTTGGTAATACATGCTTTCCTTCAAAA
	GpasB^29    AAAAGTTATGTAAAGGCAGCCCGATTTCCATTTATCATTTACAAATATGTCAGATTTTATTCTTATTACCAGAACTGTACCTACTAGCTAATATTTGGTAATATATGCTTTCCTTCAAAA


15 120
	GecuC^1     ATCGATCTTCTCGAACAGATACTTTTTTCCATTCTCTGTCACTACTTTCCATTTCATTTTCTTTGATTCCCATTATCATATATTTTGTTTTTCCTGTATTTATTTCTAAGCCAAAGTTCT
	GecuP^4      ATCGATCTTCTCGAACAGATACTTTTTTCCATTCTCTGTCACTACTTTCCATTTCATTTTCTTTGCTTCCCATTATCACATATTTTGTTTTTCCTGTATTTATTTCTAAGCCAAAGTTCT
	GecuE^8      ATCGATCTTCTCGAACAGATACTTTTTTCCATTCTCTGTCACTACTTTCCATTTCATTTTCTTTGATTCCCATTATCATATATTTTGTTTTTCCTGTATTTATTTCTAAGCCAAAGTTCT
	GlicC^15     ATCGATCTTCTCGAACAGATACTTTTTTCCATTCTCTGTNNCTACTTTCCATTTCATTTTCTTTGCTTCCCATTATCANATATTTTGTTTTTCCTGTATTTATTTCTAAGCCAAAGTTCT
	GlicC^16     ATCGATCTTCTCGAACAGATACTTTTTTCCATTCTCTGTCACTACTTTCCATTTCATTTTCTTTGCTTCCCATTATCACATATTTTGTTTTTCCTGTATTTATTTCTAAGCCAAAGTTCT
	GlicP^17      ATCGATCTTCTCGAACAGATACTTTTTTCCATTCTCTGTCACTACTTTCCATTTTATTTTCTTTACTTCCCATTATCATATATTTTGTTTTTCTTGTATTTATTTCTAAGCCAAAGTTCT
	GlicP^18      ATCGATCTTCTCGAACAGATACTTTTTTCCATTCTCTGTCACTACTTTCCATTTTATTTTCTTTGCTTCCCATTATCATATATTTTGTTTTTCTTGTATTTATTTCTAAGCCAAAGTTCT
	GlicE^20      ATCGATCTTCTCGAACAGATACTTTTTTCCATTCTCTGTCACTACTTTCCATTTYATTTTCTTTGCTTCCCATTATCAYATATTTTGTTTTTCYTGTATTTATTTCTAAGCCAAAGTTCT
	GlicE^21      ATCGATCTTCTCGAACAGATACTTTTTTYCATTCTCTGTCACTACTTTCCATTTCATTTTCTTTGCTTCCCATTATCATATATTTTGTTTTTCCTGTATTTATTTCTAAGCCAAAGTTCT
	GlicE^22      ATCGATCTTCTCGAACAGATACTTTTTTCCATTCTCTGTCACTACTTTCCATTTCATTTTCTTTGCTTCCCATTATCATATATTTTGTTTTTCCTGTATTTATTTCTAAGCCAAAGTTCT
	GlicE^23       ATCGATCTTCTCGAACAGATACTTTTTTCCATTCTCTGTNNNTACTTTCCATTT-ATTTTCTTTGNTTCCCATTATCATATATTTTGTTTTTCNTGTATTTATTT-TAAGCCAAAGTTCT
	GlicE^24      ATCGATCTTCTCGAACAGATACTTTTTTCCATTCTCTGTCACTACTTTCCATTTCATTTTCTTTGCTTCCCATTATCATATATTTTGTTTTTCCTGTATTTATTTCTAAGCCAAAGTTCT
	GmorB^27    ATCGATCTTCTCGAACAGATACTTTTTTCCATTCTCTGTCACTACTTTCCATTTCATTTTYTTTGCTTCCCATTATCAYATATTTTGTTTTTCCTGTATTTATTTCTAAGCCAAAGTTCT
	GpasB^28    ATCGATCTTCTCGAACAGATACTTTTTTCCATTCTCTGTCACTACTTTCCATTTCATTTTCTTTGCTTCCCATTATCACATATTTTGTTTTTCCTGTATTTATTTCTAAGCCAAAGTTCT
	GpasB^29    ATCGATCTTCTCGAACAGATACTTTTTTCCATTCTCTGTCACTACTTTCCATTTCATTTTCTTTGCTTCCCATTATCACATATTTTGTTTTTCCTGTATTTATTTCTAAGCCAAAGTTCT


16 120
	GecuC^1     GATTTACTACACACATTTGAGTGTAATTTGTGTATTCGATTTACGATTACTGGCTGTCCGATGATTACGGATGATTGTCAGAATGCTCAGAATGATTGATGCACTGTTATAGTATGTGTT
	GecuP^4     GATTTACTACACACATTTGAGTGTAATTTGTGTATTCGATTTACGATTACTGGCTGTCCSATGATTACGGATGATTGTCAGAATGCTYAGAATGATTGATGCACTGTTATAGTATGTGTT
	GecuP^5      GATTTACTRCACACATTTGAGTGTAATTTGTGTATTCGATTTACGATTACTGGCTGTCCGATGATTACGGAYGATTGTCAGAATGCTCAGAATGATTGATGCACTGTTATAGTATGTGTT
	GecuE^8      GATTTACTACACACATTTGAGTGTAATTTGTGTATTCGATTTACGATTACTGGCTGTCCGATGATTACGGACGATTGTCAGAATGCTCAGAATGATTGATGCACTGTTATAGTATGTGTT
	GecuE^9       GATTTACTACACACATTTGAGTGTAATTTGTGTATTCGATTTACGATTACTGGCTGTCMSATGATTACGGATGATTGTCRGAATGCTCAGAATGATTGATGCACTGTTATAGTATGTGTT
	GecuE^10      GATTTACTACACACATTTGAGTGTAATTTGTGTATTCGATTTACGATTACTNGCTGTCCGATGATTACGGATGATTGTCRGAATGCTCAGAATGATTGATGCACTGTTATAGTATGTGTT
	GlicC^15     GATTTACTACACACATTTGAGTGTAATTTGTGNATTCGATTTACGATTACTGGCTGTCNGATGATTACGGATGATTGTCNGAATGCTCAGAATGATTGATGCACTGTTATAGTATGTGTT
	GlicP^17      GATTTACTACACACATTTGAGTGTAATTTGTGTATTCGATTTACGATTACTGGCTGTCCGATGATTACGGATGATTGTCNGAATGCTCAGAATGATTGATGCACTGTTATAGTATGTGTT
	GlicE^20      GATTTACTACACACATTTGAGTGTAATTTGTGTATTCGATTTACGATTACTGGCTGTCAGATGATTACGGATGATTGTCGGAATGCTCAGAATGATTGATGCACTGTTATAGTATGTGTT
	GlicE^21      GATTTACTACACACATTTGAGTGTAATTTGTGTATTCGATTTACGATTACCGGCTGTCAGATGATTACGGATGATTGTCGGAATGCTCAGAATGATTGATGCACTGTTATAGTATGTGTT
	GlicE^22       GATTTACTACACACATTTGAGTGTAATTTGTGTATTCGATTTACGATTACTGGCTGTCAGATGATTACGGATGATTGTCGGAATGCTCAGAATGATTGATGCACTGTTATAGTATGTGTT
	GlicE^23       GATTTACTACACACATTTTAGTGTAATTTGTGTATTCGATTTACGATTACTGGCTGTCCGATGATTACGGATGATTGTCAGAATGCTCAGAATGATTGATGCACTGTTATAGTATGTGTT
	GlicE^24      GATTTACTACACACATTTGAGTGTAATTTGTGTATTCGATTTACGATTACTGGCTGTCCGATGATTACGGATGATTGTCAGAATGCTCAGAATGATTGATGCACTGTTATAGTATGTGTT
	GlicE^25      GATTTACTACACACATTTGAGTGTAATTTGTGTATTCGATTTACGATTACTGGCTGTCCGATGATTACGGATGATTGTCGGAATGCTCAGAATGATTGATGCACTGTTATAGTATGTGTT
	GmorB^27    GATTTACTACACACATTTGAGTGTAATTTGTGTATTCGATTTACGATTACTGGCTGTCCGATGATTACGGACGATTGTCAGAATGCTCAGAATGATTGATGCACTGTTATAGTATGTGTT
	GpasB^28    GATTTACTACACACATTTGAGTGTAATTTGTGTATTCGATTTACGATTACTGGCTGTCMGATGATTACGGAYGATTGTCRGAATGCTCAGAATGATTGATGCACTGTTATAGTATGTGTT


20 120
	GecuC^1     AACTGATCGCTTATCTTCTTCTACCATGTGTTTCGAAGATAATGTTGACGATATACGCTTGTCATTTTGAGTCACGACATACGTTTTATAAGCATCGTATAAGATAAAAAGAGAAAATAA
	GecuP^4     AACTGATCGCTTATCTTCTTCTACCATGTGTTTCGAAGATAATGTTGACGATATACGCTTGTCATTTTGAGTCACGACATACGTTTTATAAGCATCGTATAAGATAAAAAGAGAAAATAA
	GecuP^5     AACTGATCGCTTATCTTCTTCTACCATGTGTTTCGAAGATAATRTTGACGATATACGCTTGTCATTTTGAGTCACGACATACGTTTTATAAGCATCGTATAAGATAAAAAGAGAAAATAA
	GecuE^8      AACTGATCGCTTATCTTCTTCTACCATGTGTTTCGAAGATAATRTTGACGATATACGCTTGTCATTTTGAGTCACGACATACGTTTTATAAGCATCGTATAAGATAAAAAGAGAAAATAA
	GecuE^9       AACTGATCGCTTATCTTCTTCTACCATGTGTTTCGAAGATAATGTTGACGATATACGCTTGTCATTTTGAGTCACGACATACGTTTTATAAGCATCGTATAAGATAAAAAGAGAAAATAA
	GecuE^10       AACTGATCGCTTATCTTCTTCTACCATGTGTTTCGAAGATAATRTTGACGATATACGCTTGTCATTTTGAGTCACGACATACGTTTTATAAGCATCGTATAAGATAAAAAGAGAAAATAA
	GecuE^11      AACTGATCGCTTATCTTCTTCTACCATGTGTTTCGAAGATAATGTTGACGATATACGCTTGTCATTTTGAGTCACGACATACGTTTTATAAGCATCGTATAAGATAAAAAGAGAAAATAA
	GlicC^15     AACTGATCGCTTATCTTCTTCTACCATGTGTTTCGAAGATAATGTTGACGATATACGCTTGTCATTTTGAATCACGACATACGTTTTATAAGCATCGTATAAGATAAAAAGAGAAAATAA
	GlicC^16     AACTGATCGCTTATCTTCTTCTACNATGTGTTTCGAAGATAATGTTGACGATATACGCTTGTCATTTTGARTYACGACATACGTTTTATAAGCATCGTATAAGATAAAAAGAGAAAATAA
	GlicP^17      AACTGATCGCTTATCTTCTTCTACCATGTGTTTCGAAGATAATGTTGACGATATACRCTTGTCATTTTGAGTCACGACATACGTTTTATAAGCATCGTATAAGATAAAAAGAGAAAATAA
	GlicE^20      AACTGATCGCTTATCTTCTTCTACCATGTGTTTCGAAGATAATGTTGACGATATACGCTTGTCATTTTGAATCACGACATACGTTTTATAAGCATCGTATAAGATAAAAAGAGAAAATAA
	GlicE^21      AACTGATCGCTTATCTTCTTCTACCATGTGTTTCGAAGATAATGTTGACGATATACGCTTGTCATTTTGAGTYACGACATACGTTTTATAAGCATCGTATAAGATAAAAAGAGAAAATAA
	GlicE^22      AACTGATCGCTTATCTTCTTCTACCATGTGTTTCGAAGATAATGTTGACGATATACGCTTGTCATTTTGAATCACGACATACGTTTTATAAGCATCGTATAAGATAAAAAGAGAAAATAA
	GlicE^23       AACTGATCGCTTATCTTCTTCTACCATGTGTTTCGAAGATAATGTTGACGATATACGCTTGTCATTTTGARTCACGACATACGTTTTATAAGCATCGTATAAGATAAAAAGAGAAAATAA
	GlicE^24       AACTGATCGCTTATCTTCTTCTACCATGTGTTTCGAAGATAATGTTGACGATATACGCTTGTCATTTTGAGTTACGACATACGTTTTATAAGCATCGTATAAGATAAAAAGAGAAAATAA
	GlicE^25      AACTGATCGCTTATCTTCTTCTACCATGTGTTTCGAAGATAATGTTGACGATATACGCTTGTCATTTTGAATCACGACATACGTTTTATAAGCATCGTATAAGATAAAAAGAGAAAATAA
	GlicE^26      AACTGATCGCTTATCTTCTTCTACCATGTGTTTCGAAGATAATGTTGACGATATACGCTTGTCATTTTGARTYACGACATACGTTTTATAAGCATCGTATAAGATAAAAAGAGAAAATAA
	GmorB^27    AACTGATCGCTTATCTTCTTCTACCATGTGTTTCGAAGATAATRTTGACGATATACGCTTGTCATTTTGAGTYACGACATACGTTTTATAAGCATCGTATAAGATAAAAAGAGAAAATAA
	GpasB^28    AACTGATCGCTTATCTTCTTCTACCATGTGTTTCGAAGATAATGTTGACGATATACGCTTGTCATTTTGAGTCACGACATACGTTTTATAAGCATCGTATAAGATAAAAAGAGAAAATAA
	GpasB^29    AACTGATCGCTTATCTTCTTCTACCATGTGTTTCGAAGATAATGTTGACGATATACGCTTGTCATTTTGAGTCACGACATACGTTTTATAAGCATCGTATAAGATAAAAAGAGAAAATAA


17 120
	GecuC^1     GGCGAATACTTATTTCAGAAATGTTAGACATCACTGCTAATTCYTTCACTTTCAAACGGCGATYTGCTAATATCATTTGTTTTGAGGCATTATCAGTTCAATTGGCCGACCGGGGCACTT
	GecuP^4     GGCGAATACTTATTTCAGAAATGTTAGACATCACTGCTAATTCCTTCACTTTCAAACGGCGATCTGCTAATATCATTTGTTTTGAGGCATTATCAGTTCAATTGGCCGACCGGGGCACTT
	GecuP^5      GGCGAATACTTATTTCAGAAATGTTAGACATCACTGCTAATTCCTTCACTTTCAAACGGCGATCTGCTAATATCATTTGTTTTGGGGCATTATCAGTTCAATTGGCCGACCGGGGCACTT
	GecuP^6      GGCGAATACTTATTTCAGAAATGTTAGACATCACTGCTAATTCCTTCACTTTCAAACGGCGATCTGCTAATATCATTTGTTTTGGGGCATTATCAGTTCAATTGGCCGACCGGGGCACTT
	GecuE^8       GGCGAATACTTATTTCAGAAATGTTAGACATCATTGCTAATTCCTTCACTTTCAAACGGCGATCTGCTAATATCATTTGTTTTGAGGCATTATCAGTTCAATTGGCCGACCGGGGCACTT
	GecuE^9       GGCGAATACTTATTTCAGAAATGTTAGACATCACTGCTAATTCCTTCACTTTCAAACGGCGATCTGCTAATATCATTTGTTTTGAGGCATTATCAGTTCAATTGGCCGACCGGGGCACTT
	GecuE^10      GGCGAATACTTATTTCAGAAATGTTAGACATCACTGCTAATTCCTTCACTTTCAAACGGCGATCTGCTAATATCATTTGTTTTGAGGCATTATCAGTTCAATTGGTCGACCGGGGCACTT
	GlicC^15     GGCGAATACTTATTTCAGAAATGTTAGANATCACTGCTAATTCCTTCACTTTCAAACGGCGATCTGCTAATATNATTTGTTTTGAGGCATTATCANTTCAATTNGCCGACCGGGGCACTT
	GlicP^17      GGCGAATACTTATTTCAGAAATGTTAGACNTCACTGCTAATTCCTTCACTTTCAAACGGCGATCTGCTAATATCATTTGTTTTGAGGCATTATCAGTTCAATTGGCCGACCGGGGCACTT
	GlicE^20      GGCGAATACTTATTTCAGAAATGTTAGACATCACTGCTAATTCCTTCACTTTCAAACGGCGATCTGCTAATATCATTTGTTTTGAGGCATTATCAGTTCAATTGGTCGACCGGGGCACTT
	GlicE^21      GGCGAATACTTATTTCAGAAATGTTAGACATCACTGCTAATTCCTTCACTTTCAAACGGCGATCTGCTAATATCATTTGTTTTGAGRCATTATCAGTTCAATTGGCCGACCGGGGCACTT
	GlicE^22       GGCGAATACTTATTTCAGAAATGTTAGACATCACTGCTAATTCCTTCACTTTCAAACGGCGATCTGCTAATATCATTTGTTTTGAGGCATTATCAGTTCAATTGGYCGACCGGGGCACTT
	GlicE^23       GGCGAATACTTATTTCAGAAATGTTAGACATCACTGCTAATTCCTTCACTTTCAAACGGCGATCTGCTAATATCATTTGTTTTGAGRCATTATCAGTTCAATTGGYCGACCGGGGCACTT
	GlicE^24      GGCGRATACTTATTTCAGAAATGTTAGACATCACTGCTAATTCCTTCACTTTCAAACGGCGATCTGCTAATATCATTTGTTTTGAGGCATTATCAGTTCAATTGGCCGACCGGGGCACTT
	GlicE^25      GGCGAATACTTATTTCAGAAATGTTAGACATCACTGCTAATTCCTTCACTTTCAAACGGCGATCTGCTAATATCATTTGTTTTGAGGCATTATCAGTTCAATTGGCCGRCCGGGGCACTT
	GmorB^27    GGCGAATACTTATTTCAGAAATGTTAGACATCAYTGCTAATTCCTTCAYTTTCAAACGGCGATCTGCTAATATCATTTGTTTTGAGGCATTATCAGTTCAATTGGCCGACCGGGGCACTT
	GpasB^28    GGCGAATACTTATTTCAGAAATGTTAGACATCACTGCTAATTCCTTCACTTTCAAACGGCGATCTGCTAATATCATTTGTTTTGAGGCATTATCAGTTCAATTGGCCGACCGGGGCACTT


19 120
	GecuC^1     GAAATAGAACTAKTCCTGAAACAGTACCTAAAATTTTACCATTCTTTCNGAACTACATTTGACGGATTCGTAGTAAATTGCTAGCCAAATCTTTCKATTCCATTGGRAAACTGAAGATCC
	GecuP^4     GAAATAGAACTAGTCCTGAAACAGTACCTAAAATTTTACCATTCTTTCGGAACTACATTTGACGGATTCGTAGTAAATTGCTAGCCAAATCTTTCGATTCCATTGGGAAACTGAAGATCC
	GecuP^5     GAAATAGAACTAGTCCTGAAACAGTACCTAAAATTTTACCATTCTTTCGGAACTACATTTGACGGATTCGTAGTAAATTGCTAGCCAAATCTTTCGATTCCATTGGGAAACTGAAGATCC
	GecuP^6      GAAATAGAACTAGTCCTGAAACAGTACCTAAAATTTTACCATTCTTTCGGAACTACATTTGACGGATTCGTAGTAAATTGCTAGCCRAATCTTTCGATTCCATTGGGAAACTGAAGATCC
	GecuE^8      GAAATAGAACTAGTCCTGAAACAGTACCTAAAATTTTACCATTCTTTCGGAACTACATTTGACGGATTCGTAGTAAATTGCTAGCCAAATCTTTCGATTCCATTGGGAAACTGAAGATCC
	GecuE^9       GAAATAGAACTAGTCCTGAAACAGTACCTAAAATTTTACCATTCTTTCGGAACTACATTTGACGGATTCGTAGTAAATTGCTAGCCAAATCTTTCGATTCCATTGGGAAACTGAAGATCC
	GecuE^10       GAAATAGAACTAKTCCTGAAACAGTACCTAAAATTTTACCATTCTTTCGGAACTACATTTGACGGATTCGTAGTAAATTGCTAGCCAAATCTTTCGATTCCATTGGGAAACTGAAGATCC
	GecuE^11      GAAATAGAACTATTCCTGAAACAGTACCTAAAATTTTACCATTCTTTCGGAACTACATTTGACGGATTCGTAGTAAATTGCTAGCCAAATCTTTCGATTCCATTGGGAAACTGAAGATCC
	GlicC^15     GAAATAGAACTAGTCCTGAAACAGTACCTAAAATTTTACCATTCTTTCGGAACTACATTTGACGGNTTCGTAGTAAATTGCTAGCCGAATCTTTCGATTCCATTGGGAAACTGAAGATCC
	GlicP^17      GAAATAGAACTAGTCCTGAAACAGTACCTAAAATTTTACCATTCTTTCGGAACTACATTTGACGGATTCGTAGTAAATTGCTAGCCAAATCTTTCGATTCCATTGGGAAACTGAAGATCC
	GlicE^20      GAAATAGAACTAGTCCTGAAACAGTACCTAAAATTTTACCATTCTTTCGGAACTACATTTGACGGATTCGTAGTAAATTGCTAGCCRAATCTTTCGATTCCATTGGGAAACTGAAGATCC
	GlicE^21      GAAATAGAACTAGTCCTGAAACAGTACCTAAAATTTTACCATTCTTTCGGAACTACATTTGACGGATTCGTAGTAAATTGCTAGCCRAATCTTTCGATTCCATTGGGAAACTGAAGATCC
	GlicE^22       GAAATAGAACTAGWCCTGAAACAGTACCTAAAATTTTACCATTCTTTCGGAACTACATTTGACGGATTCGTAGTAAATTGCTAGCCRAATCTTTCGATTCCATTGGGAAACTGAAGATCC
	GlicE^23       GAAATAGAACTAGWCCTGAAACAGTACCTAAAATTTTACCATTCTTTCGGAACTACATTTGACGGATTCGTAGTAAATTGCTAGCCRAATCTTTCGATTCCATTGGGAAACTGAAGATCC
	GlicE^24      GAAATAGAACTAGWCCTGAAACAGTACCTAAAATTTTACCATTCTTTCGGAACTACATTTGACGGATTCGTAGTAAATTGCTAGCCRAATCTTTCGATTCCATTGGGAAACTGAAGATCC
	GlicE^25      GAAATAGAACTAGWCCTGAAACAGTACCTAAAATTTTACCATTCTTTCGGAACTACATTTGACGGATTCGTAGTAAATTGCTAGCCAAATCTTTCGATTCCATTGGGAAACTGAAGATCC
	GmorB^27    GAAATAGAACTAGTCCTGAAAYAGTACCTAAAATTTTACCATTCTTTCGGAACTACATTTGACGGATTCGTAGTAAATTGCTAGCCAAATCTTTCGATTCCATTGGGAAACTGAAGATCC
	GpasB^28    GAAATAGAACTAGTCCTGAAACAGTACCTAAAATTTTACCATTCTTTCGGAACTACATTTGACGGATTCGTAGTAAATTGCTAGCCAAATCTTTCGATTCCATTGGGAAACTGAAGATCC
	GpasB^29    GAAATAGAACTAGTCCTGAAACAGTACCTAAAATTTTACCATTCTTTCGGAACTACATTTGACGGATTCGTAGTAAATTGCTAGCCAAATCTTTCGATTCCATTGGGAAACTGAAGATCC


18 120
	GecuC^1     ATGAAAATTTTCATTATGACAGNCCTCGTATTTCACATATTACAAATTCTCCGAAAGTAGAGGACATCATTCAAAGTCCCTGGCAATAGACACTAAATCATCTAAAATTCTAATATGGGT
	GecuP^4     ATGAAAATTTTSATKATGACAGTCCTCGTATTTCACATATTACAAATTCTCCGAAAGTAGAGGACATCATTCAAAGTCCCTGGCAATAGACACTAAATCATCTAAAATTCTAATATGGGT
	GecuP^5     ATGAAAATTTTCATTATGACAGTCCTCGTATTTCACATATTACAAATTCTCCGAAAGTAGAGGACATCATTCAAAGTCCCTGGCAATAGACNCTAAATCATCTAAAATTCTAATATGGGT
	GecuE^8      ATGAAAATTTTSATKATGACAGTCCTCGTATTTCACATATTACAAATTCTCCGAAAGTAGAGGACATCATTCAAAGTCCCTGGCAATAGACACTAAATCATCTAAAATTCTAATATGGGT
	GecuE^9       ATGAAAATTTTCATTATGACAGTCCTCGTATTTCACATATTACAAATTCTCCGAAAGTAGAGGACATCATTCAAAGTCCCTGGCAATAGACACTAAATCATCTAAAATTCTAATATGGGT
	GecuE^10       ATGAAAATTTTCATKATGACAGTCCTCGTATTTCACATATTACAAATTCTCCGAAAGYAGAGGACATCRTTCAAAGTCCCTGGCAATAGACACTAAATCATCTAAAATTCTAATATGGGT
	GecuE^11      ATGAAAATTTTCATNATGACAGTCCTCGTATTTCACATATTACAAATTCTCCGAAAGTAGAGGACATCNTTCAAAGTCCCTGGCAATAGACACTAAATCATCTAAAATTCTAATATGGGT
	GlicC^15     ATGAAAATTTTCATTATGACAGTCCTCGTATTTCACATATTACAAATTCTCCGAAAGTAGAGGACATCATTCAAAGTCCCTGGCAATAGACACTAAATCATCTAAAATTCTAATATGGGT
	GlicC^16     ATGAAAATTTTCATTATGACAGTCCTCGTATTNCACATATTACAAATTCTCCGAAAGTAGAGGACATCATTCAAAGTCCCTGGCAATAGACACTAAATCATCTAAAATTCTAATATGGGT
	GlicP^17      ATGAAAATTTTCATTATGACAGTCCTCGTATTTCACATATTACAAATTCTCCGAAAGTAGAGGACATCATTCAAAGTCCCTGGCAATAGACACTAAATCATCTAAAATTCTAATATGGGT
	GlicE^20      ATGAAAATTTTCATTATGACAGTCCTCGTATTTCACATATTACAAATTCTCCGAAAGTAGAGGACATCATTCAAAGTCCCTGGCAATAGACACTAAATCATCTAAAATTCTAATATGGGT
	GlicE^21      ATGAAAATTTTCATTATGACAGTCCTCGTATTTCACATATTACAAATTCTCCGAAAGTAGAGGACATCATTCAAAGTCCCTGGCAATAGACACTAAATCATCTAAAATTCTAATATGGGT
	GlicE^22       ATGAAAATTTTCATTATGACAGTCCTCGTATTTCACATATTACAAATTCTCCGAAAGTAGAGGACATCATTCAAAGTCCCTGGCAATAGACACTAAATCATCTAAAATTCTAATATGGGT
	GlicE^23       ATGAAAATTTTCATTATGACAGTCCTCGTATTTCACATATTACAAATTCTCCGAAAGTAGAGGACATCATTCAAAGTCCCTGGCAATAGACACTAAATCATCTAAAATTCTAATATGGGT
	GlicE^24      ATGAAAATTTTCATTATGACAGTCCTCGTATTTCACATATTACAAATTCTCCGAAAGTAGAGGACATCATTCAAAGTYCCTGGCAATAGACACTAAATCATCTAAAATTCTAATATGGGT
	GlicE^25      ATGAAAATTTTCATKATGACAGTCYTCGTATTTCACATATTACAAATTCTCCGAAAGTAGAGGACATCRTTCAAAGTCCCTGGCAATAGACACTAAATCATCTAAAATTCTAATATGGGT
	GmorB^27    ATGAAAATTTTCATTATGACAGTCCTCGTATTTCACATATTACAAATTCTCCGAAAGTAGAGGACATCATTCAAAGTCCCTGGCAATAGACACTAAATCATCTAAAATTCTAATATGGGT
	GpasB^28    ATGAAAATTTTCATTATGACAGTCCTCGTATTTCACATATTACAAATTCTCCGAAAGTAGAGGACATCATTCAAAGTCCCTGGCAATAGACACTAAATCATCTAAAATTCTAATATGGGT


18 120
	GecuC^1     AGTCAGAAAATAGATTGGGATTTTTTTACCTGATCAAATTGGGTCTGACTAGTTTGTGATTTCTGGAGAAACAAGCCTATAAATAAACTATTGTGTCTCGTATATGTCTTATTCATAGCA
	GecuP^4     AGTCAGAAAATAGATTGGGGTTTTTTTAGCTGATCAAATTGGGTCTGACTAGTTTGTGATTTATGCAGAAACAAGCCTATAAATAAACTATTGTGTCTCGTATATGTCTTATTCATAGCA
	GecuP^5     AGTCAGAAAATAGATTGGRATTTTTTTAGCTGATCAAATTGGGTCTGACTAGTTTGTGATTTCTGCAGAAACAAGCCTATAAATAAACTATTGTGTCTCGTATATGTCTTATTCATAGCW
	GecuP^6      AGTCAGAAAATAGATTGGGATTTTTTTAGCTGATCAAATTGGGTCTGACTAGTTTGTGATTTMTGCAGAAACAAGCCTATAAATAAACTATTGTGTCTCGTATATGTCTTATTCATAGCA
	GecuE^8      AGTCAGAAAATAGATTGGGATTTTTTTAGCTGATCAAATTGGGTCTGACTAGTTTGTGATTTCTGCAGAAACAAGCCTATAAATAAACTATTGTGTCTCGTATATGTCTTATTCATAGCA
	GecuE^9       AGTCAGAAAATAGATTGGGATTTTTTTAGCTGATCAAATTGGGTCTGACTAGTTTGTGATTTCTGCAGAAACAAGCCTATAAATAAACTATTGTGTCTCGTATATGTCTTATTCATAGCA
	GecuE^10       AGTCAGAAAATAGATTGGGATTTTTTTAGCTGATCAAATTGGGTCTGACTAGTTTGTGATTTCTGCAGAAACAAGCCTATAAATAAACTATTGTGTCTCGTATATGTCTTATTCATAGCA
	GecuE^11      AGTCAGAA-ATAGATTGGGATTTTTTTAGCTGATCAAATTGGGTCTGACTAGTTTGTGATTTCTGGAGAAACAAGCCTATAAATAAACTATTGTGTCTCGTATATGTCTTATTCATAGCA
	GlicC^15     AGTCAGAAAATAGATTGGGATTTTTTTAGCTGATCAAATTGGGTCTGACTAGTTTGTGATTTCTGGAGAAACAAGCCTATAAATAAACTATTGTGTCTCGTATATGTCTTATTCATAGCA
	GlicP^17      AGTCAGAAAATAGATTGGGATTTTTTTAGCTGATCAAATTGGGTCTGACTAGTTTGTGATTTCTGCAGAAACAAGCCTATAAATAAACTATTGTGTCTCGTATATGTCTTATTCATAGCT
	GlicE^20      AGTCAGAAAATAGATTGGGATTTTTTTASCTGATCAAATTGGGTCTGACTAGTTTGTGATTTCTGCAGAAACAAGCCTATAAATAAACTATTGTGTCTCGTATATGTCTTATTCATAGCA
	GlicE^21      AGTCAGAAGATAGATTGGGATTTTTTTAGCTGATCAAATTGGGTCTGACTAGTTTGTGATTTCTGCAGAAACAAGCCTATAAATAAACTATTGTGTCTCGTATATGTCTTATTCATAGCA
	GlicE^22       AGTCAGAAAATAGATTGGGATTTTTTTAGCTGATCAAATTGGGTCTGACTAGTTTGTGATTTCTGCAGAAACAAGCCTATAAATAAACTATTGTGTCTCGTATATGTCTTATTYATAGCW
	GlicE^23       AGTCAGAAAATAGATTGGGATTTTTTTAGCTGATCAAATTGGGTCTGACTAGTTTGTGATTTCTGCAGAAACAAGCCTATAAATAAACTATTGTGTCTCGTATATGTCTTATTCATAGYA
	GlicE^24      AGTCAGAAAATAGATTGGGATTTTTTTAGCTGATCAAATTGGGTCTGACTAGTTTGTGATTTCTGCAGAAACAAGCCTATAAATAAACTATTGTGTCTCGTATATGTCTTATTYATAGCA
	GmorB^27    AGTCAGAAAATAGATTGGGATTTTTTTAGCTGATCAAATTGGGTCTGACTAGTTTGTGATTTMTGCAGAAACAAGCCTATAAATAAACTATTGTGTCTCGTATATGTCTTATTCATAGCA
	GpasB^28    AGTCAGAAAATAGATTGGGATTTTTTTAGCTGATCAAATTGGGTCTGACTAGTTTGTGATTTCTGCAGAAACAAGCCTATAAATAAACTATTGTGTCTCGTATATGTCYTATTCATAGCA
	GpasB^29    AGTCAGAAAATAGATTGGGATTTTTTTAGCTGATCAAATTGGGTCTGACTAGTTTGTGATTTCTGCAGAAACAAGCCTATAAATAAACTATTGTGTCTCGTATATGTCTTATTCATAGCA


19 120
	GecuC^1     GCCATAGTATCCTTTGCAAGTGCCTATCATCAGGGTGTATCCATATTTGGCGGTACATCTTAGCGACATCTGCTGTTACCAAGAACCGATATTGCCTAATACGTACAAGTATGTGAAATA
	GecuP^4     GCCATAGTATCCTTTGCAAGTGCCTATCATCAGGGTGTATCCATATTTGGCGGTACATCTTAGCGACATCTGCTGTTACCAAGAACCGATATTGCCTAATACGTACAAGTATGTGAAATA
	GecuP^5     GCCATAGTATCCTTTGCAAGTGCCTATCATCAGGGTGTATCCATATTTGGCGGTACATCTTAGCGACATCTGCTGTTACCAAGAACCNATATTGCCTAATACGTACNAGTATGTGAAATA
	GecuP^6      GCCATAGTATCCTTTGCAAGTGCCTATCATYAGGGTGTATCCATATTTGGCGGTACATCTTAGCGACATCTGCTGTTACCAAGAACCGATATTGCCTAATACGTACAAGTATGTGAAATA
	GecuE^8      GCCATAGTATCCTTTGCAAGTGCCTATCATCAGGGTGTATCCATATTTGGCGGTACATCTTAGCGACATCTGCTGTTACCAAGAACCGATATTGCCTAATACGTACAAGTATGTGAAATA
	GecuE^9       GCCATAGTATCCTTTGCAAGTGCCTATCATCAGGGTGTATCCATATTTGGCGGTACATCTTAGCGACATCTGCTGTTACCAAGAACCGATATTGCCTAATACGTACAAGTATGTGAAATA
	GecuE^10       GCCRTAGTATCCTTTGCAAGTGCCTATCATCAGGGTGTATCCATATTTGGCGGTACATCTTAGCGACATCTGCTGTTACCAAGAACCGATATTGCCTAATACGTACAAGTATGTGAAATA
	GecuE^11      GCCATAGTATCCTTTGCAAGTGCCTATCATYAGGGTGTATCCATATTTGGCGGTACATCTTAGCGACATCTGCTGTTACCAAGAACCGATATTGCCTAATACGTACAAGTATGTGAAATA
	GlicC^15     GCCATAGTATCCTTTGCAAGTGCCTATCATCAGGGTGTATCCATATTTGGCGGTACATCTTAGCGACATCTGCTGTTACCAAGAACCGATATTGCCTAATACGTACAAGTATGTGAAATA
	GlicC^16     GCCATAGTATCCTTTGCAAGTGCCTATCATCAGGGTGTATCCATATTTGGCGGTACATCTTAGCGACATCTGCTGTTACCAAGAACCGATATTGCCTAATACGTACAAGTATGTGAAATA
	GlicP^17      GCCATAGTATCCTTTGCAAGTGCCTATCATCAGGGTGTATCCATATTTGGCGGTACATCTTAGCGACATCTGCTGTTACCAAGAACCGATATTGCCTAATACGTACAAGTATGTGAAATA
	GlicP^18      GCCATAGTATCCTTTGCAAGTGCCTATCATCAGGGTGTATCCATATTTGGCGGTACATCTTAGCGACATCTGCTGTTACCAAGAACCGATATTGCCTAATACGTACAAGTATGTGAAATA
	GlicE^20      GCCATAGTATCCTTTGCAAGTGCCTATCRTCAGGGTGTATCCATATTTGGCGGTACATCTTAGCGNCATCTGCTGTTACCAAGAACCGATATTGCCTAATACGTACAAGTATGTGAAATA
	GlicE^21      GCCATAGTATCCTTTGCAAGTGCCTATCATCAGGGTGTATCCATATTTGGCGGTACATCTTAGCGACATCTGCTGTTACCAAGAACCGATATTGCCTAATACGTACAAGTATGTGAAATA
	GlicE^22       GCCATAGTATCCTTTGCAAGTGCCTATCRTCAGGGTGTATCCATATTTGGCGGTACATCTTAGCGACATCTGCTGTTACCAAGAACCGATATTGCCTAATACGTACAAGTATGTGAAATA
	GlicE^23      GCCATAGTATCCTTTGCAAGTGCCTATCATCAGGGTGTATCCATATTTGGCGGTACATCTTAGCGACATCTGCTGTTACCAAGAACCGATATTGCCTAATACGTACAAGTATGTGAAATA
	GlicE^24      GCCATAGTATCCTTTGCAAGTGCCTATCATCAGGGTGTATCCATATTTGGCGGTACATCTTAGCGACATCTGCTGTTACCAAGAACCGATATTGCCTAATACGTACAAGTATGTGAAATA
	GmorB^27    GCCATAGTATCCTTTGCAAGTGCCTATCATYAGGGTGTATCCATATTTGGCGGTACATCTTAGCGACATCTGCTGTTACCAAGAACCGATATTGCCTAATACGTACAAGTATGTGAAATA
	GpasB^28    GCCATAGTATYCTTTGCAAGTGCCTATCATCAGGGTGTATCCATATTTGGCGGTACATCTTAGCGACATCTGCTGTTACCAAGAACCGATATTGCCTAATACGTACAAGTATGTGAAATA


17 120
	GecuC^1     TCCCTTTTTCGTTGATTTCTTCAGGAAGCGCTCCGCATTTGTCAGTTCCTTCGGTTCCCTGACGCGCGTGAGGTTGCGTGTATGCGAAACGATGCGGAGAAGATGACGAAAAAAGCCTTT
	GecuP^4     TCCCTTTTTCGTTGATTTCTTCAGGAAGCGCTCCGCATTTGTCAGTTCCTTCGGTTCCCTGACGCGCGTGAGGTTGCGTGTATGCGAAACGATGCGGAGAAGATGACGAAAAAAGCCTTT
	GecuP^5     TCCCTTTTTCNTTGATTTCTTCAGGAAGCGCTCCGCATTTGTCAGTTCCTTCGGTTCCCTGACGCGCGTGAGGTTGCGTGTATGCGAAACGATGCGGAGAAGATGACGAAAAAAGCCTTT
	GecuP^6      TCCCTTTTTCGTTGATTTCTTCAGGAAGCGCTCCGCATTTGTCAGTTCCTTCGGTTCCCTGACGCGCGTGAGGTTGCGTGTATGCGAAACGATGCGGAGAAGATGACGAAAAAAGCCTTT
	GecuE^8      TCCCTTTTTCGTTGATTTCTTCAGGAAGCGCTCCGCATTTGTCAGTTCCTTCGGTTCCCTGACGCGCGTGAGGTTGCGTGTATGCGAAACGATGCGGAGAAGATGACGAAAAAAGCCTTT
	GecuE^9       TCCCTTTTTCGTTGATTTCTTCAGGAAGCGCTCCGCATTTGTCAGTTCCTTCGGTTCCCTGACGCGCGTGAGGTTGCGTGTATGCGAAACGATGCGGAGAAGATGACGAAAAAAGCCTTT
	GecuE^10       TCCCTTTTTCGTTGATTTCTTCAGGAAGCGCTCCGCATTTGTCAGTTCCTTCGGTTCCCTGACGCGCGTGAGGTTGCGTGTATGCGAAACGATGCGGAGAAGATGACGAAAAAAGCCTTT
	GecuE^11       TCCCTTTTTCGTTGATTTCTTCAGGAAGCGCTCCGCATTTGTCAGTTCCTTCGGTTCCCTGACGCGCGTGAGGTTGCGTGTATGCGAAACGATGCGGAGAAGATGACGAAAAAAGCCTTT
	GecuE^12      TCYCTTTTTCGTTGATTTCTTCAGGAAGCGCTCCGCATTTGTCAGTTCCTTCGGTTCCCTGACGCGCGTRAGGTTGCGTGTATGCGAAACGATGCGGAGAAGATGACGAAAAAAGCCTTT
	GlicC^15     TCCCTTTTTCGTTGATTTCTTCAGGAAGCGCTCCGCATTTGTCAGTTCCTTCGGTTCCCTGACGCGCGTKAGGTTGCGTGTATGCGAAACGATGCGGAGAAGATGACG-AAAAAGCCTTT
	GlicP^17      TCCCTTTTTCGTTGATTTCTTCAGGAAGCGCTCCGCATTTGTCAGTTCCTTCGGTTCCCTGACGCGCGTGAGGTTGCGTGTATGCGAAACGATGCGGAGAAGATGACGAAAAAAGCCTTT
	GlicE^20      TCCCTTTTTCGTTGATTTCTTCAGGAAGCGCTCCGCATTTGTCAGTTCCTTCGGTTCCCTGACGCGCGTGAGGTTGCGTGTATGCGAAACGATGCGGAGAAGATGACGAAAAAAGCCTTT
	GlicE^21       TCCCTTTTTCGTTGATTTCTTCAGGAAGCGCTCCGCATTTGTCAGTTCCTTCGGTTCCCTGACGCGCGTGAGGTTGCGTGTATGCGAAACGATGCGGAGAAGATGACGAAAAAAGCCTTT
	GlicE^22       TCCCTTTTTCGTTGATTTCTTCAGGAAGCGCTCCGCATTTGTCAGTTCCTTCGGTTCCCTGACGCGCGTGAGGTTGCGTGTATGCGAAACGATGCGGAGAAGATGACGAAAAAAGCCTTT
	GlicE^23      TCCCTTTTTCGTTGATTTCTTCAGGAAGCGCTCCGCATTTGTCAGTTCCTTCGGTTCCCTGACGCGCGTGAGGTTGCGTGTATGCGAAACGATGCGGAGAAGATGACGAAAAAAGCCTTT
	GmorB^27    TCCCTTTTTCGTTGATTTCTTCAGGAAGCGCTCCGCATTTGTCAGTTCCTTCGGTTCCCTGACGCGCGTGAGGTTGCGTGTATGCGAAACGATGCGGAGAAGATGACGAAAAAAGCCTTT
	GpasB^28    TCCCTTTTTCGTTGATTTCTTCAGGAAGCGCTCCGCATTTGTCAGTTCCTTCGGTTCCCTGACGCGCGTGAGGTTGCGTGTATGCGAAACGATGCGGAGAAGATGACGAAAAAAGCCTTT


20 120
	GecuC^1     AATTTATAGAAAGCTCGTGTCAAAGAGATRWGCGATGCCAGAATACAACACGTCTAAAAATAGGAGCGCATGGTATTAGCCGTACTAAATATAAAAGAAAACCGTCTGTGAAGATTCGAT
	GecuP^4     AATTTATAGAAAGCTCGTGTCAAAGAGATGTGCGATGCCAGAATACAACACGTCTAAAAATAGGAGCGCATGGTATTAGCCGTACTAAATATAAAAGAAAACCGTCTGTGAAGATTCGAT
	GecuP^5     AATTTATAGAAAGCTCGTGTCAAAGAGATGTGCGATGCCAGAATACAACACGTCTAAAAATAGGAGCGCATGGTATTAGCCGTACTAAATATAAAAGAAAACCGTCTGTGAAGATTCGAT
	GecuP^6      AATTTATAGAAAGCTCGTGTCAAAGAGATGTGCGATGCCAGAATACAACACGTCTAAAAATAGGAGCGCATGGTATTAGCCGTACTAAATATAAAAGAAAACCGTCTGTGAAGATTCGAT
	GecuP^7      AATTTATAGAAAGCTCGTGTCAAAGAGATGTGCGATGCCAGAATACAACACGTCTAAAAATAGGAGCGCATGGTATTAGCCGTACTAAATATAAAAGAAAACCGTCTGTGAAGATTCGAT
	GecuE^8      AATTTATAGAAAGCTCGTGTCAAAGAGATGTGCGATGCCAGAATACAACACGTCTAAAAATAGGAGCGCATGGTATTAGCCGTACTAAATATAAAAGAAAACCGTCTGTGAAGATTCGAT
	GecuE^9       AATTTATAGAAAGCTCGTGTCAAAGAGATGTGCGATGCCAGAATACAACACGTCTAAAAATAGGAGCGCATGGTATTAGCCGTACTAAATATAAAAGAAAACCGTCTGTGAAGATTCGAT
	GecuE^10       AATTTATAGAAAGCTCGTGTCAAAGAGATGTGCGATGCCAGAATACAACACGTCTAAAAATAGGAGCGCATGGTATTAGCCGTACTAAATATAAAAGAAAACCGTCTGTGAAGATTCGAT
	GecuE^11      AATTTATAGAAAGCTCGTGTCAAAGAGATAAGCGATGCCGGAATACAACACGTCTAAAAATAGGAGCGCATGGTATTAGCCGTAATAAATATAAAAGAAAACCGTCTGTGAAGATTCGAT
	GlicC^15     AATTTATAGAAAGCTCGTGTCAAAGAGATGTGCGATGCCAGAATACAACACGTCTAAAAATAGGAGCGCATGGTATTAGCCGTACTAAATATAAAAGAAAACCGTCTGTGAAGATTCGAT
	GlicP^17      AATTTATAGAAAGCTCGTGTCAAAGAGATCTGCGATGCCAGAATACAACACGTCTAAAAATAGGAGCGCATGGTATTAGCCGTACTAAATATAAAAGAAAACCGTCTGTGAAGATTCGAT
	GlicE^20      AATTTATAGAAAGCTCGTGTCAAAGAGATGTGCGATGCCAGAATACAACACGTCTAAAAATAGGAGCGCATGGNATTAGCCGTACTAANTATAAAAGAAAACCGTCTGTGAAGATTCGAT
	GlicE^21      AATTTATAGAAAGCTCGTGTCAAAGAGATGTGCGATGCCAGAATACAACACGTCTAAAAATAGGAGCGCATGGTATTAGCCGTACTAAATATAAAAGAAAACCGTCTGTGAAGATTCGAT
	GlicE^22      AATTTATAGAAAGCTCGTGTCAAAGAGATGTGCGATGCCAGAATACAACACGTCTAAAAATAGGAGCGCATGGTATTAGCCGTACTAAATATAAAAGAAAACCGTCTGTGAAGATTCGAT
	GlicE^23       AATTTATAGAAAGCTCGTGTCAAAGAGATSTGCGATGCCAGAATACAACACGTCTAAAAATAGGAGCGCATGGTATTAGCCGTACTAAATATAAAAGAAAACCGTCTGTGAAGATTCGAT
	GlicE^24       AATTTATAGAAAGCTCGTGTCAAAGAGATGTGCGATGCCAGAATACAACACGTCTAAAAATAGGAGCGCATGGTATTAGCCGTACTAAATATAAAAGAAAACCGTCTGTGAAGATTCGAT
	GlicE^25      AATTTATAGAAAGCTCGTGTCAAAGAGATRWGCGATGCCAGAATACAACACGTCTAAAAATAGGAGCGCATGGTATTAGCCGTACTAAATATAAAAGAAAACCGTCTGTGAAGATTCGAT
	GlicE^26      AATTTATAGAAAGCTCGTGTCAAAGAGATGTGCGATGCCAGAATACAACACGTCTAAAAATAGGAGCGCATGGTATTAGCCGTACTAAATATAAAAGAAAACCGTCTGTGAAGATTCGAT
	GmorB^27    AATTTATAGAAAGCTCGTGTCAAAGAGATRWGCGATGCCAGAATACAACACGTCTAAAAATAGGAGCGCATGGTATTAGCCGTACTAAATATAAAAGAAAACCGTCTGTGAAGATTCGAT
	GpasB^28    AATTYATAGAAAGCTCGTGTCAAAGAGATRAGCGATGCCAGAATACAACACGTCTAAAAATAGGAGCSCATGGTATTAGCCGTACTAAATATAAAAGAAAACCGTCTGTGAAGATTCGAT


20 120
	GecuC^1     TACCGCTTATCACCATCAAACTCTAGGATCGYTAGAAAATACGCATAAGAATTTAGGAGACCTTCTGCGTATACAAACAACAAAATTTCCCTATGTTTGGAGTGCGTGGGTACCATTTTG
	GecuP^4     TACCGCTTATCACCATCAAACTCTAGGATCGYTAGAAAATACGCATAAGAATTTAGGAGACCTTCTGCGTATACAAACAACAAAATTTCCCTATGTTTGGAGTGCGTGGGTACCATTTTG
	GecuP^5      TACCGCTTATCACCATCAAACTCTAGGATCGYTAGAAAATACGCATAAGAATTTAGGAGACCTTCTGCGTATACAAACAACAAAATTTCCCTATGTTTGGAGTGCGTGGGTACCATTTTG
	GecuP^6      TACCGCTTATCACCATCAAACTCTAGGATCGTTAGAAAATACGCATAAGAATTTAGGAGACCTTCTGCGTATACAAACAACAAAATTTCCCTATGTTTGGAGTGCGTGGGTACCATTTTG
	GecuE^8      TACCGCTTATCACCATCAAACTCTAGGATCGTTAGAAAATACGCATAAGAATTTAGGAGACCTTCTGCGTATACAAACAACAAAATTTCCCTATGTTTGGAGTGCGTGGGTACCATTTTG
	GecuE^9       TACCGCTTATCACCATCAAACTCTAGGATCGYTAGAAAATACGCATAAGAATTTAGGAGACCTTCTGCGTATACAAACAACAAAATTTCCCTATGTTTGGAGTGCGTGGGTACCATTTTG
	GecuE^10       TACCGCTTATCACCATCAAACTCTAGGATCGTTAGAAAATACGCATAAGAATTTAGGAGACCTTCTGCGTATACAAACAACAAAATTTCCCTATGTTTGGAGTGCGTGGGTACCATTTTG
	GecuE^11      TACCGCTTATCACCATCAAACTCTAGGATCGCTAGAAAATACGCATAAGAATTTAGGAGACCTTCTGCGTATACAAACAACAAAATTTCCCTATGTTTGGAGTGCGTGGGTACCATTTTG
	GlicC^15     TACCGCTTATCACCATCAAACTCTAGGATCGTTAGAAAATACNCATAAGAATTTAGGAGACCTTCTGCGTATACAAACAACAAAATTTCCCTATGTTTGGAGTGCGTGGGTACCATTTTG
	GlicP^17      TACCGCTTATCACCATCAAACTCTAGGATCGTTAGAAAATACGCATAAGAATTTAGGAGACCTTCTGCGTATACAAACAACAAAATTTCCCTATGTTTGGAGTGCGTGGGTACCATTTTG
	GlicP^18      TACCGCTTATCACCATCAAACTCTAGGATCGTTAGAAAATACGCATAAGAATTTAGGAGACCTTCTGCGTATACAAACAACAAAATTTCCCTATGTTTGGAGTGCGTGGGTACCATTTTG
	GlicE^20      TACCGCTTATCACCATCAAACTCTAGGATCGTTAGAAAATACGCATAAGAATTTAGGAGACCTTCTGCGTATACAAACAACAAAATTTCCCTATGTTTGGAGTGCGTGGGTACCATTTTG
	GlicE^21      TACCGCTTATCACCATCAAACTCTAGGATCGTTAGAAAATACGCATAAGAATTTAGGAGACCTTCTGCGTATACAAACAACAAAATTTCCCTATGTTTGGAGTGCGTGGGTACCATTTTG
	GlicE^22      TACCGCTTATCACCATCAAACTCTAGGATCGTTAGAAAATACGCATAAGAATTTAGGAGACCTTCTGCGTATACAAACAACAAAATTTCCCTATGTTTGGAGTGCGTGGGTACCATTTTG
	GlicE^23       TACCGCTTATCACCATCAAACTCTAGGATCGTTAGAAAATACGCATAAGAATTTAGGAGACCTTCTGCGTATACAAACAACAAAATTTCCCTATGTTTGGAGTGCGTGGGTACCATTTTG
	GlicE^24       TACCGCTTATCACCATCAAACTCTAGGATCGTTAGAAAATACGCATAAGAATTTAGGAGACCTTCTGCGTATACAAACAACAAAATTTCCCTATGTTTGGAGTGCGTGGGTACCATTTTG
	GlicE^25      TACCGCTTATCACCATCAAACTCTAGGATCGTTAGAAAATACGCATAAGAATTTAGGAGACCTTCTGCGTATACAAACAACAAAATTTCCCTATGTTTGGAGTGCGTGGGTACCATTTTG
	GmorB^27    TACCGCTTATCACCATCAAACTCTAGGATCGCTAGAAAATACGCATAAGAATTTAGGAGACCTTCTGCGTATACAAACAACAAAATTTCCCTATGTTTGGAGTGCGTGGGTACCATTTTG
	GpasB^28    TACCGCTTATCACCATCAAACTCTAGGATCGYTAGAAAATACGCATAAGAATTTAGGAGACCTTCTGCGTATACAAACAACAAAATTTCCCTATGTTTGGAGTGCGTGGGTACCATTTTG
	GpasB^29    TACCGCTTATCACCATCAAACTCTAGGATCGCTAGAAAATACGCATAAGAATTTAGGAGACCTTCTGCGTATACAAACAACAAAATTTCCCTATGTTTGGAGTGCGTGGGTACCATTTTG


21 120
	GecuC^1     GCGATGAATAATACTCTTCATAGGTCTATCGGTGATACGCCGAGTAGAGTTCTCTTTGGTGTGAATCAGTTAGGTGAAGTAAACGATTTATTGAAATTAGCTCTGGAAACTCAAAACGAA
	GecuP^4     GCGATGAATAATACTCTTCATAGGTCTATCGGTGATACGCCGAGTAGAGTTCTCTTTGGTGTGAATCAGTTAGGTGAAGTAAACGATTTATTGAAATTAGCTCTGGAAACTCARRACGRA
	GecuP^5     GCGATGAATAATACTCTTCATAGGTCTATCGGTGATACGCCGAGTAGAGTTCTCTTTGGTGTGAATCAGTTAGGTGAAGTAAACGATTTATTGAAATTAGCTCTGGAAACTCARRACGRA
	GecuP^6      GCGATGAATAATACTCTTCATAGGTCTATCGGTGATACGCCGAGTAGAGTTCTCTTTGGTGTGAATCAGTTAGGTGAAGTAAACGATTTATTGAAATTAGCTCTGGAAACTCANNACGNA
	GecuP^7      GCGATGAATAATACTCTTCATAGGTCTATCGGTGATACGCCGAGTAGAGTTCTCTTTGGTGTGAATCAGTTAGGTGAAGTAAACGATTTATTGAAATTAGCTCTGGAAACTCAAAACGAA
	GecuE^8       GCGATGAATAATACTCTTCATAGGTCTATCGGTGATACGCCGAGTAGAGTTCTCTTTGGTGTGAATCAGTTAGGTGAAGTAAACGATTTATTGAAATTAGCTCTGGAAACTCAAAACGAA
	GecuE^9       GCGATGAATAATACTCTTCATAGGTCTATCGGTGATACGCCGAGTAGAGTTCTCTTTGGTGTGAATCAGTTAGGTGAAGTAAACGATTTATTGAAATTAGCTCTGGAAACTCAAAACGAA
	GecuE^10      GCGATGAATAATACTCTTCATAGGTCTATCGGTGATACGCCGAGTAGAGTTCTCTTTGGTGTGAATCAGTTAGGTGAAGTAAACGATTTATTGAAATTAGCTCTGGAAACTCARRACGRA
	GlicC^15     GCGATGAATAATACTCTTCATARGTCTATCGGTGATACGCCGAGTAGAGTTCTCTTTGGTGTGAATCAGTTAGGTGAAGTAAACGATTTATTGAAATTAGCTCTGGAAACTCAAAACGAA
	GlicC^16     GCGATGAATAATACTCTTCATAGGTCTATCGGTGATACGCCGANTAGAGTTCTCTTTGGTRTGAATCAGTTAGGTGAAGTAAACGATTTATTGAAATTAGCTCTGGAAACTCAAAACGAA
	GlicP^17      GCGATGAATAATACTCTTCATAGGTCTATCGGTGATACGCCGAGTAGAGTTCTCTTTGGTGTGAATCAGTTAGGTGAAGTAAACGATTTATTGAAATTAGCTCTGGAAACTCAAAACGAA
	GlicP^18      GCGATGAATAATACTCTTCATAGGTCTATCGGTGATACGCCGAGTAGAGTTCTCTTTGGTGTGAATCAGTTAGGTGAAGTAAACGATTTATTGAAATTAGCTCTGGAAACTCAAAACGAA
	GlicP^19      GCGATGAATAATACTCTTCATAGGTCTATCGGTGATACGCCGAGTAGAGTTCTCTTTGGTGTGAATCAGTTAGGTGAAGTAAACGATTTATTGAAATTAGCTCTGGAAACTCAAAACGAA
	GlicE^20      GCGATGAATAATACTCTTCATAGGTCTATCGGTGATACGCCGAGTAGAGTTCTCTTTGGTGTGAATCAGTTAGGTGAAGTAAACGATTTATTGAAATTAGCTCTGGAAACTCAAAACGAA
	GlicE^21      GCGATGAATAATACTCTTCATAGGTCTATCGGTGATACGCCGAGTAGAGTTCTCTTTGGTGTGAATCAGTTAGGTGAAGTAAACGATTTATTGAAATTAGCTCTGGAAACTCAAAACGAA
	GlicE^22       GCGATGAATAATACTCTTCATAGGTCTATCGGTGATACGCCGAGTAGAGTTCTCTTTGGTGTGAATCAGTTAGGTGAAGTAAACGATTTATTGAAATTAGCTCTGGAAACTCAAAACGAA
	GlicE^23       GCGATGAATAATACTCTTCATAGGTCTATCGGTGATACGCCGAGTAGAGTTCTCTTTGGTGTGAATCAGTTAGGTGAAGTAAACGATTTATTGAAATTAGCTCTGGAAACTCAAAACGAA
	GlicE^24      GCGATGAATAATACTCTTCATAGGTCTATCGGTGATACGCCGAGTAGAGTTCTCTTTGGTGTGAATCAGTTAGGTGAAGTAAACGATTTATTGAAATTAGCTCTGGAAACTCAAAACGAA
	GmorB^27    GCGATGAATAATACTCTTCATAGGTCTATCGGTGATACGCCGAGTAGAGTTCTCTTTGGTGTGAATCAGTTAGGTGAAGTAAACGATTTATTGAAATTAGCTCTGGAAACTCAAAACGAA
	GpasB^28    GCGATGAATAATACTCTTCATAGGTCTATCGGTGATACGCCGAGTAGAGTTCTCTTTGGTGTGAATCAGTTAGGTGAAGTAAACGATTTATTGAAATTAGCTCTGGAAACTCAAAACGAA
	GpasB^29    GCGATGAATAATACTCTTCATAGGTCTATCGGTGATACGCCGAGTAGAGTTCTCTTTGGTGTGAATCAGTTAGGTGAAGTAAACGATTTATTGAAATTAGCTCTGGAAACTCAAAACGAA


21 120
	GecuC^1     ACGGGAGGACGGAAATTCACTATAAAGAGGAAATCGTTGAAAAGGTCGAGAGCGTACTGCTTCAAGATCGGAGGGTCACCATTCGTCAACTCGCTCTTCGGATTTCTGAGATTTCCAACA
	GecuP^4     ACGGGAGGACGGAAATTCACTATAAAGAGGAAATCGTTGAAAAGGTCGAGAGCGTACTGCTTCAAGATCGGAGGGTCACCATTCGTCAACTCGCTCTTCGGATTTCTGAGATTTCCAACA
	GecuP^5     ACGGGAGGACGGAAATTCACTATAAAGAGGAAATCGTTGAAAAGGTCGAGAGCGTACTGCTTCAAGATCGGAGGGTCACCATTCGTCAACTCGCTCTTCGGATTTCTGAGATTTCCAACA
	GecuP^6      ACGGGAGGACGGAAATTCACTATAAAGAGGAAATCGTTGAAAAGGTCGAGAGCGTACTGCTTCAAGATCGGAGGGTCACCATTCRTCAACTCGCTCTTCGGATTTCTGAGATTTCCAACA
	GecuE^8      ACGGGAGGACGGAAATTCACTATAAAGAGGAAATCGTTGAAAAGGTCGAGAGCGTACTGCTTCAAGATCGGAGGGTCACCATTCGTCAACTCGCTCTTCGGATTTCTGAGATTTCCAACA
	GecuE^9       ACGGGAGGACGGAAATTCACTATAAAGAGGAAATCGTTGAAAAGGTCGAGAGCGTACTGCTTCAAGATCGGAGGGTCACCATTCGTCAACTCGCTCTTCGGATTTCTGAGATTTCCAACA
	GecuE^10       ACGGGAGGACGGAAATTCACTATAAAGAGGAAATCGTTGAAAAGGTCGAGAGCGTACTGCTTCAAGATCGGAGGGTCACCATTCGTCAACTCGCTCTTCGGATTTCTGAGATTTYCAACA
	GecuE^11      NCGGGAGGACNGAAATTCACTATAAAGAGGAAATCGTTGAAAAGGTCGAGAGCGTACTGCTTCAAGATCGGAGGGTCACCATTCGTCAACTCGCTCTTCGGATTTCTGAGATTTCCAACA
	GlicC^15     ACGGGAGGACGGAAATTCACTATAAAGAGGAAATCGTTGAAAAGGTCGAGAGCGTACTGCTTCAAGATCGGAGGGTCACCATTCGTCAACTCGCTCTTCGGATTTCTGAGATTTCCAACA
	GlicP^17      ACGGGAGGACGGAAATTCACTATAAAGAGGAAATCGTTGAAAAGGTCGAGAGCGTACTGCTTCAAGATCGGAGGGTCACCATTCGTCAACTCGCTCTTCGGATTYCTGAGATTTCCAACA
	GlicP^18      ACGGGAGGACGGAAATTCACTATAAAGAGGAAATCGTTGAAAAGGTCGAGAGCGTACTGCTTCAAGATCGGAGGGTCACCATTCGTCAACTCGCTCTTCGGATTTCTGAGATTTCCAACA
	GlicP^19      ACGGGAGGACGGAAATTCACTATAAAGAGGAAATCGTTGAAAAGGTCGAGAGCGTACTGCTTCAAGATCGGAGGGTCACCATTCGTCAACTCGCTCTTCGGATTTCTGAGATTTCCAACA
	GlicE^20      ACGGGAGGACGGAAATTCACTATAAAGAGGAAATCGTTGAAAAGGTCGAGAGCGTACTGCTTCAAGATCGGAGGGTCACCATTCGTCAACTCGCNCTTCGGATTTCTGAGATTTCCAACA
	GlicE^21      ACGGGAGGACGGAAATTCACTATAAARAGGAAATCGTTGAAAAGGTCGAGAGCGTACTGCTTCAAGATCGGAGGGTCACCATTCGTCAACTCGCTCTTCGGATTTCTGAGATTTCCAACA
	GlicE^22      ACGGGAGGACGGAAATTCACTATAAAGAGGAAATCGTTGAAAAGGTCGAGAGCGTACTGCTTCAAGATCGGAGGGTCACCATTCGTCAACTCGCTCTTCGGATTTCTGAGATTTCCAACA
	GlicE^23       ACGGGAGGACGGAAATTCACTATAAAGAGGAAATCGTTGAAAAGGTCGAGAGCGTACTGCTTCAAGATCGGAGGGTCACCATTCGTCAACTCGCTCTTCGGATTTCTGAGATTTCCAACA
	GlicE^24       ACGGGAGGACGGAAATTCACTATAAAGAGGAAATCGTTGAAAARGTCGAGAGCGTACTGCTTCAAGATCGGAGGGTCACCATTCGTCAACTCGCTCTTCGGATTTCTGAGATTTCCAACA
	GlicE^25      ACGGRAGGACGGAAATTCACTATAAARAGGAAATCGTTGAAAAGGTCGAGAGCGTACTGCTTCAAGATYSGAGGGTCACCATTCGTCAACTCGCTCTTCGGATTTCTGAGATTTCCAACA
	GlicE^26      ACGGGAGGACGGAAATTCACTATAAAGAGGAAATCGTTGAAAAGGTCGAGAGCGTACTGCTTCAAGATCGGAGGGTCACCATTCGTCAACTCGCTCTTCGGATTTCTGAGATTTCCAACA
	GmorB^27    ACGGGAGGACGGAAATTCACTATAAAGAGGAAATCGTTGAAAAGGTCGAGAGCGTACTGCTTCAAGATCGGAGGGTCACCATTCGTCAACTCGCTCTTCGGATTTYTGAGATTTCCAACA
	GpasB^28    ACGGGAGGACGGAAATTCACTATAAAGAGGAAATCGTTGAAAAGGTCGAGAGCGTACTGCTTCAAGATCGGAGGGTCACCATTCRTCAACTCGCTCTTCGGATTTCTGAGATTTCCAACA


21 120
	GecuC^1     ACTTCGCAGGAAGAAGAGAGTCTAATTGAACTCTCTTGCAACAAAATTTGCTTGTTCCGATTTAGTGGAGATTTGGATATCAATCAAAAATGAATATCCATCTCCGAGTTCAAAAGCTGT
	GecuP^4     ACTTCGCAGGAAGAAGAGAGTCTAATTGAACTCTCTTGCAACAAAATTTGCTTGTTCCGATTTAGTGGAGATTTGGATATCAATCAAAAATGAATATCCATCTCCGAGTTCAAAAGCTGT
	GecuP^5      ACTTCGCAGGAAGAAGAGAGCCTAATTGAACTCTCTTGCAACAAAATTTGCTTGTTCCGATTTAGTGGAGATTTGGATATCAATCAAAAATGAATATCCATCTCCGAGTTCAAAAGCTGT
	GecuE^8      ACTTCGCAGGAAGAAGAGAGCCTAATTGAACTCTCTTGCAACAAAATTTGCTTGTTCCGATTTAGTGGAGATTTGGATATCAATCAAAAATGAATATCCATCTCCGAGTTCAAAAGCTGT
	GecuE^9       ACTTCGCAGGAAGAAGAGAGCCTAATTGAACTCTCTTGCAACAAAATTTGCTTGTTCCGATTTAGTGGAGATTTGGATATCAATCAAAAATGAATATCCATCTCCGAGTTCAAAAGCTGT
	GecuE^10       ACTTCGCAGGAAGAAGAGAGCCTAATTGAACTCTCTTGCAACAAAATTTGCTTGTTCCGATTTAGTGGAGATTTGGATATCAATCAAAAATGAATATCCATCTCCGAGTTCAAAAGCTGT
	GecuE^11       ACTTCGCAGGAAGAAGAGAGCCTAATTGAACTCTCTTGCAACAAAATTTGCTTGTTCCGATTTAGTGGAGATTTGGATATCAATCAAAAATGAATATCCATCTCCGAGTTCAAAAGCTGT
	GecuE^12      ACTTCGCAGGAAGAAGAGAGTCTAATTGAACTCTCTTGCAACAAAATTTGCTTGTTCCGATTTAGTGGAGATTTGGATATCAATCAAAAATGAATATCCATCTCCGAGTTCAAAAGCTGT
	GlicC^15     ACTTCGCAGGAAGAAGAGAGCCTAATTGAACTCTCTTGCAACAAAATTTGCTTGTTCCGATTTAGTGGAGATTTGGATATCAATCAAAAATGAATATCCATCTCYGAGTTCAAAAGCTGT
	GlicP^17      ACTTCGCAGGAAGAAGAGAGNCTAATTGAACTCTCTTGCAACAAAATTTGCTNGTTCCGATTTAGTGGAGATTTGGATATCAATCAAAAATGAATATCNATCTCCGAGTTCAAAAGCTGT
	GlicP^18      ACTTCGCAGGAAGAAGAGAGTCTAATTGAACTCTCTTGCAACAAAATTTGCTTGTTCCGATTTAGTGGAGATTTGGATATCAATCAAAAATGAATATCCATSTCCGMGTTCAAAAGCTGT
	GlicE^20      ACTTCGCAGGAAGAAGAGAGCCTAATTGAACTCTCTTGCAACAAAATTTGCTTGTTCCGATTTAGTGGAGATTTGGATATCAATCAAAAATGAATATCCATCTCCGAGTTCAAAAGCTGT
	GlicE^21      ACTTCGCAGGAAGAAGAGAGTCTAATTGAACTCTCTTGCAACAAAATTTGCTTGTTCCGATTTAGTGGAGATTTGGATATCAATCAAAAATGAATATCCATSTCCGMGTTCAAAAGCTGT
	GlicE^22      ACTTCGCAGGAAGAAGAGAGTCTAATTGAACTCTCTTGCAACAAAATTTGCTTGTTCCGATTTAGTGGAGATTTGGATATCAATCAAAAATGAATATCCATGTCCGCGTTCAAAAGCTGT
	GlicE^23       ACTTCGCAGGAAGAAGAGAGTCTAATTGAACTCTCTTGCAACAAAATTTGCTTGTTCCGATTTAGTGGAGATTTGGATATCAATCAAAAATGAATATCCATSTCCGMGTTCAAAAGCTGT
	GlicE^24       ACTTCGCAGGAAGAAGAGAGTCTAATTGAACTCTCTTGCAACAAAATTTGCTTGTTCCGATTTAGTGGAGATTTGGATATCAATCAAAAATGAATATCCATCTCCGAGTTCAAAAGCTGT
	GlicE^25      ACTTCGCAGGAAGAAGAGAGTCTAATTGAACTCTCTTGCAACAAAATTTGCTTGTTCCGATTTAGTGGAGATTTGGATATCAATCAAAAATGAATATCCATCTCCGAGTTCAAAAGCTGT
	GlicE^26      ACTTCGCAGGAAGAAGAGAGTCTAATTGAACTCTCTTGCAACAAAATTTGCTTGTTCCGATTTAGTGGAGATTTGGATATCAATCAAAAATGAATATCCATCTCCGAGTTCAAAAGCTGT
	GmorB^27    ACTTCGCAGGAAGAAGAGAGCCTAATTGAACTCTCTTGCAACAAAATTTGCTTGTTCCGATTTAGTGGAGATTTGGATATCAATCAAAAATGAATATCCATCTCCGAGTTCAAAAGCTGT
	GpasB^28    ACTTCGCAGGAAGAAGAGAGCCTAATTGAACTCTCTTGCAACAAAATTTGCTTGTTCCGATTTAGTGGAGATTTGGATATCAATCAAAAATGAATATCCATCTCCGAGTTCAAAAGCTGT
	GpasB^29    ACTTCGCAGGAAGAAGAGAGCCTAATTGAACTCTCTTGCAACAAAATTTGCTTGTTCCGATTTAGTGGAGATTTGGATATCAATCAAAAATGAATATCCATCTCCGAGTTCAAAAGCTGT


18 120
	GecuC^1     TCTTAGTTGTCTCTGCTACCTTCTTCAGACCTTGTTTGCCACTTTCTAGTTGGAATTTTGTATGATAAGTGAAGGATGGACTCAAASAACCGTATTATTGCGACCACCAGGCTATACTAA
	GecuC^2     TCTTAGTTGTCTCTGCTACCTTCTTCAGACCTTGTTTGCCACTTTCTAGTTGGAATTTTGTATGATAAGTGAAGGATGGACTCAAA-AACCGTATTATTGCGACCACCAGGCTATACTAA
	GecuP^4     TCTTAGTTGTCTCTGCTACCTTCTTCAGACCTTGTTTGCCACTTTCTAGTTGGAATTTTGTATGATAAGTGAAGGATGGACTCAAACAACCGTATTATTGCGACCACCAGGCTATACTAA
	GecuP^5     TCTTAGTTGTCTCTGCTACCTTCTTCAGACCTTGTTTGCCACTTTCTAGTTGGAATTTTGTATGATAAGTGAAGGATGGACTCAAASAACCGTATTATTGCGACCACCAGGCTATACTAA
	GecuP^6      TCTTAGTTGTCTCTGCTACCTTCTTCAGACCTTGTTTGCCACTTTCTAGTTGGAATTTTGTATGATAAGTGAAGGATGGACTCAAASAACCGTATTATTGCGACCACCAGGCTATACTAA
	GecuE^8      TCTTAGTTGTCTCTGCTACCTTCTTCAGACCTTGTTTGCCACTTTCTAGTTGGAATTTTGTATGATAAGTGAAGGATGGACTCAAACAACCGTATTATTGCGACCACCAGGCTATACTAA
	GecuE^9       TCTTAGTTGTCTCTGCTACCTTCTTCAGACCTTGTTTGCCACTTTCTAGTTGGAATTTTGTATGATAAGTGAAGGATGGACTCAAASAACCGTATTATTGCGACCACCAGGCTATACTAA
	GecuE^10       TCTTAGTTGTCTCTGCTACCTTCTTCAGACCTTGTTTGCCACTTTCTAGTTGGAATTTTGTATGATAAGTGAAGGATGGACTCAAASAACCGTATTATTGCGACCACCAGGCTATACTAA
	GlicC^15     TCTTAGTTGTCTCTGCTACCTTCTTCAGACCTTGTTTGCCACTTTCTAGTTGGAATTTTGTATGATAAGTGAAGGATGGACTCAAACAGCCGTATTATTGCGACCACCAGNCTATACTAA
	GlicP^17      TCTTAGTTGTCTCTGCTACCTTCTTCAGACCTTGTTTGCCACTTTCTAGTTGG-ATTTTGTATGATAAGTGAAGGATGGACTCAAACAGCCGTATTATTGCGACCACCANCCTATACTAA
	GlicE^20      TCTTAGTTGTCTCTGCTACCTTCTTCAGACCTTGTTTGCCACTTTCTAGTTGGAATTTTGTATGATAAGTGAAGGATGGACTCAAACAGCCGTATTATTGCGACCACCAGGCTATACTAA
	GlicE^21      TCTTAGTTGTCTCTGCTACCTTCTTCAGACCTTGTTTGCCACTTTCTAGTTGGAATTTTGTATGATAAGTGAAGGATGGACTCAAACAGCCGTATTATTGCGACCACCAGNCTATACTAA
	GlicE^22      TCTTAGTTGTCTCTGCTACCTTCTTCAGACCTTGTTTGCCACTTTCTAGTTGGAATTTTGTATGATAAGTGAAGGATGGACTCAAACAGCCGTATTATTGCGACCACCAGGCTATACTAA
	GlicE^23       TCTTAGTTGTCTCTGCTACCTTCTTCAGACCTTGTTTGCCACTTTCTAGTTGGAATTTTGTATGATAAGTGAAGGATGGACTCAAACAGCCGTATTATTGCGACCACCAGGCTATACTAA
	GlicE^24       TCTTAGTTGTCTCTGCTACCTTCTTCAGACCTTGTTTGCCACTTTCTAGTTGGAATTTTGTATGATAAGTGAAGGATGGACTCAAACAGCCGTATTATTGCGACCACCAGGCTATACTAA
	GlicE^25      TCTTAGTTGTCTCTGCTACCTTCTTCAGACCTTGTTTGCCACTTTCTAGTTGGAATTTTGTATGATAAGTGAAGGATGGACTCAAACAGCCGTATTATTGCGACCACCAGGCTATACTAA
	GmorB^27    TCTTAGTTGTCTCTGCTACCTTCTTCAGACCTTGTTTGCCACTTTCTAGTTGGAATTTTGTATGATAAGTGAAGGATGGACTCAAACAACCGTATTATTGCGACCACCAGGCTATACTAA
	GpasB^28    TCTTAGTTGTCTCTGCTACCTTCTTCAGACCTTGTTTGCCACTTTCTAGTTGGAATTTTGTATGATAAGTGAAGGATGGACTCAAACAACCGTATTATTGCGACCACCAGGCTATACTAA


21 120
	GecuC^1     CGGCGGATGTGATGCGACAGCGCACAATAATATAACGAAAAAGACGTRATGCATTGCGCTACATCGCGGAAAACGTATTCACATCGACACRTCAAATAAATAGCCTTCAAACRTTTTCTC
	GecuP^4     CGGCGGATGTGATGCGACAGCGCACAATAATATAACGAAAAAGACGTAATGCATTGCGCTACATCGCGGAAAACGTATTCACATCGACACGTCAAATAAATAGCCTTCAAACATTTTCTC
	GecuP^5     CGGCGGATGTGATGCGACAGCGCACAATAATATAACGAAAAAGACGTAATGCATTGCGCTACATCGCGGAAAACGTATTCACATCGACACGTCAAATAAATAGCCTTCAAACATTTTCTC
	GecuP^6      CGGCGGATGTGATGCGACAGCGCACAATAATATAACGAAAAAGACGTAATGCATTGCGCTACATCGCGGAAAACGTATTCACATCGACACGTCAAATAAATAGCCTTCAAACATTTTCTC
	GecuE^8      CGGCGGATGTGWTGCGACAGCGCACAATAATATAACGAAAAAGACGTAATGCATTGCGCTACATCGCGGAAAACGTATTCACATCGACACRTCAAATAAATAGCCTTCAAACATTTTCTC
	GecuE^9       CGGCNGATNTGATGCGACAGCGCACAATAATATAACGAAAAAGACGTAATGCATTGCGCTACANCGCGGAAAACGTATTCACATCGACACGTCAANTAAATAGCCTTCAAACATTTTCTC
	GecuE^10       CGGCGGATGTGATGCGACAGCGCACAATAATATAACGAAAAAGACGTAATGCATTGCGCTACATCGCGGAAAACGTATTCACATCGACACGTCAAATAAATAGCCTTCAAACATTTTCTC
	GecuE^11       CGGCGGATGTGWTGCGACAGCGCACAATAATATAACGAAAAAGACGTAATGCATTGCGCTACATCGCGGAAAACGTATTCACATCGACACGTCAAATAAATAGCCTTCAAACRTTTTCTC
	GecuE^12      CGGCGGATGTGATGCGACAGCGCACAATAATATAACGAAAAAGACGTAATGCATTGCGCTACATCGCGGAAAACGTATTCACATCGACACGTCAAATAAATAGCCTTCAAACATTTTCTC
	GlicC^15     CGGCGGATGTGATGCGACAGCGNACAATAATATAACGAAAAAGACGTAATGCATTGCGCTACATCGCGGAAAACGNATTCACATCGACACGTCAAATAAATAGCCTTCAAACATTTTCTC
	GlicP^17      CGGCGGATGTGATGCGACAGCGCACAATAATATAAC-AAAAAGACGTAATGCATTGCGCTACATCGCGGAAAACGTATTCACATCGACACGTCAAATAAATAGCCTTCAAACATTTTCTC
	GlicE^20      CGGCGGATGTGWTGCGACAGCGCACAATAATATAACGAAAAAGACGTAATGCATTGCGCTACATCGCGGAAAACGTATTCACATCGACACGTCAAATAAATAGCCTTCAAACATTTTCTC
	GlicE^21      CGGCGGATGTGATGCGACAGCGCACAATAATATAACGAAAAAGACGTAATGCATTGCGCTACATCGCGGAAAACGTATTCACATCGACACGTCAAATAAATAGCCTTCAAACATTTTCTC
	GlicE^22      CGGCGGATGTGATGCGACAGCGCACAATAATATAACGAAAAAGACGTAATGCATTGCGCTACATCGCGGAAAACGTATTCACATCGACACGTCAAATAAATAGCCWTCAAACATTTTCTC
	GlicE^23       CGGCGGATGTGATGCGACAGCGCACAATAATATAACGAAAAAGACGTAATGCATTGCGCTACATCGCGGAAAACGTATTCACATCGACACGTCAAATAAATAGCCWTCAAACATTTTCTC
	GlicE^24       CGGCGGATGTGATGCGACAGCGCACAATAATATAACGAAAAAGACGTAATGCATTGCGCTACATCGCGGAAAACGTATTCACATCGACACGTCAAATAAATAGCCWTCAAACATTTTCTC
	GlicE^25      CGGCGGATGTGATGCGACAGCGCACAATAATATAACGAAAAAGACGTAATGCATTGCGCTACATCGCGGAAAACGTATTCACATCRACACGTCAAATAAATAGCCTTCAAACATTTTCTC
	GlicE^26      CGGCGGATGTGATGCGACAGCGCACAATAATATAACGAAAAAGACGTAATGCATTGCGCTACATCGCGGAAAACGTATTCACATCGACACGTCAAATAAATAGCCTTCAAACATTTTCTC
	GmorB^27    CGGCGGATGTGATGCGACAGCGCACAATAATATAACGAAAAAGACGTAATGCATTGCGCTACATCGCGGAAAACGTATTCACATCGACACGTCAAATAAATAGCCTTCAAACATTTTCTC
	GpasB^28    CGGCGGATGTGATGCGACAGCGCACAATAATATAACGAAAAAGACGTAATGCATTGCGCTACATCGCGGAAAACGTATTCACATCGACACGTCAAATAAATAGCCTTCAAACATTTTCTC
	GpasB^29    CGGCGGATGTGATGCGACAGCGCACAATAATATAACGAAAAAGACGTAATGCATTGCGCTACATCGCGGAAAACGTATTCACATCGACACGTCAAATAAATAGCCTTCAAACATTTTCTC


19 120
	GecuC^1     TACGTATGGACTTCTTGAGAGATCGTGGGTGTAGAGGATGAATATTTCAGGAGCTAAAACAGACCTCTGTGGTACTCCCGCTAACAACGAACCTCTAGACGCGCTAANTCCAACTCTTCT
	GecuP^4     TACGTATGGACTTCTTGAGAGATCGTGGGTGTAGAGGATGAATATTTCAGGAGCTAAAACAGACCTCTGTGGTACTTCCGCTAACAACGAACTTCTAGACGCGCTAATTCCAATTCTTCT
	GecuP^5      TACGTATGGACTTCTTGAGAGATCGTGGGTGTAGAGGATGAATATTTCAGGAGCTAAAAGAGACCTCTGTGGTACTCCCGCTAACAACGAACTTCTAGACGCGCTAATTCCAATTCTTCT
	GecuP^6      TACGTATGGACTTCTTGAGAGATCGTGGGTGTAGAGGATCAATATTTCAGGAGCTAAAAGAGACCTCTGTGGTACTCCCGCTAACAACGAACTTCTAGACGCGCTAATTCCAATTCTTCT
	GecuE^8       TACGTATGGACTTCTTGAGAGATCGTGGGTGYAGAGGATGAATATTTCAGGAGCTAAAASAGACCTCTGTGGTACTCCCGCTAACAACGAACTTCTAGACGCSCTAATTCCAATTCTTCT
	GecuE^9      TACGTATGGACTTCTTGAGAGATCGTGGGTGTAGAGGATSAATATTTCAGGAGCTAAAAGAGACCTCTGTGGTACTCCCGCTAACAACGAACTTCTAGACGCRCTAATTCCAATTCTTCT
	GecuE^10      TACGTATGGACTTCTTGAGAGATCGTGGGTGTAGAGGATCAATATTTCAGGAGCTAAAAGAGACCTCTGTGGTACTCCCGCTAACAACGAACTTCTAGACGCGCTAATTCCAATTCTTCT
	GlicC^15     TACGTATGGACTTCTTGAGAGATCGTGGGTGTAGAGGATGAATATTNCAGGAGCTAAAAGAGACCTCTGTGGTACTCCCGCTAACAACGAACTTCTAGACGCGNTAATTCCAATTCTTCT
	GlicP^17      TACGTATGGACTTCTTGAGAGATCGTGGGTGTAGAGGATCAATATTTCAGGAGCTAAAAGAGACCTCTGTGGTACTCCCGCTAACAACGAACTTCTAGACGCGCTAATTCCAATTCTTCT
	GlicP^18      TACGTATGGACTTCTTGAGAGATCGTGGGTGTAGAGGATGAATATTTCAGGAGCTAAAAGAGACCTCTGTGGTACTCCCGCTAACAACGAACTTCTAGACGCGCTAATTCCAATTCTTCT
	GlicE^20      TACGTATGGACTTCTTGAGAGGTCGTGGGTGTAGAGGATGAATATTTCAGGAGCTAAAAGAGACGTCTGTGGTACTCCCGCTAACAACGAACTTCTAGACGCGCTAATTCCAATTCTTCT
	GlicE^21      TACGTATGGACTTCTTGAGAGATCGTGGGTGTAGAGGATCAATATTTCAGGAGCTAAAAGAGACCTCTGTGGTACTCCCGCTAACAACGAACTTCTAGACGCGCTAATTCCAATTCTTCT
	GlicE^22       TACGTATGGACTTCTTGAGAGATCGTGGGTGTAGAGGATGAATATTTCAGGAGCTAAAAGAGACCTCTGTGGTACTCCCGCTAACAACGAACTTCTAGACGCGCTAATTCCAATTCTTCT
	GlicE^23       TACGTATGGACTTCTTGAGAGATCGTGGGTGYAGAGGATGAATATTTCAGGAGCTAAAAGAGACCTCTGTGGTACTCCCGCTAACAACGAACTTYTAGACGCGCTAATTCCAATTCTTCT
	GlicE^24      TACGTATGGACTTCTTGAGAGATCGTGGGTGCAGAGGATGAATATTTCAGGAGCTAAAAGAGACCTCTGTGGTACTCCCGCTAACAACGAACTTYTAGACGCGCTAATTCCAATTCTTCT
	GlicE^25      TACGTATGGACTTCTTGAGAGATCGTGGGTGTAGAGGATGAATATTTCAGGAGCTAAAAGAGACCTCTGTGGTACTCCCGCTAACAACGAACTTTTAGACGCGCTAATTCCAATTCTTCT
	GmorB^27    TACGTATGGACTTCTTGAGAGATCGTGGGTGTAGAGGATGAATATTTCAGGAGCTAAAAGAGACCTCTGTGGTACTCCCGCTAACAACGAACTTCTAGACGCGCTAATTCCAATTCTTCT
	GpasB^28    TACGTATGGACTTCTTGAGAGATCGTGGGTGCAGAGGATGAATATTTCAGGAGCTAAAAGAGACCTCTGTGGTACTCCCGCTAACAACGAACTTCTAGACGCGCTAATTCCAATTCTTCT
	GpasB^29    TACGTATGGACTTCTTGAGAGATCGTGGGTGTAGAGGATGAATATTTCAGGAGCTAAAAGAGACCTCTGTGGTACTCCCGCTAACAACGAACTTTTAGACGTGCTAATTCCAATTCTTCT


19 120
	GecuC^1     ACCAGGTTGTCTACCAGATACATAGAGGGTTACAATGCTGGTTTCTTTTGGRGGAGGTGTTGGTGTAGGCGTTGGTTTCTTGTTCCTCTTCCTGCCTTTACGAGGTTTTGGATTTTGTGT
	GecuP^4     ACCAGGTTGTCTACCAGATACATAGAGGGTTACAATGCTGGTTTCTTTTGGGGGAGGTGTTGGTGTAGGYGTTGGTTTCTTGTTCCTCTTCCTGCCTTTACGAGGTTTTGGATTTTGTGT
	GecuP^5     ACCAGGTTGTCTACCAGATACATAGAGGGTTACAATGCTGGTTTCTTTTGGGGGAGGTGTTGGTGTAGGTGTTGGTTTCTTGTTCCTCTTCCTGCCTTTACGAGGTTTTGGATTTTGTGT
	GecuP^6      ACCAGGTTGTCTACCAGATACATAGAGGGTTACWATGCTGGTTTCTTTTGGGGGAGGTGTTGGTGTAGGYGTTGGTTTCTTGTTCCTCTTCCTGCCTTTACGAGGTTTTGGATTTTGTGT
	GecuP^7      ACCAGGTTGTCTACCAGATACATAGAGGGTTACAATGCTGGTTTCTTTTGGGGGAGGTGTTGGTGTAGGYGTTGGTTTCTTGTTCCTCTTCCTGCCTTTACGAGGTTTTGGATTTTGTGT
	GecuE^8      ACCAGGTTGTCTACCAGATACATAGAGGGTTACAATGCTGGTTTCTTTTGGGGGAGGTGTTGGTGTAGGCGTTGGTTTCTTGTTCCTCTTCCTGCCTTTACGAGGTTTTGGATTTTGTGT
	GecuE^9       ACCAGGTTGTCTACCAGATACATAGAGGGTTACAATGCTGGTTTCTTTTGGGGGAGGTGTTGGTGTAGGYGTTGGTTTCTTGTTCCTCTTCCTGCCTTTACGAGGTTTTGGATTTTGTGT
	GecuE^10       ACCAGGTTGTCTACCAGATACATAGAGGGTTACAATGCTGGTTTCTTTTGGRGGAGGTGTTGGTGTAGGCGTTGGTTTCTTGTTCCTCTTCCTGCCTTTACGAGGTTTTGGATTTTGTGT
	GecuE^11      ACCAGGTTGTCTACCAGATACATAGAGGGTTACAATGCTGGTTTCTTTTGGNGGAGGTGTTGGTGTAGGNGTTGGTTTCTTGTTCCTCTTCCTGCCTTTACGAGGTTTTGGATTTTGTGT
	GlicC^15     ACCAGGTTGTCTACCAGATACATAGAGGGTTACAATGCTGGTTTCTTTTGGRGGAGGTGTTGGTGTAGGCGTTGGTTTCTTGTTCCTCTTCCTGCCTTTACGAGGTTTTGGATTTTGTGT
	GlicP^17      ACCAGGTTGTCTACCAGATACATAGAGGGTTACAATGCTGGTTTCTTTTGGRGGAGGTGTTGGTGTAGGCGTTGGTTTCTTGTTCCTCTTCCTGCCTTTACGAGGTTTTGGATTTTGTGT
	GlicE^20      ACCAGGTTGTCTACCAGATACATAGAGGGTTACAATGCTGGTTTCTTTTGGGGGAGGTGTTGGTGTAGGCGTTGGTTTCTTGTTCCTCTTCCTGCCTTTACGAGGTTTTGGATTTTGTGT
	GlicE^21      ACCAGGTTGTCTACCAGATACATAGAGGGTTACAATGCTGGTTTCTTTTGGRGGAGGTGTTGGTGTAGGCGTTGGTTTCTTGTTCCTCTTCCTGCCTTTACGAGGTTTTGGATTTTGTGT
	GlicE^22       ACCAGGTTGTCTACCAGATACATAGAGGGTTACAATGCTGGTTTCTTTTGGGGGAGGTGTTGGTGTAGGYGTTGGTTTCTTGTTCCTCTTCCTGCCTTTACGAGGTTTTGGATTTTGTGT
	GlicE^23       ACCAGGTTGTCTACCAGATACATAGAGGGTTACAATGCTGGTTTCTTTTGGRGGAGGTGTTGGTGTAGGCGTTGGTTTCTTGTTCCTCTTCCTGCCTTTACGAGGTTTTGGATTTTGTGT
	GlicE^24      ACCAGGTTGTCTACCAGATACATAGAGGGTTACAATGCTGGTTTCTTTTGGAGGAGGTGTTGGTGTAGGCGTTGGTTTCTTGTTCCTCTTCCTGCCTTTACGAGGTTTTGGATTTTGTGT
	GlicE^25      ACCAGGTTGTCTACCAGATACATAGAGGGTTACAATGCTGGTTTCTTTTGGAGGAGGTGTTGGTGTAGGCGTTGGTTTCTTGTTCCTCTTCCTGCCTTTACGAGGTTTTGGATTTTGTGT
	GmorB^27    ACCAGGTTGTCTACCAGATACATAGAGGGTTACAATGCTGGTTTCTTTTGGGGGAGGTGTTGGTGTAGGYGTTGGTTTCTTGTTCCTCTTCCTGCCTTTACGAGGTTTTGGATTTTGTGT
	GpasB^28    ACCAGGTTGTCTACCAGATACATAGAGGGTTACAATGCTGGTTTCTTTTGGGGGAGGTGTTGGTGTAGGCGTTGGTTTCTTGTTCCTCTTCCTGCCTTTACGAGGTTTTGGATTTTGTGT


17 120
	GecuC^1     GTGTAAAATCGGGTGATCATAGTACGCTCGCTYGTACGGTATATACGCCAATTTCTTCCCGTAATACTGCCGAAACTACCAGCCTAAATCTGGTTACCAAATTTGATGGTAGTTCATGAA
	GecuP^4     GTGTAAAATCGGGTGATCATAGTACGCTCGCTCGTACGGTATATACGCCAATTTCTTCCCGTAATACTGCCGRMACTACCAGCCTAAATCTGGTTACCAAATTTGATGGTAGTTCATGAA
	GecuP^5     GTGTAAAATCGGGTGATCATAGTACGCTCGCTCGTACGGTATATACGCCAATTTCTTCCCGTAATACTGCCGAMACTACCAGCCTAAATCTGGTTACCAAATTTGATGGTAGTTCATGAA
	GecuP^6      GTGTAAAATCGGGTGATCATAGTACGCTCGCTCGTACGGTATATACGCCAATTTCTTCCCGTAATACTGCCGAMACTACCAGCCTAAATSTGGTTACCAAATTTGATGGTAGTTCATGAA
	GecuE^8      GTGTAAAATCGGGTGATCATAGTACGCTCGCTCGTACGGTATATACGCCAATTTCTTCCCGTAATACTGCCGRAACTACCAGCCTAAATCTGGTTACCAAATTTGATGGTAGTTCATGAA
	GecuE^9       GTGTAAAATCGGGTGATCATAGTACGCTCGCTCGTACGGTATATACGCCAATTTCTTCCCGTAATACTGCCGRAACTACCAGCCTAAATCTGGTTACCAAATTTGATGGTAGTTCATGAA
	GecuE^10       GTGTAAAATCGGGTGATCATAGTACGCTCGCTCGTACGGTATATACGCCAATTTCTTCCCGTAATACTGCCGAAACTACCAGCCTAAATCTGGTTACCAAATTTGATGGTAGTTCATGAA
	GlicC^15     GTGTAAAATCGGGTGATCATAGTACGCTCGCTCGTACGGTATATACGCCAATTTCTTCCCGTAATACTGCCGGAACTACCAGCCTAAATCTGGTTACCAAATTTGATGGTAGTTCGTGAA
	GlicP^17      GTGTAAAATCGGGTGATCATAGTACGCTCGCTCGTACGGTATATACGCCAATTTCTTCCCGTAATACTGCCGGAACTACCAGCCTAAATCTGGTTACCAAATTTGATGGTAGTTCGTGAA
	GlicE^20      GTGTAAAATCGGGTGATCATAGTACGCTCGCTCGTACGGTATATACGCCAATTTCTTCCCGTAATACTGCCGGAACTACCAGCCTAAATCTGGTTACCAAATTTGATGGTAGTTCATGAA
	GlicE^21      GTGTAAAATCGGGTGATCATAGTACGCTCGCTCGTACGGTATATACGCCAATTTCTTCCCGTAATACTGCCGGAACTACCAGCCTAAATCTGGTTACCAAATTTGATGGTAGTTCGTGAA
	GlicE^22       GTGTAAAATCGGGTGATCATAGTACGCTCGCTCGTACGGTATATACGCCAATTTCTTCCCGTAATACTGCCGGAACTACCAGCCTAAATCTGGTTACCAAATTTGATGGTAGTTCGTGAA
	GlicE^23       GTGTAAAATCGGGTGATCATAGTACGCTCGCTCGTACGGTATATACGCCAATTTCTTCCCGTAATACTGCCGGAACTACCAGCCTAAATCTGGTTACCAAATTTGATGGTAGTTCGTGAA
	GlicE^24      GTGTAAAATCGGGTGATCATAGTACGCTCGCTCGTACGGTATATACGCCAANTTCTTCCCGTAATACTGCCGGAACTACCAGCCTAAATCTGGTTACCAAATTTGATGGTAGTTCNTGAA
	GlicE^25      GTGTAAAATCGGGTGATCATAGTACGCTCGCTCGTACGGTATATACGCCAATTTCTTCCCGTAATACTGCCGGAACTACCAGCCTAAATCTGGTTACCAAATTTGATGGTAGTTCRTGAA
	GmorB^27    GTGTAAAATCGGGTGATCATAGTACGCTCGCTCGTACGGTATATACGCCAATTTCTTCCCGTAATACTGCCGRAACTACCAGCCTAAATSTGGTTACCAAATTTGATGGTAGTTCRTGAA
	GpasB^28    GTSTAAAATCGGGTGATCATAGTACGCTCGCTCGTACGGTATATACGCCAATTTCTTCCCGTAATACTGCCGAAACTACCAGCCTAAATCTGGTTACCAAATTTGATGGTAGTTCATGAA


15 120
	GecuC^1     TCACGTCACCCTATCTGAAAAAGGGCAGAACCCTCTTCCGAGTTCACATTAGAACAACAACATTTGTAATGTATCCACGACACGAATGCATTTATAATGCGGACAGGGTAAACTTGTTTT
	GecuP^4      TCACGTCACCCTATCTGAAAAAGGGCAGAACCCTCTTCCGAGTTCACATTAGAACAACRACATTTGTAATGTATCCACGACACGAATGCATTTATAATGCGGACAGGGTAAACTTGTTTT
	GecuE^8       TCACGTCACCCTATCTGAAAAAGGGCAGAACCCTCTTCCGAGTTCACATTAGAACAACAACATTTGTAATGTATCCACGACACGAATGCATTTATAATGCGGACAGGGTAAACTTGTTTT
	GecuE^9       TCACGTCACCCTATCTGAAAAAGGGCAGAACCCTCTTCCGAGTTCACATTAGAACAACAACATTTGTAATGTATCCACGACACGAATGCATTTATAATGCGGACAGGGTAAACTTGTTTT
	GecuE^10      TCACGTCACCCTATCTGAAAAAGGGCAGAACCCTCTTCCGAGTTCACATTAGAACAACRACATTTGTAATGTATCCACGACACGAATGCATTTATAATGCGGACAGGGTAAACTTGTTTT
	GecuE^11      TCACGTCACCCTATCTGAAAAAGGGCAGAACCCTCTTCCGAGTTCACATTAGAACAACAACATTTGTAATGTATCCACGACACGAATGCATTTATAATGCGGACAGGGTAAACTTGTTTT
	GlicC^15     TCACGTCACCCTATCTGAAAAAGGGCAGAACCCTCTTCCGAGTTCACATTAGAACAACAACATTTGTAATGTATCCACGACACGAATGCATTTATAATGCGGACAGGGTAAACTTGTTTT
	GlicC^16     TCACGTCACCCTATCTGAAAAAGGGCAGAACCCTCTTCCGAGTTCACATTAGAACAACAACATTTGTAATGTATCCACGACACGAATGCATTTATAATGCGGACAGGGTAAACTTGTTTT
	GlicP^17      TCACGTCACCCTATCTGAAAAAGGGCAGAACCCTCTTCCGAGTTCACATTAGAACAACAACATTTGTAATGTATCCACGACACGAATGCATTTATAATGCGGACAGGGTAAACTTGTTTT
	GlicE^20      TCACGTCACCCTATCTGAAAAAGGGCAGAACCCTCTTCCGAGTTCACATTAGAACAACAACATTTGTAATGTATCCACGACACGAATGCATTTATAATGCGGACAGGGTAAACTTGTTTT
	GlicE^21      TCACGTCACCCTATCTGAAAAAGGGCAGAACCCTCTTCCGAGTTCACATTAGAACAACAACATTTGTAATGTATCCACGACACGAATGCATTTATAATGCGGACAGGGTAAACTTGTTTT
	GlicE^22      TCACGTCACCCTATCTGAAAAAGGGCAGAACCCTCTTCCGAGTTCACATTAGAACAACAACATTTGTAATGTATCCACGACACGAATGCATTTATAATGCGGACAGGGTAAACTTGTTTT
	GmorB^27    TCACGTCACCCTATCTGAAAAAGGGCAGAACCCTCTTCTGAGTTCACATTAGAACAACAACATTTGTAATGTATCCACGACACGAATGCATTTATAATGCGGACAGGGTAAACTTGTTTT
	GpasB^28    TCACGTCACCCTATCTGAAAAAGGGCAGAACCCTCTTCCGAGTTCACATTAGAACAACAACATTTGTAATGTATCCACGACACGAATGCATTTATAATGCGGACAGGGTAAACTTGTTTT
	GpasB^29    TCACGTCACCCTATCTGAAAAAGGGCAGAACCCTCTTCCGAGTTCACATTAGAACAACAACATTTGTAATGTATCCACGACACGAATGCATTTATAATGCGGACAGGGTAAACTTGTTTT


26 120
	GecuC^1     TACAACATTTTCTAAACGAAGCAACTCTAACAAACCTTCGTATGATAAATATACGCAGTCTCCATTTTTCTCCATTTTAAGTNTTNTAGTAACTCCATCGAAACATTCACTAGATATCCG
	GecuC^2     TACAACATTTTCTAAACGAAGCAACTCTAACAAACCTTCGTATGATAAATATACGCAGTCTCCATTTTTCTCCATTTT-AGTATTCTAGTAACTCCATCGAAACATTCACTAGATATCCG
	GecuP^4     TACAACATTTTCTAAACGAAGCAACTCTAACAAACCTTCGTATGATAAATATACGCAGTCTCCATTTTTCTCCATTTTAAGTATTCTAGTAACTCCATCGAAACATTCACTAGATATCCG
	GecuP^5     TACAACATTTTCTAAACGAAGCAACTCTAACAAACCTTCGTATGATAAATATACGCAGTCTCCATTTTTCTCCATTTTAAGTATTCTAGTAACTCCATCGAAACATTCACTAGATATCCG
	GecuP^6      TACAACATTTTCTAAACGAAGCAACTCTAACAAACCTTCGTATGATAAATATACGCAGTCTCCATTTTTCTCCATTTTAAGTATTCTAGTAACTCCATCGAAACATTCACTAGATATCCG
	GecuP^7      TACAACATTTTCTAAACGAAGCAACTCTAACAAACCTTCGTATGATAAATATACGCAGTCTCCATTTTTCTCCATTTTWAGTATTCTAGTAACTCCATCGAAACATTCACTAGATATCCG
	GecuE^8      TACAACATTTTCTAAACGAAGCAACTCTAACAAACCTTCGTATGATAAATATACGCAGTCTCCATTTTTCTCCATTTTAAGTATTCTAGTAACTCCATCGAAACATTCACTAGATATCCG
	GecuE^9       TACAACATTTTCTAAACGAAGCAACTCTAACAAACCTTCGTATGATAAATATACGCAGTCTCCATTTTTCTCCATTTTAAGTATTCTAGTAACTCCATCGAAACATTCACTAGATATCCG
	GecuE^10       TACAACATTTTCTAAACGAAGCAACTCTAACAAACCTTCGTATGATAAATATACGCAGTCTCCATTTTTCTCCATTTTAAGTATTCTAGTAACTCCATCGAAACATTCACTAGATATCCG
	GecuE^11       TACAACATTTTCTAAACGAAGCAACTCTAACAAACCTTCGTATGATAAATATACGCAGTCTCCATTTTTCTCCATTTTAAGTATTCTAGTAACTCCATCGAAACATTCACTAGATATCCG
	GecuE^12      TACAACATTTTCTAAACGAAGCAACTCTAACAAACCTTCGTATGATAAATATACGCAGTCTCCATTTTTCTCCATTTTAAGTATTCTAGTAACTCCATCGAAACATTCACTAGATATCCG
	GecuE^13      TACAACATTTTCTAAACGAAGCAACTCTAACAAACCTTCGTATGATAAATATACGCAGTCTCCATTTTTCTCCATTTTAAGTATTCTAGTAACTCCATCGAAACATTCACTAGATATCCG
	GlicC^15     TACAACATTTTCTAAACGAAGCAACTCTAACAAACCTTCGTATGATAAATATACGCAGTCTCCATTTTTCTCCATTTTAAGTATTCTAGTAACTCCATCGAAACATTCACTAGATATCCG
	GlicC^16     TACAACATTTTCTAAACGAAGCAACTCTAACAAACCTTCGTATGATAAATATACGCAGTCTCCATTTTTCTCCATTTTAAGTATTCTAGTAACTCCATCGAAACATTCACTAGATATCCG
	GlicP^17      TACAACATTTTCTAAACGAAGCAACTCTAACAAACCTTCGTATGATAAATATACGCAGTCTCCATTTTTCTCCATTTTAAGTATTCTAGTAACTCCATCGAAACATTCACTAGATATCCG
	GlicP^18      TACAACATTTTCTAAACGAAGCAACTCTAACAAACCTTCGTATGATAAATATACGCAGTCTCCATTTTTCTCCATTTTAAGTATTCTAGTAACTCCNTCGAAACATTCACTAGATATCCG
	GlicP^19      TACAACATTTTCTAAACGAAGCAACTCTAACAAACCTTCGTATGATAAATATACGCAGTCTCCATTTTTCTCCATTTTAAGTATTCTAGTAACTCCATCGAAACATTCACTAGATATCCG
	GlicE^20      TACAACATTTTCTAAACGAAGCAACTCTAACAAACCTTCGTATGATAAATATACGCAGTCTCCATTTTTCTCCATTTTAAGTATTCTAGTAACTCCATCGAAACATTCACTAGATATCCG
	GlicE^21      TACAACATTTTCTAAACGAAGCAACTCTAACAAACCTTCGTATGATAAATATACGCAGTCTCCATTTTTCTCCATTTTAAGTATTCTAGTAACTCCATCGAAACATTCACTAGATATCCG
	GlicE^22      TACAACATTTTCTAAACGAAGCAACTCTAACAAACCTTCGTATGATAAATATACGCAGTCTCCATTTTTCTCCATTTTAAGTATTCTAGTAACTCCATCGAAACATTCACTAGATATCCG
	GlicE^23       TACAACATTTTCTAAACGAAGCAACTCTAACAAACCTTCGTATGATAAATATACGCAGTCTCCATTTTTCTCCATTTTAAGTATTCTAGTAACTCCATCGAAACATTCACTAGATATCCG
	GlicE^24       TACAACATTTTCTAAACGAAGCAACTCTAACAAACCTTCGTATGATAAATATACGCAGTCTCCATTTTTCTCCATTTTAAGTATTCTAGTAACTCCATCGAAACATTCACTAGATATCCG
	GlicE^25      TACAACATTTTCTAAACGAAGCAACTCTAACAAACCTTCGTATGATAAATATACGCAGTCTCCATTTTTCTCCATTTTAAGTATTCTAGTAACTCCATCGAAACATTCACTAGATATCCG
	GlicE^26      TACAACATTTTCTAAACGAAGCAACTCTAACAAACCTTCGTATGATAAATATACGCAGTCTCCATTTTTCTCC-TTTTAAGTATTCTAGTAACTCCATCGAAACATTCACTAGATATCCG
	GmorB^27    TACAACATTTTCTAAACGAAGCAACTCTAACAAACCTTCGTATGATAAATATACGCAGTCTCCATTTTTCTCCATTTTAAGTATTCTAGTAACTCCATCGAAACATTCACTAGATATCCG
	GpasB^28    TACAACATTTTCTAAACGAAGCAACTCTAACAAACCTTCGTATGATAAATATACGCAGTCTCCATTTTTCTCCATTTTAAGTATTCTAGTAACTCCATCGAAACATTCACTAGATATCCG


20 120
	GecuC^1     NTGCGCAGTTGCTTGGAACAAAACGATTGTATTTCGAAAGAGATNTACTGCAGTAAATGGCAACGAGTGT-TTTGAAAGTGCAATTTTATTACTTGCATTTTTTATTTATTGTGAACTCC
	GecuP^4     KTGCGCAGTTGCTTGGAACAAAACGATTGTATTTCGAAAGAGATRTACTGCAGTAAATGGCAACGAGTGTCTTTGAAAGTGCAATTTTATTACTTGCATTTTTTATTTATTGTGAACTCC
	GecuP^5     GTGCGCAGTTGCTTGGAACAAAACGATTGTATTT-GAAAGAGATGTACTGCAGTAAATGGCAACGAGTGTCTTTGAAAGTGCAATTTTATTACTTGCATTTTTTATTTATTGTGAANTCC
	GecuP^6      KTGCGCAGTTGCTTGGAACAAAACGATTGTATTTCGAAAGAGATRTACTGCAGTAAATGGCAACGAGTGTCTTTGAAAGTGCAATTTTATTACTTGCATTTTTTATTTATTGTGAACTCC
	GecuE^8      GTGCGCAGTTGCTTGGAACAAAACGATTGTATTTCGAAAGAGATGTACTGCAGTAAATGGCAACGAGTGTCTTTGAAAGTGCAATTTTATTACTTGCATTTTTTATTTATTGTGAACTCC
	GecuE^9       KTGCGCAGTTGCTTGGAACAAAACGATTGTATTTCGAAAGAGATGTACTGCAGTAAATGGCAACGAGTGTCTTTGAAAGTGCAATTTTATTACTTGCATTTTTTATTTATTGTGAACTCC
	GecuE^10      TTGCGCAGTTGCTTRGAACAAAACGATTGTATTTCGAAAGAGATATACTGCAGTAAATGGCAACGAGTGTCTTTGAAAGTGCAATTTTATTACTTGCATTTTTTATTTATTGTGAACTCC
	GlicC^15     STGCGCAGTTGCTTGGAACAAAACGATTGTATTTCGAAAGAGATGTACTGCAGTAAATGGCAACGAGTGTCTTTGAAAGTGCAATTTTATTACTTGCATTTTTTATTTATTGTGAACTCC
	GlicP^17      GTGNGCAGTTGCTTGGAACAAAACGATTGTATTTCGAAAGAGATGTACTGCAGTAAATGGCAACGAGTGTCTTTGAAAGTGCAATTTTATTACTTGCATTTTTTATTTATTGTGAACTCC
	GlicP^18      KNGCGCAGTTGCTNGGNACAAAACGATTGTATTTCGAAAGAGATGTACTGCAGTAAATGGCAACGAGTGTCTTTGAAAGTGCAATTTTATTACTTGCATTTTTTATTTATTGTGAACTCC
	GlicE^20      GTGCGCAGTTGCTTGGAACAAAATGATTGTATTTCGAAAGAGATGTACTGCAGTAAATGGCAACGAGTGTCTTTGAAAGTGCAATTTTATTACTTGCATTTTTTATTTATTGTGAACTCC
	GlicE^21      GTGCGCAGTTGCTTGGAACAAAAYGATTGTATTTCGAAAGAGATGTACTGCAGTAAATGGCAACGAGTGTCTTTGAAAGTGCAATTTTATTACTTGCATTTTTTATTTATTGTGAACTCC
	GlicE^22      GTGYGCAGTTGCTTGGAACAAAACGATTGTATTTCGAAAGAGATGTACTGCAGTAAATGGCAACGAGTGTCTTTGAAAGTGCAATTTTATTACTTGCATTTTTTATTTATTGTGAACTCC
	GlicE^23       GTGCGCAGTTGCTTGGAACAAAACGATTGTATTTCGAAAGAGATGTACTGCAGTAAATGGCAACGAGTGTCTTTGAAAGTGCAATTTTATTACTTGCATTTTTTATTTATTGTGAACTCC
	GlicE^24       GTGCGCAGTTGCTTGGAACAAAACGATTGTATTTCGAAAGAGATGTACTGCAGTAAATGGCAACGAGTGTCTTTGAAAGTGCAATTTTATTACTTGCATTTTTTATTTATTGTGAACTCC
	GlicE^25      GTGCGCAGTTGCTTGGAACAAAACGATTGTATTTCGAAAGAGATGTACTGCAGTAAATGGCAACGAGTGTCTTTGAAAGTGCAATTTTATTACTTGCATTTTTTATTTATTGTGAACTCC
	GlicE^26      GTGCGCAGTTGCTTGGAACAAAACGATTGTATTTCGAAAGAGATGTACTGCAGTAAATGGCAACGAGTGTCTTTGAAAGTGCAATTTTATTACTTGCATTTTTTATTTATTGTGAACTCC
	GmorB^27    GTGCGCAGTTGCTTGGAACAAAACGATTGTATTTCGAAAGAGATGTACTGCAGTAAATGGCAACGAGTGTCTTTGAAAGTGCAATTTTATTACTTGCATTTTTTATTTATTGTGAACTCC
	GpasB^28    TTGCGCAGTTGCTTGGAACAAAACGATTGTATTTCGAAAGAGATGTACTGCAGTAAATGGCAACGAGTGTCTTTGAAAGTGCAATTTTATTACTTGCATTTTTTATTTATTGTGAACTCC
	GpasB^29    TTGCGCAGTTGCTTGGAACAAAACGATTGTATTTCGAAAGAGATGTACTGCAGTAAATGGCAACGAGTGTCTTTGAAAGTGCAATTTTATTACTTGCATTTTTTATTTATTGTGAACTCC


18 120
	GecuC^1     CAGTTGAAGTTCGATTCGATTCCNGACGTACGGTACTAAGACGGATATAAACGTCTCTACCTGTTTCCAACATATTGAGTAATACATCAAGTTGTCAAAAATCATTTATCTCAAAGCCAA
	GecuP^4     CAGTTGAAGTTYGATTCGATTCCAGACGTACGGTACTAAGACGGATATAAACGTCTCTACCTGTTTCCAACATATTGAGTAATACATCAAGTTGTCAAAAATCATTTATCTCAAAGCCAA
	GecuP^5     CAGTTGAAGTTCGATTCGATTCCAGACGTACGGTACTAAGACGGATATAAACGTCTCTACCTGTTTCCAACATATTGAGTAATAYATCAAGTTGTCAAAAATCATTTATCTCAAAGCCAA
	GecuP^6      CAGTTGAAGTTCGATTCGATTCCAGACGTACGGTACTAAGACGGATATAAACGTCTCTACCTGTTTCCAACATATTGAGTAATAYATCAAGTTGTCAAAAATCATTTATCTCAAAGCCAA
	GecuE^8      CAGTTGAAGTTCGATTCGATTCCAGACGTACGGTACTAAGACGGATATAAACGTCTCTACCTGTTTCCAACATATTGAGTAATACATCAAGTTGTCAAAAATCATTTATCTCAAAGCCAA
	GecuE^9       CAGTTGAAGTTCGATTCGATTCCAGACGTACGGTACTAAGACGGATATAAACGTCTCTACCTGTTTCCAACATATTGAGTAATACATCAAGTTGTCAAAAATCATTTATCTCAAAGCCAA
	GecuE^10       CAGTTGAAGTTCGATTCGATTCCAGACGTACGGTACTAAGACGGATATAAACGTCTCTACCTGTTTCCAACATATTGAGTAATAYATCAAGTTGTCAAAAATCATTTATCTCAAAGCCAA
	GlicC^15     CAGTTGAAGTTCGATTCGATTCCAGACGTACGGTACTAAGACGGATATAAACGTCTCTACCTGTTTCCAACATATTGAGTAATATATCAAGTTGTCAAAAATCATTTATCTCAAAGCCAR
	GlicP^17      CAGTTGAAGTTCGATTCGATTCCNGACGTACGGTACTAAGACGGATATAAACGTCTCTACCTGTTTCCAACATATTGAGTAATACATCAAGTTGTCAAAAATCATTTATCTCAAAGCCAA
	GlicE^20      CAGTTGAAGTTCGATTCGATTCCAGACGTACGGTACTAAGACGGATATAAACGTCTCTACCTGTTTCCAACATATTGAGTAATATATCAAGTTGTCAAAAATCATTTATCTCAAAGCCAA
	GlicE^21      CAGTTGAAGTTCGATTCGATTCCAGACGTACGGTACTAAGACGGATATAAACGTCTCTACCTGTTTCCAACATATTGAGTAATAYATCAAGTTGTCAAAAATCATTTATCTCAAAGCCAA
	GlicE^22      CAGTTGAAGTTCGATTCGATTCCAGACGTACGGTACTAAGACGGATATAAACGTCTCTACCTGTTTCCAACATATTGAGTAATAYATCAAGTTGTCAAAAATCATTTATCTCAAAGCCAA
	GlicE^23       CAGTTGAAGTTCGATTCGATTCCAGACGTACGGTACTAAGACGGATATAAACGTCTCTACCTGTTTCCAACATATTGAGTAATAYATCAAGTTGTCAAAAATCATTTATCTCAAAGCCAA
	GlicE^24       CAGTTGAAGTTCGATTCGATTCCAGACGTACGGTACTAAGACGGATATAAACGTCTCTACCTGTTTCCAACATATTGAGTAATACATCAAGTTGTCAAAAATCATTTATCTCAAAGCCAA
	GlicE^25      CAGTTGAAGTTCGATTCGATTCCAGACGTACGGTACTAAGACGGATATAAACGTCTCTACCTGTTTCCAACATATWGAGTAATAYATCAAGTTGTCAAAAATCATTTATCTCAAAGCCAA
	GlicE^26      CAGTTGAAGTTCGATTCGATTCCAGACGTACGGTACTAAGACGGATATAAACGTCTCTACCTGTTTCCAACATATTGAGTAATAYATCAAGTTGTCAAAAATCATTTATCTCAAAGCCAA
	GmorB^27    CAGTTGAAGTTCGATTCGATTCCAGACGTACGGTACTAAGACGGATATAAACGTCTCTACCTGTTTCCAACATATTGAGTAATACATCAAGTTGTCAAAAATCATTTATCTCAAAGCCAA
	GpasB^28    CAGTTGAAGTTCGATTCGATTCCAGACGTACGGTACTAAGACGGATATAAACGTCTCTACCTGTTTCCAACATATTGAGTAATAYATCAAGTTGTCAAAAATCATTTATCTCAAAGCCAA


19 120
	GecuC^1     AGTGCTGTAGTAAAATTTTTTATAAAAAAATTGCTAATAAAATTAGTATGCCTTGAAAATTGAACTTCTGAAATTTTGTGTGGAAGTACTTTCTGGTCCATTATGTATTCAAAAAAATTG
	GecuP^4     AGTGCTGTAGTAAAATTTTTTATAAAAAAATTGCTAATAAAATTAGTATGCCTTGAAAATTGAACTTCTGAAATTTTGTGTGGAAGTACTTTCTGGTCCATTRTGTATTCAAAAAAATTG
	GecuP^5     AGTGCTGTAGTAAAATTTTTTATAAAAAAATTGCTAATAAAATTAGTATGCCTTGAAAATTGAACTTCTGAAATTTTGTGTGGAAGTACTTTCTGGTCCATTRTGTATTCAAAAAAATTG
	GecuP^6      AGTGCTGTAGTAAAATTTTTTATAAAAAAATTGCTAATAAAATTAGTATGCCTTGAAAATTGAACTTCTGAAATTTTGTGTGGAAGTACTTTCTGGTCCATTRTGTATTCAAAAAAATTG
	GecuP^7      AGTGCTGTAGTAAAATTTTTTATAAAAAAATTGCTAATAAAATTAGTATGCCTTGAAAATTGAACTTCTGAAATTTTGTGTGGAAGTACTTTCTGGTCCATTRTGTATTCAAAAAAATTG
	GecuE^8      AGTGCTGTAGTAAAATTTTTTATAAAAAAATTGCTAATAAAATTAGTATGCCTTGAAAATTGAACTTCTGAAATTTTGTGTGGAAGTACTTTCTGGTCCATTRTGTATTCAAAAAAATTG
	GecuE^9       AGTGCTGTAGTAAAATTTTTTATAAAAAAATTGCTAATAAAATTAGTATGCCTTGAAAATTGAACTTCTGAAATTTTGTGTGGAAGTACTTTCTGGTCCATTATGTATTCAAAAAAATTG
	GecuE^10       AGTGCTGTAGTAAAATTTTTTATAAAAAAATTGCTAATAAAATTAGTATGCCTTGAAAATTGAACTTCTGAAATTTTGTGTGGAAGTACTTTCTGGTCCATTGTGTATTCAAAAAAATTG
	GecuE^11      AGTGCTGTAGTAAAATTTTTTATAAAAAAATTGCTAATAAAATTAGTATGCCTTGAAAATTGAACTTCTGAAATTTTGTGTGGAAGTACTTTCTGGTCCATTATGTATTCAAAAAAATTG
	GlicC^15     AGTGCTGTAGTAAAATTTTTTATAAAAAAATTGCTAATAAAATTAGTATGCCTTGAAAATTGAACTTCTGAAATTTTGTGTGGAAGTACTTTCTGGTCCATTATGTATTCAAAAAAATTG
	GlicP^17      AGTGCTGTAGTAAAATTTTTTATAAAAAAATTGCTAATAAAATTAGTATGCCTTGAAAATTGAACTTCTGAAATTTTGTGTGGAAGTACTTTCTGGTCCATTATGTATTCAAAAAAATTG
	GlicE^20      AGTGCTGTAGTAAAATTTTTTATAAAAAAATTGCTAATAAAATTAGTATGCCTTGAAGATTGAACTTCTGAAATTTTGTGTGGAAGTACTTTCTGGTCCATTATGTATTCAAAAAAATTG
	GlicE^21      AGTGCTGTAGTAAAATTTTTTATAAAAAAATTGCTAATAAAATTAGTATGCCTTGAAAATTGAACTTCTGAAATTTTGTGTGGAAGTACTTTCTGGTCCATTATGTATTCAAAAAAATTG
	GlicE^22       AGTGCTGTAGTAAAATTTTTTATAAAAAAATTGCTAATAAAATTAGTATGCCTTGAAAATTGAACTTCTGAAATTTTGTGTGGAAGTACTTTCTGGTCCAYTATGTATTCAAAAAAATTG
	GlicE^23       AGTGCTGTAGTAAAATTTTTTATAAAAAAATTGCTAATAAAATTAGTATGCCTTGAAAATTGAACTTCTGAAATTTTGTGTGGAAGTACTTTCTGGTCCATTATGTATTCAAAAAAATTG
	GlicE^24      AGTGCTGTAGTAAAATTTTTTATAAAAAAATTGCTAATAAAATTAGTATGCCTTGAAAATTGAACTTCTGAAATTTTGTGTGGAAGTACTTTCTGGTCCATTATGTATTCAAAAAAATTG
	GmorB^27    AGTGCTGTAGTAAAATTTTTTATAAAAAAATTGCTAATAAAATTAGTATGCCTTGAAAATTGAACTTCTGAAATTTTGTGTGGAAGTACTTTCTGGTCCAYTRTGTATTCAAAAAAATTG
	GpasB^28    AGTGCTGTAGTAAAATTTTTTATAAAAAAATTGCTAATAAAATTAGTATGCCTTGAAAATTGAACTTCTGAAATTTTGTGTGGAAGTACTTTCTGGTCCATTATGTATTCAAAAAAATTG
	GpasB^29    AGTGCTGTAGTAAAATTTTTTATAAAAAAATTGCTAATAAAATTAGTATGCCTTGAAAATTGAACTTCTGAAATTTTGTGTGGAAGTACTTTCTGGTCCATTATGTATTCAAAAAAATTG


17 120
	GecuC^1     TCCATAACC--ACTGCCCTAGTAACACAGACCGGACCGRGAGCTTCTGATCGATTTTCGGGAGGGAACGTCGCATTTTGCCGGGCGCTGCGATTCCCAGTCGCCAGGACGCGACGGGTTT
	GecuP^4     TCCATAACC--ACTGCCCTAGTAACACAGACCGGACCGGGAGCTTCTGATCGATTTTCGGGAGGGAACGTCGCATTTTGCCGGGCGCTGCGATTCCCAGTCGCCAGGACGCGACGGGTTT
	GecuP^5      TCCATAACC--ACTGCCCTAGTAACACAGACCGGACCGGGAGCTTCTGATCGATTTTCGGGAGGGAACGTCGCATTTTGCCGGGCGCTGCGATTCCCAGTCGCCAGGACGCGACGGGTTT
	GecuE^8      TCCATAACCNNACTGCCCTAGTAACACAGACCGGACCGGGAGCTTCTGATCGATTTTCGGGAGGGAACGTCGCATTTTGCCGGGCGCTGCGATTCCCAGTCGCCAGGACGCGACGGGTTT
	GecuE^9       TCCATAACC--ACTGCCCTAGTAACACAGACCGGACCGGGAGCTTCTGATCGATTTTCGGGAGGGAACGTCGCATTTTGCCGGGCGCTGCGATTCCCAGTCGCCAGGACGCGACGGGTTT
	GecuE^10       TCCATAACC--ACTGCCCTAGTAACACAGACCGGACCGGGAGCTTCTGATCGATTTTCGGGAGGGAACGTCGCATTTTGCCGGGCGCTGCGATTCCCAGTCGCCAGGACGCGACGGGTTT
	GecuE^11      TCCATAACC--ACTGCCCTAGTAACACAGACCGGACCGGGAGCTTCTGATCGATTTTCGGGAGGGAACGTCGCATTTTGCCGGGCGCTGCGATTCCCAGTCGCCAGGACGCGACGGGTTT
	GlicC^15     TCCATAACC--RCTGCCCTAGTAACACAGACCGGACCGGGAGCTTCTGATCGATTTTCGGGAGGGAACGTCGCATTTTGCCGGGCGCTRCGATTYCCAGTCGCCAGGACGCGACGGGTTT
	GlicP^17      TCCATAACC--RCTGCCCTAGTAACACAGACCGGACCGGGAGCTTCTGATCGATTTTCGGGAGGGAACGTCGCATTTTGCCGGGCGCTACGATTCCCAGTCGCCAGGACGCGACGGGTTT
	GlicE^20      TCCATAACC--ACTGCCCTAGTAACACAGACCGGACCGGGAGCTTCTGATCGATTTTCGGGAGGGAACGTCGCATTTTGCCGGGCGCTACGATTCCCAGTCGCCAGGACGCGACGGGTTT
	GlicE^21      TCCATAACC--ACTGCCCTAGTAACACAGACCGGACCGGGAGCTTCTGATCGATTTTCGGGAGGGAACGTCGCATTTTGCCGGGCGCTRCGATTYCCAGTCGCCAGGACGCGACGGGTTT
	GlicE^22       TCCATAACC--ACTGCCCTAGTAACACAGACCGGACCGGGAGCTTCTGATCGATTTTCGGGAGGGAACGTCGCATTTTGCCGGGCGCTRCGATTCCCAGTCGCCAGGACGCGACGGGTTT
	GlicE^23       TCCATAACC--ACTGCCCTAGTAACACAGACCGGACCGGGAGCTTCTGATCGATTTTCGGGAGGGAACGTCGCATTTTGCCGGGCGCTRCGATTYCCAGTCGCCAGGACGCGACGGGTTT
	GlicE^24      TCCATAACC--RCTGCCCTAGTAACACAGACCGGACCGGGAGCTTCTGATCGATTTTCGGGAGGGAACGTCGCATTTTGCCGGGCGCTRCGATTCCCAGTCGCCAGGACGCGACGGGTTT
	GlicE^25      TCCATAACC--ACTGCCCTAGTAACACAGACCGGACCGGGAGCTTCTGATCGATTTTCGGGAGGGAACGTCGCATTTTGCCGGGCGCTGCGATTTCCAGTCGCCAGGACGCGACGGGTTT
	GmorB^27    TCCATAACC--RCTGCCCTAGTAACACAGACCGGACCGGGAGCTTCTGATCGATTTTCGGGAGGGAACGTCGCATTTTGCCGGGCGCTGCGATTYCCAGTCGCCAGGACGCGACGGGTTT
	GpasB^28    TCCATAACC--ACTGCCCTAGTAACACAGACCGGACCGGGAGCTTCTGATCGATTTTCGGGAGGGAACGTCGCATTTTGCCGGGCGCTGCGATTCCCAGTCGCCAGGACGCGACGGGTTT


20 120
	GecuC^1     AAGTATGAAAGAATTGTGAAGGTCTGCAAATTGAGTTCCGCTGCACCGAACTGCCCCTAACCTTTATATTTACATCTTTAGACAAGTATGATAGATCTCGTAGAAGTTTATTTGAAAAAC
	GecuP^4     AAGTATGAAAGAATTGTGAAGGTCTGCAAATTGAGTTCCGCTRCACCGAACTGCCCCTAACCTTTATATTTACATCTTTAGACAAGTATGATAGATCTCGTAGAAGTTTATTTGAAAAAC
	GecuP^5     AAGTATGAAAGAATTGTGAAGGTCTGCAAATTGAGTTCCGCTGCACCGAACTGCCCCTAACCTTTATATTTACATCTTTAGACAAGTATGATAGATCTCGTAGAAGTTTATTTGAAAAAC
	GecuP^6      AAGTATGAAAGAATTGTGAAGGTCTGCAAATTGAGTTCCGCTGCACCGAACTGCCSCTAACCTTTATATTTACATCTTTAGACAAGTATGATAGATCTCGTAGAAGTTTATTTGAAAAAC
	GecuE^8      AAGTATGAAAGAATTGTGAAGGTCTGCAAATTGAGTTCCGCTGCACCGAACTGCCCCTAACCTTTATATTTACATCTTTAGACAAGTATGATAGATCTCGTAGAAGTTTATTTGAAAAAC
	GecuE^9       AAGTATGAAAGAATTGTGAAGGTCTGCAAATTGAGTTCCGCTRCACCGAACTGCCCCTAACCTTTATATTTACATCTTTAGACAAGTATGATAGATCTCGTAGAAGTTTATTTGAAAAAC
	GecuE^10       AAGTATGAAAGAATTGTGAAGGTCTGCAAATTGAGTTCCGCTGCACCGAACTGCCCCTAACCTTTATATTTACATCTTTAGACAAGTATGATAGATCTCGTAGAAGTTTATTTGAAAAAC
	GecuE^11      AAGTATGAAAGAATTGTGAAGGTCTGCAAATTGAGTTCCGCTRCACCGAACTGCCCCTAACCTTTATATTTACATCTTTAGACAAGTATGATAGATCTCGTAGAAGTTTATTTGAAAAAC
	GlicC^15     AAGTAT-AAAGAATTGTGAAGGTCTGCAAATTGAGTTCCGCTGCACCGAACTGCCCCTAACCTTTATATTTACATCTTTAGACAAGTATGATAGATCTCGTAGAAGTTTATTTGAAAAAC
	GlicC^16     AAGTATGAAAGAATTGTGAAGGTCTGCAAATTGAGTTCNGCTGCACCGAACTGCCCCTAACCTTTATATTTACATCTTTAGATAAGTATGATAGATCTCGTAGAAGTTTATTTGAAAAAC
	GlicP^17      AAGTATGAAAGAATTGTGAAGGTCTGCAAATTGAGTTCCGCTGCACCGAACTGCCCCTAACCTTTATATTTACATCTTTAGAYAAGTATGATAGATCTCGTAGAAGTTTATTTGAAAAAC
	GlicE^20      AAGTATGAAAGAATTGTGAAGGTCTGCAAATTGAGTTCCGCTACACCGAACTGCCCCTAACCTTTATATTTACATCTTTAGACAAGTATGATAGATCTCGTAGAAGTTTATTTGAAAAAC
	GlicE^21      AAGTATGAAAGAATTGTGAAGGTCTGCAAATTGAGTTCCGCTRCACCGAACTGCCCCTAACCTTTATATTTACATCTTTAGACAAGTATGATAGATCTCGTAGAAGTTTATTTGAAAAAC
	GlicE^22      AAGTATGAAAGAATTGTGAAGGTCTGCAAATTGAGTTCCGCTRCACCGAACTGCCCCTAACCTTTATATTTACATCTTTAGACAAGTATGATAGATCTCGTAGAAGTTTATTTGAAAAAC
	GlicE^23       AAGTATGAAAGAATTGTGAAGGTCTGCAAATTGAGTTCCGCTRCACCGAACTGCCCCTAACCTTTATATTTACATCTTTAGACAAGTATGATAGATCTCGTAGAAGTTTATTTGAAAAAC
	GlicE^24       AAGTATGAAAGAATTGTGAAGGTCTGCAAATTGAGTTCCGCTRCACCGAACTGCCCCTAACCTTTATATTTACATCTTTAGACAAGTATGATAGATCTCGTAGAAGTTTATTTGAAAAAC
	GlicE^25      AAGTATGAAAGAATTGTGAAGGTCTGCAAATTGAGTTCCGCTGCACCGAACTGCCCCTAACCTTTATATTTACATCTTTAGACAAGTATGATAGATCTCGTAGAAGTTTATTTGAAAAAC
	GlicE^26      AAGTATGAAAGAATTGTGAAGGTCTGCAAATTGAGTTCCGCTRCACCGAACTGCCCCTAACCTTTATATTTACATCTTTAGACAAGTATGATAGATCTCGTAGAAGTTTATTTGAAAAAC
	GmorB^27    AAGTATGAAAGAATTGTGAAGGTCTGCAAATTGAGTTCCGCTGCACCGAACTGCCCCTAACCTTTATATTTACATCTTTAGACAAGTATGATAGATCTCGTAGAAGTTTATTTGAAAAAC
	GpasB^28    AAGTATGAAAGAATTGTGAAGGTCTGCAAATTGAGTTCCGCTACACCGAACTGCCCCTAACCTTTATATTTACATCTTTAGACAAGTATGATAGATCTCGTAGAAGTTTATTTGAAAAAC


18 120
	GecuC^1     TCGAAAACGAAATATTCATTATGCTGCCGATATCATCTAGRGATTACTTCTCATTATACAACTTTAGGACTGCATCTACATTTTGCAGTTATTGCTCGTGTTTTGTCGTCGTTTTCAGGA
	GecuP^4     TCGAAAACGAAATATTCATTATGCTGCCGATATCATCTAGGGATTACTTCTCATTATACAACTTTAGGACTGCATCTRCATTTTGCAGTTATTGCTCGTGTTTTGTCGTCGTTTTCAGGA
	GecuP^5      TCGAAAACGAAATATTCATTATGCTGCCGATATCATCTAGGGATTACTTCTCATTATACAACTTTAGGACTGCATCTACATTTTGCAGTTATTGCTCGTGTTTTGTCGTCGTTTTCAGGA
	GecuE^8      TCGAAAACGAAATATTCATTATGCTGCCGATATCATCTAGGGATTACTTCTCATTATACAACTTTAGGACTGCATCTRCATTTTGCAGTTATTGCTCGTGTTTTGTCGTCGTTTTCAGGA
	GecuE^9       TCGAAAACGRAATATTCATTATGCTGCCGATATCATCTAGGGATTACTTCTCATTATACAACTTTAGGACTGCATCTGCATTTTGCAGTTATTGCTCGTGTTTTGTCGTCGTTTTCAGGA
	GecuE^10       TCGAAAACGAAATATTCATTATGCTGCCGATATCATCTAGGGATTACTTCTCATTATACAACTTTAGGACTGCATCTRCATTTTGCAGTTATTGCTCGTGTTTTGTCGTCGTTTTCAGGA
	GlicC^15     TCGAAAACGAAATATTCATTATGCTGCCGATATCATCTAGGGATTACTTCTCATTATACAACTTTAGGACTGCATCTNCATTTTGCAGTTATTGCTCGTGTTTTGTCGTCGTTTTCAGGA
	GlicP^17      TCGAAAACGAAATATTCATTATGCTNCCGATATCATCTAGNGATTACTTCTCATTATACAACTTTAGGAYTGCATCTRCATTTTGCAGTTATTGCTCGTGTTTTGTCGTCGTTTKCAGGA
	GlicE^20      TCGAAAACGAAATATTCATTATGCTGCCGATATCATCTAGGGATTACTTCTCATTATACAACTTTAGGACTGCATCTRCATTTTGCAGTTATTGCTCGTGTTTTGTCGTCGTTTKCAGGA
	GlicE^21      TCGAAAACGAAATATTCATTATGCTGCCGATATCATCTAGGGATTACTTCTCATTATACAACTTTAGGACTGCATCTACATTTTGCAGTTATTGCTCGTGTTTTGTCGTCGTTTTCAGGA
	GlicE^22      TCGAAAACGAAATATTCATTATGCTGCCGATATCATCTAGGGATTACTTCTCATTATACAACTTTAGGAYTGCATCTRCATTTTGCAGTTATTGCTCGTGTTTTGTCGTCGTTTTCAGGA
	GlicE^23       TCGAAAACGAAATATTCATTATGCTGCCGATATCATCTAGGGATTACTTCTCATTATACAACTTTAGGACTGCATCTACATTTTGCAGTTATTGCTCGTGTTTTGTCGTCGTTTTCAGGA
	GlicE^24       TCGAAAACGAAATATTCATTATGCTGCCGATATCATCTAGGGATTACTTCTCATTATACAACTTTAGGAYTGCATCTGCATTTTGCAGTTATTGCTCGTGTTTTGTCGTCGTTTTCAGGA
	GlicE^25      TCGAAARCGAAATATTCATTATGCTGCCGATATCATCTAGGGATTACTTCTCATTATACAACTTTAGGACTGCATCTGCATTTTGCAGTTATTGCTCGTGTTTTGTCGTCGTTTTCAGGA
	GlicE^26      TCGAAAACGAAATATTCATTATGCTGCCGATATCATCTAGGGATTACTTCTCATTATACAACTTTAGGACTGCATCTACATTTTGCAGTTATTGCTCGTGTTTTGTCGTCGTTTTCAGGA
	GmorB^27    TCGAAAACGAAATATTCATTATGCTGCCGATATCATCTAGGGATTACTTCTCATTATACAACTTTAGGAYTGCATCTGCATTTTGCAGTTATTGCTCGTGTTTTGTCGTCGTTTTCAGGA
	GpasB^28    TCGAAAACGAAATATTCATTATGCTGCCGATATCATCTAGGGATTACTTCTCATTATACAACTTTAGGACTGCATCTACATTTTGCAGTTATTGCTCGTGTTTTGTCGTCGTTTTCAGGA
	GpasB^29    TCGAAAACGAAATATTCATTATGCTGCCGATATCATCTAGGGATTACTTCTCATTATACAACTTTAGGACTGCATCTRCATTTTGCAGTTATTGCTCGTGTTTTGTCGTCGTTTTCAGGA


19 120
	GecuC^1     AGTCGCAAACTGAAATAACTCNACTAGATGTCGCTAATGCATCCTCCGAAACAGCGACTATGTACGAAATAAAGGTTTTACTGGAAGCACTTCGTAGTAACGTACNAGTTGTACGTGATG
	GecuP^4     AGTCGCAAACTGAAATAACTCTACTAGATGTCGCYAATGCATCCTCCGAAACAGCGACTATGTACGAAATAAAGGTTTTACTGGAAGCACTTCGTAGTAAYGTACAAGTTGTACGTGATG
	GecuP^5      AGTCGCAAACTGAAATAACTCTACTAGATGTCGCTAATGCATCCTCCGAAACAGCGACTATGTACGAAATAAAGGTTTTACTGGAAGCACTTCGTAGTAACGTACAAGTTGTACGTGATG
	GecuE^8      AGTCGCAAACTGAAATAACTCTACTAGATGTCGCYAATGCATCCTCCGAAACAGCGACTATGTACGAAATAAAGGTTTTACTGGAAGCACTTCGTAGTAACGTACAAGTTGTACGTGATG
	GecuE^9       AGTCGCAAACTGAAATAACTCTACTAGATGTCGCTAATGCATCCTCCGAAACAGCGACTATGTACGAAATAAAGGTTTTACTGGAAGCACTTCGTAGTAACGTACAAGTTGTACGTGATG
	GecuE^10       AGTCGCAAACTGAAATAACTCTACTAGATGTCGCTAATGCATCCTCCGAAACAGCGACTATGTACGAAATAAAGGTTTTACTGGAAGCACTTCGTAGTAACGTACAAGTTGTACGTGATG
	GecuE^11      AGTCGCAAACTGAAATAACTCTACTAGATGTCGCYAATGCATCCTCCGAAACAGCGACTATGTACGAAATAAAGGTTTTACTGGAAGCACTTCGTAGTAACGTACAAGTTGTACGTGATG
	GlicC^15     AGTCGCAAACTGAAATAACTCTACTAGATGTCGCTAATGCATCCTCCGAAACAGCGACTATGTACGAAATAAAGGTTTTACTGGAAGCACTTCGTAGTAACGTACAAGTTGTACGTGATG
	GlicP^17      AGTCGCAAACTGAAATAACTCTACTAGATGTCGCTAATGCATCCTCCGAAACAGCGACTATGTACGAAATAAAGGTTTTACTGGAAGCACTTCGTAGTAACGTACAAGTTGTACGTGATG
	GlicE^20      AGTCGCAAACTGAAATAACTCTACTAGATGTCGCTAATGCATCCTCCGAAACAGCGACTATGTACGAAATAAAGGTTTTACTGGAAGCACTTCGTAGTAACGTACAAGTTGTACGTGATG
	GlicE^21      AGTCGCAAACTGAAATAACTCTACTAGATGTCGCTAATGCATCCTCCGAAACAGCGACTATGTACGAAATAAAGGTTTTACTGGAAGCACTTCGTAGTAACGTACAAGTTGTACGTGATG
	GlicE^22      AGTCGCAAACTGAAATAACTCTAYTAGATGTCGCTAATGCATCCTCCGAAACAGCGACTATGTACGAAATAAAGGTTTTACTGGAAGCACTTCGTAGTAACGTACAAGTTGTACGTGATG
	GlicE^23       AGTCGCAAACTGAAATAACTCTACTAGATGTCGCTAATGCATCCTCCGAAACAGCGACTATGTACGAAATAAAGGTTTTACTGGAAGCACTTCGTAGTAACGTACAAGTTGTACGTGATG
	GlicE^24       AGTCGCAAACTGAAATAACTCTACTAGATGTCGCTAATGCATCCTCCGAAACAGCGACTATGTACGAAATAAAGGTTTTACTGGAAGCACTTCGTAGTAACGTACAAGTTGTACGTGATG
	GlicE^25      AGTCGCAAACTGAAATAACTCTACTAGATGTCGCTAATGCATCCTCCGAAACAGCGACTATGTACGANATAAAGGTTTTACTGGAAGCACTTCGTAGTAACGTACAAGTTGTACGTGATG
	GlicE^26      AGTCGCAAACTGAAATAACTCTACTAGATGTCGCYAATGCATCCTCCGAAACAGCGACTATGTACGAAATAAAGGTTTTACTGGAAGCACTTCGTAGTAACGTACAAGTTGTACGTGATG
	GmorB^27    AGTCGCAAACTGAAATAACTCTACTAGATGTCGCTAATGCATCCTCCGAAACAGCGACTATGTACGAAATAAAGGTTTTACTGGAAGCACTTCGTAGTAACGTACAAGTTGTACGTGATG
	GpasB^28    AATCGCAAACTGAAATAACTCTATTAGATGTCGCTAATGCATCCTCCGAAACAGCGACTATGTACGAAATAAAGGTTTTACTGGAAGCACTTCGTAGTAACGTACAAGTTGTACGTGATG
	GpasB^29    AGTCGCAAACTGAAATAACTCTACTAGATGTCGCTAATGCATCCTCCGAAACAGCGACTATGTACGAAATAAAGGTTTTACTGGAAGCACTTCGTAGTAACGTACAAGTTGTACGTGATG


20 120
	GecuC^1     GGATTCTTTATCCGATCGAATCCATTATTCGATAACGTGGATCCAGCCCCGTTCTCCGCTAACTTTTTCGAGCAAATAGTAAGTAGCGCAGTTTCATAGTAAGCTCTGWGAACCTGCAGT
	GecuP^4     GGATTCTTTATCCGATCGAATCCATTATTCGATAACGTGGATCCAGCCCCGTTCTCCGCTAACTTTTTCGAGCAAATAGTAAGTAGCGCAGTTTCATAGTAAGCTCTGAGAACCTGCAGT
	GecuP^5     GGATTCTTTATCCGATCGAATCCATTATTCGATAACGTGGATCCAGCCCCGTTCTCYGCTAACTTTTTCGAGCAAATAGTAAGTAGCGCAGTTTCATNGTAARCTCTGAGAACCTGCAGT
	GecuP^6      GGATTCTTTATCCGATCGAATCCATTATTCGATAACGTGGATCCAGCCCCGTTCTCCGCTAACTTTTTCGAGCAAATAGTAAGTAGCGCAGTTTCATAGTAAGCTCTGAGAACCTGCAGT
	GecuP^7      GGATTCTTTATCCGATCGAATCCATTATTCGATAACGTGGATCCAGCCCCGTTCTCCGCTAACTTTTTCGAGCAAATAGTAAGTAGCGCAGTTTCATAGTAAGCTCTGAGAACCTGCAGT
	GecuE^8      GGATTCTTTATCCGATCGAATCCATTATTCGATAACGTGGATCCAGCCCCGTTCTCCGCTAACTTTTTCGAGCAAATAGTAAGTAGCGCAGTTTCATAGTAAGCTCTGAGAACCTGCAGT
	GecuE^9       GGATTCTTTATCCGATCGAATCCATTATTCGATAACGTGGATCCAGCCCCGTTCTCCGCTAACTTTTTCGAGCAAATAGTAAGTAGCGCAGTTTCATAGTAAGCTCTGAGAACCTGCAGT
	GecuE^10       GGATTCTTTATCCGATCGAATCCATTATTCGATAACGTGGATCCAGCCCCGTTCTCCGCTAACTTTTTCGAGCAAATAGTAAGTAGCGCAGTTTCATAGTAAGCTCTGWGAACCTGCAGT
	GecuE^11      GGATTCTTTATCCGATCGAATCCATTATTCGATAACGTGGATCCAGCCCCGTTCTCCGCTAACTTTTTCGAGCAAATAGTAAGTAGCGCAGTTTCATAGTAAGCTCTGAGAACCTGCAGT
	GlicC^15     GGATTCTTTATCCGATCGAATCCATTATTCGATAACGTGGATCCAGCCCCGTTCTCCGCTAACTTTTTCGAGCAAATAGTAAGTAGCGCAGTTTCATAGTAAGCTCTGAGAACCTGCAGT
	GlicP^17      GGATTCTTTATCCGATCGAATCCATTATTCGATAACGTGGATCCAGCCCCGTTCTCCGCTAACTTTTTCGAGCAAATAGTAAGTAGCGCAGTTTCATAGTAAGCTCTGAGAACCTGCAGT
	GlicE^20      GGATTCTTTATCCGATCGAATCCATTATTCGATAACGTGGATCCAGCCCCGTTCTCCGCTAACTTTTTCGAGCAAATAGTAAGTAGCGCAGTTTCATAGTAAGCTCTGAGAACCTGCAGT
	GlicE^21      GGATTCTTTATCCGATCGAATCCATTATTCGATAACGTGGATCCAGCCCCGTTCTYCGCTAACTTTTTCGASCAAATARTAAGTAGCGCAGTTTCATAGTAAACTCTGAGAACCTGCAGT
	GlicE^22       GGATTCTTTATCCGATCGAATCCATTATTCGATAACGTGGATCCAGCCCCGTTCTCCGCTAACTTTTTCGAGCAAATARTAAGTAGCGCAGTTTCATAGTAARCTCTGAGAACCTGCAGT
	GlicE^23       GGATTCTTTATCCGATCGAATCCATTATTCGATAACGTGGATCCAGCCCCGTTCTYCGCTAACTTTTTCGASCAAATAGTAAGTAGCGCAGTTTCATAGTAARCTCTGAGAACCTGCAGT
	GlicE^24      GGATTCTTTATCCGATCGAATCCATTATTCGATAACGTGGATCCAGCCCCGTTCTCCGCTAACTTTTTCGAGCAAATAGTAAGTAGCGCAGTTTCATAGTAAGCTCTGAGAACCTGCAGT
	GlicE^25      GGATTCTTTATCCGATCGAATCCATTATTCGATAACGTGGATCCAGCCCCGTTCTYCGCTAACTTTTTCGASCAAATAGTAAGTAGCGCAGTTTCATAGTAARCTCTGAGAACCTGCAGT
	GmorB^27    GGATTCTTTATCCGATCGAATCCATTATTCGATAACGTGGATCCAGCCCCGTTCTCCGCTAACTTTTTCGAGCAAATAGTAAGTAGCGCAGTTTCATAGTAAGCTCTGAGAACCTGCAGT
	GpasB^28    GGATTCTTTATCCGATCGAATCCATTATTCGATAACGTGGATCCAGCCCCGTTCTCCGCTAACTTTTTCGAGCAAATAGTAAGTAGCGCAGTTTCATAGTAAGCTCTGWGAACCTGCAGT
	GpasB^29    GGATTCTTTATCCGATCGAATCCATTATTCGATAACGTGGATCCAGCCCCGTTCTCCGCTAACTTTTTCGAGCAAATAGTAAGTAGCGCAGTTTCATAGTAAGCTCTGWGAACCTGCAGT


18 120
	GecuC^1     CGTTACCTATACACGGATAATTCCTTTCGACGATAAAAAAAGTGGCACGTTGAAGTATGATGGATGAGTCAGGGTGTTACTATTCGACTGGTACGATGTAATCATCTTGCGTTATCTGTA
	GecuP^4     CGTTACCTATACACGGATAATTCCTTTCGACGATAAAAAAAGTGGCACGTTGAAGTATGATGGATGAGTCAGGGTGTTACTATTCGACTGGTACGATGTAATCATCTTGCGTTATCTGTA
	GecuP^5      CGTTACCTATACACGGATAATTCCTTTCGACGATAAAAAAAGTGGCACGTTGAAGTATGATGGATGAGTCAGGGTGTTACTATTCGACTGGTACGATGTAATCATCTTGCGTTATCTGTA
	GecuE^8      CGTTACCTATACACGGATAATTCCTTTCGACGATAAAAAATGTGGCACGTTGAAGTATGATGGATGAGTCAGGGTGTTAYTATTCGACTGGTACGATGTAATCATCTTGCGTTATCTGTA
	GecuE^9       CGTTACCTATACACGGATAATTCCTTTCGACGATAAAAAAAGTGGCACGTTGAAGTATGATGGATGAGTCAGGGTGTTACTATTCGACTGGTACGATGTAATCATCTTGCGTTATCTGTA
	GecuE^10       CGTTACCTATACACGGATAATTCCTTTCGACGATAAAAAATGTGGCACGTTGAAGTATGATGGATGAGTCAGGGTGTTATTATTCGACTGGTACGATGTAATCATCTTGCGTTATCTGTA
	GlicC^15     CGTTACCTATACACGGATAATTCCTTTCGACGATAAAAAATGTGGCACGTTGAAGTATGATGGATGAGTCAGGGTGTTANTATTCGACTGGTACGATGTAATCATCTTGCGTTATCTGTA
	GlicP^17      CGTTACCTATACACGGATAATTCCTTTCGACGATAAAAAAAGTGGCACGTTGAAGTATGATGGATGAGTCAGGGTGTTANTATTCNACTGGTACGATGTAATCATCTTGCGTTATCTGTA
	GlicP^18      CGTTACCTATACACGGATAATTCCTTTCGACGATAAAAAAAGTGGCACGTTGAAGTATGATGGATGAGTCAGGGTGTTAYTATTCRACTGGTACGATGTAATCATCTTGCGTTATCTGTA
	GlicE^20      CGTTACCTATACACGGATAATTCCTTTCGACGATAAAAAATGTGGCACGTTGAAGTATGATGGATGAGTCAGGGTGTTATTATTCNACTGGTACGATGTAATCATCTTGCGTTATCTGTA
	GlicE^21      CGTTACCTATACACGGATAATTCCTTTCGACGATAAAAAAAGTGGCACGTTGAAGTATGATGGATGAGTCAGGGTGTTACTATTCGACTGGTACGATGTAATCATCTTGCGTTATCTGTA
	GlicE^22       CGTTACCTATACACGGATAATTCCTTTCGACGATAAAAAATGTGGCACGTTGAAGTATGATGGATGAGTCAGGGTGTTATTATTCGACTGGTACGATGTAATCATCTTGCGTTATCTGTA
	GlicE^23       CGTTACCTATACACGGATAATTCCTTTCGACGATAAAAAATGTGGCACGTTGAAGTATGATGGATGAGTCAGGGTGTTATTATTCRACTGGTACGATGTAATCATCTTGCGTTATCTGTA
	GlicE^24      CGTTACCTATACACGGATAATTCCTTTCGACGATAAAAAAWGTGGCACGTTGAAGTATGATGGATGAGTCAGGGTGTTAYTATTCGACTGGTACGATGTAATCATCTTGCGTTATCTGTA
	GlicE^25      CGTTACCTATACACGGATAATTCCTTTCGACGATAAAAAAAGTGGCACGTTGAAGTATGATGGATGAGTCAGGGTGTTACTATTCGACTGGTACGATGTAATCATCTTGCGTTATCTGTA
	GmorB^27    CGTTACCTATACACGGATAATTCCTTTCGACGATAAAAAAAGTGGCACGTTGAAGTATGATGGATGAGTCAGGGTGTTRYTATTCGACTGGTACGATGTAATCATCTTGCGTTATCTGTA
	GpasB^28    CGTTACCTATACACGGATAATTCCTTTCGACGATAAAAAAAGTGGCACGTTGAAGTATGATGGATGAGTCAGGGTGTTACTATTCGACTGGTACGATGTAATCATCTTGCGTTATCTGTA
	GpasB^29    CGTTACCTATACACGGATAATTCCTTTCGACGATAAAAAAAGTGGCACGTTGAAGTATGATGGATGAGTCAGGGTGTTACTATTCGACTGGTACGATGTAATCATCTTGCGTTATCTGTA


20 120
	GecuC^1     TGCGCGAGAGAGATGGGAGTATGCTAATGGGCCGAAATCGATTGGTTCTGATCGAATACTGTTCTAATACGAAAGGATATGGTTTGTAAAAGGGACTGTTTATCTTATTTTTGTCAAGAT
	GecuP^4     TGCGCGAGAGAGATGGGAGTATGCTAATGGGCCGAAATCGATTGGTTCTGATCGAATACTGTTCTAATACGAAAGGATATGGTTTGTAAAAGGGACTGTTTATCTTATTTTTGTCAAGAT
	GecuP^5     TGCGCGAGAGAGATGGGAGTATGCTAATGGGCCGAAATCGATTGGTTCTGATCGAATACTGTTCTAATACGAAAGGATATGGTTTGTAAAAGGGACTGTTTATCTTATTTTTGTCAAGAT
	GecuE^8      TGCGCGAGAGAGATGGGAGTATGCTAATGGGCCGAAATCGATTGGTTCTGATCGAATACTGTTCTAATACGAAAGGATATGGTTTGTAAAAGGGACTGTTTATCTTATTTTTGTCAAGAT
	GecuE^9       TGCGCGAGAGAGATGGGAGTATGCTAATGGGCCGAAATCGATTGGTTCTGATCGAATACTGTTCTAATACGAAAGGATATGGTTTGTAAAAGGGACTGTTTATCTTATTTTTGTCAAGAT
	GecuE^10       TGCGCGAGAGAGATGGGAGTATGCTAATGGGCCGAAATCGATTGGTTCTGATCGAATACTGTTCTAATACGAAAGGATATGGTTTGTAAAAGGGACTGTTTATCTTATTTTTGTCAAGAT
	GecuE^11       TGCGCGAGAGAGATGGGAGTATGCTAATGGGCCGAAATCGATTGGTTCTGATCGAATACTGTTCTAATACGAAAGGATATGGTTTGTAAAAGGGACTGTTTATCTTATTTTTGTCAAGAT
	GecuE^12      TGCGCGAGAGAGATGGGAGTATGCTAATGGGCCGAAATCGATTGGTTCTGATCGAATACTGTTCTAATACGAAAGGATATGGTTTGTAAAAGGGACTGTTTATCTTATTTTTGTCAAGAT
	GlicC^15     TGCGCGAGAGAGATGGGAGTATGCTAATGGNCCGAAATCGATTGGTTCTGATCGAATACTGTTCTAATACGAAAGGATATGGTTTGTAAAAGGGACTGTTTATCTTATTTTTGTCAAGAT
	GlicP^17      TGCGCGAGAGAGATGGGAGTATGCTAATGGGCCGAAATCGATTGGTTCTGATCGAATACTGTTCTAATACGAAAGGATATGGTTTGTAAAAGGGACTGTTTATCTTATTTTTGTCAAGAT
	GlicP^18      TGCGCGAGAGAGATGGGAGTATGCTAATGGGCCGAAATCGATTGGTTCTGATCGAATACTGTTCTAATACGAAAGGATATGGTTTGTAAAAGGGACTGTTTATCTTATTTTTGTCAAGAT
	GlicE^20      TGCGCGAGAGAGATGGGAGTATGCTAATGGGCCGAAATCGATTGGTTCTGATCGAATACTGTTCTAATACGAAAGGATATGGTTTGTAAAAGGGACTGTTTATCTTATTTTTGTCAAGAT
	GlicE^21      TGCGCGAGAGAGATGGGAGTATGCTAATGGGYCGAAATCGATTGGTTCTGATCGAATACTGTTCTAATACGAAAGGATATGGTTTGTAAAAGGGACTGTTTATCTTATTTTTGTCAAGAT
	GlicE^22       TGCGCGAGAGAGATGGGAGTATGCTAATGGGCCGAAATCGATTGGTTCTGATCGAATACTGTTCTAATACGAAAGGATATGGTTTGTAAAAGGGACTGTTTATCTTATTTTTGTCAAGAT
	GlicE^23       TGCGCGAGAGAGATGGGAGTATGCTAATGGGCCGAAATCGATTGGTTCTGATCGAATACTGTTCTAATACGAAAGGATATGGTTTGTAAAAGGGACTGTTTATCTTATTTTTGTCAAGAT
	GlicE^24      TGCGCGAGAGAGATGGGAGTATGCTAATGGGCCGAAATCGATTGGTTCTGATCGAATACTGTTCTAATACGAAAGGATATGGTTTGTAAAAGGGACTGTTTATCTTATTTTTGTCAAGAT
	GlicE^25      TGCGCGAGAGAGATGGGAGTATGCTAATGGGCCGAAATCGATTGGTTCTGATCGAATACTGTTCTAATACGAAAGGATATGGTTTGTAAAAGGGACTGTTTATCTTATTTTTGTCAAGAT
	GmorB^27    TGCGCGAGAGAGATGGGAGTATGCTAATGGGCCGAAATCGATTGGTTCTGATCGAATACTGTTCTAATACGAAAGGATATGGTTTGTAAAAGGGACTGTTTATCTTATTTTTGTCAAGAT
	GpasB^28    TGCGCGGGGGAGATGGGAGTATGCTAATGGGCCGAAATCGATTGGTTCTGATCGAATACTGTTCTAATACGAAAGGATATGGTTTGTAAAAGGGACTGTTYATCTTATTTTTGTCAAGAT
	GpasB^29    TGCGCGGGGGAGATGGGAGTATGCTAATGGGCCGAAATCGATTGGTTCTGATCGAATACTGTTCTAATACGAAAGGATATGGTTTGTAAAAGGGACTGTTYATCTTATTTTTGTCAAGAT


19 120
	GecuC^1     AATAGCGCCATCTATAGATCGAGGTTTCGATTACTCGTCGCCCTCGCTTCTTGTAAATAACACACGGATAACGGATGTAATATATTTTATGATAAAACGATATCGGATAGCCTATGTTTA
	GecuP^4     AATAGCGCCATCTATAGATCGAGGTTTCGATTACTCGTCGCCCTCGCTTCTTGTAAATAACACACGGATAACGGATGTAATATATTTTATGATAAAACGATATCGGATAGCCTATGTTTA
	GecuP^5      AATAGCGCCATCTATAGATCGAGGTTTCGATTACTCGTCGCCNTCGCTTCTTGTAAATAACACACGGATAACGGATGTAATATATTTTATGATAAAACGATATCGGATAGCCTATGTTTA
	GecuE^8      AATAGCGCCATCTWTAGATCGAGGTTTCGATTACTCGTCGCCCTCGCTTCTTGTAAATAACACACGGATAACGGATGTAATATATTTTATGATAAAACGATATCRGATAGCCTATGTTTA
	GecuE^9       AATAGCGCCATCTATAGATCGAGGTTTCGATTACTCGTCGCCCTCGCTTCTTGTAAATAACACACGGATAACGGATGTAATATATTTTATGATAAAACGATATCGGATAGCCTATGTTTA
	GecuE^10       AATAGCGCCATCTWTAGATCGAGGTTTCGATTACTCGTCGCCCTCGCTTCTTGTAAATAACACACGGATAACGGATGTAATATATTTTATGATAAAACGATATCGGATAGCCTATGTTTA
	GecuE^11      AATAGCGCCATCTWTAGATCGAGGTTTCGATTACTCGTCGCCCTCGCTTCTTGTAAATAACACACGGATAACGGATGTAATATATTTTATGATAAAACGATATCGGATAGCCTATGTTTA
	GlicC^15     AATAGCGCCATCTATAGATCGAGGTTTCGATTACTCGTCGCCCTCGCTTCTTGTAAATAACACACGGATAACGGATGTAATATATTTTATGATAAAACGATATCGGATAGCCTATGTTTA
	GlicP^17      AATAGCGCCATCTATAGATCGAGGTTTCGATTACTCGTCGCCCTCGCTTCTTGTAAATAACAYACGGATAACGGATGTAATATATTTTATGATAAAACGATATCGGATAGCCTATGTTTA
	GlicE^20      AATAGCGCCATCTATAGATCGAGGTTTCGATTACTCGTCGCCCTCGCTTCTTGTRAATAACACACGGATAACGGATGTAATATATTTTATGATAAAACGATATCGGATAGCCTATGTTTA
	GlicE^21      AATAGCGCCATCTATAGATCGAGGTTTCGATTACTCGTCGCCCTCGCTTCTTGTAAATAACACACGGATAACGGATGTAATATATTTTATGATAAAACGATATCGGATAGCCTATGTTTA
	GlicE^22      AATAGCGCCATCTATAGATCGAGGTTTCGATTACTCGTCGCCCTCGCTTCTTGTAAATAACAYACGGATAACGGATGTAATATATTTTATGATAAAACGATATCGGATAGCCTATGTTTA
	GlicE^23       AATAGCGCCATCTATAGATCGAGGTTTCGATTACTCGTCGCCCTCGCTTCTTGTAAATAACACACGGATAACGGATGTAATATATTTTATGATAAAACGATATCGGATAGCCTATGTTTA
	GlicE^24       AATAGCGCCATCTATAGATCGAGGTTTCGATTACTCGTCGCCCTCGCTTCTTGTAAATAACAYACGGATAACGGATGTAATATATTTTATGATAAAACGATATCGGATAGCCTATGTTTA
	GlicE^25      AATAGCGCCATCTATAGATCGAGGTTTCGATTACTCGTCGCCCTCGCTTCTTGTAAATAACACACGGATAACGGATGTAATATATTTTATGATAAAACGATATCGGATAGCCTATGTTTA
	GlicE^26      AATAGCGCCATCTATAGATCGAGGTTTCGATTACTCGTCGCCCTCGCTTCTTGTRAATAACACACGGATAACGGATGTAATATATTTTATGATAAAACGATATCGGATAGCCTATGTTTA
	GmorB^27    AATAGCGCCATCTATAGATCGAGGTTTCGATTACTCGTCGCCCTCGCTTCTTGTAAATAACACACGGATAACGGATGTAATATATTTTATGATAAAACGATATCGGATAGCCTATGTTTA
	GpasB^28    AATAGCGCCATCTWTAGATCGAGGTTTCGATTACTCGTCGCCCTCGCTTCTTGTAAATAACACACGGATAACGGATGTAATATATTTTATGATAAAACGATATCGGATAGCCTATGTTTA
	GpasB^29    AATAGCGCCATCTATAGATCGAGGTTTCAATTACTCGTCGCCCTCGCTTCTTGTAAATAACACACGGATAACGGATGTAATATATTTTATGATAAAACGATATCGGATAGCCTATGTTTA


17 120
	GecuC^1     ATCTNACAAGAGGCAGCGATCTGATACTGCATAATAACAAAGATCAATCCATGAAAATGGGCAGATGCACATGTATGCTATACGAACNCGGAATNAACTGAGAGCACCGTTTCACAAATT
	GecuP^4     ATCTGACAAGAGGCAGCGATCTGATACTGCATAATAACAAAGATCAATCCATGAAAATGGGCAGATGCACATGTATGCTATACGAACTCGGAATGAACTGAGAGCACCGTTTCACAAATT
	GecuP^5     ATCTGACAAGAGGCAGCGATCTGATACTGCATAATAACAAAGATCAATCCATGAAAATGGGCAGATGCACATGTATGCTATACGAACTCGGAATGAACTGAGAGCACCGTTTCACAAATT
	GecuE^8      ATCTGACAAGAGGCAGCGATCTGATACTGCATAATAACAAAGATCAATCCATGAAAATGGGCAGATGCACATGTATGCTATACGAACTCGGAATGAACTGAGAGCACCGTTTCACAAATT
	GecuE^9       ATCTGACAAGAGGCAGCGATCTGATACTGCATAATAACAAAGATCAATCCATGAAAATGGGCAGATGCACATGTATGCTATACGAACTCGGAATGAACTGAGAGCACCGTTTCACAAATT
	GecuE^10       ATCTGACAAGAGGCAGCGATCTGATACTGCATAATAACAAAGATCAATCCATGAAAATGGGCAGATGCACATGTATGCTATACGAACTCGGAATGAACTGAGAGCACCGTTTCACAAATT
	GlicC^15     ATCTGACAAGAGGCAGCGATCTGATACTGCATAATAACAAAGATCAATCCATGAAAATGGGCAGATGCACATGTATGCTATACGAACTCGGAATGAACTGAGAGCACCGTTTCACAAATT
	GlicP^17      ATCTGACAAGAGGCAGCGATCTGATACTGCATAATAACAAAGATCAATCCATGAAAATGGGCAGATGCACATGTATGCTATACGAACTCGGAATGAACTGANAGCACCGTTTCACAAATT
	GlicE^20      ATCTGACAAGAGGCAGCGATCTGATACTGCATAATAACAAAGATCAATCCATGAAAATGGGCAGATGCACATGTATGCTATACGAACTCGGAATGAACTGAGAGCACCGTTTCACAAATT
	GlicE^21      ATCTGACAAGAGGCAGCGATCTGATACTGCATAATAACAAAGATCAATCCATGAAAATGGGCAGATGCACATGTATGCTATACGAACTCGGAATGAACTGAGAGCACCGTTTCACAAATT
	GlicE^22       ATCTGACAAGAGGCAGCGATCTGATACTGCATAATAACAAAGATCAATCCATGAAAATGGGCAGATGCACATGTATGCTATACGAACTCGGAATGAACTGAGAGCACCGTTTCACAAATT
	GlicE^23       ATCTGACAAGAGGCAGCGATCTGATACTGCATAATAACAAAGATMAATCCATGAAAATGGGCAGATGCACATGTATGCTATACGAACTCGGAATGAACTGAGAGCACCGTTTCACAAATT
	GlicE^24      ATCTGACAAGAGGCAGCGATCTGATACTGCATAATAACAAAGATCAATCCATGAAAATGGGCAGATGCACATGTATGCTATACGAACTCGGAATGAACTGAGAGCACCGTTTCACAAATT
	GlicE^25      ATCTGACAAGAGGCAGCGATCTGATACTGCATAATAACAAAGATCAATCCATGAAAATGGGCAGATGCACATGTATGCTATACGAACTCGGAATGAACTGAGAGCACCGTTTCACAAATT
	GmorB^27    ATCTGACAAGAGGCAGCGATCTGATACTGCATAATAACAAAGATCAATCCATGAAAATGGGCAGATGCACATGTATGCTATACGAACTCGGAATGAACTGAGAGCACCGTTTCACAAATT
	GpasB^28    ATCTGACAAGAGGCAGCGATCTGATACTGCATAATAACAAAGATCAATCCATGAAAATGGGCAGATGCACATGTATGCTATACGAACTCGGAATGAACTGAGAGCACCGTTTCACAAATT
	GpasB^29    ATCTGACAAGAGGCAGCGATCTGATACTGCATAATAACAAAGATCAATCCATGAAAATGGGCAGATGCACATGTATGCTATACGAACTCGGAATGAACTGAGAGCACCGTTTCACAAATT


16 120
	GecuC^1     GACCGATACTTCAGTGTTTGTCATTTGATRAATATTCAAYATACCTGTTTAGTTTCCCAAACGTAACCTTTTGGTATGATGAAATTTACACTAGTTACTAGATGTCTGGGCTCCTACTCC
	GecuP^4     GACCGATACTTCAGTGTTTGTCATTTGATGAATATTCAACATACCTGTTTAGTTTCCCAAACGTAACCTTTTGGTATGATGAAATTTACACTAGTTACTAGATGTCTGGGCTCCTACTCC
	GecuP^5      GACCGATACTTCAGTGTTTGTCATTTGATGAATATTCAACATACCTGTTTAGTTTCCCAAACGTAACCTTTTGGTATGATGAAATTTACACTAGTTACTAGATGTCTGGGCTCCTACTCC
	GecuE^8       GACCGATAYTTCAGTGTTTGTCATTTGATGAATATTCAACATACCTGTTTAGTTTCCCAAACGTAACCTTTTGGTATGATGAAATTTACACTAGTTACTAGATGTCTGGGCTCCTACTCC
	GecuE^9       GACCGATACTTCAGTGTTTGTCATTTGATRAATATTCAAYATACCTGTTTAGTTTCCCAAACGTAACCTTTTGGTATGATGAAATTTACACTAGTTACTAGATGTCTGGGCTCCTACTCC
	GecuE^10      GACCGATACTTCAGTGTTTGTCATTTGATGAATATTCAACATACCTGTTTAGTTTCCCAAACGTAACCTTTTGGTATGATGAAATTTACACTAGTTACTAGATGTCTGGGCTCCTACTCC
	GlicC^15     GACCGATACTTCAGTGTTTGTCATTTGATAAATATTCAATATACCTGTTTAGTTTCCCAAACGTAACCTTTTGGTATGATGAAATTTACACTAGTTACTAGATGTCTGGGCTCCTATTCT
	GlicP^17      GACCGATACTTCAGTGTTTGTCATTTGATAAATATTCAATATACCTGTTTAG-TTCCCAAACGTAACCTTTTGGTATGATGAAATTTACACTAGTTACTAGATNTCTGGGCTCCTATTCT
	GlicE^20      GACCGATACTTCAGTGTTTGTCATTTGATAAATATTCAATATACCTGTTTAGTTTCCCAAACGTAACCTTTTGGTATGATGAAATTTACACTAGTTACTAGATGTCTGGGCTCCTATTCT
	GlicE^21      GACCGATACTTCAGTGTTTGTCATTTGATRAATATTCAATATACCTGTTTAGTTTCCCAAACGTAACCTTTTKGTATGATGAAATTTACACTAGTTACTAGATGTCTGGGCTCCTACTCC
	GlicE^22       GACCGATACTTCAGTGTTTGTCATTTGATAAATATTCAATATACCTGTTTAGTTTCCCAAACGTAACCTTTTGGTATGATGAAATTTACACTAGTTACTAGATGTCTGGGCTCCTATTCT
	GlicE^23       GACCGATACTTCAGTGTTTGTCATTTGATAAATATTCAATATACCTGTTTAGTTTCCCAAACGTAACCTTTTGGTATGATGAAATTTACACTAGTTACTAGATGTCTGGGCTCCTATTCT
	GlicE^24      GACCGATACTTCAGTGTTTGTCATTTGATRAATATTCAATATACCTGTTTAGTTTCCCAAACGTAACCTTTTGGTATGATGAAATTTACACTAGTTACTAGATGTCTGGGCTCCTAYTCY
	GmorB^27    GACCGATACTTCAGTGTTTGTCATTTGATAAATATTCAATATACCTGTTTAGTTTCCCAAACGTAACCTTTTGGTATGATGAAATTTACACTAGTTACTAGATGTCTGGGCTCCTACTCC
	GpasB^28    GACCGATACTTCAGTGTTTGTCATTTGATAAATATTCAATATACCTGTTTAGTTTCCCAAACGTAACCTTTTGGTATGATGAAATTTACACTAGTTACTAGATGTCTGRGCTCCTACTCC
	GpasB^29    GACCGATACTTCAGTGTTTGTCATTTGATAAATATTCAATATACCTGTTTAGTTTCCCAAACGTAACCTTTTGGTATGATGAAATTTACACTAGTTACTAGATGTCTGGGCTCCTACTCC


20 120
	GecuC^1     CAGTTTTGAATCGGTATAGCCAATCGTCAGAAAATACACACTCAGTTTCTGATAAGCCTAAATCATCACGGAACTGTTTACCTATTACCATAATCATGGACTCGGTCACAGGTTTTCCTT
	GecuP^4     CAGTTTTGAATCGGTATAGCCAATCGTCAGAAAATACACACTCAGTTTCTGATAAGCCTAAATCATCACGGAACTGTTTACCTATTACCATAATCATGGACTCGGTCACAGGTTTTCCTT
	GecuP^5     CAGTTTTGAATCGGTATAGCCAATCGTCAGAAAATACACACTCAGTTTCTGATAAGCCTAAATCATCACGGAACTGTTTACCTATTACCATAATCATGGACTCGGTCACAGGTTTTCYTT
	GecuP^6      CAGTTTTGAATCGGTATAGCCAATCGTCAGAAAATACACACTCAGTTTCTGATAAGCCTAAATCATCACGGAACTGTTTACCTATTACCATAATCATGGACTCGGTCACAGGTTTTCYTT
	GecuP^7      CAGTTTTGAATCGGTATAGCCAATCGTCAGAAAATACACACTCAGTTTCTGATAAGCCTAAATCATCACGGAACTGTTTACCTATTACCATAATCATGGACTCGGTCACAGGTTTTCCTT
	GecuE^8      CAGTTTTGAATCGGTATAGCCAATCGTCAGAAAATACACACTCAGTTTCTGATAAGCCTAAATCATCACGGAACTGTTTACCTATTACCATAATCATGGACTCGGTCACAGGTTTTCCTT
	GecuE^9       CAGTTTTGAATCGGTATAGCCAATCGTCAGAAAATACACACTCAGTTTCTGATAAGCCTAAATCATCACGGAACTGTTTACCTATTACCATAATCATGGACTCGGTCACAGGTTTTCYTT
	GecuE^10       CAGTTTTGAATCGGTATAGCCAATCGTCAGAAAATACACACTCAGTTTCTGATAAGCCTAAATCATCACGGAACTGTTTACCTATTACCATAATCATGGACTCGGTCACAGGTTTTCCTT
	GecuE^11      CAGTTTTGAATCGGTATAGCCAATCGTCAGAAAATACACACTCAGTTTCTGATAAGCCTAAATCATCACGGAACTGTTTACCTATTACCATAATCATGGACTCGGTCACAGGTTTTCYTT
	GlicC^15     CAGTTTTGAATCCGTATAGCCAATCGTCAGAAAATACACACTCAGTTTCTGATAAGCCTAAATCATCACGGAACTGTTTACCTATTACCATAATCATGGACTCGGTCACAGGTTTTCCTT
	GlicP^17      CAGTTTTGAATCSGTATAGCCAATCGTCAGAAAATACACACTCAGTTTCTGATAAGCCTAAATCATCACGGAACTGTTTACCTATTACCATAATCATGGACTCGGTCACAGGTTTTCCTT
	GlicE^20      CAGTTTTGAATCSGTATRGCCAATCGTCAGAAAATACACACTCAGTTTCTGATAAGCCTAAATCATCACGGAACTGTTTACCTATTACCATAATCATGGACTCGGTCACAGGTTTTCCTT
	GlicE^21      CAGTTTTGAATCSGTATAGCCAATCGTCAGAAAATACACACTCAGTTTCTGATAAGCCTAAATCATCACGGAACTGTTTACCTATTACCATAATCATGGACTCGGTCACAGGTTTTCCTT
	GlicE^22       CAGTTTTGAATCGGTATAGCCAATCGTCAGAAAATACACACTCAGTTTCTGATAAGCCTAAATCATCACGGAACTGTTTACCTATTACCATAATCATGGACTCGGTCACAGGTTTTCYTT
	GlicE^23       CAGTTTTGAATCSGTATAGCCAATCGTCAGAAAATACACACTCAGTTTCTGATAAGCCTAAATCATCACGGAACTGTTTACCTATTACCATAATCATGGACTCGGTCACAGGTTTTCYTT
	GlicE^24      CAGTTTTGAATCGGTATAGCCAATCGTCAGAAAATACACACTCAGTTTCTGATAAGCCTAAATCATCACGGAACTGTTTACCTATTACCATAATCATGGACTCGGTCACAGGTTTTCCTT
	GlicE^25      CAGTTTTGAATCSGTATAGCCAATCGTCAGAAAATACACACTCAGTTTCTGATAAGCCTAAATCATCACGGAACTGTTTACCTATTACCATAATCATGGACTCGGTCACAGGTTTTCCTT
	GmorB^27    CAGTTTTGAATCSGTATAGCCAATCGTCAGAAAATACACACTCAGTTTCTGATAAGCCTAAATCATCACGGAACTGTTTACCTATTACCATAATCATGGACTCGGTCACAGGTTTTCCTT
	GpasB^28    CAGTTTTGAATCGGTATAGCCAATCGTCAGAAAATACACACTCAGTTTCTGATAAGCCTAAATCATCACGGAACTGTTTACCTATTACCATAATCATGGACTCGGTCACAGGTTTTCYTT
	GpasB^29    CAGTTTTGAATCGGTATAGCCAATCGTCAGAAAATACACACTCAGTTTCTGATAAGCCTAAATCATCACGGAACTGTTTACCTATTACCATAATCATGGACTCGGTCACAGGTTTTCCTT


16 120
	GecuC^1     GCCNGAAAAGGTGGACCATTCTGGGTTTACGCTGGTATGAGTATTTCTGTAATTATATTTGTCGCAATTTGGATACCCGAGACGAAGGGAAAGAGTTTTCAAGAAATTCAGGATATTATA
	GecuP^4      GCCGGAAAAGGTGGACCATTCTGGGTTTACGCTGGTATGAGTATTTCTGTAATTATATTTGTCGCAATTTGGATACCCGAGACGAAGGGAAAGAGTTTTCAAGAAATTCAGGATATTATA
	GecuE^8       GCCGGAAAAGGTGGACCATTCTGGGTTTACGCTGGTATGAGTATTTCTGTAATTATATTTGTCGCAATTTGGATACCCGAGACGAAGGGAAAGAGTTTTCAAGAAATTCAGGATATTATA
	GecuE^9      GCCGGAAAAGGTGGACCATTCTGGGTTTACGCTGGTATGAGTATTTCTGTAATTATATTTGTCGCAATTTGGATACCCGAGACGAAGGGAAAGAGTTTTCAAGAAATTCAGGATATTATA
	GlicC^15     GCCGGAAAAGGTGGACCATTCTGGGTTTACGCTGGTATGAGTATTTCTGTAATTATATTTGTCGCAATTTGGATACCCGAGACGAAGGGAAAGAGTTTTCAAGAAATTCAGGATATTATA
	GlicC^16     GCCGGAAAAGGTGGACCATTCTGGGTTTACGCTGGTATGAGTATTTCTGTAATTATATTTGTCGCAATTTGGATACCCGAGACGAAGGGAAAGAGTTTTCAAGAAATTCAGGATATTATA
	GlicP^17      GCCGGAAAAGGTGGACCATTCTGGGTTTACGCTGGTATGAGTATTTCTGTAATTATATTTGTCGCAATTTGGATACCCGAGACGAAGGGAAAGAGTTTTCAAGAAATTCAGGATATTATA
	GlicE^20      GCCGGAAAAGGTGGACCATTCTGGGTTTACGCTGGTATGAGTATTTCTGTAATTATATTTGTCGCAATTTGGATACCCGAGACGAAGGGAAAGAGTTTTCAAGAAATTCAGGATATTATA
	GlicE^21      GCCGGAAAAGGTGGACCATTCTGGGTTTACGCTGGTATGAGTATTTCTGTAATTATATTTGTCGCAATTTGGATACCCGAGACGAAGGGAAAGAATTTTCAAGAAATTCAGGATATTATA
	GlicE^22      GCCGGAAAAGGTGGACCATTCTGGGTTTACGCTGGTATGAGTATTTCTGTAATTATATTTGTCGCAATTTGGATACCCGAGACGAAGGGAAAGAGTTTTCAAGAAATTCAGGATATTATA
	GlicE^23       GCCGGAAAAGGTGGACCATTCTGGGTTTACGCTGGTATGAGTATTTCTGTAATTATATTTGTCGCAATTTGGATACCCGAGACGAAGGGAAAGAGTTTTCAAGAAATTCAGGATATTATA
	GlicE^24       GCCGGAAAAGGTGGACCATTCTGGGTTTACGCTGGTATGAGTATTTCTGTAATTATATTTGTCGCAATTTGGATACCCGAGACGAAGGGAAAGAGTTTTCAAGAAATTCAGGATATTATA
	GlicE^25      GCCGGAAAAGGTGGACCATTCTGGGTTTACGCTGGTATGAGTATTTCTGTAATTATATTTGTCGCAATTTGGATACCCGAGACGAAGGGAAAGAGTTTTCAAGAAATTCAGGATATTATA
	GmorB^27    GCCGGAAAAGGTGGACCATTCTGGGTTTACGCTGGTATGAGTATTTCTGTAATTATATTTGTCGCAATTTGGATACCCGAGACGAAGGGAAAGARTTTTCAAGAAATTCAGGATATTATA
	GpasB^28    GCCGGAAAAGGTGGACCATTCTGGGTTTACGCTGGTATGAGTATTTCTGTAATTATATTTGTCGCAATTTGGATACCCGAGACGAAGGGAAAGAGTTTTCAAGAAATTCAGGATATTATA
	GpasB^29    GCCGGAAAAGGTGGACCATTCTGGGTTTACGCTGGTATGAGTATTTCTGTAATTATATTTGTCGCAATTTGGATACCCGAGACGAAGGGAAAGAGTTTTCAAGAAATTCAGGATATTATA


18 120
	GecuC^1     ATTGGACCGAGAGCTGGTATAACGATGAGATAAAATGCCTGATAGAATAGCTATGTTCATATGTTACATGACTTGCATAGAAGTAATAATATACAGCGAGGTCCTAAAGTATCTCCCCAT
	GecuP^4     ATTGGACCGAGAGCTGGTATAACGATGAGATAAAATGCCT----RAATAGCTATGTTCATATGTTACATGRCTTGCATAGAAGTAATAATATACAGCGARGTCCTAAAGTATCTCCCCAT
	GecuP^5     ATTGGACCGAGAGCTGGTATAACGATGAGATAAAATGCCTNN--RAATAGCTATGTTCATATGTTACATNRCTTGCATAGAAGTAATAATATACAGCGARGTCCTAAAGTATCTCCCCAT
	GecuP^6      ATTGGACCGAGAGCTGGTATAACGATGAGATAAAATGCCTGATAGAATAGCTATGTTCATATGTTACATGACTTGCATAGAAGTAATAATATACAGCGAGGTCCTAAAGTATCTCCCCAT
	GecuE^8      ATTGGACCGAGAGCTGGTATAACGATGAGATAAAATGCCTGATAGAATAGCTATGTTCATATGTTACATGACTTGCATAGAAGTAATAATATACAGCGAGGTCCTAAAGTATCTCCCCAT
	GecuE^9       ATTGGACCGAGAGCTGGTATAACGATGAGATAAAATGCCTGATAGAATAGCTATGTTCATATGTTACATGACTTGCATAGAAGTAATAATATACAGCGAGGTCCTAAAGTATCTCCCCAT
	GecuE^10       ATTGGACCGAGAGCTGGTATAACGATGAGATAAAATGCCTGATAGAATAGCTATGTTCATATGTTACATGACTTGCATAGAAGTAATAATATACAGCGAGGTCCTAAAGTATCTCCCCAT
	GlicC^15     ATTGGACCGAGAGCTGGTATAACGATGAGATAAAATGCCTGATAGAATAGCTATGTTCATATGTTACATGACTTGCATAGAAGTAATAATATACAGCGAGGTCCTAAAGTATCTCCCCAT
	GlicP^17      ATTGGACCGAGAGCTGGTATAACGATGAGATAAAATGCCTGATAGAATAGCTATGTTCATATGTTACATGACTTGCATAGAAGTAATAATATACAGCGAGGTCCTAAAGTATCTCCCCAT
	GlicE^20      ATTGGACCGAGAGCTGGTATAACGATGAGATAAAATGCCTGATAGAATAGCTATGTTCATATGTTACATGACTTGCATAGAAGTAATAATATACAGCGAGGTCCTAAAGTATCTCCCCAT
	GlicE^21      ATTGGACCGAGAGCTGGTATAACGATGAGATAAAATGCCTGATAGAATAGCTATGTTCATATGTTACATGACTTGCATAGAAGTAATAATATACAGCGAGGTCCTAAAGTATCTCCCCAT
	GlicE^22       ATTGGACCGAGAGCTGGTATAACGATGAGATAAAATGCCTGATAGAATAGCTATGTTCATATGTTACATGACTTGCATAGAAGTAATAATATACAGCGAGGTCCTAAAGTATCTCCCCAT
	GlicE^23       ATTGGACCGAGAGCTGGTATAACGATGAGATAAAATGCCTGATAGAATAGCTATGTTCATATGTTACATGACTTGCATAGAAGTAATAATATACAGCGAGGTCCTAAAGTATCTCCCCAT
	GlicE^24      ATTGGACCGAGAGCTGGTATAACGATGAGATAAAATGCCTGATAGAATAGCTATGTTCATATGTTACATGACTTGCATAGAAGTAATAATATACAGCGAGGTCCTAAAGTATCTCCCCAT
	GlicE^25      ATTGGACCGAGAGCTGGTATAACGATGAGATAAAATGCCTGATAGAATAGCTATGTTCATATGTTACATGACTTGCATAGAAGTAATAATATACAGCGAGGTCCTAAAGTATCTCCCCAT
	GmorB^27    ATTGGACCGAGAGCTGGTATAACGATGAGATAAAATGCCTGATAGAATAGCTATGTTCATATGTTACATGACTTGCATAGAAGTAATAATATACAGCGAGGTCCTAAAGTATCTCCCCAT
	GpasB^28    ATTGGACCGAGAGCTGGTATAACGATGAGATAAAATGCCT----GAATAGCTATGTTCATATGTTACATGACTTGCATAGAAGTAATAATATACAGCGAGGTCCTAAAGTATCTCCCCAT
	GpasB^29    ATTGGACCGAGAGCTGGTATAACGATGAGATAAAATGCCTGATAGAATAGCTATGTTCATATGTTACATGACTTGCATAGAAGTAATAATATACAGCGAGGTCCTAAAGTATCTCCCCAT


15 120
	GecuC^1     GAGATTTCGGATAACGGATCCGGATCCGAGGTTTCGGATAGCGGATCCGAATAACATCAAGATCCAGATATCCGAATCCGGGTAACATCACTAAACACTACGAAACACTTACTGAAATCG
	GecuP^4     GAGATTTCGGATAGCGGATCCGGATCCGAGGTTTCGGATAGCGGATCCGAATAACATCAAGATCCAGATATCCGAATCCGGGTAACATCACTAAACACTACGAAACACTTACTGAAATCG
	GecuE^8      GAGATTTCGGATAACGGATCCGGATCCGAGGTTTCGGATAGCGGATCCGAATAACATCAAGATCCAGATATCCGAATCCGGGTAACATCACTAAACACTACGAAACACTTACTGAAATCG
	GecuE^9       GAGATTTCGRATAACGGATCCGGATCCGA-GTTTCGGATAGCGGNTCCGAATAACATCAAGNTCCNGATATCCGAATCCGGGTAACATCACTAAACACTACGAAACACTTACTGAAATCG
	GecuE^10       GAGATTTCGGATAACGGATCCGGATCCGAGGTTTCGGATAGCGGATCCGAATAACATCAAGATCCAGATATCCGAATCCGGGTAACATCACTAAACACTACGAAACACTTACTGAAATCG
	GecuE^11       GAGATTTCGRATAACGGATCCGGATCCGAGGTTTCGGATAGCGGATCCGAATAACATCAAGATCCAGATATCCGAATCCGGGTAACATCACTAAACACTACGAAACACTTACTGAAATCG
	GlicC^15     GAGATTTCGGATAACGGATCCGGATCCGAGGTTTCGGATAGCGGATCCGAATAACATCAAGATCCAGATATCCGAATCCGGGTAACATCACTAAACACTACGAAACACTTACTGAAATCG
	GlicP^17      GAGATTTCGGATAACGGATCCGGATCCNAGGTTTCGGATAGCGGATCCGAATAACATCAAGATCCAGATATCCGAATCCGGGTAACATCACTAAACACTAYGAAACACTTACTGAAATCG
	GlicE^20      GAGATTTCGGATAACGGATCCGGATCCGAGGTTTCGGATAGCGGATCCGAATAACATCAAGATCCAGATATCCGAATCCGGGTAACATCACTAAACACTACGAAACACTTACTGAAATCG
	GlicE^21       GAGATTTCGGATAACGGATCCGGATCCGAGGTTTCGGATAGCGGATCCGAATAACATCAAGATCCAGATATCCGAATCCGGGTAACATCACTAAACACTACGAAACACTTACTGAAATCG
	GlicE^22       GAGATTTCGGATARCGGATCCGGATCCGAGGTTTCGGATAGCGGATCCGAATAACATCAAGATCCAGATATCCGAATCCGGGTAACATCACTAAACACTACGAAACACTTACTGAAATCG
	GlicE^23      GAGATTTCGGATAACGGATCCGGATCCGAGGTTTCGGATAGCGGATCCGAATAACATCAAGATCCAGATATCCGAATCCGGGTAACATCACTAAACACTACGAAACACTTACTGAAATCG
	GlicE^24      GAGATTTCGGATAACGGATCCGGATCCGAGGTTTCGGATAGCGGATCCGAATAACATCAAGATCCAGATATCCGAATCCGGGTAACATCACTAAACACTACGAAACACTTACTGAAATCG
	GmorB^27    GAGATTTCGGATAACGGATCCGGATCCGAGGTTTCGGATAGCGGATCCGAATAACATCAAGATCCAGATATCCGAATCCGGGTAACATCACTAAACACTACGAAACACTTACTGAAATCG
	GpasB^28    GAGATTTCGGATAACGGATCCGGATCCGAGGTTTCGGATAGCGGATCCGAATAACATCAAGATCCAGATATCCGAATCCGGGTAACATCACTAAACACTAYGAAACACTTACTGAAATCG


18 120
	GecuC^1     TCGTCTAATATTTCAGAGATTGTTGGATACATTTACACACGACTAGTATTATTTTTTTCACGTGTATATCATTTTTGCGACGACCACTAAACTAACGCCATTATGGGGCACAACCAATAC
	GecuP^4     TCGTCTAATATTTCAGAGATTGTTGGATACATTTACACACGACTAGTATTATTTTTTTCACGTGTATATCATTTTTGCGACGACCACTAAACTAACGCCATTATGGGGCACAACCAATAC
	GecuP^5     TCGTCTAATATTTCAGAGATTGTTGGATACATTTACACACGACTAGTATTATTTTTTTCACGTGTATATCATTTTTGCGACGACCACTAAACTAACGCCATTATGGGGCACAACCAATAC
	GecuP^6      TCGTCTAATATTTCAGAGATTGTTGGATACATTTACACACGACTAGTATTATTTTTTTCACGTGTATATCATTTTTGCGACGACCACTAAACTAACGCCATTATGGGGCACAACCAATAC
	GecuE^8      TCGTCTAATATTTCAGAGATTGTTGGATACATTTACACACGACTAGTATTATTTTTTTCACGTGTATATCATTTTTGCGACGACCACTAAACTAACGCCATTATGGGGCACAACCAATAC
	GecuE^9       TCGTCTAATATTTCAGAGATTGTTGGATACATTTACACACGACTAGTATTATTTTTTTCACGTGTATATCATTTTTGCGACGACCACTAAACTAACGCCATTATGGGGCACAACCAATAC
	GecuE^10       TCGTCTAATATTTCAGAGATTGTTGGATACATTTACACACGACTAGTATTATTTTTTTCACGTGTATATCATTTTTGCGACGACCACTAAACTAACGCCATTATGGGGCACAACCAATAC
	GlicC^15     TCGTCTAATATTTCANAGATTGTTGGATACATTTACACACGACTAGTATTATTTTTTTCACGTGTATATCATTTTTGCGACGACCACTAAACTAACGCCATTATGGGGCACAACCAATAC
	GlicP^17      TCGTCTAATATTTCANAGATTGTTGGATACATTTACACACGACTANTATTATTTTTTTCACGTGTATATCATTTTTGCGACGACCACTAAACTAACGCCATTATGGGGCACAACCAATAC
	GlicE^20      TCGTCTAATACTTCAGAGATTGTTGGATACATTTACACACGACTAGTATTA-TTTTTTCACGTGTATATCATTTTTGCGACGACCACTAAACTAACGCCATTATGGGGCACAACCAATAC
	GlicE^21      TCGTCTAATATTTCAGAGATTGTTGGATACATTTACACACGACTAGTATTATTTTTTTCACGTGTATATCATTTTTGCGACGACCACTAAACTAACGCCATTATGGGGCACAACCAATAC
	GlicE^22      TCGTCTAATATTTCARAGATTGTTGGATACATTTACACACGACTAGTATTATTTTTTTCACGTGTATATCATTTTTGCGACGACCACTAAACTAACGCCATTATGGGGCACAACCAATAC
	GlicE^23       TCGTCTAATAYTTCARAGATTGTTGGATACATTTACACACGACTAGTATTATTTTTTTCACGTGTATATCATTTTTGCGACGACCACTAAACTAACGCCATTATGGGGCACAACCAATAC
	GlicE^24       TCGTCTAATATTTCARAGATTGTTGGATACATTTACACACGACTAGTATTATTTTTTTCACGTGTATATCATTTTTGCGACGACCACTAAACTAACGCCATTATGGGGCACAACCAATAC
	GlicE^25      TCGTCTAATATTTCANAGATTGTTGGATACATTTACACACGACTAGTATTATTTTTTTCACGTGTATATCATTTTTGCGACGACCACTAAACTAACGCCATTATGGGGCACAACCAATAC
	GlicE^26      TCGTCTAATATTTCARAGATTGTTGGATACATTTACACACGACTAGTATTATTTTTTTCACGTGTATATCATTTTTGCGACGACCACTAAACTAACGCCATTATGGGGCACAACCAATAC
	GmorB^27    TCGTCTAATATTTCAGAGATTGTTGGATACATTTACACACGACTAGTATTATTTTTTTCACGTGTATATCATTTTTGCGACGACCACTAAACTAACGCCATTATGGGGCACAACCAATAC
	GpasB^28    TCGTCTAATATTTCAGAGATTGTTGGATACATTTACACACGACTAGTATTATTTTTTTCACGTGTATATCATTTTTGCGACGACCACTAAACTAACGCCATTATGGGGCACAACCAATAC


20 120
	GecuC^1     GAAATGGTCGTGGATCGGACGCGGCGCGGCGATGCGCAATATAAGATACCTACGTTATGATTATTGTTATTGCTCTCGAGTAGACTACATGTATACGAAGAAAATCTGAAATCGAGGAAT
	GecuP^4     GAAATGGTCGTGGATCGGACGCGGCGCGGCGATGCGCAATATAAGATACCTACGTTATGATTATTGTTATTGCTCTCGAGTAGACTACATGTATACGAAGAAAATCTGAAATCGAGGAAT
	GecuP^5      GAAATGGTCGTGGATCGGACGCGGCGCGGCGATGCGCAATATAAGATACCTACGTTATGATTATTGTTATTGCTCTCGAGTAGACTACATGTATACGAAGAAAATCTGAAATCGAGGAAT
	GecuE^8      GAAATGGTCGTGGATCGGACGCGGCGCGGCGATGCGCAATATAAGATACCTACGTTATGATTATTGTTATTGCTCTCGAGTAGACTACATGTATACGAAGAAAATCTGAAATCGAGGAAT
	GecuE^9       GAAATGGTCGTGGATCGGACGCGGCGCGGCGATGCNCAATATAAGATACCTACGTTATGATTATTGTTATTGCTCTCGAGTAGACTACATGTATACGAAGAAAATCTGAAATCGAGGAAT
	GecuE^10       GAAATGGTCGTGGATCGGACGCGGCGCGGCGATGCGCAATATAAGATACCTACGTTATGATTATTGTTATTGCTCTCGAGTAGACTACATGTATACGAAGAAAATCTGAAATCGAGGAAT
	GecuE^11       GAAATGGTCGTGGATCGGACGCGGCGCGGCGATGCGCAATATAAGATACCTACGTTATGATTATTGTTATTGCTCTCGAGTAGACTACATGTATACGAAGAAAATCTGAAATCGAGGAAT
	GecuE^12      GAAATGGTCGTGGATCGGACGCGGCGCGGCGATGCGCAATATAAGATACCTACGTTATGATTATTGTTATTGCTCTCGAGTAGACTACATGTATACGAAGAAAATCTGAAATCGAGGAAT
	GlicC^15     GAAATGGTCGTGGATCGGACGCGGCGCGGCGATGCGCAATATAAGATACCTACGTTATGATTATTGTTATTGCTCTCGAGTAGACTACATGTAYACGAAGAAAATCTGAAATCGAGGAAT
	GlicP^17      GAAATGGTCGTGGATCGGACGCGGCGCGGCGATGCGCAATATAAGATACCTACGTTATGATTATTGTTATTGCTCTCGAGTAGACTACATGTATACGAAGAAAATCTGAAATCGAGGAAT
	GlicE^20      GAAATGGTCGTGGATCGGACGCAGNGCGGCGATGCGCAATATAAGATACCTACGNTATGATTATTGTTATTGCTCTCGAGTAGACTACATGTATACGAAGAAAATCTGAAATCGAGGAAT
	GlicE^21      GAAATGGTCGTGGATCGGACGCGGCGCGGCGATGCGCAATATAAGATACCTACGTTATGATTATTGTTATTGCTCTCGAGTAGACTACATGTATACGAAGAAAATCTGAAATCGAGGAAT
	GlicE^22      GAAATGGTCGTGGATCGGACGCRGCGCGGCGATGCGCAATATAAGATACCTACGTTATGATTATTGTTATTGCTCTCGAGTAGACTACATGTATACGAAGAAAATCTGAAATCGAGGAAT
	GlicE^23       GAAATGGTCGTGGATCGGACGCRGCGCGGCGATGCGCAATATAAGATACCTACGTTATGATTATTGTTATTGCTCTCGAGTAGACTACATGTATACGAAGAAAATCTGAAATCGAGGAAT
	GlicE^24       GAAATGGTCGTGGATCGGACGCRGCGCGGCGATGCGCAATATAAGATACCTACGTTATGATTATTGTTATTGCTCTCGAGTAGACTACATGTATACGAAGAAAATCTGAAATCGAGGAAT
	GlicE^25      GAAATGGTCGTGGATCGGACGCGGCGCGGCGATGCGCAATATAAGATACCTACGTTATGATTATTGTTATTGCTCTCGAGTAGACTACATGTATACGAAGAAAATYTGAAATCGAGGAAT
	GlicE^26      GAAATGGTCGTGGATCGGACGCGGCGCGGCGATGCGCAATATAAGATACCTACGTTATGATTATTGTTATTGCTCTCGAGTAGACTACATGTATACGAAGAAAATCTGAAATCGAGGAAT
	GmorB^27    GAAATGGTCGTGGATCGGACGCGGCGCGGCGATGCGCAATATAAGATACCTACGTTATGATTATTGTTATTGCTCTCGAGTAGACTACATGTATACGAAGAAAATCTGAAATCGAGGAAT
	GpasB^28    GAAATGGTCGTGGATCGGACGCGGCGCGGCGATGCGCAATATAAGATACCTACGTTATGATTATTGTTATTGCTCTCGAGTAGACTACATGTATACGAAGAAAATCTGAAATCGAGGAAT
	GpasB^29    GAAATGGTCGTGGATCGGACGCGGCGCGGCGATGCGCAATATAAGATACCTACGTTATGATTATTGTTATTGCTCTCGAGTAGACTACATGTATACGAAGAAAATCTGAAATCGAGGAAT


19 120
	GecuC^1     GGCGAATATTTGTTTCAGAAATGTTAGACATCATTGCTAATTCCTTCACTTTCAAACGGCGAGCTGCTAATACCATTTCTTCAATAATTGAAATGTTTTGAAGCATTATCAGTTCAATTG
	GecuP^4     GGCGAATATTTGTTTCAGAAATGTTAGACATCATTGCTAATTCCTTCACTTTCAAACGGCGAGCTGCTAATACCATTTCTTCAATAATTGAAATGTTTTGAAGCATTATCAGTTCAATTG
	GecuP^5     GGCGAATATTTGTTTCAGAAATGTTAGACATCATTGCTAATTCCTTCACTTTCAAACGGCGAGCTGCTAATACCATTTCTTCAATAATTGAAATGTTTTGAAGCATTATCAGTTCAATTG
	GecuP^6      GGCGAATATTTGTTTCAGAAATGTTAGACRTCATTGCTAATTCCTTCACTTTCAAACGGCGAGYTGCTAATACCATTTCTTCAATAATTGAAATGTTTTGAARCRTTATCAGTTCAATTG
	GecuE^8      GGCGAATATTTGTTTCAGAAATGTTAGACATCATTGCTAATTCCTTCACTTTCAAACGGCGAGCTGCTAATACCATTTCTTCAATAATTGAAATGTTTTGAAGCATTATCAGTTCAATTG
	GecuE^9       GGCGAATATTTGTTTCAGAAATGTTAGACATCATTGCTAANTCCTTCACTTTCAAACGGCGAGCTGCTAATACCATTTCTTCAATAATTGAAATGTTTTGAAGCNTTATCAGTTCAATTG
	GecuE^10       GGCGAATATTTGTTTCAGAAATGTTAGACATCATTGCTAATTCCTTCACTTTCAAACGGCGAGCTGCTAATACCATTTCTTCAATAATTGAAATGTTTTGAAGCATTATCAGTTCAATTG
	GecuE^11       GGCGAATATTTGTTTCAGAAATGTTAGACATCATTGCTAATTCCTTCACTTTCAAACGGCGAGCTGCTAATACCATTTCTTCAATAATTGAAATGTTTTGAAGCATTATCAGTTCAATTG
	GlicC^15     GGCGAATATTTGTTTCAGAAATGTTAGACATCATTGCTAANTCCTTCACTTTCAAACGGCGAGCTGCTAATACCATTTCTTCAATAATTGAAATGTTTTGAAGCNTTATCAGTTCAATTG
	GlicP^17      GGCGAATATTTGTTTCAGAAATGTTAGACATCATTGCTAATTCCTTCACTTTCAAACGGCGAGCTGCTAATACCATTTCTTCAATAATTGAAATGTTTTGAAGCATTATCAGTTCAATTG
	GlicE^20      GGCGAATATTTGTTTCAGAAATGTTAGACATCATTGCTAATTCCTTCACTTTCAAACGGCGAGCTGCTAATACCATTTCTTCAATAATTGAAATGTTTTGAAGCATTATCAGTTCAATTG
	GlicE^21      GGCGAATATTTGTTTCAGAAATGTTAGACATCATTGCTAATTCCTTCACTTTCAAACGGCGAGCTGCTAATACCATTTCTTCAATAATTGAAATGTTTTGAAGCATTATCAGTTCAATTG
	GlicE^22      GGCGAATATTTGTTTCAGAAATGTTAGACATCATTGCTAAYTCCTTCACTTTCAAACGGCGAGCTGCTAATACCATTTCTTCAATAATTGAAATGTTTTGAAGCRTTATCAGTTCAATTG
	GlicE^23       GGCGAATATTTGTTTCAGAAATGTTAGACATCATTGCTAACTCCTTCACTTTCAAACGGCGAGCTGCTAATACCATTTCTTCAATAATTGAAATGTTTTGAAGCGTTATCAGTTCAATTG
	GlicE^24       GGCGAATATTTGTTTCAGAAATGTTAGACATCATTGCTAAYTCCTTCACTTTCAAACGGCGAGCTGCTAATACCATTTCTTCAATAATTGAAATGTTTTGAAGCRTTATCAGTTCAATTG
	GlicE^25      GGCGAATATTTGTTTCAGAAATGTTAGACATCATTGCTAAYTCCTTCACTTTCAAACGGCGAGCTGCTAATACCATTTCTTCAATAATTGAAATGTTTTGAAGCRTTATCAGTTCAATTG
	GlicE^26      GGCGAATATTTGTTTCAGAAATGTTAGACATCATTGCTAACTCCTTCACTTTCAAACGGCGAGCTGCTAATACCATTTCTTCAATAATTGAAATGTTTTGAAGCGTTATCAGTTCAATTG
	GmorB^27    GGCGAATATTTGTTTCAGAAATGTTAGACATCATTGCTAATTCCTTCACTTTCAAACGGCGAGCTGCTAATACCATTTCTTCAATAATTGAAATGTTTTGAAGCATTATCAGTTCAATTG
	GpasB^28    GGCGAATATTTGTTTCAGAAATGTTAGACATCATTGCTAAYTCCTTCACTTTCAAACGGCGAGCTGCTAATACCATTTCTTCAATAATTGAAATGTTTTGAAGCRTTATCAGTTCAATTG


17 120
	GecuC^1     CAGAAGTTTGACTTGCCATTATGAAAATTTCAGAAGAAAGCAAGAAAAGAACTGCACGATAGATTCGCCACTATACTAATCACAGTTCTATCATGTGATTGGTGTGAGATAAAGTTCAAT
	GecuP^4     CAGAAGTTTGACTTGCCATTATGAAAATTTCAGAAGAAAGCAAGAAAAGAACTGCACGATAGATTCGCCACTATACTAATCACAGTTCTATCATGTGATTGGTGTGAGATAAAGTTCAAT
	GecuP^5      CAGAAGTTTGACTTGCCATTATGAAAATTTCAGAAGAAAGCAAGAAAAGAACTGCACGATAGATTCGCCACTATACTAATCACAGTTCTATCATGTGATTNGTGTGAGATAAAGTTCAAT
	GecuP^6      CAGAAGTTTGACTTGCCATTATGAAAATTTCAGAAGAAAGCAAGAAAAGAACTGCACGATAGATTCGCCACTATACTAATCACAGTTCTATCATGTGATTGGTGTGAGATAAAGTTCAAT
	GecuE^8      CAGAAGTTTGACTTGCCATTATGAAAATTTCAGAAGAAAGCAAGAAAAGAACTGCACGATAGATTCGCCACTATACTAATCACAGTKCTATCATGTGATTGGTGTGAGATAAAGTTCAAT
	GecuE^9       CAGAAGTTTGACTTGCCATTATGAAAATTTCAGAAGAAAGCAAGAAAAGAACTGCACGATAGATTCGCCACTATACTAATCACAGTTCTATCATGTGATTGGTGTGAGATAAAGTTCAAT
	GecuE^10       CAGAAGTTTGACTTGCCATTATGAAAATTTCAGAAGAAAGCAAGAAAAGAACTGCACGATAGATTCGCCACTATACTAATCACAGTTCTATCATGTGATTGGTGTGAGATAAAGTTCAAT
	GlicC^15     CAGAAGTTTGACTTGCCATTATGAAAATTTCAGAAGAAAGCAAGAAAAGAACTGCACGATAGATTCGCCACTANACTAATCACAGTTCTATCATGTGATTGGTGTGAGATAAAGTTCAAT
	GlicP^17      CAGAAGTTTGACTTGCCATTATGAAAATTTCAGAAGAAAGCAAGAAAAGAACTGCACGATARATTCGCCACTATACTAATCACAGTTCTATCATGTGATTGGTGTGAGATAAAGTTCAAT
	GlicE^20      CAGAAGTTTGACTTGCCATTATGAAAATTTCAGAAGAAAGCAAGAAAAGAACTGCACGATAGATTCGCCACTATACTAATCACAGTTCTATCATGTGATTGGTGTGAGATAAAGTTCAAT
	GlicE^21       CAGAAGTTTGACTTGCCATTATGAAAATTTCAGAAGAAAGCAAGAAAAGAACTGCACGATAGATTCGCCACTATACTAATCACAGTTCTATCATGTGATTGGTGTGAGATAAAGTTCAAT
	GlicE^22       CAGAAGTTTGACTTGCCATTATGAAAATTTCAGAAGAAAGCAAGAAAAGAACTGCACGRTAGATTCGCCACTATACTAATCACAGTTCTATCATGTGATTGGTGTGAGATAAAGTTCAAT
	GlicE^23      CAGAAGTTTGACTTGCCATTATGAAAATTTCAGAAGAAAGCAAGAAAAGAACNGCACGATAGATTCGCCACTATACTAATCACAGTTCTATCATGTGATTGGTGTGAGATAAAGTTCAAT
	GlicE^24      CAGAAGTTTGACTTGCCATTATGAAAATTTCAGAAGAAAGCAAGAAAAGAACTGCACGATAGATTCGCCACTATACTAATCACAGTTCTATCATGTGATTGGTGTGAGATAAAGTTCAAT
	GmorB^27    CAGAAGTTTGACTTGCCATTATGAAAATTTCAGAAGAAAGCAAGAAAAGAACTGCACGATAGATTCGCCACTATACTAATCACAGTTCTATCATGTGATTGGTGTGAGATAAAGTTCAAT
	GpasB^28    CAGAAGTTTGACTTGCCATTATGAAAATTTCAGAAGAAAGCAAGAAAAGAACTGCACGATAGATTCGCCACTATACTAATCACAGTTCTATCATGTGATTGGTGTGAGATAAAGTTCAAT
	GpasB^29    CAGAAGTTTGACTTGCCATTATGAAAATTTCAGAAGAAAGCAAGAAAAGAACTGCACGATAGATTCGCCACTATACTAATCACAGTTCTATCATGTGATTGGTGTGAGATAAAGTTCAAT


16 120
	GecuC^1     AAAGCGAACCCAGACAGGGCTGATGTATCTAGACAYTGTTTCTTTTTCGTTTCACCTTTATATACATACATACACRTA-TTTTTTTTGGTACTAATATCAACTCCTTCTGGAACAATTTC
	GecuP^4     AAAGCGAACCCAGACAGGGCTGATGTATCTAGACATTGTTTCTTTTTCGTTTCACCTTTATATACATACATACACGTA-TTTTTTTTGGTACTAATATCAACTCCTTCTGGAACAATTTC
	GecuP^5      AAAGCGAACCCAGACAGGGCTGATGTATCTAGACATTGTTTCTTTTTCGTTTCACCTTTATATACATACATACACGTA-TTTTTTTTGGTACTAATATCAACTCCTTCTGGAACAATTTC
	GecuE^8      AAAGCGAACCCAGACAGGGCTGATGTATCTAGACATTGTTTCTTTTTCGTTTCACCTTTATATACATACATACACGTA-TTTTTTTTGGTACTAATATCAACTCCTTCTGGAACAATTTC
	GecuE^9       AAAGCGAACCCAGACAGGGCTGATGTATCTAGACATTGTTTCTTTTTCGTTTCACCTTTATATACATACATACACGTA-TTYTTTTTGGTACTAATATCAACTCCTTCTGGAACAATTTC
	GecuE^10       AAAGCGAACCCAGACAGGGCTGATGTATCTAGACATTGTTTCTTTTTCGTTTCACCTTTATATACATACATACACGTA-TTTTTTTTGGTACTAATATCAACTCCTTCTGGAACAATTTC
	GecuE^11      AAAGCGAACCCAGACAGGGCTGATGTATCTAGACAYTGTTTCTTTTTCGTTTCACCTTTATATACATACATACACRTA-TTYTTTTTGGTACTAATATCAACTCCTTCTGGAACAATTTC
	GlicC^15     AAAGCGAACCCAGACAGGGCTGATGTATCTAGACACTGTTTCTTTTTCGTTTCACCTTTATATACATACATACACGTA-TTTTTTTTGGTACTAATATCAACTCCTTCTGGAACAATTTC
	GlicP^17      AAAGCGAACCCAGACAGGGCTGATGTATCTAGACACTGTTTCTTTTTCGTTTCACCTTTATATACATACATACACATATTTTTTTTTGGTACTAATATCAACTCCTTCTGGAACAATTTC
	GlicE^20      AAAGCGAACCCAGACAGGGCTGATGTATCTAGACACTGTTTCTTTTTCGTTTCACCTTTATATACATACATACACATATTTTTTTTTGGTACTAATATCAACTCCTTCTGGAACAATTTC
	GlicE^21      AAAGCGAACCCAGACAGGGCTGATGTATCTAGACACTGTTTCTTTTTCGTTTCACCTTTATATACATACATACACATATTTTTTTTTGGTACTAATATCAACTCCTTCTGGAACAATTTC
	GlicE^22       AAAGCGAACCCAGACAGGGCTGATGTATCTAGACACTGTTTCTTTTTCGTTTCACCTTTATATACATACATACACRTA-TTTTTTTTKGTACTAATATCAACTCCTTCTGGAACAATTTC
	GlicE^23       AAAGCGAACCCAGACAGGGCTGATGTATCTAGACACTGTTTCTTTTTCGTTTCACCTTTATATACATACATACACRTA-TTTTTTTTKGTACTAATATCAACTCCTTCTGGAACAATTTC
	GlicE^24      AAAGCGAACCCAGACAGGGCTGATGTATCTAGACACTGTTTCTTTTTCGTTTCACCTTTATATACATACATACACGTA-TTTTTTTTGGTACTAATATCAACTCCTTCTGGAACAATTTC
	GmorB^27    AAAGCGAACCCAGACAGGGCTGATGTATCTAGACACTGTTTCTTTTTCGTTTCACCTTTATATACATACATACACGTA-TTTTTTTTGGTACTAATATCAACTCCTTCTGGAACAATTTC
	GpasB^28    AAAGCGAACCCAGACAGGGCTGATGTATCTAGACAYTGTTTCTTTTTCGTTTCACCTTTATATACATACATACACRTA-TTTTTTTTGGTACTAATATCAACTCCTTCTGGAACAATTTC


18 120
	GecuC^1     AATGATTTGGTAATCAACTAGTTTGATGGAGACTGGTCTATTACCGTCGAATTTTACCAGAATGTTATTCACCCAACARTCATTGTGGGTGAGAGTGGCGAAGATGTCTTTGCCTTTTAC
	GecuP^4     AATGATTTGGTAATCAACTAGTTTGATGGAGACTGGTCTATTACCGTCGAATTTTACCAGAATGTTATTCACCCAACAATCATTGTGGGTGAGAGTGGCGAAGATGTCTTTGCCTTTTAC
	GecuP^5     AATGATTTGGTAATCAACTAGTTTGATGGAGACTGGTCTATTACCGTCGAATTTTACCAGAATGTTATTCACCCAACAATCATTGTGGGTGAGAGTGGCGAAGATGTCTTTGCCTTTTAC
	GecuE^8      AATGATTTGGTAATCAACTAGTTTGATGGAGACTGGTCTATTACCGTCGAATTTTACCAGAATGTTATTCACCCAACAATCATTGTGGGTGAGAGTGGCGAAGATGTCTTTGCCTTTTAC
	GecuE^9       AATGATTTGGTAATCAACTAGTTTGATGGAGACTGGTCTATTACCGTCGAATTTTACCAGAATGTTATTCACCCAACAATCATTGTGGGTGAGAGTGGCGAAGATGTCTTTGCCTTTTAC
	GecuE^10       AATGATTTGGTAATCAACTAGTTTGATGGAGACTGGTCTATTACCGTCGAATTTTACCAGAATGTTATTCACCCAACAATCATTGTGGGTGAGAGTGGCGAAGATGTCTTTGCCTTTTAC
	GecuE^11      AATGATTTGGTAATCAACTAGTTTGATGGAGACTGGTCTATTACCGTCGAATTTTACCAGAATGTTATTCACCCAACAATCATTGTGGGTGAGAGTGGCGAAGATGTCTTTGCCTTTTAC
	GlicC^15     AATGATTTGGTAATCAACTAGTTTGATGGAGACTGGTCTATTACCGTCGAATTTTACCAGAATGTTATTCACCCAACAATCATTGTGGGTGAGAGTGGCGAAGATGTCTTTGCCTTTTAC
	GlicP^17      AATGATTTGGTAATCAACTAGTTTGATGGAGACTGGTCTATTACCGTCGAATTTTACCAGAATGTTATTCACCCAACAATCATTGTGGGTGAGAGTGGCGAAGATGTCTTTGCCTTTTAC
	GlicE^20      AATGATTTGGTAATCAACTAGTTTGATGGAGACTGGTCTATTACCGTCGAATTTTACCAGAATGTTATTCACCCAACAATCATTGTGGGTGAGAGTGGCGAAGATGTCTTTGCCTTTTAC
	GlicE^21      AATGATTTGGTAATCAACTAGTTTGATGGAGACTGGTCTATTACCGTCGAATTTTACCAGAATGTTATTCACCCAACAATCATTGTGGGTGAGAGTGGCGAAGATGTCTTTGCCTTTTAC
	GlicE^22       AATGATTTGGTAATCAACTAGTTTGATGGAGACTGGTCTATTACCGTCGAATTTTACCAGAATGTTATTCACCCAACAATCATTGTGGGTGAGAGTGGCGAAGATGTCTTTGCCTTTTAC
	GlicE^23       AATGATTTGGTAATCAACTAGTTTGATGGAGACTGGTCTATTACCGTCGAATTTTACCAGAATGTTATTCACCCAACAATCATTGTGGGTGAGAGTGGCGAAGATGTCTTTGCCTTTTAC
	GlicE^24      AATGATTTGGTAATCAACTAGTTTGATGGAGACTGGTCTATTACCGTCGAATTTTACCAGAATGTTATTCACCCAACAATCATTGTGGGTGAGAGTGGCGAAGATGTCTTTGCCTTTTAC
	GlicE^25      AATGATTTGGTAATCAACTAGTTTGATGGAGACTGGTCTATTACCGTCGAATTTTACCAGAATGTTATTCACCCAACAATCATTGTGGGTGAGAGTGGCGAAGATGTCTTTGCCTTTTAC
	GmorB^27    AATGATTTGGTAATCAACTAGTTTGATGGWSACTGGTYTATTAYCGTCGAATTTTACCAGAATGTTATTCACCCAACAATCATTGTGGGTGAGAGTGGCGAAGATGTCTTTGCCTTTTAC
	GpasB^28    AATGATTTGGTAATCAACTAGTTTGATGGAGACTGGTCTATTACCGTCGAATTTTACCAGAATGTTATTCACCCAACAATCATTGTGGGTGAGAGTGGCGAAGATGTCTTTGCCTTTTAC
	GpasB^29    AATGATTTGGTAATCAACTAGTTTGATGGAGACTGGTCTATTACCGTCGAATTTTACCAGAATGTTATTCACCCAACAATCATTGTGGGTGAGAGTGGCGAAGATGTCTTTGCCTTTTAC


20 120
	GecuC^1     CGTTATCACTGCATCTCGACCAATCGTGAACTTCGTATAGGAAACACCACTTATCAATACAGGTTTATGATTATAGATATACTTACGTGTTACAGCTAACGTGGCACCTGTCAGGAATAG
	GecuP^4     CGTTATCACTGCATCTCGACCAATCGTGAACTTCGTATAGGAAACACCACTTATCAATACAGGTTTATGATTATAGATATACTTACGTGTTACAGCTAACGTGGCACCTGTCAGGAATAG
	GecuP^5     CGTTATCACTNCATCTCGACCAATCGTGAACTTCGTATAGGAAACACCACTTATCAATACAGGTTTATGATTATAGATATACTTACGTGTTACANCTAACGTGGCACCTGTCAGGAATAG
	GecuP^6      CGTTATCACTGCATCTCGACCAATCGTGAACTTCGTATAGGAAACACCACTTATCAATACAGGTTTATGATTATAGATATACTTACGTGTTACAGCTAACGTGGCACCTGTCAGGAATAG
	GecuP^7      CGTTATCACTGCATCTCGACCAATCGTGAACTTCGTATAGGAAACACCACTTATCAATACAGGTTTATGATTATAGATATACTTACGTGTTACAGCNAACGTGGCACCTGTCAGGAATAG
	GecuE^8      CGTTATCACTGCATCTCGACCAATCGTGAACTTCGTATAGGAAACACCACTTATCAATACAGGTTTATGATTATAGATATACTTACGTGTTACAGCTAACGTGGCACCTGTCAGGAATAG
	GecuE^9       CGTTATCACTGCATCTCGACCAATCGTGAACTTCGTATAGGNAACACCACTTATCAATACAGGTTTATGATTATAGATATACTTACGTGTTACAGCTAACGTGGCACCTGTCAGGAATAG
	GecuE^10       CGTTATCACTSCATCTCGACCAATCGTGAACTTCGTATAGGAAACACCACTTATCAATACAGGTTTATGATTATAGATATACTTACGTGTTACAGCTAACGTGGCACCTGTCAGGAATAG
	GecuE^11       CGTTATCACTGCATCTCGACCAATCGTGAACTTCGTATAGGAAACACCACTTATCAATACAGGTTTATGATTATAGATATACTTACGTGTTACAGCTAACGTGGCACCTGTCAGGAATAG
	GlicC^15     CGTTATCACTGCATCTCGACCAATCGTGAACTTCGTATAGGAAACACCACTTATCAATACAGGTTTATGATAATAGATATACTTACGTGTTACAGCTAACGTKGCACCTGTCAGGAATAG
	GlicP^17      CGTTATCACTGCATCTCGACCAATCGTGAACTTCGTATAGGAAACACCACTTATCAATACAGGTTTATGATNATAGATATACTTACGTGTTACAGCTAACGTGGCACCTGTNAGGAATAG
	GlicE^20      CGTTATCACTGCATCTCGACCAATCGTGAACTTCGTATAGGAAACACCACTTATCAATACAGGTTTATGATWATAGATATACTTACGTGTTACAGCTAACGTGGCACCTGTCAGGAATAG
	GlicE^21      CGTTATCACTGCATCTCGACCAATCGTGAACTTCGTATAGGAAACACCACTTATCAATACAGGTTTATGATTATAGATATACTTACGTGTTACAGCTAACGTGGCACCTGTCAGGAATAG
	GlicE^22       CGTTATCACTGCATCTCGACCAATCGTGAACTTCRTATAGGAAACACCACTTATCAATACAGGTTTATGATTATAGATATACTTACGTGTTACAGCTAACGTGGCACCTGTCAGGAATAG
	GlicE^23       CGTTATCACTGCATCTCGACCAATCGTGAACTTCGTWTAGGAAACACCACTTATCAATACAGGTTTATGATWATAGATATACTTACGTGTTACAGCTAACGTGGCACCTGTCAGGAATAG
	GlicE^24      CGTTATCACTGCATCTCGACCAATCGTGAACTTCGTATAGGAAACACCACTTATCAATACAGGTTTATGATTATAGATATACTTACGTGTTACAGCTAACGTGGCACCTGTCAGGAWWAG
	GlicE^25      CGTTATCACTGCATCTCGACCAATCGTGAACTTCGTATAGGAAACACCACTTATCAATACAGGTTTATGATWATAGATATACTTACGTGTTACMGCTAACGTGGCACCTGTCAGGAATAG
	GmorB^27    CGTTATCACTGCATCTCGACCAATCGTGAACTTCGTATAGGAAACACCACTTATCAATACAGGTTTATGATTATAGATATACTTACGTGTTACAGCTAACGTGGCACCTGTCAGGAATAG
	GpasB^28    CGTTATCACTGCATCTCGACCAATCGTGAACTTCGTATAGGAAACACCACTTATCAATACAGGTTTATGATTATAGATATACTTACGTGTTACAGCTAACGTGGCACCTGTCAGGAATAG
	GpasB^29    CGTTATCACTGCATCTCGACCAATCGTGAACTTCGTATAGGAAACACCACTTATCAATACAGGTTTATGATTATAGATATACTTACGTGTTACAGCTAACGTGGCACCTGTCAGGAATAG


18 120
	GecuC^1     GCAAAAAATTTGAGGTTTATGTTATCGAAGAAAATCATGTTTCCACGTGACGAATTGCCCGAAATAATAATGTGATCCTATTTTTCGTTATCAAACTATTTGAAACAAGAAAGTAACACC
	GecuP^4     GCAAAAAATTTGAGGTTTATGTTATCGAAGAAAATCATGTTTCCACGTGACGAATTGCCCGAAATAATAATGTGATCCTATTTTTCGTTATCAAACTATTTGAAACAAGAAAGTAACACC
	GecuP^5     GCAAAAAATTTGAGGTTTATGTTATCGAAGAAAATCATGTTTCCACGTGACGAATTGCCYGAAATAATAATGTGATCCTATTTTTCGTTATCAAACTATTTGAAACAAGAAAGTAACACC
	GecuP^6      GCAAAAAAWTTGAGGTTTATGTTATCGAAGAAAATCATGTTTCCACGTGACGAATTGCCCGAAATAATAATGTGATCCTATTTTTCGTTATCAAACTATTTGAAACAAGAAAGTAACACC
	GecuE^8      GCAAAAAATTTGAGGTTTATGTTATCGAAGAAAATCATGTTTCCACGTGACGAATTGCCCGAAATAATAATGTGATCCTATTTTTCGTTATCAAACTATTTGAAACAAGAAAGTAACACC
	GecuE^9       GCAAAAAATTTGAGGTTTATGTTATCGAAGAAAATCATGTTTCCACGTGACGAATTGCCCGAAATAATAATGTGATCCTATTTTTCGTTATCAAACTATTTGAAACAAGAAAGTAACACC
	GecuE^10       GCAAAAAATTTGAGGTTTATGTTATCGAAGAAAATCATGTTTCCACGTGACGAATTGCCCGAAATAATAATGTGATCCTATTTTTCGTTATCAAACTATTTGAAACAAGAAAGTAACACC
	GecuE^11      GCAAAAAAATTGAGGTTTATGTTATCGAAGAAAATCATGTTTCCACGTGACGAATTGCCCGAAATAATAATGTGATCCTATTTTTCGTTATCAAACTATTTGAAACAAGAAAGTAACACC
	GlicC^15     GCAAAAAAWTTGAGGTTTATGTTATCGAAGAAAATCATGTTTCCACGTGACGAATTGCCCGAAATAATAATGTGATCCTATTTTTCGTTATCAAACTATTTGAAACAAGAAAGTAACACC
	GlicP^17      GCAAAAAATTTGAGGTTTATGTTATCGAAGAAAATCATGTTTCCACGTGACGAATTGCCTGAAATAATAATGTGATCCTATTTTTCGTTATCAAACTATTTGAAACAAGAAAGTAACACC
	GlicE^20      GCAAAAAAATTGAGGTTTATGTTATCGAAGAAAATCATGTTTCCACGTGACGAATTGCCCGAAATAATAATGTGATCCTATTTTTCGTTATCAAACTATTTGAAACAAGAAAGTAACACC
	GlicE^21      GCAAAAAAWTTGAGGTTTATGTTATCGAAGAAAATCATGTTTCCACGTGACGAATTGCCYGAAATAATAATGYGATCCTATTTTTCGTTATCAAACTATTTGAAACAAGAAAGTAACACC
	GlicE^22      GCAAAAAAATTGAGGTTTATGTTATCGAAGAAAATCATGTTTCCACGTGACGAATTGCCCGAAATAATAATGTGATCCTATTTTTCGTTATCAAACTATTTGAAACAAGAAAGTAACACC
	GlicE^23       GCAAAAAAATTGAGGTTTATGTTATCGAAGAAAATCATGTTTCCACGTGACGAATTGCCCGAAATAATAATGTGATCCTATTTTTCGTTATCAAACTATTTGAAACAAGAAAGTAACACC
	GlicE^24       GCAAAAAAATTGAGGTTTATGTTATCGAAGAAAATCATGTTTCCACGTGACGAATTGCCCGAAATAATAATGTGATCCTATTTTTCGTTATCAAACTATTTGAAACAAGAAAGTAACACC
	GlicE^25      GCAAAAAAATTGAGGTTTATGTTATCGAAGAAAATCATGTTTCCACGTGACGAATTGCCCGAAATAATAATGTGATCCTATTTTTCGTTATCAAACTATTTGAAACAAGAAAGTAACACC
	GmorB^27    GCAAAAAATTTGAGGTTTATGTTATCGAAGAAAATCATGTTTCCACGTGACGAATTGCCYGAAATAATAATGTGATCCTATTTTTCGTTATCAAACTATTTGAAACAAGAAAGTAACACC
	GpasB^28    GCAAAAAATTTGAGGTTTATGTTATCGAAGAAAATCATGTTTCCACGTGACGAATTGCCCGAAATAATAATGTGATCCTATTTTTCGTTATCAAACTATTTGAAACAAGAAAGTAACACC


20 120
	GecuC^1     AATTCATCTRAAGTGTCTTGATGTAGTGGTGAAAACGGGCGATACAGTAGCTAGAAAAGAATGNCAATGCAAATCATGTACCCGGATGGCAAATTCTTCAGGTTCAAGTCAAGAAGATAT
	GecuP^4     AATTCATCTRAAGTGTCTTGATGTAGTGGTGAAAACGGGCGATACAGTAGCTAGAAAAGAATGRCAATGCAAATCATGTACCCGGATGGCAAATTCTTCANGTTCAAGTCAAGAAGATNT
	GecuP^5     AATTCATCTRAAGTGTCTTGATGTAGTGGTGAAAACGGGCNATACAGTAGCTAGAAAAGAATGRCAATGCAAATCATGTACCCGGATGGCAAATTCTTCAGGTTCAAGTCAAGAAGATAT
	GecuP^6      AATTCATCTAAAGTGTCTTGATGTAGTGGTGAAAACGGGCGATACAGTAGCTAGAAAAGAATNGCAATGCAAATCATGTACCCGGATGGCAANTTCTTCAGGTTCAAGTCAAGAAGATAT
	GecuP^7      AATTCATCTAAAGTGWCTTGATGTAGTGGTGAAAACGGGCGATACAGTAGCTAGAAAAGAATGGCAATGCAAATCATGTACCCGGATGGCAAATTCTTCAGGTTCAAGTCAAGAAGATAT
	GecuE^8      AATTCATCTAAAGTGTCTTGATGTAGTGGTGAAAACGGGCGATACAGTAGCTAGAAAAGAATGGCAATGCAAATCATGTACNCGGATGGCAAATTCNTCAGGTTCAAGTCAAGAAGATAT
	GecuE^9       AATTCATCTAAAGTGTCTTGATGTAGTGGTGAAAACGGGCGATACAGTAGCTAGAAAAGAATGGCAATGCAAATYATGTACCCGGATGGCAAATTCNTCAGGTTCAAGTCAAGAAGATAT
	GecuE^10       AATTCATCTAAAGTGTCTTGATGTAGTGSTGAAAACGGGCGATACAGTAGCTAGAAAAGAATGGCAATGCAAATCATGTACCCGGATGGCAAATTCTTCAGGTTCAAGTCAAGAAGATAT
	GecuE^11      AATTCATCTAAAGTGTCTTGATGTAGTGGTGAAAACGGGCGATACAGTAGCTAGAAAAGAATGGCAATGCAAATCATGTACCCGGATGGCAAATTCTTCAGGTTCAAGTCAAGAAGATAT
	GlicC^15     AATTCATCTRAAGTGTCTTGATGTAGTGGTGAAAACGGGCGATACAGTAGCTAGAAAAGAATGRCAATGCAAATCATGTACCCGGATGGCAAATTCTTCAGGTTCAAGTCAAGAAGATAT
	GlicP^17      AATTCATCTRAAGTGTCTTGATGTAGTGGTGAAAACGGGCGATACAGTAGCTAGAAAAGAATGRCAATGCAAATCATGTACCCGGATGGCAAATTCTTCAGGTTCAAGTCAAGAAGATAT
	GlicP^18      AATTCATCTAAAGTGTCTTGATGTAGTGSTGAAAACGGGCGATACAGTAGCTAGAAAAGAATGGCAATGCAAATCAYGTACCCGGATGGCAAATTCTTCAGGTTCAAGTCAAGAAGATAT
	GlicE^20      AATTCATCTAAAGTGTCTTGATGTAGTGGTGAAAACGGGCGATACAGTAGCTAGAAAAGAATGGCAATGCAAATCATGTACCCGGATGGCAAATTCTTCAGGTTCAAGTCAAGAAGATAT
	GlicE^21      AATTCATCTAAAGTGTCTTGATGTAGTGGTGAAAACGGGCGATACAGTAGCTAGAAAAGAATGGCAATGCAAATCATGTACCCGGATGGCAAATTCTTCAGGTTCAAGTCAAGAAGATAT
	GlicE^22       AATTCATCTAAAGTGTCYTGANGTAGTGGTGAAAACGGGCGATACAGTAGCTAGAAAAGAATGGCAATGCAAATCATGTACCCGGATGGCAAATTCTTCAGGTTCAAGTCAAGAAGATAT
	GlicE^23       AATTCATCTAAAGTGTCTTGATGTAGTNGTGAAAACGGGCGATACAGTAGCTAGAAAAGAATGGCAATGCAAATCATGTACCCGGATGGCAAATTCTTCAGNTTCAAGTCAAGAANATAT
	GlicE^24      AATTCATCTAAAGTGTCTTGATGTAGTGSTGAAAACGGGCGATACAGTAGCTAGAAAAGAATGGCAATGCAAATCAYGTACCCGGATGGCAAATTCTTCAGGTTCAAGTCAAGAAGATAT
	GlicE^25      AATTCATCTAAAGTGTCTTGATGTAGTGGTGAAAACGGGCGATACAGTAGCTAGAAAAGAATGGCAATGCAAATCATGTACCCGGATGGCAAATTCTTCAGGTTCAAGTCAAGAAGATAT
	GmorB^27    AATTCATCTAAAGTGTCTTGATGTAGTGGTGAAAACGGGCGATACAGTAGCTAGAAAAGAATGGCAATGCAAATCATGTACCCGGATGGCAAATTCTTCARGTTCAAGTCAAGAAGATRT
	GpasB^28    AATTCATCTRAAGTGTCTTGATGTAGTGGTGAAAACGGGCGATACAGTAGCTAGAAAAGAATGRCAATGCAAATCATGTACCCGGATGGCAAATTCTTCAGGTTCAAGTCAAGAAGATAT


19 120
	GecuC^1     GCCAAAATTTAGTTATTTGAATATATACTCAGTGACATAGAAATTGCAACAGCNAGAAGGGGTTAGAATTTCCGGATGAAATTTGGTAGGAATATTCACMTATGTAATAGTAATAAATGA
	GecuC^2     GCCAAAATTTAGTTATTTGAAYATATWCTCAGTGACATAGAAATTGCAMCAGCTAGAAGGGGTTAGAATTTCCGGATGAAATTTGGTAGGAATATTCACCTATGTAATAGTAATAAATGA
	GecuP^4     GCCAAAATTTAGTTATTTGAATATATACTCWGTGACATAGAAATTGCAACAGCTAGAAGGGGTTAGAATTTCCGGATGAAATTTGGTAGGAATATTCACCTATGTAATAGTAATAAATGA
	GecuP^5      GCCAAAATTTAGTTATTTGAATATATACTCAGTGACATAGAAATTGCAACAGCTAGAAGGGGTTAGAATTTCCGGATGAAATTTGGTAGGAATATTCACCTATGTAATAGTAATAAATGA
	GecuE^8      GCCAAAATTTAGTTATTTGAATATATACTCAGTGACATAGAAATTGCAACAGCTAGAAGGGGTTAGAATTTCCGGATGAAATTTGGTAGGAATATTCACCTAYGTAATAGTAATAAATGA
	GecuE^9       GCCAAAATTTAGTTATTTGAATATATACTCAGTGACATAGAAATTGCAACAGCTAGAAGGGGTTAGAATTTCCGGATGAAATTTGGTAGGAATATTCACCTATGTAATAGTAATAAATGA
	GecuE^10       GCCAAAATTTAGTTATTTGAATATATWCTCAGTGRCATAGAAATTGCAACAGCTAGAAGGGGTTAGAATTTCCGGATGAAATTTGGTAGGAATATTCACCTATGTAATAGTAATAAATGA
	GecuE^11      GCCAAAATTTAGTTATTTGAATATATACTCAGTGACATAGAAATTGCAACAGCTAGAAGGGGTTAGAATTTYCGGATGAAATTTGGTAGGAATATTCACCTAYGTAATAGTAATAAATGA
	GlicC^15     GCCAAAATTTAGTTATTTGAATATATACTCAGTGACATAGAAATTGCAACAGCTAGAAGGGGTTAGAATTTCCGGATGAAATTTGGTAGGAATATTCACCTATGTAATAGTAATAAATGA
	GlicP^17      GCCAAAATTTAGTTATTTGAATATATACTCAGTGACATAGAAATTGCAACAGCTAGAAGGG-TTNGAATTTCCGGATGAAATTTGGTAGGAATATTCRCNTATGTAATAGTAATAAATGA
	GlicE^20      GCCAAAATTTAGTTATTTGAATATATACTCAGTGACATAGAAATTGCAACAGCTAGAAGGGGTTAGAATTTCCGGATGAAATTTGGTAGGAATATTCACCTATGTAATAGTAATAAATGA
	GlicE^21      GCCAAAATTTAGTTATTTGAATATATACTCAGTGACATAGAAATTGCAACAGCTAGAAGGGGTTAGAATTTCCGGATGAAATTTGGTAGGRATATTCACYTATGTAATAGTAATAAATGA
	GlicE^22       GCCAAAATTTAGTTATTTGAATATATACTCAGTGACATAGAAATTGCAACAGCTAGAAGGGGTTAGAATTTCCGGATGAAATTTGGTAGGAATATTCACCTATGTAATAGTAATAAATGA
	GlicE^23       GCCAAAATTTAGTTATTTGAATATATACTCAGTGACATAGAAATTGCAACAGCTAGAAGGGRTTRGAATTTCCGGATGAAATTTGGTAGGAATATTCACCTATGTAATAGTAATAAATGA
	GlicE^24      GCCAAAATTTAGTTATTTGAATATATACTCAGTGACATAGAAATTGCAACAGCTAGAAGGGGTTAGAATTTCCGGATGAAATTTGGTAGGAATATTCACYTATGTAATAGTAATAAATGA
	GlicE^25      GCCAAAATTTAGTTATTTGAATATATACTCAGTGACATAGAAATTGCAACAGCTAGAAGGGGTTAGAATTTCCGGATGAAATTTGGTAGGAATATTCACCTATGTAATAGTAATAAATGA
	GmorB^27    GCCAAAATTTAGTTATTTGAATATATACTCAGTGACATAGAAATTGCAACAGCTAGAAGGGGTTAGAATTTCCGGATGAAATTTGGTAGGAATATTCACCTATGTAATAGTAATAAATGA
	GpasB^28    GCCAAAATTTAGTTATTTGAATATATACTCAGTGACATAGAAATTGCAACAGCTAGAAGGGGTTAGAATTTCCGGATGAAATTTGGTAGGAATGTTCACCTATGTAATAGTAATAAATGA
	GpasB^29    GCCAAAATTTAGTTATTTGAATATATACTCAGTGACATAGAAATTGCAACAGCTAGAAGGGGTTAGAATTTCCGGATGAAATTTGGTAGGAATRTTCACCTATGTAATAGTAATAAATGA


17 120
	GecuC^1     TACGACATTGGTGAATTATATTTGACGGAAGAACCTTTCTATGTCGAAAGTCAGACAAGCAAATAGAGGTTGTAAAAGTTACCCCCTCTTCGCCTAACGCGCATGCATGCAGAGACTGAA
	GecuP^4     TACGACATTGGTGAATTATATTTGACGGAAGAACCTTTCTATGTCGAAAGTCAGACAAGCAAATAGAGGTTGTAAAAGTTACCCCCTCTTCGCCTAACGCGCATGCATGCAGAGACTGAA
	GecuP^5      TACGACATTGGTGAATTATATTTGACGGAAGAACCTTTCTATGTCGAAAGTCAGACAAGCAAATAGAGGTTGTAAAAGTTACCCCCTCTTCGCCTAACGCGCATGCATGCAGAGACTGAA
	GecuE^8      TACGACATTGGTGAATTATATTTGACGGAAGAACCTTTCTATGTCGAAAGTCAGACAAGCAAATAGAGGTTGTAAAAGTTACCCCCTCTTCGCCTAACGCGCATGCATGCAGAGACTGAA
	GecuE^9       TACGACATTGGTGAATTATATTTGACGGAAGAACCTTTCTATGTCGAAAGTCAGACAAGCAAATAGAGGTTGTAAAAGTTACCCCCTCTTCGCCTAACGCGCATGCATGCAGAGACTGAA
	GecuE^10       TACGACATTGGTGAATTATATTTGACGGAAGAACCTTTCTATGTCGAAAGTCAGACAAGCAAATAGAGGTTGTAAAAGTTACCCCCTCTTCGCCTAACGCGCATGCATGCAGAGACTGAA
	GecuE^11      TACGACATTGGTGAATTATATTTGACGGAAGAACCTTTCTATGTCGAAAGTCAGACAAGCAAATAGAGGTTGTAAAAGTTACCCCCTCTTCGCCTAACGCGCATGCATGCAGAGACTGAA
	GlicC^15     TACGACATTGGTGAATTACATTTGACGGAAGAACCTCTCTATGTCGAAAGTCAGACAAGCAAATAGAGGTTGTAAAAGTTACCCCCTCTTCGCCTAACGCGCATGCATGCAGAGGCTGAA
	GlicP^17      TACGACATTGGNGAATTATATTTGACGGAAGAACCNTTCTATGTCGAAAGTCAGACAAGCAAATAGAGGTTGTAAAAGTTACCCCCTCTTCGCCTAACGCGCATGCATGCAGAGGCTGAA
	GlicE^20      TACGACATNGGTGAATTATATTTGACGGAAGAACCTTTCTATGTCGAAAGTCAGACAAGCAAATAGAGGTTGTAAAAGTTACCCCCTCTTCGCCTAACGCGCATGCATGCAGAGNCTGAA
	GlicE^21      TACGACATYGGTGAATTATATTTGACGGAAGAACCTTTCTATGTCGAAAGTCAGACAAGCAAATAGAGGTTGTAAAAGTTACCCCCTCTTCGCCTAACGCGCATGCATGCAGAGRCTGAA
	GlicE^22       TACGACATTGGTGAATTATATTTGACGGAAGAACCTTTCTATGTCGAAAGTCAGACAAGCAAATAGAGGTTGTAAAAGTTACCCCCTCTTCGCCTAACGCGCATGCATGCAGAGACTGAA
	GlicE^23       TACGACATTGGTGAATTAYATTTGACGGAAGAACCTYTCTATGTCGAAAGTCAGACAAGCAAATAGAGGTTGTAAAAGTTACCCCCTCTTCGCCTAACGCGCATGCATGCAGAGGCTGAA
	GlicE^24      TACGACATTGGTGAATTATATTTGACGGAAGAACCTTTCTATGTCGAAAGTCAGACAAGCAAATAGAGGTTGTAAAAGTTACCCCCTCTTCGCCTAACGCGCATGCATGCAGAGGCTGAA
	GlicE^25      TACGACATTGGTGAATTATATTTGACGGAAGAACCTTTCTATGTCGAAAGTCAGACAAGCAAATAGAGGTTGTAAAAGTTACCCCCTCTTCGCCTAACGCGCATGCATGCAGAGGCTGAA
	GmorB^27    TACGACATTGGTGAATTATATTTGACGGAAGAACCTTTCTATGTCGAAAGTCAGACAAGCAAATAGAGGTTGTAAAAGTTACCCCCTCTTCGCCTAACGCGCATGCATGCAGAGACTGAA
	GpasB^28    TACGACATTGGTGAATTATATTTGACGGAAGAACCTTTCTATGTCGAAAGTCAGACAAGCAAATAGAGGTTGTAAAAGTTACCCCCTCTTCGCCTAACGCGCATGCATGCAGAGACTGAA


21 120
	GecuC^1     AACGAGAAAACTATTTTGGCTTCTATACCTATCTCTTTCATAATTGGTTTGTAACTAGGGTTTCAAAGTTTGTAACATGTTTGTAACTGTGGTTGAAAATGTCATTCGCCAAGTTYATGT
	GecuP^4     AACGGGAAAACTATTTTGGCTTCTATACCTATCTCTTTCATAATTGGTTTGTAACTAGGGTTTCAAAGTTTGTAACATGTTTGTAACTGTGGTTGAAAATGTCATTCGCCAAGTTCATGT
	GecuP^5     AACGAGAAAACTATTTTGGCTTCTATACCTATCTCTTTCATAATYGGTTTGTAAYTAGGGTTTCAAAGTTTRTAACATGTTTGTAACTGTGGTTGAAAATGTCATTCGCCAAGTTCATGT
	GecuP^6      AACGAGAAAACTATTTTGGCTTCTATACCTATCTCTTTCATAATTGATTTGTAACTAGGGTTTCAAAGTTTGTAACATGTTTGTAACTGTGGTTGAAAATGTCATTCGCCAAGTTCATGT
	GecuP^7      AACGAGAAAACTATTTTGGNTTCTATACCTATCTCTTTCATAATTGGTTTGTAACTAGGGTTTCAAAGTTTGTAACATGTTTGTAACTGTGGTTGAAAATGTCATTCGCCAAGTTCATGT
	GecuE^8      AACGAGAAAACTATTTTGGCTTCTATACCTATCTCTTTCATAATYGGTTTGTAMYTAGGGTTTCAAAGTTTGTAACATGTTTGTAACTGTGGTTGAAAATGTCATTCGCCAAGTTCATGT
	GecuE^9       AACGAGAAAACTATTTTGGCTTCTATRCCTATCTCTTTCATAATTGGTTTGTAACTAGGGTTTCAAAGTTTGTAACATGTTTGTAACTGTGGTTGAAAATGTCATTCGCCAAGTTCATGT
	GecuE^10       AACGAGAAAACTATTTTGGCTTYTATACCTATCTCTTTCATAATTGGTTTGTAACTAGGGTTTCAAAGTTTGTAACATGTTTGTAACTGTGGTTGAAAATGTCATTCGCCAAGTTCATGT
	GecuE^11      AACGAGAAAACTATTTTGGNTTCTATACCTATCTCTTTCATAATTGGTTTGTAACTAGGGTTTCAAAGTTTGTAACATGTTTGTAACTGTGGTTGAAAATGTCATTCGCCAAGTTCATGT
	GlicC^15     AACGAGAAAACTATTTTGGCTTTTATACCTATCTCTTTCATAATTGGTTTGTAACTAGGGTTTCAAAGTTTGTAACATGTTTGTAACTGTGGTTGAAAATGTCATTCGCCAAGTTCATGT
	GlicP^17      AACGAGAAAACTATTTTGGCTNCTATACCTATCTCTTTCATAATCGGTTTGTAATTAGGGTTTCAAAGTTTATAACATGTTTGTAACTGTGGTTGAAAATGTCATTCGCCAAGTTCATGT
	GlicP^18      AACGAGAAAACTATTTTGGCTTYTATACCTATCTCTTTCATAATTGGTTTGTAACTAGGGTTTCAAAGTTTGTAACATGTTTGTAACTGTGGTTGAAAATGTCATTCGCCAAGTTCATGT
	GlicE^20      AACGAGAAAACTATTTTGGNTTYTATACCTATCTCTTTCATAATTGGTTTGTAACTAGGGTTTCAAAGTTTGTAACATGTTTGTAACTGTGGTTGAAAATGTCATTCGCCAAGTTCATGT
	GlicE^21      AACGAGAAAACTATTTTGGCTTCTATACCTATCTCTTTCATAATYGGTTTGTAAYTAGGGTTTCAAAGTTTRTAACATGTTTGTAACTGTGGTTGAAAATGTCATTCGCCAAGTTCATGT
	GlicE^22      AACGAGAAAACTATTTTGGCTTCTATACCTATCTCTTTCATAATTGGTTTGTAACTAGGGTTTCAAAGTTTGTAACATGTTTGTAACTGTGGTTGAAAATGTCATTCGCCAAGTTCATGT
	GlicE^23       AACGAGAAAACTATTTTGGCTTCTATACCTATCTCTTTCATAATCGGTTTGTAATTAGGGTTTCAAAGTTTGTAACATGTTTGTAACTGTGGTTGAAAATGTCATTCGCCAAGTTCATGT
	GlicE^24       AACGAGAAAACTATTTTGGCTTCTATACCTATCTCTTTCATAATTGGTTTGTAACTAGGGTTTCAAAGTTTGTAACATGTTTGTAACTGTGGTTGAAAATGTCATTCGCCAAGTTCATGT
	GlicE^25      AACGAGAAAACTATTTTGGCTTCTATACCTATCTCTTTCATAATTGGTTTGTAACTAGGGTTTCAAAGTTTGTMACATGTTTGTAACTGTGGTTGAAAATGTCATTCGCCAAGTTCATGT
	GlicE^26      AACGRGAAAACTATTTTGGCTTCTATACCTATCTCTTTCATAATTGGTTTGTAACTARGGTTTCAAAGTTTGTAACATGTTTGTAACTGTGGTTGAAAATGTCATTCGCCAAGTTCATGT
	GmorB^27    AACGAGAAAACTATTTTGGCTTCTATACCTATCTCTTTCATAATCGGTTTGTAATTAGGGTTTCAAAGTTTATAACATGTTTGTAACTGTGGTTGAAAATGTCATTCGCCAAGTTCATGT
	GpasB^28    AACGAGAAAACTATTTTGGCTTCTATACCTATCTCTTTCAWAATTGGTTTGTAACTAGGGTTTCAAAGTTTGTAACATGTTTGTAACTGTGGTTGAAAATGTCATTCGCCAAGTTCATGT


20 120
	GecuC^1     TTCAATGGWAGAATTGTCATCTAAACTGAGTGGGCCATGCCGCACACTCAAAGTTATATCGCGAAGTGTGAGCACTGCAGCAGCACTGACTGTATATTAGGCTTGTGTACAATCGAAGCT
	GecuP^4     TTCAATGGAAGAATTGTCATCTAAACTGAGTGGGCCATGCCGCACACTCAAAGTTATATCGCGAAGTGTGAGCACTGCAGCAGCACTGACTGTATATTAGGCTTGTGTACAATCGAAGCT
	GecuP^5     TTCAATGGAAGAATTGTCATCTAAACTGAGTGGGCCATGCCGCACACTCAAAGTTATATCGCGAAGTGTGAGCACTGCAGCAGCACTGACNGYATATTAGGCTTGTGTACAATCGAAGCT
	GecuP^6      TTCAATGGAAGAATTGTCATCTAAACTGAGTGGGCCATGCCGCACACTCAAAGTTATATCGCGAAGTGTGAGCACTGCAGCAGCACTGACTGTATATTAGGCTTGTGTACAATCGAAGCT
	GecuE^8      TTCRATGGAAGAATTGTCATCTAAACTGAGTGGGCCATGCCGCACACTCAAAGTTATATCGCGAAGTGTGAGCACTGCAGCAGCACTGACTGTATATTAGGCTTGTGTACAATCGAAGCT
	GecuE^9       TTCAATGGAAGAATTGTCATCTAAACTGAGTGGGCCATGCCGCACACTCAAAGTTATATCGCGAAGTGTGAGCACTGCAGCAGCACTGACTGTATATTAGGCTTGTGTACAATCGAAGCT
	GecuE^10       TTCAATGGAAGAATTGTCATCTAAACTGAGTGGGCCATGCCGCACACTCAAAGTTATATCGCGAAGTGTGAGCACTGCAGCAGCACTGACTGTATATTAGGCTTGTGTACAATCGAAGCT
	GecuE^11      TTCAATGGAAGAATTGTCATCTAAACTGAGTGGGCCATGCCGCACACTCAAAGTTATATCGCGAAGTGTGAGCACTGCAGCAGCACTGACTGTMTATTAGGCTTGTGTACAATCGAAGCT
	GlicC^15     TTCAATGGAAGAATTGTCATCTAAACTGAGTGGRCCATGCCGCACACTCAAAGTTATATCGCGAAGTGTGAGCACTGCAGCAGCACTGACTGTATATTAGGCTTGTGTACAATCGAAGCT
	GlicP^17      TTCAATGGAAGAATTGTCATCTAAACTGAGTGGGCCATGCCGCACACTCAAAGTTATATCGCGAAGTGTGAGCACTGCAGCAGCACTGACTGTATATTAGGCTTGTGTACAATCGAAGCT
	GlicP^18      TTCAATGGAAGAATTGTCATCTAAACTGAGTGGGCCATGCCGCACACTCAAAGTTATATCGCGAAGTGTGAGCACTGCAGCAGCACTGACTGTATATTAGGCTTGTGTACAATCGAAGCT
	GlicE^20      TTCAATGGAAGAATTGTCATCTAAACTGAGTGGGCCATGCCGCACACTCAAAGTTATATCGCGARGTGTGAGCACTGCAGCAGCACTGACTGTATATTAGGCTTGTGTACAATCGAAGCT
	GlicE^21      TTCAATGGAAGAATTGTCATCTAAACTGAGTGGGCCATGCCGCACACTCAAAGTTATATCRMGARGTGTGAGCACTGCAGCAGCACTGACTGTATATTAGGCTTGTGTACAATCGAAGCT
	GlicE^22      TTCAATGGAAGAATTGTCATCTAAACTGAGTGGRCCATGCCGCACACTCAAAGTTATATCRMGARGTGTGAGCACTGCAGCAGCACTGACTGTATATTAGGCTTGTGTACAATCGAAGCT
	GlicE^23       TTCAATGGAAGAATTGTCATCTAAACTGAGTGGRCCATGCCGCACACTCAAAGTTATATCGCGAAGTGTGAGCACTGCAGCAGCACTGACTGTATATTAGGCTTGTGTACAATCGAAGCT
	GlicE^24       TTCAATGGAAGAATTGTCATCTAAACTGAGTGGGCCATGCCGCACACTCAAAGTTATATCGCGAAGTGTGAGCACTGCAGCAGCACTGACTGTATATTAGGCTTGTGTACAATCGAAGCT
	GlicE^25      TTCAATGGAAGAATTGTCATCTAAACTGAGTGGACCATGCCGCACACTCAAAGTTATATCGCGAAGTGTGAGCACTGCAGCAGCACTGACTGTATATTAGGCTTGYGTACAATCGAAGCT
	GmorB^27    TTCGATGGAAGAATTGTCATCTAAACTGAGTGGGCCATGCCGCACACTCAAAGTTATATCGCGAAGTGTGAGCACTGCAGCAGCACTGACTGTATATTAGGCTTGTGTACAATCGAAGCT
	GpasB^28    TTCAATGGAAGAATTGTTATCTAAACTGAGTGGGCCATGCCGCACACTCAAAGTTATATCGCGAAGTGTGAGCACTGCAGCAGCACTGACTGTATATTAGGCTTGTGTACAATCGAAGCT
	GpasB^29    TTCAATGGAAGAATTGTTATCTAAACTGAGTGGGCCATGCCGCACACTCAAAGTTATATCGCGAAGTGTGAGCACTGCAGCAGCACTGACTGTATATTAGGCTTGTGTACAATCGAAGCT


20 120
	GecuC^1     GTAAMTTTTATGAACWGTGTCCTAATATCCCAGAACCCCTTGATTTCAAACAAGCTGCTGTCATCAAAGCAAATCAATTGACATTTGAAGACTATCAAGTTGAAATTGATCTAC-AAACT
	GecuP^4     GTAAATTTTATGAACAGTGTCCTAATATCCCAGAACCCCTTGATTTCAAACAAGCTGCTGTCATCAAACCAAATCAATTGACATTTGAAGACTATCAAGCTGAAATTGATCTACAAAACT
	GecuP^5     GTAAATTTTATGAACAGTGTCCTAATATCCCAGAACCCCYTGATTTCAAACAAGCTGCTGTCATCAAAGCAAATCAATTGACATTTGAAGACTATCAAGTTGAAATTGATCTAC-AAACT
	GecuP^6      GTRAATTTTATGAACAGTGTCCTAATATCCCAGAACCCCTTGATTTCAAACAAGCTGCTGTCATCAAAGCAAATCAATTGACATTTGAAGACTATCAAGTTGAAATTGATCTAC-AAACT
	GecuP^7      GTGAATTTTATGAACAGTGTCCTAATATCCCAGAACCCCTTGATTTCAAACAAGCTGCTGTCATCAAAGCAAATCAANTGACATTTGAAGACTATCAAGTTGAAATTGATCTAC-AAACT
	GecuE^8      GTAAMTTTTATGAACAGTGTCCTAATATCCCAGAACCCCTTGATTTCAAACAAGCTGCTGTCATCAAASCAAATCAATTGACATTTGAAGACTATCAAGYTGAAATTGATCTACAAAACT
	GecuE^9       GTAAATTTTATGAACAGTGTCCTAATATCCCAGAACCCC-TGATTTCAAACAAGCTGCTGTCATCAAAGCAAATCAATTGACATTTGAAGACTATCAAGTTGAAATTGATCTAC-AAACT
	GecuE^10       GTAAMTTTTATGAACAGTGTCCTAATATCCCAGAACCCCTTGATTTCAAACAAGCTGCTGTCATCAAAGCAAATCAATTGACATTTGAAGACTATCAAGTTGAAATTGATCTAC-AAACT
	GecuE^11       GTAAMTTTTATGAACWGTGTCCTAATATCCCAGAACCCCTTGATTTCAAACAAGCTGCTGTCATCAAASCAAATCAATTGACATTTGAAGACTATCAAGYTGAAATTGATCTACAAAACT
	GecuE^12      GTAAATTTTATGAACAGTGTCCTAATATCCCAGAACCCCTTGATTTCAAACAAGCTGCTGTCATCAAAGCAAATCAATTGACATTTGAAGACTATCAAGTTGAAATTGATCTAC-AAACT
	GlicC^15     GTAACTTTTATGAACTGTGTCCTAATATCCCAGAACCCCTTGATTTCAAACAAGCTGCTGTCATCAAAGCAAATCAGTTGACATTTGAAGACTATCAAGTTGAAATTGATCTAC-AAACT
	GlicP^17      GTAACTTTTATGAACTGTGTCCTAATATCCCAGAACCCCTTGATTTCAAACAAGCTGCTGTCATCAAAGCAAATCAGTTGACATTTGAAGACTATCAAGTTGAAATTGATCTAC-AAACT
	GlicE^20      GTAAATTTTATGAACAGTGTCCTAATATCCCAGAACCACTTGATTTCAAACAAGCTGCTGTCATCAAAGCAAATCAATTGACATTTGAAGACTATCAAGTTGAAATTGATCTAC-AAACT
	GlicE^21      GTAAATTTTATGAACAGTGTCCTAATATCCCAGAACCCCTTGATTTCAAACAAGCTGCTGTCATCAAAGCAAATCAATTGACATTTGAAGACTATCAAGTTGAAATTGATCTAC-AAACT
	GlicE^22      GTAAATTTTATGAACAGTGTCCTAATATCCCAGAACCCCTTGATTTCAAACAAGCTGCTGTCATCAAAGCAAATCAATTGACATTTGAAGACTATCAAGTTGAAATTGATCTAC-AAACT
	GlicE^23       GTAAATTTTATGAACAGTGTCCTAATATCCCAGAACCCCTTGATTTCAAACAAGCTGCTGTCATCAAAGCAAATCAATTGACATTTGAAGACTATCAAGTTGAAATTGATCTAC-AAACT
	GlicE^24       GTAAMTTTTATGAACWGTGTCCTAATATCCCAGAACCCCTTGATTTCAAACAAGCTGCTGTCATCAAAGCAAATCARTTGACATTTGAAGACTATCAAGTTGAAATTGATCTAC-AAACT
	GlicE^25      GTAAATTTTATGAACAGTGTCCTAATATCCCAGAACCCCTTGATTTCAAACAAGCTGCTGTCATCAAACCAAATCAATTGACATTTGAAGACTATCAAGCTGAAATTGATCTACAAAACT
	GmorB^27    GTAAATTTTATGAACAGTGTCCTAATATCCCAGAACCCCTTGATTTCAAACAAGCTGCTGTCATCAAAGCAAATCAATTGACATTTGAAGACTATCAAGTTGAAATTGATCTAC-AAACT
	GpasB^28    GTAAATTTTATGAACAGTGTCCTAATATCCCAGAACCCCTTGATTTCAAACAAGCTGCTGTCATCAAAGCAAATCAATTGACATTTGAAGACTATCAAGTTGAAATTGATCTAC-AAACT


19 120
	GecuC^1     GTGTAGCTAAAATTTTATGGAAAAAGCAGTATCGACTCAGCCGGCAACGAGATTTCATATTGTCATATCAGTTCAGCAAGTGTATGTGAAACTTGCCACGGCTTTTTACACCATGTGTAA
	GecuP^4     GTGTAGCTAAAATTTTATGGAAAAAGCAGTATCGACTCAGCCGGCAACGAGATTTCATATTGTCATATCAGTTCAGCAAGTGTATGTGAAACTTGCCACGGCTTTTTACACCATGTGTAA
	GecuP^5     GTGTAGCTAAAATTTTATGGAAAAAGCAGTATCGACTCAGCCGGCAACGAGATTTCATATTGTCATATCAGTTCAGCAAGTGTATGTGAAACTTGCCACGGCTTTTTACACCATGTGTAA
	GecuP^6      GTGTAGCTAAAATTTTATGGAAAAAGCAGTATCGACTCAGCCGGCAACGAGATTTCATATTGTCATATCAGTTCAGCAAGTGTATGTGAAACTTGCCACGGCTTTTTACRCCATGTGTAA
	GecuP^7      GTGTAGCTAAAATTTTATGGAAAAAGCAGTATCGACTCAGCCGGCAACGAGATTTCATATTGTCATATCAGTTCAGCAAGTGTATGTGAAACTTGCCACGGCTTTTTACACCATGTGTAA
	GecuE^8      GTGTAGCTAAAATTTTATGGAAAAAGCAGTATCGACTCAGCCGGCAACGAGATTTCATATTGTCATATCAGTTCAGCAAGTGTATGTGAAAYTTGCCACGGCTTTTTACACCATGTGTAA
	GecuE^9       GTGTAGCTAAAATTTTATGGAAAAAGCAGTATCGACTCAGCCGGCAACGAGATTTCATATTGTCATATCAGTTCAGCAAGTGTATGTGAAACTTGCCACGGCTTTTTACACCATGTGTAA
	GecuE^10      GTGTAGCTAAAATTTTATGGAAAAAGCAGTATCGACTCAGCCGGCAACGAGATTTCATATTGTCATATCAGTTCAGCAAGTGTATGTGAAACTTGCCACGGCTTTTTACACCATGTGTAA
	GlicC^15     GTGTAGCTAAAATTTTATGGAAAAAGCAGTAYCGACTCAGCCGGCAACGAGATTTCATATTGTCATATCAGTTCAGCAAGTGTATGTGAAACTTGCCACGGCTTTTTACACCATGTGTAA
	GlicP^17      GTGTAGCTAAAATTTTATGGAAAAAGCAGTATCGACTCAGCCGGCAACGAGATYTCATATTGTCATATCAGTTCAGCAAGTGTATGTGAAACTTGCCACGGCTTTTTACACCATGTGTAA
	GlicE^20      GTGTAGCTAAAATTTTATGGAAAAAGCAGTATCGACTCAGCCGGCAACGAGATTTCATATTGTCATATCAGTTCAGCAAGTGTATGNGAAACTTGCCACGGCTTTTTACACCATGTGTAA
	GlicE^21      GTGTAGCTAAAATTTTATGGAAAAAGCAGTATCGACTCAGCCGGCAACGAGATTTCATATTGTCATATCAGTTCAGCAAGTGTATGTGAAACTTGCCACGGCTTTTTACACCATGTGTAA
	GlicE^22      GTGTAGCTAAAATTTTATGGAAAAAGCAATATCGACTCAGCCGGCAACGAGATTTCATATTGTTATATCAGTTCAGCAAGTGTATGTGAAACTTGCCACGGCTTTTTACACCATGTGTAA
	GlicE^23       GTGTAGCTAAAATTTTATGGAAAAAGCARTATCGACTCAGCCGGCAACGAGATTTCATATTGTYATATCAGTTCAGCAAGTGTATGTGAAACTTGCCACGGCTTTTTACACCATGTGTAA
	GlicE^24       GTGTAGCTAAAATTTTATGGAAAAAGCAGTATCGACTCAGCCGGCAACGAGATTTCATATTGTCATATCAGTTCAGCAAGTGTATGTGAAACTTGCCACGGCTTTTTACACCATGTGTAA
	GlicE^25      GTGTAGCTAAAATTTTATGGAAAAAGCAGTATCGACTCAGCCGGCAACGAGATTTCATATTGTCATATCAGTTCAGCAAGTGTATGTGAAACTTGCCACGGCTTTTTACACCATGTGTAA
	GlicE^26      GTGTAGCTAAAATTTTATGGAAAAAGCARTATCGACTCAGCCGGCAACGAGATTTCATATTGTYATATCAGTTCAGCAAGTGTATGTGAAACTTGCCACGGCTTTTTACACCATGTGTAA
	GmorB^27    GTGTAGCTAAAATTTTATGGAAAAAGCAGTATCGACTCAGCCGGCAACGAGATTTCATATTGTCATATCAGTTCAGCAAGTGTATGTGAAACTTGCCACGGCTTTTTACACCATGTGTAA
	GpasB^28    GTGTAGCTAAAATTTTATGGAAAAAGCAGTATCGACTCAGCCGGCAACGAGATTTCATATTGTCATATCAGTTCAGCAAGTGTATGTGAAAYTTGCCACGGCTTTTTACACCATGTGTAA


16 120
	GecuC^1     GGTGATCCTGAGCTTACTACATATTAGGAATGGTTCGCAGCTAAATAAAAATAGTAATTCATCTAGGAAATGAAATAATAAGCCCTCTAAATCATCAGCTTCAGCTTCTATTTCGGCTGA
	GecuP^4     GGTGATCCTGAGCTTACTACATATTAGGAAYGGTTCGCAGCTAAATAAAAATAGTAATTCATCTAGGAAATGAAATAATAAGCCCTCTAAATCATCAGCTTCAGCTTCTATTTCGGCTGA
	GecuP^5      GGTGATCCTGAGCTTACTACATATTAGGAATGGTTCGCAGCTAAATAAAAATAGTAATTCATCTAGGAAATGAAATAATAAGCCCTCTAAATCATCAGCTTCAGCTTCTATTTCGGCTGA
	GecuE^8      GGTGATCCTGAGCTTACTACATATTAGGAAYGGTTCGCAGCTAAATAAAAATAGTAATTCATCTAGGAAATGAAATAATAAGCCCTCTAAATCATCAGCTTCAGCTTCTATTTCGGCTGA
	GecuE^9       GGTGATCCTGAGCTTACTACATATTAGRAATGGTTCGCAGCTAAATAAAAATAGTAATTCATCTAGGAAATGAAATAATAAGCCCTCTAAATCATCAGCTTCAGCTTCTATTTCGGCTGA
	GecuE^10       GGTGATCCTGAGCTTACTACATATTAGGAATGGTTCGCAGCTAAATAAAAATAGTAATTCATCTAGGAAATGAAATAATAAGCCCTCTAAATCATCAGCTTCAGCTTCTATTTCGGCTGA
	GlicC^15     GGTGATCCTGAGCTTACTACATATTAGGAATGGTTCGCAGCTAAATAAAAATAGTAATTCATCTAGGAAATGAAATAATAAGCCCTCTAAATCATCAGCTTCAGCTTCTATTTCGGCTGA
	GlicP^17      GGTGATCCTGAGCTTACTACATATTAGGAATGGTTCGCAGCTAAATAAAAATAGTAATTCRTCTAGGAAATGAAATAATAAGCCCTCTAAATCATCRGCTTCAGCTTCTATTTCGGCTGA
	GlicE^20      GGTGATCCTGAGCTTACTACATATTAGAAATGGTTCGCAGCTAAATAAAAATAGTAATTCATCTAGGAAATGAAATAATAAGCCCTCTAAATCATCAGCTTCAGCTTCTATTTCGGCTGA
	GlicE^21       GGTGATCCTGAGCTTACTACATATTAGRAAYGGTTCGCAGCTAAATAAAAATAGTAATTCATCTAGGAAATGAAATAATAAGCCCTCTAAATCATCAGCTTCAGCTTCTATTTCGGCTGA
	GlicE^22       GGTGATCCTGAGCTTACTACATATTAGGAACGGTTCGCAGCTAAATAAAAATAGTAATTCATCTAGGAAATGAAATAATAAGCCCTCTAAATCATCAGCTTCAGCTTCTATTTCGGCTGA
	GlicE^23      GGTGATCCTGAGCTTACTACATATTAGRAATGGTTCGCAGCTAAATAAAAATAGTAATTCATCTAGGAAATGAAATAATAAGCCCTCTAAATCATCAGCTTCAGCTTCTATTTCGGCTGA
	GlicE^24      GGTGATCCTGAGCTTACTACATATTAGGAATGGTTCGCAGCTAAATAAAAATAGTAATTCATCTAGGAAATGAAATAATAAGCCCTCTAAATCATCAGCTTCAGCTTCTATTTCGGCTGA
	GmorB^27    GGTGATCCTGAGCTTACTACATATTAGAAATGGTTCGCAGCTAAATAAAAATAGTAATTCATCTAGGAAATGAAATAATAAGCCCTCTAAATCATCAGCTTCAGCTTCTATTTCGGCTGA
	GpasB^28    GGTGATCCTGAGCTTACTACATATTAGRAAYGGTTCGCAGCTAAATAAAAATAGTAATTCATCTAGGAAATGAAATAATAAGCCCTCTAAATCATCAGCTTCAGCTTCTATTTCGGCTGA
	GpasB^29    GGTGATCCTGAGCTTACTACATATTAGAAATGGTTCGCAGCTAAATAAAAATAGTAATTCATCTAGGAAATGAAATAATAAGCCCTCTAAATCATCAGCTTCAGCTTCTATTTCGGCTGA


18 120
	GecuC^1     TGAATTGCTAGATCTCACARTTCCAYCTCGTAACCACTCTGTCGCATGTTTATCTACCTCCTCCTTTTCTTCAATTGACATCCTCCTGGGAGTATGAGATTTTGTTGTTTCGTCGCCTAA
	GecuP^4     TGAATTGCTAGATCTCACAATTCCACCTCGTAACCACTCTGTCGCATGTTTATCTACCTCCTCCTTTTCTTCAATTGACATCCTCCTGGGAGTATGAGATTTTGTTGTTTCGTCGCCTAA
	GecuP^5      TGAATTGCTAGATCTCACAATTCCACCTCGTAACCACTCTGTCGCATGTTTATCTACCTCCTCCTTTTCTTCAANTGACATCCTCCTGGGAGTATGAGATTTTGTTGTTTCGTCGCCTAA
	GecuE^8      TGAATTGCTAGATCTCACAATTCCACCTCGTAACCACTCTGTCGCATGTTTATCTACCTCCTCCTTTTCTTCAATTGACATCCTCCTGGGAGTATRAGATTTTGTTGTTTCGTCGCCTAA
	GecuE^9       TGAATTGCTAGATCTCACAATTCCACCTCGTAACCACTCTGTCGCATGTTTATCTACCTCCTCCTTTTCTTCAATTGACATCCTCCTGGGAGTATGAGATTTTGTTGTTTCGTCGCCTAA
	GecuE^10       TGAATTGCTAGATCTCACAATTCCACCTCGTAACCACTCTGTCGCATGTTTATCTACCTCCTCCTTTTCTTCAATTGACATCCTCCTGGGAGTATGAGATTTTGTTGTTTCGTCGCCTAA
	GecuE^11      TGAATTGCTAGATCTCACAATTCCACCTCGTAACCACTCTGTCGCATGTTTATCTACCTCCTCCTTTTCTTCAATTGACATCCTCCTGGGAGTATGAGATTTTGTTGTTTCGTCGCCTAA
	GlicC^15     TGAATTGCTAGATCTCACAATTCCACCTCGTAACCACTCTGTCGCATGTTTATCTACCTCCTCCTTTTCTTCAATTGACATCCTCCTGGAAGTATGAGATTTTGTTGTTTCGTCGCCTAA
	GlicC^16     TGAATTGCTAGATCTCACAATTCCACCTCGTAACCACTCTGTCGCATGTTTATCTACCTCCTCCTTTTCTTCAATTGACATCCTCCTGGGAGTATGAGATTTTGTTGTTTCGTCGCCTAA
	GlicP^17      TGAATTGCTAGATCTCACANTTCCANCTCGTAACCACTCTGTCGCATGTTTATCTACCTCCTCCTTTTCTTCAATTGACATCCTCCTGGNAGTATGAGATTTTGTTGTTTCGTCGCCTAA
	GlicP^18      TGAATTGCTAGATCTCACANTTCCANCTCGTAACCACTCTGTCGCATGTTTATCTACCTCCTCCTTTTCTTCAATTGACATCCTCCTGGGAGTATGAGATTTTGTTGTTTCGTCGCCTAA
	GlicE^20      TGAATTGCTAGATCTCACAATTCCACCTCGTAACCACTCTGTCGCATGTTTATCTACCTCCTCCTTTTCTTCAATTGACATCCTCCTGGGAGTATGAGATTTTGTTGTTTCGTCGCCTAA
	GlicE^21      TGAATTGCTAGATCTCACAATTCCACCTCGTAACCACTCTGTCGCATGTTTATCTACCTCCTCCTTTTCTTCAATTGACATCCTCCTGGAAGTATGAGATTTTGTTGTTTCGTCGCCTAA
	GlicE^22      TGAATTGCTAGATCTCACAATTCCACCTCGTAACCACTCTGTCGCATGTTTATCTACCTCCTCCTTTTCTTCAATTGACATCCTCCTGGGAGTATGAGATTTTGTTGTTTCGTCGCCTAA
	GlicE^23      TGAATTGCTAGATCTCACAATTCCACCTCGTAACCACTCTGTCGCATGTTTATCTACCTCCTCCTTTTCTTCAATTGACATCCTCCTGGGAGTATGAGATTTTGTTGTTTCGTCGCCTAA
	GmorB^27    TGAATTGCTAGATCTCACAATTCCACCTCGTAACCACTCTGTCGCATGTTTATCTACCTCCTYCTTTTCTTCAATTGACATCCTCCTGGGAGTATGAGATTTTGTTGTTTCGTCGCCTAA
	GpasB^28    TGAATTGCTAGATCTCACAATTCCACCTYGTAACCACTCTGTCGCATGTTTATCTACCTCCTCCTTTTCTTCAATTGACATCCTCCTGGGAGTATGAGATTTTGTTGTTTCGTCGCCTAA
	GpasB^29    TGAATTGCTAGATCTCACAATTCCACCTYGTAACCACTCTGTCGCATGTTTATCTACCTCCTCCTTTTCTTCAATTGACATCCTCCTGGGAGTATRAGATTTTGTTGTTTCGTCGCCTAA


18 120
	GecuC^1     ACTTTGCAGGAATAAGACAGTCTAATTGAACTCTCTTGCGACAACAGTCTGAAAACA-AATTTGCTTCTTTCGATTTAGTGGAGTTTTGGATATCAATCAAAAATGAATATTCAACTTTG
	GecuP^4      ACTTTGCAGGAATAAGACAGTCTAATTGAACTCTCTTGCGACAACAGTCTGAAAACAAAATTTGCTTCTTTCGATTTAGTGGAGTTTTGGATATCAATCAAAAATGAATATTCAACTTTG
	GecuE^8       ACTTTGCAGGAATAAGACAGTCTAATTGAACTCTCTTGCGACAACAGTCTGAAAACAAAATTTGCTTCTTTCGATTTAGTGGAGYTTTGGATATCAATCAAAAATGAATATTCAACTTTG
	GecuE^9       ACTTTGCAGGAATAARACAGTCTAATTGAACTCTCTTGCGACAACAGTCTGAAAACAAAATTTGCTTCTTTCGATTTAGTGGAGTTTTGGATATCAATCAAAAATGAATATTCAACTTTG
	GecuE^10      ACTTTGCAGGAATAAGACAGTCTAATTGAACTCTCTTGCGACAACAGTCTGAAAACAAAATTTGCTTCTTTCGATTTAGTGGAGTTTTGGATATCAATCAAAAATGAATATTCAACTTTG
	GlicC^15     ACTTTGCAGGAATAAGACAGTCTAATTGAANTCTCTTGCGACAACAGTCTGAAAACAAAATTTGCTTCTTTCGATTTAGTGGAGTNTTGGATATCAATCAAAAATGAATATCCAACTTTG
	GlicC^16     ACTTTGCAGGAATAAGACAGTCTAATTGAACTCTCTTGCGACAACAGTCTGAAAACAAAATTTGCTTCTTTCGATTTAGTGGAGTTTTGGATATCAATCAAAAATGAATATTCAACTTTG
	GlicP^17      ACTTTGCAGGAATAAGACAGTCTAATTGAACTCTCTTGCGACANCAGTCTGAAAACAAAATTTGCTTCTTNCGATTTAGTGGAGTTTTGGATATCAATCAAAAATGAATATTCAACTTTG
	GlicE^20      ACTTTGCAGGAATAAGACAGTCTAATTGAACTCTCTTGCGACAACAGTCTGAAAACAAAATTTGCTTCTTTCGATTTAGTGGAGTTTTGGATATCAATCAAAAATGAATATTCAACTTTG
	GlicE^21      ACTTTGCAGGAATAAGACAGTCTAATTGAACTCTCTTGCGACAACAGTCTGAAAACAAAATTTGCTTCTTTCGATTTAGTGGAGTTTTGGATATCAATCAAAAATGAATATTCAACTTTG
	GlicE^22      ACTTTGCAGGAATAAGACAGTCTAATTGAACTCTCTTGCGACAACAGTCTGAAAACAAAATTTGCTTCTTTCGATTTAGTGGAGTTTTGGATATCAATCAAAAATGAATATTCAACTTTG
	GlicE^23       ACTTTGCAGGAATAAGACAGTCTAATTGAACTCTCTTGCGACAACAGTCTGAAAACARAATTTGCTTCTTTCGATTTAGTGGAGTTTTGGATATCAATCAGAAATGAATGTTCAACTTTG
	GlicE^24       ACTTTGCAGGAATAAGACAGTCTAATTGAACTCTCTTGCGACAACAGTCTGAAAACAAAATTTGCTTCTTTCGATTTAGTGGAGTTTTGGATATCAATCAAAAATGAATATTCAACTTTG
	GlicE^25      ACTTTGCAGGAATAAGACAGTCTAATTGAACTCTCTTGCGACAACAGTCTGAAAACAAAATTTGCTTCTTTCGATTTAGTGGAGTTTTGGATATCAATCAAAAATGAATATTCAACTTTG
	GlicE^26      ACTTTGCAGGAATAAGACAGTCTAATTGAACTCTCTTGCGACAACAGTCTGAAAACAAAATTTGCTTCTTTCGATTTAGTGGAGTTTTGGATATCAATCAAAAATGAATATCCAACTTTG
	GmorB^27    ACTTTGCAGGAATAAGACAGTCTAATTGAACTCTCTTGCGACAACAGTCTGAAAACAAAATTTGCTTCTTTCGATTTAGTGGAGTTTTGGATATCAATCAGAAATGAATGTTCAACTTTG
	GpasB^28    ACTTTGCAGGAATAAGACAGTCTAATTGAACTCTCTTGCGACAACAGTCTGAAAACAAAATTTGCTTCTTTCGATTTAGTGGAGTTTCGGATATCAATCAAAAATGAATATTCAACTTTG
	GpasB^29    ACTTTGCAGGAATAAGACAGTCTAATTGAACTCTCTTGCGACAACAGTCTGAAAACAAAATTTGCTTCTTTCGATTTAGTGGAGTTTCGGATATCAATCAAAAATGAATATTCAACTTTG


23 120
	GecuC^1     CTGAAATTTTGTCATGGACTCTCGAAATCTAGATTCGTCATGAGAGGGCATATAGCCGTACTTCTCTAAGTATGTCTAGAACAATAAAAATAGACTGTAGAATTTCGAAAATGGAATTTT
	GecuP^4     CTGAAATTTTGTCATGGACTCTCGAAATCTAGATTCGTCATGAGAGGGCATATAGCCGTACTTCTCTAAGTATGTCTAGAACAATAAAAATAGACTGTAGAATTTCGAAAATGGAATTTT
	GecuP^5     CTGAAATTTTATCATGGACTCTCGAAATCTAGATTCGTCATGAGAGGGCATATAGCCGTACTTCTCTAAGTATGTCTAGAACAATAAAAATAGACTGTAGAATTTCGAAMATGGAATTTT
	GecuP^6      CTGAAATTTTATCATGGACTCTCGAAATCTAGATTCGTCATGAGAGGGCATATAGCCGTACTTCTCTAAGTATGTCTAGAACAATAAAAATAGACTGTAGAATTTCGAAAATGGAATTTT
	GecuP^7      CTGAAATTTTRTCATGGACTCTCGAAATCNAGATTCGTCATGAGAGGGCATATAGCCGTACTTCTCTAAGTATGTCTAGAACAATAAAAATAGACTGTAGAATTTCGAAMATGGAATTTT
	GecuE^8      CTGAAATTTTRTCATGGACTCTCGAAATCTAGATTCGTCRTGAGAGGGCATATAGCCGTACTTCTCTAAGTATGTCTAGAACAATAAAAATAGACTGTAGAATTTCGAAMATGGAATTTT
	GecuE^9       CTGAAATTTTRTCATGGACTCTCGAAATCTAGATTCGTCATGAGAGGGCATATAGCCGTACTTCTCTAAGTATGTCTAGAACAATAAAAATAGACTGTAGAATTTCGAAAATGGAATTTT
	GecuE^10       CTGAAATTTTGTCATGGACTCTCGAAATCTAGATTCGTCATGAGAGGGCATATAGCCGTACTTCTCTAAGTATGTCTAGAACAATAAAAATAGACTGTAGAATTTCGAAAATGGAATTTT
	GecuE^11      CTGAAATTTTGTCATGGACTCTCGAAATCTAGATTCGTCATGAGAGGGCATATAGCCGTACTTCTCTAAGTATGTCTAGAACAATAAAAATAGACTGTAGAATTTCGAAAATGGAATTTT
	GlicC^15     CTGAAATTTT-TCATGGACTCTCGAAATCTAGATTCGTCATGAGAGGGCATATAGCCGTACTTCTCTAAGTATGTCTAGAACAATAAAAATNGACTGTAGAATTTCGAAAATGGAATTTT
	GlicC^16     CTGAAATTTTATCATGGACTCTCGAAATCTAGATTCGTCATGAGAGGGCATATAGCCGTACTTCTCTAAGTATGTCTAGAACAATAAAAATAGACTGTAGAATTTCGAAAATGGAATTTT
	GlicP^17      CTGAAATTTTGTCATGGACTCTCGAAATCTAGATTCGTCATGAGAGGGCATATAGCCGTACTTCTCTAAGTATGTCTAGAACAATAAAAATAGACTGTAGAATTTCGAAAATGGAATTTT
	GlicP^18      CTGAAATTTTRTCATGGACTCTCGAAATCTAGATTCGTCATGAGAGGGCATATAGCCGTACTTCTCTAAGTATGTCTAGAACAATAAAAATAGACTGTAGAATTTCGAAAATGGAATTTT
	GlicP^19      CTGAAATTTTRTCATGGACTCTCGAAATCTAGATTCGTCATGAGAGGGCATATAGCCGTACTTCTCTAAGTATGTCTAGAACAATAAAAATAGACTGTAGAATTTCGAAAATGGAATTTT
	GlicE^20      CTGAAATTTTRTCATGGACTCTCGAAATCTAGATTCGTCATGAGAGGGCATATAGCCGTACTTCTCTAAGTATGTCTAGAACAATAAAAATAGACTGTAGAATTTCGAAAATGGAATTTT
	GlicE^21      CTGAAATTTTATCATGGACTCTCGAAATCTAGATTCGTCATGAGAGGGCATATAGCCGTACTTCTCTAAGTATGTCTAGAACAATAAAAATAGACTGTAGAATTTCGAAAATGGAATTTT
	GlicE^22       CTGAAATTTTRTCATGGACTCTCGAAATCTAGATTCGTCATGAGAGGGCATATAGCCGTACTTCTCTAAGTATGTCTAGAACAATAAAAATAGACTGTAGAATTTCGAAAATGGAATTTT
	GlicE^23       CTGAAATTTTGTCATGGACTCTCGAAATCTAGATTCGTCATGAGAGGGCATATAGCCGTACTTCTCTAAGTATGTCTAGAACAATAAAAATAGACTGTAGAATTTCGAAAATGGAATTTT
	GlicE^24      CTGAAATTTTATCATGGACTCTCGAAATCTAGATTCGTCATGAGAGGGCATATAGCCGTACTTCTCTAAGTATGTCTAGAACAATAAAAATAGACTGTAGAATTTCGAAAATGGAATTTT
	GlicE^25      CTGAAATTTTATCATGGACTCTCGAAATCTAGATTCGTCATGAGAGGGCATATAGCCGTACTTCTCTAAGTATGTCTAGAACAATAAAAATAGACTGTAGAATTTCGAAAATGGAATTTT
	GmorB^27    CTGAAATTTTGTCATGGACTCTCGAAATCTAGATTCGTCATGAGAGGGCATATAGCCGTACTTCTCTAAGTATGTCTAGAACAATAAAAATAGACTGTAGAATTTCGAAAATGGAATTTT
	GpasB^28    CTGAAATTTTGTCATGGACTCTCGAAATCTAGATTCGTCATGAGAGGGCATATAGCCGTACTTCTCTAAGTATGTCTAGAACAATAAAAATAGACTGTAGAATTTCGAAMATGGAATTTT
	GpasB^29    CTGAAATTTT-TCATGGACTCTCGAAATCTAGATTCGTCATGAGAGGGCATATAGCCGTACTTCTCTAAGTATGTCTAGAACAATAAAAATAGACTGTAGAATTTCGAAAATGGAATTTT


17 120
	GecuC^1     ATTTGTTTTGTTTTGTCAGTGTTGGAGGAACACGCAATGATA-TTTGATTGTGTGGCTTNGTATTACATGCGCATCTCCCCAATTCAATTACTATAAAACTTATAGATATGAGATATGTA
	GecuC^2     ATTTGTTTTGTTTCGTCAGTGTTGGAGGAACACGCAATGATATTTTGATTGTGTGGCTTAGTATTACATGCGCATCTCCCCAATTCAATTACTATAAAACTTATAGATATGAGATATGTA
	GecuP^4     ATTTGTTTTGTTTTGTCAGTGTTGGAGGAACACGCAATGATATTTTGATTGTGTGGCTTAGTATTACATGCGCATCTCCCCAATTCAATTACTATAAAACTTATAGATATGAGATATGTA
	GecuP^5      ATTTGTTTTGTTTTGTCAGTGTTGGAGGAACACGCAATGATATTTTGATTGTGTGGCTTCGTATTACATGCRCATCTCCCCAATTCAATTACTATAAAACTTATAGATATGAGATATGTA
	GecuE^8       ATTTGTTTTGTTTTGTCAGTGTTGGAGGAACACGCAATGATATTTTGATTGTGTGGCTAAGTATTTCATGCGCATCTCCCCAATTCAATTACTATAAAACTTATAGATATGAGATATGTA
	GecuE^9      ATTTGTTTTGTTTTGTCAGTGTTGGAGGAACACGCAATGATATTTTGATTGTGTGGCTTMGTATTACATGCGCATCTCCCCAATTCAATTACTATAAAACTTATAGATATGAGATATGTA
	GlicC^15     ATTTGTTTTGTTTTGTCAGTGTTGGAGGAACACGCAATGATATTTTGATTGTGTGGCTTAGTATTACATGCGCATCTCCCCAATTCAATTACTATAAAACTTATAGATATGAGATATGTA
	GlicP^17      ATTTGTTTTGTTTTGTCAGTGTTGGAGGAACACGCAATGATATTTTGATTGTGTGGCTTAGTATTACATGCGCATCTCCCCAATTCAATTACTATAAAACTTATAGATATGAGATATGTA
	GlicP^18      ATTTGTTTTGTTTTGTCAGTGTTGGAGGAACACGCAATGATATTTTGATTGTGTGGCTTAGTATTACATGCGCATCTCCCCAATTCAATTACTATAAAACTTATAGATATGAGATATGTA
	GlicE^20      ATTTGTTTTGTTTTGTCAGTGTTGGAGGAACACGCAATGATATTTTGATTGTGTGGCTTAGTATTACATGCGCATCTCCCCAATTCAATTACTATAAAACTTATAGATATGAGATATGTA
	GlicE^21      ATTTGTTTTGTTTTGTCAGTGTTGGAGGAACACGCAATGATATTTTGATTGTGTGGCTTAGTATTACATGCGCATCTCCCCAATTCAATTACTATAAAACTTATAGATATGAGATATGTA
	GlicE^22      ATTTGTTTTGTTTTGTCAGTGTTGGAGGAACACGCAATGATATTTTGATTGTGTGGCTTAGTATTACATGCGCATCTCCCCCATTCAATTACTATAAAACTTATAGATATGAGATATGTA
	GlicE^23       ATTTGTTTTGTTTTGTCAGTGTTGGAGGAACACGCAATGATATTTTGATTGTGTGGCTTAGTATTACATGCGCATCTCCCCAATTCAATTACTATAAAACTTATAGATATGAGATATGTA
	GlicE^24       ATTTGTTTTGTTTTGTCAGTGTTGGAGGAACACGCAATGATATTTTGATTGTGTGGCTTAGTATTACATGCGCATCTCCCCAATTCAATTACTATAAAACTTATAGATATGAGATATGTA
	GmorB^27    ATTTGTTTTGTTTTGTCAGTGTTGGAGGAACACGCAATGATATTTTGATTGTGTGGCTTAGTATTACATGCGCATCTCCCCAATTCAATTACTATAAAACTTATAGATATGAGATATGTA
	GpasB^28    ATTTGTTTTGTTTTGTCAGTGTTGGAGGAACACGCAATGRTATTTTGATTGTGTGGCTTAGTATTACATGCGCATCTCCCCAATTCAATTACTATAAAACTTATAGATATGAGATATGTA
	GpasB^29    ATTTGTTTTGTTTTGTCAGTGTTGGAGGAACACGCAATGRTATTTTGATTGTGTGGCTTAGTATTACATGCGCATCTCCCCAATTCAATTACTATAAAACTTATAGATATGAGATATGTA


18 120
	GecuC^1     CTTACAAACCAAGTGGCTCCAGAAATTATCCTTAGAGTCTTATTCTGGAGGAGCTCTAAGGATATTATGTGGGTAAAGGGCGCCGAGGACCAGGCCATAGCGCCGTAAGTCAGCAGCGGN
	GecuP^4     CTTACAAACCAAGTGGCTCCAGAAATTATCCTTAGAGTCTTATTCTGGAGGAGCTCTAAGGATATTATGTGGGTAAAGGGCGCCGAGGACCAGGCCATAGCGCCGTAAGTCAGCAGCGGY
	GecuE^8      CTTACAAACCAAGTGGCTCCAGAAATTATCCTTAGAGTCTTATTCTGGAGGAGCTSTAAGGATATTATGTGGGTAAAGGGCGCCGAGGACCAGGCCATAGCGCCGTAAGTCAGCAGCGGY
	GecuE^9       CTTACAAACCAAGTGGCTCCAGAAATTATCCTTAGAGTCTTATTCTGGAGGAGCTCTAARGATATTATGTGGGTAAAGGGCGCCRAGGACCAGGCCATAGCGCCGTAAGTCAGCAGCGGY
	GecuE^10       CTTACAAACCAAGTGGCTCCAGAAATTATCCTTAGAGTCTTATTCTGGAGGAGCTCTAAGGATATTATGTGGGTAAAGGGCGCCGAGGACCAGGCCATAGCGCCGTAAGTCAGCARCGGY
	GecuE^11       CTTACAAACCAAGTGGCTCCAGAAATTATCCTTAGAGTCTTATTCTGGAGGAGCTCTAAGGATATTATGTGGGTAAAGGGCGCCGAGGACCAGGCCATAGCGCCGTAAGTCAGCAACGGT
	GecuE^12      CTTACAAACCAAGTGGCTCCAGAAATTATCCTTAGAGTCTTATTCTGGAGGAGCTCTAARGATATTATGTGGGTAAAGGGCGCCRAGGACCAGGCCATAGCGCCGTAAGTCAGCARCGGT
	GlicC^15     CTTACAAACCAAGTGGCTCCAGAAATTATCCTTAGAGTCTTATTCTGGAGGAGCTCTAAGGATATTATGTNGGTAAAGGGCGCCGAGGACCAGGCCATAGCGCCGTAAGTCAGCAGCGGC
	GlicP^17      CTTACAAACCAAGTGGCTCCAGAAATTATCCTTAGAGTCTTATTCTGGAGGAGCTCTAANGATATTATGTGGGTAAAGGGCGCCNAGGACCAGGCCATAGCGCCGTAAGTCAGCAGCGGT
	GlicE^20      CTTACAAACCAAGTGGCTCCAGAAATTATCCTTAGAGTCTTATTCTGGAGGAGCTCTAAGGATATTATGTGGGTAAAGGGCGCCGAGGACCAGGCCATAGCGCCGTAAGTCAGCAGCGGT
	GlicE^21      CTTACAAACCAAGTGGCTCCAGAAATTATCCTTAGAGTCTTATTCTGGAGGAGCTSTAAGGATATTATGTGGGTAAAGGGCGCCGAGGACCAGGCCATAGCGCCGTAAGTCAGCAGCGGT
	GlicE^22      CTTACAAACCAAGTGGCTCCAGAAATTATCCTTAGAGTCTTATTCTGGAGGAGCTCTAAGGATATTATGTGGGTAAAGGGCGCCGAGGACCAGGCCATAGCGCCGTAAGTCAGCAGCGGT
	GlicE^23       CTTACAAACCAAGTGGCTCCAGAAATTATCCTTAGAGTCTTATTCTGGAGGAGCTCTAARGATATTATGTGGGTAAAGGGCGCCRAGGACCAGGCCATAGCGCCGTAAGTCAGCAGCGGT
	GlicE^24       CTTACAAACCAAGTGGCTCCAGAAATTATCCTTAGAGTCTTATTCTGGAGGAGCTSTAAGGATATTATGTGGGTAAAGGGCGCCGAGGACCAGGCCATAGCGCCGTAAGTCAGCAGCGGT
	GlicE^25      CTTACAAACCAAGTGGCTCCAGAAATTATCCTTAGAGTCTTATTCTGGAGGAGCTCTAAGGATATTATGTGGGTAAAGGGCGCCGAGGACCAGGCCATAGCGCCGTAAGTCAGCAGCGGY
	GmorB^27    CTTACAAACCAAGTGGCTCCAGAAATTATCCTTAGAGTCTTATTCTGGAGGAGCTSTAAGGATATTATGTGGGTAAAGGGCGCCGAGGACCAGGCCATAGCGCCGTAAGTCAGCAGCGGY
	GpasB^28    CTTACAAACCAAGTGGCTCCAGAAATTATCCTTAGAGTCTTATTCTGGAGGAGCTCTAAGGATATTATGTGGGTAAAGGGCGCCGAGGACCAGGCCATAGCGCCGTAAGTCAGCAGCGGT
	GpasB^29    CTTACAAACCAAGTGGCTCCAGAAATTATCCTTAGAGTCTTATTCTGGAGGAGCTCTAARGATATTATGTGGGTAAAGGGCGCCRAGGACCAGGCCATAGCGCCGTAAGTCAGCAGCGGT


16 120
	GecuC^1     AGGATTCAATGGACTGGAAGCACTTCTTCGAAATAGAGGTTGTATATCACTAATTATCTAAAACACAGACTGTTACAAGTAAGATATGTACARAGTCARCCTTCCAAGTACTTCAACTGC
	GecuP^4     AGGATTCAATGGACTGGAAGCACTTCTTCGAAATAGAGGTTGTATATCACTAATTATCTAAAACACAGACTGTTACAAGTAAGATATGTAYAAAGTCAGCCTTCCAAGTACTTCAACTGC
	GecuP^5     AGGATTCAATGGACTGGAAGCACTTCTTCGAAATAGAGGTTGTATATCACTAATTATCTAAAACACAGACTGTTACAAGTAAGATATGTACARAGTCAGCCTTCCAAGTACTTCAACTGC
	GecuE^8      AGGATTCAATGGACTGGAAGCACTTCTTCGAAATAGAGGTTGTATATCACTAATTATCTAAAACACAGACTGTTACAAGTAAGATATGTACAGAGTCAGCCTTCCAAGTACTTCAACTGC
	GecuE^9       AGGATTCAATGGACTGGAAGCACTTCTTCGAAATAGAGGTTGTATATCACTAATTATCTAAAACACAGACTGTTACAAGTAAGATATGTACAAAGTCAGCCTTCCAAGTACTTCAACTGC
	GecuE^10      AGGATTCAATGGACTGGAAGCACTTCTTCGAAATAGAGGTTGTATATCACTAATTATCTAAAACACAGACTGTTACAAGTAAGATATGTACAAAGTCAGCCTTCCAAGTACTTCAACTGC
	GlicC^15     AGGATTCAATGGACTGGAAGCACTTCTTCGAAATAGAGGTTGTATATCACTAATTATCTAAAACACAGACTGTTACAAGTAAGATATGTACAAAGTCAGCCTTCCAAGTACTTCAACTGC
	GlicP^17      AGGATTCAATGGACTGGAAGCACTTCTTCGAAATAGAGGTTGTATATCACTAATTATCTAAAACACRGACTGTTACAAGTAAGATATRTACAAAGTCAGCCTTCCAAGTACTTCAACTGC
	GlicE^20      AGGATTCAATGGACTGGAAGCACTTCTTCGAAATAGAGGTTGTATATCACTAATTATCTAAAACACAGACTGTTACAAGTAAGATATGTACAAAGTCAGNCTTCCAAGTACTTCAACTGC
	GlicE^21      AGGATTCAATGGACTGGAAGCACTTCTTCGAAATAGAGGTTGTATATCACTAATTATCTAAAACACRGACTGTTACAAGTAAGATATGTACAAAGTCAGCCTTCCAAGTACTTCAACTGC
	GlicE^22       AGGATTCAATGGACTGGAAGCACTTCTTCGAAATAGAGGTTGTATATCACTAATTATCTAAAACACGGACTGTTACAAGTAAGATATGTACAAAGTCAGCCTTCCAAGTACTTCAACTGC
	GlicE^23       AGGATTCAATGGACTGGAAGCACTTCTTCGAAATAGAGGTTGTATATCACTAATTATCTAAAACACAGACTGTTACAAGTAAGATATGTACAAAGTCAGCCTTCCAAGTACTTCAACTGC
	GlicE^24      AGGATTCAATGGACTGGAAGCACTTCTTCGAAATAGAGRTTGTATATCACTAATTATCTAAAACACAGACTGTTACAAGTAAGATATGTACAAAGTCAGCCTTCCAAGTACTTCAACTGC
	GlicE^25      AGGATTCAATGGACTGGAAGCACTTCTTCGAAATAGAGGTTGTATATCACTAATTATCTAAAACACRGACTGTTACAAGTAAGATATGTACAAAGTCAGCCTTCCAAGTACTTCAACTGC
	GmorB^27    AGGATTCAATGGACTGGAAGCACTTCTTCGAAATAGAGGTTGTATATCACTAATTATCTAAAACACRGACTGTTACAAGTAAGATATGTACAAAGTCAGCCTTCCAAGTACTTCAACTGC
	GpasB^28    AGGATTCAATGGACTGGAAGCACTTCTTCGAAATAGAGGTTGTATATCACTAATTATCTAAAACACAGACTGTTACAAGTAAGATATGTACAAAGTCARCCKTCCAAGTACTTCAACTGS


17 120
	GecuC^1     AATGGTGCTAACCATTTTTCATCTTTTTGCMAAAAAAACATTTT-CTTGA-TTTTTTATTTTTCATTCTCTGATTGCCCTGATTCTTCTGTATCGCCATCTTCTTCTTNTAAATTCCAAC
	GecuP^4     AATGGTGCTAACCATTTTTCATCTTTTTGCCAAAAAAACATTTTCCTTGATTTTTTTATTTTTCATTCTCTGATTGCCCTGATTCTTCTGTATCGCCATCTTCTTCTTGTAAATTCCAAC
	GecuP^5      AATGGTGCTAACCATTTTTCATCTTTTTGCAAAAAAAACATTTTTCTTGA-TTTTTTATTTTTCATTCTTTGATTGCCCTGATTCTTCNGTATCGCCATCTTCTTCTTGTAAATTCCAAC
	GecuE^8      AATGGTGCTAACCATTTTTCATCTTTTTGCCAAAAAAACATTTTCCTTGATTTTTTTATTCTTCATTCTCTGATTGCCCTGATTCTTCTGTATCNCCATCTTCTTCTTGTAAATTCCAAC
	GecuE^9       AATGGTGCTAACCATTTTTCATCTTTTTGCCAAAAAAACATTTTCCTTGATTTTTTTATTCTTCATTCTCTGATTGCCCTGATTCTTCTGTATCGCCATCTTCTTCTTGTAAATTCCAAC
	GecuE^10      AATGGTGCTAACCATTTTTCATCTTTTTGCCAAAAAAACATTTTCCTTGATTTTTTTATTCTTCATTCTCTGATTGCCCTGATTCTTCTGTATCGCCATCTTCTTCTTGTAAATTCCAAC
	GlicC^15     AATGGTGCTAACCATTTTTCATCTTTTTGCCAAAAAAACATTTTTCTTGA-TTTTTTATTTTTCATTCTCTGATTGCCCTGATTCTTCTGTATCGCCATCTTCTTCTTGTAAATTCCAAC
	GlicP^17      AATGGTGCTAACCATTTTTCATCTTTTTGCCAAAAAAACATTTTCCTTGATTTTTTTATTCTTCATTCTCTGATTGCCCTGATTCTTCTGTATCGCCATCTTCTTCTTGTAAATTCCAAC
	GlicE^20      AATGGTGCTAACCATTTTTCATCTTTTTGCCAAAAAAACATTTTYCTTGATTTTTTTATTYTTCATTCTCTGATTGCCCTGATTCTTCTGTATCGCCATCTTCTTCTTGTAAATTCCAAC
	GlicE^21      AATGGTGCTAACCATTTTTCATCTTTTTGCCAAAAAAACATTTTCCTTGATTTTTTTATTCTTCATTCTCTGATTGCCCTGATTCTTCTGTATCGCCATCTTCTTCTTGTAAATTCCAAC
	GlicE^22      AATGGTGCTAACCATTTTTCATCTTTTTGCCAAAAAAACATTTTCCTTGATTTTTTTATTCTTCATTCTCTGATTGCCCTGATTCTTCTGTATCGCCATCTTCTTCTTGTAAATTCCAAC
	GlicE^23       AATGGTGCTAACCATTTTTCATCTTTTTGCCAAAAAAACATTTTYCTTGATTTTTTTATTYTTCATTCTCTGATTGCCCTGATTCTTCTGTATCGCCATCTTCTTCTTGTAAATTCCAAC
	GlicE^24       AATGGTGCTAACCATTTTTCATCTTTTTRCCAAAAAAACATTTTCCTTGATTTTTTTATTCTTCATTCTCTGATTGCCCTGATTCTTCTGTATCGCCATCTTCTTCTTGTAAATTCCAAC
	GlicE^25      AATRGTGCTAACCATTTTTCATCTTTTTGCCAAAAAAACATTTTCCTTGATTTTTTTATTCTTCATTCTCTGATTGCCCTGATTCTTCTGTATCGCCATCTTCTTCTTGTAAATTCCAAC
	GmorB^27    AATGGTGCTAACCATTTTTCATCTTTTTGCCAAAAAAACATTTTCCTTGATTTTTTTATTCTTCATTCTCTGATTGCCCYGATTCTTCTGTATCGCCATCTTCTTCTTGTAAATTCCAAC
	GpasB^28    AATGGTGCTAACCATTTTTCATCTTTTTGCCAAAAAAACATTTTCCTTGATTTTTTTATTTTTCATTCTCTGATTGCCCTGATTCTTCTGTATCGCCATCTTCTTCTTGTAAATTCCAAC
	GpasB^29    AATGGTGCTAACCATTTTTCATCTTTTTGCCAAAAAAACATTTTCCTTGATTTTTTTATTTTTCATTCTCTGATTGCCCTGATTCTTCTGTATCGCCATCTTCTTCTTGTAAATTCCAAC


17 120
	GecuC^1     TCCCTAAAATTCCTGTCAGAAACGGTAGCTGGTTTTGTTATAAAATAATAAATAGGTATATCTAATAGAATTGAAGCCTA-TTTTTACTACTACTGCAACATTGTGGACAAAACAGACAC
	GecuP^4     TCCCTAAAATTCCTGTCAKAAACGGTAGCTGGTTTTGTTATAAAATAATAAATAGGTRTATCTAATAGAATTGAAGCCTATTTTTTACTACTACTGCAACATTGTGGACAAAACAGACAC
	GecuP^5     TCCCTAAAATTCCTGTCAGAAACGGTAGCTGGTTTTGTTATAAAATAATAAATAGGTATATCTAATAGAATTGAAGCCTA-TTTTTACTACTACTGCAACATTGTGGACAAAACAGACRC
	GecuP^6      TCCCTAAAATTCCTGTCAGAAACGGTAGCTGGTTTTGTTATAAAATAATAAATAGGTATATCTAATAGAATTGAAGCCTATTTTTTACTACTACTGCAACATTGTGGACAAAACAGACRC
	GecuP^7      TCCCTAAAATTCCTGTCAGAAACGGTAGCTGGTTTTGTTATAAAATAATAAATAGGTATATCTAATAGAATTGAAGCCTA-TTTTTACTACTACTGCAACATTGTGGACAAAACAGACGC
	GecuE^8      TCCCTAAAATTCCTGTCAGAAACGGTAGCTGGTTTTGTTATAAAATAATAAATAGGTATATCTAATAGAATTGAAGCCTA-TTTTTACTACTACTGCAACATTGTGGACAAAACAGACRC
	GecuE^9       TCCCTAAAATTCCTGTCAGAAACGGTAGCTGGTTTTGTTATAAAATAATAAATAGGTATATCTAATAGAATTGAAGCCTATTTTTTACTACTACTGCAACATTGTGGACAAAACAGACRC
	GecuE^10       TCCCTAAAATTCCTGTCAKAAACGGTAGCTGGTTTTGTTATAAAATAATAAATAGGTRTATCTAATAGAATTGAAGCCTATTTTTTACTACTACTGCAACATTGTGGACAAAACAGACAC
	GlicC^15     TCCCTAAAATTNCTGTNAGAAACGGTAGCTGGTTTTGTTATAAAATAATAAATAGGTATATCTAATAGAATTGAAGCCTA-TTTTTACTACTACTGCAACATTGTGGACAAAACAGACGC
	GlicP^17      TCCCTAAAATTCCTGTCAKAAACGGTAGCTGGTTTTGTTATAAAATAATAAATAGGTRTATCTAATAGAATTGAAGCCTA-TTTTTACTACTACTGCAACATTGTGGACAAAACAGACRC
	GlicE^20      TCCCTAAAATTCCTGTCAGAAACGGTAGCTGGTTTTGTTATAAAATAATAAATAGGTATATCTAATAGAATTGAAGCCTA-TTTTTACTACTACTGCAACATTGTGGACAAAACAGACGC
	GlicE^21       TCCCTAAAATTCCTGTCAKAAACGGTAGCTGGTTTTGTTATAAAATAATAAATAGGTRTATCTAATAGAATTGAAGCCTATTTTTTACTACTACTGCAACATTGTGGACAAAACAGACRC
	GlicE^22       TCCCTAAAATTCCTGTCAGAAACGGTAGCTGGTTTTGTTATAAAATAATAAATAGGTATATCTAATAGAATTGAAGCCTA-TTTTTACTACTACTGCAACATTGTGGACAAAACAGACGC
	GlicE^23      TCCCTAAAATTCCTGTCAGAAACGGTAGCTGGTTTTGTTATAAAATAATAAATAGGTATATCTAATAGAATTGAAGCCTA-TTTTTACTACTACTGCAACATTGTGGACAAAACAGACGC
	GlicE^24      TCCCTAAAATTMCTGTCAGAAACGGTAGCTGGTTTTGTTATAAAATAATAAATAGGTATATCTAATAGAATTGAAGCCTA-TTTTTACTACTACTGCAACATTGTGGACAAAACAGACGC
	GmorB^27    TCCCTAAAATTCCTGTCAGAAACGGTAGCTGGTTTTGTTATAAAATAATAAATAGGTATATCTAATAGAATTGAAGCCTA-TTTTTACTACTACTGCAACATTGTGGACAAAACAGACGC
	GpasB^28    TCCCTAAAATTCCTGTCAGAAACGGTAGCTGGTTTTGTTATAAAATAATAAATAGGTATATCTAATAGAATTGAAGCCTATTTTTTACTACTACTGCAACATTGTGGACAAAACAGACRC


21 120
	GecuC^1     ATGGTCGCTTGGAAATGAAAGTTTCGCATATTTATTTTGTTGTTGGTACGAAGTTTAGACGAAACTAATTCTAAAGACGAAAATAAAAACAGATTCTGATAAAATAAAAGAAAAGTAAAG
	GecuP^4     ATGGTCGCTTGGAAATGAAAGTTTCGCATATTTATTTTGTTGTTGGTACGAAGTTTAGACGAAACTAATTCTAAAGACGAAAATAAAAACAGATTCTGATGAAATAAAAGAAAAGTAAAG
	GecuP^5      ATGGTCGCTTGGAAATGAAAGTTTCGCATATTTATTTTGTTGTTGGTACGAAGTTTAGACGAAACTAATTCTAAAGACGAAAATAAAAACAGATTCTGATGAAATAAAAGAAAAGTAAAG
	GecuP^6      ATGGTCGCTTGGAAATGAAAGTTTCGCATATTTATTTTGTTGTTGGTACGAAGTTTAGACGAAACTAATTCTAAAGACGAAAATAAAAACAGATTCTGATGAAATAAAAGAAAAGTAAAG
	GecuE^8      ATGGTCGCTTGGAAATGAAAGTTTCGCATATTTATTTTGTTGTTGGTACGAAGTTTAGACGAAACTAATTCTAAAGACGAAAATAAAAACAGATTCTGATGAAATAAAAGAAAAGTAAAG
	GecuE^9       ATGGTCGCTTGGAAATGAAAGTTTYGCATATTTATTTTGTTGTTGGTACGAAGTTTAGACGAAACTAATTCTAAAGACGAAAATAAAAACAGATTCTGATGAAATAAAAGAAAAGTAAAG
	GecuE^10       ATGGTCGCTTGGAAATGAAAGTTTCGCATATTTATTTTGTTGTTGGTACGAAGTTTAGACGAAACTAATTCTAAAGACGAAAATAAAAACAGATTCTGATRAAATAAAAGAAAAGTAAAG
	GecuE^11      ATGGTCGCTTGGAAATGAAAGTTTCGCATATTTATTTTGTTGTTGGTACGAAGTTTAGACGAAACTAATTCTAAAGACGAAAATAAAAACAGATTCTGATGAAATAAAAGAAAAGTAAAG
	GlicC^15     ATGGTCGCTTGGAAATGAAAGTTTCGCATATTTATTTTGTTGTTGGTACGAAGTTTAGACGAAACTAATTCTAAAGACGAAAATAAAAGCAGATTCTGATGAAATAAAAGAAAAGTAAAG
	GlicP^17      ATGGTCGCTTGGAAATGAAAGTTTCGCATATTTATTTTGTTGTTGGTACGAAGTTTAGACGAAACTAATTCTAAAGACGAAAATAAAAGCAGATTCTGATGAAATAAAAGAAAAGTAAAG
	GlicP^18      ATGGTCGCTTGGAAATGAAAGTTTCGCATATTTATTTTGTTGTTGGTACGAAGTTTAGACGAAACTAATTCTAAAGACGAAAATAAAAGCAGATTCTGATGAAATAAAAGAAAAGTAAAG
	GlicP^19      ATGGTCGCTTGGAAATGAAAGTTTCGCATATTTATTTTGTTGTTGGTACGAAGTTTAGACGAAACTAATTCTAAAGACGAAAATAAAAGCAGATTCTGATGAAATAAAAGAAAAGTAAAG
	GlicE^20      ATGGTCGCTTGGAAATGAAAGTTTCGCATATTTATTTTGTTGTTGGTACGAAGTTTAGACGAAACTAATTCTAAAGACGAAAATAAAAACAGATTCTGATGAAATGAAAGAAAAGTAAAG
	GlicE^21      ATGGTCGCTTGGAAATGAAAGTTTCGCATATTTATTTTGTTGTTGGTACGAAGTTTAGACGAAACTAATTCTAAAGACGAAAATAAAAGCAGATTCTGATGAAATAAAAGAAAAGTAAAG
	GlicE^22       ATGGTCGCTTAGAAATGAAAGTTTCGCATATTTATTTTGTTGTTGGTACGAAGTTTAGACGAAACTAATTCTAAAGACGAAAATAAAAGCAGATTCTGATGAAATAAAAGAAAAGTAAAG
	GlicE^23       ATGGTCGCTTGGAAATGAAAGTTTCGCATATTTATTTTGTTGTTGGTACGAAGTTTAGACGAAACTAATTCTAAAGACGAAAATAAAARCAGATTCTGATGAAATAAAAGAAAAGTAAAG
	GlicE^24      ATGGTCGCTTGGAAATGAAAGTTTCGCATATTTATTTTGTTGTTGGTACGAAGTTTAGACGAAACTAATTCTAAAGACGAAAATAAAARCAGATTCTGATGAAATAAAAGAAAAGTAARG
	GlicE^25      ATGGTCGCTTRGAAATGAAAGTTTCGCATATTTATTTTGTTGTTGGTACGAAGTTTAGACGAAACTAATTCTAAAGACGAAAATAAAAGCAGATTCTGATGAAATAAAAGAAAAGTAAAG
	GmorB^27    ATGGTCGCTTGGAAATGAAAGTTTCGCATATTTATTTTGTTGTTGGTACGAAGTTTAGACGAAACTAATTCTAAAGACGAAAATAAAAACAGATTCTGATGAAATAAAAGAAAAGTAAAG
	GpasB^28    ATGGTCGCTTGGAAATGAAAGTTTCGCATATTTATTTTGTTGTTGGTACGAAGTTTAGACGAAACTAATTCTAAAGACGAAAATAAAAACAGATTCTGATGAAATAAAAGAAAAGTAAAG
	GpasB^29    ATGGTCGCTTGGAAATGAAAGTTTCGCATATTTATTTTGTTGTTGGTACGAAGTTTAGACGAAACTAATTCTAAAGACGAAAATAAAAACAGATTCTGATAAAATAAAAGAAAAGTAAAG


19 120
	GecuC^1     AAATGTTTACYAGATATCGTAAAGCAAAAGGATGCTTACCGCTTGAAGCGCCGTATAAGTTTACTAAACTCTTYGATTTAGATGCAATTTTCATTTTTCTAGCGTTACATACAAGAAGTC
	GecuP^4     AAATGTTTAYTAGATATCGTAAAGCAAAAGGATGCTTACCGCTTGAAGCGCCGTATAAGTTTACTAAACTCTTCGATTTAGATGCAATTTTCATTTTTCTAGCGTTACATACAAGAAGTC
	GecuP^5      AAATGTTTACTAGATATCGTAAAGCAAAAGGATGCTTACCGCTTGAAGCGCCGTATAAGTTTACTAAACTCTTCGATTTAGATGCAATTTTCATTTTTCTAGCRTTACATACAAGAAGTC
	GecuE^8      AAATGTTTAYTAGATATCGTAAAGCAAAAGGATGCTTACCRCTTGAAGCGCCGTATAAGTTTACTAAACTCTTCGATTTAGATGCAATTTTCATTTTTCTAGCGTTACATACAAGAAGTC
	GecuE^9       AAATGTTTAYTAGATATCGTAAAGCAAAAGGATGCTTACCRCTTGAAGCGCCGTATAAGTTTACTAAACTCTTCGATTTAGATGCAATTTTCATTTTTCTAGCGTTACATACAAGAAGTC
	GecuE^10       AAATGTTTAYTAGATATCGTAAAGCAAAAGGATGCTTACCGCTTGAAGCGCCGTATAAGTTTACTAAACTCTTCGATTTAGATGCAATTTTCATTTTTCTAGCRTTACATACAAGAAGTC
	GecuE^11      AAATGTTTACTAGATATCGTAAAGCAAAAGGATGCTTACCGCTTGAAGCGCCGTATAAGTTTACTAAACTCTTCGATTTAGATGCAATTTTCATTTTTCTAGCGTTACATACAAGAAGTC
	GlicC^15     AAATGTTTATTAGATATCGTAAAGCAAAAGGATGCTTACCGCTTGAAGCGCCGTATAAGTTTACTAAACTCTTCGATTTAGATGCAATTTTCATTTTTCTAGCGTTACATACAAGAAGTC
	GlicP^17      AAATGTTTAYTAGATATCGTAAAGCAAAAGGATGCTTACCGCTTGAAGCGCCGTATAAGTTTACTAAACTCTTCGATTTAGATGCAATTTTCATTTTTCTAGCATTACATACAAGAAGTC
	GlicE^20      AAATGTTTACTAGATATCGTAAAGCAAAAGGATGCTTACCGCTTGAAGCGCCGTATAAGTTTACTAAACTCTTCGATTTAGATGCAATTTTCATTTTTCTAGCGTTACATACAAGAAGTC
	GlicE^21      AAATGTTTATTAGATATCGTAAAGCAAAAGGATGCTTACCGCTTGAAGCGCCGTATAAGTTTACTAAACTCTTCGATTTAGATGCAATTTTCATTTTTCTAGCRTTACATACAAGAAGTC
	GlicE^22      AAATGTTTACTAGATATCGTAAAGCAAAAGGATGCTTACCGCTTGAAGCGCCGTATAAGTTTACTAAACTCTTCGATTTAGATGCAATTTTCATTTTTCTAGCGTTACATACAAGAAGTC
	GlicE^23       AAATGTTTACTAGATATCGTAAAGCAAAAGGATGCTTACCGCTTGAAGCGCCGTATAAGTTTACTAAACTCTTCGATTTAGATGCAATTTTCATTTTTCTARCRTTACATACAAGAAGTC
	GlicE^24       AAATGTTTACTAGATATCGTAAAGCAAAAGGATGCTTACCRCTTGAAGCGCCGTATARGTTTACTAAACTCTTCGATTTAGATGCAATTTTCATTTTTCTAGCATTACATACAAGAAGTC
	GlicE^25      AAATGTTTANTAGATATCGTAAAGCAAAAGGATGCTTACCGCTTGAAGCGCCGTATAAGTTTACTAAACTCTTCGATTTAGATGCAATTTTCATTTTTCTAGCGTTACATACAAGAAGTC
	GlicE^26      AAATGTTTAYTAGATATCGTAAAGCAAAAGGATGCTTACCRCTTGAAGCGCCGTATAAGTTTACTAAACTCTTCGATTTAGATGCAATTTTCATTTTTCTAGCRTTACATACAAGAAGTC
	GmorB^27    AAATGTTTACTAGATATCGTAAAGCAAAAGGATGCTTACCGCTTGAAGCGCCGTATAAGTTTACTAAACTCTTCGATTTAGATGCAATTTTCATTTTTCTAGCGTTACATACAAGAAGTC
	GpasB^28    AAATGTTTATTAGATATCGTAAAGCAAAAGGATGCTTACCGCTTGAAGCGCCGTATAAGTTTACTAAACTCTTCGATTTAGATGCAATTTTCATTTTTCTAGCGTTACATACAAGAAGTC
	GpasB^29    AAATGTTTATTAGATATCGTAAAGCAAAAGGATGCTTACCGCTTGAAGCGCCGTATAAGTTTACTAAACTCTTCGATTTAGATGCAATTTTCATTTTTCTAGCGTTACATACAAGAAGTC


15 120
	GecuC^1     ACGTATTTGAGCAGCGAACCATTTTGGAATGTGCGACGGACAACTCAAAAAAGACAGAACGAGAAATATTCAATGAGGATTTATGTGAAGCTCTACTATCTGTTTGACATTCCGCTAGCT
	GecuP^4     ACGTATTTGAGCAGCGAACCATTTTGGAATGTGCGACGGACAACTCAAAAAAGACAGAACGAGAAATATTCAATGAGRATTTATGTGAAGCTCTACTATCTG-TTGACATTCCGCTAGCT
	GecuP^5     ACGTATTTGAGCAGCGAACCATTCTGGAATGTGCGACGGACAACTCAAAAAAGACAGAACGAGAAATATTCAATGAGAATTTATGTGAAGCTCTACNATCTG-TTGACATTCCGCTAGCT
	GecuE^8      ACGTATTTGAGCAGCGAACCATTYTGGAATGTGCGACGGACAACTCAAAAAAGACAGAACGAGAAATATTCAATGAGRATTTATGTGAAGCTCTACTATCTG-TTGACATTCCGCTAGCT
	GecuE^9       ACGTATTTGAGCAGCGAACCATTCTGGAATGTGCGACGGACAACTCAAAAAAGACAGAACGAGAAATATTCAAYGAGAATTTATGTGAAGCTCTACTATCTG-TTGAYATTCCGCTAGCT
	GecuE^10       ACGTATTTGAGCAGCGAACCATTYTGGAATGTGCGACGGACAACTCAAAAAAGACAGAACGAGAAATATTCAAYGAGRATTTATGTGAAGCTCTACTATCTG-TTGACATTCCGCTAGCT
	GlicC^15     ACGTATTTGAGCANCGAACCATTTTGGAATGTGCGACGGACAACTCAAAAAAGACAGAACGAGAAATATTCAATGAGNATTTATGTGAAGCTCTACTATCNG-TTGACATTCCGCTAGCT
	GlicP^17      ACGTATTTGAGCAGCGAACCATTTTGGAATGTGCGACGGACAACTCAAAAAGGACAGAACGAGAAATATTCAATGAGGATTTATGTGAAGCTCTACTATCTG-TTGACATTCCGCTAGCT
	GlicE^20      ACGTATTTGAGCAGCGAACCATTTTGGAATGTGCGACGGACAACTCAAAAAAGACAGAACGAGAAATATTCAATGAGGATTTATGTGAAGCTCTACTATCTG-TTGACATTCCGCTAGCT
	GlicE^21       ACGTATTTGAGCAGCGAACCATTTTGGAATGTGCGACGGACAACTCAAAAAAGACAGAACGAGAAATATTCAATGAGGATTTATGTGAAGCTCTACTATCTG-TTGACATTCCGCTAGCT
	GlicE^22       ACGTATTTGAGCAGCGAACCATTTTGGAATGTGCGACGGACAAMTCAAAAAAGACAGAACGAGAAATATTCAATGAGGATTTATGTGAAGCTCTACTATCTG-TTGACATTCCGCTAGCT
	GlicE^23      ACGTATTTGAGCAGCGAACCATTYTGGAATGTGCGACGGACAACTCAAAAARGACAGAACGAGAAATATTCAATGAGRATTTATGTGAAGCTCTACTATCTG-TTGACATTCCGCTAGCT
	GlicE^24      ACGTATTTGAGCAGCGAACCATTYTGGAATGTGCGACGGACAACTCAAAAARGACAGAACGAGAAATATTCAATGAGRATTTATGTGAAGCTCTACTATCTG-TTGACATTCCGCTAGCT
	GmorB^27    ACGTATTTGAGCAGCGAACCATTTTGGAATGTGCGACGGACAACTCAAAAAAGACAGAACGAGAAATATTCAATGAGGATTTATGTGAAGCTCTACTATCTG-TTGACATTCCGCTAGCT
	GpasB^28    ACGTATTTGAGCAGCGAACCATTTTGGAATGTGCGACGGACAACTCAAAAAAGACAGAACGAGAAATATTCAATGAGGATTTATGTGAAGCTCTACTATCTG-TTGACATTCCGCTAGCT


21 120
	GecuC^1     TGTGCCGATAAAATGCGAGAACAAGGTCATTTACCACATGGTGATATTTTCTTAGGTAAATATGTCGTATGTACAGTGACGGAATTTTGTATCTAAACGCTTTGAAAACCACGCGCAGTT
	GecuP^4     TGTGCCGATAAAATGCGAGAACAAGGTCAYTTACCACATGGTGATATTTTCTTAGGTAAATATGTCGTATGTACAGTGACGGAATTTTGTATCTAAACGCTTTGAAAACCACGCGCAGTT
	GecuP^5     TGTGCCGATAAAATGCGAGAACAAGGTCATTTACCACATGGTGATATTTTCTTAGGTAAATATGTCGTATGTACAGTGACGGAATTTTGTATCTAAACGCTTTGAAAACCACGCGCAGTT
	GecuP^6      TGTGYCGATAAAATGCGAGAACAAGGTCATTTACCACATGGTGATATTTTCTTAGGTAAATATGTCGTATGTACAGTGACGRAATTTTGTATCTAAACGCTTTGAAAACCACGCGCAGTT
	GecuP^7      TGTGCCGATAAAATGCGAGAACAAGGTCATTTACCACATGGTGATATTTTCTTAGGTAAATATGTCGTATGTACAGTGACGGAATTTTGTATCTAAACGCTTTGAAAACCACGCGCAGTT
	GecuE^8      TGTGCCGATAAAATGCGAGAACAAGGTCAYTTACCACATGGTGATATTTTCTTAGGTAAATATGTCGTATGTACAGTGACGRAATTTTGTATCTAAACGCTTTGAAAACCACGCGCAGTT
	GecuE^9       TGTGCCGATAAAATGCGAGAACAAGGTCATTTACCACATGGTGATATTTTCTTAGGTAAATATGTCGTATGTACAGTGACGGAATTTTGTATCTMAACGCTTTGAAAACCACGCGCAGTT
	GecuE^10       TGTGCCGATAAAATGCGAGAACAAGGTCAYTTACCACATGGTGATATTTTCTTAGGTAAATATGTCGTATGTACAGTGACGGAATTTTGTATCTMAACGCTTTGAAAACCACGCGCAGTT
	GecuE^11      TGTGCCGATAAAATGCGAGAACAAGGTCAYTTACCACATGGTGATATTTTCTTAGGTAAATATGTCGTATGTACAGTGACGGAATTTTGTATCTAAACGCTTTGAAAACCACGCGCAGTT
	GlicC^15     TGTGCCGATAAAATGCGAGAACAAGGTCATTTACCACATGGTGATATTTTCTTAGGTAAATATGTCGTATGTACAGTGACGGAATTTTGTRTCTAAACGCTTTGAAAACMACGCGCAGTT
	GlicP^17      TGTGCCGATAAAATGCGANARCAAGGTCATTTACCACATGGTGATATTTTCTTAGGTAAATATGTCGTATGTACAGTGACGGAATTTTGTRTCTMAACGCTTTGAAAACCACGCGCAGTT
	GlicE^20      TGTGCCGATAAAATGCGAGAACAAGGTCATTTACCACATGGTGATATTTTCTTAGGTAAATATGTCGTATGTACAGTGACGGAATTTTGTGTCTAAACGCTTTGAAAACCACGCGCAGTT
	GlicE^21      TGTGCCGATAAAATGCGAGAACAAGGTCATTTACCACATGGTGATATTTTCTTAGGTAAATATGTCGTATGTACAGTGACGGAATTTTGTGTCTAAACGCTTTGAAAACCACGCGCAGTT
	GlicE^22      TGTGCCGATAAAATGCGAGARCAAGGTCATTTACCACATGGTGATATTTTCTTAGGTAAATATGTCGTATGTACAGTGACGGAATTTTGTATCTMAACGCTTTGAAAACCACGCGCAGTT
	GlicE^23       TGTGCCGATAAAATGCGAGAACAAGGTCATTTACCACATGGTGATATTTTCTTAGGTAAATATGTCGTATGTACAGTGACGGWATTTTGTRTCTMAACGCTTTGAAAACCACGCGCAGTT
	GlicE^24       TGTGCCGATAAAATGCGAGAACAAGGTCATTTACCACATGGTGATATTTTCTTAGGTAAATATGTCGTATGTACAGTGACGGAATTTTGTRTCTMAACGCTTTGAAAACCACGCGCAGTT
	GlicE^25      TGTGCCGATAAAATGCGAGAACAAGGTCATTTACCACATGGTGATATTTTCTTAGGTAAATATGTCGTATGTACAGTGACGGTATTTTGTATCTCAACGCTTTGAAAACCACGCGCAGTT
	GlicE^26      TGTGCCGATAAAATGCGAGAACAAGGTCATTTACCACATGGTGATATTTTCTTAGGTAAATATGTCGTATGTACAGTGACGGAATTTTGTRTCTAAACGCTTTGAAAACCACGCGCAGTT
	GmorB^27    TGTGCCGATAAAATGCGAGAACAAGGTCAYTTACCACATGGTGATATTTTCTTAGGTAAATATGTCGTATGTACAGTGACGGAATTTTGTATCTAAACGCTTTGAAAACCACGCGCAGTT
	GpasB^28    TGTGCCGATAAAATGCGAGAACAAGGTCATTTACCACATGGTGATATTTTCTTAGGTAAATATGTCGTATGTACAGTGACGGAATTTTGTATCTAAACGCTTTGAAAACCACGCGCAGTT
	GpasB^29    TGTGCCGATAAAATGCGAGAACAAGGTCATTTACCACATGGTGATATTTTCTTAGGTAAATATGTCGTATGTACAGTGACGGAATTTTGTATCTAAACGCTTTGAAAACCACGCGCAGTT


17 120
	GecuC^1     ATTCTGAAATTTTTTTGCAGTACACAAGTTGCAATCTATTTGCGTTTACTTTGGAAAAGCATTGTACAACTTTACATAGAGGCTTATCACAAACTAAAAGAATCAAGTGGAACGAAAAAA
	GecuP^4     ATTCTGAAATTTTTTTGCAGTACACAAGTTGCAATCTATTTGCGTTTACTTTGGAAAAGCATTGTACAACTTTACATAGAGGCTTATCACAAACTAAAAGAATCAAGTGGAACGAAAAAA
	GecuP^5      ATTCTGAAATTTTTTTGCAGTACACAAGTTGCAATCTATTTGCGTTTACTTTGGAAAAGCATTGTACAACTTTACATAGAGGCTTATCACAAACTAAAAGAATCAAGTGGAACGAAAAAA
	GecuE^8      ATTCTGAAATTTTTTTGCAGTACACAAGTTGCAATCTATTTGCGTTTACTTTGGAAAAGCATTGTACAACTTTACATAGAGGCTTATCACAAACTAAAAGAATCAAGTGGAACGAAAAAA
	GecuE^9       ATTCTGAAATTTTTTTGCAGTACACAAGTTGCAATCTATTTGCGTTTACTTTGGAAAAGCATTGTACAACTTTACATAGAGGCTTATCACAAACTAAAAGAATCAAGTGGAACGAAAAAA
	GecuE^10      ATTCTGAAATTTTTTTGCAGTACACAAGTTGCAATCTATTTGCGTTTACTTTGGAAAAGCATTGTACAACTTTACATAGAGGCTTATCACAAACTAAAAGAATCAAGTGGAACGAAAAAA
	GlicC^15     ATTCTGAAATTTTTTTGCAGTACACAAGTTNCAATCTATTTGCGTTTACTTTGGAAAAGCATTGTACAACTTTACATAGAGGCTTATCACAAACTAAAAGAATCAAGTGGAACGAAAAAA
	GlicP^17      ATTCTGAAATTTTTTTGCAGTACACAAGTTGCAATCTATTTGCGTTTACTTTGGAAAAGCATTGTACAACTTTACATAGAGGCTTATCAMAAACTAAAAGAATCAAGTGGAACGAAAAAA
	GlicE^20      ATTCTGAAATTTTTTTGCAGTACACAAGTTGCAATCTATTTGCGTTTACTTTGGAAAAGCATTGTACAACTTTACATAGAGGCTTATCACAAACTAAAAGAATCAAGTGGAACGAAAAAA
	GlicE^21      ATTCTGAAATTTTTTTGCAGTACACAAGTTGCAATCTATTTGCGTTTACTTTGGAAAAGCATTGTACAACTTTACATAGAGGCTTATCACAAACTAAAAGAATCAAGTGGAACGAAAAAA
	GlicE^22      ATTCTGAAATTTTTTTGCAGTACACAAGTTGCAATCTATTTGCGTTTACTTTGGAAAAGCATTGTACAACTTTACATAGAGGCTTATCACAAACTAAAAGAATCAAGTGGAACGAAAAAA
	GlicE^23       ATTCTGAAATTTTTTTGCAGTACACAAGTTGCAATCTATTTGCGTTTACTTTGGAAAAGCATTGTACAACTTTACATAGAGGCTTATCACAAACTAAAAGAATCAAGTGGAACGAAAAAA
	GlicE^24       ATTCTGAAATTTTTTTGCAGTACACAAGTTGCAATCTATTTGCGTTTACTTTGGAAAAGCATTGTACAACTTTACATAGAGGCTTATCACAAACTAAAAGAATCAAGTGGAACGAAAAAA
	GlicE^25      ATTCTGAAATTTTTTTGCAGTACACAAGTTGCAATCTATTTGCGTTTACTTTGGAAAAGCATTGTACAACTTTACATAGAGGCTTATCACAAACTAAAAGAATCAAGTGGAACGAAAAAA
	GlicE^26      ATTCTGAAATTTTTTTGCAGTACACAAGTTGCAATCTATTTGCGTTTACTTTGGAAAAGCATTGTACAACTTTACATAGAGGCTTATCACAAACTAAAAGAATCAAGTGGAACGAAAAAA
	GmorB^27    ATTCTGAAATCTTTTTGCAGTACACAAGTTGCAATCTATTTGCGTTTACTTTGGAAAAGCATTGTACAACTTTACATAGAGGCTTATCACAAACTAAAAGAATCAAGTGGAACGAAAAAA
	GpasB^28    ATTCTGAAATCTTTTTGCAGTACACAAGTTGCAATCTATTTGCGTTTACTTTGGAAAAGCATTGTACAACTTTACATAGAGGCTTATCACAAACTAAAAGAATCAAGTGGAACGAAAAAA


19 120
	GecuC^1     TCGATATATTCAGAGTGAATTATTTGCGCAAAGGAGTGATTTTGASTGCGGGACTGATGATAATACAGCAGTTCACAGCGATAAGCGCCATATTGTTATACATGCAAGGAATATTCGAGA
	GecuP^4     TCGATATATTCAGAGTGAATTATTTGCGCAAAGGAGTGATTTTGAGTGCGGGACTGATGATAATACAGCAGTTCACAGCGATAAGCGCCATATTGTTATACATGCAAGGAATATTCGAGA
	GecuP^5     TCGATATATTCAGAGTGAATTATTTGCGCAAAGGAGTGATTTTGAGTGCGGGACTGATGATAATACAGCAGTTCACAGCGATAAGCGCCATATTGTTATACATGCAAGGAATATTCGAGA
	GecuP^6      TCGATATATTCAGAGTGAATTATTTGCGCAAAGGAGTGATTTTGAGTGCGGGACTGATGATAATACAGCAGTTCACAGCGATAAGCGCCATATTGTTATACATGCAAGGAATATTCGAGA
	GecuE^8      TCGATATATTCAGAGTGAATTATTTGCGCAAAGGAGTGATTTTGAGTGCGGGACTRATGATAATACAGCAGTTCACAGCGATAAGCGCCATATTGTTATACATGCAAGGAATATTCGAGA
	GecuE^9       TCGATATATTCAGAGTGAATTATTTGCGCAAAGGAGTGATTTTGAGTGCGGGACTGATGATAATACAGCAGTTCACAGCGATAAGCGCCATATTGTTATACATGCAAGGAATATTCGAGA
	GecuE^10       TCGATATATTCAGAGTGAATTATTTGCGCAAAGGAGTGATTTTGAGTGCGGGACTGATGATAATACAGCAGTTCACAGCGATAAGCGCCATATTGTTATACATGCAAGGAATATTCGAGA
	GecuE^11       TCGATATATTCAGAGTGAATTATTTGCGCAAAGGAGTGATTTTGAGTGCGGGACTGATGATAATACAGCAGTTCACAGCGATAAGCGCCATATTGTTATACATGCAAGGAATATTCGAGA
	GecuE^12      TCGATATATTCAGAGNGAATTATTTGCGCAAAGGNGTGATTTTGAGTGCGGGACTGATGATAATACAGCAGTTCACAGCGATAAGCGCCATATTGTTATACATGCAAGGAATATTCGAGA
	GlicC^15     TCGATATATTCAGAGTGAATTATTTGCGCAAAGGAGTGATTTTGAGTGCGGGACTGATGATAATACAGCAGTTCACAGCGATAAGCNCCATATTGTTATACATGCAAGGAATATTCGAGA
	GlicP^17      TCGATATATTCAGAGTGAATTATTTGCGCAAAGGAGTGATTTTGAGTGCGGGACTGATGATAATACAGCAGTTCACAGCGATAAGCGCCATATTGTTATACATGCAAGGAATATTCGAGA
	GlicE^20      TCGATATATTCAGAGTGAATTATTTGCGCAAAGGAGTGATTTTGAGTGCGGGACTGATGATAATACAGCAGTTCACAGCGATAAGCGCCATATTGTTATACATGCAAGGAATATTCGAGA
	GlicE^21      TCGATATATTCAGAGTGAATTATTTGCGCAAAGGAGTGATTTTGAGTGCGGGACTGATGATAATACAGCAGTTCACAGCGATAAGCGCCATATTGTTATACATGCAAGGAATATTCGAGA
	GlicE^22       TCGATATATTCAGAGTGAATTATTTGCGCAAAGGAGTGATTTTGAGTGCGGGACTGATGATAATACAGCAGTTCACAGCGATAAGCGCCATATTGTTATACATGCAAGGAATATTCGAGA
	GlicE^23       TCGATATATTCAGAGTGAATTATTTGCGCAAAGGAGTGATTTTGAGTGCGGGACTGATGATAATACAGCAGTTCACAGCGATAAGCGCCATATTGTTATACATGCAAGGAATATTCGAGA
	GlicE^24      TCGATATATTCAGAGTGAATTATTTGCGCAAAGGAGTGATTTTGAGTGCGGGACTGATGATAATACAGCAGTTCACAGCGATAAGCGCCATATTGTTATACATGCAAGGAATATTCGAGA
	GlicE^25      TCGATATATTCAGAGTGAATTATTTGCGCAAAGGAGTGATTTTGAGTGCGGGACTGATGATAATACAGCAGTTCACAGCGATAAGCGCCATATTGTTATACATGCAAGGAATATTCGAGA
	GmorB^27    TCGATATATTCAGAGTGAATTATTTGCGCAAAGGAGTGATTTTGAGTGCGGGACTGATGATAATACAGCAGTTCACAGCGATAAGCGCCATATTGTTATACATGCAAGGAATATTCGAGA
	GpasB^28    TCGATATATTCAGAGTGAATTATTTGCGCAAAGGAGTGATTTTGAGTGCGGGACTGATGATAATACAGCAGTTCACAGCGATAAGCGCCATAYTGTTATACATGCAAGGAATATTCGAGA


19 120
	GecuC^1     ACTCCTATGCAATCACGCACTTCATCAACTTCACCAAACGCACAGGTATCCACACAGTCATCTACTGAGACACACCCAACCGTACAAACAAACACAGTCAC--TAATCAGAATGGAAACA
	GecuC^2     ACTCCTATGCAATCACGCACTTCATCAACTTYACCAAACGCACAGGTATCCACACAGTCATCTACTGAGACACACCCAACCGTACAAACAAACACAGTCAC--TAATCAGAATGGAAACA
	GecuP^4     ACTCCTATGCAATCACGCACTTCATCAACTTCACCAAACGCACAGGTATCCACACAGTCATCTACTGAGACACACCCAACCGTACAAACAAACACAGTCAC--TAATCRGAATGGAAACA
	GecuP^5      ACTCCTATGCAATCACGCACTTCATCAACTTCACCAAACGCACAGGTATCCACACAGTCATCTACTGAGACACACCCAACCGTACAAACAAACACAGTCAC--TAATCAGNATGGAAACA
	GecuE^8      ACTCCTATGCAATCACGCACTTCATCAACTTCACCAAACGCACAGGTATCCACACAGTCATCTACTGAGACACACCCAACCGTACAAACAAACACAGTCAC--TAATCAGAATGGAAACA
	GecuE^9       ACTCCTATGCAATCACGCACTTCATCAACTTCACCAAACGCACAGGTATCCACACAGTCATCTACTGAGACACACCCAACCGTACAAACAAACACAGTCAC--TAATCAGAATGGAAACA
	GecuE^10       ACTCCTATGCAATCACGCACTTCATCAACTTCACCAAACGCACAGGTATCCACACAGTCATCTACTGAGACACACCCAACCGTACAAACAAACACAGTCAC--TAATCAGAATGGAAACA
	GecuE^11      ACTCCTATGCAATCACGCACTTCATCAACTTCACCAAACGCACAGGTATCCACACAGTCATCTACTGAGACACACCCAACCGTACAAACAAACACAGTCAC--TAATCRGAATGGAAACA
	GecuE^12      ACTCCTATGCAATCACGCACTTCATCAACTTYACCAAACGCACAGGTATCCACACAGTCATCTACTGAGACACACCCAACCGTACAAACAAACACAGTCAC--TAATCAGAATGGAAACA
	GlicC^15     ACTCCTATGCAATCACGCACTTCATCAACTTCACCAAACGCACAGGTATCCACACAGTCATCTACTGAGACACACCCAACCGTACAAACAAACACAGTCAC--TAATCAGAATGGAAACA
	GlicC^16     ACTCCTATGCAATCACGCACTTCATCAACTTCACCAAACGCACAGGTATCCACACAGTCATCTACTGAGACACACCCAACCGTACAAACAAACACAGTCAC--TAATCAGAATGGAAACA
	GlicP^17      ACTCCTATGCAATCACGCACTTCATCAACTTCACCAAACGCACAGGTATCCACACAGTCATCTACTGAGACACACCCAACCGTACAAACAAACACAGTCAC--TAATCAGAATGGAAACA
	GlicP^18      ACTCCTATGCAATCACGCACTTCATCAACYTCACCAAACSCACAGGTATCCACACAGTCATCTACTGAGACACACCCAACCGTACAAACAAACACAGTCAC--TAATCAGAATGGAAACA
	GlicP^19      ACTCCTATGCAATCACGCACTTCATCAACTTCACCAAACGCACAGGTATCCRCACAGTCATCTACTGAGACACACCCAACCGTACAAACAAACACAGTCAC--TAATCAGAATGGAAACA
	GlicE^20      ACTCCTATGCAATCACGCACTTCATCAACTTCACCAAACGCACAGGTATCCACACAGTCATCTACTGAGACACACCCAACYGTACAAACAAACACAGTCAC--TAATCAGAATGGAAACA
	GlicE^21       ACTCCTATGCAATCACGCACTTCATCAACTTCACCAAACGCACAGGTATCCACACAGTCATCTACTGAGACACACCCAACCGTACAAACAAACACAGTCAC--TAATCAGAATGGAAACA
	GlicE^22      ACTCCTATGCAATCACGCACTTCATCAACTTYACCAAACGCACAGGTATCCACACAGTCATCTACTGAGACACACCCAACCGTACAAACAAACACAGTCAC--TAATCAGAATGGAAACA
	GmorB^27    ACTCCTATGCAATCACGCACTTCATCAACTTYACCAAACGCACAGGTATCCACACAGTCATCTACTGAGACACACCCAACCGTACAAACAAACACAGTCAC--TAATCNGAATGGAAACA
	GpasB^28    ACTCCTATGCAATCACGCACNTCATCAACTTYACCAAACGCACAGGTATCCACACAGTCATCTACTGAGACACACCCAACCGTACAAACAAACACAGTCACTATAATCAGAATGGAAACA


17 120
	GecuC^1     ATCTATTTCGTAAGAATAGAATAGCGATAATATCTTTTCTTGTTTATTTTATGATTCTACAATTGAGACATTTTGGTGGTTCCTTTTTGTAACGCAATACCATACCCATAATCTTRGTAA
	GecuP^4     ATCTATTTCGTAAGAATAGAATAGCGATAATATCTTTTCTTGTTTATTTTATGATTCTACAATTGAGACATTTTGGTGGTTCCTTTTTGTAACGCAATACCATACCCATAATCTTGGTAA
	GecuP^5      ATCTATTTCGTAAGAATAGAATAGCGATAATATCTTTTCTTGTTKATTTTATGATTCTACAATTGAGACATTTTGGKGGTTCCTTTTTGTAACGCAATACCATACCCATAATCTTGGTAA
	GecuE^8      ATCTATTTCGTAAGAATAGAATAGCGATAATATCTTTTCTTGTTTATTTTATGATTCTACAATTGAGACATTTTGGTGGTTCCTTTTTGTAACGCAATACCATACCCATAATCTTGGTAA
	GecuE^9       ATCTATTTCGTAAGAATAGAATAGCGATAATATCTTTTCTTGTTKATTTTATGATTCTACAATTGAGACATTTTGGKGGTTCCTTTTTGTAACGCAATACCATACCCATAATCTTGGTAA
	GecuE^10      ATCTATTTCGTAAGAATAGAATAGCGATAATATCTTTTCTTGTTKATTTTATGATTCTACAATTGAGACATTTTGGKGGTTCCTTTTTGTAACGCAATACCATACCCATAATCTTGGTAA
	GlicC^15     ATCTATTTCGTAAGAATAGAATAGCGATAATATMTTTTCTTGTTKATTTTATGATTCTACAATTGAGACATTTT-GTGGTTCCTTTTTGTAACGCAATACCATACCCATAATCTTGGTAA
	GlicP^17      ATCTATTTCGTAAGAATAGAATAGCGATAATATCTTTTCTTGTTKATTTTATGATTCTACAATTGAGACATTTTGGTGGTTCCTTTTTGTAACGCAATACCNTACCCATAATCTTGGTAA
	GlicE^20      ATCTATTTCGTAAGAATAGAATAGCGATAATATCTTTTCTTGTTGATTTTATGATTCTACAATTGAGACATTTTGGTGGTTCCTTTTTGTAACGCAATACCATACCCATAATCTTGGTAA
	GlicE^21      ATCTATTTCGTAAGAATAGAATAGCGATAATATCTTTTCTTGTTTATTTTATGATTCTACAATTGAGACATTTTGGTGGTTCCTTTTTGTAACGCAATACCATACCCATAATCTTGGTAA
	GlicE^22       ATCTATTTCGTAAGAATAGAATAGCGATAATATCTTTTCTTGTTTATTTTATGATTCTACAATTGAGACATTTTGGTGGTTCCTTTTTGTAACGCAATACCATACCCATAATCTTGGTAA
	GlicE^23       ATCTATTTCGTAAGAATAGAATAGCGATAATATCTTTTCTTGTTGATTTTATGATTCTACAATTGAGACATTTTGGTGGTTCCTTTTTGTAACGCAATACCATACCCATAATCTTGGTAA
	GlicE^24      ATCTATTTCGTAAGAATAGAATAGCGATAATATCTTTTCTTGTTTATTTTATGATTCTACAATTGAGACATTTTGGTGGTTCCTTTTTGTAACGCAATACCATACCCATAATCTTGGTAA
	GlicE^25      ATCTATTTCGTAAGAATAGAATAGCGATAATATCWTTTCTTGTTTATTTTATGATTCTACAATTGAGACATTTTGGTGGTTCCTTTTTGTAACGCAATACCATACCCATAATCTTGGTAA
	GmorB^27    ATCTATTTCGTAAGAATAGAATAGCGATAATATCTTTTCTTGTTKATTTTATGATTCTACAATTGAGACATTTTGGTGGTTCCTTTTTGTAACGCAATACCATACCCATAATCTTGGTAA
	GpasB^28    ATCTATTTCGTAAGAATAGAATAGCGATAATATCTTTTCTTGTTTATTTTATGATTCTACAATTGAGACATTTTGGGGGTTCCTTTTTGTAACGCAATACCATACCCATAATCATGGTAA
	GpasB^29    ATCTATTTCGTAAGAATAGAATAGCGATAATATCTTTTCTTGTTKATTTTATGATTCTACAATTGAGACATTTTGGKGGTTCCTTTTTGTAACGCAATACCATACCCATAATCWTGGTAA


20 120
	GecuC^1     CGGTTTCTCTGCTCAARTCTTGTTCTGAGATTCTGGCACCTCTCTTGGTCCACAGAATAAATAATATTTTCCAGACCAGCATATTTCCTGAAAAACTAAAATAAATATAGTTACACCTGT
	GecuP^4     CGGTTTCTCTGCTCAAGTCTTGTTCTGAGATTCTGGCACCTCTCTTGGTCCACAGAATAAATAATATTTTCCARACCAGCATATTTCCTGAAAAACTAAAATAAATATAGTTACACCTGT
	GecuP^5      CGGTTTCTCTGCTCAAGTCTTGTTCTGAGATTCTGGCACCTCTCTTGGTYCACAGAATAAATAATATTTTCCARACCAGCATATTTCCTGAAAAACTAAAATAAATATAGTTACACCTGT
	GecuP^6      CGGTTTCTCTGCTCAAGTCTTGTTCTGAGATTCTGGCACCTCTCTTGGTCCACAGAATAAATAATATTTTCCAGACCAGCATATTTCCTGAAAAACTAAAATNAATATAGTTACACCTGT
	GecuE^8      CGGTTTCTCTGCTCAAGTCTTGTTCTGAGATTCTGGCACCTCTCTTGGWCCACAGAATAAATAATATTTTCCAAACCAGCATATTTCCTGAAAAACTAAAATAAATATAGTTACACCTGT
	GecuE^9       CGGTTTCTCTGCTCAAGTCTTGTTCTGAGATTYTGGCACCTCTCTTGGTCCACAGAATAAATAATATTTTCCARACCAGCATATTTCCTGAAAAACTAAAATAAATATAGTTACACCTGT
	GecuE^10       CGGTTTCTCTGCTCAAGTCTTGTTCTGAGATTCTGGCACCTCTCTTGGTCCACAGAATAAATAATATTTTCCARACCAGCATATTTCCTGAAAAACTAAAATAAATATAGTTACACCTGT
	GecuE^11      CGGTTTCTCTGCTCAAGTCTTGTTCTGAGATTCTGGCACCTCTCTTGGTCCACAGAATAAATAATATTTTCCARACCAGCATATTTCCTGAAAAACTAAAATAAATATAGTTACACCTGT
	GlicC^15     CGGTTTCTCTGCTCAAGTCTTGTTCTGAGATTCTGGCACCTCTCTTGGTCCACAGAATAAATAATATTTTCCAAACCAGCATATTTCCTGAAAAACTAAAATAAATATAGTTACACCTGT
	GlicC^16     CGGTTTCTCTGCTCAAGTCTTGTTCTGAGATTCTGGCACCTCTCTTGGTCCACAGAATAAATAATATTTTCCAAACCAGCATATTTCCTGAAAAACTAAAATAAATATAGTTACACCTGT
	GlicP^17      CGGTTTCTCTGCTCAAGTCTTGTTCTGAGATTCTGGNACCTCTCTTGGTCCACAGAATAAATAATATTTTCCAAACCAGCATATTTCCTGAAAAACTGAAATAAATATAGTTACACCTGT
	GlicE^20      CGGTTTCTCTGCTCAAGTCTTGTTCTGAGATTCTGGCACCTCTCTTGGTCCACAGAATAAATAATATTTTCCAAACCAGCATATTTCCTGAAAAACTAAAATAAATATAGTTACACCTGT
	GlicE^21      CGGTTTCTCTGCTCAAGTCTTGTTCTGAGATTCTGGCACCTCTCTTGGTCCACAGAATAAATAATATTTTCCAAACCAGCATATTTCCTGAAAAACTAAAATAAATATAGTTACACCTGT
	GlicE^22       CGGTTTCTYTGCTCAAGTCTTGTTCTGAGATTCTGGCACCTCTCTTGGTCCACAGAATAAATAATATTTTCCARACCAGCATATTTCCTGAAAAACTAAAATAAATATAGTTACACCTGT
	GlicE^23       CGGTTTCTCTGCTCAAGTCTTGTTCTGAGATTCTGGCACCTCTCTTGGTCCACAGAATAAATAATATTTTCCAAACCAGCATATTTCCTGAAAAACTAAAATAAATATAGTTACACCTGT
	GlicE^24      CGGTTTCTCTGCTCAAGTCTTGTTCTGAGATTCTGGCACCTCTCTTGGTCCACAGAATAAATAATATTTTCCAAACCAGCATATTTCCTGAAAAACTRAAATAAATATAGTTACACCTGT
	GlicE^25      CGGTTTCTCTGCTCAAGTCTTGTTCTGAGATTCTGGCACCTCTCTTGGTCCACAGAATAAATAATATTTTCCAAACCAGCATATTTCCTSAAAAACTAAAATAAATATAGTTACACCTGT
	GmorB^27    CGGTTTCTCTGCTCAAGTCTTGTTCTGAGATTCTGGCACCTCTCTTGGTCCACAGAATAAATAATATTTTCCAAACCAGCATATTTCCTGAAAAACTAAAATAAATATAGTTACACCTGT
	GpasB^28    CGGTTTCTCTGCTCAAGTCTTGTTCTGAGATTCTGGCACCTCTCTTGGTCCACAGAATAAATAATATTTTCCAGACCAGCATATTTCCTGAAAAACTAAAATAAATATAGTTACACCTGT
	GpasB^29    CGGTTTCTCTGCTCAAGTCTTGTTCTGAGATTCTGGCACCTCTCTTGGTCCACAGAATAAATRATATTTTCCARACCAGCATATTTCCTGAAAAACTAAAATAAATATAGTTACACCTGT


18 120
	GecuC^1     CTTCATTTGAGAACAACTGAAAGACCAGATTATTCACTAATTAGTGAACAAACATTTCTGGCTTATTGATTTTTTTCAGCACCTGCAAGCGTCAGTATCTAGAAGGCTATTGATGGCTTT
	GecuP^4     CTTCATTTGAGAACAACTGAAAGACCAGATTATTCACTAATTAGTGAACAAACATTTCTRGCTTATTGATTTTTTTCAGCACCTGCAAGCGTCARTATCTAGAAGGCTATTGATGGCTTT
	GecuP^5      CTTCATTTGAGAACAACTGAAAGACCAGATTATTCACTAATTAGTGAACAAACATTTCTGGCTTATTGATTTTTTTCAGCACCTGCAAGCGTCAGTATCTAGAAGGCTATTGATGGCTTT
	GecuE^8      CTTCATTTGAGAACAACTGAAAGACCAGATTATTCACTAATTAGTGAACAAACATTTCTGGCTTATTGATTTTTTTCAGCACCTGCAAGCGTCAGTWTCTRGAAGGCTATTGATGGCTTT
	GecuE^9       CWTCATTTGAGAACAACTGAAAGACCAGATTATTCACTAATTAGTGAACAAACATTTCTGGCTTATYGATTTTTTTCAGCACCTGCAAGCGTCARTATCTAGAAGGCTATTGATGGCTTT
	GecuE^10       CWTCATTTGAGAACAACTGAAAGACCAGATTATTCACTAATTAGTGAACAAACATTTCTGGCTTATYGATTTTTTTCAGCACCTGCAAGCGTCARTATCTAGAAGGCTATTGATGGCTTT
	GecuE^11      CTTCATTTGAGAACAACTGAAAGACCAGATTATTCACTAATTAGTGAACAAACATTTCTGGCTTATTGATTTTTTTCAGCACCTGCAAGCGTCAGTATCTAGAAGGCTATTGATGGCTTT
	GlicC^15     CTTCATTTGAGAACAACTGAAAGACCAGATTATTCACTAATTAGTGAACAAACATTTCTGGCTTATTGATTTTTTTCAGCACCTGCAAGCGTCAGTATCTAGAAGGCTATTGATGGCTTT
	GlicP^17      CTTCATTTGAGAACAACTGAAAGACCAGATTATTCACTAATTAGTGAACAAACATTTCTGGCTTATTGATTTTTTTCAGCACCTGCAAGCGTCAGTATCTAGAAGGCTANTGATGGCTTT
	GlicE^20      CWTCATTTGAGAACAACTGAAAGACCAGATTATTCACTAATTAGTGAACAAACATTTCTGGCTTATYGATTTTTTTCAGCACCTGCAAGCGTCARTATCTAGAAGGCTATTGATGGCTTT
	GlicE^21      CTTCATTTGAGAACAACTGAAAGACCAGATTATTCACTAATTAGTGAACAAACATTTCTGGCTTATTGATTTTTTTCAGCACCTGCAAGCGTCAGTATCTAGAAGGCTATTGATGGCTTT
	GlicE^22      CTTCATTTGAGAACAACTGAAAGACCAGATTATTCACTAATTAGTGAACAAACATTTCTGGCTTATTGATTTTTTTCAGCACCTGCAAGCGTCAGTATCTAGAAGGCTATTGATGGCTTT
	GlicE^23       CTTCATTTGAGAACAACTGAAAGACCAGATTATTCACTAATTAGTGAACAAACATTTCTGGCTTATTGATTTTTTTCAGCACCTGCAAGCGTCAGTATCTAGAAGGCTATTGATGGCTTT
	GlicE^24       CTTCATTTGAGAACAACTGAAAGACCAGATTATTCACTAATTAGTGAACAAACATTTCTGGCTTATTGATTTTTTTCAGCACCTGCAAGCGTCAGTATCTAGAAGGCTATTGATGGCTTT
	GlicE^25      CTTCATTTGAGAACAACTGAAAGACCAGATTATTCACTAATTAGNGAACAAACATTTCTGGCTTATTGATTTTTTTCAGCACCTGCAAGCGTCAGTATCTAGAAGGCTATTGATGGCTTT
	GmorB^27    CTTCATTTGAGAACAACTGAAAGACCAGATTATTCACTAATTAGTGAACAAACATTTCTGGCTTATTGATTTTTTTCAGCACCTGCAAGCGTCAGTATCTAGAAGGCTATTGATGGCTTT
	GpasB^28    CTTCATTTGAGAACAACTGAAAGACCAGATTATTCACTAATTAGTGAACAAAYATTTCTGGCTTATTGATTTTTTTCAGCACCTGCAAGCGTCAGTATCTAGAAGGCTATTGATGGCTTT
	GpasB^29    CTTCATTTGAGAACAACTGAAAGACCAGATTATTCACTAATTAGTGAACAAAYATTTCTGGCTTATTGATTTTTTTCAGCACCTGCAAGCGTCAGTATCTAGAAGGCTATTGATGGCTTT


18 120
	GecuC^1     TCTAATATTTACTTTTTCAGGTGGCGGTCGAGATAAATGTGCGATCGTAGATGGTGCGACAGTCGTCGGTGTCGACTTTAGGCATTTACGAACGCAGTTTTTCCGACGCGATTTGCCGCT
	GecuP^4     TCTAATATTTACTTTTTCAGGTGGCGGTCGAGATAAATGTGCGATCGTAGATGGTGCGACAGTCGTCGGTGTCGACTTTAGGCATTTACGAACGCAGTTTTTCCGACGCGATTTGCCGCT
	GecuP^5      TCTAATATTTACTTTTTCAGGTGGCGGTCGAGATAAATGTGCGATCGTAGATGGTGCGACAGTCGTCGGTGTCGACTTTAGGCATTTACGAACGCAGTTTTTCCGACGCGATTTGCCGCT
	GecuE^8      TCTAATATTTACTTTTTCAGGTGGCGGTCGAGATAAATRTGCGATCGTAGATGGTGCGACAGTCGTCGGTGTCGACTTTAGGCATTTACGAACGCAGTTTTTCCGACGCGATTTGCCGCT
	GecuE^9       TCTAATATTTACTTTTTCAGGTGGCGGTCGAGATAAATGTGCGATCGTAGATGGTGCGACAGTCGTCGGTGTCGACTTTAGGCATTTAYGAACGCAGTTTTTCCGACGCGATTTGCCGCT
	GecuE^10       TCTAATATTTACTTTTTCAGGTGGCGGTCGAGATAAATGTGCGATCGTAGATGGTGCGACAGTCGTCGGTGTCGACTTTAGGCATTTACGAACGCAGTTTTTCCGACGCGATTTGCCGCT
	GecuE^11      TCTAATATTTACTTTTTCAGGTGGCGGTCGAGATAAATGTGCGATCGTAGATGGTGCGACAGTCGTCGGTGTCGACTTTAGGCATTTACGAACGCAGTTTTTCCGACGCGATTTGCCGCT
	GlicC^15     TCTAATATTTACTTTTTCAGGTGGCGGTCGAGATAAATGTGCGATCGTAGATGGTGCGACAGTCGTCGGTGTCGACTTTAGGCATTTACGAACGCAGTTTTTCCGACGCGATTTGCCGCT
	GlicP^17      TCTAATATTTACTTTTTCAGGTGGCGGTCGAGATAAATGTGCGATCGTAGATGGTGCGACAGTCGTCGGTGTCGACTTTAGGCATTTACGAACGCAGTTTTTCCGACGCGATTTGCCGCT
	GlicE^20      TCTAATATTTACTTTTTCAGGTGGCGGTCGAGATAAATGTGCGATCGTAGATGGTGCGACAGTCGTCGGTGTCGACTTTAGGCATTTACGAACGCAGTTTTTCCGACGCGATTTGCCGCT
	GlicE^21      TCTAATATTTACTTTTTCAGGTGGCGGTCGAGATAAATGTGCGATCGTAGATGGTGCGACAGTCGTCGGTGTCGACTTTAGGCATTTACGAACGCAGTTTTTCCGACGCGATTTGCCGCT
	GlicE^22       TCTAATATTTACTTTTTCAGGTGGCGGTCGAGATAAATGTGCGATCGTAGATGGTGCGACAGTCGTCGGTGTCGACTTTAGGCATTTACGAACGCAGTTTTTCCGACGCGATTTGCCGCT
	GlicE^23       TCTAATATTTACTTTTTCAGGTGGCGGTCGAGATAAATGTGCGATCGTAGATGGTGCGACAGTCGTCGGTGTCGACTTTAGGCATTTACGAACGCAGTTTTTCCGACGCGATTTGCCGCT
	GlicE^24      TCTAATATTTACTTTTTCAGGTGGCGGTCGAGATAAATGTGCGATCGTAGATGGTGCGACAGTCGTCGGTGTCGACTTTAGGCATTTACGAACGCAGTTTTTCCGACGCGATTTGCCGCT
	GlicE^25      TCTAATATTTACTTTTTCAGGTGGCGGTCGAGATAAATGTGCGATCGTAGATGGTGCGACAGTCGTCGGTGTCGACTTTAGGCATTTACGAACGCAGTTTTTCCGACGCGATTTGCCGCT
	GmorB^27    TCTAATATTTACTTTTTCAGGTGGCGGTCGAGATAAATGTGCGATCGTAGATGGTGCGACAGTCGTCGGTGTCGACTTTAGGCATTTACGAACGCAGTTTTTCCGACGCGATTTGCCRCT
	GpasB^28    TCTAATATTTACTTTTTCAGGTGGCGGTCGAGATAAATGTGCGATCGTAGATGGTGCGACAGTCGTCGGTGTCGACTTTAGGCATTTACGAACGCAGTTTTTCCGACGCGATTTGCCGCT
	GpasB^29    TCTAATATTTACTTTTTCAGGTGGCGGTCGAGATAAATGTGCGATCGTAGATGGTGCGACAGTCGTCGGTGTCGACTTTAGGCATTTACGAACGCAGTTTTTCCGACGCGATTTGCCGCT


15 120
	GecuC^1     GGCGAATGCTTGTTTCAGAAATGTTAGACATCACTGCTAATTCCTTCACTTTCAAACGGCGGTCTGCTAATACCATTTCTTCAATAATTGAAATGTTTTGARGCGTTCATCAGTTCAATC
	GecuP^4     GGCGAATGCTTGTTTCAGAAATGTTAGACATCACTGCTAATTCCTTCACTTTCAAACGGCGGTCTGCTAATACCATTTCTTCAATAATTGAAATGTTTTGARGCGTTCATCAGTTCAATC
	GecuE^8      GGCGRATGCTTGTTTCAGAAATGTTAGACATCACTGCTAATTCCTTCACTTTCAAACGGCGGTCTGCTAATACCATTTCTTCAATAATTGAAATGTTTTGARGYGTTCATCAGTTCAATC
	GecuE^9       GGCGAATGCTTGTTTCAGAAATGTTAGACATCACTRCTAATTCCTTCACTTTCAAACGGCGGTCTGCTAATACCATTTCTTCAATAATTGAAATGTTTTGARGCGTTCATCAGTTCAATC
	GecuE^10       AGCGGATGCTTGTTTCAGAAATGTTAGACATCACTGCTAATTCCTTCACTTTCAAACGGCGGTCTGCTAATACCATTTCTTCAATAATTGAAATGTTTTGAGGTGTT-ATCAGTTCAATC
	GlicC^15     GGCGAATGCTTGTTTCAGAAATGTTAGACATCACTGCTAATTCCTTCACTTTCAAACGGCGGTCTGCTAATACCATTTCTTCAATAATTGAAATGTTTTGAAGCGTTCATCAGTTCAATC
	GlicP^17      GGCGAATGCTTGTTTCAGAAATGTTAGACATCACTGCTAATTCCTTCACTTTCAAACGGCGGNCTGCTAATACCATTTCTTCAATAATTGAAATGTTTTGAAGCGTTCATCAGTTCAATC
	GlicE^20      GGCGAATGCTTGTTTCAGAAATGTTAGACATCACTGCTAATTCCTTCACTTTCAAACGGCGGTCTGCTAATACCATTTCTTCAATAATTGAAATGTTTTGAGGCGTTTATCAGTTCAATC
	GlicE^21      GGCGAATGCTTGTTTCAGAAATGTTAGACATCACTGCTAATTCCTTCACTTTCAAACGGCGGTCTGCTAATACCATTTCTTCAATAATTGAAATGTTTTGAAGCGTTCATCAGTTCAATC
	GlicE^22       GGCGAATGCTTGTTTCAGAAATGTTAGACATCACTGCTAATTCCTTCACTTTCAAACGGCGGTCTGCTAATACCATTTCTTCAATAATTGAMATGTTTTGARGCGTTYATCAGTTCAATC
	GlicE^23       GGCGAATGCTTGTTTCAGAAATGTTAGACATCACTGCTAATTCCTTCACTTTCAAACGGCGGTCTGCTAATACCATTTCTTCAATAATTGAAATGTTTTGAAGCGTTCATCAGTTCAATC
	GlicE^24      GGCGAATGCTTGTTTCAGAAATGTTAGACATCACTGCTAATTCCTTCACTTTCAAACGGCGGTCTGCTAATACCATTTCTTCAATAATTGAAATGTTTTGAAGCGTTCATCAGTTCAATC
	GmorB^27    GGCGAATGCTTGTTTCAGAAATGTTAGACATCACTGCTAATTCCTTCACTTTCAAACGGCGGTCTGCTAATACCATTTCTTCAATAATTGAAATGTTTTGAAGCGTTCATCAGTTCAATC
	GpasB^28    GGCGAATGCTTGTTTCAGAAATGTTAGACATCACTGCTAATTCCTTCACTTTCAAACGGCGGTCTGCTAATACCATTTCTTCAATAATTGAAATGTTTTGAAGCGTTCATCAGTTCAATC
	GpasB^29    GGCGAATGCTTGTTTCAGAAATGTTAGACATCGCTGCTAATTCCTTCACTTTCAAACGGCGGTCTGCTAATACCATTTCTTCAATAATTGAAATGTTTTGAGGCGTTCATCAGTTCAATC


16 120
	GecuC^1     CTTCCATTTGGTGGGCAGTATGTTATATAATTTTATTGCCATATATCTAAAGGAGTT--TGTTTTTAGAGAGCCGAAAATNAGGCTGTACATACTGTTTATGTCTTGTATCATACACTGA
	GecuP^4     CTTCCATTTGGTGGGCAGTRTGTTATATAATTTTATTGCCATATATCTAAAGGAGTTNNTGTTTTTAGAGAGCCGAAAATGAGGCTGTACATACTGTTTATGTCTTGTATCATACACTGA
	GecuP^5     CTTCCATTTGGTGGGCAGTATGTTATATAATTTTATTGCCATATATCTAAAGGAGTT--TGTTTTTAGAGAGCCGAAAATRAGGCTGTACATACTGTTTATGTCTTGTATCATACACTGA
	GecuP^6      CTTCSATTTGGTGGGCAGTATGTTATATAATTTTATTGCCATATATCTAAAGGAGTTNNTGTTTTTAGAGAGCCGAAAATGAGGCTGTACATACTGTTTATGTCTTGTATCRTACACTGA
	GecuE^8      CTTCCATTTGGTGGRCAGTATGTTATATAATTTTATTGCCATATAYCTAAAGGAGTT--TGTTTTTAGAGAGCCGAAAATGAGGCTGTACATACTGTTTATGTCTTGTATCATACACTGA
	GecuE^9       CTTCCATTTGGTGGGCAGTATGTTATATAATTTTATTGCCATATATCTAAAGGAGTT--TGTTTTTAGAGAGCCGAAAATGAGGCTGTACATACTGTTTATGTCTTGTATCATACACTGA
	GecuE^10       CTTCCATTTGGTGGGCAGTRTGTTATATAATTTTATTGCCATATATCTAAAGGAGTTNNTGTTTTTAGAGAGCCGAAAATGAGGCTGTACATACTGTTTATGTCTTGTATCATACACTGA
	GlicC^15     CTTCCATTTGGTGGGCAGTATGTTATATAATTTTATTGCCATATATCTAAAGGAGTT--TGTTTTTAGAGAGCCGAAAATGAGGCTGTACATACTGTTTATGTCTTGTATCATACACTGA
	GlicC^16     CTTCCATTTGGTGGGCAGTATGTTATATAATTTTATTGCCATATATCTAAAGGAGTT--TGTTTTTAGAGAGCCGAAAATGAGGCTGTACATACTGTTTATGTCTTGTATCATACACTNA
	GlicP^17      CTTCCATTTGGTGGGCAGYAYRTTATATAATTTTATTGCCATATATCTAAAGGAGTTTATGTTTTTAGAGAGCCGAAAATGAGGCTGTACATACTGTTTATGTCTTGTATCATACACTGA
	GlicP^18      CTTCCATTTGGTGGGCAGTATGTTATATAATTTTATTGCCATATATCTAAAGGAGTT--TGTTTTTAGAGAGCCGAAAATGAGGCTGTACATACTGTTTATGTCTTGTATCATACACTGA
	GlicE^20       CTTCCATTTGGTGGGCAGTATGTTATATAATTTTATTGCCATATATCTAAAGGAGTTTATGTTTTTAGAGAGCCGAAAATGAGGCTGTACATACTGTTTATGTCTTGTATCATACACTGA
	GlicE^21       CTTCCATTTGGTGGGCAGTATGTTATATAATTTTATTGCCATATATCTAAAGGAGTTNNTGTTTTTAGAGAGCCGAAAATGAGGCTGTACATACTGTTTATGTCTTGTATCATACACTGA
	GlicE^22      CTTCCATTTGGTGGGCAGTATGTTATATAATTTTATTGCCATATATCTAAAGGAGTTTATGTTTTTAGAGAGCCGAAAATGAGGCTGTACATACTGTTTATGTCTTGTATCATACACTGA
	GmorB^27    CTTCCATTTGGTGGGCAGYAYGTTATATAATTTTATTGCCATATATCTAAAGGAGTTNNTGTTTTTAGAGAGCCGAAAATGAGGCTGTACATACTGTTTATGTCTTGTATCATACACTGA
	GpasB^28    CTTCCATTTGGTGGGCAGTATGTTATATAATTTTATTGCCATATATCTAAAGGAGTT--TGTTTTTAGAGAGCCGAAAATGAGGCTGTACATACTGTTTATGTCTTGTATCATACACTGA


18 120
	GecuC^1     ACTAAATGCTAGCTTGAGTTCTTGGATCTTCCTCGTTGGTAAATTCTTCTTTCGCAGTAGGCTGCGACCTTTGGTCTTATCTTTTTTGAGATTGACATCGTCGAAGGGAGTCTCTACGAT
	GecuP^4     ACTAAATGCTAGCTTGAGTTCTTGGATCTTCCTCGTTGGTAAATTCTTCTTTCGCAGTAGGCTGCGACCTTTGGTCTTATCTTTTTTGAGATTGACATCGTCGAAGGGAGTCTCTACGAT
	GecuP^5     ACTAAATGCTAGYTTGAGTTCTTGGATCTTCCTCGTTGGTAAATTCTTCTTTCGCAGTAGGCTGCGACCTTTGGTCTTATCTTTTTTGAGATTGACATCGTCGAAGGGAGTCTCTACGAT
	GecuP^6      ACTAAATGCTAGCTTGAGTTCTTGGATCTTCCTCGTTGGTAAATTCTTCTTTCGCAGTAGGCTGCGACCTTTGGTCTTATCTTTTTTGAGATTGACATCGTCGAAGGGAGTCTCTACGAT
	GecuE^8      ACTAAATGCTAGCTTGAGTTCTTGGATCTTCCTCGTTGGTAAATTCTTCTTTCGCAGTAGGCTGCGACCTTTRGTCTTATCTTTTTTGAGATTGACATCGTCGAAGGGAGTCTCYACGAT
	GecuE^9       ACTAAATGCTAGCTTGAGTTCTTGGATCTTCCTCGTTGGTAAATTCTTCTTTCGCAGTAGGCTGCGACCTTTGGTCTTATCTTTTTTGAGATTGACATCGTCGAAGGGAGTCTCTACGAT
	GecuE^10       ACTAAATGCTAGCTTGAGTTCTTGGATCTTCCTCGTTGGTAAATTCTTCTTTCGCAGTAGGCTGCGACCTTTGGTCTTATCTTTTTTGAGATTGACATCGTCGAAGGGAGTCTCTACGAT
	GlicC^15     ACTAAATGCTAGCTTGAGTTCTTGGATCTTCCTCGTTGGTAAATTCTTCTTTCGCAGTAGGCTGCGACCTTTGGTCTTATCTTTTTTGAGATTGACATCGTCGAAGGGAGTCTCTACGAT
	GlicP^17      ACTAAATGCTAGNTTGAGTTCTTGGATCTTCCTCGTTGGTAAATTCTTCTTTCGCAGTAGGCTGCGACCTTTGGTCTTATC-TTTTTGAGATTGACATCGTCGAAGGGAGTCTCTACGAT
	GlicP^18      ACTAAATGCTAGCTTGAGTTCTTGGATCTTCCTCGTTGGTAAATTCTTCTTTCGCAGTAGGCTGCGACCTTTGGTCTTATCTTTTTTGAGATTGACATCGTCGAAGGGAGTCTCTACGAT
	GlicE^20      ACTAAATGCTAGCTTGAGTTCTTGGATCTTCCTCGTTGGTAAATTCTTCTTTCGCAGTAGGCTGCGACCTTTGGTCTTATCTTTTTTGAGATTGACATCGTCGAAGGGAGTCTCTACGAT
	GlicE^21      ACTAAATGCTAGCTTGAGTTCTTGGATCTTCCTCGTTGGTAAATTCTTCTTTCGCAGTAGGCTGCGACCTTTGGTCTTATCTTTTTTGAGATTGACATCGTCGAAGGGAGTCTCTACGAT
	GlicE^22       ACTAAATGCTAGCTTGAGTTCTTGGATCTTCCTCGTTGGTAAATTCTTCTTTCGCAGTAGGCTGCGACCTTTGGTCTTATCTTTTTTGAGATTGACATCGTCGAAGGGAGTCTCTACGAT
	GlicE^23       ACTAAATGCTAGCTTGAGTTCTTGGATCTTCCTCGTTGGTAAATTCTTCTTTCGCAGTAGGCTGCGACCTTTGGTCTTATCTTTTTTGAGATTGACATCGTCGAAGGGAGTCTCTACGAT
	GlicE^24      ACTAAATGCTAGCTTGAGTTCTTGGATCTTCCTCGTTGGTAAATTCTTCTTTCGCAGTAGGCTGCGACCTTTGGTCTTATCTTTTTTGAGATTGACATCGTCGAAGGGAGTCTCTACGAT
	GlicE^25      ACTAAATGCTAGCTTGAGTTCTTGGATCTTCCTCGTTGGTAAATTCTTCTTTCGCAGTAGGCTGCGACCTTTGGTCTTATCTTTTTTGAGATTGACATCGTCGAAGGGAGTCTCTACGAT
	GmorB^27    ACTAAATGCTAGCTTGAGTTCTTGGATCTTCCTCGTTGGTAAATTCTTCTTTCGCAGTAGGCTGCGACCTTTGGTCTTATCTTTTTTGAGATTGACATCGTCGAAGGGAGTCTCTACGAT
	GpasB^28    ACTAAATGCTAGCTTGAGTTCTTGGATCTTCCTCGTTGGTAAATTCTTCTTTCGCAGTAGGCTGCGACCTTTGGTCTTATCTTTTTTGAGATTGACATCGTCGAAGGGAGTCTCTACGAT


19 120
	GecuC^1     GTTGACTTCAACATGACGTATTGCGATGGAAAATTTGACGRTAGTCGTGTTCTGGTGAGGTGTAGGCCTGGCGAATTTGTCATAGTTCAAGAGGAGATCCTGTCTGAGTTTATCGGTATA
	GecuP^4     GTTGACTTCAACATGACGTATTGCGATGGAAAATTTGACGRTAGTCGTGTTCTGGTGAGGTGTAGGCCTGGCGAATTTGTCATAGTTCAAGAGGAGATCCTGTCTGAGTTTATCGGTATA
	GecuP^5     GTTGACTTCAACATGACGTATTGCGATGGAAAATTTGACGATAGTCGTGTTCTGGTGAGGTGTAGGCCTGGCGAATTTGTCATAGTTCAAGAGGAGATCCTGTCTGAGTTTATCGGTATA
	GecuP^6      GTTGACTTCAACATGACGTATTGCGATGGAAAATTTGACGRTAGTCGTGTTCTGGTGAGGTGTAGGCCTGGCGAATTTGTCATAGTTCAAGAGGAGATCCTGTCTGAGTTTATCGGTATA
	GecuE^8      GTTGACTTCAACATGACGTATTGCGATGGAAAATTTGACGGTAGTCGTGTTCTGGTGAGGTGTAGGCCTGGCGAATTTGTCATAGTTCAAGAGGAGATCCTGTCTGAGTTTATCGGTATA
	GecuE^9       GTTGACTTCAACATGACGTATTGCGATGGAAAATTTGACGATAGTCGTGTTCTGGTGAGGTGTAGGCCTGGCGAATTTGTCATAGTTCAAGAGGAGATCCTGTCTGAGTTTATCGGTATA
	GecuE^10       GTTGACTTCAACATGACGTATTGCGATGGAAAATTTGACGATAGTCGTGTTCTGGTGAGGTGTAGGCCTGGCGAATTTGTCATAGTTCAAGAGGAGATCCTGTCTGAGTTTATCGGTATA
	GecuE^11      GTTGACTTCAACATGACGTATTGCGATGGAAAATTTGACGGTAGTCGTGTTCTGGTGAGGTGTAGGCCTGGCGAATTTGTCATAGTTCAAGAGGAGATCCTGTCTGAGTTTATCGGTATA
	GlicC^15     GTTGACTTCAACATGACGTATTGCGATGGAAAATTTGACGRTAGTCGTGTTCTGGTGAGGTGTAGGCCTGGCGAATTTGTCATAGTTCAAGAGGAGATCCTGTNTGAGTTTATCGGTATA
	GlicP^17      GTTGACTTCAACATGACGTATTGCGATGGAAAATTTGACGATAGTCGTGTTCTGGTGAGGTGTAGGCCTGGCGAATTTGTCATAGTTCAAGAGGAGATCCTGTCTGAGTTTATCGGTATA
	GlicP^18      GTTGACTTCAACATGACGTATTGCGATGGAAAATTTGACGATANTCGTGTTCTGGTGAGGTGTAGGCCTGGCGAATTTGTCATAGTTCAAGAGGAGATCCTGTCTGAGTTTATCGGTATA
	GlicE^20      GTTGACTTCAACATGACGTATTGCGATGGAAAATTTGACGRTAGTCGTGTTCTGGTGAGGTGTAGGCCTGGCGAATTTGTCATAGTTCAAGAGGAGATCCTGTCTGAGTTTATCGGTATA
	GlicE^21      GTTGACTTCAACATGACGTATTGCGATGGAAAATTTGACGGTAGTCGTGTTCTGGTGAGGTGTAGGCCTGGCGAATTTGTCATAGTTCAAGAGGAGATCCTGTCTGAGTTTATCGGTATA
	GlicE^22       GTTGACTTCAACATGACGTATTGCGATGGAAAATTTGACGRTAGTCGTRTTCTGGTGAGGTGTAGGCCTGGCGAATTTGTCATAGTTCAAGAGGAGATCCTGTCTGAGTTTATCGGTATA
	GlicE^23       GTTGACTTCAACATGACGTATTGCGATRGAAAATTTGACGGTAGTCGTGTTCTGGTGAGGTGTAGGCCTGGCGAATTTGTCATAGTTCAAGAGGAGATCCTGTCTGAGTTTATCGGTATA
	GlicE^24      GTTGACTTCAACATGACGTATTGCGATGGAAAATTTGACGATAGTCGTGTTCTGGTGAGGTGTAGGCCTGGCGAATTTGTCATAGTTCAAGAGGAGATCCTGTCTGAGTTTATCGGTATA
	GlicE^25      GTTGACTTCAACATGACGTATTGCGATGGAAAATTTGACGATAGTCGTGTTCTGGTGAGGTGTAGGCCTGGCGAATTTGTCATAGTTCAAGAGGAGATCCTGTCTGAGTTTATCGGTATA
	GmorB^27    GTTGACTTCAACATGACGTATTGCGATGGAAAATTTGACGATAGTCGTGTTCTGGTGAGGTGTAGGCCTGGCGAATTTGTCATAGTTCAAGAGGAGATCCTGTCTGAGTTTATCGGTATA
	GpasB^28    GTTGACTTCAACATGACGTATTGCGATGGAAAATTTGACGATAGTCGTGTTCTGGTGAGGTGTAGGCCTGGCGAATTTGTCATAGTTCAAGAGGAGATCCTGTCTGAGTTTATCGGTATA


17 120
	GecuC^1     CTTTCTTTGGTAGTTGAAAAGACCACAAGACCACGACAAACAGCATTTTATGAACGATGAGAGAAGCAAGCGTTGRATGATAAATACTGTACTGCGCATGCGTTATTGGCTACAAATWAT
	GecuP^4     CTTTCTTTGGTAGTTGAAAAGACCACAAGACCACGACAAACAGCATTTTATGAACGATGAGAGAAGCAAGCGTTGAATGATAAATACTGTACTGCGCATGCGTTATTGGCTACAAATAAT
	GecuP^5     CTTTCTTTGGTAGTTGAAAAGACCACAAGACCACGACAAACAGCATTTTATGAACGATGAGAGAAGCAAGCGTTGAATGATAAATACTGTACTGCGCATGCGTTATTGGCTACAAATAAT
	GecuE^8      CTTTCTTTGGTAGTTGAAAAGACCACAAGACCACGACAAACAGCATTTTATGAACGATGAGAGAAGCAAGCGTTGRATGATAAATACTGTACTGCGCATGCGTTATTGGCTACAAATAAT
	GecuE^9       CTTTCTTTGGTAGTTGAAAAGACCACAAGACCACGACAAACAGCATTTTATGAACGATGAGAGAAGCAAGCGTTGAATGATAAATACTGTACTGCGCATGCGTTATTGGCTACAAATAAT
	GecuE^10       CTTTCTTTGGTAGTTGAAAAGACCACAAGACCACGACAAACAGCATTTTATGAACGATGAGAGAAGCAAGCGTTGGATGATAAATACTGTACTGCGCATGCGTTATTGGCTACAAATAAT
	GlicC^15     CTTTCTTTGGTAGTTGAAAAGACCACAAGACCACGACAAACAGCATTTTATGAACGATGAGAGAAGCAAGCGTTGAATGATAAATACTGTACTGCGCATGCGTTATTGGCTACAAATTAT
	GlicC^16     CTTTCTTTGGTAGTTGAAAAGACCACAAGACCACGACAAACAGCATTTTATGAACGATGAGAGAAGCAAGCGTTGGATGATAAATACTGTACTGCGCATGCGTTATTGGCTACAAATTAT
	GlicP^17      CTTTCTTTGGTAGTTGAAAAGACCACAAGACCACGACAAACAGCATTTTATGAACGATGAGAGAAGCAAGCGTTGAATGATAAATACTGTACTGCGCATGCGTTATTGGCTACAAATTAT
	GlicE^20      CTTTCTTTGGTAGTTGAAAAGACCACAAGACCACGACAAACAGCATTTTATGAACGATGAGAGAAGCAAGCGTTGAATGATAAATACTGTACTGCGCATGCGTTATTGGCTACAAATAAT
	GlicE^21      CTTTCYTTGGTAGTTGAAAAGACCACAAGACCACRACAAAYAGCATTTTATGAACGATGAGAGAAGCAAGCGTTGAATGATAAATACTGTACTGCGCATGCGTTATTGGCTACAAATAAT
	GlicE^22       CTTTCTTTGGTAGTTGAAAAGACCACAAGACCACGACAAACAGCATTTTATGAACGATGAGAGAAGCAAGCGTTGAATGATAAATACTGTACTGCGCATGCGTTATTGGCTACAAATWAT
	GlicE^23       CTTTCTTTGGTAGTTGAAAAGACCACAAGACCACGACAAACAGCATTTTATGAACGATGAGAGAAGCAAGCGTTGAATGATAAATACTGTACTGCGCATGCGTTATTGGCTACAAATAAT
	GlicE^24      CTTTCTTTGGTAGTTGAAAAGACCACAAGACCACGACAAACAGCATTTTATGAACGATGAGAGAAGCAAGCGTTGAATGATAAATACTGTACTGCGCATGCGTTATTGGCTACAAATAAT
	GmorB^27    CTTTCTTTGGTAGTTGAAAAGACCACAAGACCACGACAAACAGCATTTTATGAACGATGAGAGAAGCAAGCGTTGAATGATAAATACTGTACTGCGCATGCGTTATTGGCTACAAATAAT
	GpasB^28    CTTTCTTTGGTAGTTGAAAAGACCACAAGACCACGACAAACAGCATTTTATGAACGATGAGAGAAGCAAGCGTTGAATGATAAATACTGTACTGCGCATGCGTTATTGGCTACAAATAAT
	GpasB^29    CTTTCTTTGGTAGTTGAAAAGACCACAAGACCACGACAAACAGCATTTTATGAACGATGAGAGAAGCAAGCGTTGAATGATAAATACTGTACTGCGCATGCGTTATTGGCTACAAATAAT


19 120
	GecuC^1     TTTCTGTACTTTTCACCGGGGAGTTACAACCTTGAATACACTTTGYTAGATATCACGCGGACACTACATTCAAGCAGATCGTATACTCTTGAGCAAAGAAAAGGGGCTCATTGAAATGAC
	GecuP^4     TTTCTGTACTTTTCACCGGGGAGTTACAACCTTGAATACACTTTGCTAGATATCACGCGGACACTACATTCAAGCAGATCGTATACTCTTGAGCAAAGAAAAGGGGCTCATTGAAATGAC
	GecuP^5     TTTCTGTACTTTTCACCGGGGAGTTACAACCTTGAATACACTTTGCTAGATATCACGCGGACACTACATTCAAGCAGATCGTATACTCTTGAGCAAAGAAAAGGGGCTCATTGAAATGAC
	GecuP^6      TTTCTGTACTTTTCACCGGGGAGTTACAACCTTGAATACACTTTGYTAGATATCACGCGGACACTACATTCAAGCAGATCGTATACTCTTGAGCAAAGAAAAGGGGCTCATTGAAATGAC
	GecuP^7      TTTCTGTACTTTTCACCGGGGAGTTACAACCTTGAATACACTTTGYTAGATATCACGCGGACACTACATTCAAGCAGATCGTATACTCTTGAGCAAAGAAAAGGGGCTCATTGAAATGAC
	GecuE^8      TTTCTGTACTTTTCACCGGGGAGTTACAACCTTGAATACACTTTGCTAGATATCACGCGGACACTACATTCAAGCAGATCGTATACTCTTGAGCAAAGAAAAGGGGCTCATTGAAATGAC
	GecuE^9       TTTCTGTACTTTTCACCGGGGAGTTACAACCTTGAATACACTTTGCTAGATATCACGCGGACACTACATTCAAGCAGATCGTATACTCTTGAGCAAAGAAAAGGGGCTCATTGAAATGAC
	GecuE^10       TTTCTGTACTTTTCACCGGGGAGTTACAACCTTGAATACACTTTGYTAGATATCACGCGGACACTACATTCAAGCAGATCGTATACTCTTGAGCAAAGAAAAGGGGCTCATTGAAATGAC
	GecuE^11      TTTCTGTACTTTTCACCGGGGAGTTACAACCTTGAATACACTTTGCTAGATATCACGCGGACACTACATTCAAGCAGATCGTATACTCTTGAGCAAAGAAAAGGGGCTCATTGAAATGAC
	GlicC^15     TTTCTGTACTTTTCACCGGGGAGTTACAACCTTGAATACACTTTGCTAGATATCACGCGGACACTACATTCAAGCAGATCGTATACTCTTGAGCAAAGAAAAGGGGCTCATTGAAATGAC
	GlicP^17      TTTCTGTACTTTTCACCGGGGAGTTACAACCTTGAATACACTTTGCTAGATATCACGCGGACACTACATTCAAGCAGATCGTATACTCTTGAGCAAAGAAAAGGGGCTCATTGAAATGAC
	GlicE^20      TTTCTGTACTTTTCACCGGGGAGTTACAACCTTGAATACACTTTGCTAGATATCACGCGGACACTACATTCAAGCAGATCGTATACTCTTGAGCAAAGAAAAGGGGCTCATTGAAATGAC
	GlicE^21      TTTCTGTACTTTTCACCGGGGAGTTACAACCTTGAATACACTTTGCTAGATATCACGCGGACACTACATTCAAGCAGATCGTATACTCTTGAGCAAAGAAAAGGGGCTCATTGAAATGAC
	GlicE^22      TTTCTGTACTTTTCACCGGGGAGTTACAACCTTGAATACACTTTGCTAGATATCACGCGGACACTACATTCAAGCAGATCGTATACTCTTGAGCAAAGAAAAGGGGCTCATTGAAATGAC
	GlicE^23       TTTCTGTACTTTTCACCGGGGAGTTACAACCTTGAATACACTTTGCTAGATATCACGCGGACACTACATTCAAGCAGATCGTATACTCTTGAGCAAAGAAAAGGGGCTCATTGAAATGAC
	GlicE^24       TTTCTGTACTTTTCACCGGGGAGTTACAACCTTGAATACACTTTGCTAGATATCACGCGGACACTACATTCAAGCAGATCGTATACTCTTGAGYAAAGAAAAGGGGCTCATTGAAATGAC
	GlicE^25      TTTCTGTACTTTTCACCGGGGAGTTACAACCTTGAATACACTTTGCTAGATATCACGCGGACACTACATTCAAGCAGATCGTATACTSTTGAGCAAAGAAAAGGGGCTCATTGAAATGAC
	GmorB^27    TTTCTGTACTTTTCACCGGGGAGTTACAACCTTGAATACACTTTGCTAGATATCACGCGGACACTACATTCAAGCAGATCGTATACTCTTGAGCAAAGAAAAGGGGCTCATTGAAATGAC
	GpasB^28    TTTCTGYACTTTTCACCGGGGAGTTACAACCTTGAATACACTTTGCTAGATATCACGCGGACACTACATTCAAGCAGATCGTATACTCTTGAGCAAAGAAAAGGGGCTCATTGAAATGAC


15 120
	GecuC^1     ACAAAACTACTTATAGATTGGGAAGAATAAGTTTCTAATTTAGGAGATTTTGCCGAAACATGACATTGTATATTCCGTCTCACATTTGATTTACTCCCGTAATACCTAAGATAAGTACTA
	GecuP^4     ACAAAACTACTTATAGATTGGGAAGAATAAGTTTCTAATTTAGGAGATTTTGCCGAAACATGACATTGTATATTCCGTYTCACATTTGATTTACTCCCGTAATACCTAAGATAAGTACTA
	GecuP^5     ACAAAACTACTTATAGATTGGGAAGAATAAGTTTCTAATTTAGGAGATTTTGCCGAAACATGACATTGTATATTCCGTCTCACATTTGATTTACTCCCGTAATACCTAAGATAAGTACTA
	GecuP^6      ACAAAACTACTTATAGATTGGGAAGAATAAGTTTCTAATTTAGGAGATTTTGCCGAAACATGACATTGTATATTCCGTCTCACATTTGATTTACTCCCGTAATACCTAAGATAAGTACTA
	GecuE^8      ACAAAACTACTTATAGATTGGGAAGAATAAGTTTCTAATTTAGGAGATTTTGCCGAAACATGACATTGTATATTCCGTCTCACATTTGATTTACTCCCGTAATACCTAAGATAAGTACTA
	GecuE^9       ACAAAACTACTTATAGATTGGGAAGAATAAGTTTCTAATTTAGGAGATTTTGCCGAAACATGACATTGTATATTCCGTCTCACATTTGATTTACTCCCGTAATACCTAAGATAAGTACTA
	GecuE^10      ACAAAACTACTTATAGATTGGGAAGAATAAGTTTCTAATTTAGGAGATTTTGCCGAAACATGACATTGTATATTCCGTCTCACATTTGATTTACTCCCGTAATACCTAAGATAAGTACTA
	GlicC^15     ACAAAACTACTTATAGATTGGGAAGAATAAGTTTCTAATTTAGGAGATTTTGCCGAAACATGACATTGTATATTCCGTCTCACATTTGATTTACTCCCGTAATACCTAAGATAAGTACTA
	GlicP^17      ACAAAACTACTTATAGATTGGGAAGAATAAGTTTCTAATTTAGGAGATTTTGCCGAAACATGACATTGTATATTCCGTCTCACATTTGATTTACTCCCGTAATACCTAAGATAAGTACTA
	GlicE^20      ACAAAACTACTTATAGATTGGGAAGAATAAGTTTCTAATTTAGGAGATTTTGCCGAAACATGACATTGTATATTCCGTCTCACATTTGATTTACTCCCGTAATACCTAAGATAAGTACTA
	GlicE^21       ACAAAACTACTTATAGATTGGGAAGAATAAGTTTCTAATTTAGGAGATTTTGCCGAAACATGACATTGTATATTCCGTCTCACATTTGATTTACTCCCGTAATACCTAAGATAAGTACTA
	GlicE^22       ACAAAACTACTTATAGATTGGGAAGAATAAGTTTCTAATTTAGGAGATTTTGCCGAAACATGACATTGTATATTCCGTCTCACATTTGATTTACTCCCGTAATACCTAAGATAAGTACTA
	GlicE^23      ACAAAACTACTTATAGATTGGGAAGAATAAGTTTCTAATTTAGGAGATTTTGCCGAAACATGACATTGTATATTCCGTCTCACATTTGATTTACTCCCGTAATACCTAAGATAAGTACTA
	GmorB^27    ACAAAACTACTTATAGATTGGGAAGAATAAGTTTCTAATTTAGGAGATTTTGCCGAAACATGACATTGTATATTCCGTCTCACATTTGATTTACTCCCGTAATACCTAAGATAAGTACTA
	GpasB^28    ACAAAACTACTTATAGATTGGGAAGAATAAGTTTCTAATTTAGGAGATTTTGCCGAAACATGACATTGTATATTCCGTCTCACATTTGATTTACTCCCGTAATACCTAAGATAAGTACTA


17 120
	GecuC^1     ATCTTTGATGAGCAAAATACTATGTCGCTTTTACTCACAAATCCTATGGCCGCCCAAACCAKAACTGAGTCACCACCCATTTGTCCCCTCATTCGGA-TTTTTTTTTCTTTTCTAAAATC
	GecuP^4     ATCTTTGATGAGCAAAATACTATGTCGCTTTTACTCACAAATCCTATGGCCGCCCAAACCAKAACTGAGTCACCACCCATTTGTCCYCTCATTCGGA-TTTTTTTTTCTTTTCTAAAATC
	GecuP^5     ATCTTTGATGAGCAAAATACTATGTCGCTTTTACTCACAAATCCTATGGCCGCCCAAACCAKAACTGAGTCACCACCCATTTGTCCCCTCATTCGGA-TTTTTTTTTCTTTTCTAAAATC
	GecuE^8      ATCTTTGATGAGCAAAATACTATGTCGCTTTTACTCACAAATCCTATGGCCGCCCAAACCATAACTGAGTCACCACCCATTTGTCYCCTCATTCGGA-TTTTTTTTTCTTTTCTAAAATC
	GecuE^9       ATCTTTGATGAGCAAAATACTATGTCGCTTTTACTCACAAATCCTATGGCCGCCCAAACCAKAACTGAGTCACCACCCATTTGTCCCCTCATTCGGA-TTTTTTTTTCTTTTCTAAAATC
	GecuE^10       ATCGTTGATGAGCAAAATACTATGTCGCTTTTATTCACAAATCCTATGGCCGCCCAAACCATAACTGAGTCACCACCCATTTGTCCCCTCATTCGGA-TTTTTTTTTCTTTTCTAAAATC
	GecuE^11      ATCTTTGATGAGCAAAATACTATGTCGCTTTTACTCAYAAATCCTATGGCCGCCCAAACCATAACTGAGTCACCACCCATTTGTCCCCTCATTCGGATTTTTTTTTTCTTTTCTAAAATC
	GlicC^15     ATCTTTGATGAGCAAAATACTATNTCGCTTTTAYTCACAAATCCTATGGCCGCCCAAACCATAACTGAGTCACCACCCATTTGTCCCCTCATTCGGA-TTTTTTTTTCTTTTCTAAAATC
	GlicP^17      ATCTTTGATGAGCAAAATACTATGTCGCTTTTACTCACAAATCCTATGGCCGCCCAAACCATAACTGAGTCACCACCCATTTGTCTCCTCATTCGGA-TTTTTTTTTCTTTTCTAAAATC
	GlicE^20      ATCTTTGATGAGCAAAATACTATGTCGCTTTTACTCACAAATCCTATGGCCGCCCAAACCATAACTGAGTCACCACCCATTTGTCCCCTCATTCGGA-TTTTTTTTTCTTTTCTAAAATC
	GlicE^21      ATCTTTGATGAGCAAAATACTATGTCGCTTTTACTCACAAATCCTATGGCCGCCCAAACCATAACTGAGTCACCACCCATTTGTCYCCTCATTCGGA-TTTTTTTTTCTTTTCTAAAATC
	GlicE^22      ATCTTTGATGAGCAAAATACTATGTCGCTTTTACTCACAAATCCTATGGCCGCCCAAACCATAACTGAGTAACCACCCATTTGTCCCCTCATTCGGATTTTTTTTTTCTTTTCTAAAATC
	GlicE^23       ATCTTTGATGAGCAAAATACTATGTCGCTTTTACTCACAAATCCTATGGCCGCCCAAACCATAACTGAGTCACCACCCATTTGTCCCCTCATTCGGA-TTTTTTTTTCTTTTCTAAAATC
	GlicE^24       ATCTTTGATGAGCAAAATACTATGTCGCTTTTACTCACAAATCCTATGGCCGCCCAAACCATAACTGAGTCACCANCCATTTGTCTCCTCATTCGGA-TTTTTTTTTCTTTTCTAAAATC
	GlicE^25      ATCTTTGGTGAGCAAAATACTATGTCGCTTTTACTCACAAATCCTATGGCCGCCCAAACTATAACTGAGTCACCACCCATTTGTCCTCTCATTCGGA--TTTTTTTTCTTTTCTAAAATC
	GmorB^27    ATCTTTGATGAGCAAAATACTATGTCGCTTTTAYTCACAAATCCTATGGCCGCCCAAACCATAACTGAGTCACCACCCATTTGTCYCCTCATTCGGA-TTTTTTTTTCTTTTCTAAAATC
	GpasB^28    ATCTTTGATGAGCAAAATACTATGTCGCTTTTACTCACAAATCCTATGGCCGCCCAAACCAKAACTGAGTCACCACCCATTTGTCCYCTCATTCGGA-TTTTTTTTTCTTTTCTAAAATC


15 120
	GecuC^1     GATTCACGGTTGCCAAATCGTCCAATCATATGTTCCATTATCATTTCCGGTTTGTTATTTGACATTTCATGAGCTCTAGGGATGCTCGAGCAAGTCAAATATAGCAATTATTCAAGAAAG
	GecuC^2     GATTCACGGTTGCCAAATCGTCCAATCATATGTTCCATTATCATTTCCGGTTTGTTATTTGACATNTCATGAGCNCTGGGGATGCTCGAGCAAGTCAAATATAGCAATTATTCAAGAAAG
	GecuP^4      GATTCACGGTTGCCAAATCGTCCAATCATATGTTCCATTATCATTTCCGGTTTRTTATTTGACATTTCATGAGCTCTGGGGATGCTCGAGCAAGTCAAATATAGCAATTATTCAAGAAAG
	GecuE^8      GATTCACGGTTGCCAAATCGTCCAATCATATGTTCCATTATCATTTCCGGTTTATTATTTGACATTTCATGAGCTCTGGGGATGCTCGAGCAAGTCAAATATAGCAATTATTCAAGAAAG
	GecuE^9       GATTCACGGTTGCCAAATCGTCCAATCATATGTTCCATTATCATTTCCGGTTTGTTATTTGACATTTCATGAGCTCTGGGGATGCTCGAGCAAGTCAAATATAGCAATTATTCAAGAAAG
	GecuE^10      GATTCACGGTTGCCAAATCGTCCAATCATATGTTCCATTATCATTTCCGGTTTRTTATTTGWCATTTCATGAGCTCTGGGGATGCTCGAGCAAGTCAAATATAGCAATTATTCAAGAAAG
	GecuE^11      GATTCACGGTTGCCAAATCGTCCAATCATATGTTCCATTATCATTTCCGGTTTGTTATTTGACATTTCATGAGCTCTGGGGATGCTCGAGCAAGTCAAATATAGCAATTATTCAAGAAAG
	GlicC^15     GATTCACGGTTGCCAAATCGTCCAATCATATGTTCCATTATCATTTCCGGTTTATTATTTGACATTTCATGAGCTCTGGGGATGCTCGAGCAAGTCAAATATAGCAATTATTCAAGAAAG
	GlicP^17      GATTCACGGTTGCCAAATCGTCCAATCATATGTTCCATTATCATTTCCGGTTTATTATTTGACATTTCATGAGCTCTGGGGATGCTCGARCAAGTCAAATATAGCAATTATTCAAGAAAG
	GlicP^18      GATTCACGGTTGCCAAATCGTCCAATCATATGTTCCATTATCATTTCCGGTTTATTATTTGACATTTCATGAGCTCTGGGGATGCTCGARCAAGTCAAATATAGCAATTATTCAAGAAAG
	GlicE^20      GATTCACGGTTGCCAAATCGTCCAATCATATGTTCCATTATCATTTCCGGTTTATTATTTGACATTTCATGAGCTCTGGGGATGCTCGAGCAAGTCAAATATAGCAATTATTCAAGAAAG
	GlicE^21      GATTCACGGTTGCCAAATCGTCCAATCATATGTTCCATTATCATTTCCGGTTTATTATTTGACATTTCATGAGCTCTGGGGATGCTCGAGCAAGTCAAATATAGCAATTATTCAAGAAAG
	GmorB^27    GATTCACGGTTGCCAAATCGTCCAATCATRTGTTCCATTATCATTTCCGGTTTRTTATTTGACATTTCATGAGCTCTGGGGATGCTCGAGCAAGTCAAATATAGCAATTATTCAAGAAAG
	GpasB^28    GATTCACGGTTGCCAAATCGTCCAATCATATGTTCCATTATCATTTCCGGTTTATTATTTGACATTTCATGAGCTCTGGGGATGCTCGAGCAAGTCAAATATAGCAATTATTCAAGAAAG
	GpasB^29    GATTCACGGTTGCCAAATCGTCCAATCATATGTTCCATTATCATTTCCGGTTTATTATTTGACATTTCATGAGCTCTGGGGATGCTCGAGCAAGTCAAATATAGCAATTATTCAAGAAAG


18 120
	GecuC^1     CGAATCTCGATTGTGTACAGGTAAATATTCACGWAATGCACGAAATGCATTTTGTCG-GAATACCAATTTTCATAATAAGCCCTAACCATTTTAGCACGTTGCTGGATTGTGTATCGTTC
	GecuP^4     CGAATCTCGATTGTGTACAGGTAAATATTCACGTAATGCACGAAATGCATTTTGTCG-GAATACCAATTTTCATAATAAGCCCTAACCATTTTAGCACGTTGCTGGATTGTGTATCGTTC
	GecuP^5      CGAATCTCGATTNTGTACAGGTAAATATTCACGNAATGCACGAAATGCATTTTGTCG-GAATACCAATTTTCATAATAAGCCCTAACCATTTTAGCACGTTGCTGGATTGTGTATCGTTC
	GecuE^8      CGAATCTCGATTRTGTACAGGTAAATATTCACGWAATGCACGAAATGCATTTTGTCG-GAATACCAATTTTCATAATAAGCCCTAACCATTTTAGCACGTTGCTGGATTGTGTATCGTTC
	GecuE^9       CGAATCTCGATTGTGTACAGGTAAATATTCACGTAATGCACGAAATGCATTTTGTCG-GAATACCAATTTTCATAATAAGCCCTAACCATTTTAGCACGTTGCTGGATTGTGTATCGTTC
	GecuE^10       CGAATCTCGATTGTGTACAGGTAAATATTCACGTAATGCACGAAATGCATTTTGTCG-GAATACCAATTTTCATAATAAGCCCTAACCATTTTAGCACGTTGCTGGATTGTGTATCGTTC
	GecuE^11      CGAATCTCGATTGTGTACAGNTAAATATTCACNTAATGCACGAAATGCATTTTGTCG-GAATACCAATTTTCATAATAAGCCCTAACCATTTTAGCACGTTGCTGGATTGTGTATCGTTC
	GlicC^15     CGAATCTCGATTGTGTACAGNTAAATATNCACNTAATGCACGAAATGCATTTTGTCG-GAATACCAATTTTCATAATAAGCCCTAACCATTTTAGCACGTTGCTGGATTGTGTATCGTTC
	GlicP^17      CGAATCTCGATTGTGTACAGGTAAATATTCACGTAATGCACGAAATGCATTTTGTCG-GAATACCAATTTTCATAATAAGCCCTAACCATTTTAGCACGTTGCTGGATTGTGTATCGTTC
	GlicE^20      CGAATCTCGATTGTGTACAGGTAAATATTCACGWAATGCACGAAATGCATTTTGTCG-GAATACCAATTTTCATAATAAGCCCTAACCATTTTAGCACGTTGCTGGATTGTGTATCGTTC
	GlicE^21      CGAATCTCGATTGTGTACAGGTAAATATTCACGWAATRCACGAAATGCATTTTGTCG-GAATACCAATTTTCATAATAAGCCCTAACCATTTTAGCACGTTGCTGGATTGTGTATCGTTC
	GlicE^22       CGAATCTCGATTGTGTACAGGTAAATATTCACGTAATGCACGAAATGCATTTTGTCG-GAATACCAATTTTCATAATAAGCCCTAACCATTTTAGCACGTTGCTGGATTGTGTATCGTTC
	GlicE^23       CGAATCTCGATTGTGTACAGATAAATATTCACGTAATACACGAAATGCATTTTGTCG-GAATACCAATTTTCATAATAAGCCCTAACCATTTTAGCACGTTGCTGGATTGTGTATCGTTC
	GlicE^24      CGAATCTCGATTGTGTACAGATAAATATTCACGTAATACACGAAATGCATTTTGTCG-GAATACCAATTTTCATAATAAGCCCTAACCATTTTAGCACGTTGCTGGATTGTGTATCGTTC
	GlicE^25      CGAATCTCGATTGTGTACAGGTAAATATTCACGWAATGCACGAAATGCATTTTGTCG-GAATACCAATTTTCATAATAAGCCCTAACCATTTTAGCACGTTGCTGGATTGTGTATCGTTC
	GmorB^27    CGAATCTCGATTGTGTACAGGTAAATATTCACGAAATGCACGAAATGCATTTTGTCG-GAATACCAGTTTTCATAATAAGCCCTAACCATTTTAGCACGTTGCTGGATTGTGTATCGTTC
	GpasB^28    CGAATCTCGATTGTGTACAGSTAAATATTCACRTAATGCACGAAATGCATTTTGTCGTGAATACCAATTTTCATAATAAGCCCTAACCATTTTAGCACGTTGCTGGATTGTGTATCGTTC
	GpasB^29    CGAATCTCGATTGTGTACAGGTAAATATTCACGTAATGCACGAAATGCATTTTGTCG-GAATACCAATTTTCATAATAAGCCCTAACCATTTTAGCACGTTGCTGGATTGTGTATCGTTC


17 120
	GecuC^1     AGTTATGAAAGCCAGCTGGACCAAACTGCGAAWACAGAAGAATAGGAGAACGGTACGCTGTAGCCACATACAGAATGTTAGTTTTGTAGCTAGCTCAATAATTTTTTGGGCATGTRTCAG
	GecuP^4     AGTTATGAAAGCCAGCTGGACCAAACTGCGAATACAGAAGAATAGGAGAACGGTACGCTGTAGCCACATACAGAATGTTAGTTTTGTAGCTAGCTCAATAATTTTTTGGGCATGTATCAG
	GecuP^5      AGTTATGAAARCCAGCTGGACCAARCTGCGAATACAGAAGAATAGGAGAACGGTAYGCTGTAGCCACATACAGAATGTTAGTTTTGTAGCTAGCTCAATAATTTTTTGGGCATGTATCAG
	GecuE^8      AGTTATGAAAGCCAGCTGGACCAAACTGCGAATACAGAAGAATAGGAGAACGGTACGCTGTAGCCACATACAGAATGTTAGTTTTGTAGCTAGCTCAATAATTTTTTGGGCATGTATCAG
	GecuE^9       AGTTATGAAAGCCAGCTGGACCAAACTGCGAAWACAGAAGAATAGGAGAACGGTACGCTGTAGCCACATACAGAATRTTAGTTTTGTAGCTAGCTCAATAATTTTTTGGGCATGTATCAG
	GecuE^10       AGTTATGAAAGCCAGCTGGACCAAACTGCGAATACAGAAGAATAGGAGAACGGTACGCTGTAGCCACATACAGAATGTTAGTTTTGTAGCTAGCTCAATAATTTTTTGGGCATGTATCAG
	GecuE^11      AGTTATGAAAGCCAGCTGGACCAAACTGCGAATACAGAAGAATAGGAGAACGGTACGCTGTAGCCACATACAGAATRTTAGTTTTGTAGCTAGCTCAATAATTTTTTGGGCATGTATCAG
	GlicC^15     AGTTATGAAAGCCAGCTGGACCAAACTGCGAATACAGAAGAATAGGAGAACGGTACGCTGTAGCCACATACAGAATGTTAGTTTTGTAGCTAGCTCAATAATTTTTTGGGCATGTATCAG
	GlicP^17      AGTTATGAAAGCCAGCTGGACCAAACTGCGAATACAGAAGAATAGGAGAACGGTACGCTGTAGCCACATACAGAATATTAGTTTTGTAGCTAGCTCAATAATTTTTTGGGCATGTATCAG
	GlicE^20      AGTTATGAAAGCCAGCTGGACCAAACTGCGAATACAGAAGAATAGGAGAACGGTACGCTGTAGCCACATACMGAATGTTAGTTTTGTAGCKAGCTCAATAATTTTTTGGGCATGTATCAG
	GlicE^21      AGTTATGAAAGCCAGCTGGACCAAACTGCGAATACAGAAGAATAGGAGAAYGGTACGCTGTAGCCACATACAGAATRTTAGTTTTGTAGCTAGCTCAATAATTTTTTGGGCATGTATCAG
	GlicE^22      AGTTATGAAAGCCAGCTGGACCAAACTGCGAATACAGAAGAATAGGAGAACGGTACGCTGTAGCCACATACCGAATGTTAGTTTTGTAGCTAGCTCAATAATTTTTTGGGCATGTATCAG
	GlicE^23       AGTTATGAAAGCCAGCTGGACCAAACTGCGAATACAGAAGAATAGGAGAACGGTACGCTGTAGCCACATACAGAATGTTAGTTTTGTAGCKAGCTCAATAATTTTTTGGGCATGTATCAG
	GlicE^24      AGTTATGAAAGCCAGCTGGACCAAACTGCGAATACAGAAGAATAGGAGAACGGTACGCTGTAGCCACATACAGAATGTTAGTTTTGTAGCTAGCTCAATAATTTTTTGGGCATGTATCAG
	GlicE^25      AGTTATGAAAGCCAGCTGGACCAAACTGCGAATACAGAAGAATAGGAGAACGGTACGCTGTAGCCACATACAGAATRTTAGTTTTGTAGCTAGCTCAATAATTTTTTGGGCATGTATCAG
	GmorB^27    AGTTATGAAAGCCAGCTGGACCAAACTGCGAATACAGAAGAATAGGAGAACGGTACGCTGTAGCCACATACAGAATGTTAGTTTTGTAGCTAGCTCAATAATTTTTTGGGCATGTATCAG
	GpasB^28    ARTTATGAAAGCCAGCTGGACCAAACTGCGAATACAGAAGAATAGGAGAACGGTACGCTGTAGCCACATACAGAATATTAGTTTTGTAGCTAGCTCAATAATTTTTTGGGCATGTATCAG


16 120
	GecuC^1     TTTGTGGACAATACCATTGATGTCGAAGAAACAAATGAGCA-TTGTCTTCATTTGTGATCGCGACTTTCTTACTTTTTGAGGACGCTCTTCTCCAATCTGAACCCACTATTTACTTTGCC
	GecuP^4     TTTGTGGACAATACCATTGATGTCGAAGAAACAAATGAGCATTTGTCTTCATTTGTGATCGCGACTTTCTTACTTTTTGAGGACGCTCTTCTCCAATCTCAACCCACTATTTACTTTGCC
	GecuE^8       TTTGTGGACAATACCATTGATGTCGAAGAAACAAATGAGCATTTGTCTTCATTTGTGATCGCGACTTTCTTACTTTTTGAGGACGCTCTTCTCCAATCTCAACCCACTATTTACTTTGCC
	GecuE^9       TTTGTGGACAATACCATTGATGTCGAAGAAACAAATGAGCA-TTGTCTTCATTTGTGATCGCGACTTTCTTACTTTTTGAGGACGCTCTTCTCCAATCTCAACCCACTATTTACTTTGCC
	GlicC^15     TTTGTGGACAATACCATTGATGTCGAAGAAACAAATGAGCA-TTGTCTTCATTTGTGATCGCGACTTTCTTACTTTTTGAGGACGCTCTTCTCCAATCTCAACCCACTATTTACTTTGCC
	GlicP^17      TTTGTGGACAATACCATTGATGTCGAAGAAACAAATGAGCA-TTGTCTTCATTTGTGATCGCGACTTTCTTACTTTTTGAGGACGCTCTTCTCCAATCTCAACCCACTATTTACTTTGCC
	GlicE^20      TTTGTGGACAATACCATTGATGTCGAAGAAACAAATGAGCA-TTGTCTTCATTTGTGATCGCGACTTTCTTACTTTTTGAGGACGCTCTTCTCCAATCTCAACCCACTATTTACTTTGCC
	GlicE^21      TTTGTGGACAATACCATTGATGTCGAAGAAACAAATGAGCA-TTGTCTTCATTT-TGATCGCGACTTTCTTACTTTTTGAGGACGCTCTTCTCCAATCTCAACCCACTATTTACTTTGCC
	GlicE^22      TTTGTGGACAATACCATTGATGTCGAAGAAACAAATGAGCA-TTGTCTTCATTTGTGATCGCGACTTTCTTACTTTTTGAGGACGCTCTTCTCCAATCTCAACCCACTATTTACTTTGCC
	GlicE^23       TTTGTGGACAATACCATTGATGTCGAAGAAACAAATGAGCA-TTGTCTTCATTTGTGATCGCGACTTTCTTACTTTTTGAGGACGCTCTTCTCCAATCTCAACCCACTATTTACTTTGCC
	GlicE^24       TTTGTGGACAATACCATTGATGTCGAAGAAACAAATGAGCA-TTGTCTTCATTTGTGATCGCGACTTTCTTACTTTTTGAGGACGCTCTTCTCCAATCTCAACCCACTATTTACTTTGCC
	GlicE^25      TTTGTGGACAATACCATTGATGTCGAAGAAACAAATGAGCA-TTGTCTTCATTTGTGATCGCGACTTTCTTACTTTTTGAGGACGCTCTTCTCCAATCTCAACCCACTATTTACTTTGCC
	GlicE^26      TTTGTGGACAATACCATTGATGTCGAAGAAACAAATGAGCA-TTGTCTTCATTTGTGATCGCGACTTTCTTACTTTTTGAGGACGCTCTTCTCCAATCTCAACCCACTATTTACTTTGCC
	GmorB^27    TTTGTGGACAATACCATTGATGTCGAAGAAACAAATGAGCA-TTGTCTTCATTTGTGATCGCGACTTTCTTACTTTTTGAGGACGCTCTTCTCCAATCTCAACCCACTATTTACTTTGCC
	GpasB^28    TTTGTGGACAATACCATTGATGTCGAAGAAACAAATGAGCATTTGTCTTCATTTGTGATCGCGACTTTCTTACTTTTTGAGGACGCTCTTCTCCAATCTCAACCCACTATTTACTTTGCC
	GpasB^29    TTTGTGGACAATACCATTGATGTCGAAGAAACAAATGAGCATTTGTCTTCATTTGTGATCGCGACTTTCTTACTTTTTGAGGACGCTCTTCTCCAATCTCAACCCACTATTTACTTTGCC


19 120
	GecuC^1     TTTTCTAATTGTAAGCGGTTGCATACGCAATTAGTTCACAATTTCATCCAGGTTGGAACCACGTACGGGATAAGTACCAGTTGTTTTGTAAGTTATGAGCTTCAAGAACCATCGCTGAAA
	GecuP^4     TTTTCTAATTGTAAGCGGTTGCAYACGCAATTAGTTCACAATTTCATCCARGTTGGAACCACGTACGGGATAAGTACCAGTTGTTTTGTAAGTTATGAGYTTCAAGAACCATCGCTGAAA
	GecuP^5      TTTTCTAATTGTAAGCGGTTGCATACGCAATTAGTTCACAATTTCATCCAGGTTGGAACCACGTACGGGATAAGTACCAGTTGTTTTGTAAGTTATGAGCTTCAAGAACCATCGCTGAAA
	GecuE^8      TTTTCTAATTGTAAGCGGTTGCATACGCAATTAGTTCACAATTTCATCCAGGTTGGAACCACGTACGGGATAAGTACCAGTTGTTTTGTAAGTTATGAGCTTCAAGAACCATCGCTGAAA
	GecuE^9       TTTTCTAATTGTAAGCGGTTGCATACGCAATTAGTTCACAATTTCATCCANGTTGGAACCACGTACGGGATAAGTACCAGTTGTTTTGTAAGTTNTGAGGTTCAAGAACCATCGNTGAAA
	GecuE^10       TTTTCTAATTGTAAGCGGTTGCATACGCAATTAGTTCACAATTTCATCCARGTTGGAACCACGTACGGGATAAGTACCAGTTGTTTTGTAAGTTATGAGKTTCAAGAACCATCGCTGAAA
	GecuE^11       TTTTCTAATTGTAAGCGGTTGCATACGCAATTAGTTCACAATTTCATCCAGGTTGGAACCACGTACGGGATAAGTACCAGTTGTTTTGTAAGTTATGAGCTTCAAGAACCATCGCTGAAA
	GecuE^12      TTTTCTAATTGTAAGCGGTTGCATACGCAATTAGTTCACAATTTCATCCARGTTGGAACCACGTACGGGATAAGTACCAGTTGTTTTGTAAGTTATGAGYTTCAAGAACCATCGCTGAAA
	GlicC^15     TTTTCTAATTGTAAGCGGTTGCATACGCAATTAGTTCACAATTTCATYCAGGTTGGAACCACGTRCGGGATAAGTACCAGTTGTTTTGTAAGTTATGAGCTTCAAGAACCATCGCTGAAA
	GlicP^17      TTTTCTAATTGTAAGCGGTTGCATACGCAATTAGTTCACAATTTCATCYAGGTTGGAACCACGTACGGGATAAGTACCAGTTGTTTTGTAAGTTATGAGCTTCAAGAACCATCGCTGAAA
	GlicE^20      TTTTCTAATTGTAAGCGGTTGCATACGCAATTAGTTCACAATTTCATCCAGGTTGGAACCACGTACGGGATAAGTACCAGTTGTTTTGTAAGTTATGAGCTTCAAGAACCATCGCTGAAA
	GlicE^21      TTTTCTAATTGTAAGCGGTTGCATACGCAATTAGTTCACAATTTCATCCAGGTTGGAACCACGTACGGGATAAGTACCAGTTGTTTTGTAAGTTATGAGCTTCAAGAACCATCGCTGAAA
	GlicE^22       TTTTCTAATTGTAAGCGGTTGCATACGCAATTAGTTCACAATTTCATCCAGGTTGGAACCACGTACGGGATAAGTACCAGTTGTTTTGTAAGTTATGAGCTTCAAGAACCATCGCTGAMA
	GlicE^23       TTTTCTAATTGTAAGCGGTTGCATACGCAATTAGTTCACAATTTCATCCAGGTTGGAACCACGTACGGRATAAGTACCAGTTGTYTTGTAAGTTATGAGCTTCAAGAACCATCGCTGAAA
	GlicE^24      TTTTCTAATTGTAAGCGGTTGCATACGCAATTAGTTCACAATTTCATCCAGGTTGGAACCACGTACGGGATAAGTACCAGTTSTTTTGTAAGTTATGAGCTTCAAGAACCATCGCTGAAA
	GlicE^25      TTTTCTAATTGTAAGCGGTTGCATACGCAATTAGTTCACAATTTCATCCAGGTTGRAACCACGTACGGGATAAGTACCAGTTGTTTTGTAAGTTATGAGCTTCAAGAACCATCGCTGAAA
	GmorB^27    TTTTCTAATTGTAAGCGGTTGCATACGCAATTAGTTCACAATTTCATCCAGGTTGGAACCACGTACGGGATAAGTACCAGTTGTTTTGTAAGTTATGAGCTTCAAGAACCATCGCTGAAA
	GpasB^28    TTTTCTAATTGTAAGCGGTTGCATACGCAATTAGTTCACAATTTCATCCAGGTTGGAACCACGTACGGGATAAGTACCARYTGTTTTGTAAGTTATGAGCTTCAAGAACCATCGCTGAAA
	GpasB^29    TTTTCTAATTGTAAGCGGTTGCATACGCAATTAGTTCACAATTTCATYCAGGTTGGAACCACGTRCGGGATAAGTACCAGTTGTTTTGTAAGTTATGAGCTTCAAGAACCATCGCTGAAA


17 120
	GecuC^1     ATATGCCCCCGTATACATGTTTTACGTTCATTCGTTTTGATCGGCTAATTTGCATACTTTTGCTGTTGACATGAACAAGCGTAATTCAATTGAAATGACTTTTGCCTGTATGTCAGACAT
	GecuP^4     ATATGCCCCCGTATACATGTTTTACGTTCATTCGTTTTGATCGGCTAATTTGCATACTTTTGCTGTTGACATGAACAAGCGTAATTCAATTGAAATGACTTTTGCCTGTATGTCAGACAT
	GecuE^8      ATATGCCCCCGTATACATGTTTTACGTTCATTCGTTTTGATCGGCTAATTTGCATACTTTTGCTGTTGACATGAACAAGCGTAATTCAATTGAAATGACTTTTGCCTGTATGTCAGACAT
	GecuE^9       ATATGCCCCCGTATACATGTTTTACGTTCATTCGTTTTGATCGGCTAATTTGCATACTTTTGCTGTTGACATGAACAAGCGTAATTCAATTGAAATGACTTTTGCCTGTATGTCAGACAT
	GecuE^10       ATATGCCCCCGTATACATGTTTTACGTTCATTCGTTTTGATCGGCTAATTTGCATACTTTTGCTGTTGACATGAACAAGCGTAATTCAATTGAAATGACTTTTGCCTGTATGTCAGACAT
	GecuE^11       ATATGCCCCCGTATACATGTTTTACGTTCATTCGTTTTGATCGGCTAATTTGCATACTTTTGCTGTTGACATGAACAAGCGTAATTCAATTGAAATGACTTTTGCCTGTATGTCAGACAT
	GecuE^12      ATATGCCCCCGTATACATGTTTTACGTTCATTCGTTTTGATCGGCTAATTTGCATACTTNTGCTGTTGACATGAACAAGCGTAATTCAATTGAAATGACTTTTGCCTGTATGTCAGACAT
	GlicC^15     ATATGCCCCCGTATACATGTTTTACGTTCATTCGTTTTGATCGGCTAATTTGCATACTTTTGCTGTTGACATGAACAAGCGTAATTCAATTGAAATGACTTTTGCCTGTATGTCAGACAT
	GlicP^17      ATATGCCCCCGTATACATGTTTTACGTTCATTCGTTTTGATCGGCTAATTTGCATACTTTTGCTGTTGACATGAACAAGCGTAATTCAATTGAAATGACTTTTGCCTGTATGTCAGACAT
	GlicE^20      ATATGCCCCCGTATACATGTTTTACGTTCATTCGTTTTGATCGGCTAATTTGCATACTTTTGCTGTTGACATGAACAAGCGTAATTCAATTGAAATGACTTTTGCCTGTATNTCAGACAT
	GlicE^21      ATATGCCCCCGTATACATGTTTTACGTTCATTCGTTTTGATCGGCTAATTTGCATACTTTTGCTGTTGACATGAACAAGCGTAATTCAATTGAAATGACTTTTGCCTGTATGTCAGACAT
	GlicE^22       ATATGCCCCCGTATACATGTTTTACGTTCATTCGTTTTGATCGGCTAATTTGCATACTTTTGCTGTTGACATGAACAAGCGTAATTCAATTGAAATGACTTTTGCCTGTATGTCAGACAT
	GlicE^23       ATATGCCCCCGTATACATGTTTTACGTTCATTCGTTTTGATCGGCTAATTTGCATACTTTTGCTGTTGACATGAACAAGCGTAATTCAATTGAAATGACTTTTGCCTGTATGTCAGACAT
	GlicE^24      ATATGCCCCCGTATACATGTTTTACGTTCATTCGTTTTGATCGGCTAATTTGCATACTTTTGCTGTTGACATGAACAAGCGTAATTCAATTGAAATGACTTTTGCCTGTATGTCAGACAT
	GmorB^27    ATATGCCCCCGTATACATGTTTTACGTTCATTCGTTTTGATCGGCTAATTTGCATACTTTTGCTGTTGACATGAACAAGCGTAATTCAATTGAAATGACTTTTGCCTGTATGTCAGACAT
	GpasB^28    ATATGCCCCCGTATACATGTTTTACGTTCATTCGTTTTGATCGGCTAATTTGCATACTTTTRCTGTTGACATGAACAAGCGTAATTCAATTGAAATGACTTTTGCCTGTATGTCAGACAT
	GpasB^29    ATATGCCCCCGTATACATGTTTTACGTTCATTCGTTTTGATCGGCTAATTTGCATACTTTTRCTGTTGACATGAACAAGCGTAATTCAATTGAAATGACTTTTGCCTGTATGTCAGACAT


18 120
	GecuC^1     GCTGCCTACTTCYGGC---TTTTTTTCCCACGCTCAGGTGACCCCTTACCTACTTACATCCGTGGACATACTGTATAACAGTTTCGTAAAAATATGTACCACTTTTCACATAGTTTGCTA
	GecuP^4     GCTGCCTACTTCCGGCT--TTTTTTTCCCACGCTCAGGTGACCCCTTACCTACTTACATCCGTGGACATACTGTATAACAGTTTCGTAAAAATATGTACCACTTTTCACATAGTTTGCTA
	GecuP^5     GCTGCCTACTTCCGGCT--TTTTTTTCCCACGCTCRGGTGACCCCTTACCTACTTACATCCGTGGACATACTGTATAACAGTTTCGTAAAAATATGTACCACTTTTCACATAGTTTGCTA
	GecuP^6      GCTGCCTACTTCCGGCT--TTTTTTTCCC-CGCTCAGGTGACCCCTTACCTACTTACATCCGTGGACATACTGTATAACAGTTTCGTAAAAATATGTACCACTTTTCACATAGTTTGCTA
	GecuE^8      GCTGCCTACTTCCGGCT-TTTTTTTTCCCACGCTCAGGTGACCCCTTACCTACTTACATCCGTGGACATACTGTATAACAGTTTCGTAAAAATATGTACCACTTTTCACATAGTTTGCTA
	GecuE^9       GCTGCCTACTTCCGGCT--TTTTTTTCCCACGCTCAGGTGACCCCTTACCTACTTACATCCGTGGACATACTGTATAACAGTTTCGTAAAAATATGTACCACTTTTCACATAGTTTGCTA
	GecuE^10       GCTGCCTACTTCCGGCT--TTTTTTTCCCACGCTCAGGTGACCCCTTACCTACTTACATCCGTGGACATACTGTATAACAGTTTCGTAAAAATATGTACCACTTTTCACATAGTTTGCTA
	GecuE^11      GCTGCCTACTTCCGGCT--TTTTTTTCCCACGCTCAGGTGACCCCTTACCTACTTACATCCGTGGACATACTGTATAACAGTTTCGTAAAAATATGTACCACTTTTCACATAGTTTGCTA
	GlicC^15     GCTGCCTACTTCCGGYT--TTTTTTTCCCACGCTCAGGTGACCCCTTACCTACTTACATCCGTGGACATACTGTATAACAGTTTCGTAAAAATATGTACCACTTTTCACATAGTTTGCTA
	GlicP^17      GCTGCCTACTTCTGGCT--TTTTTTTCCCACGCTCAGGTGACCCCTTACCTACTTACATCCGTGGACATACTGTATAACAGTTTCGTAAAAATATGTACCACTTTTCACATAGTTTGCTA
	GlicP^18      GCTGCCTACTTCNGGNT--TTTTTTTCCCACGCTCAGGTGACCCCTTACCTACTTACATCCGTGGACATACTGTATAACAGTTTCGTAAAAATATGTACCACTTTTCACATAGTTTGCTA
	GlicE^20      GCTGCCTACTTCCGGTTYWTTTTTTTCCCACGCTCAGGTGACCCCTTACCTACTTACATCCGTGGACATACTGTATAACAGTTTCGTAAAAATATGTACCACTTTTCACATAGTTTGCTA
	GlicE^21      GCTGCCTACTTCCGGTT--TTTTTTTCCCACGCTCAGGTGACCCCTTACCTACTTACATCCGTGGACATACTGTATAACAGTTTCGTAAAAATATGTACCACTTTTCACATAGTTTGCTA
	GlicE^22       GCTGCCTACTTCCGGNY-WTTTTTTTCCCACGCTCAGGTGACCCCTTACCTACTTACATCCGTGGACATACTGTATAACAGTTTCGTAAAAATATGTACCACTTTTCACATAGTTTGCTA
	GlicE^23       GCTGCCTACTTCCGGNTYWTTTTTTTCCCACGCTCAGGTGACCCCTTACCTACTTACATCCGTGGACATACTGTATAACAGTTTCGTAAAAATATGTACCACTTTTCACATAGTTTGCTA
	GlicE^24      GCTGCCTACTTCCGGYT--TTTTTTTCCCACGCTCAGGTGACCYCTTACCTACTTACATCCGTGGACATACTGTATAACAGTTTCGTAAAAATATGTACCACTTTTCACATAGTTTGCTA
	GmorB^27    GCTGCCTACTTCCGGCT--TTTTTTTCCCACGCTCAGGTGACCCCTTACCTACTTACATCCGTGGACATACTGTATAACAGTTTCGTAAAAATATGTACCACTTYTCACATAGTTTGCTA
	GpasB^28    GCTGCCTACTTCCGGYT--TYTTTTTCCCACGCTCAGGTGACCCCTTACCTACYTACATCCGTGGACATACTGTATAACAGTTTCGTAAAAATATGTACCACTTTTCACATAGTTTGCTA


19 120
	GecuC^1     TGATGTTTATAGGACGCCACTGAATGTTTTGTGTAATCTAGTCGCCTCGGCGATGGTCGATAATTCCGTCGGAAACCATTCAGAGTTTTCGAGGGAAAGGAAGAAAGGATTGTACAAGGA
	GecuP^4     CGATGTTTATAGGACGCCACTGAATG-TTTGTGTAATCTAGTCGCCTCGGCGATGGTCGATAATTCCGTCGGAAACCATTCAGAGTTTTCGAGGGAAAGGAAGAAAGGATTGTACAAGGA
	GecuP^5     CGATGTTTATAGGACGCCACTGAATGTTTTGTGTAATCTAGTCGCCTCGGCGATGGTCGATAATTCCGTCGGAAACCATTCAGAGTTTTCGAGGGAAAGGAAGAAAGGATTGTACNAGGA
	GecuP^6      TGATGTTTATAGGACGCCACTGAATGTTTTGTGTAATCTAGTCGCCTCGGCGATGGTCGATAATTCCGTCGGAAACCATTNAGAGTTTTCGAGGGAAAGGAAGAAAGGATTGTACAAGGA
	GecuP^7      NGATGTTTATAGGACGCCACTGAATGTTTTGTGTAATCNAGTCGCCTCGGCGATGGTCGATAATNCCGTCGGAAACCATTCAGAGTTTTCGAGGGAANGGAAGAAAGGATTGTACAAGGA
	GecuE^8      YGATGTTTATAGGACGCCACTGAATGTTTTGTGTAATCTAGTCGCCTCGGCGATGGTCGATAATTCCGTCGGAAACCATTCAGAGTTTTCGAGGGAAMGGAAGAAAGGATTGTACAAGGA
	GecuE^9       YGATGTTTATAGGACGCCACTGAATGTTTTGTGTAATCTAGTCGCCTCGGCGATGGTCGATAATTCCGYCGGAAACCATTCAGAGTTTTCGAGGGAAAGGAAGAAAGGATTGTACAAGGA
	GecuE^10       YGATGTTTATAGGACGYCACTGAATGTTTTGTGTAATCYAGTCGCCTCGGCGATGGTCGATAATTCCGTCGGAAACCATTCAGAGTTTTCGAGGGAAAGGAAGAAAGGATTGTACAAGGA
	GecuE^11      TGATGTTTATAGGACGCCACTGAATGTTTTGTGTAATCTAGTCGCCTCGGCGATGGTCGATAATTCCGTCGGAAACCATTCAGAGTTTTCGAGGGAACGGAAGAAAGGATTGTACAAGGA
	GlicC^15     CGATGTTTATAGGACGCCACTGAATGTTTTGTGTAATCCAGTCGCCTCGGCGATGGTCGATAATTCCGTCGGAAACCATTCAGAGTTTTCGAGGGAAAGGAAGAAAGGATTGTACAAGGA
	GlicC^16     NGATGTTTATAGGACGCCACTGANTGTTTTGTGTAATCNAGTCGCCTCGGCNATGGTCGATAATTCCGTCGGAAACCATTCAGAGTTTTCGAGGGAAAGGAAGAAAGGATTGTACAAGGA
	GlicP^17      TGATGTTTATAGGACGCCACTGAATGTTTTGTATAATCTAGTCGCCTCGGTGATGGTCGATAATTCCGTCGGAAACCATTCAGAGTTTTCGAGGGAA-GGAAGAAAGGATTGTACAAGGA
	GlicP^18      YGATGTTTATAGGACGCCACTGAATGTTTTGTRTAATCTAGTCGCCTCGGCGATGGTCGATAATTCCGTCGGAAACCATTCAGAGTTTTCGAGGGAAAGGAAGAAAGGATTGTACAAGGA
	GlicE^20      TGATGTTTATAGGACGCCACTGAATGTTTTGTGTAATCTAGTCGCCTCGGCGATGGTCGATAATTCCGTCGGAAACCATTCAGAGTTTTCGAGGGAAAGGAAGAAAGA--TGTACAAGGA
	GlicE^21      CGTTGTTTATAGGACGCCACTGAATGTTTTGTGTAATCCAGTCGCCTCGGCGATGGTCGATAATTCCGTCGGAAACCATTCAGAGTTTTCGAGGGAAAGGAAGAAAGGATTGTACAAGGA
	GlicE^22       TGATGTTTATAGGACGCCACTGAGTGTTTTGTGTAATCTAGTCGCCTCGGCTATGGTCGATAATTCCGTCGGAAACCATTCAGAGTTTTCGAGGGAAAGGAAGAAAGGATTGTACAAGGA
	GlicE^23      YGATGTTTATAGGACGCCACTGAATGTTTTGTRTAATCYAGTCGCCTCGGCGATGGTCGATAATTCCGTCGGAAACCATTCAGAGTTTTCGAGGGAAAGGAAGAAAGGATTGTACAAGGA
	GmorB^27    CGATGTTTATAGGACGCCACTGAATGTTTTGTGTAATCTAGTCGCCTCGGCGATGGTCGATAATTCCGTCGGAAACCATTCAGAGTTTTCGAGGGAAAGGAAGAAAGGATTGTACAAGGA
	GpasB^28    CGATGTTTATAGGACGCCACTGAATGTTTTGTGTAATCTAGTCGCCTCGGCGATGGTCGATAATTCCGTCGGCAACCATTCAGAGTTTTCGAGGGAAAGGAAGAAAGGATTGTACAAGGA


20 120
	GecuC^1     ATTTATAAGCGCCGGTCCGATACATATAGCGAATAATGTTGGCGCTTATGTGTAAGCACGCCCTCCTCACTCTTCAGTTGAATAGTCTGGACAAACAGCRGCAACAGTCAGTGTAGTAGA
	GecuP^4     ATTTATAAGCGCCGGTCCGATACATATAGCGAATAATGTTGGCGCTTATGTGTAAGCACGCCCTCCTCACTCTTCAGTTGAATAGTCTGGACAAACAGCGGCAACAGTCAGTGTAGTAGA
	GecuP^5      ATTTATAAGCGCCGGTCCGATACATATAGCGAATAATGTTGGCGCTTATGTGTAAGCACGCCCTCCTCACTCTTCAGTTGAATAGNNTGGACAAACAGCGGCAACAGTCAGTGTAGTAGA
	GecuP^6      ATTTATAAGCGCCGGTCCGATACATATAGCGAATAATGTTGGCGCTTATGTGTAAGCACGCCCTCCTCACTCTTCAGTTGAATAGTCTGGACAAACAGCGGCAACAGTCAGTGTAGTAGA
	GecuE^8      ATTTATAAGCGCCGGTCCGATACATATAGCGAATAATGTTGGCGCTTATGTGTAAGCACGCCCTCCTCACTCTTCAGTTGAATAGTCTGGACAAACAGCGGCAACAGTCAGTGTAGTAGA
	GecuE^9       ATTTATAAGCGCCGGTCCGATACATATAGCGAATAATGTTGGCGCTTATGTGTAAGCACGCCCTCCTCACTCTTCAGTTGAATAGTCTGGACAAACAGCGGCAACAGTCAGTGTAGTAGA
	GecuE^10       ATTTATAAGCGCCGGTCCGATACATATAGCGAATAATGTTGGCGCTTATGTGTAAGCACGCCCTCCTCACTCTTCAGTTGAATAGTCTGGACAAACAGCGGCAACAGTCAGTGTAGTAGA
	GecuE^11       ATTTATAAGCGCCGGTCCGATACATATAGCGAATAATGTTGGCGCTTATGTGTAAGCACGCCCTCCTCACTCTTCAGTTGAATAGTCTGGACAAACAGCGGCAACAGTCAGTGTAGTAGA
	GecuE^12      ATTTATAAGCGCCGGTCCGATACATATAGCGAATAATGTTGGCGCTTATGTGTAAGCACGCCCTCCTCACTCTTCAGTTGAATAGTCTGGACAAACAGCGGCAACAGTCAGTGTAGTAGA
	GlicC^15     ATTTATAAGCGCCGGTCCGATACATATAGCGAATAATGTTGGCGCTTATGTGTAAGCACGCCCTCCTNACTCTTCAGTTGAATAGTCTGGACAAACAGCGGCAACAGTCAGTGTAGTAGA
	GlicP^17      ATTTATAAGCGCCGGTCCGATACATATAGCGAATAATGTTGGCGCTTATGTGTAAGCACGCCCTCCTCACTCTTCAGTTGAATAGTCTGGACAAACAGCGGCAACAGTCAGTGTAGTAGA
	GlicE^20      ATTTATAAGCGCCGGTCCGATACATATAGCGAATAATGTTGGCGCTTATGTGTAAGCRCGCCCTCCTCACTCTTCAGTTGAATAGTCTGGACAAACARCGGCAACAGTCAGTGTAGTAGA
	GlicE^21      ATTTATAAGCGCCGGTCCGATACATATAGCGAATAATGTTGGCGCTTATGTGTAAGCACGCCCTCCTCACTCTTCAGTTGAATAGTCTGGACAAACAGCGGCAACAGTCAGTGTAGTAGA
	GlicE^22       ATTTATAAGCGCCGGTCCGATACATATAGCGAATAATGTTGGCGCTTATGTGTAAGCACGCCCTCCTCACTCTTCAGTTGAATAGTCTGGACAAACAGCGGCAACAGTCAGTGTAGTAGA
	GlicE^23       ATTTATAAGCGCCGGTCCGATACATATAGCGAATAATGTTGGCGCTTATGTGTAAGCACGCCCTCCTCACTCTTCAGTTGAATAGTCTGGACAAACAGCGGCAACAGTCAGTGTAGTAGA
	GlicE^24      ATTTATAAGCGCCGGTCCGATACATATAGCGAATAATNTTGGCGCTTATGTGTAAGCACGCCCTCCTCACTCTTCAGTTGAATAGTCTGGACAAACARCGGCAACAGTCAGTGTAGTAGA
	GlicE^25      ATTTATAAGCGCCGGTCCGATACATATAGCGAATAATGTTGGCGCTTATGTGTAAGCACGCCCTCCTCACTCTTCAGTTGAATAGTCTGGACAAACAGCGGCAACAGTCAGTGTAGTAGA
	GmorB^27    ATTTATAAGCGCCGGTCCGATACATATAGCGAATAATGTTGGCGCTTATGTGTAAGCACGCCCTCCTCACTCTTCAGTTGAATAGTCTGGACAAACAGCGGCAACAGTCAGTGTAGTAGA
	GpasB^28    ATTTATAAGCGCCGGTCCGATACATATAGCGAATAATGTTGGCGCTTATGTGTAAGCACGCCCTCCTCACTCTTCAGTTGAATAGTCTGGACAAACAGCGGCAACAGTCAGTGTAGTAGA
	GpasB^29    ATTTATAAGCGCCGGTCCGATACATATAGCGAATAATGTTGGCGCTTATGTGTAAGCACGCCCTCCTCACTCTTCAGTTGAATAGTCTGGACAAACAGCGGCAACAGTCAGTGTAGTAGA


18 120
	GecuC^1     GTACATTATTTAGACAAAGAGTTGTAAATTCGAAAGTTGCTGTTTACTGGCCACCCTCCAAAGAAAAAGCCGGCGCTGTTGGTGAAATAATAAATTATGCARATTTYAGGCGGCACTGTC
	GecuP^4     GTACATTATTTAGACAAAGAGTTGTAAATTCGAAAGTTGCTGTTTACTGGCCACCCTCCAAAGAAAAAGCCGGCGCTGTTGGTGAAATAATAAATTATGCARATTTYAGGCGGCACTGTC
	GecuP^5     GTACATTATTTAGACAAAGAGTTGTAAATTCGAAAGTTGCTGTTTACTGGCCACCCTCCAAAGAAAAAGCCGGCGCTGTTGGTGAAATAATAAATTATGCAAATTTTAGGCGGNANTGTC
	GecuP^6      GTACATTATTTAGACAAAGAGTTGTAAATTCGAAAGTTGCTGTTTACTGGCCACCCTCCAAAGAAAAAGCCGGCGCTGTTGGTGAAATAATAAATTATGCAAATTTTAGGCGGCACTGTC
	GecuE^8      GTACATTATTTAGACAAAGAGTTGTAAATTCGAAAGTTGCTGTTTACTGGCCACCCTCCAAAGAAAAAGCCGGCGCTGTTGGTGAAATAATAAATTATGCARATTTYAGGCGGCACTGTC
	GecuE^9       GTACATTATTTAGACAAAGAGTTGTAAATTCGAAAGTTGCTGTTTACTGGCCACCCTCCAAAGAAAAAGCCGGCGCTGTTGGTGAAATAATAAATTATGCAGATTTCAGGCGGCACTGTC
	GecuE^10       GTACATTATTTAGACAAAGAGTTGTAAATTCGAAAGTTGCTGTTTACTGGCCACCCTCCAAAGAAAAAGCCGGCGCTGTTGGTGAAATAATAAATTATGCARATTTYAGGCGGCACTGTC
	GecuE^11      GTACATTATTTAGACAAAGAGTTGTAAATTCGAAAGTTGCTGTTTACTGGCCACCCTCCAAAGAAAAAGCCGGCGCTGTTGGTGAAATAATAAATTATGCANATTT-AGGCGGCACTGTC
	GlicC^15     GTACATTATTTAGACAAAGAGTTGTAAATTCGAAARTTGCTGTTTACTGGCCACCCTCCAAAGAAAAAGCCGGCGCTGTTGRTGAAATAATAAATTATGCAAATTTTAGGCGGCACTGTC
	GlicP^17      GTACATTATTTAGACAAAGAGNTGTAAATTCGAAAGTTGCTGTTTACTGGCCACCCTCCAAAGAAAAAGCCGGCGCTGTTGGTGAAATAATAAATTATGCAAATTTTAGGCGGCACTGTC
	GlicE^20      GTACATTATTTAGACAAAGAGTTGTAAATTCGAAARTTGCTGTTTACTGGCCACCCTCCAAAGAAAAAGCCGGCGCTGTTGGTGAAATAATAAATTATGCAAATTTTAGGCGGCACTGTC
	GlicE^21      GTACATTATTTAGACAAAGAGTTGTAAATTCGAAAGTTGCTGTTTACTGGCCACCCTCCAAAGAAAAAGCCGGCGCTGTTGGTGAAATAATAAATTATGCAAATTTTAGGCGGCACTGTC
	GlicE^22       GTACATTATTTAGACAAAGAGTTGTAAATTCGAAARTTGCTGTTTACTGGCCACCCTCCAAAGAAAAAGCCGGCGCTGTTGGTGAAATAATAAATTATGCAAATTTTAGGCGGCACTGTC
	GlicE^23       GTACATTATTTAGACAAAGAGTTGTAAATTCGAAAGTTGCTGTTTACTGGCCACCCTCCAAAGAAAAAGCCGGCGCTGTTGGTGAAATAATAAATTATGCAAATTTTAGGCGGCACTGTC
	GlicE^24      GTACATTATTTAGACAAAGAGTTGTAAATTCGAAAATTGCTGTTTACTGGCCACCCTCCAAAGAAAAAGCCGGCGCTGTTGGTGAAATAATAAATTATGCAAATTTTAGGCGGCACTGTC
	GlicE^25      GTACATTATTTAGACAAAGAGTTGTAAATTCGAAAGTTGCTGTTTACTGGCCACCCTCCAAAGAAAAAGCCGGCGCTGTTGGTGAAATAATAAATTATGCAAATTTTAGGCGGCACTGTC
	GmorB^27    GTACATTATTTAGACAAAGAGTTGTAAATTCGAAAGTTGCTGTTTACTGGCCACCCTCCAAAGAAAAAGCCGGCGCTGTTGGTGAAATAATAAATTATGCARATTTYAGGCGGCACTGTC
	GpasB^28    GTACATTATTTAGACAAAGAGTTGTAAATTCGAAAGTTGCTGTTTACTGGCCACCCTCCAAAGAAAAAGCCGGCGCTGTTGGTGAAATAATAAATTATGCAGATTTCAGGCGGCACTGTC


18 120
	GecuC^1     TTTCAAATCACATGGGTATATTCTAGCATTATTCTGATTTTATATTTGTCACCTWATTGAAGGCAAGCATATTTGGTGCACAATAACTACAGGATGATTCAGGAGCAATTATAAATATTW
	GecuP^4     TTTCAAATCACATGGGTATATTCTAGCATTATTCTGATTTTATATTTGTCACCTTATTGAAGGCAAGCATATTTGGTGCACAATAACTACAGGATGATTCAGGAGCAATTATAAATATTW
	GecuP^5     TTTCAAATCACATGGGTATATTCTAGCATTATTCTGATTTTATATTTGTCACCTTATTGAAGGCAAGCATATTTGGTGCACAATAACTNCAGGATGATTCAGGAGCAATTATAAATATTA
	GecuP^6      TTTCAAATCACATGGGTATATTCTAGCATTATTCTGATTTTATATTTGTCACCTTATTGAAGGCAAGCATATTTGGTGCACAATAACTACAGGATGATTCAGGAGCAATTATAAATATTA
	GecuE^8      TTTCAAATCACATGGGTATATTCTAGCATTATTCTGATTTTATATTTGTCACCTTATTGAAGGCAAGCATATTTGGTGCACAATAACTACAGGATGATTCAGGAGCAATTATAAATATTW
	GecuE^9       TTTCAAATCACATGGGTATATTCTAGCATTATTCTGATTTTATATTTGTCACCTTATTGAAGGCAAGCATATTTGGTGCACAATAACTACAGGATGATTCAGGAGCAATTATAAATATTW
	GecuE^10       TTTCAAATCACATGGGTATATTCTAGCATTATTCTGATTTTATATTTGTCACCTWATTGAAGGCAAGCATATTTGGTGCACAATAACTACAGGATGATTCAGGAGCAATTATAAATATTW
	GecuE^11      TTTCAAATCACATGGGTATATTCTAGCATTATTCTGATTTTATATTTGTCACCTWATTGAAGGCAAGCATATTTGGTGCACAATAACTACAGGATGATTCAGGAGCAATTATAAATATTA
	GlicC^15     TTTCAAATCACATGGGTATATTCTAGCATTATTCTGATTTTATATTTGTCACCTTATTGAAGGCAAGCATATTTGGTGCACAATAACTACAGGATGATTCAGGAGCAATTATAAATATTA
	GlicP^17      TTTCAAATCACATGGGTATATTCTAGCATTATTCTGATTTTATATTTGTCACCTTATTGAAGGCAAGCATATTTGGTGCACAATAACTACAGGATGATTCAGGAGCAATTATAAATATTA
	GlicE^20      TTTCAAATCACATGGGTATATTCTAGCATTATTCTGATTTTATATTTGTCACCTTATTGAAGGCAAGCATATTTGGTGCACAATAACTACAGGATGATTCAGGAGCAATTATAAATATTA
	GlicE^21      TTTCAAATCACATGGGTATATTCTAGCATTATTCTGATTTTATATTTGTCACCTTATTGAAGGCAAGCATATTTGGTGCACAATAACTACAGGATGATTCAGGAGCAATTATAAATATTA
	GlicE^22       TTTCAAATCACATGGGTATATTCTAGCATTATTCTGATTTTATATTTGTCACCTTATTGAAGGCAAGCATATTTGGTGCACAATAACTACAGGATGATTCAGGAGCAATTATAAATATTA
	GlicE^23       TTTCAAATCACATGGGTATATTCTARCATTATTCTGATTTTATATTTGTCACCTTATTGAAGGCAAGCATATTTGGTGCACAATAACTACAGGATGATTCAGGAGCAATTATAAATATTA
	GlicE^24      TTTCAAATCACATGGGTATATTCTAGCATTATTCTGATTTTATATTTGTCACCTTATTGAAGGCAAGCATATTTGGTGCACAATAACTACAGGATGATTCAGGAGCAATTATAAATATTA
	GlicE^25      TTTCAAATCACATGGGTATATTCTAGCATTATTCTGATTTTATATTTGTCACCTTATTGAAGGCAAGCATATTTGGTGCACAATAACTACAGGATGATTCAGGAGCAATTATAAATATTA
	GmorB^27    TTTCAAATCACATGGGTATATTCTAGCATTATTCTGATTTTATATTTGTCACCTTATTGAAGGCAAGCATATTTGGTGCACAATAACTACAGGATGATTCAGGAGCAATTATAAATATTA
	GpasB^28    TTTCAAATCACATGGGTATATTCTAGCATTATTCTGATTTTATATTTGTCACCTTATTGAAGGCAAGCATATTTGGTGCACAATAACTACAGGATGATTCAGGAGCAATTATAAATATTA


18 120
	GecuC^1     CTTCTCTCGTACGGCCGGACGGAGATCGAGAGTCCGGAGAAGAGCAAAAAAAAAGAAGAAATTCGACTGGTCGACCTATTTCGTCGTAGCCTTTTTGTTTTAGATGTCTTCCGATTGTTG
	GecuP^4     CTTCTCTCGTACGGCCGGACGGAGATCGAGAGTCSGGAGAAGAGCAAAAAAAAAGAAGAAATTCGACTGGTCGACCTATTTCGTCGTAGCCTTTTTGTTTTAGATGTCTTCCGATTGTTG
	GecuP^5     CTTCTCTCGTACGGCCGGACGGAGATCGAGAGTCCGGAGAAGAGCAAAAAAAAAGAAGAAATTCGACTGGTCGACCTATTTCGTCGTAGCCTTTTTGTTTTAGATGTCTTCCGATTGTTG
	GecuE^8       CTTCTCTCGTACGGCCGGACGGAGATCGAGAGTCCGGAGAAGAGCAAAAAAAAAGAAGAAATTCGACTGGTCGACCTATTTCGTCGTAGCCTTTTTGTTTTAGATGTCTTCCGATTGTTG
	GecuE^9       CTTCTCTCGTACGGCCGGACGGAGATCGAGAGTCCGGAGAAGAGCAAAAAAAAAGAAGAAATTCGACTGGTCGACCTATTTCGTCGTAGCCTTTTTGTTTTAGATGTCTTCCGATTGTTG
	GecuE^10       CTTCTCTCGTACGGCCGGACGGAGATCGAGAGTCCGGAGAAGAGCAAAAAAAAAGAAGAAATTCGACTGGTCGACCTATTTCGTCGTAGCCTTTTTGTTTTAGATGTCTTCCGATTGTTG
	GecuE^11      CTTCTCTCGTACGGCCGGACGGAGATCGAGAGTCCGGAGAAGAGCAAAAAAAAAGAAGAAATTCGACTGGTCGACCTATTTCGTCGTAGCCTTTTTGTTTTAGATGTCTTCCGATTGTTG
	GlicC^15     CTTCTCTCGTACGGCCGGACGGAGATCGAGAGTCCGGAGAAGAGCAAAAAAAAAGAAGAAATTCGACTGGTCGACCTATTTCGTCGNAGCCTTTTTGTTTTAGATGTCTTCCGATTGTTG
	GlicP^17      CTTCTCTCGTACGGCCGGACGGAGATCGAGAGTCCGGAGAAGAGCAAAAAAAAAGAAGAAATTCGACTGGTCGACCTATTTCGTCGTAGCCTTTTTGTTTTAGATGTCTTCCGATTGTTG
	GlicE^20      CTTCTCTCGTACGGCCGGACGGAGATCGAGAGTCCGGAGAAGAGC-AAAAAAAAGAAGAAATTCGACTGGTCGACCTATTTCGTCGTAGCCTTTTTGTTTTAGATGTCTTCCGATTGTTG
	GlicE^21      CTTCTCTCGTACGGCCGGACGGAGATCGAGAGTCCGGAGAAGAGCAAAAAAAAAGAAGAAATTCGACTGGTCGACCTATTTCGTCGTAGCCTTTTTGTTTTAGATGTCTTCCGATTGTTG
	GlicE^22      CTTCTCTCGTACGGCCGGACGGAGATCGAGAGTCCGGAGAAGAGCAAAAAAAAAGAAGAAATTCGACTGGTCGACCTATTTCGTCGTAGCCTTTTTGTTTTAGATGTCTTCCGATTGTTG
	GlicE^23       CTTCTCTCGTACGGCCGGACGGAGATCGAGAGTCCGGAGAAGAGCAAAAAAAAAGAAGAAATTCGACTGGTCGACCTATTTCGTCGTAGCCTTTTTGTTTTAGATGTCTTCCGATTGTTG
	GlicE^24       CTTCTCTCGTACGGCCGGACGGAGATCGAGAGTCCGGAGAAGAGCAAAAAAAAAGAAGAAATTCGACTGGTCGACCTATTTCGTCGTAGCCTTTTTGTTTTAGATGTCTTCCGATTGTTG
	GlicE^25      CTTCTCTCGTACGGCCGGACGGAGATCGAGAGTCCGGAGAAGAGCAAAAAAAAAGAAGAAATTCGACTGGTCGACCTATTTCGTCGTAGCCTTTTTGTTTTAGATGTCTTCCGATTGTTG
	GmorB^27    CTTCTCTCGTACGGCCGGACGGAGATCGAGAGTCCGGAGAAGAGCAAAAAAAAAGAAGAAATTCGACTGGTCGACCTATTTCGTCGTAGCCTTTTTGTTTTAGATGTCTTCCGATTGTTG
	GpasB^28    CTTCTCTCGTACGGCCGGACGGAGATCGAGAGTCCGGAGAAGAGCAAAAAAAAAGAAGAAATTCGACTGGTCGACCTATTTCGTCGTAGCCTTTTTGTTTTAGATGTCTTCCGATTGTTG
	GpasB^29    CTTCTCTCGTACGGCCGGACGGAGATCGAGAGTCCGGAGAAGAGCAAAAAAAAAGAAGNAATTCGACTGGTCGACCTATTTCGTCGTAGCCTTTTTGTTTTAGATGTCTTCCGATTGNTG


19 120
	GecuC^1     GAAGACAAGTTTAGAGATAATAACAACCGAGATTGGAATTAGCGCTCTTCTTGTTTGGAGAATCCTCCACGGGTAACAGTTTTACCCCTACCATGTTCAACGAGTGCAAGCCCTAAGTCC
	GecuP^4     GAAGACAAGTTTAGAGATAATAACAACCGAGATTGGAATTAGCGCTCTTCTTGTTTGGAGAATCCTCCACGGGTAACAGTTTTACCCCTACCATGTTCAACGAGTGCAAGCCCTAARTCC
	GecuE^8      GAAGACAAGTTTAGAGATAATAACAACCGAGATTGGAATTAGCGCTCTTCTTGTTTGGAGAATCCTCCACGGGTAACAGTTTTACCCCTACCATGTTCAACGAGTGCAAGCCCTAARTCC
	GecuE^9       GAAGACAAGTTTAGAGATAATAACAACCGAGATTGGAATTAGCGCTCTTCTTGTTTGGAGAATCCTCCACGGGTAACAGTTTTACCCCTACCATGTTCAACGAGTGCAAGCCCTAAGTCC
	GecuE^10       GAAGACAAGTTTAGAGATAATAACAACCGAGATTGGAATTAGCGCTCTTCTTGTTTGGAGAATCCTCCACGGGTAACAGTTTTACCCCTACCATGTTCAACGAGTGCAAGCCCTAAATCC
	GecuE^11       GAAGACAAGTTTAGAGATAATAACAACCGAGATTGGAATTWGCGCTCTTCTTGTTTGGAGAATCCTCCACGGGTAACAGTTTTACCCCTACCATGTTCAACGAGTGCAAGCCCTAARTCC
	GecuE^12      GAAGACAAGTTTAGAGATAATAACAACCGAGATTGGAATTAGCGCTCTTCTTGTTTGGAGAATCCTCCACGGGTAACAGTTTTACCCCTACCATGTTCAACGAGTGCAAGCCCTAARTCC
	GlicC^15     GAAGACAAGTTTAGAGATAATAACAACCGAGATTGGAATTAGCGCTCTTCTTGTTTGGAGAATCCTCCACGGGTAACAGTTTTACYCCTACCATGTTCAACGAGTGCAAGCCCTAAATCC
	GlicP^17      GAARACAAGTTTAGAGATAATAACAACCGAGATTGGAATTWGCGCTCTTCTTGTTTGGAGAATCCTCCACGGGTAACAGTTTTACCCCTACYATGTTCAACGAGTGCAAGCCCTAAATCC
	GlicP^18      GAAGACAAGTTTAGAGATAATAACAACCGAGATTGGAATTAGCGCTCTTCTTGTTTGGAGAATCCTCCRCGGGTAACAGTTTTACCCCTACYATGTTCAACGAGTGCAAGCCCTAAATCC
	GlicE^20      GAAGACAAGTTTAGAGATAATAACAACCGAGATTGGAATTAGCGCTCTTCTTGTTTGGAGAATCCTCCACGGGTAACAGTTTTACCCCTACCATGTTCAACGAGTGCAAGCCCTAARTCC
	GlicE^21      GAAGACAAGTTTAGAGATAATAACAACCGAGATTGGAATTWGCGCTCTTCTTGTTTGGAGAATCCTCCACGGGTAACAGTTTTACCCCTACCATGTTCAACGAGTGCAAGCCCTAARTCC
	GlicE^22       GAAGACAAGTTTAGAGATAATAACAACCGAGATTGGAATTWGCGCTCTTCTTGTTTGGAGAATCCTCCACGGGTAACAGTTTTACCCCTACCATGTTCAACGAGTGCAAGCCCTAAATCC
	GlicE^23       GAAAACAAGTTTAGAGATAATAACAACCGAGATTGGAATTAGCGCTCTTCTTGTTTGGAGAATCCTCCACGGGTAACAGTTTTACCCCTACTATGTTCAACGAGTGCAAGCCCTAAATCC
	GlicE^24      GAAGACAAGTTTAGAGATAATAACAACCGAGATTGGAATTAGCGCTCTTCTTGTTTGGAGAATCCTCCACGGGTAACAGTTTTACCCCTACCATGTTCAACGAGTGCAAGCCCTAAATCC
	GlicE^25      GAAGACAAGTTTAGAGATAATAACAACCGAGATTGGAATTAGCGCTCTTCTTGTTTGGAGAATCCTCCACGGGTAACAGTTTTACCYCTACCATGTTCAACGAGTGCAAGCCCTAAGTCC
	GmorB^27    GAAGACAAGTTTAGAGATAATAACAACCGAGATTGGAATTWGCGCTCTTCTTGTTTGGAGAATCCTCCACGGGTAACAGTTTTACCCCTACCATGTTCAACGAGTGCAAGCCCTAARTCC
	GpasB^28    GAAGACAAGTTTAGAGATAATAACAACCGAGATTGGAATTAGCGCTCTTCTTGTTTGGAGAATCYTCCAYGGGTAACAGTTTTACCCCTACYATGTTCAACGAGTGCAAGCCCTAAATCC
	GpasB^29    GAAGACAAGTTTAGAGATAATAACAACCGAGATTGGAATTAGCGCTCTTCTTGTTTGGAGAATCCTCCACGGGTAACAGTTTTACCCCTACCATGTTCAACGAGTGCAAGCCCTAAATCC


17 120
	GecuC^1     AAGCTTTATAAAGACATAAAAGAATAATAAAGAAGAAATAGCGGGTCTATTTACAGACTTGTCAAAGGCGTTAGAAGACAAAGATTTTAGCATATGATGATACCGATAATGAAATTACAT
	GecuP^4     AAGCTTTATAAAGACATAAAAGAATAATAAAGAAGAAATAGCGGGTCTATTTACAGACTTGTCAAAGGCGTTAGAAGACAAAGATTTTAGCATATGATGATACCGATAATAAAATTACAT
	GecuP^5      AAGCTTTATAAAGACATAAAAGAATAATAAAGAAGAAATAGCGGGTCTATTTACAGACTTGTCAAAGGCGTTAGAAGACAAAGATTTTAGCATATGATGATACCGATAATGAAATTACAT
	GecuE^8      AAGCTTTATAAAGACATAAAAGAATAATAAAGAAGAAATAGCGGGTCTATTTACAGACTTGTCAAAGGCGTTAGAAGACAAAGATTTTAGCATATGATGATACCGATAATGAAATTACAT
	GecuE^9       AAGCTTTATAAAGACATAAAAGAATAATAAAGAAGAAATAGCGGGTCTATTTACAGACTTATCAAAGGCGTTAGAAGACAAAGATTTTAGCATATGATGATACCGATAATGAAATTACAT
	GecuE^10       AAGCTTTATAAAGACATAAAAGAATAATAAAGAAGAAATAGCGGGTCTATTTACAGACTTRTCAAAGGCGTTAGAAGACAAAGATTTTAGCATATGATGATACCGATAATGAAATTACAT
	GecuE^11      AAGCTTTATAAAGACATAAAAATATAATAAAGAAGAAATAGCGGGTCTATTTACAGACTTGTCAAAGGCGTTAGAAGACAAAGATTTTAGCATATGATGATACCGATAATGAAATTACAT
	GlicC^15     AAGCTTTATAAAGACATRAAARWATAATAAAGAAGAAATAGCGGGTCTATTTACAGACTTGTCAAAGGCGTTAGAAGACAAAGATTTTAGCATATGATGATACCGATAATGAAATTACAT
	GlicP^17      AAGCTTTATAAAGACATAAAAGAATAATAAAGAAGAAATANCGGGTCTATTTACAGACTTGTCAAAGGCGTTAGAAGACAAAGATTTTAGCATATGATGATACCGATAATGAAATTACAT
	GlicE^20      AAGCTTTATAAAGACATAAAARWATAATAAAGAAGAAATAGCGGGTCTATTTACAGACTTGTCAAAGGCGTTAGAAGACAAAGATTTTAGCATATGATGATACCGATAATGAAATTACAT
	GlicE^21      AAGCTTTATAAAGACATAAAAN-ATAATAAAGAAGAAATAGCGGGTCTATTTACAGACTTGTCAAAGGCGTTAGAAGACAAAGATTTTAGCATATGATGATACCGATAATGAAATTACAT
	GlicE^22       AAGCTTTATAAAGACATAAAAATATAATAAAGAAGAAATAGCGGGTCTATTTACAGACTTGTCAAAGGCGTTAGAAGACAAAGATTTTAGCATATGATGATACCGATAATGAAATTACAT
	GlicE^23       AAGCTTTATAAAGACATAAAARWATAATAAAGAAGAAATAGCGGGTCTATTTACAGACTTGTCAAAGGCGTTAGAAGACAAAGATTTTAGCATATGATGATACCGATAATGAAATTACAT
	GlicE^24      AAGCTTTATAAAGACATAAAAATATAATAAAGAAGAAATAGCRGGTCTATTTACAGACTTGTCAAAGGCGTTAGAAGACAAAGATTTTAGCATATGATGATACCGATAATGAAATTACAT
	GmorB^27    AAGCTTTATAAAGACATAAAAGAATAATAAAGAAGAAATAGCGGGTCTATTTACAGACTTGTCAAAGGCGTTAGAAGACAAAGATTTTAGCATATGATGATACCGATAATGAAATTACAT
	GpasB^28    AAGCTTTATAAAGACATAAAAATATAATAAAGAAGAAATAGCGGGTCTATTTACAGACTTGTCAAAGGCGTTAGAAGACAAAGATTTTAGCATATGATGATACCGATAATGAAATTACAT
	GpasB^29    AAGCTTTATAAAGACATAAAAATATAATAAAGAAGAAATAGCGGGTCTATTTACAGACTTGTCAAAGGCGTTAGAAGACAAAGATTTTAGCATATGATGATACCGATAATGAAATTACAT


18 120
	GecuC^1     TGCAAAGTATCAAGAAATTTTGCAAGACAATTTGTTGCCCAGTATTGAAGAATTGTATGTTATTTTCCAACAGGATTACGCCTCGTCATCGAAAATATATGGCACGAAATG-AAAAAATA
	GecuP^4     TGCAAAGTATCAAGAAATTTTGCAAGACAATTKGTTGCCCAGTATTGAAGAATTGTATGTTATTTTCCAACAGGATTACGCCTCGTCATCGAAAATATATGGCACGAAATG-AAAAAATA
	GecuP^5     TGCAAAGTATCAAGAAATTTTGCAAGACAATTTGTTGCCCAGTATTGAAGAATTGTATGTTATTTTCCAACAGGATTACGCYTCGTCATCGAAAATATATGGCACGAAATG-AAAAAATA
	GecuP^6      TGCAAAGTATCAAGAAATTTTGCAAGACAATTTGTTGCCCAGTATTGAAGAATTGTAYGTTATTTTCCAACAGGATTACGCCTCGTCATCGAAAATATATGGCACGAAATG-AAAAAATA
	GecuE^8      TGCAAAGTATCAAGAAATTTTGCAAGACAATTTGTTGCCCAGTATTGAAGAATTGTATGTTATTTTCCAACAGGATTACGCCTCGTCATCGAAAATATATGGCACGAAATG-AAAAAATA
	GecuE^9       TGCAAAGTATCAAGAAATTTTGCAAGACAATTTGTTGCCCAGTATTGAAGAATTGTATGTTATTTTCCAACAGGWTTACGCCTCGTCATCGAAAATATATGGCACGAAATG-AAAAAATA
	GecuE^10       TGCAAAGTATCAAGAAATTTTGCAAGACAATTTGTTGCCCAGTATTGAAGAATTGTATGTTATTTTCCAACAGGATTACGCCTCGTCATCGAAAATATATGGCACGAAATG-AAAAAATA
	GecuE^11      TGCAAAGTATCAAGAAATTTTGCAAGACAATTTGTTGCCCAGTATTGAAGAATTGTANNNTATTTTCCAACAGGATTACGCCTCGTCATCGAAAATATATGGCACGAAATG--AAAAATA
	GlicC^15     TGCAAAGTATCAAGAAATTTTGCAAGACAATTTGTTGCCCAGTATTGAAGAATTGTATGTTATTTTCCAACAGGATTACGCYTCGTCATCGAAAATATATGGCACGAAATG--AAAAATA
	GlicP^17      TGCAAAGTATCAAGAAATTTTGCAAGACAATTTGTTGCCCAGTATTGAAGAATTGTATGTTATTTTCCAACAGGATTACGCCTCGTCATCGAAAATATATGGCACGAAATG-AAAAAATA
	GlicP^18      TGCAAAGTATCAAGAAATTTTGCAAGACAATTTGTTGCCCAGTATTGAAGAATTGTATGTTATTTTCCAACAGGATTACGCCTCGTCATCGAAAATATATGGCACGAAATG-AAAAAATA
	GlicE^20      TGCAAAGTATCAAGAAATTTTGCAAGACAATTTGTTGCCCAGTATTGAAGAATTGTATGTTATTTTCCAACAGGATTACGCCTCGTCATCGAAAATATATGGCACGAAATG-AAAAAATA
	GlicE^21       TGCAAAGTATCAAGAAATTTTGCAAGACAATTTGTTGYCCAGTATTGAAGAATTGTATGTTATTTTCCAACAGGATTACGCCTCGTCATCGAAAATATATRGCACGAAATG-AAAAAATA
	GlicE^22       TGCAAAGTATCAAGAAATTTTGCAAGACAATTTGTTGCCCAGTATTGAAGAATTGTATGTTATTTTCCAACAGGATTACGCTTCGTCATCGAAAATATATGGCACGAAATG-AAAAAATA
	GlicE^23      TGCAAAGTATCAAGAAATTTTGCAAGACAATTTGTTGCCCAGTATTGAAGAATTGTATGTTATTTTCCAACAGGATTACGCCTCGTCATCGAAAATATATGGCACGAAATG-AAAAAATA
	GlicE^24      TGCAAAGTATCAAGAAATTTTGCAAGACAATTTGTTGCCCAGTATTGAAGAATTGTATGTTATTTTCCAACAGGATTACGCCTTGTCATCGAAAATATATGGCACGAAATGAAAAAAATA
	GmorB^27    TGCAAAGTATCAAGAAATTTTGCAAGACAATTTGTTGCCCAGTATTGAAGAATTGTATGTTATTTTCCAACAGGATTACGCCTCGTCATCGAAAATATATGGCACGAAATG-AAAAAATA
	GpasB^28    TGCAAAGTATCAAGAAATTTTGCAAGACAATTTGTTGCCCAGTATTGAAGAATTGTATGTTATTTTCCAACAGGATTACGCCTTGTCATCGAAAATATATGGCACGAAACG-AAAAAATA


17 120
	GecuC^1     ATAGCCTGCTATCTGCATAATTCACATTATGAACTCATTTATACTAATAACGTAATAACACTACAAACTATACAGGCTGTTCGGTAAACATATAGCAAAAATTCAAGGAATGATACCTTG
	GecuP^4     ATAGCCTGCTATCTGCATAATTCACATTATGAACTCATTTATACTAATAACGTAATAACACTACAAACTATACAGGCTGTTCGGTAAACATATAGCAAAAATTCAAGGAATGATACCTTG
	GecuP^5     CTAGCCTGCTATCTGCATAATTCACATTATGAACTCATTTATACTAATAACGTAATAACACTACAAACTATACAGGCTGTTCGGTAAACATATAGCAAAAATTCAAGGAATGATACCTTG
	GecuP^6      ATAGCCTGCTATCTGCATAATTCACATTATGAACTCATTTATACTAATAACGTAATAACACTACAAACTATACAGGCTGTTCGGTAAACATATAGCAAAAATTCAAGGAATGATACCTTG
	GecuE^8      ATAGCCTGCTATCTGCATAATTCACATTATGAACTCATTTATACTAATAACGTAATAACACTACAAACTATACAGGCTGTTCGGTAAACATATAGCAAAAATTCAAGGAATGATACCTTG
	GecuE^9       ATAGCCTGCTATCTGCATAATTCACATTATGAACTCATTTATACTAATAACGTAATAACACTACAAACTATACAGGCTGTTCGGTAAACATATAGCAAAAATTCAAGGAATGATACCTTG
	GecuE^10       ATAGCCTGCTATCTGCATAATTCACATTATGAACTCATTTATACTAATAACGTAATAACACTACAAACTATACAGGCTGTTCGGTAAACATATAGCAAAAATTCAAGGAATGATACCTTG
	GlicC^15     ATAGCCTGCTATCTGCATAATTCACATTATGAACTCATTTATACTAATAACGTAATAACACTACAAACTATACAGGCTGTTCGGTAAACATATAGCAAAAATTCAAGGAATGATACCTTG
	GlicP^17      ATAGCCTGCTATCTGCATAATTCACATTATGAACTCATTTATACTAATAACGTAATAACACTACAAACTATACAGGCTGTTCGGTAAACATATAGCARAAATTCAAGGAATGATACCTTG
	GlicE^20      ATAGCCTGCTATCTGCATAATTCACATTATGAACTCATTTATACTAATAACGTAATAACACTACAAACTATACAGGCTGTTCGGTAAACATATAGCAAAAATTCAAGGAATGATACCTTG
	GlicE^21      ATAGCCTGCTATCTGCATAATTCACATTATGAACTCATTTATACTAATAACGTAATAACACTACAAACTATACAGGCTGTTCGGTAAACATATAGCAAAAATTCAAGGAATGATACCTTG
	GlicE^22       ATAGCCTGCTATCTGCATAATTCACATTATGAACTCATTTATACTAATAACGTAATAACACTACAAACTATACAGGCTGTTCGGTAAACATATAGCAAAAATTCAAGGAATGATACCTTG
	GlicE^23       ATAGCCTGCTATCTGCATAATTCACATTATGAACTCATTTATACTAATAACGTAATAACACTACAAACTATACAGGCTGTTCGGTAAACATATAGCAAAAATTCAAGGAATGATACCTTG
	GlicE^24      ATAGCCTGCTATCTGCATAATTCACATTATGAACTCATTTATACTAATAACGTAATAACACTACAAACTATACAGGCTGTTCGGTAAACATATAGCAAAAATTCAAGGAATGATACCTTG
	GlicE^25      ATAGCCTGCTATCTGCATAATTCACATTATGAACTCATTTATACTAATAACGTAATAACACTACARACTATACAGGCTGTTCGGTAAACATATAGCAAAAATTCAAGGAATGATACCTTG
	GmorB^27    ATAGCCTGCTATCTGCATAATTCACATTATGAACTCATTTATACTAATAACGTAATAACACTACAAACTATACAGGCTGWTCGGTAAACATATAGCAAAAATTCAAGGAATGATACCTTG
	GpasB^28    ATAGCCTGCTATCTGCATAATTCACATTATGAACTCATTTATACTAATAACGTAATAACACTACAAACTATACAGGCTGTTCGGTAAAC--ATAGCAAAAATTCAAGGAATGATACCTTG


18 120
	GecuC^1     TTTTGTATTGGGGTTTTGCCACCTCTGTCATTTCTAATGTTGTGTTCTATTATATTTCACCATGAGATTTCAATTAGGAGCAAGGCTCTTGATATAACAAGCTAATTGGTCTTTGATCTT
	GecuP^4     TTTTGTATTGGGGTTTTGCCACCTCTGTCATTTCTAATGTTGTGTTCTATTATATTTCACCATSAGATTTCAATTAGGAGCAAGGCTCTTGATATAACAAGCTAATWGGTCTTTGATCTT
	GecuP^5     TTTTGTATTGGGGTTTTGCCACCTCTGTCATTTCTAATGTTGTGTTCTATTATATTTCACCATGAGATTTCAATTAGGAGCAAGGCTCTTGATATAACAAGCTAATTGGTCTTTGATCTT
	GecuE^8      TTTTGTATTGGGGTTTTGCCACCTCTGTCATTTCTAATGTTGTGTTCTATTATATTTCACCATSAGATTTCAATTAGGAGCAAGGCTCTTGATATAACAAGCTAATTGGTCTTTGATCTT
	GecuE^9       TTTTGTATTGGGGTTTTGCCACCTCTGTCATTTCTAATGTTGTGTTCTATTATATTTCACCATGAGATTTCAATTAGGAGCAAGGCTCTTGATATAACAAGCTAATTGGTCTTTGATCTT
	GecuE^10       TTTTGTATTGGGGTTTTGCCACCTYTGTCATTTCKAATGTTGTGTTCTATTATATTTCACCATGAGATTTCAATTAGGAGCAAGGCTCTTGATATAACAAGCTAATTGGTCTTTGATCTT
	GecuE^11      TTTTGTATTGGGGTTTTGCCACCTCTGTCATTTCTAATGTTGTGTTCTATTATATTTCACCATGAGATTTCAATTAGGAGCAAGGCTCTTGATATAACAAGCTAATTGGTCTTTGATCTT
	GlicC^15     TTTTGTATTGGGGTTTTGCCACCTCTGTCATTTCTAATGTTGTGTTCTATTATATTTCACAATGAGATTTCAATTAGGAGCAAGGCTCTTGATATAACAAGCTAATTGGTCTTTGATCTT
	GlicP^17      TTTTGTATTGGGGTTTTGCCACCTCTGTCATTTCTAATGTTGTGTTCTATTATATTTCACCATGAGATTTCAATTAGGAGCAAGGCTCTTGATATAACAAGCTAATTGGTCTTTGATCTT
	GlicE^20      TTTTGTATTGRGGTTTTGCCACCTCTGTCATTTCTAATGTTGTGTTCTATTATATTTCACMATSAGATTTCAATTAGGAGCAAGGCTCTTGATATAACAAGCTAATTGGTCTTTGATCTT
	GlicE^21      TTTTGTATTGGGGTTTTGCCACCTCTGTCATTTCTAATGTTGTGTTCTATTATATTTCACCATSAGATTTCAATTAGGAGCAAGRCTCTTGATATAACAAGCTAATTGGTCTTTGATCTT
	GlicE^22      TTTTGTATTGRGGTTTTGCCACCTCTGTCATTTCTAATGTTGTGTTCTATTATATTTCACCATCAGATTTCAATTAGGAGCAAGGCTCTTGATATAACAAGCTAATTGGTCTTTGATCTT
	GlicE^23       TTTTGTATTGGGGTTTTGCCACCTCTGTCATTTCTAATGTTGTGTTCTATTATATTTCACMATGAGATTTCAATTAGGAGCAAGGCTCTTGATATAACAAGCTAATTGGTCTTTGATCTT
	GlicE^24       TTTTGTATTGGGGTTTTGCCACCTCTGTCATTTCTAATGTTGTGTTCTATTATATTTCACCATCAGATTTCAATTAGGAGCAAGRCTCTTGATATAACAAGCTAATTGGTCTTTGATCTT
	GlicE^25      TTTTGTATTGGGGTTTTGCCACCTCTGTCATTTCTAATGTTGTGTTCTATTATATTTCACCATWAGATTTCAATTAGGAGCAAGGCTCTTGATATAACAAGCTAATTGGTCTTTGATCTT
	GlicE^26      TTTTGTATTGGGGTTTTGCCACCTCTGTCATTTCTAATGTTGTGTTCTATTATATTTCACAATGAGATTTCAATTAGGAGCAAGGCTCTTGATATAACAAGCTAATTGGTCTTTGATCTT
	GmorB^27    TTTTGTATTGGGGTTTTGCCACCTCTGTCATTTCTAATGTTGTGTTCTATTATATTTCACCATCAGATTTCAATTAGGAGCAAGGCTCTTGATATAACAAGCTAATTGGTCTTTGATCTT
	GpasB^28    TTTTGTATTGGGGTTTTGCCACCTCTGTCATTTCTAATGTTGTGTTCTATTATATTTCACCATGAGATTTCAATTAGGAGCAAGGCTCTTGATATAACAAGCTAATTGGTCTTTGATCTT


20 120
	GecuC^1     TTCATTGGAAAAGCCCGGCAGGATGCCTTTGTATTTCTCATAGCCTTGCTCCAGCCAATTCTCACTCGAAACCGATTTAGTATCTTCTTTATAAGTCATGCTGAAGGAATGTTCATTTGG
	GecuP^4     TTCATTGGAAAAGCCCGGCAGGATGCCTTTGTATTTCTCATAGCCTTGCTCCAGCCAATTCTCACTCGAAACCGATTTAGTATCTTCTTTATAAGTCATGCTGAAGGAATGTTCATTTGG
	GecuP^5     TTCATTGGAAAAGCCCGGCAGGATGCCTTTGTATTTCTCATAGCCTTGCTCCAGCCAATTCTCAYTCGAAACCGATTTAGTATCTTCTTTATAAGTCATGCTGAAGGAATGTTCATTTGG
	GecuP^6      TTCATTKGAAAAGCCCGGCAGGATGCCTTTGTATTTCTCATAGCCTTGCTCCAGCCAATTCTCACTCGAAACCGATTTAGTATCTTCTTTATAAGTCATGCTGAAGGAATGTTCATTTGG
	GecuE^8      TTCATTGGAAAAGCCCGGCAGGATGCCTTTGTATTTCTCATAGCCTTGCTCCAGCCAATTCTCAYTYGAAACCGATTTAGTATCTTCTTTATAAGTCATGCTGAAGGAATGTTCATTTGG
	GecuE^9       TTCATTGGAAAAGCCCGGCAGGATGCCTTTGTATTTCTCATAGCCTTGCTCCAGCCAATTCTCACTCGAAACCGATTTAGTATCTTCTTTATAAGTCATGCTGAAGGAATGTTCATTTGG
	GecuE^10       TTCATTGGAAAAGCCCGGCAGGATGCCTTTGTATTTCTCATAGCCTTGCTCCAGCCAATTCTCACTYGAAACCGATTTAGTATCTTCTTTATAAGTCATGCTGAAGGAATGTTCATTTGG
	GecuE^11      TTCATTGGAAAAGCCCGGCAGGATGCCTTTGTATTTCTCATAGCCTTGCTCCAGCCAATTCTCACTCGAAACCGATTTAGTATCTTCTTTATAAGTCATGCTGAAGGAATGTTCATTTGG
	GlicC^15     TTCATTGGAAAAGCCCGGCAGGNTGCCTTTGTATTTCTCATAGCCTTGCTCCAGCCAATTCTCACTCGAAACCGATTTAGTATCTTCTTTATAAGTCATGCTGAAGGAATGTTCATTTGG
	GlicP^17      TTCATTGGAAAAGCCCGGCAGGATGCCTTTGTATTTCTCATAGCCTTGCTCNAGCCAATTCTCACTCGAAACCGATTTAGTATCTTCTTTATAAGTCATGCTGAAGGAATGTTCATTTGG
	GlicP^18      TTCATTGGAAAAGCCNGGCRGGATGCCTTTGTATTTCTCATAGCCTTGCTCCAGCCAATTCTCACTCGAAACCGATTTAGTATCTTCTTTATAAGTCATGCTGAAGGAATGTTCATTTGG
	GlicE^20      TTCATTGGAAAAGCCCGGCAGGATGCCTTTGTATTTCTCATAGCCTTGCTCCAGCCAATTCTCACTCGAAACCGATTTAGTATCTTCTTTATAAGTCATGCTGAAGGAATGTTCATTTGG
	GlicE^21      TTCATTGGAAAAGCCCGGCAGGATGCCTTTGTATTTCTCATAGCCTTGCTCCAGCCAATTCTCACTCGAAACCGATTTAGTATCTTCTTTATAAGTCATGCTGAAGGAATGTTCATTTGG
	GlicE^22      TTCATTGGAAAAGCCCGGCAGGATGCCTTTGTATTTCTCATAGCCTTGCTCCAGCCAATTCTCACTCGAAACCGATTTAGTATCTTCTTTATAAGTCATGCTGAAGGAATGTTCATTTGG
	GlicE^23       TTCATTGGAAAAGCCCGGCAGGATGCCTTTGTATTTCTCATAGCCTTGCTCCAGCCAATTCTCACTCGAAACCGATTTAGTATCTTCTTTATAAGTCATGCTGAAGGAATGTTCATTTGG
	GlicE^24       TTCATTGGAAAAGCCCGGCAGGATGCCTTTGTATTTCTCATAGCCTTGCTCCAGCCAATTCTCACTCGAAACCGATTTAGTATCTTCTTTATAAGTCATGCTGAAGGAATGTTCATTTGG
	GlicE^25      TTCATTGGAAAAGCCCGGCAGGATGCCTTTGTATTTCTCATAGCCTTGCTCCAGCCAATTCTCACTCGAAACCGATTTAGTATCTTCTTTATAAGTCATGCTGAAGGAATGTTCATTTGG
	GlicE^26      TTCATTGGAAAAGCCCGGCAGGATGCCTTTGTATTTCTCATAGCCTTGCTCCAGCCAATTCTCACTCGAAACCGATTTAGTATCTTCTTTATAAGTCATGCTGAAGGAATGTTCATTTGG
	GmorB^27    TTCATTGGAAAAGCCCGGCAGGATGCCTTTGTATTTCTCATAGCCTTGCTCCAGCCAATTCTCACTCGAAACCGATTTAGTATCTTCTTTATAAGTCATGCTGAAGGAATGTTCATTTGG
	GpasB^28    TTCATTGGAAAAGCCCGGCAGGATGCCTTTGTATTTCTCATAGCCTTGCTCCAGCCAATTCTCACTCGAAACCGATTTAGTATCTTCTTTATAAGTCATGCTGAAGGAATGTTCATTTGG


17 120
	GecuC^1     TTACACTAATTTCGTACTACCCTATGTGAATGCCACTTTATTTTTGTACTAATTTCGCACTACCCTATGTGAACGCAACTTTAGTCGTAAAAATTCGTAAATAATCGTTCAGAAAAGTAG
	GecuP^4     TTACACTAATTTCGTACTACCCTATGTGAATGCCACTTTATTTTTGTACTAATTTCGCACTACCCTATGYGAACGCAACTTTAGTCGTAAAAATTCGTAAATAATCGTTCAGAAAAGTAG
	GecuP^5     TTACACTAATTTCGTACTACCCTATGTGAATGCCACTTTATTTTTGTACTAATTTCGCACTACCCTATGYGAACGCAACTTTAGTCGTAAAAATTCGTAAATAATCGTTCAGAAAAGTAG
	GecuP^6      TTACACTAATTTCGTACTACCCTATGTGAATGCCACTTTATTTTTGTACTAATTTCGCACTACCCTATGTGAACGCAACTTTAGTCGTAAAAATTCGTAAATAATCGTTCAGAAAAGTAG
	GecuE^8      TTACACTAATTTCGTACTACCCTATGTGAATGCCACTTTA-TTTTNTACTAATTTCGCACTACCCTATGTGAACGCAACTTTAGTCGTAAAAATTCGTAAATAATCGTTCAGAAAAGTAG
	GecuE^9       TTACACTAATTTCGTACTACCCTATGTGAATGCCACTTTATTTTTGTACTAATTT-GCACTACCCTATGTGAACGCAACTTTAGTCGTAAAAATTCGTAAATAATCGTTCAGAAAAGTAG
	GecuE^10       TTACACTAATTTCGTACTACCCAATRTGAATGCCACTTTATTTTTGTACTAATTTCGCACTACCCTATGTGAACGCAACTTTAGACGTAAAAATTCGTAAATAATCGTTCAGAAAAGTAG
	GecuE^11      TTACACTAATTTCGTACTACCC-ATGTGAATGCCACTTTATTTTTGTACTAATTTCGCACTACCCTATGTGAACGCAACTTTAGNCGTAAAAATTCGTAAATAATCGTTCAGAAAAGTAG
	GlicC^15     TTACACTAATTTCGTACTACCCTATGTGAATGCCACTTTATTTTTGTACTAATTTCGCACTACCCTATGTGAACGCAACTTTAGTCGTAAAAATTCGTAAATAATCGTTCAGAAAAGTAG
	GlicP^17      TTACACTAATTTCGTACTACCCTATGTGAATGCCACATTATTTTTGTACTAATTTCGCACTACCCTATGTGAACGCAACTTTAGTCGTAAAAATTCGTAAATAATCGTTCAGAAAAGTAG
	GlicE^20      TTACACTAATTTCGTAMTACCCTATGTGAATGCYACTTTATTTTTGTACTAATTTCGCACTACCCTATGTGAACGCAACTTTAGTCGTAAAAATTCGTAAATAATCGTTCAGAAAAGTAG
	GlicE^21      TTACACTAATTTCGTAATACCCTATGTGAATGCCACTTTATTTTTGTACTAATTTCGCACTACCCTATGTGAACGCAACTTTAGTCGTAAAAATTCGTAAATAATCGTTCAGAAAAGTAG
	GlicE^22       TTACACTAATTTCGTAMTAYCCTATGTGAATGCCACTTTATTTTTGTACTAATTTCGCACTACCCTATGTGAACGCAACTTTAGTCGTAAAAATTCGTAAATAATCGTTCAGAAAAGTAG
	GlicE^23       TTACACTAATTTCGTAATACCCTATGTGAATGCCACTTTATTTTTGTACTAATTTCGCACTACCCTATGTGAACGCAACTTTAGTCGTAAAAATTCGTAAATAATCGTTCAGAAAAGTAG
	GlicE^24      TTACACTAATTTCGTACTACCCTATGTGAATGCYACTTTATTTTTGTACTAATTTCGCACTACCCTATGTGAACGCAACTTTAGTCGTAAAAATTCGTAAATAATCGTTCAGAAAAGTAG
	GmorB^27    TTACACTAATTTCGTACTACCCWATGTGAATGCCACTTTATTTTTGTACTAATTTCGCACTACCCTATGTGAACGCAACTTTAGWCGTAAAAATTCGTAAATAATCGTTCAGAAAAGTAG
	GpasB^28    TTACACTAATTTCGTACTACCCAATGTGAATGCCACTTTATTTTTGTACTAATTTCGCACTACCCTATGTGAACGCAACTTTAGACGTAAAAATTCGTAAATAATCGTTCAGAAAAGTAG


15 120
	GecuC^1     CATGGNCGTGCGGTTCGTTATCTCGAAAAGGAGACCAGGAAATGCAAAGCNTGTGGTAATGCGTTCTTCGTTANGATACTAGGAGTGCGATACGATGAGGTATGAAATTGTGGTTGAAGT
	GecuP^4     CATGGGCGTGCGGTTCGTTATCTCGAAAAGGAGACCAGGAAATGCAAAGCCTGTGGTAATGCGTTCTTCGTTAGGATACTAGGAGTGCGATACGATGAGGTATGAAATTGTGGTTGAAGT
	GecuP^5     CATGGGCGTGCGGTTCGTTATCTNGAAAAGGAGACCAGGAAATGCAAAGCNTGTGGTAATGCGTTCTTCGTTAGGATACTAGGAGTGCGATACGATGAGGTATGAAATTGTGGTNGAAGT
	GecuE^8      CATGGRCGTGCGGTTCGTTATCTCGAAAAGGAGACCAGGAAATGCAAAGCCTGTGGTAATGCGTTCTTCGTTAGGATACTAGGAGTGCGATACGATGAGGTATGAAATTGTGGTTGAAGT
	GecuE^9       CATGGGCGTGCGGTTCGTTATCTCGAAAAGGAGACCAGGAAATGCAAAGCYTGTGGTAATGCGTTCTTCGTTAGGATACTAGGAGTGCGATACGATGAGGTATGAAATTGTGGTTGAAGT
	GecuE^10       CATGGGCGTGCGGTTCGTTATCTCGAAAAGGAGACCAGGAAATGCAAAGCYTGTGGTAATGCGTTCTTCGTTAGGATACTAGGAGTGCGATACGATGAGGTATGAAATTGTGGTTGAAGT
	GecuE^11      CATGGNCGTGCGGTTCGTTATCTCGAAAAGGAGACCAGGAAATG-AAAGCNTGTGGTAATGCGTTCTTCGTTAGGATACTAGGAGTGCGATACGATGAGGTATGAAATTGTGGTTGAAGT
	GlicC^15     CATGGGCGTGNGGTTCGTTATCTCGAAAAGGAGACCAGGAAATGCAAAGCCTGNGGTAATGCGTTCTTCGTTAGGATACTAGGAGTGCGATACGATGAGGTATGAAATTGTGGTTGAAGT
	GlicP^17      CATGGGCGTGCGGTTCGTTATCTCGAAAAGGAGACCAGGAAATGCAAAGCTTGTGGTAATGCGTTCTTCGTTAGGATACTAGGAGTGCGATACGATGAGGTATGAAA-TGTGGTTGAAGT
	GlicE^20      CATGGGCGTGCGGTTCGTTATCTCGAAAAGGAGACCAGGAAATGCAAAGCYTGTGGTAATGCGTTCTTCGTTAGGATACTAGGAGTGCGATACGATGAGGTATGAAATTGTGGTTGAAGT
	GlicE^21       CATGGGCGTGCGGTTCGTTATCTCGAAAAGGAGACCAGGAAATGCAAAGCYTGTGGTAATGCGTTCTTCGTTAGGATACTAGGAGTGCGATACGATGAGGTATGAAATTGTGGTTGAAGT
	GlicE^22       CATGGGCGTGCGGTTCGTTATCTCGAAAAGGAGACCAGGAAATGCAAAGCCTGTGGTAATGCGTTCTTCGTTAGGATACTAGGAGTGCGATACGATGAGGTATRAAATTGTGGTTGAAGT
	GlicE^23      CATGGGCGTGCGGTTCGTTATCTCGAAAAGGAGACCAGGAAATGCAAAGCCTGTGGTAATGCGTTCTTCGTTAGGATACTAGGAGTGCGATACGATGAGGTATGAAATTGTGGTTGAAGT
	GmorB^27    CATGGGCGTGCGGTTCGTTATCTCGAAAAGGAGACCAGGAAATGCAAAGCCTGTGGTAATGCGTTCTTCGTTAGGATACTAGGAGTGCGATACGATGAGGTATGAAATTGTGGTTGAAGT
	GpasB^28    CATGGACGTGCGGTTCGTTATCTCGAAAAGGAGACCAGGAAATGTAAAGCCTGTGGTAATGCGTTCTTCGTTAGGATACTAGGAGTGCGATACGATGAGGTATGAAATTGTGGTTGAAGT


18 120
	GecuC^1     AGTTGTTACGGACAATAGTTGTTTAGGATTGGGTATGAAGTCTASAACCGTGGGATTGTAGGTACATGAAACGGRTGTAAAGWGCAATATACAGTATGACCTAAATCAAGCAGGATAACT
	GecuP^4     AGTTGTTACGGACAATAGTTGTTTAGGATTGGGTATGAAGTCTAGAACCGTGGGATTGTAGGTACATGAAACGGATGTAAAGAGCAATATACAGTATGACCTAAATCAAGCAGGATAACT
	GecuP^5      AGTTGTTACGGACAATAGTTGTTTAGGATTGGGTATGAAGTCTAGAACCGTGGGATTGTAGGTACATGAAACGGATGTAAAGAGCAATATACAGTATGACCTAAATCAAGCAGGATAACT
	GecuP^6      AGTTGTTACGGACAATAGTTGTTTAGGATTGGGTATGAAGTCTACAACCGTGGGATTGTAGGTACATGAAACGGGTGTAAAGTGCAATATACAGTATGACCTAAATCAAGCAGGATAACT
	GecuE^8      AGTTGTTACGGACAATAGTTGTTTAGGATTGGGTATGAAGTCTAGAACCGTGGGATTGTAGGTACATGAAACGGATGTAAAGAGCAATATACAGTATGACCTAAATCAAGCAGGATAACT
	GecuE^9       AGTTGTTACGGACAATAGTTGTTTAGGATTGGGTATGAAGTCTAGAACCGTGGGATTGTAGGTACATGAAACGGATGTAAAGAGCAATATACAGTATGACCTAAATCAAGCAGGATAACT
	GecuE^10      AGTTGTTACGGACAATAGTTGTTTAGGATTGGGTATGAAGTCTAGAACCGTGGGATTGTAGGTACATGAAACGGATGTAAAGAGCAATATACAGTATGACCTAAATCAAGCAGGATAACT
	GlicC^15     AGTTGTTACGGACAATAGTTGTTTAGGATTGGGTATGAAGTCTAGAACCGTGGGATTGTAGGTACATGAAACGGATGTAAAGAGCAATATACAGTATGACCTAAATCAAGCAGGATAACT
	GlicP^17      AGTTGTTACGGACAATAGTTGTTTAGGATTGGGTATGAAGTCTAGAACCGTGGGATTGTAGGTACATGAAACGGANGTAAAGAGCAATATACAGNATGACCTAAATCAAGCAGGATAACT
	GlicE^20      AGTTGTTACGGACAATAGTTGTTTAGGATTGGGTATGAAGTCTAGAACCGTGGGATTGTAGGTACATGAAACGGATGTAAAGAGCAATATACAGYATGACCTAAATCAAGCAGGATAACT
	GlicE^21      AGTTGTTACGGACAATAGTTGTTTAGGATTGGGTATGAAGTCTAGAACCGTGGGATTGTAGGTACATGAAACGGATGTAAAGAGCAATATACAGYATGACCTAAATCAAGCAGGATAACT
	GlicE^22      AGTTGTTACGGACAATAGTTGTTTAGGATTGGGTATGAAGTCTASAACCGTGGGATTGTAGGTACATGAAACGGRTGTAAAGWGCAATATACAGTATGACCTAAATCAAGCAGGATAACT
	GlicE^23       AGTTGTTACGGACAATAGTTGTTTAGGATTGGGTATGAAGTCTAGAACCGTGGGATTGTAGGTACATGAAACGGATGTAAAGAGCAATATACAGTATGACCTAAATCAAGAAGGNTAACT
	GlicE^24       AGTTGTTACGGACAATAGTTGTTTAGGATTGGGTATGAAGTCTAGAACCGTGGGATTGTAGGTACATGAAACGGATGTAAAGAGCAATATACAGTATGACCTAAATCAAGCAGGATAACT
	GlicE^25      AGTTGTTACGGACAATAGTTGTTTAGGATTGGGTATGAAGTCTAGAACCGTGGGATTGTAGGTACATGAAACGGATGTAAAGAGCAATATACAGTATGACCTAAATCAAGCAGGATAACT
	GlicE^26      AGTTGTTACGGACAATAGTTGTTTAGGATTGGGTATGAAGTCTASAACCGTGGGATTGTAGGTACATGAAACGGRTGTAAAGWGCAATATACAGYATGACCTAAATCAAGCAGGATAACT
	GmorB^27    AGTTGTTACGGACAATAGTTGTTTAGGATTGGGTATGAAGTCTAGAACCGTGGGATTGTAGGTACATGAAACGGATGTAAAGAGCAATATACAGTATGACCTAAATCAAGCAGGATAACT
	GpasB^28    AGTTGTTACGGACAATAGTTGTTTAGGATTGGGTATGAAGTCTAGAACCGTGGGATTGTAGGTACATGAAACGGATGTAAAGAGCAATATACAGTATGACCTAAATCAAGCAGRATAACT


21 120
	GecuC^1     TGTTATRGAAAC-AAAAAAAAAC--TCATCGTCTGGCTTTCACCCCACTGAACTAATCTAAAACTAATCATCTTTTTCTAATACGCTTTGTGTAGGTATATACCCGCAATATTTACTTTC
	GecuP^4     TGTTATGGAAAC-AAAAAAAAAC--TCATCGTCTGGCTTTCACCCCACTGAACTAATCTAAAACTAATCATCTTTTTCTAATACGCTTTGTGTAGGTATATACCCGCAATATTTACTTTC
	GecuP^5      TGTTATGGAAAC-AAAAAAAAAC--TCATCGTCTNGCTTTCACCCCACTGAACTAATCTAAAACTAATCATCTTTTTCTAATACGCTTTGTGTAGGTATATACCCGCAATATTTACTTTC
	GecuP^6      TGTTATGGAAAC-AAAAAAAAAC--TCATCGTCTGGCTTTCACCCCACTGAACTAATCTAAAACTAATCATCTTTTTCTAATACGCTTTGTGTAGGTATATACCCGCAATATTTACTTTC
	GecuE^8      TGTTATGGAAAC-AAAAAAAAAC--TCWTCGTCTGGCTTTCACCCCACTGAACTAATCTAAAACTAATCATCTTTTTCTAATACGCTTTGTGTARGTATATACCCGCAATATTTACTTTY
	GecuE^9       TGTTATGGAAAC-AAAAAAAAAC--TCATCGTCTGGCTTTCACCCCACTGAACTAATCTAAAACTAATCATCTTTTTCTAATACGCTTTGTGTAGGTATATACCCGCAATATTTACTTTC
	GecuE^10       TGTTATRGAAACAAAAAAAAAAC--TCATCGTCTGGCTTTCACCCCACTGAACTAATCTAAAACTAATCATCTTTTTCTAATACGCTTTGTGTAGGTATATACCCGCAATATTTACTTTC
	GecuE^11      TGTWATGGAAAC-AAAAAAAAAC--TCATCGTCTGGCTTTCACCCCACTGAACTAATCTAAAACTAATCATCTTTTTCTAATACGCTTTGTGTARGTATATACCCGCAATATTTACTTTC
	GecuE^12      TGTTATRGAAAC-AAAAAAAAAC--TCATCGTCTGGCTTTCACCCCACTGAACTAATCTAAAACTAATCATCTTTTTCTAATACGCTTTGTGTAGGTATATACCCGCAATATTYACTTTC
	GlicC^15     TGTTATGGAAAC-AAAAAAAAAC--TCATCGTCTGGCTTTCACCCCACTGAACTAATCTAAAACTAATCATCTTTTTCTAATACGCTTTGTGTAGGTATATACCCGCAATATTTACTTTC
	GlicP^17      TGTTATGGAAAC-AAAAAAAAAC--TCATCGTCTGGCTTTCACCCCACTGAACTAATCTAAAACTAATCATCTTTTTCTAATACGCTTTGTGTAGGTATATACCCGCAATATTTACTTTC
	GlicE^20      TGTTATAGAAAC-AAAAAAAAAC--TCATCGTCTGGCNTTCACCCCACTGAACTAATCTAAAACTAATCATCTTTTTCTAATACGYTTTGTGTAGGTATATACCCGCAATATTTACTTTC
	GlicE^21      TGTTATRGAAAC-AAAAAAAAACNNTCATCGTCTGGCTTTCACCCCACTGAACTAATCTAAAACTAATCATCTTTTTCTAATACGCTTTGTGTAGGTATATACCCGCAATATTTACTTTC
	GlicE^22      TGTTATRGAAAC-AAAAAAAAAC--TCATCGTCTGGCTTTCACCCCACTGAACTAATCTAAAACTAATCATCTTTTTCTAATACGCTTTGTGTAGGTRTATACCCGCAATATTTACTTTC
	GlicE^23       TGTTATGGAAAC-AAAAAAAAAC--TCATCGTCTGGCTTTCACCCCACTGAACTAATCTAAAACTAATCATCTTTTTCTAATACGCTTTGTGTAGGTATATACCCGCAATATTTACTTTC
	GlicE^24       TGTTATRGAAAC-AAAAAAAAAC--TCATCGTCTGGCTTTCACCCCACTGAACTAATCTAAAACTAATCATCTTTTTCTAATACGYTTTGTGTAGGTATATACCCGCAATATTTACTTTC
	GlicE^25      TGTTATGGAAAC-AAAAAAAAAC--TCATCGTCTGGCTTTCACCCCACTGAACTAATCTAAAACTAATCATCTTTTTCTAATACGCTTTGTGTAGGTATATACCCGCAATATTTACTTTC
	GlicE^26      TGTTATGGAAAC-AAAAAAAAAC--TCATCGTCTGGCTTTCACCCCACTGAACTAATCTAAAACTAATCATCTTTTTCTAATACGSTTTGTGTAGGTATATACCCGCAATATTTACTTTC
	GmorB^27    TGTTATGGAAAC-AAAAAAAAAC--TCATCGTCTGGCTTTCACCCCACTGAACTAATCTAAAACTAATCATCTTTTTCTAATACGCTTTGTGTAGGTATATACCCGCAATATTTACTTTC
	GpasB^28    TGTTATRGAAACAAAAAAAAAAC--TCATCGTCTGGCTTTCACYCCACTGAACTAATCTAAAACTAATCATCTTTTTCTAATACGCTTTGTGTAGGTATATACCCGCAATATTTACTTTC
	GpasB^29    TGTTATGGAAACAAAAAAAAAAC--TCATCGTCTGGCTTTCACCCCACTGAACTAATCTAAAACTAATCATCTTTTTCTAATACGCTTTGTGTAGGTATATACCCGCAATATTTACTTT-


18 120
	GecuC^1     GTGGATTATTCGTATAACCCAATGCACAAATTTTTTTTGTTCTACTATATCTCGNTCTGCCTCTGTTCTAAAGAATATTTGAAAATACGTATTTTT-ACACCTATCCTAAACCAAAGTAT
	GecuP^4     GTGGATTATTCGTATAACCCAATGCACAAATTTTTTTTGTTCTACTATATCTCGTTCTGCCTCTGTTCTAAAGAATATTTGAAAATACGWATTTTTGACACCTATCCTAAACCAAAGTAT
	GecuP^5     GTGGATTATTCGTATAACCCAATGCACAAATTTTTTTTGTTCTACTATATCTCGTTCTGCCTCTGTTCTAAAGAATATTTGAAAATACGTATTTTTGACACCTATCCTAAACCAAAGTAT
	GecuP^6      GTGGATTATTCGTATAACCCAATGCACAAATTTTTTTTGTTCTACTATATCTCGTTCTGCCTCTGTTCTAAAGAATATTTGAAAATACGTATTTTTGACACCTATCCTAAACCAAAGTAT
	GecuP^7      GTGGATTATTCGTATAACCCAATGCNCAAATTTTTTTTGTTCTACTATATCTCGTTCTGCCTCTGTTCTAAAGAATATTTGAAAATACGTATTTTTGACACCTATCCTAAACCAAAGTAT
	GecuE^8      GTGGATTATTCGTATAACCCAATGCACAAATTTTTTTTGTTCTACTATATCTCGTTCTGCCTCTGTTCTAAAGAATATTTGAAAATACGTATTTTTGACACCTATCCTAAACCAAAGTAT
	GecuE^9       GTGGATTATTCGTATAACCCAATGCACAAATTTTTTTTGTTCTACTATATCTCGTTCTGCCTCTGTTCTAAAGAATATTTGAAAATACGTATTTTTGACACCTATCCTAAACCAAAGTAT
	GecuE^10       GTGGATTATTCGTATAACCCAATGCACAAATTTTTTTTGTTCTACTATATCTCGTTCTGCCTCTGTTCTAAAGAATATTTGAAAATACGTATTTTTGACACCTATCCTAAACCAAAGTAT
	GlicC^15     GTGGATTATTCGTATAACCCAATGCACAAATTTTTTTTGTTCTACNATATCTMGTTCTGCCTCTGTTCTAAAGAATATTTGAAAATACGTATTTTTGACACCTATCCTAAACCAAAGTAT
	GlicP^17      GTGGATTATTCGTATAACCCAATGCACAAATTTTTTTTGTTCTACTATATCTCGTTCTGCCTCTGTTCTAAAGAATATTTGAAAATACGTATTTTTGACACCTATCCTAAACCAAAGTAT
	GlicE^20      GTGGATTATTCGTATAACCCAATGCACAAATTTTTTTTGTTCTACTATATCTCGTTCTGCCTCTGTTCTAAAGAATATTTGAAAATACGTATTTTTGACACCTATCCTAAACCAAAGTAT
	GlicE^21      GTGGATTATTCGTATAACCCAATGCACAAATTTTTTTTGTTCTACTATATCTCGTTCTGCCTCTGTTCTAAAGAATATTTGAAAATACGTATTTTTGACACCTATCCTAAACCAAAGTAT
	GlicE^22       GTGGATTATTCGTATAACCCAATGCACAAATTTTTTTTGTTCTACTATATCTCGTTCTGCCTCTGTTCTAAAGAATATTTGAAAATACGTATTTTTGACACCTATCCTAAACCAAAGTAT
	GlicE^23       GTGGATTATTCGTATAACCCAATGCACAAATTTTTTTTGTTCTACTATATCTCGTTCTGCCTCTGTTCTAAAGAATATTTGAAAATACGTATTTTTGACACCTATCCTAAACCAAAGTAT
	GlicE^24      GTGGATTATTCGTATAACCCAATGCACAAATTTTTTTTGTTCTACTATATCTCGTTCTGCCTCTGTTCTAAAGAATATTTGAAAATACGTATTTTTGACACCTATCCTAAACCAAAGTAT
	GlicE^25      GTGGATTATTCGTATAACCCAATGCACAAATTTTTTTTGTTCTACTATATCTCGTTCTGCCTCTGTTCTAAAGAATATTTGAAAATACGTATTTTTGACACCTATCCTAAACCAAAGTAT
	GmorB^27    GTGGATTATTCGTATAACCCAATGCACAAATTTTTTTTGTTCTACTATATCTCGTTCTGCCTCTGTTCTAAAGAATATTTGAAAATACGTATTTTTGACACCTATCCTAAACCAAAGTAT
	GpasB^28    GTGGATTATTCGTATAACCCAATGCACAAATTTTTTTTGTTCTACTATATCTCGTTCTGCCTCTGTTCTAAAGAATATTTGAAAATACGTATTTTTGACACCTATCCTAAACCAAAGTAT


17 120
	GecuC^1     GAAATTTCTCTGT-AAATTGTTTGAGCATTTCCTTATACCTGACGGTAAGTCACTGACGGAAGCACGACTACGACAAAATTCTGTAAATCAGCTGTAAACAGTCTTTTCTGATGATGTTT
	GecuP^4     GAAATTTCTCTGTCAAATTGTTTGAGCATTTCCTTATACCTGACGGTAAGTCACTGACGGAAGCACGACTACGACAAAATTCTGTAWATCAGCTGTAAACAGTCTTTTCTGATGATGTTT
	GecuP^5     GAAATTTCTCTGTCAAATTGTTTGAGCATTTCCTTATACCTGACGGTAAGTCACTGACGGAAGCACGACTACGACAAAATTCTGTAAATCAGCTGTAAACAGTCTTTTCTGATGATGTTT
	GecuP^6      GAAATTTCTCTGTCAAATTGTTTGAGCATTTCCTTATACCTGACGGTAAGTCACTGACGGAAGCACGACTACGACAAAATTCTGTAWATCAGCTGTAAACAGTCTTTTCTGATGATGTTT
	GecuE^8      GAAATTTCTCTGTCAAATTGTTTGAGCATTTCCTTATACCTGACGGTAAGTCACTGACGGAAGCACGACTACGACAAAATTCTGTAAATCAGCTGTAAACAGTCTTTTCTGATGATGTTT
	GecuE^9       GAAATTTCTCTGTCAAATTGTTTGAGCATTTCCTTATACCTGACGGTAAGTCACTGACGGAAGCACGACTACGACAAAATTCTGTAWATCAGCTGTAAACAGTCTTTTCTGATGATGTTT
	GecuE^10       GAAATTTCTCTGTCAAATTGTTTGAGCATTTCCTTATACCTGACGGTAAGTCACTGACGGAAGCACGACTACGACAAAATTCTGTAAATCAGCTGTAAACAGTCTTTTCTGATGRTGTTT
	GecuE^11      GAAATTTCTCTGTCAAATTGTTTGAGCATTTCCTTATACCTGACGGTAAGTCACTGACGGAAGCACGACTACGACAAAATTCTGTAAATCAGCTGTAAACAGTCTTTTCTGATGATGTTT
	GlicC^15     GAAATTNCTCTGTCAAATTGTTTGAGCATTTCCTTATACCTGACGGTAAGTCACTGACGGAAGCACGACTACGACAAAATTCTGTANATCAGCTGTAAACAGTCTTTTCTGATGNTGTTT
	GlicP^17      GAAATTTCTCTGTCAAATTGTTTGAGCATTTCCTTATACCTGACGGTAAGTCACTGACGGAAGCACGACTACGACAAAATTCTGTATATCAGCTGTAAACAGTCTTTTCTGATGATGTTT
	GlicE^20      GAAATTTCTCTGTCAAATTGTTTGAGCATTTCCTTATACCTGACGGTAAGTCACTGACGGAAGCACGACTACGACAAAATTCTGTAWATCAGCTGTAAACAGTCTTTTCTGATGATGTTT
	GlicE^21      GAAATTTCTCTGTCAAATTGTTTGAGCATTTCCTTATACCTGACGGTAAGTCACTGACGGAAGCACGACTACGACAAAATTCTGTATATCAGCTGTAAACAGTCTTTTCTGATGATGTTT
	GlicE^22       GAAATTYCTCTGTCAAATTGTTTGAGCATTTCCTTATACCTGACGGTAAGTCACTGACGGAAGCACGACTACGACAAAATTCTGTAWATCAGCTGTAAACAGTCTTTTCTGATGRTGTTT
	GlicE^23       GAAATTYCTCTGTCAAATTGTTTGAGCATTTCCTTATACCTGACGGTAAGTCACTGACGGAAGCACGACTACGACAAAATTCTGTAAATCAGCTGTAAACAGTCTTTTCTGATGRTGTTT
	GlicE^24      GAAATTYCTCTGTCAAATTGTTTGAGCATTTCCTTATACCTGACGGTAAGTCACTGACGGAAGCACGACTACGACAAAATTCTGTAWATCAGCTGTAAACAGTCTTTTCTGATGRTGTTT
	GmorB^27    GAAATTTCTCTGTCAAATTGTTTGAGCATTTCCTTATACCTGACGGTAAGTCACTGACGGAAGCACGACTACGACAAAATTCTGTNAATCANCTGTAAACAGTCTTTTCTGATGATGTTT
	GpasB^28    GAAATTTCTCTGTCAAATTGTTTGAGCATTTCCTTATACCTGACGGTAAGTCACTGACGGAAGCACGACTACGACAAAATTCTGTATATCAGCTGTAAACAGTCTTTTCTGATGATGTTT


18 120
	GecuC^1     TCGAATGAAGTAGAAATCCAATTTTAGAATGACATCGTCCGCTTTACAGGCAGACGCAAGTTATCCAAAGGCAGAATAAAAGTTAGCCGTGGTANAATTCGCGGTTTTTTCCCTTATGCA
	GecuP^4     TCGAATGAAGTAGAAATCCAATTTTAGAATGACATCGTCCGCTTTACAGGCAGACGCAAGTTATCCAAAGGCAGAATAAAAGTTAGCCGTGGTAAAATTCGCGGTTTTTTCYCTTATGCA
	GecuP^5     TCGAATGAAGTAGAAATCCAATTTTAGAATGACATCGTCCGCTTTACAGGCAGACGCAAGTTATCCAAAGGCAGAATAAAAGTTAGCCGTGGTAAAATTCGCGGTTTTTTCCCTTATGCA
	GecuP^6      TCGAATGAAGTAGAAATCCAATTTTAGAATGACATCGTCCGCTTTACAGGCAGACGCAAGTTATCCAAAGGCAGAATAAAAGTTAGCCGTGGTAAAATTCGCGGTTTTTTCCCTTATGCA
	GecuE^8      TCGAATGAAGTAGAAATCCAATTTTAGAATGACATCGTCCGCTTTACAGGCAGACGCAAGTTATCCAAAGGCAGAATAAAAGTTAGCCGTGGTAAAATTCGCGGTTTTTTCCCTTATGCA
	GecuE^9       TCGAATGAAGTAGAAATCCAATTTTAGAATGACATCGTCCGCTTTACAGGCAGACGCAAGTTATCCAAAGGCAGAATAAAAGTTAGCCGTGGTAAAATTCGCGGTTTTTTCYCTTATGCA
	GecuE^10       TCGAATGAAGTAGAAATCCAATTTTAGAATGACATCGTCCGCTTTACAGGCAGACGCAAGTTATCCAAAGGCAGAATAAAAGTTAGCCGTGGTAAAATTCGCGGTTTTTTCCCTTATGCA
	GecuE^11      TCGAATGAAGTAGAAATCCAATTTTAGAATGACATCGTCCGCTTTACAGGCAGACGCAAGTTATCCAAAGGCAGAATAAAAGTTAGCCGTGGTAAAATTCGCGGTTTTTTCCCTTATGCA
	GlicC^15     TCGAATGAAGTAGAAATCCAATTTTAGAATGACATCGTCCGCTTTACAGGCAGACGCAAGTTATCCAAAGGCAGAATAAAAGTTAGCCGTGGTAAAATTCGCGGTTTTTTCYCTTATGCA
	GlicP^17      TCGAATGAAGTAGAAATCCAATTTTAGAATGACATCGTCCGCTTTACAGGCAGACGCAAGTTATCCAAAGGCAGAATAAAAGTTAGCCGTGGTAAAATTCGCGGTTTTTTCCCTTATGCA
	GlicE^20      TCGAATGAAGTAGAAATCCAATTTTAGAATGACATCGTCCGCTTTACAGGCAGACGCAAGTTATCCAAAGGCAGAATAAAAGTTAGCCGTGG-AAAATTCGCGGTTTTTTCCCTTATGCA
	GlicE^21      TCGAATGAAGTAGAAATCCAATTTTAGAATGACATCGTCCGYTTTACAGGCAGACGCAAGTTATCCAAAGGCAGAATAAAAGTTAGCCGTGGTAAAATTCGCGGTTTTTTCCCTTATGCA
	GlicE^22       TCGAATGAAGTAGAAATCCAATTTTAGAATGACATCGTCCGCTTTACAGGCAGACGCAAGTTATCCAAAGGCAGAATAAAAGTTAGCCGTGGTAAAATTCGCGGTTTTTTCCCTTATGCA
	GlicE^23       TCGAATGAAGTAGAAATCCAATTTTAGAATGACATCGTCCGYTTTACAGGCAGACGCAAGTTATCCAAAGGCAGAATAAAAGTTAGCCGTGGTAAAATTCGCGGTTTTTTCCCTTATGCA
	GlicE^24      TCGAATGAAGTAGAAATCCAATTTTAGAATGACATCGTCCGCTTTACAGGCAGACGCAAGTTATCCAAAGGCAGAATAAAAGTTAGCCGTGGTAAAATTCGCGGTTTTTTCCCTTATGCA
	GlicE^25      TCGAATGAAGTAGAAATCCAATTTTAGAATGACATCGTCCGCTTTACAGGCAGACGCAAGTTATCCAAAGGCAGAATAAAAGTTAGCCGTGGTAAAATTCGCGGTTTTTTCCCTTATGCA
	GmorB^27    TCGAATGAAGTAGAAATCCAATTTTAGAATGACATCGTCCGCTTTACAGGCAGACGCAAGTTATCCAAAGGCAGAATAAAAGTTAGCCGTGGTAAAATTCGCGGTTTTTTCCCTTATGCA
	GpasB^28    TCGAATGAAGTAGAAATCCAATTTTAGAATGACATCGTCCGTTTTACAGGCAGACGCAAGTTATCCAAAGGCAGAATAAAAGTTAGCCGTGGTAAAATTCGCGGTTTTTTCCCTTATGCA


18 120
	GecuC^1     GGAATTTCGGACGGAATGGATCCGAATGACATCAAGATCCGGATATCCGAATCCGGATAACATCTGTAAACATTACTAAACACTTACTAAAATCGCTATCAGCACCGCATGTGTTTGAGA
	GecuP^4     GGAATTTCGGACGGAATGGATCCGAATGACATCAAGATCCGGATATCCGAATCCGGATAACATCTGTAAACATTACTAAACACTTACTAAAATCGCTATCAGCACCGCATGTGTTTGAGA
	GecuP^5      GGAATTTCGGACGGAATGGATCCGAATGACATCAAGATCCGGATATCCGAATCCGGATAACATCTGTAAACATTACTAAACACTTACTAAAATCGCTATCAGCACCGCATGTGTTTGAGA
	GecuP^6      GGAATTTCGGACGGAATGGATCCGAATGACATCAAGATCCGGATATCCGAATCCGGATAACATCTGTAAACATTACTAAACACTTACTAAAATCGCTATCAGCACCGCATGTGTTTGAGA
	GecuE^8      GGAATTTCGGACGGAATGGATCCGAATGACATCAAGATCCGGATATCCGAATCCGGATAACATCTGTAAACATTACTAAACACTTACTAAAATCGCTATCAGCACCGCATGTGTTTGAGA
	GecuE^9       GGAATTTCGGACGGAATGGATCCGAATGACATCAAGATCCGGATATCCGAATCCGGATAACATCTGTAAACATTACTAAACACTTACTAAAATCGCTATCAGCACCGCATGTGTTTGAGA
	GecuE^10       GGAATTTCGGACGGAATGGATCCGAATGACATCAAGATCCGGATATCCGAATCCGGATAACATCTGTAAACATTACTAAACACTTACTAAAATCGCTATCAGCACCGCATGTGTTTGAGA
	GecuE^11       GGAATTTCGGACGGAATGGATCCGAATGACATCAAGATCCGGATATCCGAATCCGGATAACATCTGTAAACATTACTAAACACTTACTAAAATCGCTATCAGCACCGCATGTGTTTGAGA
	GecuE^12      GGAATTTCGGACGGAATGGATCCGAATGACATCAAGATCCGGATATCCGAATCCGGATAACATCTGTAAACATTACTAAACACTTACTAAAATCGCTATCAGCACCGCATGTGTNTGAGA
	GlicC^15     GGAATTTCGGACGGAATGGATCCGAATNACATCAAGATCCGGATATCCGAATCNGGATAACATCNGTAAACATTACTAAACACTTACTAAAATCGCTATCAGCACCGCNTGTGTTTGAGA
	GlicP^17      GGAATTTCGGACGGAATGGATCCGAATGACATCAAGATCCGGATATCCGAATCTGGATAACATCTGTAAACATTACTAAACRCTTACTAAAATCGCTATCAGCACCGCATGTGTTTGAGA
	GlicE^20      GGAATTTCGGACGGAATGGATCCGAATGACATCAAGATCCGGATATMCGAATCTGGATAACATCTGTAAACATTACTAAACACTTACTAAAATCGCTATCAGCACCGCATGTGTTTGAGA
	GlicE^21       GGAATTTCGGACGGAATGGATCCGAATGACATCAAGATCCGGATATCCGAATCTGGATAACATCTGTAAACATTACTAAACGCTTACTAAAATCGCTATCAGCACCGCATGTGTTTGAGA
	GlicE^22       GGAATTTCGGACGGAATGGATCCGAATGACATCAAGATCCGGATATCCGAATCTGGATAACATCTGTAAACATTACTAAACRCTTACTAAAATCGCTATCAGCACCGCATGTGTTTGAGA
	GlicE^23      GGAATTTCGGACGGAATGGATCCGAATGACATCAAGATCCGGATATCCGAATCTGGATAACATCTGTAAACATTACTAAACGCTTACTAAAATCGCTATCAGCACCGCATGTGTTTGAGA
	GlicE^24      GGAATTTCGGACGGAATGGATCCGAATGACATCAAGATCCGGATATCCGAATCTGGATAACATCTGTAAACATTACTAAACRCTTACTAAAATCGCTATCAGCACCGCATGTGTTTGAGA
	GmorB^27    GGAATTTCGGACGGAATGGATCCGAATGACATCAAGATCCGGATATCCGAATCTGGATAACATCTGTAAACATTACTAAACACTTACTAAAATCGCTATCAGCACCGCATGTGTTTGAGA
	GpasB^28    GGAATTTCGGACGGAATGGATCCGAATGACATCAAGATCCGGATATCCGAATCYGGATAACATCWGTAAACATTACTAAACACTTACTAAAATCGCTATCAGCACCGCATGTGTTTGAGA


16 120
	GecuC^1     ATCGAAGCTGGTCTTTACGACAATGGAGTCGCGTTTTATTTACAGACGAGTCAAGAATTTGATGCTGATGATTGGGATCGAGCATGGAGAAGACCGGGAGAGCGTTATGCTCAATSTAAC
	GecuP^4     ATCGAAGCTGGTCTTTACGACAATGGAGTCGCGTTTTATTTACAGACGAGTCAAGAATTTGATGCTGATGATTGGGATCGAGCATGGAGAAGACCGGGAGAGCGTTATGCTCAATGTAAC
	GecuE^8      ATCGAAGCTGGTCTTTACGACAATGGAGTCGCGTTTTATTTACAGACGAGTCAAGAAKTTGATGCTGATGATTGGGATCGAGCATGGAGAAGACCGGGAGAGCGTTATGCTCAATSTAAC
	GecuE^9       ATCGAAGCTGGTCTTTACGACAATGGAGTCGCGTTTTATTTACAGACGAGTCAAGAATTTGATGCTGATGATTGGGATCGAGCATGGAGAAGACCGGGAGAGCGTTATGCTCAATGTAAC
	GecuE^10       ATCGAAGCTGGTCTTTACGACAATGGAGTCGCGTTTTATTTACAGACGAGTCAAGAATTTGATGCTGATGATTGGGATCGAGCATGGAGAAGACCGGGAGAGCGTTATGCTCAATGTAAC
	GecuE^11      ATCGAAGCTGGTCTTTACGACAATGGAGWCGCGTTTTATTTACAGACGAGTCAAGAATTTGATGCTGATGATTGGGATCGAGCATGGAGAAGACCGGGAGAGCRTTATGCTCAATGTAAC
	GlicC^15     ATCGAAGCTGGTCTTTACGACAATGGAGTCGCGTTTTATTTACAGACGAGTCAAGAATTTGATGCTGATGATTGGGATCGAGCATGGAGAAGACCGGGAGAGCGTTATGCTCAATGTAAC
	GlicP^17      ATCGAAGCTGGTCTTTACGACAATGGAGTCGCGTTTTATTTACAGACGAGTCAAGAATTTGATGCTGATGATTGGGATCGAGCATGGAGAAGACCGGGAGAGCGNTATGCTCNATGTAAC
	GlicE^20      ATCGAAGCTGGTCTTTACNACAATGGAGTCGCGTTTTATTTACAGACGAGTCAAGAATTTGATGCTGATGATTGGGATCGAGCATGGAGAAGACCGGGAGAGCGTTATGCTCAATGTAAC
	GlicE^21      ATCGAAGCTGGTCTTTACGACAATGGAGTCGCGTTTTATTTACAGACGAGTCAAGAATTTGATGCTGATGATTGGGATCGAGCATGGAGAAGACCGGGAGAGCGTTATGCTCAATGTAAC
	GlicE^22       ATCGAAGCTGGTCTTTACGACAATGGAGTCGCGTTTTATTTACAGACGAGTCAAGAATTTGATGCTGATGATTGGGATCGAGCATGGAGAAGACCGGGAGAGCGTTATGCTCAATGTAAC
	GlicE^23       ATCGAAGCTGGTCTTTACGACAATGGAGTCGCGTTTTATTTACAGACGAGTCAAGAATTTGATGCTGATGATTGGGATCGAGCATGGAGAAGACCGGGAGAGCGTTATGCTCAATGTAAC
	GlicE^24      ATCGAAGCTGGTCTTTACGACAATGGAGTCGCGTTNTATTTACAGACGAGTCAAGAATTTGATGCTGATGATTGGGATCGAGNATGGAGAAGACCGGGAGAGCGTTATGCTCAATGTAAC
	GmorB^27    ATCGAAGCTGGTCTTTACGACAATGGAGTCGCGTTTTATTTACAGACGAGTCAAGAATTTGATGCTGATGATTGGGATCGAGCATGGAGAAGACCGGGAGAGCGTTATGCTCAATGTAAC
	GpasB^28    ATCGAAGCTGGTCTTTACGACAATGGAGTCGCGTTTTATTTACAGAYGAGTCAAGAAGTTGATGCTGATGATTGGGATCGAGCATGGAGAAGACCGGGAGAGCGTTATGCTCAATGTAAC
	GpasB^29    ATCGAAGCTGGTCTTTACGACAATGGAGTCGCGTTTTATTTACAGACGAGTCAAGAAKTTGATGCTGATGATTGGGATCGAGCATGGAGAAGACCGGGAGAGCGTTATGCTCAATGTAAC


18 120
	GecuC^1     AATTCTGAATGCCCGATAGGAATTTATAGGCCATTCACGGCATTTCTGTGTCTTATTTGTTTCTATTATATAATAATTGGTGTCGCGCTTGTAGAACCCGCTTCGCGATTAGTATTCAGT
	GecuP^4     AATTCTGAATGCCCGATAGGAATTTATAGGCCATTCACGGCATTTCTGTGTCTTATTTGTTTCTATTATATAATAATTGGTGTCGCGCTTGTAGAACCCGCTTCGCGATTAGTATTCAGT
	GecuP^5     AATTCTGAATGCCCGATAGGAATTTATAGGCCATTCACGGCATTTCTGTGTCTTATTTGTTTCTATTATATAATAATTGGTGTCGCGCTTGTAGAACCCGCTTCGCGATTAGTATTCAGT
	GecuP^6      AATTCTGAATGCCCGATAGGAATTTATAGGCCATTCACGGCATTTCTGTGTCTTATTTGTTTCTATTATATAATAATTGGTGTCGCGCTTGTAGAACCCGCTTCGCGATTAGTATTCAGT
	GecuE^8      AATTCTGAATGCCCGATAGGAATTTATAGGCCATTCACGGCATTTCTGTGTCTTATTTGTTTCTATTATATAATAATTGGTGTCGCGCTTGTAGAACCCGCTTCGCGATTAGTATTCAGT
	GecuE^9       AATTCTGAATGCCCKATAGGAATTTATAGGCCATTCACGGCATTTCTGTGTCTTATTTGTTTCTATTATATAATAATTGGTGTCGCGCTTGTAGAACCCGCTTCGCGATTAGTATTCAGT
	GecuE^10       AATTCTGAATGCCCGATAGGAATTTATAGGCCATTCACGGCATTTCTGTGTCTTATTTGTTTCTATTATATAATAATTGGTGTCGCGCTTGTAGAACCCGCTTCGCGATTAGTATTCAGT
	GecuE^11      AATTCTGAATGCCCGATAGGAATTTATAGGCCATTCACGGCATTTCTGTGTCTTATTTGTTTCTATTATATAATAATTGGTGTCGCGCTTGTAGAACCCGCTTCGCGATTAGTATTCAGT
	GlicC^15     AATTCTGAATGCCCGATAGGAATTTATAGGCCATTCACGGCATTTCTGTGTCTTATTTGTTTCTATTATATAATAATTGGTGTCGCGCTTGTAGAACCCGCTTCGCGATTAGTATTCAGT
	GlicP^17      AATTCTGAATGCCCGATAGGAATTTATAGGCCATTCACGGCATTTCTGTGTCTTATTTGTTTCTATTATATAATAATTGGTGTCGCGCTTGTAGAACCCGCTTCGCGATTAGTATTCAGT
	GlicE^20      AATTCTGAATGCCCGATAGGAATTTATAGGCCATTCACGGCATTTCTGTGTCTTATTTGTTTCTATTATRTAATAATTGGTGTCGCGCTTGTAGAACCCGCTTCGCGATTAGTATTCAGT
	GlicE^21      AATTCTGAATGCCCGATAGGAATTTATAGGCCATTCACGGCATTTCTGTGTCTTATTTGTTTCTATTATATAATAATTGGTGTCGCGCTTGTAGAACCCGCTTCGCGATTAGTATTCAGT
	GlicE^22       AATTCTGAATGCCCGATAGGAATTTATAGGCCATTCACGGCATTTCTGTGTCTTATTTGTTTCTATTATATAATAATTGGTGTCGCGCTTGTAGAACCCGCTTCGCGATTAGTATTCAGT
	GlicE^23       AATTCTGAATGCCCGATAGGAATTTATAGGCCATTCACGGCATTTCTGTGTCTTATTTGTTTCTATTATATAATAATTGGTGTCGCGCTTGTAGAACCCGCTTCGCGATTAGTATTCAGT
	GlicE^24      AATTCTGAATGCCCGATAGGAATTTATAGGCCATTCACGGCATTTCTGTGTCTTATTTGTTTCTATTATATAATAATTGGTGTCGCGCTTGTAGAACCCGCTTCGCGATTAGTATTCAGT
	GlicE^25      AATTCTGAATGCCCGATAGGAATTTATAGGCCATTCACGGCATTTCTGTGTCTTATTTGTTTCTATTATATAATAATTGGTGTCGCGCTTGTAGAACCCGCTTCGCGATTAGTATTCAGT
	GmorB^27    AATTCTGAATGCCCGATAGGAATTTATAGGCCATTCACGGCATTTCTGTGTCTTATTTGTTTCTATTATATAATAATTGGTGTCGCGCTTGTAGAACCCGCTTCGCGATTAGTATTCAGT
	GpasB^28    AATTCTGAATGCCCGATAGGAATTTATAGGCCATTCACGGCATTTCTGTGTCTTATTTGTTTCTATTATATAATAATTGGTGTCGCGCTTGTAGAACCCGCTTCGCGATTAGTATTCAGT


21 120
	GecuC^1     AAATATATTTAGTCAACTATATATAGTTTCAAGATTGACAGCCACTATTTTTTANATCATCCTGCCTACTTGATATGCAAATAGATAAATTTGTTTATTGCGTAACAAACCTGAATACAT
	GecuP^4     AAATATATTTAGTCAACTATATATAGTTTCAAGATTGACAGCCACTATTTTTTAGATCATCCTGCCTACTTGATATGCAAATAGATAAATTTGTTTATTGCGTAACAAACCTGAATACAT
	GecuP^5     AAATATATTTAGTCAACTATATATAGTTTCAAGATTGACAGCCACTATTTTTTMRATCATCCTGCCTACTTGATATGCAAATAGATAMATTTGTTTATTGCGTAACAAACCTGAATACAT
	GecuP^6      AAATATATTTAGTCAACTATATATAGTTTCRAGATTGACAGCCACTATTTTTTAGATCATCCTGCCTACTTGATATGCAAATAGATAAATTTGTTTATTGCGTAACAAACCTGAATACAT
	GecuP^7      AAATATATTTAGTCAACTATATATAGTTTCAAGATTGACAGCCACTATTTTTTAGATCATCTTGCCTACTTGATATGCAAATAGATACATTTGTTTATTGCGTAACAAACCTGAATACAT
	GecuE^8      AAATATATTTAGTCAACTATATATAGTTTCAAGATTGACAGCCACTATTTTTTMRATCATCCTGCCTACTTGATATGCAAATAGATAAATTTGTTTATTGCGTAACAAACCTGAATACAT
	GecuE^9       AAATATATTTAGTCAACTATATATAGTTTCAAGATTGACAGCCACTATTTTTTAGATCATCCTGCCTACTTGATATGCAAATAGATAMATTTGTTTATTGCGTAACAAACCTGAATACAT
	GecuE^10       AAATATATTTAGTCAACTATATATAGTTTCAAGATTGACAGCCACTATTTTTTAGATCATCCTGCCTACTTGATATGCAAATAGATAMATTTGTTTATTGCGTAACAAACCTGAATACAT
	GecuE^11      AAATATATTTAGTCAACTATATATAGTTTCAAGATTGACAGCCACTATTTTTTMRATCATCCTGCCTACTTGATATGCAAATAGATAMATTTGTTTATTGCGTAACAAACCTGAATACAT
	GlicC^15     AAATATATTTAGTCAACTATATATAGTTTCAAGATTGACAGCCACTATTTTTTCAATCATCCTGCCTACTTGATATGCAAATAGATAAATTTGTTTATTGCGTAACAAACCTGAATACAT
	GlicC^16     AAATATATTTAGTCNACTATATATAGTTTCAAGATTGACAGCCACTATTTTTTAGATCATCCTGCCTACTTGATATGCAAATAGATAAATTTGTTTATTGCGTAACAAACCTGAATACAT
	GlicP^17      AAATATATTTAGTCAACTATATATAGTTTCAAGATTGACAGCCACTATTTTTTMRATCATCCTGCCTACTTGATATGCAAATAGATAAATTTGTTTATTGCGTAACAAACCTGAATACAT
	GlicE^20      AAATATATTTAGTCAACTATATATAGTTTCAAGATTGACAGCCACTATTTTTTAGATCATCCTGCCTACTTGATATGCAAATAGATAAATTTGTTTATTGCGTAACAAACCTGAATACAT
	GlicE^21      AAATATATTTAGTCAACTATATATAGTTTCAAGATTGACAGCCACTATTTTTTAGATCATCCTGCCTACTTGATATGCAAATAGATAMATTTGTTTATTGCGTAACAAACCTGAATACAT
	GlicE^22       AAATATATTTAGTCAACTATATATAGTTTCAAGATTGACAGCCACTATTTTTTAGATCATCCTGCCTACTTGATATGCAAATAGATAAATTTGTTTATTGCGTAACAAACCTGAATACAT
	GlicE^23       AAATATATTTAGTCAACTATATATAGTTTCAAGATTGACAGCCACTATTTTTTMRATCATCCTGCCTACTTGATATGCAAATAGATAAATTTGTTTATTGCGTAACAAACCTGAATACAT
	GlicE^24      AAATATATTTAGTCAACTATATATAGTTTCAAGATTGACAGCCACTATTTTTTAGATCATCCTGCCTACTTGATATGCAAATAGATAAATTTGTTTATTGCGTAACAAACCTGAATACAT
	GlicE^25      AAATATATTTAGTCAACTATATATAGTTTCAAGATTGACAGCCACTATTTTTTCAATCATCCTGCCTACTTGATATGCAAATAGATAAATTTGTTTATTGCGTAACAAACYTGAATACAT
	GmorB^27    AAATATATTTAGTCAACTATATATAGTTTCAAGATTGACAGCCACTATTTTTTMRATCATCCTGCCTACTTGATATGCAAATAGATAAATTTGTTTATTGCGTAACAAACCTGAATACAT
	GpasB^28    AAATATATTTAGTCAACTATATATAGTTTCAAGATTGACAGCCACTATTTTTTMRATCATCCTGCCTACTTGATATGCAAATAGATAAATTTGTTTATTGCGTAACAAACCTGAATACAT
	GpasB^29    AAATATATTTAGTCAACTATATATAGTTTCAAGATTGACAGCCACTATTTTTTAGATCATCCTGCCTACTTGATATGCAAATAGATANATTTGTTTATTGCGTAACAAACCTGAATACAT


15 120
	GecuC^1     CGTCAATACCCGAAGATGTCTTATGTGTAATGGACATAATTACATTGAAAATTTCATATTTGTTTGTTGATTGCAAGTATATTATTCTATCTTGAATATCTAAGTTGTTGTTGTACTGGT
	GecuP^4     CGTCAATACCCGAAGATGTCTTATGTGTAATGGACATAATTACATTGAAAATTTCATATTTGTTTGTTGGTTGCAAGTATATTATTCTATCTTGAATATCTAATTTGTTGTTGTACTGGT
	GecuE^8       CGTCAATACCCGAAGATGTCTTATGTGTAATGGACATAATTACATTGAAAATTTCATATTTGTTTGTTGGTTGCAAGTATATTGTTCTATCTTGAATATCTAAGTTGTTGTTGTACTGGT
	GecuE^9       CGTCAATACCCGAAGATGTCTTATGTGTAATGGACATAATTACATTGAAAATTTCATATTTGTTTGTTGGTTGCAAGTATATTATTCTATCTTGAATATCTAATTTGTTGTTGTACTGGT
	GecuE^10      CGTCAATACCCGAAGATGTCTTATGTGTAATGGACATAATTACATTGAAAATTTCATATTTGTTTGTTGGTTGCAAGTATATTRYTCTATCTTGAATATCTAAGTTGTTGTTGTACTGGT
	GlicC^15     CGTCAATACCCGAAGATGTCTTANGTGTAATGGACATAATTACATTGAAAATTTCATATTTGTTTGTTGGTTGCAAGTATATTGCTCTATCTTGAATATCTAAGTTGTTGTTGTACTGGT
	GlicP^17      CGTCAATACCCGAAGATGTCTTATGTGTAATGGACATAATTACATTGAAAATTTCATATTTGTTTGTTGGTTGCAAGTATATTGTTCTATCTTGAATATCTAAGTTGTTGTTGTACTGGT
	GlicE^20      CGTCAATACCCGAAGATGTCTTATGTGTAATGGACATAATTACATTGAAAATTTCATATTTGTTTGTTGGTTGCAAGTATATTATTCTATCTTGAATATCTAAGTTGTTGTTGTACTGGT
	GlicE^21      CGTCAATACCCGAAGATGTCTTATGTGTAATGGACATAATTACATTGAAAATTTCATATTTGTTTGTTGGTTGCAAGTATATTGCTCTATCTTGAATATCTAAGTTGTTGTTGTACTGGT
	GlicE^22       CGTCAATACCCGAAGATGTCTTATGTGTAATGGACATAATTACATTGAAAATTTCATATTTGTTTGTTGGTTGCAAGTATATTGTTCTATCTTGAATATCTAAGTTGTTGTTGTACTGGT
	GlicE^23       CGTCAATACCCGAAGATGTCTTATGTGTAATGGACATAATTACATTGAAAATTTCATATTTGTTTGTTGGTTGCAAGTATATTGYTCTATCTTGAATATCTAAGTTGTTGTTGTACTGGT
	GlicE^24      CGTCAATACCCGAARATGTCTTATRTGTAATGGACATAATTACATTGAAAATTTCATATTTGTTTGTTGGTTGCAAGTATATTRTTCTATCTTGAATATCTAAGTTGTTGTTGTACTGGT
	GmorB^27    CGTCAATACCCGAAGATGTCTTATGTGTAATGGACATAATTACATTGAAAATTTCATATTTGTTTGTTGGTTGCAAGTATATTGTTCTATCTTGAATATCTAAGTTGTTGTTGTACTGGT
	GpasB^28    CGTCAATACCCGAAGATGTCTTATGTGTAATGGACATAATTACATTGAAAATTTCATATTTGTTTGTTGGTTGCAAGTATATTATTCTATCTTGAATATCTAAGTTGTTGTTGTACTGGT
	GpasB^29    CGTCAATACCCGAAGATGTCTTATGTGTAATGGACATAATTACATTGAAAATTTCATATTTGTTTGTTGGTTGCAAGTATATTATTCTATCTTGAATATCTAAGTTGTTGTTGTACTGGT


19 120
	GecuC^1     TCCAAAGCCATTCAGAAAGCTAGGGATCTAACCAGCGAAGAAGATACGCTAATAGTGGTAACCTCTGATCACTCCCACGTTTTYACGGTTTCTGGCTACGCTACCAGAGGTAACGATATC
	GecuP^4     TCCAAAGCCATTCAGAAAGCTAGGGATCTAACCAGCGAAGAAGATACGCTAATAGTGGTAACCTCTGATCACTCCCACGTTTTCACGGTTTCTGGCTACGCWACCAGAGGTAACGATATC
	GecuP^5      TCCAAAGCCATTCAGAAAGCTAGGGATCTAACCAGCGAAGAAGATACGCTAATAGTGGTAACCTCTGATCACTCCCACGTTTTCACGGTTTCTGGCTACGCTACCAGAGGTAACGATATC
	GecuE^8      TCCAAAGCCATTCAGAAAGCTAGGGATCTAACCAGCGAAGAAGATACGCTAATAGTGGTAACCTCTGATCACTCCCACGTTTTCACGGTTTCTGGCTACGCTACCAGAGGTAACGATATC
	GecuE^9       TCCAAAGCCATTCAGAAAGCTAGGGATCTAACCAGCGAAGAAGATACGCTAATAGTGGTAACCTCTGATCACTCCCACGTTTTCACGGTTTCTGGCTACGCWACCAGAGGTAACGATATC
	GecuE^10       TCCAAAGCCATTCAGAAAGCTAGGGATCTAACCAGCGAAGAAGATACGCTAATAGTGGTAACCTCTGATCACTCCCACGTTTTCACGGTTTCTGGCTACGCTACCAGAGGTAACGATATC
	GecuE^11      TCCAAAGCCATTCAGAAAGCTAGGGATCTAACCAGCGAAGAAGATACGCTAATAGTGGTAACCTCTGATCACTCCCACGTTTTCACGGTTTCTGGCTACGCTACCAGAGGTAACGATATC
	GlicC^15     TCCAAAGCCATTCAGAAAGCTAGGGATCTAACCAGCGAAGAAGATACGCTAATAGTGGTAACCTCTGATCACTCCCACGTTTTCACGGTTTCTGGCTACGCAACCAGAGGTAACGATATC
	GlicP^17      TCCAAAGCCATTCAGAAAGCTAGGGATCTAACCAGCGAAGNAGATACGCTAATAGTGGTAACCTCTGATCACTCCCACGTTTTCACGGTTTCTGGCTACGCAACCAGAGGTAACGATATC
	GlicP^18      TCCAAAGCCATTCAGAAAGCTAGGGATCTAACCAGCGAAGAAGATACGCTAATAGTGGTAACCTCTGATCACTCCCACGTTTTCACGGTTTCTGGCTACGCAACCAGAGGTAACGATATC
	GlicE^20      TCCAAAGCCATTCAGAAAGCTAGGGATCTAACCAGCGAAGAAGATACGCTAATAGTGGTAACCTCTGATCACTCCCACGTTTTCACGGTTTCTGGCTACGCAACCAGAGGTAACGATATC
	GlicE^21      TCCAAAGCCATTCAGAAAGCTAGGGATCTAACCAGCGAAGAAGATACGCTAATAGTGGTAACCTCTGATCACTCCCACGTTTTCACGGTTTCTGGCTACGCAACCAGAGGTAACGATATC
	GlicE^22      TCCAAAGCCATTCAGAAAGCTAGGGATCTAACCAGCGAAGAAGATACGCTAATAGTGGTAACCTCTGATCACTCCCACGTTTTCACGGTTTCTGGCTACGCAACCAGAGGTAACGATATC
	GlicE^23       TCCAAAGCCATTCAGAAAGCTAGGGATCTAACCAGCGAAGAAGATACGCTAATAGTGGTAACCTCTGATCACTCCCACGTTTTCACGGTTTCTGGCTACGCAACCAGAGGTAACGATATC
	GlicE^24      TCCAAAGCCATTCAGAAAGCTAGGGATCTAACCAGCGAAGAAGATACGCTAATAGTGGTAACCTCTGATCACTCCCACGTTTTCACGGTTTCTGGCTACGCAACCAGAGGTAACGATATC
	GlicE^25      TCCAAAGCCATTCAGAAAGCTAGGGATCTAACCAGCGAAGAAGATACGCTAATAGTGGTAACCTCTGATCACTCCCACGTTTTCACGGTTTCTGGCTACGCAACCAGAGGTAACGATATC
	GmorB^27    TCCAAAGCCATTCAGAAAGCTAGGGATCTAACCAGCGAAGAAGATACGCTAATAGTGGTAACCTCTGATCACTCCCACGTTTTCACGGTTTCTGGCTACGCWACCAGAGGTAACGATATC
	GpasB^28    TCCAAAGCCATTCAGAAAGCTAGGGATCTAACCAGCGAAGAAGATACGCTAATAGTGGTAACCTCTGATCACTCCCACGTTTTTACGGTTTCTGGCTACGCTACCAGAGGTAACGATATC
	GpasB^29    TCCAAAGCCATTCAGAAAGCTARGGATCTAACCAGCGAAGAAGATACGCTAATAGTGGTAACCTCTGATCACTCCCACGTTTTYACRGTTTCTGGCTACGCWACCAGAGGTAACGATATC


20 120
	GecuC^1     AAACATTAGCATGTGGTAAGCTGCAGC---ATTCAATATTTGCAGTTGGAAACGTCACACAAATGAAAAAAAACAAGTTTGTGTGGAGCTGTTACTGCAATTCAATTGAATTGCTATTAT
	GecuP^4     AAACATTAGCATGTGGTAAGCTGCAGC---ATTCAATATTTGCAGTTGGAAACGTCACACAAATGAAAAAAAACAAGTTTGTGTGGAGCTGTTACTGCAATTCAATTGAATTGCTATTAT
	GecuP^5     AAACATTAGCATGTGGTAAGCTGCAGCATTATTCAATATTTGCAGTTGGAAACGTCACACAAATGAAAAAAAACAAGTTTGTGTGGAGCTGTTACTGCAATTCAATTGAATTGCTATTAT
	GecuP^6      AAACATTAGCATGTGGTAAGCTGCRGC---ATTCAATATTTGCAGTTGGAAACGTCACACAAATGAAAAAAAACAAGTTTGTGTGGAGCTGTTACTGCAATTCAATTGAATTGCTATTAT
	GecuP^7      AAACATTAGCATGTGNTAAGCTGCAGCNNNATTCAATATTTGCAGTTGGAAACGTCACACAAATG-AAAAAAACAAGTTTGTGTGGAGCTGTTACTGCAATTCAATTGAATTGCTATTAT
	GecuE^8      AAACATTAGCATGTGGTAAGCTGCAGC---ATTCAATATTTGCAGTTGGAAACGTCACACAAATGAAAAAAAACAAGTTTGTGTGGAGCTGTTACTGCAATTCAATTGAATTGCTATTAT
	GecuE^9       AAACATTAGCATGTGGTAAGCTGCAGC---ATTCAATATTTGCAGTTGGAAACGTCACACAAATGAAAAAAAACAAGTTTGTGTGGAGCTGTTACTGCAATTCAATTGAATTGCTATTAT
	GecuE^10       AAACATTAGCATGTGGTAAGCTGCAGC---ATTCAATATTTGCAGTTGGAAACGTCACACAAATGAAAAAAAACAAGTTTGTGTGGAGCTGTTACTGCAATTCAATTGAATTGCTATTAT
	GlicC^15     AAACATTAGCATGTGGTAAGCTACAGC---ATTCAATATTTGCAGTTGGAAACGTCACACAAATG-AAAAAAACAAGTTTGTGTRGAGCTGTTACTGCAATTCAATTGAATTGCTATTAT
	GlicP^17      AAACATTAGCATGTGGTAAGCTGCAGC---ATTCAATATTTGCAGTTGGAAACGTCACACAAATG-AAAAAAACAAGTTTGTGTGGAGCTGTTACTGCAATTCAATTGAATTGCTATTAT
	GlicP^18      AAACATTAGCATGTGGTAAGCTGCAGC---ATTCAATATTTGCAGTTGGAAACGTCACACAAATG-AAAAAAACAAGTTTGTGTGGAGCTGTTACTGCAATTCAATTGAATTGCTATTAT
	GlicE^20      AAACATTAGCATGTGGTAAGCTGCAGC---ATTCAATATTTGCAGTTGGAAACGTCAMACAAATG-AAAAAAACAAGTTTGTGTGGAGCTGTTACTGCAATTCAATTGAATTGCTATTAT
	GlicE^21      AAACATTAGCATGTGGTAAGCTGCAGC---ATTCAATATTTGCAGTTGGAAACGTCACACAAATGAAAAAAAACAAGTTTGTGTGGAGCTGTTACTGCAATTCAATTGAATTGCTATTAT
	GlicE^22       AAACATTAGCATGTGGTAAGCTGCAGC---ATTCAATATTTGCAGTTGGAAACGTCACACAAATGAAAAAAAACAAGTTTGTGTGGAGCTGTTACTGCAATTCAATTGAATTGCTATTAT
	GlicE^23       AAACATTAGCATGTGGTAAGCTGCAGC---ATTCAATATTTGCAGTTGGAAACGTCACACAAATG-AAAAAAACAAGTTTGTGTGGAGCTGTTACTGCAATTCAATTGAATTGCTATTAT
	GlicE^24      AAACATTAGCATGTGGTAAGCTGCAGC---ATTCAATATTTGCAGTTGGAAACGTCACACAAATG-AAAAAAACAAGTTTGTGTGGAGCTGTTACTGCAATTCAATTGAATTGCTATTAT
	GlicE^25      AAACATTAGCATGTGGTAAGCTGCAGC---ATTCAATATTTGCAGTTGGAAACGTCACACAAATGAAAAAAAACAAGTTTGTGTGGAGCTGTTACTGCAATTCAATTGAATTGCTATTAT
	GmorB^27    AAACATTAGCATGTGGTAAGCTGCAGC---ATTCAATATTTGCAGTTGGAAACGTCACACAAATGAAAAAAAACAAGTTTGTGTGGAGCTGTTACTGCAATTCAATTGAATTGCTATTAT
	GpasB^28    AAACATTAGCATGTGGTAAGCTGCAGC---ATTCAATATTTGCAGTTGGAAACGTCACACAAATGAAAAAAAACAAGTTTGTGTGGAGCTGTTACTGCAATTCAATTGAATTGCTATTAT
	GpasB^29    AAACATTAGCATGTGGTAAGCTGCAGCATTATTCAATATTTGCAGTTGGAAACGTCACACAAATGAAAAAAAACAAGTTTGTGTGGAGCTGTTACTGCAATTCAATTGAATTGCTATTAT


20 120
	GecuC^1     GAAGGAGATTGAAGTTTATGTTTTGTTTGAACGGGSAGAATTTGCGGCGCTTCGCTTTTCTTTTTTCTCKATGTTYTTCACGTCGTGAATCAAATCAGATCTCNGGATATTGAAGATATT
	GecuP^4     GAAGGAGATTGAAGTTTATGTTTTGTTTGAACGGGGAGAATTTGCGGCGCTTCKCTTTTCTTTTTTCTCTATGTTCTTCACGTCGTGAATCAAATCAGATCTCGGGATATTGAAGATATT
	GecuP^5     GAAGGAGATTGAAGTTTATGTTTTGTTTGAACGGG-AGAATTTGCGGCGCTTCGCTTTTCTTTTTTCTCNATGTTNTTCACGTCGTGAATCAAATCAGATCTCGGGATATTGAAGATATT
	GecuP^6      GAAGGAGATTGAAGTTTATGTTTTGTTTGAACGGGSAGAATTTGCGGCGCTTCGCTTTTCTTTTTTCTCKATGTTYTTCACGTCGTGAATCAAATCAGATCTCGGGATATTGAAGATATT
	GecuE^8      GAAGGAGATTGAAGTTTATGTTTTGTTTGAACGGGGAGAATTTGCGGCGCTTCGCTTTTCTTTTTTCTCKATGTTYTTCACGTCGTGAATCAAATCAGATCTCGGGATATTGAAGATATT
	GecuE^9       GAAGGAGATTGAAGTTTATGTTTTGTTTGAACGGGSAGAATTTGCGGCGCTTCGCTTTTCTTTTTTCTCTATGTTYTTCACGTCGTGAATCAAATCAGATCTCGGGATATTGAAGATATT
	GecuE^10       GAAGGAGATTGAAGTTTATGTTTTGTTTGAACGGGSAGAATTTGCGGCGCTTCGCTTTTCTTTTTTCTCGATGTTTTTCACGTCGTGAATCAAATCAGATCTCGGGATATTGAAGATRTT
	GecuE^11      GAAGGAGATTGAAGTTTATGTTTTGTTTGAACGGGCAGAATTTGCGGCGCTTCGCTTTTCTTTTTTCTCTATGTTCTTCACGTCGTGAATCAAATCAGATCTCGGGATATTGAAGATATT
	GecuE^12      GAAGGAGATTGAAGTTTATGTTTTGTTTGAACGGGGAGAATTTGCGGCGCTTCGCTTTTCTTTTTTCTCTATGTTCTTCACGTCGTGAATCAAATCAGATCTCGGGATATTGAAGATATT
	GlicC^15     GAAGGAGATTGAAGTTTATGTTTTGTTTGAACGGGCAGAATTTGCGGCGCTTCGCTTTTCTTTTTTCTCTATGTTCTTCACGTCGTGAATCAAATCAGATCTCGGGATANTGAAGATATT
	GlicP^17      GAAGGAGATYGAAGTTTATGTTTTGTTTGAACGGGGAGAATTTGCGGCGCTTCGCTTTTCTTTTTTCTCTATGTTCTTCACGTCGTGAATCAAATCAGATCTCGGGATATTGAAGATATT
	GlicE^20      GAAGGAGATTGAAGTTTATGTTTTGTTTGAACGGGCAGAATTTGCGGCGCTTCGCTTTTCTTTTTTCTCTATGTTCTTCACGTCGTGAATCAAATCAGATCTCGGGATATTGAAGATATT
	GlicE^21      GAAGGAGATYGAAGTTTATGTTTTGTTTGAACGGGSAGAATTTGCGGCGCTTCGCTTTTCTTTTTTCTCTATGTTCTTCACGTCGTGAATCAAATCAGATCTCGGGATATTGAAGATATT
	GlicE^22       GAAGGAGATTGAAGTTTATGTTTTGTTTGAACGGGCAGAATTTGCGGCGCTTCGCTTTTCTTTTTTCTCTATGTTCTTCACGTCGTGAATCAAATCAGATCTCGGGATATTGAAGATATT
	GlicE^23       GAAGGAGATTGAAGTTTATGTTTTGTTTGAACGGGSAGAATTTGCGGCGCTTCGCTTTTCTTTTTTCTCTATGTTCTTCACGTCGTGAATCAAATCAGATCTCGGGATATTGAAGATATT
	GlicE^24      GAAGGAGATTGAAGTTTATGTTTTGTTTGAACGGG-AGAATTTGCGGCGCTTCGCTTTTCTTTTTTCTCTATGTTCTTCACGTCGTGAATCAAATCAGATCTCGGGATATTGAAGATATT
	GlicE^25      GAAGGAGATTGAAGTTTATGTTTTGTTTGAACGGGGAGAATTTGCGGCGCTTCGCTTTTCTTTTTTCTCKATGTTYTTCACGTCGTGAATCAAATCAGATCTCGGGATATTGAAGATATT
	GmorB^27    GAAGGAGATTGAAGTTTATGTTTTGTTTGAACGGGGAGAATTTGCGGCGCTTCGCTTTTCTTTTTTCTCTATGTTCTTCACGTCGTGAATCAAATCAGATCTCGGGATATTGAAGATATT
	GpasB^28    GAAGGAGATTGAAGTTTATGTTTTGTTTGAACGGGGAGAATTTGCGGCGCTTCGCTTTTCTTTTTTCTCKATGTTYTTCACGTCGTGAATCAAATCAGATCTCGGGATATTGAAGATATT
	GpasB^29    GAAGGAGATTGAAGTTTATGTTTTGTTTGAACGGGGAGAATTTGCGGCGCTTCGCTTTTCTTTTTTCTCKATGTTYTTCACGTCGTGAATCAAATCAGATCTCGGGATATTGAAGATATT


20 120
	GecuC^1     TTGAAGAAGTTCCCAAATGGAAAGATATCAGTCTTTCAAACAGCTGGTGGCTGACATACTTACCATATGACAATGCAATTGCTAATTACCTTCTAAATGACCAAATTAGGGATAGAACAC
	GecuP^4     TTGAAGAAGTTCCCAAATGGAAAGATATCAGTCTTTCAAACAGCTGRTGGCTGRCATACTTACCATATGACAATGCAATTGCTAATTACCTTCTAAATGACCAAATTAGGGATAGAACAC
	GecuP^5     TTGAAGAAGTTCCCAAATGGAAAGATATCAGTCTTTCAAACARCTGRTGGCTGACATACTTACCATATGACAATGCAATTGCTAATTACCTTCTAAATGACCAAATTAGGGATAGAACAC
	GecuP^6      TTGAAGAAGTTCCCAAATGGAAAGATATCAGTCTTTCAAACAGCTGRTGGCTGRCATACTTACCATATGACAATGCAATTGCTAATTACCTTCTAAATGACCAAATTAGGGATAGAACAC
	GecuP^7      TTGNAGAAGTTCCCAAATGGAAAGATATCAGTCTTTCAAACAACTGATGGCTGACATACTTACCATATGACAATGCAATTGCTAATTACCTTCTAAATGACCAAATTAGGGATAGAACAC
	GecuE^8      TTGAAGAAGTTCCCAAATGGAAAGATATCAGTCTTTCAAACAGCTGGTGGCTGACATACTTACCATATGACAATGCAATTGCTAATTACCTTCTAAATGACCAAATTAGGGATAGARCAC
	GecuE^9       TTGAAGAAGTTCCCAAATGGAAAGATATCNNT-TTTCAAACAGCTGATGGCTGACATACTTACCATATGACAATGCAATTGCTTATTACCTTCTAAATGACCAAATTAGGGATAGAACAC
	GecuE^10       TTGAAGAAGTTCCCAAATGGAAAGATATCAGTYTTTCAAACAGCTGATGGCTGRCATACTTACCATATGACAATGCAATTGCTAATTACCTTCTAAATGACCAAATTAGGGATAGAACAC
	GecuE^11      TTGAAGAAGTTCCCAAATGGAAAGATATC---TTTTCAAACAGCTGATGGCTGACATACTTACCATATGACAATGCAATTGCTTATTACCTTCTAAATGACCAAATTAGGGATAGAACAC
	GlicC^15     TTGAAGAAGTTCCCAAATGGAAAGATATCAGTCTTTCAAACAGCTGGTGGCTGACATACTTACCATATGACAATGCAATTGCTAATTACCTTCTAAATGACCAAATTAGGGATAGAACAC
	GlicP^17      TTGAAGAAG-TCCCAAATGGAAAGATATCAGTCTTTCAAA-AGCTGRTGGCTGRCATACTTACCATATGACAATGCAATTGCTWATTACCTTCTAAATGACCAAATTAGGGATAGAACAC
	GlicE^20      TTGAAGAAGTTCCCAAATGGAAAGATATCAGT-TTTCNAACAGCTGNTGGCTGACATACTTACCATATGACAATGCAATTGCTAATTACCTTCTAAATGACCAAATTAGGGATAGAACAC
	GlicE^21      TTGAAGAAGTTCCCAAATGGAAAGATATCAGTCTTTCAAACAGCTGGTGGCTGACATACTTACCATATGACAATGCAATTGCTAATTACCTTCTAAATGACCAAATTAGGGATAGAACAC
	GlicE^22      TTGAAGAAGTTCCCAAATGGAAAGATATCAGTCTTTCAAACAGCTGRTGGCTGRCATACTTACCATATGACAATGCAATTGCTAATTACCTTCTAAATGACCAAATTAGGGATAGAACAC
	GlicE^23       TTGAAGAAGTTCCCAAATGGAAAGATATCAGTCTTTCAAACAGCTGRTGGCTGRCATACTTACCATATGACAATGCAATTGCTWATTACCTTCTAAATGACCAAATTAGGGATAGAACAC
	GlicE^24      TTGAAGAAGTTCCCAAATGGAAAGATATCAGTCTTTCAAACAGCTGNTGGCTGNCATACTTACCATATGACAATGCAATTGCTAATTACCTTCTAAATGACCAAATTAGGGATAGAACAC
	GlicE^25      TTGAAGAAGTTCCCAAATGGAAAGATATCAGTCTTTCAAACAGCTGGTGGCTGACATACTTACCATATGACAATGCAATTGCTAATTACCTTCTAAATGACCAAATTAGGGATAGAACAC
	GmorB^27    TTGAAGAAGTTCCCAAATGGAAAGATATCAGTCTTTCAAACAGCTGGTGGCTGACATACTTACCATATGACAATGCAATTGCTAATTACCTTCTAAATGACCAAATTAGGGATAGAACAC
	GpasB^28    TTGAAGAAGTTCCCAAATGGAAAGATATCAGTCTTTCAAACAGCTGGTGGCTGACATACTTACCATATGACAATGCAATTGCTAATTACCTTCTAAATGACCAAATTAGGGATAGAGCAC
	GpasB^29    TTGAAGAAGTTCCCAAATGGAAAGATATCNN--TTTCAAACAGCTGNTGGCTGACATACTTACCATATGACAATGCAATTGCTAATTACCTTCTAAATGACCAAATTAGGGATAGANCAC


15 120
	GecuC^1     AAGTCAGATGCGAAGCCGTGGAATAGAGAATGGTAACCATAGAAACGATTGCAATGCCTTATATGTAACTATCCCTTTCTGGCATGTACACGAGTCGCGCAGAAATTCTGCCGAATCTGT
	GecuP^4     AAGTCAGATGCGAAGCCGTGGAATAGAGAATGGTAACCATAGAAACGATTGCAATGCCTTATATGTAACTATCCCTTTCTGGCATGTACACGAGTCGCGCAGAAATTCTGCCGAATCTGT
	GecuP^5     AAGTCAGATGCGAAGCCGTGGAATAGAGAATGGTAACCATAGAAACGATTGCAATGCCTTATATGTAACTATCCCTTTCTGGCATGTACACGAGTCGCGCAGAAATTCTGCCGAATCTGT
	GecuP^6      AAGTCAGATGCGAAGCCGTGGAATAGAGAATGGTAACCATAGAAACGATTGCAATGCCTTATATGTAACTATCCCTTTCTGGCA------CGAGTCGCGCAGAAATTCTGCCGAATCTGT
	GecuE^8       AAGTCAGATGCGAAGCCGTGGAATAGAGAATGGTAACCATAGAAACGATTGCAATGCCTTATATGTAACTATCCCTTTCTGGCATGTACACGAGTCGCGCAGAAATTCTGSCGAATCTGT
	GecuE^9       AAGTCAGATGCGAAGCCGTGGAATAGAGAATGGTAACCATAGAAACGATTGCAATGCCTTATATGTAACTATCCCTTTCTGGCATGTACACGAATCGCGCAGAAATTCTGCCGAATCTGT
	GecuE^10      AAGTCAGATGCGAAGCCGTGGAATAGAGAATGGTAACCATAGAAACGATTGCAATGCCTTATATGTAACTATCCCTTTCTGGCATGTACGCGAGTCGCGCAGAARTTCTGCCGAATCTGT
	GlicC^15     AAGTCAGATGCGAAGCCGTGGAATRGAGAATGGTAACCATAGAAACGATTGCAATGCCTTATATGTAACTATCCCTTTTTGGCATGTACACGAGTCGCGCAGAAATTCTGCCGAATCTGT
	GlicP^17      AAGTCAGATGCGAAGCCGTGGAATAGAGAATGGTAACCATAGAAACGATTGCAATGCCTTATATGTAACTATCCCTTTCTGGCATGTACACGAGTCGCGCAGAAATTCTGCCGAATCTGT
	GlicE^20      AAGTCANATGCGAAGCCGTGGAATAGAGAATGGTAACCATAGAAACGATTGCAATGCCTTATATGTAACTATCCCTTTCTGGCATGTACACGAGTCGCGCAGAAATTCTGCCGAATCTGT
	GlicE^21      AAGTCAGATGCGAAGCCGTGGAATAGAGAATGGTAACCATAGAAACGATTGCAATGCCTTATATGTAACTATCCCTTTCTGGCATGTACACGAGTCGCGCAGAAATTCTGCCGAATCTGT
	GlicE^22      AAGTCAGATGCGAAGCCGTGGAATAGAGAATGGTAACCATAGAAACGATTGCAATGCCTTATATGTAACTATCCCTTTCTRGCATGTACACGAGTCGCGCAGAAATTCTGCCGAATCTGT
	GmorB^27    AAGTCAGATGCGAAGCCGTGGAATAGAGAATGGTAACCATAGAAACGATTGCAATGCCTTATATGTAACTATCCCTTTCTGGCATGTACACGAATCGCGCAGAAATTCTGCCGAATCTGT
	GpasB^28    AAGTCAGATGCGAAGCCGTGGAATAGAGAATGGTAACCATAGAAACGATTGCAATGCCTTATATGTAACTATCCCTTTCTGGCATGTACACGAGTCGCGCAGAAATTCTGCCGAATCTGT
	GpasB^29    AAGTCAGATGCGAAGCCGTGGAATAGAGAATGGTAACCATAGAAACGATTGCAATGCCTTATATGTAACTATCCCTTTCTGGCATGTACACGAGTCGCGCAGAAATTCTGCCGAATCTGT


18 120
	GecuC^1     CGCATAATTTGACCCACGCATAAAGAAAAGGCTCGTGTCAATTGGTGTAGGAAATGCGCAAAAAATTCGACAAAGGAACTTCAAAATCCGTATACAATATCGGTGACGGAGGTGACGAAA
	GecuP^4     CGCATAATTTGACCCACGCATAAAGAAAAGGCTCGTGTCAATTGGTGTAGGAAATGCGCAAAAAATTCGACAAAGGAACTTCAAAATCCGTATACAATATCGGTGACGGAGGTGACGAAA
	GecuP^5      CGCATAATTTGACCCACGCATAAAGAAAAGGCTCGTGTCAATTGGTGTAGGAAATGCGCAAAAAATTCGACAAAGGAACTTCAAAATCCGTATACAATATCGGTGACGGAGGTGACGAAA
	GecuE^8      CGCATAATTTGACCCACGCATAAAGAAAAGGCTCGTGTCAATTGGTGTAGGAAATGCGCAAAAAATTCGACAAAGGAACTTCAAAATCCGTATACAATATCGGTGACGGAGGTGACGAAA
	GecuE^9       CGCATAATTTGANCYACGCATAAAGAAAAGGCTCGTGTCAATTNGTGTAGGAAATGCGCAAAAAATTCGACAAAGGAACTTCAAAATCCGTATACAATATCGGTGACGGAGGTGACGAAA
	GecuE^10       CGCATAATTTGAYCCACGCATAAAGAAAAGGCTCGTGTCAATTGGTGTAGGAAATGCGCAAAAAATTCGACAAAGGAACTTCAAAATCCGTATACAATATCGGTGACGGAGGTGACGAAA
	GecuE^11       CGCATAATTTGACCCACGCATAAAGAAAAGGCTCGTGTCAATTGGTGTAGGAAATGCGCAAAAAATTCGACAAAGGAACTTCAAAATCCGTATACAATATCGGTGACGGAGGTGACGAAA
	GecuE^12      CGCATAATTTGATCCACGCATAAAGAAAAGGCTCGTGTCAATTGGTGTAGGAAATGCGCAAAAAATTCGACAAAGGAACTTCAAAATCCGTATACAATATCGGTGACGGAGGTGACGAAA
	GlicC^15     CGCATAATTTGACCCACGCATAAAGAAAAGGCTCGTGTCAATTGGTGTAGGAAATGCGCAAAAAATTCGACAAAGGAACTTCAAAATCCGTATACAATATCGGTGACGGAGGTGACGAAA
	GlicP^17      CGCATAATTTGACCCACGCATAAAGAAAAGGCTCGTGTCAATTGGTGTAGGAAATGCGCAAAAAATTCGACAAAGGAACTTCAAAATCCGTATACANTATCGGTGACGGAGGNGACGAAA
	GlicE^20      CGCATAATTTGACCCACGCATAAAGAAAAGGCTCGTGTCAATTGGTGTAGGAAATGCGCAAAAAATTCGACAAAGGAACTTCAAAATCCGTATACAATATCGGTGACGGAGGTGACGAAA
	GlicE^21      CGCATAATTTGACCCACGCATAAAGAAAAGGCTCGTGTCAATTGGTGTAGGAAATGCGCAAAAAATTCGACAAAGGAACTTCAAAATCCGTATACAATATCGGTGACGGAGGTGACGAAA
	GlicE^22       CGCATAATTTGACCCACKCATAAAGAAAAGGCTCGTGTCAATTGGTGTAGGAAATGCGCAAAAAATTCGACAAAGGAACTTCAAAATCCGTATACAATATCGGTGACGGAGGTGACGAAA
	GlicE^23       CGCATAATTTGACCCACGCATAAAGAAAAGGCTCGTGTCAATTGGTGTAGGAAATGCGCAAAAAATTCGACAAAGGAACTTCAAAATCCGTATACAATATCGGTGACGGAGGTGACGAAA
	GlicE^24      CGCATAATTTGACCCACGCATAAAGAAAAGGCTCGTGTCAATTGGTGTAGGAAATGCGCAAAAAATTCGACAAAGGAACTTCAAAATCCGTATACAATATCGGTGACGGAGGTGACGAAA
	GmorB^27    CGCATAATTTGATCCACGCATAAAGAAAAGGCTCGTGTCAATTGGTGTAGGAAATGCGCAAAAAATTCGACAAAGGAACTTCAAAATCCGTATACAATATCGGTGACGGAGGTGACGAAA
	GpasB^28    CGCATAATTTGAYCCACGCATAAAGAAAAGGCTCGTGTCAATTGGTGTAGGAAATGCGCAAAAAATTCGACAAAGGAACTTCAAAATCCGTATACAATATCGGTGACGGAGRTGACGAAA
	GpasB^29    CGCATAATTTGAYCCACGCATAAAGAAAAGGCTCGTGTCAATTGGTGTAGGAAATGCGCAAAAAATTCGACAAAGGAACTTCAAAATCCGTATACAATATCGGTGACGGAGRTGACGAAA


19 120
	GecuC^1     ATTCTAATATTCCACATCTTTTGTAACAATCCACTTTCGATGGTAGTAATGTTTRGTTTTGATGTTTGCTTTTA--TCTCTCTCGTGTACCACGTAGGATAATTCRAGTTTGTTGCTGTT
	GecuP^4     ATTCTAATATTCCACATCTTTTGTAACAATCCACTTTCGATGGTAGTAATGTTTAGTTTTGATGTTTGCTTTTA--TCTCTCTCGTGTACCACGTAGGATAATTCGAGTTTGTTGCTGTT
	GecuP^5     ATTCTAATATTCCACATCTTTTGTAACAATCCACTTTCGATGGTAGTAATGTTTRGTTTTGATGTTTGCTTTTA--TCTCTCTCGTGTACCACGTAGGATAATTCRAGTTTGTTGCTGTT
	GecuP^6      ATTCTAATATTCCACATCTTTTGTAACAATCCACTTTCGATGGTAGTAATGTTTRGTTTTGATGTTTGCTTTTA--TCTCTCTCGTGTACCACGTAGGATAATTCRAGTTTGTTGCTGTT
	GecuE^8      ATTCTAATATTCCACATCTTTTGTAACAATCCACTTTCGATGGTAGTAATGTTTGGTTTTGATGTTTGCTTTTATCTCTCTCTCGTGNACCACGTAGGATAATTCAAGTTTGTTGCTGTT
	GecuE^9       ATTCTAATATTCCACATCTTTTGTAACAATCCACTTTCGATGGTAGTAATGTTTAGTTTTGATGTTTGCTTTTA--TCTCTCTCGTGTACCACRTAGGATAATTCRAGTTTGTTGCTGTT
	GecuE^10       ATTCTAATATTCCACATSTTTTGTAACAATCCACTTTCGATGGTAGTAATGTTTRGTTTTGATGTTTGCTTTTA--TCTCTCTCGTGTACCACGTAGGATAATTCRAGTTTGTTGCTGTT
	GlicC^15     ATTCTAATATTCCACATCTTTTGTAACAATCCACTTTCGATGGTAGTAATGTTTRGTTTTGATGTTTGCTTTTA--TCTCTCTCGTGTACCACGTAGGATAATTCRAGTTTGTTGCTGTT
	GlicP^17      ATTCTAATATTCCACATCTTTTGTAACAATCCACTTTCGATGGTAGTAATGTTT-GTTTTGATGTTTGCTTTTA--TCTCTCTCGTGTACCACGTAGGANAATTCNAGTTTGTTGCTGTT
	GlicP^18      ATTCTAATATTCCACATCTTTTGTAACAATCCACTTTCGATGGTAGTAATGTTTGGTTTTGATGTTTGCTTTTA--TCTCTCTCGTGTACCACGTAGGATAATTCAAGTTTGTTGCTGTT
	GlicE^20      ATTCTAATATTCCACATCTTTTGTAACAATCCACTTTCGATGGTAGTAATGTTTAGTTTTGATGCTTGCTTTTA--TCTCTCTCGTGTACCACGTAGGATAATTCGAGTTTGTTGCTGTT
	GlicE^21      ATTCTAATATTCCACATCTTTTGTAACAATCCACTTTCGATGGTAGTAATGTTTRGTTTTGATGYTTGCTTTTA--TCTCTCTCGTGTACCACGTAGGATAATTCRAGTTTGTTGCTGTT
	GlicE^22       ATTCTAATATTCCACATCTTTTGTAACAATCCACTTTCGATGATAGTAATGTTTAGTTTTGATGTTTGCTTTTA--TCTCTCTCGTGTACCACGTAGGATAATTCGAGTTTGTTGCTGTT
	GlicE^23       ATTCTAATATTCCACATCTTTTGTAACAATCCACTTTCGATGRTAGTAATGTTTRGTTTTGATGTTTGCTTTTA--TCTCTCTCGTGTACCACGTAGGATAATTCRAGTTTGTTGCTGTT
	GlicE^24      ATTCTAATATTCCACATCTTTTGTAACAATCCACTTTCGATGGTAGTAATGTTTGGTTTTGATGTTTGCTTTTA--TCTCTCTCGTGTACCACGTAGGATAATTCAAGTTTGTTGCTGTT
	GlicE^25      ATTCTAATATTCCACATCTTTTGTAACAATCCACTTTCGATGGTAGTAATGTTTGGTTTTGATGTTTGCTTTTA--TCTCTCTCGTGTACCACGTAGGATAATTCAAGTTTGTTGCTGTT
	GmorB^27    ATTCTAATATTCCACATCTTTTGTAACAATCCACTTTCGATGGTAGTAATGTTTRGTTTTGATGTTTGCTTTTA--TCTCTCTCGTGTACCACGTAGGATAATTCRAGTTTGTTGCTGTT
	GpasB^28    ATTCTAATATTCCACATCTTTTGTAACAATCCACTTTCGATGGTAGTAATGTTTAGTTTTGATGTTTGCTTTTA--TCTCTCTCGTGTACCACGTAGGATAATTCGAGTTTGTTGCTGTT
	GpasB^29    ATTCTAATATTCCACATCTTTTGTAACAATCCACTTTCGATGGTAGTAATGTTTAGTTTTGATGTTTGCTTTTA--TCTCTCTCGTGTACCACGTAGGATAATTCGAGTTTGTTGCTGTT


17 120
	GecuC^1     AGGTTATGACAGGAGGAAAACCCTTGAAAAGCTTTCTTCGTATGTGGATAGTAAAAAAGCCGTACGAATAACGGATAAAATTTTCGATCTAATAGAAGATTTTCGAGCACATAATAGCAA
	GecuP^4     AGGTTATGACAGGAGGAAAACCCTTGAAAAGCTTTCTTCGTATGTGGATAGTAAAAAAGCCGTACGAATAACGGATAAAATTTTCGATCTAATAGAAGATTTTCGNGCACATAATAGCAA
	GecuP^5      AGGTTATGACAGGAGGAAAACCCTTGAAAAGCTTTCTTNGTATGTGGATAGTAAAAAAGCCGTACGAATAACGGATAAAATTTTCGATCTAATAGAAGATTTTCGRGCACATAATAGCAA
	GecuE^8       AGGTTATGACAGGAGGAAAACCCTTGAAAAGCTTTCTTCGTATGTGGATAGTAAAAAAGCCGTACGAATAACGGATAAAATTTTCGATCTAATAGAAGATTTTCGAGCACATAATAGCAA
	GecuE^9       AGGTTATGACAGGAGGAAAACCCTTGAAAAGCTTTCTTCGTATGTGGATAGTAAAAAAGCCGTACGAATAACGGATAAAATTTTCGATCTAATAGAAGATTTTCGRGCACATAATAGCAA
	GecuE^10      AGGTTATGACAGGAGGAAAACCCTTGAAAAGCTTTCTTCGTATGTGGATAGTAAAAAAGCCGTACGAATAACGGATAAAATTTTCGATCTAATAGAAGATTTTCGAGCACATAATAGCAA
	GlicC^15     AGGTTATGACAGGAGGAAAACCCTTGAAAAGCTTTCTTCGTATGTGGATAGTAAAAAAGCCGTACGAATAACGGATAAAATTTTCGATCTAATAGANGATTTTCGANCACATAATAGCAA
	GlicC^16     AGGTTATGACAGGAGGAAAACCCTTGAAAAGCTTTCTTCGTATGTGGATAGTAAAAAAGCCGTACGAATAACGGATAAAATTTTCGATCTAATAGAAGATTTTCGAGCACATAATAGCAA
	GlicP^17      AGGTTATGACAGGAGGAAAACCCTTGAAAAGCTTTCTTCGTATGTGGATAGTAAAAAAGCCGTACGAATAACGGATAAAATTTTCGATCTAATAGAAGATTTTCGAGCACATAATAGCAA
	GlicE^20      AGGTTATGACAGGAGGAAAACCCTTGAAAAGCTTTCTTCGTATGTGGATAGTAAAAAAGCCGTACGAATAACGGATAAAATTTTCGATCTAATAGAAGATTTTMGAGCACATAATAGCAA
	GlicE^21      AGGTTATGACAGGAGGAAAACCCTTGAAAAGCTTTCTTCGTATGTGGATAGTAAAAAAGCCGTACGAATAACGGATAAAATTTTCGATCTAATAGAAGATTTTCGAGCACATAATAGCAA
	GlicE^22       AGGTTATGACAGGAGGAAAACCCTTGAAAAGCTTTCTTCGTATGTGGATAGTAAAAAAGCCGTACGAATAACGGATAAAATTTTCGATCTAATAGAAGATTTTCGAGCACATAATAGCAA
	GlicE^23      AGGTTATGACAGGAGGAAAACCCTTGAAAAGCTTTCTTCGTATGTGGATAGTAAAAAAGCCGTACGAATAACGGATAAAATTTTCGATCTAATAGAAGATTTTCGAGCACATAATAGCAA
	GlicE^24      AGGTTATGACAGGAGGAAAACCCTTGAAAAGCTTTCTTCGTATGTGGATAGTAAAAAAGCCGTACGAATAACGGATAAAATTTTCGATCTAATAGAAGATTTTMGAGCACATAATAGCAA
	GmorB^27    AGGTTATGACAGGAGGAAAACCCTTGAAAAGCTTTCTTCGTATGTGGATAGTAAAAAAGCCGTACGAATAACGGATAAAATTTTCGATCTAATAGAAGATTTTCGAGCACATAATAGCAA
	GpasB^28    AGGTTATGACAGGAGGAAAACCCTTGAAAAGCTTTCTTCGTATGTGGATAGTAAAAAAGCCGTACGAATAACGGATAAAATTTTCGATCTAATAGAAGATTTTCGAGCACATAATAGCAA
	GpasB^29    AGGTTATGACAGGAGGAAAACCCTTGAAAAGCTTTCTTCGTATGTGGATAGTAAAAAAGCCGTACGAATAACGGATAAAATTTTCGATCTAATAGAAGATTTTCGAGCACATAATAGCAA


20 120
	GecuC^1     GGCGAACACTTGTTTTAGAAATGTTGAACATCACTCCTAATTCCTTCCCTGTCATTTCTTCAATAATGAAATGTTTTGAGATGTAATCAGTTGAAAAGGCCGGTTGATCGTCTTCAAGTG
	GecuP^4     GGCGAACACTTGTTTTAGAAATGTTGAACATCACTCCTAATTCCTTCCCTGTCATTTCTTCAATAATGAAATGTTTTGAGATGTAATCAGTTGAAAAGGCCGGTTGATCGTCTTCAAGTG
	GecuP^5     GGCGAACMCTTGTTTTAGAAATGTTGAACATCACTCCTAATTCCTTCCCTGTCATTTCTTCAATAATGAAATGTTTTGAGATGTAATCAGTTGAAAAGGCCGGTTGATCGTCTTCAAGTR
	GecuP^6      GGCGAACACTTGTTTTAGAAATGTTGAACATCACTCCTAATTCCTTCCCTGTCATTTCTTCAATAATGAAATGTTTTGAGATGTAATCAGTTGAAAAGGCCGGTTGATCGTCTTCAAGTG
	GecuP^7      GGCGAACACTTGTTTTAGAAATGTTGAACATCACTCCTAATTCCTTCCCTGTCATTTCTTCAATAATGAAATGTTTTGAGATGTAATCAGTTGAAAAGGCCGGTTGATCGTCTTCAAGTG
	GecuE^8      GGCGAACACTTGTTTTAGAAATGTTGAACATCACTCCTAATTCCTTCCCTGTCATTTCTTCRATAATGAAATGTTTTGAGATGTAATCAGTTGAAAAGGCCGGTTGATCGTCTTCAAGTG
	GecuE^9       GGCGAACACTTGTTTTAGAAATGTTGAACATCACTCCTAATTCCYTCCCTGTCATTTCTTCAATAATGAAATGTTTTGAGATGTAATCAGTTGAAAAGGCCGGTTGATCGTCTTCAAGTG
	GecuE^10       GGCGAACACTTGTTTTAGAAATGTTGAACATCACTCCTAATTCCTTCCCTGTCATTTCTTCAATAATGAAATGTTTTGAGATGTAATCAGTTGAAAAGGCCGGTTGATCGTCTTCAAGTR
	GecuE^11      GGCGAACACTTGTTTTAGAAATGTTGAACATCACTCCTAATTCCTTCCCTGTCATTTCTTCAATAATGAAATGTTTTGAGATGTAATCAGTTGAAAAGGCCGGTTGATCGTCTTCAAGTR
	GlicC^15     GGCGAACACTTGTTTCAGAAATGTTGAACATCACTCCTAATTCCTTCCCTGTCATTTCTTCAATAATGAAATGTTTTGAGATGTAATCAGTTGAAAAGGCCGGTTGATCGTCTTCAAGTG
	GlicP^17      GGCGAACACTTGTTTTAGAAATGTTGAACATCACTCCTAATTCCTTCCCTGTCATTTCTTCAATAATGAAATGTTTTGAGATGTAATCAGTTGAAAAGGCCGGTTGATCGTCTTCAAGTG
	GlicE^20      GGCGAACACTTGTTTCAGAAATGTTGAACATCACTCCTAATTCCTTCCCTGTCATTTCTTCAATAATGAAATGTTTTGAGATGTAATCAGTTGAAAAGGCCGGTTGATCGTCTTCAAGTG
	GlicE^21      GGCGAACACTTGTTTYAGAAATGTTGAACATCACTCCTAATTCCTTCCCTGTCATTTCTTCAATAATGAAATGTTTTGAGATGTAATCAGTTGAAAAGGCCGGTTGATCGTCTTCAAGTG
	GlicE^22      GGCGAACACTTGTTTTAGAAATGTTGAACATCACTCCTAATTCCTTCCCTGTCATTTCTTCAATAATGAAATGTTTTGAGATGTAATCAGTTGAAAAGGCCGGTTGATCGTCTTCAAGTG
	GlicE^23       GGCGAACACTTGTTTTAGAAATGTTGAACATCACTCCTAATTCCTTCCCTGTCATTTCTTCAATAATGAAATGTTTTGAGATGTAATCAGTTGAAAAGGCCGGTTGATCGTCTTCAAGTG
	GlicE^24       GGCGAACACTTGTTTYAGAAATGTTGAACATCACTCCTAATTCCTTCCCTGTCATTTCTTCAATAATGAAATGTTTTGAGATGTAATCAGTTGAAAAGGCCGGTTGATCGTCTTCAAGTG
	GlicE^25      GGCGAACACTTGTTTYAGAAATGTTGAACATCACTCCTAATTCCTTCCCTGTCATTTCTTCAATAATGAAATGTTTTGAGATGTAATCAGTTGAAAAGGCCGGTTGATCGTCTTCAAGTG
	GlicE^26      GGCGAACACTTGTTTYAGAAATGTTGAACATCACTCCTAATTCCTTCCCTGTCATTTCTTCAATAATGAAATGTTTTGAGATGTAATCAGTTGAAAAGGCCGGTTGATCGTCTTCAAGTG
	GmorB^27    GGCGAACACTTGTTTCAGAAATGTTGAACATCACTCCTAATTCCTTCCCTGTCATTTCTTCAATAATGAAATGTTTTGAGATGTAATCAGTTGAAAAGGCCGGTTGATCGTCTTCAAGTG
	GpasB^28    GGCGAACACTTGTTTCAGAAATGTTGAACATCACTCCTAATTCCTTCCCTGTCATTTCTTCAATAATGAAATGTTTTGAGATATAATCAGTTGAAAAGGCCGGTTGATCGTCTTCAAGTG


19 120
	GecuC^1     TCGCCAGACGATTGCAGTGCTCTTTTCAGTAGCTAAAATATAGATGATGAGAACGGAAAGGGTAAGTAAAAAAACAGAGAATAACATTGAAAGAATAAAGTTGTGGAATTTTACTCGCYT
	GecuP^4     TCGCCAGACGATTGCAGTGCTCTTTTCAGTAGCTAAAATATAGATGATGAGAACGGRAAGGGTAAGTAAAAAAACAGAGAATAACATTGAAAGAATAAAGTTGTGGAATTTTACTCGCTT
	GecuP^5     TCGCCAGACGATTGCAGTGCTCTTTTCAGTAGCTAAAATATAGATGAYGAGAACGGAAAGRGTAAGTAAAAAAACAGAGAATAACATTGAANGAATAAAGTTGTGGAATTTTACTCGCTT
	GecuP^6      TCGCCAGACGATTGCAGTGCTCTTTTCAGTAGCTAAAATATAGATGATGAGAACGGRAAGRGTAAGTAAAAAAACAGAGAATAACATTGAAAGAATAAAGTTGTGGAATTTTACTCGCTT
	GecuP^7      TCGCCAGACGATTGCAGTGCTCTTTTCAGTAGCTAAAATATAGATGATGAGAACGGAAAGGGTAAGTAAAAAAACAGAGAATAACATTGAAAGAATAAAGTTGTGGAATTTTACTCGCYT
	GecuE^8      TCGCCAGACGATTGCAGTGCTCTTTTCAGTAGCTAAAATATAGATGATGAGAACGGAAAGGGTAAGTAAAAAAACAGAGAATAACATTGAAAGAATAAAGTTGTGGAATTTTACTCGCTT
	GecuE^9       TCGCCARACGATTGCAGTGCTCTTTTCAGTAGCTAAAATATAGATGATGAGAACGGAAAGGGTAAGTAAAAAAACAGAGAATAACATTGAAAGAATAAAGTTGTGGAATTTTACTCGCYT
	GecuE^10       TCGCCAGACGATTGCAGTGCTCTTTKCAGTAGCTAAAATATAGATGATGAGAACGGAAAGGGTAAGTAAAAAAACAGAGAATAACATTGAAAGAATAAAGTTGTGGAATTTTACTCGCTT
	GecuE^11      TCGCCAGACGATTGCAGTGCTCTTTTCAGTAGCTAAAATATAGATGATGAGAACGGAAAGGGTAAGTAAAAAAACAGAGAATAACATTGAAAGAATAAAGTTGTGGNATTTTACTCGCTT
	GlicC^15     TCGCCAGACAATTGCAGTGCTCTTTTCAGTAGCTAAAATATAGATGATGAGAACGGAAAGGGTAAGTAAAAAAACAGAGAATAACATTGAAAGAATAAAGTTGTNGAATTTTACTCGCNT
	GlicP^17      TCGCCAGACGATTGCAGTGCTCTTTTCAGTAGCTAAAATATAGATGATGAGAACGGAAAGGGTAAGT-AAAAAACAGAGAATAACATTGAAAGAATAAAGTTGTGGAATTTTACTCGCTT
	GlicE^20      TCGCCAGACGATTGCAGTGCTCTTTTCAGTAGCTAAAATATAGATGATGAGAACGGAAAGGGTAAGTAAAAAAACAGAGAATAACATTGAAAGAATAAAGTTGTGGAATTTTACTCGCYT
	GlicE^21      TCGCCAGACGATTGCAGTGCTCTTTTCAGTAGCTAAAATATAGATGATGAGAACGGAAAGGGTAAGTAAAAAAACAGAGAATAACATTGAAAGAATAAAGTTGTGGAATTTTACTCGCTT
	GlicE^22       TCGCCAGACRATTGCAGTGCTCTTTTCAGTAGCTAAAATATAGATGATGAGAACGGAAAGGGTAAGTAAAAAAACAGAGAATAACATTGAAAGAATAAAGTTGTGGAATTTTACTCGCTT
	GlicE^23       TCGCCAGACGATTGCAGTGCTCTTTTCAGTAGCTAAAATATAGATGATGAGAACGGAAAGGGTAAGTAAAAAAACAGAGAATAACATTGAAAGAATAAAGTTGTGGAATTTTACTCGCTT
	GlicE^24      TCGCCAGACRATTGCAGTGCTCTTTTCAGTAGCTAAAATATAGATGATGAGAACGGAAAGGGTAAGTAAAAAAACAGAGAATAACATTGAAAGAATAAAGTTGTGGAATTTTACTCGCTT
	GlicE^25      TCGCCAGACGATTGCAGTGCTCTTTTCAGTAGCTAAAATATAGATGATGAGAACGGAAAGGGTAAGTAAAAAAACAGAGAATAACATTGAAAGAATAAAGTTGTGGAATTTTACTCGCYT
	GmorB^27    TCGCCAGACGATTGCAGTGCTCTTTTCAGTAGCTAAAATATAGATGATGAGAACGGAAAGGGTAAGTAAAAAAACAGAG---AACATTGAAAGAATAAAGTTGTGGAATTTTACTCGCCT
	GpasB^28    TCGCCAGACGATTGCAGTGCTCTTTTCAGTAGCTAAAATATAGATGATGAGAACGGAAAGGGTAAGTAAAAAAACAGAG---AACATTGAAAGAATAAAGTTGTGGAATTTTACTCGCCT


16 120
	GecuC^1     CTCC-AATATTTGTTGATACTGATCTGGAGCAGGAAGTAAATGAATCCCTTATGGGGGATAGTATCAGTGATGAAGATATGGAGGATAGCATCAGTGATAGTRTCAGTGACAGGGAATTT
	GecuP^4     CTCC-AATATTTGTTGATACTGATCTGGAGCAGGAAGTAAATGAATCCCTTATGGGGGATAGTATCAGTGATGAAGATATGGAGGATAGCATCAGTGATAGTATCAGTGACAGGGAATTT
	GecuP^5     CTCC-AATATTTGTTGATACTNATCTGGAGCAGGAAGTAAATGAATCCCTTATGGGGGATAGTATCAGTGATGAAGATATGGAGGATAGCATCAGTGATAGTNTCAGTGACAGGGAATTT
	GecuP^6      CTCC-AATATTTGTTGATACTGATCTGGAGCAGGAAGTAAATGAATCCCTTATGGGGGATAGTATCAGTGATGAAGATATGGAGGATAGCATCAGTGATAGTNTCAGTGACAGGGAATTT
	GecuE^8      CTCC-AATATTTGTTGATACTGATCTGGAGCAGGAAGTAAATGAATCCCTTATGGGGGATAGTATCAGTGATGAAGATATGGAGGATAGCATCAGTGATAGTRTCAGTGACAGGGAATTT
	GecuE^9       CTCC-AATATTTGTTGATACTGATCTGGAGCAGGAAGTAAATGAATCCCTTATGGGGGATAGTATCAGTGATGAAGATATGGAGGATAGCATCAGTGATAGTATCAGTGACAGGGAATTT
	GecuE^10       CTCC-AATATTTGTTGATACTGATCTGGAGCAGGAAGTAAATGAATCCCTTATGGGGGATAGTATCAGTGATGAAGATATGGAGGATAGCATCAGTGATAGTRTCAGTGACAGGGAATTT
	GecuE^11      CTCCNAATATTTGTTGATACTGATCTGGAGCAGGAAGTAAATGAATCCCTTATGGGGGATAGTATCAGTGATGAAGATATGGAGGATAGCATCAGTGATAGTRTCAGTGACAGGGAATTT
	GlicC^15     CTCC-AATATTTGTTGATACTGATCTGGAGCAGGAAGTAAATGAATCCCTTATGGGGGATAGTATCAGTGATGAAGATATGGAGGATAGCATCAGTGATAGTRTCAGTGACAGGGAATTT
	GlicP^17      CTCC-AATATTTGTTGATACTGATCTGGAGCAGGAAGTAAATGAATCCCTTATGGGGGATAGTATCAGTGATGAAGATATGGAGGATAGCATCAGTGATAGTRTCAGTGACAGGGAATTT
	GlicE^20      CTCC-AATATTTGTTGATACTGATCTGGAGCAGGAAGTAAATGAATCCCTTATGGGGGATAGTATCAGTGATGAAGATATGGAGGATAGCATCAGTGATAGTRTCAGTGACAGGGAATTT
	GlicE^21       CTCC-AATATTTGTTGATACTGATCTGGAGCAGGAAGTAAATGAATCCCTTATGGGGGATAGTATCAGTGATGAAGATATGGAGGATAGCATCAGTGATAGTRTCAGTGACAGGGAATTT
	GlicE^22       CTCC-AATATTTGTTGATACTGATCTGGAGCAGGAAGTAAATGAATCCCTTATGGGGGATAGTATCAGTGATGAAGATATGGAGGATAGCATCAGTGATAGTRTCAGTGACAGGGAATTT
	GlicE^23      CTCC-AATATTTGTTGATACTGATCTGGRGCAGGAAGTAAATGAATCCCTTATGGGGGATAGTATCAGTGATGAAGATATGGAGGATAGCATCAGTGATAGTATCAGTGACAGGGAATTT
	GmorB^27    CTCC-AATATTTGTTGATACTGATCTGGAGCAGGAAGTAAATGAATCCCTTATGGGGGATAGTATCAGTGATGAAGATATGGAGGATAGCATCAGTGATAGTATCAGTGACAGGGAATTT
	GpasB^28    CTCC-AATATTTGTTGATACTGATCTGGAGCAGGAAGTAAATGAATCCCTTATGGGGGATAGTATCAGTGATGAAGATATGGAGGATAGCATCAGTGATAGTATCAGTGACAGGGAATTT


18 120
	GecuC^1     AGTTCTATGAAGTTATACTGCATACGTAGATGTAACAGCGACCCTCAATTTTGAAACGAATTGTGTTTTYAGACGAAGCGACATCTTATTTGAATGATAGAGTAAATAAACAAAAGACAC
	GecuP^4     AGTTCTATGAAGTTATACTGCATACGTAGATGTAACAGCGACCCTCAATTTTGAAACGAATTGTGTTTTCAGACGAAGCGACATCTTATTTGAATGATAGAGTAAATAAACAAAAGACAC
	GecuP^5      AGTTCTATGAAGTTATACTGCATACGTAGATGTAACAGCGACCCTCAATTTTGAAACGAATTGTGTTTTCAGACGAAGCGACATCTTATTTGAATGATAGAGTAAATAAACAAAAGACAC
	GecuE^8      AGTTCTATGAAGTTATACTGCATACGTAGATGTAACAGCGACCCYCAATTTTGAAACGAATTGTGTTTTCAGACGAAGCGACATCTTATTTGAATGATAGAGTAAATAAACAAAAGACAC
	GecuE^9       AGTTCTATGAAGTTATACTGCATACGTAGATGYAACAGCGACCCTCAATTTTGAAACGAATTGTGTTTTCAGACGAAGCGACATCTTATTTGAATGATAGAGTAAATAAACAAAAGACAC
	GecuE^10       AGTTCTATGAAGTTATACTGCATACGTAGATGTAACAGCGACCCYCAATTTTGAAACGAATTGTGTTTTCAGACGAAGCGACATCTTATTTGAATGATAGAGTAAATAAACAAAAGACAC
	GecuE^11      AGTTCTATGAAGTTATACTGCATACGTAGATGTAACAGCGACCCTCAATTTTGAAACGAATTGTGTTTTCAGACGAAGCGACATCTTATTTGAATGATAGAGTAAATAAACAAAAGACAC
	GlicC^15     AGTTCTATGAAGTTATACTGCATACGTAGATGTAACAGCGACCCTCAATTTTGAAACGAATTGTGTTTT-AGACGAAGCGACATCTTATTTGAATGATAGAGTAAATAAACAAAAGACAC
	GlicP^17      AGTTCTATGAAGTTATACTGCATACGTAGATGTAACAGCGACCCTCAATTTTGAAACGAATTGTGTTTTCAGACGAAGCGACATCTTATTTGAATGATAGAGTAAATAAACAAAAGACAC
	GlicE^20      AGTTCTATGAAGTTATACTGCATACGTAGATGTAACAGCGACCCTCAATTTTGAAACGAATTGTGTTTT-AGACGAAGCGACATCTTATTTGAATGATAGAGTAAATAAACAAAAGACAC
	GlicE^21      AGTTCTATGAAGTTATACTGCATACGTAGATGTAACAGCGACCCTCAATTTTGAAACGAATTGTGTTTTCAGACGAAGCGACATCTTATTTGAATGATAGAGTAAATAAACAAAAGACAC
	GlicE^22      AGTTCTATGAAGTTATACTGCATACGTAGATGTAACAGCGACCCTCAATTTTGAAACGAATTGTGTTTTYAGACGAAGCGACATCTTATTTGAATGATAGAGTAAATAAACAAAAGACAC
	GlicE^23       AGTTCTATGAAGTTATACTGCATACGTAGATGTAACAGCGACCCTCAATTTTGAAACGAATTGTGTTTTYAGACGAAGCGACATCTTATTTGAATGATAGAGTAAATAAACAAAAGACAY
	GlicE^24       AGTTCTATGAAGTTATACTGCATACGTAGATGTAACAGCGACCCTCAATTTTGAAACGAATTGTGTTTTYAGACGAAGCGACATCTTATTTGAATGATAGAGTAAATAAACAAAAGACAC
	GlicE^25      AGTTCTATGAAGTTATACTGCATACGTAGATGTAACAGCGACCCTCRATTTTGAAACGAATTGTGTTTTYAGACGAAGCGACATCTTATTTGAATGATAGAGTAAATAAACAAAAGACAC
	GmorB^27    AGTTCTATGAAGTTATACTGCATACGTAGATGYAACAGCGACCCTCAATTTTGAAACGAATTGTGTTTTYAGACGAAGCGACATCTTATTTGAATGATAGAGTAAATAAACAAAAGACAC
	GpasB^28    AGTTCTATGAAGTTATACTGCATACGTAGATGTAACAGCGACCCTCAATTTTGAAACGAATTGTGTTTTTAGACGAAGCGACATCTTATTTGAATGATAGAGTAAATAAACAAAAGACAC
	GpasB^29    AGTTCTATGAAGTTATACTGCATACGTAGATGTAACAGCGACCCTCAATTTTGAAACGAATTGTGTTTTTAGACGAAGCGACATCTTATTTGAATGATAGAGTAAATAAACAAAAGACAC


20 120
	GecuC^1     ATGTCAATATCTAGGAATTATTTTAGAAAAGTCTGGTAAACTTGAAGCAGAAATAAACAACAGAATTGAAAAAGCTAATAAACTTTACTACGCCATGAATATGAATAGAAGCTTCATAAA
	GecuP^4     ATGTCAATATCTAGGAATTATTTTAGAAAAGTCTGGTAAACTTGAAGCAGAAATAAACAACAGAATTGAAAAAGCTAATAAACTTTACTACGCCATGAATATGAATAGAAGCTTCATAAA
	GecuP^5     ATGTCAATATCTAGGAATTATTTTAGAAAAGTCTGGTAAACTTGAAGCAGAAATAAACAACAGAATTGAAAAAGCTAATAAACTTTACTACGCCATGAATATGAATAGAAGCTTCATAAA
	GecuP^6      ATGTCAATATCTAGGAATTATTTTAGAAAAGTCTGGTAAACTTGAAGCAGAAATAAACAACAGAATTGAAAAAGCTAATAAACTTTACTACGCCATGAATATGAATAGAAGCTTCATAAA
	GecuP^7      AWGTCAATATCTAGGAATTATTTTAGAAAAGTCTGGTAAACTTGAAGCAGAAATAAACAACAGAATTGAAAAAGCTAATAAACTTTACTACGCCATGAATATGAATAGAAGCTTCATAAA
	GecuE^8      AWGTCAATATCTAGGAATTATTTTAGAAAAGTCTGGTAAACTTGAAGCAGAAATAAACAACAGAATTGAAAAAGCTAATAAACTTTACTACGCCATGAATATGAATAGAAGCTTCATAAA
	GecuE^9       ATGTCAATATCTAGGAATTATTTTAGAAAAGTCTGGTAAACTTGAAGCAGAAATAAACAACAGAATTGAAAAAGCTAATAAACTTTACTACGCCATGAATATGAATAGAAGCTTCATAAA
	GecuE^10       AWGTCAATATCTAGGAATTATTTTAGAAAAGTCTGGTAAACTTGAAGCAGAAATAAACAACAGAATTGAAAAAGCTAATAAACTTTACTACGCCATGAATATGAATAGAAGCTTCATAAA
	GecuE^11      ATGTCAATATCTAGGAATTATTTTAGAAAAGTCTGGTAAACTTGAAGCAGAAATAAACAACAGAATTGAAAAAGCTAATAAACTTTACTACGCCATGAATATGAATAGAAGCTTCATAAA
	GlicC^15     ATGTCAATATCTAGGAATTATTTTAGAAAAGTCTGGTAAACTTGAAGCAGAAATAAACAACAGAATTGAAAAAGCTAATAAACTTTACTACGCCATGAATATGAATAGAAGCTTCATAAA
	GlicP^17      ATGTCAATATCTAGGAATTATTTTAGAAAAGTCTGGTAAACTTGAAGCAGAAATAAACAACAGAATTGAAAAAGCTAATAAACTTTACTACGCCATGAATATGAATAGAAGCTTCATAAA
	GlicP^18      ATGTCAATATCTAGGAATTATTTTAGAAAAGTCTGGTAAACTTGAAGCAGAAATAAACAACAGAATTGAAAAAGCTAATAAACTTTACTACGCCATGAATATGAATAGAAGCTTCATAAA
	GlicE^20      ATGTCAATATCTAGGAATTATTTTAGAAAAGTCTGGTAAACTTGAAGCAGAAATAAACAACAGAATTGAAAAAGCTAATAAACTTTACTACGCCATGAATATGAATAGAAGCTTCATAAA
	GlicE^21      ATGTCAATATCTAGGAATTATTTTAGAAAAGTCTGGTAAACTTGAAGCAGAAATAAACAACAGAATTGAAAAAGCTAATAAACTTTACTACGCCATGAATATGAATAGAAGCTTCATAAA
	GlicE^22       ATGTCAATATCTAGGAATTATTTTAGAAAAGTCTGGTAAACTTGAAGCAGAAATAAACAACAGAATTGAAAAAGCTAATAAACTTTACTACGCCATGAATATGAATAGAAGCTTCATAAA
	GlicE^23       ATGTCAATATCTAGGAATTATTTTAGAAAAGTCTGGTAAACTTGAAGCAGAAATAAACAACAGAATTGAAAAAGCTAATAAACTTTACTACGCCATGAATATGAATAGAAGCTTCATAAA
	GlicE^24      ATGTCAATATCTAGGAATTATTTTAGAAAAGTCTGGTAAACTTGAAGCAGAAATAAACAACAGAATTGAAAAAGCTAATAAACTTTACTACGCCATGAATATGAATAGAAGCTTCATAAA
	GlicE^25      ATGTCAATATCTAGGAATTATTTTAGAAAAGTCTGGTAAACTTGAAGCAGAAATAAACAACAGAATTGAAAAAGCTAATAAACTTTACTACGCCATGAATATGAATAGAAGCTTCATAAA
	GmorB^27    ATGTCAATATCTAGGAATTATTTTAGAAAAGTCTGGTAAACTTGAAGCAGAAATAAACAACAGAATTGAAAAAGCTAATAAACTTTACTACGCCATGAATATGAATAGAARCTTCATAAA
	GpasB^28    ATGTCAATATCTAGRAATTATTTTAGAAAAGTCTGGTAAACTTGAAGCAGAAATAAACAACAGAATTGAAAAAGCTAATAAACTTTACTACGCCATGAATATGAATAGAAGCTTCATAAA


16 120
	GecuC^1     TGYTGCCATAACGATGAAGATATAGCTGCCCAGAGTACTTCTAAAAGCTTACGTTCATTCATTGATAAATCATCCTTGATATAATTATTCAAGCAAACAAATMGCAAGAACAAGGAAATA
	GecuC^2     TGTTGCCRTAACGATGAAGATATAGCTGCCCAGAGTACYTCTAAAAGCTTACGTTCATTCATTGATAAATCATCCTTGATATAATTATTCAAGCAAACAAATCGCAAGAACAAGGAAATA
	GecuP^4     TGTTGCCATAACGATGAAGATATAGCTGCCCAGAGTACYTCTAAAAGCTTACGTTCATTCATTGATAAATCATCCTTGATATAATTATTCAAGCAAACAAATCGCAAGAACAAGGAAATA
	GecuP^5      TGTTGCCATAACGATGAAGATATAGCTGCCCAGAGTACTTCTAAAAGCTTACGTTCATTCATTGATAAATCATCCTTGATATAATTATTCAAGCAAACAAATCGCAAGAACAAGGAAATA
	GecuE^8      TGYTGCCATAACNNNGAAGATATAGCTGCCCAGAGTACTTCTAAAAGCTTACGTTCATTCATTGATAAATCATCCTTGATATAATTATTCAAGCAAACAAATMGCAAGAACAAGGAAATA
	GecuE^9       TGYTGCCATAACGATGAAGATATAGCTGCCCAGAGTACTTCTAAAAGCTTACGTTCATTCATTGATAAATCATCCTTGATATAATTATTCAAGCAAACAAATMGCAAGAACAAGGAAATA
	GecuE^10       TGTTGCCATAACGATGAAGATATAGCTGCCCAGAGTACYTCTAAAAGCTTACGTTCATTCATTGATAAATCATCCTTGATATAATTATTCAAGCAAACAAATCGCAAGAACAAGGAAATA
	GlicC^15     TGTTGCCATAACGATGAAGATATAGCTGCCCAGAGTACYTCTAAAAGCTTACGTTCATTCATTGATAAATCATCCTTGATATAATTATTCAAGCAAACAAATCGCAAGAACAAGGAAATA
	GlicP^17      TGTTGCCATAACGATGAAGATATAGCTGCCCAGAGTACTTCTAAAAGCTTACGTTCATTCATTGATAAATCATCCTTGATATAATTATTCAAGCAAACAAATCGCAAGAACAAGGAAATA
	GlicE^20      TGTTGCCATAAC---GAAGATATAGCTGCCCAGAGTACTTCTAAAAGCTTACGTTCATTCATTGATAAATCATCCTTGATATAATTATTCAAGCAAACAAATCGCAAGAACAAGGAAATA
	GlicE^21      TGTTGCCATAACGATGAAGATATAGCTGCCCAGAGTACTTCTAAAAGCTTACGTTCATTCATTGATAAATCATCCTTGATATAATTATTCAAGCAAACAAATCGCAAGAACAAGGAAATA
	GlicE^22       TGTTGCCRTAACGATGAAGATATAGCTGCCCAGAGTACTTCTAAAAGCTTACGTTCATTCATTGATAAATCATCCTTGATATAATTATTCAAGCAAACAAATCGCAAGAACAAGGAAATA
	GlicE^23       TGTTGCCATAACGATGAAGATATAGCTGCCCAGAGTACTTCTAAAAGCTTACGTTCATTCATTGATAAATCATCCTTGATATAATTATTCAAGCAAACAAATCGCAAGAACAAGGAAATA
	GlicE^24      TGYTGCCATAACGATGAAGATATAGCTGCCCAGAGTACTTCTAAAAGCTTACGTTCATTCATTGATAAATCATCCTTGATATAATTATTCAAGCAAACAAATCGCAAGAACAAGGAAATA
	GmorB^27    TGTTGCCATAACGATGAAGATATAGCTGCCCAGAGTACTTCTAAAAGCTTACGTTCATTCATTGATAAATCATCCTTGATATAATTATTCAAGCAAACAAATCGCAAGAACAAGGAAATA
	GpasB^28    TGTTGCCATAACGATGAAGATATAGCTGCCCAGAGTACTTCTAAAAGCTTACGTTYATTCATTGATAAATCATCCTTGATATAATTATTCAAGCAAACAAATCGCAAGAACAAGGAAATA


18 120
	GecuC^1     AATCTGTTGTTCTTCAAAAATGTGCTGTCACTCAAATAAACCTTTGATAAATCAAATAAGTAATTTCNAAGATATATACTGTAATGTTCAATATTTACAACAACAATAACAACATNGACT
	GecuP^4     AATCTGTTGTTCTTCAAAAATGTGCTGTCACTCAAATAAACCTTTGATAAATCAAATAAGTAATTTCRAAGATATATACTGTAATGTTCAATATTTACAACAACAATAACAACATCGACT
	GecuP^5      AATC---TGTTCTTCAAAAATGTGCTGTCACTCAAATAAACCTTTGATAAATCAAATAAGTAATTTCAAAGATATATACTGTAATGTTCAATATTTACAACAACAATAACAACATCGACT
	GecuP^6      AATCTGTTGTTCTTCAAAAATGTGCTGTCACTCAAATAAACCTTTGATAAATCAAATAAGTAATTTCRAAGATATATACTGTAATGTTCAATATTTACAACAACAATAACAACATCGACT
	GecuE^8      AATCTGTTGTTCTTCAAAAATGTGCTGTCACTCAAATAAACCTTTGATAAATCAAATAAGTAATTTCAAAGATATATACTGTAATGTTCAATATTTACAACAACAATAACAACATCGACT
	GecuE^9       AATCTGTTGTTCTTCAAAAATGTGCTGTYACTCAAATAAACCTTTGATAAATCAAATAAGTAATTTCAAAGATATATACTGTAATGTTCAATATTTACAACAACAATAACAACATCGACT
	GecuE^10       AATCTGTTGTTCTTCAAAAATGTGCTGTCACTCAAATAAACCTTTGATAAATCAAATAAGTAATTTCRAAGATATATACTGTAATGTTCAATATTTACAACAACAATAACAACATCGACT
	GlicC^15     AATCTGTTGTTCTTCAAAAATGTGCTGTNACTCAAATAAACCTTTGATAAATCAAATAAGTAATTTCAAAGATATATACTGTAATGNTCAANATTTACAACAACAATAACAACATCGACT
	GlicP^17      AATCTGTTGTTCTTCAAAAATGTGCTGTCACTCAAATAAACCTTTGATAAATCAAATAAGTAATTTCAAAGATATATACTGTAATGYTCAAYATTTACAACAACAATAACAACATCGACT
	GlicE^20      AATCTGTTGTTCTTCAAAAATGTGCTKWCACTCAAATAAACCTTTGATAAATCAAATAAGTAATTTCAAAGATATATACTGTAATGTTCAATATTTACAACAASAATAACAACATCGACT
	GlicE^21      AATCTGTTGTTCTTCAAAAATGTGCTGTCACTCAAATAAACCTTTGATAAATCAAATAAGTAATTTCAAAGATATATACTGTAATGYTCAAYATTTACAACAASAATAACAACATCGACT
	GlicE^22       AATCTGTTGTTCTTCAAAAATGTGCTGTCACTCAAATAAACCTTTGATAAATCAAATAAGTAATTTCAAAGGTATATACTGTAATGTTCAATATTTACAACAACAATAACAACATCGACT
	GlicE^23       AATCTGTTGTTCTTCAAAAATGTGCTGTCACTCAAATAAACCTTTGATAAATCAAATAAGTAATTTCAAAGATATATACTGTAATGYTCAAYATTTACAACAASAATAACAACATCGACT
	GlicE^24      AATC---TGTTCTTCAAAAATGTGCTGTCACTCAAATAAACCTTTGATAAATCAAATAAGTAATTTCAAAGATATATACTGTAATGTTCAATATTTACAACAACAATAACAACATCGACT
	GlicE^25      AATCTGTTGTTCTTCAAAAATGTGCTGTGACTCAAATAAACCTTTGATAAATCAAATAAGTAATTTCAAAGATATATACTGTAATGTTCAATATTTACAACAACAATAACAACATCGACT
	GmorB^27    AATCTGTTGTTCTTCAAAAATGTGCTGTCACTCAAATAAACCTTTGATAAATCAAATAAGTAATTTCGAAGATATATACTGTAATGTTCAATATTTACAACAACAATAACAACATCGACT
	GpasB^28    AATCTGTTGTTCTTCAAAAATGTGCTGTCACTCAAATAAACCTTTGATAAATCAAATAAGTAATTTCAAAGATATATACTGTAATGTTCAATATTTACAACAACAATAACAACATCGACT
	GpasB^29    AATCTGTTGTTCTTCAAAAATGTGCTGTNACTCAAATAAACCTTTGATAAATCAAATAAGTAATTTCAAAGATATATACTGTAATGTTCAATATTTACAACAACAATAACAACATCGACT


17 120
	GecuC^1     AGTCGTAATTCTCACAAGACGCGGATAAGGG-AAAAAGAATAAGAGATCACCAGATCTCTTCAGCGAAGTAAATAGGTGGATGGGAGACAGAACAAAAGAAGAGAAAAAAATTAGGAACA
	GecuP^4     AGTCGTAATTCTCACAAGACGCGGATAMGGGGAAAAAGAATAAGAGATCACCAGATCTCTTCAGCGAAGTAAATAGGTGGATGGGAGACAGAACAAAAGAAGAGAAAAAAATTAGGAACA
	GecuP^5      AGTCGTAATNCTCACAAGACGCGGATAAGGGGAAAAAGAATAAGAGATCACCNGATCTCTTCAGCGAAGTAAATAGGTGGATGGGAGACAGAACAAAAGAAGAGAAAAAAATTAGGAACA
	GecuP^6      AGTCGTAATTCTCACAAGACGCGGATAAGGGGAAAAAGAATAAGAGATCACCAGATCTCTTCAGCGAAGTAAATAGGTGGATGGGAGACAGAACAAAAGAAGAGAAAAAAATTAGGAACA
	GecuE^8      AGTCGTAATTCTCACAAGACGCGGATAAGGGGAAAAAGAATAAGAGATCACCAGATCTCTTCAGCGAAGTAAATAGGTGGATGGGAGACAGAACAAAAGAAGAGAAAAAAATTAGGAACA
	GecuE^9       AGTCGTAATTCTCACAAGACGCGGATAAGGGGAAAAAGAATAAGAGATCACCAGATCTCTTCAGCGAAGTAAATAGGTGGATGGGAGACAGAACAAAAGAAGAGAAAAAAATTAGGAACA
	GecuE^10       AGTCGTAATTCTCACAAGACGCGGATAAGGGGAAAAAGAATAAGAGATCACCAGATCTCTTCAGCGAAGTAAATAGGTGGATGGGAGACAGAACAAAAGAAGAGAAAAAAATTAGGAACA
	GlicC^15     AGTCGTAATTCTCACAAGACGCGGATAAGGGAAAAAAGAATAAGAGATCACCAGATCTCTTCAGCGAAGTAAATAGGTGGATGGGAGACAGAACAAAAGAAGAGAAAAAAATTAGGAACA
	GlicC^16     AGTCGTAATTCTCACAAGANGCGGATNAGGGAAAAAAGAATAAGAGATCACCAGATCTCTTCAGCGAAGTAAATAGGTGGATGGGAGACAGAACAAAAGAAGAGAAAAAAATTAGGAACA
	GlicP^17      AGTCGTAATTCTCACAAGACGCGGATAAGGGGAAAAAGAATAAGAGATCACCAGATCTCTTCAGCGAAGTAAATAGGTGGATGGGAGACAGAACAAAAGAAGAGAAAAAAATTAGGAACA
	GlicE^20      AGTCGTAATTCTCACAAGACGCGGATAAGGGRAAAAAGAATAAGAGATCACCAGATCTCTTCAGCGAAGTAAATAGGTGGATGGGAGACAGAACAAAAGAAGAGAAAAAAATTAGGAACA
	GlicE^21      AGTCGTAATTCTCACAAGACGCGGATAAGGGSAAAAAGAATAAGAGATCACCAGATCTCTTCAGCGAAGTAAATAGGTGGATGGGAGACAGAACAAAAGAAGAGAAAAAAATTAGGAACA
	GlicE^22       AGTCGTAATKCTCACAAGACGCGGATAAGGGGAAAAAGAATAAGAGATCACCAGATCTCTTCAGCGAAGTAAATAGGTGGATGGGAGACAGAACAAAAGAAGAGAAAAAAATTAGGAACA
	GlicE^23       AGTCGTAATTCTCACAAGACGCGGATAAGGGRAAAAAGAATAAGAGATCACCAGATCTCTTCAGCGAAGTAAATAGGTGGATGGGAGACAGAACAAAAGAAGAGAAAAAAATTAGGAACA
	GlicE^24      AGTCGTAATTCTCACAAGACGCGGATAAGGGRAAAAAGAATAAGAGATCACCAGATCTCTTCAGCGAAGTAAATAGGTGGATGGGAGACAGAACAAAAGAAGAGAAAAAAATTAGGAACA
	GmorB^27    AGTCGTAATGCTCACAAGACGCGGATAAGGGAAAAAAGAATAAGAGATCACCAGATCTCTTCAGCGAAGTAAATAGGTGGATGGGAGACAGAACAAAAGAAGAGAAAAAAATTAGGAACA
	GpasB^28    AGTCGTAATKCTCACAAGACGCGGATAAGGGRAAAAAGAATAAGAGATCACCAGATCTCTTCAGCGAAGTAAATAGGTGGATGGGAGACAGAACAAAAGAAGAGAAAAAAATTAGGAACA


19 120
	GecuC^1     GGCGAATACTTGTTTCAGAAATGATAGACATCACTGCTAATTCSTTCACTYTCAAACGGCGATCTGCTAATACCTTTTCTTCAATAACTAAAATGCTTTGAGGCGTTATTAGTTCAATTG
	GecuP^4     GGCGAATACTTGTTTCAGAAATGATAGACATCACTGCTAATTCSTTCACTYTCAAACGGCRATCTGCTAATACCKTTTCTTCAATAACTAAAATGCTTTGAGGCGTTATTAGTTCAATTG
	GecuP^5     GGCGAATACTTGTTTCAGAAATGATAGACATCACTGCTAATTCGTTCACTTTCAAACGGCGATCTGCTAATACCTTTTCTTCAATAACTAAAATGCTTTGAGGCGTTATTAGTTCAATTG
	GecuP^6      GGCGAATACTTGTTTCAGAAATGATAGACATCACTGCTAATTCGTTCACTTTCAAACGGCGATCTGCTAATACCTTTTCTTCAATAACTAAAATGCTTTGAGGCGTTATTAGTTCAATTG
	GecuE^8      GGCGAATACTTGTTTCAGAAATGATAGACATCACTGCTAATTCGTTCACTTTCAAACGGCGATCTGCTAATACCTTTTCTTCAATAACTAAAATGCTTTGAGGCGTTATTAGTTCAATTG
	GecuE^9       GGCGAATACTTGTTTCAGAAATGATAGACATCACTGCTAATTCGTTCACTTTCAAACGGCGATCTGCTAATACCTTTTCTTCAATAACTAAAATGCTTTGAGGCGTTATTAGTTCAATTG
	GecuE^10       GGCGAATACTTGTTTCAGAAATGATAGACATCACTGCTAATTCSTTCACTYTCAAACGGCRATCTGCTAATACCTTTTCTTCAATAACTAAAATGCTTTGAGGCGTTATTAGTTCAATTG
	GecuE^11       GGCGAATACTTGTTTCAGAAATGATAGACATCACTGCTAATTCGTTCACTTTCAAACGGCGATCTGCTAATACYTTTTCTTCAATAACTAAAATGCTTTGAGGCGTTATTAGTTCAATTG
	GecuE^12      GGCGAATACTTGTTTCAGAAATGATAGACATCACTGCTAATTCGTTCACTTTCAAACGGCGATCTGCTAATACCTTTTCTTCAATAACTAAAATGCTTTGAGGCGTTATTAGTTCAATTG
	GlicC^15     GGCGAATACTTGTTTCAGAAATGATAGACATCACTGCTAATTCGTTCACTTTCAAACGGCGATCTGCTAATACCGTTTCTTCAATAACTAAAATGCTTTGAGGCGTTATTAGTTCAATTG
	GlicP^17      GGCGAATACTTGTTTCA-AAATGATAGACATCACTGCTAATTCSTTCACTYTCAAACGGCGATCTGCTAATACCTTTTCTTCAATAACTAAAATGCTTTGAGGCGTTATTAGTTCAATTG
	GlicE^20      GGCGAATACTTGTTTCAGAAATGATAGACATCACTGCTAATTCGTTCACTTTCAAACGGCGATCTGCTAATACCGTTTCTTCAATAACTAAAATGCTTTGAGGCGTTATTAGTTCAATTG
	GlicE^21      GGCGAATACTTGTTTCAGAAATGATAGACATCACTGCTAATTCGTTCACTTTCAAACGGCGATCTGCTAATACCKTTTCTTCAATAACTAAAATGCTTTGAGGCGTTATTAGTTCAATTG
	GlicE^22       GGCGAATACTTGTTTCAGAAATGATAGACATCACTGCTAATTCGTTCACTTTCAAACGGCGATCTGCTAATACCKTTTCTTCAATAACTAAAATGCTTTGAGGCGTTATTAGTTCAATTG
	GlicE^23       GGCGAATACTTGTTTCAGAAATGATAGACATCACTGCTAATTCGTTCACTTTCAAACGGCGATCTGCTAATACCKTTTCTTCAATAACTAAAATGCTTTGAGGCGTTATTAGTTCAATTG
	GlicE^24      GGCGAATACTTGTTTCAGAAATGATAGACATCACTGCTAATTCGTTCACNTTCAAACGGCGATCTGCTAATACCGTTTCTTCAATAACTAAAATGCTTTGAGGCGTTATTAGTTCAATTG
	GlicE^25      GGCGAATACTTGTTTCAGAAATGATAGACATCACTGCTAATTCGTTCACTTTCAAACGGCGATCTGCTAATACCTTTTCTTCAATAACTAAAATGCTTTGAGGCGTTATTAGTTCAATTG
	GmorB^27    GGCGAATACTTGTTTCAGAAATGATAGACATCACTGCTAATTCGTTCACTTTCAAACGGCGATCTGCTAATACYTTTTCTTCAATAACTAAAATGCTTTGAGGCGTTATTAGTTCAATTG
	GpasB^28    GGCGAATACTTGTTTCAGAAATGATAGACATCACTGCTAATTCGTTCACTTTCAAACGGCGATCTGCTAATACCTTTTCTTCAATAACTAAAATGCTTTGAAGCGTTATTAGTTCAATTG


21 120
	GecuC^1     CTCAACACAACCTGTACCTTCGGCATTGTACGCAATATACCCCGAATTATTAGCAAATCTTCTACAATATACAAGGAATTGCAGTACAGTTTATACGCAGAAAAAATGGTAATCACCTCG
	GecuP^4     CTCAACACAACCTGTACCTTCGGCATTGTACGCAATATACCCCGAATTATTAGCAAATCTTCTACAATATACAAGGAATTGCAGTACAGTTTATACGCAGAAAAAATGGTAATCACCTCG
	GecuP^5     CTCAACACAACCTGTACCTTCGGCATTGTACGCAATATACCCCGAATTATTAGCAAATCTTCTACAATATACAAGGAAYTGCAGTACAGTTTATACGCAGAAAAAATGGTAATCACCTCG
	GecuP^6      CTCAACACAACCTGTACCTTCGGCATTGTACGCAATATACCCCGAATTATTAGCAAATCTTCTACAATATACAAGGAATTGCAGTACAGTTTATACGCAGAAAAAATGGTAATCACCTCG
	GecuE^8      CTCAACACAACCTGTACCTTCGGCATTGTACGCAATATACCCCGAATTATTAGCAAATCTTCTACAATATACAAGGAATTGCAGTACAGTTTATACGCAGAAAAAATGGTAATCACCTCG
	GecuE^9       CTCAACACAACCTGTACCTTCGGYATTGTACGCAATATACCCCGAATTATTAGCAAATCTTCTACAATATACAAGGAATTGCAGTACAGTTTATACGCAGAAAAAATGGTAATCACCTCG
	GecuE^10       CTCAACACAACCTGTACCTTCGGCATTGTACGCAATATACCCCGAATTATTAGCAAATCTTCTACAATATACAAGGAAYTGCAGTACAGTTTATACGCAGAAAAAATGGTAATCACCTCG
	GecuE^11      CTCAACACAACCTGTACCTTCGGCATTGTACGCAATATACCCCGAATTATTAGCAAATCTTCTACAATATACAAGGAATTGCAGTACAGTTTATACGCAGAAAAAATGGTAATCACCTCG
	GlicC^15     CTCAACACAACCTGTACCTTCGGCATTGTACGCAATATACCCCGAATTATTAGCAAATMTTCTACAATATACAAGGAATTGCAGTACAGTTTATACGCAGAAAAAATGGTAATCACCTCG
	GlicP^17      CTCAACACAANCTGTACCTTCGGCATTGTACGCAATATACCCCGAATTATTAGCAAATCTTCTACAATATACAAGGAATTGCAGTACAGTTTATACGCAGAAAAAATGGTAATCACCTCG
	GlicP^18      CTCAACACAACCTGTACCTTCGGCATTGTACGCAATATACCCCGAATTATTAGCAAATATTCTACAATATACAAGGAATTGCAGTACAGTTTATACGCAGAAAAAATGGTAATCACCTCG
	GlicE^20      CTCAACACAACCTGTACCTTCGGCATTGTACGCAATATACCCCGAATTATTAGCAAATCTTCTACAATATACAAGGAATTGCAGTACAGTTTATACGCAGAAAAAATGGTAATCACCTCG
	GlicE^21      CTCAACACAACCTGTACCTTCGGCATTGTACGCAATATACCCCGAATTATTAGCAAATCTTCTACAATATACAAGGAATTGCAGTACAGTTTATACGCAGAAAAAATGGTAATCACCTCG
	GlicE^22      CTCAACACAACCTGTACCTTCGGCATTGTACGCAATATACCCCGAATTATTAGCAAATCTTCTACAATATACAAGGAATTGCAGTACAGTTTATACGCAGAAAAAATGGTAATCACCTCG
	GlicE^23       CTCAACACAACCTGTACCTTCGGCATTGTACGCAATATACCCCGAATTATTAGCAAATCTTCTACAATATACAAGGAATTGCAGTACAGTTTATACGCAGAAAAAATGGTAATCACCTCG
	GlicE^24       CTCAACACAACCTGTACCTTCGGCATTGTACGCAATATACCCCGAATTATTAGCAAATMTTCTACAATATACAAGGAATTGCAGTACAGTTTATACGCAGAAAAAATGGTAATCACCTCG
	GlicE^25      CTCAACACAACCTGTACCTTCGGCATTGTACGCAATATACCCCGAATTATTAGCAAATCTTCTACAATATACAAGGAATTGCAGTACAGTTTATACNCAGAAAAAATGGTAATCACCTCG
	GlicE^26      CTCAACACAACCTGTACCTTCGGCATTGTACGCAATATACCCCGAATTATTAGCAAATMTTCTACAATATACAAGGAATTGCAGTACAGTTTATACGCAGAAAAAATGGTAATCACCTCG
	GmorB^27    CTCAACACAACCTGTACCTTCGGCATTGTACGCAATATACCCCGAATTATTAGCAAATCTTCTACAATATACAAGGAATTGCAGTACAGTTTATACGCAGAAAAAATGGTAATCACCTCG
	GpasB^28    CTCAACACAACCTGTACCTTCGGCATTGTACGCAATATACCCCGAATTATTAGCAAATCTTCTACAATATACAAGGAATTGCAGTACAGTTTATACGCAGAAAAAATGGTAATCACCTCG
	GpasB^29    CTCAACACAACCTGTACCTTCGGCATTGTACGCAATATACCCCGAATTATTAGCAAATCTTCTACAATATACAAGGAATTGCAGTACAGTTTATACGCAGAAAAAATGGTAATCACCTCG


22 120
	GecuC^1     AAGGCGTCAGTAGCTTCCACAATTTTGAAAATGAATGGCAACACGCGAAAAAGAGGCAGACCTTCTGCCGAGTCGCCAATACCGCGAAAAAAGAGGGCTTTTATAAAAACTATACCAGAA
	GecuC^2     AAGGCGTCAGTAGCTTCCACAATTTTGAAAATGAATGGCAACACGCGAAAAAGAGGCAGACCTTCTGCCGAGTCGCCAATACCGCGAAAAAAGAGGGCTTTTATAAAAACTATACCAGAA
	GecuC^3     AAGGCGTCAGTAGCTTCCACAATTTTGAAAATGAATGGCAACACGCGAAAAAGAGGCAGACCTTCTGCCGAGTCGCCAATACCGCGAAAAAAGAGGGCTTTTATAAAAACTATACCAGAA
	GecuP^4     AAGGCGTCAGTAGCTTCCACAATTTTGAAAATGAATGGCAACACGCGAAAAAGAGGCAGACCTTCTGCCGAGTCGCCAATACCGCGAAAAAAGAGGGCTTTTATAAAAACTATACCAGAA
	GecuP^5     AAGGCGTCAGTAGCTTCCACAATTTTGAAAATGAATGGCAACACGCGAAAAAGAGGCAGACCTTCTGCCGAGTCGCCAATACCGCGAAAAAAGAGGGCTTTTATAAAAACTATACCAGAA
	GecuP^6      AAGGCGTCAGTAGCTTCCACAATTTTGAAAATGAATGGCAACACGCGAAAAAGAGGCAGACCTTCTGCCGAGTCGCCAATACCGCGAAAAAAGAGGGCTTTTATAAAAACTATACCAGAA
	GecuE^8      AAGGCGTCAGTAGCTTCCACAATTTTGAAAATGAATGGCAACACGCGAAAAAGAGGCAGACCTTCTGCCGAGTCGCCAATACCGCGAAAAAAGAGGGCTTTTATAAAAACTATACCAGAA
	GecuE^9       AAGRCGTCAGTAGCTTCCACAATTTTGAAAATGAATGGCAACACGCGAAAAAGAGGCAGACCTTCTGCCGAGTCGCCAATACCGCGAAAAAAGAGGGCTTTTATAAAAACTATACCAGAA
	GecuE^10       AAGGCGTCAGTAGCTTCCACAATTTTGAAAATGAATGGCAACACGCGAAAAAGAGGCAGACCTTCTGCCGAGTCGCCAATACCGCGAAAAAAGAGGGCTTTTATAAAAACTATACCAGAA
	GecuE^11      AAGGCGTCAGTAGCTTCCACAATTTTGAAAATGAATGGCAACACGCGAAAAAGAGGCAGACCTTCTGCCGAGTCGCCAATACCGCGAAAAAAGAGGGCTTTTATAAAAACTATACCAGAA
	GlicC^15     AAGGCGTCAGTAGCTTCCACAATTTTGAAAATGAATGGCAACACGCGAAAAAGAGGCAGACCTTCTGCCGAGTCGCCAATACCGCGAAAAAAGAGGGCTTTTATAAAAACTATACCAGAA
	GlicC^16     AAGGCGTCAGTAGCTTCCACAATTTTGAAAATGAATGGCAACACGCGAAAAAGAGGCAGACCTTCTGCCGAGTCGCCAATACCGCGAAAAAAGAGGGCTTTTATAAAAACTATACCAGAA
	GlicP^17      AAGGCGTCAGTAGCTTCCACAATTTTGAAAATGAATGGCAACACGCGAAAAAGAGGCAGACCTTCTGCCGAGTCGCCAATACCGCGAAAAAAGAGGGCTTTTATAAAAACTATACCAGAA
	GlicP^18      AAGGCGTCAGTAGCTTCCACAATTTTGAAAATGAATGGCAACACGCGAAAAAGAGGCAGACCTTCTGCCGAGTCGCCAATACCGCGAAAAAAGAGGGCTTTTATAAAAACTATACCAGAA
	GlicE^20      AAGGCGTCAGTAGCTTCCACAATTTTGAAAATGAATGGCAACACGCGAAAAAGAGGCAGACCTTCTGCCGAGTCGCCAATACCGCGAAAAAAGAGGGCTTTTATAAAAACTATACCAGAA
	GlicE^21      AAGGCGTCAGTAGCTTCCACAATTTTGAAAATGAATGGCAACACGCGAAAAAGAGGCAGACCTTCTGCCGAGTCGCCAATACCGCGAAAAAAGAGGGCTTTTATAAAAACTATACCAGAA
	GlicE^22      AAGGCGTCAGTAGCTTCCACAATTTTGAAAATGAATGGCAACACGCGAAAAAGAGGCAGACCTTCTGCCGAGTCGCCAATACCGCGAAAAAAGAGGGCTTTTATAAAAACTATACCAGAA
	GlicE^23       AAGGCGTCAGTAGCTTCCACAATTTTGAAAATGAATGGCAACACGCGAAAAAGAGGCAGACCTTCTGCCGAGTCGCCAATACCGCGAAAAAAGAGGGCTTTTATAAAAACTATACCAGAA
	GlicE^24       AAGGCGTCAGTAGCTTCCACAATTTTGAAAATGAATGGCAACACGCGAAAAAGAGGCAGACCTTCTGCCGAGTCGCCAATACCGCGAAAAAAGAGGGCTTTTATAAAAACTATACCAGAA
	GlicE^25      AAGGCGTCAGTAGCTTCCACAATTTTGAAAATGAATGGCAACACGCGAAAAAGAGGCAGACCTTCTGCCGAGTCGCCAATACCGCGAAAAAAGAGGGCTTTTATAAAAACTATACCAGAA
	GmorB^27    AAGGCGTCAGTAGCTTCCACAATTTTGAAAATGAATGGCAACACGCGAAAAAGAGGCAGACCTTCTGCCGAGTCGCCAATACCGCGAAAAAAGAGGGCTTTTATAAAAACTATACCAGAA
	GpasB^28    AAGGCGTCAGTAGCTTCCACAATTTTGAAAATGAATGGCAACACGCGAAAAAGAGGCAGACCTTCTGCCGAGTCGCCAATACCGCGAAAAAAGAGGGCTTTTATAAAAACTATACCAGAA


22 120
	GecuC^1     AGTATCCATCTGTAATTTTCATAACTGTTTTGAATTTGAAGATATTTGGGGAAATAGTCGCAGAGCTGTTGCTTCAAATTGTGCAAACTGATTTGCATATCTGCAAAAACATGCTCAGAA
	GecuP^4     AGTATCCATCTGTAATTTTCATAACTGTTTTGAATTTGAAGATATTTGGGGAAATAGTCGCAGAGCTGTTGCTTCAAATTGTGCAAACTGATTTGCATATCTGCAAAAACATGCTCAGAA
	GecuP^5     AGTATCCAYCTGTAATTTTCATAACTGTTTTGAATTTGAAGATATTTGGGGAAATAGTCGCAGAGCTGTTGCTTCAAATTGTGCAAACTGATTTGCATATCTGCAAAAACATGYTCAGAA
	GecuP^6      AGTATCCATCTGTAATTTTCATAACTGTTTTGAATTTGAAGATATTTGGGGAAATAGTCGCAGAGCTGTTGCTTCAAATTGTGCAAACTGATTTGCATATCTGCAAAAACATGCTCAGAA
	GecuP^7      AGTATCCATCTGTAATTTTCATAACTGTTTTGAATTTGAAGATATTTGGGGAAATAGTCGCAGAGCTGTTGCTTCAAATTRTGCAAACTGATTTGCATATCTGCAAAAACATGCTCAGAA
	GecuE^8      AGTATCCATCTGTAATTTTCATAAYTGTTTTGAATTTGAAGATATTTGGGGAAATAGTCGCAGAGYTGTTGCTTCAAATTGTGCAAACTGATTTGCATATCTGCAAAAACATGCTCAGAA
	GecuE^9       AGTATCCANCTGTAATTTTCATAACTGTTTTGAATTTGAAGATATTTGGGGAAATAGTCGCAGAGCTGTTGCTTCAAATTGTGCAAACTGATTTGCATATCTGCAAAAACATGCTCAGAA
	GecuE^10       AGTATCCATCTGTAATTTTCATAAYTGTTTTGAATTTGAAGATATTTGGGGAAATAGTCGCAGAGCTGTTGCTTCAAATTGTGCAAACTGATTTGCATATCTGCAAAAACATGCTCAGAA
	GecuE^11       AGTATCCATCTGTAATTTTCATAACTGTTTTGAATTTGAAGATATTTGGGGAAATAGTCGCAGAGCTGTTGCTTCAAATTGTGCAAACTGATTTGCATATCTGCAAAAACATGCTCAGAA
	GecuE^12      AGTATCCATCTGTAATTTTCATAACTGTTTCGAATTTGAAGATATTTGGGGAAATAGTCGCAGAGCTGTTGCTTCAAATTGTGCAAACTGATTTGCATATCTGCAAAAACATGCTCAGAA
	GlicC^15     AGTATCCATCTGTAATTTTCATAACTGTTT-GAATTTGAAGATATTTGGGGAAATAGTCGCAGAGNTGTTGCTTCAAATTGTGCAAACTGATTTGCATATCTGCAAAAACATGCTCAGAA
	GlicP^17      AGTATCCATCTGTAATTTTCATAACTGTTTTGAATTTGAAGATATTTGGGGAAATAGTCGCAGAGTTGTTGCTTCAAATTGTGCAAACTGATTTGCATATCTGCAAAAACATGCTCAGAA
	GlicE^20      AGTATCCATCTGTAATTTTCATAACTGTTTYGAATTTGAAGATATTTGGGGAAATAGTCGCAGAGCTGTTGCTTCAAATTGTGCAAACTGATTTGCATATCTGCAAAAACATGYTCAGAA
	GlicE^21      AGTATCCATCTGTAATTTTCATAACTGTTTYGAATTTGAAGATATTTGGGGAAATAGTCGCAGAGCTGTTGCTTCAAATTGTGCAAACTGATTTGCATATCTGCAAAAAYATGCTCAGAA
	GlicE^22      AGTATCCATCTGTAATTTTCATAACTGTTTTGAATTTGAAGATATTTGGGGAAATAGTCGCAGAGYTGTTGCTTCAAATTGTGCAAACTGATTTGCATATCTGCAAAAAYATGCTCAGAA
	GlicE^23       AGTATCCATCTGTAATTTTCATAACTGTTTYGAATTTGAAGATATTTGGGGAAATAGTCGCAGAGCTGTTGCTTCAAATTGTGCAAACTGATTTGCATATCTGCAAAAAYATGCTCAGAA
	GlicE^24       AGTATCCATCTGTAATTTTCATAACTGTTTTGAATTTGAAGATATTTGGGGAAATAGTCGCAGAGYTGTTGCTTCAAATTGTGCAAACTGATTTGCATATCTGCAAAAAYATGCTCAGAA
	GlicE^25      AGTATCCATCTGTAATTTTCATAACTGTTTYGAATTTGAAGATATTTGGGGAAATAGTCGCAGAGYTGTTGCTTCAAATTGTGCAAACTGATTTGCATATCTGCAAAAACATKCTCAGAA
	GlicE^26      AGTATCCATCTGTAATTTTCATAACTGTTTTGAATTTGAAGATATTTGGGGAAATAGTCGCAGAGTTGTTGCTTCAAATTGTGCAAACTGATTTGCATATCTGCAAAAACATGCTCAGAA
	GmorB^27    AGTATCCATCTGTAATTTTCATAACTGTTTTGAATTTGAAGATATTTGGGGAAATAGTCGCAGAGCTGTTGCTTCAAATTGTGCAAACTGATTTGCATATCTGCAAAAACATGYTCAGAA
	GpasB^28    AGTATCCATCTGTAATTTTCATAACTGTTTTGAATTTGAAGATATTTGGGGAAATAGTCGCAGAGTTGTTGCTTCAAATTGTGCAAACTGATTTGCATATCTGCAAAAACATGCTCAGAA
	GpasB^29    AGTATCCATCTGTAATTTTCATAACTGTTTTGAATTTGAAGATATTTGGGGAAATAGTCGCAGAGTTGTTGCTTCAAATTGTGCAAACTGATTTGCATATCTGCAAAAACATGCTCAGAA


18 120
	GecuC^1     GATTGCAATGAATATTTCCCGAAGTTTTTAGCGGCACCTACATCGCTAAATTTTTTATATCAAATAGTTTCTACATGATAGCTATCGAAATCGTTGCAGTTGAGGTAACACGAATCAAAC
	GecuP^4     GATTGCAATGAATATTTCCCGAAGTTTTTAGCGGCACCTACATCGCTAAATTTTTTATATCAAMTAGTTTCTACATGATAGCTATCGAAATCGTTGCAGTTGAGGTAACACGAATCAAAC
	GecuP^5      GATTRCAATGAATATTTCCCGAAGTTTTTAGCGGNACCTACATCGCTAAATTTTTTATATCAAATAGTTTCTACATGATAGCTATCGAAATCGTTGCAGTTGAGGTAACACGAATCAAAC
	GecuE^8      GATTRCAATGAATATTTCCCGAAGTTTTTAGCGGCACCTACATCGCTAAATTTTTTATATCAAATAGTTTCTACATGATAGCTATCGAAATCGTTGCAGTTGAGGTAACACGAATCAAAC
	GecuE^9       GATTGCAATGAATATTTCCCGAAGTTTTTAGCGGCRCCTACATCGCTAAATTTTTTATATCAAATAGTTTCTACATGATAGCTATCGAAATCGTTGCAGTTGAGGTAACACGAATCAAAC
	GecuE^10       GATTGCAATGAATATTTCCCGAAGTTTTTAGCGRCACCTACATCGCTAAATTTTTTATATCAAATAGTTTCTACATGATAGCTATCGAAATCGTTGCAGTTGAGGTAACACGAATCAAAC
	GlicC^15     GATTGCAANGAATATTTCCCGAAGTTTTTAGCGGCACCTACATCGCTAAATTTTTTATATCAAATAGTTTCTACATGATAGCTATCGAAATCGTTGNAGTTGAGGTAACACGAATCAAAC
	GlicP^17      GATTGCAATGAATATTTCCCGAAGTTTTTAGCGGCACCWACATCGCTAAATTTTTTATATCAAATAGTTTCTACATGATAGCTATCGAAATCGTTGCAGTTGAGGTAACACGAATCAAAC
	GlicP^18      GATTGCAATGAATATTTCCCGAAGTTTTTAGCGGCACCTACATCGCTAAATTTTTTATATCAAATAGTTTCTACATGATAGCTATCGAAATCGTTGCAGTTGANGTAACACGAATCAAAC
	GlicE^20      GATYGCAATGAATATTTCCCGAAGTTTTTAGCGRCACCTACATCGCTAAWTTTTTTATATCAAATAGTTTCTACATGATAGCTATCGAAATCGTTGCAGTTGAGGTAACACGAATCAAAC
	GlicE^21      GATTRCAATGAATATTTCCCGAAGTTTTTAGCGGCACCTACATCGCTAAATTTTTTATATCAAATAGTTTCTRCATGATAGCTATCGAAATCGTTGCAGTTGAGGTAACACGAATCAAAC
	GlicE^22       GATTGCAATGAATATTTCCCGAAGTTTTTAGCGGCACCTACATCGCTAAATTTTTTATATCAAMTAGTTTCTACATGATAGCTATCGAAATCGTTGCAGTTGAGGTAACACGAATCAAAC
	GlicE^23       GATTGCAAAGAATATTTCCCGAAGTTTTTAGCGGCACCTACATCGCTAAATTTTTTATATCAAATAGTTTCTACATGRTAGCTATCGAAATCGTTGCAGTTGAGGTAACACGAATCAAAC
	GlicE^24      GATTGCAAWGAATATTTCCCGAAGTTTTTAGCGGCACCTACATCGCTAAATTTTTTATATCAAATAGTTTCTACATGATAGCTATCGAAATCGTTGCAGTTGAGGTAACACGAATCAAAC
	GlicE^25      GATTGCAATGAATATTTCCCGAAGTTTTTAGCGGCACCWACATCGCTAAATTTTTTATATCAAATAGTTTCTACATGATAGCTATCGAAATCGTTGCAGTTGAGGTAACACGAATCAAAC
	GmorB^27    GATYGCAATGAATATTTCCCGAAGTTTTTAGCGGCACCTACATCGCTAAATTTTTTATATCAAATAGTTTCTACATGATAGCTATCGAAATCGTTGCAGTTGAGGTAACACGAATCAAAC
	GpasB^28    GATTGCAAWGAATATTTCCCGAAGTTTTTAGCGRCACCTACATCGCTAAATTTTTTATATCAAATAGTTTCTACATGATAGCTATCGAAATCGTTGCARTTGAGGTAACACGAATCAAAC
	GpasB^29    GATTGCAATGAATATTTCCCGAAGTTTTTAGCGACACCTACATCGCTAAATTTTTTATATCAAATAGTTTCTACATGATAGCTATCGAAATCGTTGCAATTGAGGTAACACGAATCAAAC


17 120
	GecuC^1     CTGAAAATACTTGACGTTGTGTATGTTACCAAAAAATATTTGGATATGCTTTGTAACGTTGATGTTTACATCCATGGAGTTGTTTAGAGATTCTGATAGTAATATTTGATGAAATATGTT
	GecuP^4     CTGAAAATACTTGACGTTGTGTATGTTACCAAAAAATATTTGGATATGCTTTGTAACGTTGATGTTTACATCCATGGAGTTGTTTAGAGATTCTGATAGTAATATTTGATGAAATATGTT
	GecuP^5     CTGAAAATACTTGACGTTGTGTATGTTACCAAAAAATATTWGGATATGCTTTGTAACGTTGATGTTTACATCCATGGAGTTGTTTAGAGATTCTGATAGTAATATTTGATGAAATATGTT
	GecuP^6      CTGAAAATACTTGACGTTGTGTATGTTACCAAAAAATATTTGGATATGCTTTGTAACGTTGATGTTTACATCCATGGAGTTGTTTAGAGATTCTGATAGTAATATTTGATGAAATATGTT
	GecuE^8      CTGAAAATACTTGACGTTGTGTATGTTACCAAAAAATATTWGGATATGCTTTGTAACGTTGATGTTTACATCCATGGAGTTGTTTAGAGATTCTGATAGTAATATTTGATGAAATATGTT
	GecuE^9       CTGAAAATACTTGACGTTGTGTATGTTACCAAAAAATATTTGGATATGCTTTGTAACGTTGATGTTTACATCCATGGAGTTGTTTAGAGATTCTGATAGTAATATTTGATGAAATATGTT
	GecuE^10       CTGAAAATACTTGACGTTGTGTATGTTACCAAAAAATATTTGGATATGCTTTGTAACGTTGATGTTTACATCCATGGAGTTGTTTAGAGATTCTGATAGTAATATTTGATGAAATATGTT
	GlicC^15     CTGAAAATACTTGACGTTGTGTATGTTACCAAAAAATATTTGGATATGCTTTGTAACGTTGATGTTTACATCCATGGAGTTGTTTAGAGATTCTGATAGTAATATTTGATGAAATATGTT
	GlicP^17      CTGAAAATACTTGACGTTGTGTATGTTACCAAAAAATATTTGGATATGCTTTGTAACGTTGATGTTTACATCCAWGRAGTTGTTTAGAGATTCTGATAGTAATATTTGATGAAATATGTT
	GlicE^20      CTGAAAATACTTGACGTTGTGTATGTTACCAAAAAATATTTGGATATGCTTTGTAACGTTGATGTTTACATCCATGGAGTTGTTTAGAGATTCTGATAGTAATATTTGATGAAATATGTT
	GlicE^21      CTGAAAATACTTGACGTTGTGTATGTTACCAAAAAATATTTGGATATGCTTTGTAACGTTGATGTTTACATCCATGGAGTTGTTTAGAGATTCTGATAGTAATATTTGATGAAATATGTT
	GlicE^22       CTGAAAATACTTGACGTTGTGTATGTTACCAAAAAATATTTGGATATGCTTTGTAACGTTGATGTTTACATCCATGGAGTTGTTTAGAGATTCTGATAGTAATATTTGATGAAATATGTT
	GlicE^23       CTGAAAATACTTGACGTTGTGTATGTTACCAAAAAATATTTGGATATGCTTTGTAACGTTGATGTTTACATCCATGGAGTTGTTTAGAGATTCTGATAGTAATATTTGATGAAATATGTT
	GlicE^24      CTGAAAATACTTGACGTTGTGTATGTTACCAAAAAATATTTGGATATGCTTTGTAACGTTGATGTTTACATCCATGGAGTTGTTTAGAGATTCTGATAGTAATATTTGATGAAATATGTT
	GlicE^25      CTGAAAATACTTGACGTTGTGTATGTTACCAAAAAATATTTGGATATGCTTTGTAACGTTGATGTTTACATCCAWGRAGTTGTTTAGAGATTCTGATAGTAATATTTGATGAAATATGTT
	GmorB^27    CTGAAAATACTTGACGTTGTGTATGTTACCAAAAAATATTTGGATATGCTTTGTAACGTTGATGTTTACATCCATGGAGTTGTTTAGAGATTCTGATAGTAATATTTGATGAAATATGTT
	GpasB^28    CTGAAAATACTTGACGTTGTGTATGTTACCAAAAAATATTTGGATATGCTTTGTAACGTTGATGTTTACATCCATGGAGTTGTTTAGAGATTCTGATAGTAATATTTGATGAAATATGTT


15 120
	GecuC^1     TTTCGGTTTACAAACACTGCTTTATGATGTTTATGTCACGGATTGAGGTTAGAAATAATAAATGTTATTTTCTTTTTAGGATCTTTATATAATTATGAACTTTGC--GTGTGGCGTAGTA
	GecuC^2     TTTCGGTTTACAAACACTGCTTTATGATGTTTATGTCACGGATTGAGGTTAGAAATAATAAATGTTATTTTCTTTTTAGGATCTTTATATAATTATGAACTTTGCGTGTGTGGCGTAGTA
	GecuP^4      TTTCGGTTTACAAACACTGCTTTATGATGTTTATGTCACGGATTGAGGTTAGAAATAATAAATGTTATTTTCTTTTTAGGATCTTTATATAATTATGAACTTTGCGTGTGTGGCGTAGTA
	GecuE^8       TTTCGGTTTACAAACACTGCTTTATGATGTTTATGTCACGGATTGAGGTTAGAAATAATAAATGTTATTTTCTTTTTAGGATCTTTATATAATTATGAACTTTGC--GTGTGGCGTAGTA
	GecuE^9      TTTCGGTTTACAAACACTGCTTTATGATGTTTATGTCACGGATTGAGGTTAGAAATAATAAATGTTATTTTCTTTTTAGGATCTTTATATAATTATGAACTTTGCGTGTGTGGCGTAGTA
	GecuE^10      TTTCGGTTTACAAACACTGCTTTATGATGTTTATGTCACGGATTGAGGTTAGAAATAATAAATGTTATTTTCTTTTTAGGATCTTTATATAATTATGAACTTTGCGTGTGTGGCGTAGTA
	GlicC^15     TTTCGGTTTACAAACACTGCTTTATGATGTTTATGTCACGGATTGAGGTTAGAAATAATAAATGTTATTTTCTTTTTAGGATCTTTATATAATTATGAACTTTGCGTGTGTGGCGTAGTA
	GlicC^16     TTTCGGTTTAYAAACACTGCTTTATGATGTTTATGTCACGGATTGAGGTTAGAAATAATAAATGTTATTTTCTTTTTAGGATCTTTATATAATTATGAACTTTGCGTGTGTGGCGTAGTA
	GlicP^17      TTTCGGNTTACAAACACTGCTTTATGATGTTTATGTCACGGATTGAGGTTAGAAATAATAAATGTTATTTTCTTTTTAGGATCTTTATATAATTATGAACTTTGCNNGTGTGGCGTAGTA
	GlicP^18      TTTCGGTTTACAAACACTGCTTTATGATGTTTATGTCACGGATTGAGGTTAGAAATAATAAATGTTATTTTCTTTTTAGGATCTTTATATAATTATGAACYTTGCGTGTGTGGCGTAGTA
	GlicE^20      TTTCGGTTTACAAACACTGCTTTATGATGTTTATGTCACGGATTGAGGTTAGAAATAATAAATGTTATTTTCTTTTTAGGATCTTTATATAATTATGAACTTTGCNNGTGTGGCGTAGTA
	GlicE^21      TTTCGGTTTACAAACACTGCTTTATGATGTTTATGTCACGGATTGAGGTTAGAAATAATAAATGTTATTTTCTTTTTAGGATCTTTATATAATTATGAACTTTGCGTGTGTGGCGTAGTA
	GmorB^27    TTTCGGTTTACAAACACTGCTTTATGATGTTTATGTCACGGATTGAGGTTAGAAATAATAAATGTTATTTTCTTTTTAGGATCTTTATATAATTATGAACTTTGC--GTGTGGCGTAGTA
	GpasB^28    TTTCGGTTTACAAACACTGCTTTATGATGTTTATGTCACGGATTGAGGTTAGAAATAATAAATGTTATTTTCTTTTTAGGATCTTTATATAATTATGAACTTTGCGTGTGTGGCGTAGTA
	GpasB^29    TTTCGGTTTACAAACACTGCTTTATGATGTTTATGTCACGGATTGAGGTTAGAAATAATAAATGTTATTTTCTTTTTAGGATCTTTATATAATTATGAACTTTGCGTGTGTGGCGTAGTA


20 120
	GecuC^1     AATGAGACATTTTGTTGATYGATTACCTCACTGCCAA--ATTGTAAACTGAGCACAATTTGAACATTTATTGTACTCTCATCAAATGTTACTGTGTTTCTAAAGGTATTTTGGTYTTWCG
	GecuP^4     AATGAGACATTTTGTTGATCGATTACCTCACTGCCAA--ATTGTAAACTGAGCACAATTTGAACATTTATTGTACTCTCATCAAATGTTACTGTGTTTCTAAAGGTATTTTGGTYTTWCG
	GecuP^5     AATGAGACATTTTGTTGATYGATTACCTCACTGCCAA--ATTGTAAACTGAGCACAATTTGAACATTTATTGTACTCTCATCAAATGTTACTGTGTTTCTAAAGGTATTTTGGTTTTACG
	GecuP^6      AATGAGACATTTTGTTGATTGATTACCTCACTGCCAA--ATTGTAAACTGAGCACAATTTGAACATTTATTGTACTCTCATCAAATGTTACTGTGTTTCTAAAGGTATTTTGGTTTTACG
	GecuP^7      AATGANACATTTTGTTGATTGATTACCTCACTGCCAA--ATTGTAAACTGAGCACAATTTGAACATTTATTGTACTCTCATCAAATGTTACTGTGTTTCTAAAGGTATTTTGGTTTTACG
	GecuE^8      AATGAGACATTTTGTTGATYGATTACCTCACTGCCAA--ATTGTAAACTGAGCACAATTTGAACATTTATTGTACTCTCATCAAATGTTACTGTGTTTCTAAAGGTATTTTGGTYTTWCG
	GecuE^9       AATGAGACATTTTGTTGATYGATTACCTCACTGCCAA--ATTGTAAACTGAGCACAATTTGAACATTTATTGTACTCTCATCAAATGTTACTGTGTTTCTAAAGGTATTTTGGTTTTACG
	GecuE^10       AATGAGACATTTTGTTGATCGATTACCTCACTGCCAA--ATTGTAAACTGAGCACAATTTGAACATTTATTGTACTCTCATCAAATGTTACTGTGTTTCTAAAGGTATTTTGGTTTTACG
	GecuE^11      AATGAGACATTTTGTTGATCGATTACCTCACTGCCAA--ATTGTAAACTGAGCACAATTTGAACATTTATTGTACTCTCATCAAATGTTACTGTGTTTCTAAAGGTATTTTGGTTTTACG
	GlicC^15     AATGAGACATTTTGTTGATCGATTACCTCACTGCAA---ATTGTAAACTGAGCACAATTTGAACATTTATTGTACTCTCATCAAATGTTACTGAGTTTCTAAAGGTATTTTGGTCTTTCG
	GlicP^17      AATGAGACATTTTGTTGATCGATTACCTCACTGCCAA--ATTGTAAACTGAGCACAATTTGAACATTTATTGTACTCTCATCAAATGTTACTGTGTTTCTAAAGGTATTTTGGYYTTWCG
	GlicE^20      AATGAGACATTTTGTTGATCGATTACCTCACTGCCAA--ATTGTAAACTGAGCACAATTTGAACATTTATTGTACTCTCATCAAATGTTACTGTGTTTCTAAAGGTATTTTGGTTTTACG
	GlicE^21      AATGAGACATTTTGTTGATCGATTACCTCACTGCCAA--ATTGTAAACTGAGCACAATTTGAACATTTRTTGTACTCTCATCAAATGTTACTGTGTTTCTAAAGGTATTTTGGTTTTACG
	GlicE^22      AATGAGACATTTTGTTGATCGATTACCTCACTGCCAANNATTGTAAACTGAGCACAATTTGAACATTTATTGTACTCTCATCAAATGTTACTGTGTTTCTAAAGGTATTTTGGCCTTTCG
	GlicE^23       AATGAGACATTTTGTTGATCGATTACCTCACTGCCAA--ATTGTAAACTGAGCACAATTTGAACATTTATTGTACTCTCATCAAATGTTACTGTGTTTCTAAAGGTATTTTGGTTTTACG
	GlicE^24       AATGAGACATTTTGTTGATCGATTACCTCACTGCCAA--ATTGTAAACTGAGCACAATTTGAACATTTATTGTACTCTCATCAAATGTTACTGTGTTTCTAAAGGTATTTTGGYYTTWCG
	GlicE^25      AATGAGACATTTTGTTGATCGATTACCTCACTGCCAA--ATTGTAAACTGAGCACAATTTGAACATTTATTGTACTCTCATCAAATGTTACTGTGTTTCTAAAGGTATTTTGGCCTTTCG
	GlicE^26      AATGAGACATTTTGTTGATCGATTACCTCACTGCCAA--ATTGTAAACTGAGCACAATTTGAACATTTATTGTACTCTCATCAAATGTTACTGTGTTTCTAAAGGTATTTTGGTTTTACG
	GmorB^27    AATGAGACATTTTGTTGATCGATTACCTCACTGCCAA--ATTGTAAACTGAGCACAATTTGAACATTTATTGTACTCTCATCAAATGTTACTGTGTTTCTAAAGGTATTTTGGTTTTACG
	GpasB^28    AATGAGACATTTTGTTGATCGATTACCTCACTGCCAA--ATTGTAAACTGAGCACAATTTGAACATTTATTGTACTCTCATCAAATGTTACTGTGTTTCTAAAGGTATTTTGGTTTTACG


21 120
	GecuC^1     ACGTATCTAATTACAAAAGTAAGTTGATCAACATATTGCAAATTAGGTGTAGAATCAACTATTATTCCAAAACATTTTGATTCCTTTTCTCTATCGCAAATTGTCGAAGAGAGATAAGAT
	GecuP^4     ACGTATCTAATTACAAAAGTAAGTTGATCAACATATTGCAAATTAGGTGTAGAATCAACTATTATTCCAAAACATTTTGATTCCTTTTCTCTATCGCAAATTGTCGAAGAGAGATAAGAT
	GecuP^5      ACSTATCTAATTACAAAAGTAAGTTGATCAACATATTGCAAATTAGGTGTAGAATCAACTATTATTCCAAAACATTTTGATTCCTTTTCTCTATCGCAAATTGTCGAAGAGAGATAAGAT
	GecuP^6      ACGTATCTAATTACAAAAGTAAGTTGATCAACATATTGCAAATTAGGTGTAGAATCAACTATTATTCCAAAACATTTTGATTCCTTTTCTCTATCGCAAATTGTCGAAGAGAGATAAGAT
	GecuE^8      ACGTATCTAATTACAAAAGTAAGTTGATCAACATATTGCAAATTAGGTGTAGAATCAACTATTATTCCAAAACATTTTGATTCCTTTTCTCTATCGCAAATTGTCGAAGAGAGATAAGAT
	GecuE^9       ACGTATCTAATTACAAAAGTAAGTTGATCAACATATTGCAAATTAGGTGTAGAATCAACTATTATTCCAAAACATTTTGATTCCTTTTCTCTATCGCAAATTGTCGAAGAGAGATAASAT
	GecuE^10       ACGTATCTAATTACAAAAGTAAGTTGATCAACATATTGCAAATTAGGTGTAGAATCAACTATTATTCCAAAACATTTTGATTCCTTTTCTCTATCGCAAATTGTCGAAGAGAGATAACAT
	GecuE^11      ACGTATCTAATTACAAAAGTAAGTTGATCAACATATTGCAAATTAGGTGTAGAATCAACTATTATTCCAAAACATTTTGATTCCTTTTCTCTATCGCAAATTGTCGAAGAGAGATAAGAT
	GlicC^15     ACGTATCTAATTACAAAAGTAAGTTGATCAACATATTGCAAATTAGGTGTAGAATCAACTATTATTCCAAAACATTTTGATNNCTTTTCTCTATCGCAAATTGTCGAAGAGAGATAAGAT
	GlicC^16     ACGTATCTAATTACAAAAGTAAGTTGATCAACATATTGCAAATTAGGTGTAGAATCAACTATTATTCCAAAACATTTTGATCGCTTTTCTCTATCGCAAATTGTCGAAGAGAGATAAGAT
	GlicP^17      ACGTATCTAATTACAAAAGTAAGTTGATCAACATATTGCAAATTAGGTGTAGAATCAACTATTATTCCAAAACATTTTGATNNCTTTTCTCTATCGCAAATTGTCGAAGAGAGATAAGAT
	GlicP^18      ACGTATCTAATTACAAAAGTAAGTTGATCAACATATTGCAAATTAGGTGTAGAATCAACTATTATTCCAAAACATTTTGATCGCTTTTCTCTATCGCAAATTGTCGAAGAGAGATAAGAT
	GlicE^20      ACGTATCTAATTACAAAAGTAAGTTGATCAACATATTGCAAATTAGGTGTAGAATCAACTATTATTCCAAAACATTTTGATCGCTTTTCTCTATCGCAAATTGTCGAAGAGAGATAAGAT
	GlicE^21      ACGTATCTAATTACAAAAGTAAGTTGATCAACATATTGCAAATTAGGTGTAGAATCAACTATTATTCCAAAACATTTTGATYSCTTTTCTCTATCGCAAATTGTCGAAGAGAGATAAGAT
	GlicE^22      ACGTATCTAATTACAAAAGTAAGTTGATCAACATATTGCAAATTAGGTGTAGAATCAACTATTATTCCAAAACATTTTGATTCCTTTTCTCTATCGCAAATTGTCGAAGAGAGATAAGAT
	GlicE^23       ACGTATCTAATTACAAAAGTAAGTTGATCAACATATTGCAAATTAGGTGTAGAATCAACTATTATTCCAAAACATTTTGATTCCTTTTCTCTATCGCAAATTGTCGAAGAGAGATAAGAT
	GlicE^24      ACGTATCTAATTACAAAAGTAAGTTGATCAACATATTGCAAATTAGGTGTAGAATCAACTATTATTCCAAAACATTTTGATTCCTTTTCTCTATCGCAAATTGTCGAAGAGAGATAAGAT
	GlicE^25      ACGTATCTAATTACAAAAGTAAGTTGATCAACATATTGCAAATTAGGTGTAGAATCAACTATTATTCCAAAACATTTTGATTCCTTTTCTCTATCGCAAATTGTCGAAGAGAGATAAGAT
	GmorB^27    ACGTATCTAATTACAAAAGTAAGTTGATCAACATATTGCAAATTAGGTGTAGAATCAACTATTATTCCAAAACATTTTGATTCCTTTTCTCTATCGCAAATTGTCGAAGAGAGATAAGAT
	GpasB^28    ACGTATCTAATTACAAAAGTAAGTTGAACAACATATTGCAAATTAGGTGTAGAATCAACTATTATTCCAAAACATTTTGATTCCTTTTCTCTATCGCAAATTGTCGAAGAGAGATAAGAT
	GpasB^29    ACGTATCTAATTACAAAAGTAAGTTGAACAACATATTGCAAATTAGGTGTAGAATCAACTATTATTCCAAAACATTTTGATTCCTTTTCTCTATCGCAAATTGTCGAAGAGAGATAAGAT


15 120
	GecuC^1     CCGAATTATCAAGTGATTCTAGTACCACTTCTCAAGAAAAAAATGTAGATTCTGATGTAGTTGATGACATGGCCAATGAAACTTCTTTTACGGATATAAAAAGAA---TGGTAAACAATG
	GecuP^4      CCGAATTATCAAGTGATTCTAGTACCACTTCTCAAGAAAAAAATGTAGATTCTGATGTAGTTGATGACATGGCCAATGAAACTTCTTTTACGGATATAAAAAGAA---TGGTAAACAATG
	GecuE^8       CCGAATTATCAAGTGATTCTAGTACCACTTCTCAAGAAAAAAATGTAGATTCTGATGTAGTTGATGACATGGCCAATGAAACTTCTTTTACGGATATAAAAAGAA---TGGTAAACAATG
	GecuE^9      CCGAATTATCAAGTGATTCTAGTACCACTTCTCAAGAAAAAAATGTAGATTCTGATGTAGTTGATGACATGGCCAATGAAACTTCTTTTACGGATATAAAAAGAA---KGGTAAACAATG
	GlicC^15     CCGAATTATCAAGTGATTCTAGTACCACTTCTCAAGAAAAAAATGTAGATTCTGATGTAGTTGATGACATGGCCAATGAAACTTCTTTTACGGATATAAAAAGAA---TGGTAAACAATG
	GlicC^16     CCGAATTATCAAGTGATTCTAGTACCACTTCTCAAGAAAAAAATGTAGATTCTGATGTAGTTGATGACATGGCCAATGAAACTTCTTTTACGGATATAAAAAGAA---TKGTAAACAATG
	GlicP^17      CCGAATTATCANGTGATTCTAGTACCACTTCTCAAGAAAAAAATGTAGATTCTGATGTAGTTGATGACATGGCCAATGNAACTTCTTTTACGGATATAAAAAGAA---TGGTAAACAATG
	GlicP^18      CCGAATTATCAAGTGATTCTAGTACCACTTCTCAAGAAAAAAATGTAGATTCGGATGTAGTTGATGACATGGCCAATGAAACTTCTTTTACGGATATAAAAAGAA---TGGTAAACAATG
	GlicE^20      CCGAATTATCAAGTGATTCTAGTACCACTTCTCAAGAAAAAAATGTAGATTCTGATGTAGTTGATGACATGGCCAATGAAACTTCTTTTACGGATATAAAAAGAA---TGGTAAACAATG
	GlicE^21      CCGAATTATCAAGTGATTCTAGTACCACTTCTCAAGAAAAAAATGTAGATTCGGATGTAGTTGATGACATGGCAAATGAAACTTCTTTTACGGATATAAAAAGAANNNTGGTAAACAATG
	GlicE^22       CCGAATTATCAAGTGATTCTAGTACCACTTCTCAAGAAAAAAATGTAGATTCTGATGTAGTTGATGACATGGCCAATGAAACTTCTTTTACGGATATAAAAAGAA---TGGTAAACAATG
	GlicE^23      CCGAATTATCAAGTGATTCTAGTACCACTTCTCAAGAAAAAAATGTAGATTCTGATGTAGTTGATGACATGGCCAATGAAACTTCTTTTACGGATATAAAAAGAA---TGGTAAACAATG
	GmorB^27    CCGAATTATCAAGTGATTCTAGTACTACTTCTCAAGAAAAAAATGTAGATTCTGATGTAGTTGATGACATGGCCAATGAAACTTCTTTTACGGATATAAAAAGAA---TGGTAAACAATG
	GpasB^28    CCGAATTATCAAGTGATTCTAGTACCACTTCTCAAGAAAAAAATGTAGATTCTGATGTAGTTGATGACATGGCCAATGAAACTTCTTTTACGGATATAAAAAGAA---TGGTAAACAATG
	GpasB^29    CCGAATTATCAAGTGATTCTAGTACCACTTCTCAAGAAAAAAATGTAGATTCTGATGTAGTTGATGACATGGCCAATGAAACTTCTTTTACGGATATAAAAAGAA---TGGTAAACAATG


20 120
	GecuC^1     CTAAACAAAGTAGAAGCAAGGCTCATTTGTTGATGCCATACTGGGATTCTCACGTGAACAACAATTTTCTGTTCATCTTCGCTCCATTTCAACGAAAAGCCAAGATATAATAAATTACCA
	GecuP^4     CTAAACAAAGTAGAAGCAAGGCTCATTTGTTGATGCCATACTGGGATTCTCACGTGAACAACAATTTTCTGTTCATCTTCGCTCCATTTCAACGAAAAGCCAAGATATAATAAATTACCA
	GecuP^5     CTAAACAAAGTAGAAGCAAGGCTCATTTGTTGATGCCATACTGGGATTCTCACGTGAACAACAATTTTCTGTTCATCTTCRCTCCATTTCAACGAAAAGCCAAGATATAATAAATTACCA
	GecuP^6      CTAAACAAAGTAGAAGCAAGGCTCATTTGTTGATGCCATACTGGGATTCTCACGTGAACAACAATTTTCTGTTCATCTTCRCTCCATTTCAACGAAAAGCCAAGATATAATAAATTACCA
	GecuE^8      CTAAACAAAGTAGAAGCAAGGCTCATTTGTTGATGCCATACTGGGATTCTCACGTGAACAACAATTTTCTGTTCATCTTCGCTCCATTTCAACGAAAAGCCAAGATATAATAAATTACCA
	GecuE^9       CTAAACAAAGTAGAAGCAAGGCTCATTTGTTGATGCCATACTGGGATTCTCACGTGAACAACAATTTTCTGTTCATCTTCGCTCCATTTCAACGAAAAGCCAAGATATAATAAATTACCA
	GecuE^10       CTAAACAAAGTAGAAGCAAGGCTCATTTGTTGATGCCATACTGGGATTCTCACGTGAACAACAATTTTCTGTTCATCTTCGCTCCATTTCAACGAAAAGCCAAGATATAATAAATTACCA
	GecuE^11      CTAAACAAAGTAGAAGCAAGGCTCATTTGTTGATGCCATACTGGGATTCTCACGTGAACAACAATTTTCTGTTCATCTTCGCTCCATTTCAACGAAAAGCCAAGATNTAATAAATTACCA
	GlicC^15     CTAAACAAAGTAGAAGCAAGGCTCATTTGTTGATGCCATACTGGGATTCTCACGTGAACAACAATTTTCTGTTCATCTTCGCTCCATTTCAACGAAAAGCCAAGATATAATAAATTACCA
	GlicP^17      CTAAACAAAGTAGAAGCAAGGCTCATTTGTTGATGCCATACTGGGATTCTCACGTGAACAACAATTTTCTGTTCATCTTCGCTCCATTTCAACGAAAAGCCAAGATATAATAAATTACCA
	GlicP^18      CTAAACAAAGTAGAAGCAAGGCTCATTTGTTGATGCCATACTGGGATTCTCACGTGAACAACAATTTTCTGTTCATCTTCGCTCCATTTCAACGAAAAGCCAAGATATAATAAATTACCA
	GlicE^20      CTAAACAAAGTAGAAGCAAGGCTCATTTGTTGATGCCATACTGGGATTCTCACGTGAACAACAATTTTCTGTTCATCTTCGCTCCATTTCAACGAAAAGCCAAGATATAATAAATTACCA
	GlicE^21      CTAAACAAAGTAGAAGCAAGGCTCATTTGTTGATGCCATACTGGGATTCTCACGTGAACAACAATTTTCTGTTCATCTTCGCTCCATTTCAACGAAAAGCCAAGATATAATAAATTACCA
	GlicE^22      CTAAACAAAGTAGAAGCAAGGCTCATTTGTTGATGCCATACTGGGATTCTCACGTGAACAACAATTTTCTGTTCATCTTCGCTCCATTTCAACGAAAAGCCAAGATATAATAAATTACCA
	GlicE^23       CTAAACAAAGTAGAAGCAAGGCTCATTTGTTGATGCCATACTGGGATTCTCACGTGAACAACAATTTTCTGTTCATCTTCGCTCCATTTCAACGAAAAGCCAAGATATAATAAATTACCA
	GlicE^24       CTAAACAAAGTAGAAGCAAGGCTCATTTGTTGATGCCATACTGGGATTCTCACGTGAACAACAATTTTCTGTTCATCTTCGCTCCATTTCAACGAAAAGCCAAGATATAATAAATTACCA
	GlicE^25      CTAAACAAAGTAGAAGCAAGGCTCATTTGTTGATGCCATACTGGGATTCTCACGTGAACAACAATTTTCTGTTCATCTTCGCTCCATTTCAACGAAAAGCCAAGATATAATAAATTACCA
	GlicE^26      CTAAACAAAGTAGAAGCAAGGCTCATTTGTTGATGCCATACTGGGATTCTCACGTGAACAACAATTTTCTGTTCATCTTCGCTCCATTTCAACGAAAAGCCAAGATATAATAAATTACCA
	GmorB^27    CTAAACAAAGTAGAAGCAAGGCTCATTTGTTGATGCCATACTGGGATTCTCACGTGAACAACAATTTTCTGTTCATCTTCRCTCCATTTCAACGAAAAGCCAAGATATAATAAATTACCA
	GpasB^28    CTAAACAAAGTAGAAGCAAGGCTCATTTGTTGATGCCATACTGGGATTCTCACGTGAACAACAATTTTCTGTTCATCTTCGCTCCATTTCAACGAAAAGCCAAGATATAATAAATTACCA


19 120
	GecuC^1     YCACCTGTGTGCACCGTCACAAACTTTTATGGTTTYCTCWAAAAGTACTTTGTGTGACTTGTTGCGTTTTGTAAAAAAGCTCCTCATATGAAGTAAAATCACTTTTACATATACATTTTA
	GecuC^2     TCACCTGTGTGCACCGTCACARACTTTTATGGTTTTCTCTAAAAGTACTTTGTGTGACTTGTTGCGTTTTGTAAAAAAGCTCCTCATATGAAGTAAAATCACTTTTACATATACATTTTA
	GecuP^4     TCACCTGTGTGCASCGTCACAAACTTTTATGGTTTTCTCTAAAAGTACTTTGTGTGACTTGTTGCGTTTTGTAAAAAAGCTCCTCATATGAAGTAAAATCACTTTTACATATACATTTTA
	GecuP^5     TCACCTGTGTGCACCGTCACAAACTTTTATGGTTTTCTCTAAAAGTACTTTGTGTGACTTGTTGYGTTTTGTAAAAAAGCTCCTCATATGAAGTAAAATCACTTTTACATATACATTTTA
	GecuP^6      YCACCTGTGTGCACCGTCACAAACTTTTATGGTTTYCTCWAAAAGTACTTTGTGTGACTTGTTGCGTTTTGTAAAAAAGCTCCTCATATGAAGTAAAATCACTTTTACATATACATTTTA
	GecuP^7      TCACCTGTGTGCACCGTCACAGACTTTTATGGTTTTCTCTAAAAGTACTTTGTGTGACTTGTTGCGTTTTGTAAAAAAGCTCCTCATATGAAGTAAAATCACTTTTACATATACATTTTA
	GecuE^8      TCACCTGTGTGCACCGTCACARACTTTTATGGTTTTCTCTAAAAGTACTTTGTGTGACTTGTTGCGTTTTGTAAAAAAGCTCCTCATATGAAGTAAAATCACTTTTACATATACATTTTA
	GecuE^9       TCACCTGTGTGCACCGTCACAAACTTTTATGGTTTTCTCTAAAAGTACTTTGTGTGACTTGTTGCGTTTTGTAAAAAAGCTCCTCATATGAAGTAAAATCACTTTTACATATACATTTTA
	GecuE^10       TCACCTGTGTGCACCGTCACAGACTTTTATGGTTTTCTCTAAAAGTACTTTGTGTGACTTGTTGCGTTTTGTAAAAAAGCTCCTCATATGAAGTAAAATCACTTTTACATATACATTTTA
	GecuE^11      TCACCTGTGTGSACCGTCACAAACTTTTATGGTTTTCTCTAAAAGTACTTTGTGTGACTTGTTGCGTTTTGTAAAAAAGCTCCTCATATGAAGTAAAATCACTTTTACATATACATTTTA
	GlicC^15     TCACCTGTGTGCACCGTCACAAACTTTTATGGTTTTCTCTAAAAGTACTTTGTGTGACTTGTTGCGTTTTGTAAAAAAGCTCCTCATATGAAGTAAAATCACTTTTACATATACATTTTA
	GlicP^17      TCACCTGTGTGCACCGTCACAAACTTTTATGGTTTTCTCTAAAAGTACTTTGTGTGACTTGTTGCGTTTTGTAAAAAAGCTCCTCATATGAAGTAAAATCACTTTTACATATACATTTTA
	GlicE^20      TCNCCTGTGTGCACCGTCACAAACTTTTATGGTTT-CTCTAAAAGTACTTTGTGTGACTTGTTGCGTTTTGTAAAAAAGCTCCTCATATGAAGTAAAATCACTTTTACATATACATTTTA
	GlicE^21      TCACCTGTGTGCACCGTCACAGACTTTTATGGTTTTCTCTAAAAGTACTTTGTGTGACTTGTTGCGTTTTGTAAAAAAGCTCCTCATATGAAGTAAAATCACTTTTACATATACATTTTA
	GlicE^22       TCACCTATGTGCACCGTCACAGACTTTTATGGTTTTCTCTAAAAGTACTTTGTGTGACTTGTTGCGTTTTGTAAAAAAGCTCCTCATATGAAGTAAAATCACTTTTACATATACATTTTA
	GlicE^23      TCACCTATGTGCACCGTCACAGACTTTTATGGTTTTCTCTAAAAGTACTTTGTGTGACTTGTTGCGTTTTGTAAAAAAGCTCCTCATATGAAGTAAAATCACTTTTACATATACATTTTA
	GmorB^27    TCACCTGTGTGCACCGTCACAAACTTTTATGGTTTTCTCTAAAAGTACTTTGTGTGACTTGTTGYGTTTTGTAAAAAAGCTCCTCATATGAAGTAAAATCACTTTTACATATACATTTTA
	GpasB^28    TCACCTGTGTGCACCGTCACAAACTTTTACGGTTTCCTCTAAAAGTACTTTGTGTRACTTGTTGCGTTTTGTAAAAAAGCTCCTCATATGAAGTAAAATCACTTTTACATATACATTTTA
	GpasB^29    TCACCTGTGTGCACCGTCACAAACTTTTACGGTTTCCTCTAAAAGTACTTTGTGTAACTTGTTGCGTTTTGTAAAAAAGCTCCTCATATGAAGTAAAATCACTTTTACATATACATTTTA


22 120
	GecuC^1     TSTTCGTCTGTCTAAATCAGTTGCTATCAGCGCCKGAGTTYGAGTAAATTTGAAATCGTGGATTTTTTGGTTTTGCAATATTCTGTTTCATTCTAATTGAAAATGAATAATGTGAATAAT
	GecuP^4     TGTTCGTCTGTCTAAATCAGTTGCTATCAGCGCCTGAGTTCGAGTAAATTTGAAATCGTGGATTTTTTGGTTTTGCAATATTCTGTTTCATTCTAATTGAAAATGAATAATGTGAATAAT
	GecuP^5     TNTTCGTCTGTCTAAATCAGTTGCTATCAGCGCCNGAGTTCGAGTAAATTTGAAATCGTGGATTTTTTGGTTTTGCAATATTCTGTTTCATTCTAATTGAAAATGAATAATGTGAATAAT
	GecuP^6      TYTTCGTCTGTCTAAATCAGTTGCTATCAGCGCCTGAGTTCGAGTAAATTTGAAATCGTGGATTTTTTGGTTTTGCAATATTCTGTTTCATTCTAATTGAAAATGAATAATGTGAATAAT
	GecuP^7      TCTTCGTCTGTCTAAATCAGTTGCTATCAGCGCCKGAGTTCGAGTAAATTTGAAATCGTGGATTTTTTGGTTTTGCAATATTCTGTTTCATTCTAATTGAAAATGAATAATGTGAATAAT
	GecuE^8      TGTTCGTCTGTCTAAATCAGTTGCTATCAGCGCCTGAGTTCGAGTAAATTTGAAATCGTGGATTTTTTGGTTTTGCAATATTCTGTTTCATTCTAATTGAAAATGAATAATGTGAATAAT
	GecuE^9       TSTTCGTCTGTCTAAATCAGTTGCTATCAGCGCCTGAGTTCGAGTAAATTTGAAATCGTKGATTTTTTGGTTTTGCAATATTCTGTTTCATTCTAATTGAAAATGAATAATGTGAATAAT
	GecuE^10       TKTTCGTCTGTCTAAATCAGTTGCTATCAGCGCCTGAGTTCGAGTAAATTTGAAATCGTGGATTTTTTGGTTTTGCAATATTCTGTTTCATTCTAATTGAAAATGAATAATGTGAATAAT
	GecuE^11      TTTTCGTCTGTCTAAATCAGTTGCTATCAGCGCCTGAGTTCGAGTAAATTTGAAATCGTGGATTTTTTGGTTTTGCAATATTCTGTTTCATTCTAATTGAAAATGAATAATGTGRATAAT
	GlicC^15     TNTTCGTCTGTCTAAATCAGTTGCTATCNGCGCCTGAGTTCGAGTAAATTTGAAATNGTGGATTTTTTGGTTTTGCAATATTCTGTTTCATTCTAATTGAAAATGAATAATGTGAATAAT
	GlicP^17      TSTTCGTCTGTCTAAATCAGTTGCTATCAGCGCCTGAGTTCGAGTAAATTTGAAATCGTGGATTTTTTGGTTTTGCAATATTCTGTTTCATTCTAATTGAAAATGAATAATGTGAATAAT
	GlicP^18      TYTTCGTCTGTCTAAATCAGTTGCTATCAGCGCCTGAGTTCGAGTAAATTTGAAATCGTKGATTTTTTGGTTTTGCAATATTCTGTTTCATTCTAATTGAAAATGAATAATGTGAATAAT
	GlicP^19      TNTTCGTCTGTCTAAATCAGTTGCTATCAGCGCCTGAGTTCGAGTAAATTTGAAATCGTGGA-TTTTTGGTTTTGCAATATTCTGTTTCATTCTAATTGAAAATGAATAATGTGAATAAT
	GlicE^20      TYTTCGTCTGTCTAAATCAGTTGCTATCAGCGCCTGAGTTCGAGTAAATTTGAAATCGTGGATTTTTTGGTTTTGCAATATTCTGTTTCATTCTAATTGAAAATGAATAATGTGAATAAT
	GlicE^21      TCTTCGTCTGTCTAAATCAGTTGCTATCAGCGCCTGAGTTCGAGTAAATTTGAAATCGTGGATTTTTTGGTTTTGCAATATTCTGTTTCATTCTAATTGAAAATGAATAATGTGAATAAT
	GlicE^22      TTTTCGTCTGTCTAAATCAGTTGCTATCAGCGCCTGAGTTCGAGTAAATTTGAAATCGTGGATTTTTTGGTTTTGCAATATTCTGTTTCATTCTAATTGAAAATGAATAATGTGAATAAT
	GlicE^23       TKTTCGTCTGTCTAAAWCAGTTGCTATCAGCGCCYGAGTTCGAGTAAATTTGAAATCGTGGATTTTTTGGTTTTGCAATATTCTGTTTCATTCTAATTGAAAATGAATAATGTGAATAAT
	GlicE^24       TKTTCGTCTGTCTAAATCAGTTGCTATCAGYGCCTGAGTTCGAGTAAATTTGAAATCGTGGATTTTTTGGTTTTGCAATATTCTGTTTCATTCTAATTGAAAATGAATAATGTGAATAAT
	GlicE^25      TGTTCGTCTGTCTAAATCAGT--CTATCAGCGCCTGAGTTCGAGTAAATTTGAAATCGTGGATTTTTTGGTTTTGCAATATTCTGTTTCATTCTAATTGAAAATGAATAATGTGAATAAT
	GlicE^26      TGTTCGTCTGTCTAAATCAGTTGCTATCAGCGCCTGAGTTCGAGTAAATTTGAAATCGTGGATTTTTTGGTTTTGCAATATTCTGTTTCATTCTAATTGAAAATGAATAATGTGAATAAT
	GmorB^27    TYTTCGTCTGTCTAAATCAGTTGCTATCAGCGCCKGAGTTCGAGTAAATTTGAAATCGTGGATTTTTTGGTTTTGCAATATTCTGTTTCATTCTAATTGAAAATGAATAATGTGAATAAT
	GpasB^28    TCTTCGTCTGTCTAAATCAGTTGCTATCAGCGCCTGAGTTCGAGTAAATTTGAAATCGTTGATTTTTTGGTTTTGCAATATTCTGTTTCATTCTAATTGAAAATGAATAATGTGAATAAT


18 120
	GecuC^1     ATTTTTTATACTAGCGCCATCGATTTCGACTCGAAAGCGTCATCTTCAGGCTAATAGTCAATGAAATGTGTTCAAAAATAGAAAGAAAACATTGTTATCAACAATGTAAAGGTAAAAATT
	GecuP^4     ATTTTTTATACTAGCGCCATCGATTTCGACTCGAAARCGTCATCTTCAGGCTAATARTCAATGAAATGTGTTCAAMAATAGAAAGAAAACATTGTTATCAACAATGTAAAGGTAAAAATT
	GecuP^5     ATTTTTTATACTAGCGCCATCGATTTCGACTCGAAAGCGTCATCTTCAGGCTAATAGTCAATGAAATGTGTTCAAAAATAGAAAGAAAACATTGTTATCAACAATGTAAAGGTAAAAATT
	GecuP^6      ATTTTTTATACTAGCGCCATCGATTTCGACTCGAAAGCGTCATCTTCAGGCTAATAGTCAATGAAATGTGTTCAAAAATAGAAAGAAAACATTGTTATCAACAATGTAAAGGTAAAAATT
	GecuE^8      ATTTTTTATACTAGCGCCATCGATTTCGACTCGAAAGCGTCATCTTCAGGCTAATAGTCAATGAAATGTGTTCAAAAATAGAAAGAAAACATTGTTATCAACAATGTAAAGGTAAAAATT
	GecuE^9       ATTTTTTATACTAGCGCCATCGATTTCGACTCGAAAGCGTCATCTTCAAGCTAATAGTCAATGAAATGTGTTCAAAAATAGAAAGAAAACATTGTTATCAACAATGTAAAGGTAAAAATT
	GecuE^10       ATTTTTTATACTAGCGCCATCGATTTCGACTCGAAAGCGTCATCTTCAGGCTAATAGTCAATGAAATGTGTTCAAAAATAGAAAGAAAACATTGTTATCAACAATGTAAAGGTAAAAATT
	GlicC^15     ATTTTTTATACTAGCGCCATCGATTTCGACTCGAAAGCRTCATCTTCAGGCTAATAGTCAATGAAATGTGTTCAAAAATAGAAAGAAAACATTGTTATCAACAATGTAAAGGTAAAAATT
	GlicP^17      ATTTTTTATACTAGCGCCATCGATTTCGACTCGAAAGCATCATCTTCAGGCTAATAGTCAATGAAATGTGTTCAAAAATAGAAAGAAAACATTGTTATCAACAATGTAAAGGTAAAAATT
	GlicE^20      ATTTTTTATACTAGCGCCATCGATTTCGACTCGAAAGCATCATCTTCAGGCTAATAGTCAATGAAATGTGTTCAAAAATAGAAAGAAAACATTGTTATCAACAATGTAAAGGTAAAAATT
	GlicE^21      ATTTTTTATACTAGCGCCATCGATTTCGACTCGAAAGCATCATCTTCAGGCTAATAGTCAATGAAATGTGTTCAAAAATAGAAAGAAAACATTGTTATCAACAATGTAAAGGTAAAAATT
	GlicE^22      ATTTTTTATACTAGCGCCATCGATTTCGACTCGAAAGCATCATCTTCAGGCTAATAGTCAATGAAATGTGTTCAAAAATAGAAAGAAAACATTGTTATCAACAATGTAAAGGTAAAAATT
	GlicE^23       ATTTTTTATACTAGCGCCATCGATTTCGACTCGAAAGCATCATCTTCAGGCTAATAGTCAATGAAATGTGTTCAAAAATAGAAAGAAAACATTGTTATCAACAATGTAAAGGTAAAAATT
	GlicE^24       ATTTTTTATACTAGCGCCATCGATKTCGACTCGAAAGCRTCATCTTCAGGCTAATAGTCAATGAAATGTGTTCAAAAATAGAAAGAAAACATTGTTATCAACAATGTAAAGGTAAAAATT
	GlicE^25      ATTTTTTATACTAGCGCCATCGATTTCGACTCGAAAGCATCATCTTCAGGCTAATAGTCAATGAAATGTGTTCAAAAATAGAAAGAAAACATTGTTATCAACAATGTAAAGGTAAAAATT
	GlicE^26      ATTTTTTATACTAGCGCCATCGATTTCGACTCGAAAGCATCATCTTCAGGCTAATAGTCAATGAAATGTGTTCAAAAATAGAAAGAAAACATTGTTATCAACAATGTAAAGGTAAAAATT
	GmorB^27    ATTTTTTATACTAGCGCCATCGATTTCGACTCGAAAGCGTCATCTTCAAGCTAATAGTCAATGAAATGTGTTCAAAAATAGAAAGAAAACATTGTTATCAACAATGTAAAGGTAAAAATT
	GpasB^28    ATTTTTTATACTAGCGCCATCGATTTCGACTCGAAAGCGTCATCTTCAGGCTAATAGTCAATGAAATGTGTTCAAAAATAGAARGAAAACATTGTTATCAACAATGTAAAGGTAAAAATT


18 120
	GecuC^1     TTCAAGGTCATCCTACTTAGAATACAAATTCGTCTCACCATTCTTAGAATTGCAYGAGGGGAGCCGTCACATAAGTTCGTTTTATTGCTGGTACAAATGGAATAGGAACTGTAAAAGGCG
	GecuP^4     TTCAAGGTCATCCTACTTAGAATACAAATTCGTCTCACCATTCTTAGAATTGCATGAGGGGAGCCGTCACATAAGTTCGTTTTATTGCTGGTACAAATGGAATAGGAACTGTAAAAGGCG
	GecuP^5      TTCAAGGTCATCCTACTTAGAATACAAATTCGTCTCACCATTCTTAGAATTGCATGAGGGGAGCCGTCACATAAGTTCGTTTTATTGCTGGTACAAATGGAATAGGAACTGTAAAAGGCG
	GecuE^8      TTCAAGGTCATCCTACTTAGAATACAAATTCGTCTCACCATTCTTAGAATTGCATGAGGGGAGCCGTCACATAAGTTCGTTTTATTGCTGGTACAAATGGAATAGGAACTGTAAAAGGCG
	GecuE^9       TTCAAGGTCATCYTACTTAGAATACWAATTCGTCTYACCATTCTTAGAATTGCATGAGGGGAGCCGTCACATAAGTTCGTTTTATTGCTGGTACAAATGGAATAGGAACTGTAAAAGGCG
	GecuE^10       TTCAAGGTCATCCTACTTAGAATACAAATTCGTCTCACCATTCTTAGAATTGCATGAGGGGAGCCGTCACATAAGTTCGTTTTATTGCTGGTACAAATGGAATAGGAACTGTAAAAGGCG
	GecuE^11      TTCAAGGTCATCCTACTTAGAATACAAATTCGTCTCCCCATTCTTAGAATTGTATGAGGGGAGCCGTCACATAAGTTCGTTTTATTGCTGGTACAAATGGAATAGGAACTGTAAAAGGCG
	GlicC^15     TTCAAGGTCATCCTACTTAGAATACAAATTCGTCTCACCATTCTTAGAATTGCATGAGGGGAGCCGTCACATAAGTTCGTTTTATTGCTGGTACAAATGGAATAGGAACTGTAAAAKGCG
	GlicP^17      TTCAAGGTCATCCTACTTAGAATACAAATTCGTCTCACCATTCTTAGAATTGCATGAGGGGAGCCGTCACATAAGTTCGTTTTATTGCTGGTACAAATGGAATAGGAACTGTAAAAGGCG
	GlicE^20      TTCAAGGTCATCCTACTTAGAATACAAATTCGTCTCACCATTCTTAGAATTGCATGAGGGGAGCCGTCACATAAGTTCGTTTTATTGCTGGTACAAATGGAATAGGAACTGTAAAAGGCG
	GlicE^21      TTCAAGGTCATCCTACTTAGAATACAAATTCGTCTCACCATTCTTAGAATTGCATGAGGGGAGCCGTCACATAAGTTCGTTTTATTGCTGGTACAAATGGAATAGGAACTGTAAAAGGCG
	GlicE^22      TTCAAGGTCATCCTACTTAGAATACAAATTCGTCTCACCATTCTTAGAATTGCATGAGGGGAGCCGTCACATAAGTTCGTTTTATTGCTGGTACAAATGGAATAGGAACTGTAAAAGGCG
	GlicE^23       TTCAAGGTCATCCTACTTAGAATACAAATTCGTCTCACCATTCTTAGAATTGCATGAGGGGAGCCGTCACATAAGTTCGTTTTATTGCTGGTACAAATGGAATAGGAACTGTAAAAGGCG
	GlicE^24       TTCAAGGTCATCCTACTTAGAATACAAATTCGTCTCACCATTCTTAGAATTGCATGAGGGGAGCCGTCACATAAGTTCGTTTTATTGCTGGTACAAATGGAATAGGAACTGTAAAAGGCG
	GlicE^25      TTCAAGGTCATCCTACTTAGAATACAAATTCGTCTCACCATTCTTAGAATTGCATGAGGGGAGCCGTCACATAAGTTCGTTTTATTGCTGGTACAAATGGAATAGGAACTGTAAAAGGCG
	GmorB^27    TTCAAGGTCATCCTACTTAGAATACAAATTCGTCTCACCATTCTTAGAATTGCATGAGGGGAGCCGTCACATAAGTTCGTTTTATTGCTGGTACAAATGGAATAGGAACTGTAAAAGGCG
	GpasB^28    TTCAAGGTCATCCTACTTAGAATACAAATTCGTCTCAMCATTCTTAGAATTGCATGAGGGGAGCCGTCACATAAGTTCGTTTTATTGCTGGTACAAATGGAATAGGAACTGTAAAAGGCG
	GpasB^29    TTCAAGGTCATCCTACTTAGAATACAAATTCGTCTCACCATTCTTAGAATTGCATGAGGGGAGCCGTCACATAAGTTCGTTTTATTGCTGGTACAAATGGAATAGGAACTGTAAAAGGCG


20 120
	GecuC^1     CAAAAATAACTTCGTGTTTTGTATTG---ATAATAATAATAATATACTTGTTTCGCATACTTTGGAGTATATTCTGAAGAAGCCACAAAGTTTACGGAACAATTGCCATATTTTCGYGAA
	GecuC^2     CAAAAATAACTTCGTGTTTTGTATTG---ATAATAATAATAATATACTTGTTTCGCATACTTTGGAGTATATTCTGAAGAAGCCACAAAGTTTACGGAACAATTGCCNTATTTTCGTGAA
	GecuP^4     CAAAAATAACTTCGTGTTTTGTATTG---ATAATAATAATAATATACTTGTTTCGCATACTTTGGAGTATATTCTGAAGAAGCCACAAAGTTTACGGAACAATTGCCAYATTTTCGTGAA
	GecuP^5     CAAAAATAACTTCGTGTTTTGTATTG---ATAATAATAATAATATACTTGTTTCGCATACTTTGGAGTATATTCTGAAGAAGCCACAAAGTTTACGGAACAATTGCCATATTTTCGTGAA
	GecuE^8       CAAAAATAACTTCGTGTTTTGTATTG---ATAATAATAATAATATACTTGTTTCGCATACTTTGGAGTATATTCTGAAGAAGCCACAAAGTTTACGGAACAANTGCCATATTTTCGTGAA
	GecuE^9       CAAAAATAACTTCGTGTTTTGTATTG---ATAATAATAATAATATACTTGTTTCGCATACTTTGGAGTATATTCTGAAGAAGCCACAAAGTTTACGGAACAATTGCCATATTTTCGTGAA
	GecuE^10      CAAAAATAACTTCGTGTTTTGTATTG---ATAATAATAATAATATACTTGTTTCGCATACTTTGGAGTATATTCTGAAGAAGCCACAAAGTTTACGGAACAATTGCCATATTTTCGTGAA
	GlicC^15     CAAAAATAACTTCGTGTTTTGTATTG---ATAATAATAATAATATACTTGTTTCGCATACTTTGGAGTATATTCTGAAGAARCCACAAAGTTTACGGAACAATTGCCATATTTTCGTGAA
	GlicC^16     CAAAAATAACTTCGTGTTTTGTATTG---ATAATAATAATAATATACTTGTTTCGCATACTTTGGAGTATATTCTGAAGAAGCCACAAAGTTTACGGAACAATTGCCATATTTTCGTGAA
	GlicP^17      CAAAAATAACTTCGTGTTTTGTATTG---ATAATAATAATAATATACTTGTTTCGCATACTTTGGAGTATATTCTGAAGAARCCACAAAGTTTACGGAACAATTGCCATATTTTCGTGAA
	GlicP^18      CAAAAATAACTTCGTGTTTTGTATTG---ATAATAATAATAATATACTTGTTTCGCATACTTTGGAGTATATTCTGAAGAAGCCACAAAGTTTACGGAACAATTGCCATATTTTCGTGAA
	GlicE^20      CAAAAATAACTTCGTGTTTTGTATTG---ATAATAATAATAATATACTTGTTTCGCATACTTTGGAGTATATTCTGAAGAAGCCACAAAGTTTACGGAACAATTGCCATATTTTCGTGAA
	GlicE^21      CAAAAATAACTTCGTGTTTTGTATTG---ATAATAATAATAATATACTTGTTTCGCATACTTTGGAGTATATTCTGAAGAAGCCACAAAGTTTACGGAACAATTGCCATATTTTCGTGAA
	GlicE^22      CAAAAATAACTTCGTGTTTTGTATTG---ATAATAATAATAATATACTTGTTTCGCATACTTTGGAGTATATTCTGAAGAAGCCACAAAGTTTACGGAACAATTGCCATATTTTCGTGAA
	GlicE^23       CAAAAATAACTTCGTGTTTTGTATTG---ATAATAATAATAATATACTTGTTTCGCATACTTTGGAGTATATTCTGAAGAAGCCACAAAGTTTACGGAACAATTGCCATATTTTCGTGAA
	GlicE^24       CAAAAATAACTTCGTGTTTTGTATTG---ATAATAATAATAATATACTTGTTTCGCATACTTTGGAGTATATTCTGAAGAAGCCACAAAGTTTACGGAACAATTGCCATATTTTCRTGAA
	GlicE^25      CAAAAATAACTTCGTGTTTTGTATTG---ATAATAATAATAATATACTTSTTTCGCATACTTTGGAGTATATTCTGAAGAAGCCACAAAGTTTACGGAACAATTGCCATATTTTCGTGAA
	GmorB^27    CAAAAATAACTTCGTGTTTTGTATTG---ATAATAATAATAATATACTTGTTTCGCATACTTTGGAGTATATTCTGAAGAAGCCACAAAGTTTACGGAACAATTGCCAYATTTTCGTGAA
	GpasB^28    CAAAAATAACTTCGTGTTTTGTATTGATAATAATAATAATAATATACTTGTTTCGCATACTTTGGAGTATATTCTGAAGAAGYCACAAAGTTTACGGAACAATTGCCATATTTTCGTGAA
	GpasB^29    CAAAAATAACTTCGTGTTTTGTATTG---ATAATAATAATAATATACTTGTTTCGCATACTTTGGAGTATATTCTGAAGAAGCCACAAAGTTTACGGAACAATTGCCATATTTTCGTGAA


17 120
	GecuC^1     AGATGTACAAACATAATTCAANATTTTCTGCACAACTCTTATGTACACAACCATGTCATCCGTTGTACTATACCCATATTTCCCCTTTGCAATTTTGACAATATTTTCTGAGATAATATG
	GecuP^4     AGATGTACAAACATAATTCAATATTTTCTGCACAACTCTTATGTACACAASCATGTCATCCGTTGTACTATACCCATATTTCCCCTTTGCAATTTTGACAATATTTTCTGAGATAATATG
	GecuP^5     AGATGTACAAACATAATTCAATATTTTCTGCACAACTCTTATGTACACAACCATGTCATCCGTTGTACTATACCCATATTTYCCCTTTGCAATTTTGACAATATTTTCTGAGATAATATG
	GecuP^6      AGATGTACAAACATAATTCAATATTTTCTGCACAACTCTTATGTACACAASCATGTCATCCGTTGTACTATACCCATATTTCCCCTTTGCAATTTTGACAATATTTTCTGAGATAATATG
	GecuE^8      AGATGTACAAACATAATTCAATATTTTCTGCACAACTCTTATGTACACAACCATGTCATCCGTTGTACTATACCCATATTTCCCCTTTGCAATTTTGACAATATTTTCTGAGATAATATG
	GecuE^9       AGATGYACAAACATAATTCARTATTTTCTGCACAACTCTTATGTACACAACCATGTCATCCGTTGTACTATACYCATATTTCCCCTTTGCAATTTTGACAATATTTTCTGAGATAATATG
	GecuE^10       AGATGTACAAACATAATTCAATATTTTCTGCACAACTCTTATGTACACAASCATGTCATCCGTTGTACTATACCCATATTTCCCCTTTGCAATTTTGACAATATTTTCTGAGATAATATG
	GecuE^11      NGATGTACAAACATAATTCAATATTTTCTGCACAACTCTTATGTACACAACCATGTCATCCGTTGTACTATACCCATATTTCCCCTTTGCAATTTTGACAATATTTTCTGAGATAATATG
	GlicC^15     AGATGTACAAACATAATTCAATA-TTTCTGCACAACTCTTATGTACACAACCATGTCATCCGTTGTACTATACCCATATTTCCCCTTTGCAATTTTGACAATATTTTCTGAGATAATATG
	GlicP^17      AGATGTACAAACATAATTCAATATTTTCTGCACAACTCTTATGTACACAACCATGTCATCCGTTGTACTATACCCATA-TTCCCCTTTGCAATTTTGACARTATTTTCTGAGATAATATG
	GlicE^20      AGATGTACAAACATAATTCAATATTTTCTGCACAACTCTTAAGTACACAACCATGTCATCCGTTGTACTATACCCATATTTCCCCTTTGCAATTTTGACAATATTTTCTGAGATAATATG
	GlicE^21      AGATGTACAAACATAATTCAATATTTTCTGCACAACTCTTATGTACACAACCATGTCATCCGTTGTACTATACCCATATTTCCCCTTTGCAATTTTGACAATATTTTCTGAGATAATATG
	GlicE^22       AGATGTACAAACATAATTCAATATTTTCTGCACAACTCTTATGTACACAACCATGTCATCCGTTGTACTATACCCATATTTCCCCTTTGCAATTTTGACAATATTTTCTGAGATAATATG
	GlicE^23       AGATGTACAAACATAATTCAATATTTTCTGCACAACTCTTATGTACACAACCATGTCATCCGTTGTACTATACCCATATTTCCCCTTTGCAATTTTGACAATATTTTCTGAGATAATATG
	GlicE^24      AGATGTACAAACATAATTCAATAYTTTCTGCACAACTCTTATGTACACAACCATGTCATCCGTTGTACTATACCCATATTTCCCCTTTGCAATTTTGACAATATTTTCTGAGATAATATG
	GmorB^27    AGATGTACAAACATAATTCAATATTTTCTGCACAACTCTTATGTACACAACCATGNCATCCGTTGTACNATACCCATATTTCCCCTTTGCAATTTTGACAATATTTTCTGAGATAATATG
	GpasB^28    AGATGTACAAACATAATTCAATATTTTCTGCACAACTCTTATGTACACAACCATGTCATCCGTTGTACTATACCCATATTTCCCCTTTGCAATTTTGACAATATTTTCTGAGATAATATG


20 120
	GecuC^1     AAATGCATATTTCAGGAGATGAAATAGGGAGGACAAGATTTATTGCTTTCTTCGAGGGAAAAATATATACATATTTTTGTTACGTCTGAAGAAATAAATTTGTACGAGTTTGGAGGAAAT
	GecuP^4     AAATGCATATTTCAGGAGATGAAATAGGGAGGACAAGATTTATTGCTTTCTTCGAGGGAAAAATATATACATATTTTTGTTACGTCTGAAGAAATAAATTTGTACGAGTTTGGAGGAAAT
	GecuP^5     AAATGCATATTTCAGGAGATGAAATAGGGAGGACAAGATTTATTGCTTTCTTCGAGGGAAAAATATATACATATTTTTGTTACGTCTGAAGAAATAAATTTGTACGAGTTTGGAGGAAAT
	GecuP^6      AAATGCATATTTCAGGAGATGAAATAGGGAGGACAAGATTTATTGCTTTCTTCGAGGGAAAAATATATACATATTTTTGTTACGTCTGAAGAAATAAATTTGTACGAGTTTGGAGGAAAT
	GecuP^7      AAATGCATATTTCAGGAGATGAAATAGGGAGGACAAGATTTATTGCTTTCTTCGAGGGAAAAATATATACATATTTTTGTTACGTCTGAAGAAATAAATTTGTACGAGTTTGGAGGAAAT
	GecuE^8      AAATGCATATTTCAGGAGATGAAATAGGGAGGACAAGATTTATTGCTTTCTTCGAGGGAAAAATATATACATATTTTTGTTACGTCTGAAGAAATAAATTTGTACGAGTTTGGAGGAAAT
	GecuE^9       AAATGCATATTTCAGGAGATGAAATAGGGAGGACAAGATTTATTGCTTTCTTCGAGGGAAAAATATATACATATTTTTGTTACGTCTGAAGAAATAAATTTGTACGAGTTTGGAGGAAAT
	GecuE^10       AAATGCATATTTCAGGAGATGAAATAGGGAGGACAAGATTTATTGCTTTCTTCGAGGGAAAAATATATACATATTTTTGTTACGTCTGAAGAAATAAATTTGTACGAGTTTGGAGGAAAT
	GecuE^11      AAATGCATATTTCAGGAGATGAAATAGGGAGGACAAGATTTATTGCTTTCTTCGAGGGAAAAATATATACATATTTTTGTTACGTCTGAAGAAATAAATTTGTACGAGTTTGGAGGAAAT
	GlicC^15     AAATGCATATTTCAGGAGATGAAATAGGGAGGACAAGATTTATTGCTTTCTTCGAGGGAAAAATATATACATATTTTTGTTACGTCTGAAGAAATAAATTTGTACGAGTTTGGAGGAAAT
	GlicP^17      AAATGCATATTTCAGGAGATGAAATAGGGAGGACAAGATTTATTGCTTTCTTCGAGGGAAAAATATATACATATTTTTGTTACGTCTGAAGAAATAAATTTGTACGAGTTTGGAGGAAAT
	GlicE^20      AAATGCATATTTCAGGAGATGAAATAGGGAGGACAAGATTTATTGCTTTCTTCGAGGGAAAAATATATACATATTTTTGTTACGTCTGAAGAAATAAATTTGTACGAGTTTGGAGGAAAT
	GlicE^21      AAATGCATATTTCAGGAGATGAAATAGGGAGRACAAGATTTATTGCTTTCTTCGAGGGAAAAATATATACATATTTTTGTTACGTCTGAAGAAATAAATTTGTACGAGTTTGGAGGAAAT
	GlicE^22      AAATGCATATTTCAGGAGATGAAATAGGGAGGACAAGATTTATTGCTTTCTTCGAGGGAAAAATATATACATATTTTTGTTACGTCTGAAGAAATAAATTTGTACGAGTTTGGAGGAAAT
	GlicE^23       AAATGCATATTTCAGGAGATGAAATAGGGAGGACAAGATTTATTGCTTTCTTCGAGGGAAAAATATATACATATTTTTGTTACGTCTGAAGAAATAAATTTGTACGAGTTTGGAGGAAAT
	GlicE^24       AAATGCATATTTCAGGAGATGAAATAGGGAGGACAAGATTTATTGCTTTCTTCGAGGGAAAAATATATACATATTTTTGTTACGTCTGAAGAAATAAATTTGTACGAGTTTGGAGGAAAT
	GlicE^25      AAATGCATATTTCAGGAGATGAAATAGGGAGGACAAGATTTATTGCTTTCTTCGAGGGAAAAATATATACATATTTTTGTTACGTCTGAAGAAATAAATTTGTACGAGTTTGGAGGAAAT
	GlicE^26      AAATGCATATTTCAGGAGATGAAATAGGGAGGACAAGATTTATTGCTTTCTTCGAGGGAAMAATATATACATATTTTTGTTACGTCTGAAGAAATAAATTTGTACGAGTTTGGAGGAAAT
	GmorB^27    AAATGCATATTTCAGGAGATGAAATAGGGAGGACAAGATTTATTGCTTTCTTCGAGGGAAAAATATATACATATTTTTGTTACGTCTGAAGAAATAAATTTGTACGAGTTTGGAGGAAAT
	GpasB^28    AAATGCATATTTCAGGAGATGAAATAGGGAGGACAAGATTTATTGCTTTCTTCGAGGGAAAAATATATACATATTTTTGTTACGTCTGAAGAAATAAATTTGTACGAGTTTGGAGGAAAT


15 120
	GecuC^1     GAAAAGAAAAGTATGAGAGCAATTCAGAACAATCCAAATTACAATGTATGCACTTGTAACCCAATTTCAAAAAAGAGATCTTACGTCTAGACAGCTCCTTCTATCTTATCCGACTGAAAT
	GecuP^4      GAAAAGAAAAGTATGAGAGCAATTCAGAACAATCCAAATTACAATGTATGCACTTGTAACCCAATTTCAAAAAAGAGATCTTACGTCTAGACRGCTCTTTCTATCTTATCCGACTGAAAT
	GecuE^8       GAAAAGAAAAGTATGAGAGCAATTCAGAACAATCCAAATTACAATGTATGCACTTGTAACCCAATTTCAAAAAAGAGATCTTACGCCTAGACAGCTCTTTCTATCTTATCCGACTGAAAT
	GecuE^9      GAAAAGAAAAGTATGAGAGCAATTCAGAACAATCCAAATTACAATGTATGCACTTGTAACCCAATTTCAAAAAAGAGATCTTACGTCTAGACAGCTCTTTCTATCTTAKCCGACTGAAAT
	GlicC^15     GAAAAGAAAAGTATGAGAGCAATTCAGAACAATCCAAATTACAATGTATGCACTTGTAACCCAATTTCAAAAAAGAGATCTTACGTCTAGACRGCTCYTTCTATCTTATCCGACTGAAAT
	GlicC^16     GAAAAGAAAAGTATGAGAGCAATTCAGAACAATCCAAATTACAATGTATGCACTTGTAACCCAATTTCAAAAAAGAGATCTTACGTCTAGACGGCTCTTTCTATCTTATCCGACTGAAAT
	GlicP^17      GAAAAGAAAAGTATGAGAGCAATTCAGAACAATCCAAATTACAATGTATGCACTTGTAACCCAATTTCAAAAAAGAGATCTTACGTCTAGACGGCTCTTTCTATCTTATCCGACTGAAAT
	GlicP^18      GAAAAGAAAAGTATGAGAGCAATTCAGAACAAT-CAAATTACAATGTATGCACTTGTAACCCAATTTCAAAAAAGAGATCTTACGTCTAGACAGCTCCTTCTATCTTATCCGACTGAAAT
	GlicE^20      GAAAAGAAAAGTATGAGAGCAATTCAGAACAATCCAAATTACAATGTATGCACTTGTAACCCAATTTCAAAAAAGAGATCTTACGTCTAGACRGCTCTTTCTATCTTATCCGACTGAAAT
	GlicE^21      GAAAAGAAAAGTATGAGAGCAATTCAGAACAATCCAAATTACAATGTATGCACTTGTAACCCAATTTCAAAAAAGAGATCTTACGTCTAGACGGCTCTTTCTATCTTATCCGACTGAAAT
	GlicE^22       GAAAAGAAAAGTATGAGAGCNATTCAGAACAANCCAAATTACAATGTATGCACTTGTAACCCAATTTCAAAAAAGAGATCTTACGWCTAGACRRCTCTTTCTATCTTATCCGACTGAAAT
	GlicE^23      GAAAAGAAAAGTATGAGAGCAATTCAGAACAATCCAAATTACAATGTATGCACTTGTAACCCAATTTCAAAAAAGAGATCTTACGTCTAGACGGCTCTTTCTATCTTATCCGACTGAAAT
	GmorB^27    GAAAAGAAAAGTATGAGAGCAATTCAGAACAATCCAAATTACAATGTATGCACTTGTAACCCAATTTCAAAAAAGAGATCTTACGTCTAGACAGCTCTTTCTATCTTATCCGACTGAAAT
	GpasB^28    GAAAAGAAAAGTATGAGAGCAATTCAGAACAATCCAAATTACAATGTATGCACTTGTAACCCAATTTCAAAAAAGAGATCTTACGTCTAGACAGCTCTTTCTATCTTATCCGACTGAAAT
	GpasB^29    GAAAAGAAAAGTATGAGAGCAATTCAGAACAATCCAAATTACAATGTATGCACTTGTAACCCAATTTCAAAAAAGAGATCTTACGTCTAGACAGCTCTTTCTATCTTATCCGACTGAAAT


21 120
	GecuC^1     ACATTCAGAAACAAAATAAACTTTTTCTCTAGCAGATCGTTAGATTCTAATAGATTTATTTTTGAAGAATTTGAATATGGGATCCGTTTTTCCTT-TTTTTTGATTTTGTAAAAAATGCT
	GecuP^4     ACATTCAGAAACAAAATAAACTTTTTCTCTAGCAGATCGTTAGATTCTAATAGATTTATTTTTGAAGAATTTGAATATGGGATCCGTTTTTCCTT-TTTTTTGATTTTGTAAAAAATGCT
	GecuP^5     ACATTCAGAAACAAAATAAACTTTTTCTCTAGCAGATCGTTAGATTCTAATAGATTTATTTTTGAAGAATTTGAATATGGGATCCGTTTTTCCTT-TTTTTTGATTTTGTAAAAAATGCT
	GecuP^6      ACATTCAGAAACAAAATAAACTTTTTCTCTAGCAGATCGTTAGATTCTAATAGATTTATTTTTGAAGAATTTGAATATGGGATCCGTTTTTCCTT-TTTTTTGATTTTGTAAAAAATGCT
	GecuP^7      ACATTCAGAAACAAAATAAACTTTTTCTCTAGCAGATCGTTAGATTCTAATAGATTTATTTTTGAAGAATTTGAATATGGGATCCGTTTTTCCTT-TTTTTTGATTTTGTAAAAAATGCT
	GecuE^8      ACATTCAGAAACAAAATAAACTTTTTCTCTAGCAGATCGTTAGATTCTAATAGATTTATTTTTGAAGAATTTGAATATGGGATCCGTTTTTCCTT-TTTTTTGATTTTGTAAAAAATGCT
	GecuE^9       ACATTCAGAAACAAAATAAACTTTTTCTCTAGCAGATCGTWAGATTCTAATAGATTTATTTTTGAAGAATTTGAATATGGGATCCGTTTTTCCTTTTTTTTTGATTTTGTAAAAAATGCT
	GecuE^10       ACATTCAGAAACAAAATAAACTTTTTCTCTAGCAGATCGTTAGATTCTAATAGATTTATTTTTGAAGAATTTGAATATGGGATCCGTTTTTCCTT-TTTTTTGATTTTGTAAAAAATGCT
	GecuE^11      ACATTCAGAAACAAAATAAACTTTTTCTCTAGCAGATCGTTAGATTCTAATAGATTTATTTTTGAAGAATTTGAATATGGGATCCGTTTTTCCTT-TTTTTTGATTTTGTAAAAAATGCT
	GlicC^15     ACATTCAGAAACAAAATAAAC-TTTTCTCTAGCAGATCGTTAGATTCTAATAGATTTATTTTTGAAGAATTTGAATATGGGATCCGTTTTTCCTTCTTTTTTGATTTTGTAAAAAATCCT
	GlicP^17      ACATTCAGAAACAAAATAAAC-TTTTCTCTAGCAGATCGTTAGATTCTAATAGATTTATTTTTGAAGAATTTGAATATGGGATCCGTTTTTCCTTCTTTTTTGATTTTGTAAAAAATCCT
	GlicP^18      ACATTCAGAAACAAAATAAACTTTTTCTCTAGCAGATCGTTAGATTCTAATAGATTTATTTTTGAAGAATTTGAATATGGGATCCGTTTTTCCTT-TTTTTTGATTTTGTAAAAAATGCT
	GlicE^20      ACATTCAGAAACAAAATAAACTTTTTCTCTAGCAGATCGTTAGATTCTAATAGATTTATTTTTGAAGAATTTGAATATGGGATCCGTTTTTCCTT-TTTTTTGATTTTGTAAAAAATGCT
	GlicE^21      ACATTCAGAARCAAAATAAACTTTTTCTCTAGCAGATCGTTAGATTCTAATAGATTTATTTTTGAAGAATTTGAATATGGGATCCGTTTTTCCTTCTTTTTTGATTTTGTAAAAAATCCT
	GlicE^22      ACATTCAGAAACAAAATAAAC-TTTTCTCTAGCAGATCGTTAGATTCTAATAGATTTATTTTTGAAGAATTTGAATATGGRATCCGTTTTTCCTTCTTTTTTGATTTTGTAAAAAATCCT
	GlicE^23       ACATTCAGAAACAAAATAAACTTTTTCTCTAGCAGATCGTTAGATTCTAATAGATTTATTTTTGAAGAATTTGAATATGGGATCCGTTTTTCCTT-TTTTTTGATTTTGTAAAAAATGCT
	GlicE^24       ACATTCAGAAACAAAATAAACTTTTTCTCTAGCAGATCGTTAGATTCTAATAGATTTATTTTTGAAGAATTTGAATATGGGATCCGTTTTTCCTT-TTTTTTGATTTTGTAAAAAATGCT
	GlicE^25      ACATTCAGAAACAAAATAAAC-TTTTCTCTAGCAGATCGTTAGATTCTAATAGATTTATTTTTGAAGAATTTGAATATGGGATCCGTTTTTCCTTCTTTTTTGATTTTGTAAAAAATCCT
	GmorB^27    ACATTCAGAAACAAAATAAACTTTTYGTCTAGCAGATCGTTAGATTCTAATAGATTTATTTTTGAAGAATTTGAATATGGGATCCGTTTTTCCTTCTTTTTTGATTTTGTAAAAAATCCT
	GpasB^28    ACATTCAGAAACAAAATAAACTTTTTCTCTAGCAGATCGTTAGATTCTAATAGATTTATTTTTGAAGAATTTGAATATGGGATCCGTTTTTCCTT-TTTTTTGATTTTGTAAAAAATGCT
	GpasB^29    ACATTCAGAAACAAAATAAACTTTTTCTCTAGCAGATCGTAAGATTCTAATAGATTTATTTTTGAAGAATTTGAATATGGGATCCGTTTTTCCTTTTTTTTTGATTTTGTAAAAAATGCT


18 120
	GecuC^1     TCATACTTTATTAGGAATCCGTAAACATCCGGTCACGTTTCATGGGTGTCTSCACGCATTTACTTCCTATGTTTCATGGAA--TATGTCGTCACATCTTCCGTTCAACTTGTAATTGCAC
	GecuP^4     TCATACTTTATTAGGAATCCGTAAACATCCGGTCACGTTTCATGGGTGTCTGCACGCATTTACTTCCTATGTTTCATGGAA--TATGTCGTCACATCTTCCGTTCAACTTGTAATTGCAC
	GecuP^5     TCATACTTTATTAGGAATCCGTAAACATCCGGTCACGTTTCATGGGTGTCTGCACGCATTTACTTCCTATGTTTCATGGAA--TATGTCGTCACATCTTCCGTTCAACTTGTAATTGCAC
	GecuP^6      TCATACTTTATTAGGAATCCGTAAACATCCGGTCACGTTTCATGGGTGTCTGCACGCATTTACTTCCTATGTTTCATGGAA--TATGTCGYCACATCTTCCGTTCAACTTGTAATTGCAC
	GecuP^7      TCATACTTTATTAGGAATCCGTAAACATCCGGTCACGTTTCATGGGTGTCTGCACGCATTTACTTCCTATGTTTCATGGAA--TATGTCGTCACATCTTCCGTTCAACTTGTAATTGCAC
	GecuE^8      TCATACTTTATTAGGAATCCGTAAACATCCGGTCACGTTTCATGGGTGTCTGCACKCATTTACTTCCTATGTTTCATGGAA--TATGTCGTMACATCTTCCGTTCAACTTGTAATTGCAC
	GecuE^9       TCATACTTTATTAGGAATCCGTAAACATCCGGTCACGTTTCATGGGTGTCTGCACGCATTTACTTCCTATGTTTCATGGAA--TATGTCGTCACATCTTCYGTTCAAYTTGTAATTGCAC
	GecuE^10       TCATACTTTATTAGGAATCCGTAAACATCCGGTCACGTTTCATGGGTGTCTGCACGCATTTACTTCCTATGTTTCATGGAA--TATGTCGTCACATCTTCCGTTCAACTTGTAATTGCAC
	GecuE^11      TCATACTTTATTAGGAATCCGTAAACATCCGGTCACGTTTCATGGGTGTCTGCACGCATTTACTTCCTATGTTTCATGGAA--TATGTCGTCRCATCYTCCGTTCAACTTGTAATTSCAC
	GlicC^15     TCATACTTTATTAGGAATCCGTAAACATCCGGTCACGTTTCATGGGTGTCTGCACGCATTTACTTCCTATGTTTCATGGAA--TATGTCGTCACATCTTCCGTTCAACTTGTAATTGCAC
	GlicP^17      TCATACTTTATTAGGAATCCGTAAACATCCGGTCACGTTTCATGGGTGTCTGCACGCANTTACTTCCTATGTTTCATGGAA--TATGTCGTCACATCTTCCGTTCAACTTGTAATTGCAC
	GlicE^20      TCATACTTTATTAGGAATCCGTAAACATCCGGTCACGTTTCATGGGTGTCTGCACGCATTTACTTCCNATGTTTCATGGAA--TATGTCGTCACATCTTCYGTTCAACTTGTAATTGCAC
	GlicE^21      TCATACTTTATTAGGAATCCGTAAACATCCGGTCACGTTTCATGGGTGTCTGCACGCATTTACTTCCTATGTTTCATGGAA--TATGTCGTCACATCTTCCGTTCAACTTGTAATTGCAC
	GlicE^22      TCATACTTTATTAGGAATCCGTAAACATCCGGTCACGTTTCATGGGTGTCTGCACGCATTTACTTCCTATGTTTCATGGAA--TATGTCGTCACATCTTCCGTTCAACTTGTAATTGCAC
	GlicE^23       TCATACTTTATTAGGAATCCGTAAACATCCGGTCACGTTTCATGGGTGTCTGCACGCATTTACTTCCTATGTTTCATGGAA--TATGTCGTCACATCTTCCGTTCAACTTGTAATTGCAC
	GlicE^24       TCATACTTTATTAGGAATCCGTAAACATCCGGTCACGTTTCATGGGTGTCTGCACGCATTTACTTCCTATGTTTCATGGAANNTATGTCGTCACATCTTCCGTTCAACTTGTAATTGCAC
	GmorB^27    TCATACTTTATTAGGAATCCGTAAACATCCGGTCACGTTTCATGGGTSTCTGCACGCATTTACTTCCTATGTTTCATGGAA--TATGTCGTCACATYTTCCGTTCAACTTGTAATTGCAC
	GpasB^28    TCATACTTTATTAGGAATCCGTAAACATCCGGTCACGTTTCATGGGTGTCTGCACGCATTTACTTCCTATGTTTCATGGAA--TATGTCGTCACATCTTCCGTTCAACTTGTAATTGCAC


18 120
	GecuC^1     GAATATGTGTTGTGTGGTATCCATACTATGAAGTTTATGAACAAATTATCGAGCGCGTTCAGGGAGAGTTCTTGAAAACCCTTTCATACCGAATCGATGGCATATACACAGTGAGAAACA
	GecuP^4     GAATATGTGTTGTGTGGTATCCATACTATGAAGTTTATGAACAAATTATCRAGCGCGTTCAGGGAGAGTTCTTGAAAACCCTTTCATACCGAATCGATGGCATATACACAGTGAGAAACA
	GecuP^5      GAATATGTGTTGTGTGGTATCCATACTATGAAGTTTATGAACAAATTATCRAGCGCGTTCAGGGAGAGTTCTTGAAAACCCTTTCATACCGAATCGATGGCATATACACAGTGAGAAACA
	GecuE^8      GAATATGTGTTGTGTGGTATCCATACTATGAAGTTTATGAACAAATTATCAAGCGCGTTCAGGGAGAGTTCTTGAAAACCCTTTCATACCGAATCGATGGCATATACACAGTGAGAAACA
	GecuE^9       GAATATGTGTTGTGTGGTATCCATACTATGAAGTTTATGAACAAATTATCAAGCGCGTTCAGGGAGAGTTCTTGAAAACCCTTTCATACCGAATCGATGGCATATACACAGTGAGAAACA
	GecuE^10       GAATATGTGTTGTGTGGTATCCATACTATGAAGTTTATGAACAAATTATCGAGCGCGTTCAGGGAGAGTTCTTGAAAACCCTTTCATACCGAATCGATGGCATATACACAGTGAGAAACA
	GecuE^11      GAATATGTGTTGTGTGGTATCCATACTATGAAGTTTATGAACAAATTATCGAGCGCGTTCAGGGAGAGTTCTTGAAAACCCTTTCATACCGAATCGATGGCATATACACAGTGAGAAAMA
	GlicC^15     GAATATGTGTTGTGTGGTATCCATACTATGAAGTTTATGAACAAATTATCGAGCGCGTTCAGGGANAGTTCTTGAAAACCCTTTCATACCGAATCGATGGCATATACACAGTGAGAAACA
	GlicP^17      GAATATGTGTTGTGTGGTATCCATACTATGAAGTTTATGAACAAATTATCRAGCGCGTTCAGGGAGAGTTCTTGAAAACCCTTTCATACCGAATCGATGGCATATACACAGTGAGAAACA
	GlicE^20      GAATATGTGTTGTGTGGTATCCATACTATGAAGTTTATGAACAAATTATCRAGCGCGTTCAGGGAGAGTTCTTGAAAACCCTTTCATACCGAATCGATGGCATATACACAGTGAGAAACA
	GlicE^21      GAATATGTGTTGTGTGGTATCCATACTATGAAGTTTATGAACAAATTATCGAGCGCGTTCAGGGAGAGTTCTTGAAAACCCTTTCATACCGAATCGATGGCATATACACAGTGAGAAACA
	GlicE^22       GAATATGTGTTGTGTGGTATCCATACTATGAAGTTTATGAACAAATTATCGAGCGCGTTCAGGGAGAGTTCTTGAAAACCCTTTCATACCGAATCGATGGCATATACACAGTGAGAAACA
	GlicE^23       GAATATGTGTTGTGTGGTATCCATACTATGAAGTTTATGAACAAATTATCGAGCGCGTTCAGGGAGAGTTCTTGAAAACCCTTTCATACCGAATCGATGGCATATACACAGTGAGAAACA
	GlicE^24      GAATATGTGTTGTGTGGTATCCATACTATGAAGTTTATGAACAAATTATCGAGCGCGTTCAGGGAKAGTTCTTGAAAACCCTTTCATACYGAATCGATGGCATATACACAGTGAGAAACA
	GlicE^25      GAATATGTGTTGTGTGGTATCCATACTATGAAGTTTATGAACAAATTATCGAGCGCGTTCAGGGAGAGTTCTTGAAAACCCTTTCATACCGAATCGATGGCATATACACAGTGAGAAACA
	GmorB^27    GAATATGTGTTGTGTGGTATCCATACTATGAAGTTTATGAACAAATTATCAAGCGCGTTCAGGGAGAGTTCTTGAAAACCCTTTCATACCGAATCGATGGCATATACACAGTGAGAAACA
	GpasB^28    GAATATGTGTTGTGTGGTATCCATACTATGAAGTTTATGAACAAATTATCGAGCGCGTTCAGGGAGAGTTCTTGAAAACCCTTTCATACCGAATCGATGGCATATACACAGTGAGAAACA
	GpasB^29    GAATATGTGTTGTGTGGTATCCATACTATGAAGTTTATGAACAAATTATCGAGCGCGTTCAGGGAGAGTTCTTGAAAACCCTTTCATACCGAATCGATGGCATATACACAGTGAGAAACA


20 120
	GecuC^1     TCAACGATTACTGTAATTTTATACCAATTTCATTGATATTGACACTTATCCTATTTATTTATTATTATGGACATGTAGAATATTCATATCCGCAGAGAAATAGTTTCTAGCAACAAGAAA
	GecuP^4     TCAACGATTACTGTAATTTTATACCAATTTCATTGATATTGACACTTATCCTATTTATTTATTATTATGGASATGTAGAATATTCATATCCGCAGAGAAATAGTTTCTTGCAACRAGAAA
	GecuP^5     TCAACGATTACTGTAATTTTATACCAATTTCATTGATATTGACACTTATCCTATTTATTTATTATTATNGACATGTAGAATATTCATATCCGCAGAGAAATAGTTTCTTGCNACNAG-AA
	GecuP^6      TCAACGATTACTGTAATTTTATACCAATTTCATTGATATTGACACTTATCCTATTTATTTATTATTATGGACATGTAGAATATTCATATCCGCAGAGAAATAGTTTCTTGCAACAAGAAA
	GecuP^7      TNAACGATTACTGTAATTTTATACCAATTTCATTGATATTGACACTTATCCTATTTATTTATTATTATGGACATGTAGAATATTCATATCCGCAGAGAAATAGTTTCTTGCAACAAGAAA
	GecuE^8      TCAACGATTACTGTAATTTTATACCAATTTCATTGATATTGACACTTATCCTATTTATTTATTATTATGGACATGTAGAATATTCATATCCGCAGAGAAATAGTTTCTTGCAACAAGAAA
	GecuE^9       TCAACGATTACTGTAATTTTATACCAATTTCATTGATATTGACACTTATCCTATTTATTTATTATTATGGACATGTAGAATATTCATATCCGCAGAGAAATAGTTTCTTGCAACAAGAAA
	GecuE^10      TCAACGATTACTGTAATTTTATACCAATTTCATTGATATTGACACTTATCCTATTTATTTATTATTATGGACATGTAGAATATTCATATCCGCAGAGAAATAGTTTCTWGCAACAAGAAA
	GlicC^15     TCAACGATTACTGTAATTTTATACCAATTTCGTTGATATTGACACTTATCCTATTTATTTATTATTATGGACATGTAGAATATTCATATCCGCAGAGAAATAGTTTCTTGCAACAAGAAA
	GlicP^17      TCAACGATTACTGTAATTTTATACCAATTTCATTGATATTGACACTTATCCTATTTATTTATTATTATGGACATGTAGAATATTCATATCCGCAGAGAAATAGTTTCTTGCAACAAGAAA
	GlicP^18      TCAACGATTACTGTAATTTTATACCAATTTCATTGATATTSACACTTATCCTATTTATTTATTATTATGGACATGTAGAATATTCATATCCGCAGAGAAATAGTTTCTTGCAACAAGAAA
	GlicP^19      TCAACGATTACTGTAATTTTATACCAATTTCATTGATATTGACACTTATCCTATTTATTTATTATTATGGACATGTAGAATATTCATATCCGCAGAGRAATAGTTTCTTGCAACAAGAAA
	GlicE^20      TCAACGATTACTGTAATTTTATACCAATTTCNTTGATATTGACACTTATCCTATTTATTTATTATTATGGACATGTAGAATATTCATATCCGCAGAGAAATAGTTTCTTGCAACAAGAAA
	GlicE^21      TCAACGATTACTGTAATTTTATACCAATTTCRTTGATATTGACACTTATCCTATTTATTTATTATTATGGACATGTAGAATATTCATATCCGCAGAGAAATAGTTTCTTGCAACAAGAAA
	GlicE^22       TCAACGATTACTGTAATTTTATACCAATTTCRTTGATATTGACACTTATCCTATTTATTTATTATTATGGACATGTAGAATATTCATATCCGCAGAGAAATAGTTTCTTGCAACAAGAAA
	GlicE^23       TCAACGATTACTGTAATTTTATACCAATTTCATTGATATTGACACTTATCCTATTTATTTATTATTATGGASATGTAGAATATTCATATCCGCAGAGAAATAGTTTCTTGCAACAAGAAA
	GlicE^24      TCAACGATTACTGTAATTTTATACCAATTTCRTTGATATTGACACTTATCCTATTTATTTATTATTRTGGACATGTAGAATATTCATATCCGCAGAGAAATAGTTTCTTGCAACAAGAAA
	GlicE^25      TCAACGATTACTGTAATTTTATACCAATTTCATTGATATTGACACTTATCCTATTTATTTATTATTATGGACATGTAGAATATTCATATCCGCAGAGAAATAGTTTCTTGCAACAAGAAA
	GmorB^27    TCAACGATTACTGTAATTTTATACCAATTTCATTGATATTGACACTTATCCTATTTATTTATTATTATGGACATGTAGAATATTCATATCCGCAGAGAAATAGTTTCTTGCAACAAGAAA
	GpasB^28    TCAACGATTACTGTAATTTTATACCAATTTCATTGATATTGACACTTATCCTATTTATTTATTATTATGGACATGTAGAATATTCATATCCGCAGAGAAATAGTTTCTTGCAACAAGAAA


21 120
	GecuC^1     TATTCCGTTATCACAGGTGATTTTATCGGGGANGCCGAAACAGG-AAAAGTATTGTATAAATTTACTAGCTGTCTCTATGGCRTTTAGGGAGGTGATTGGGTATGCTTGGCCAAATTTGG
	GecuP^4     TATTCCGTTATCACAGGTGATTTTATCGGGGATGCCGAAACAGG-AAAAGTATTGTATAAATTTACTAGCTGTCTCTATGGCGTTTAGGGAGGTGATTGGGTATGCTTGGCCAAATTTGG
	GecuP^5     TATTCCGTTATCACAGGTGATTTTATCGGGGATGCCGAAACAGG-AAAAGTATTGTATAAATTTACTAGCTGTCTCTATGGCGTTTAGGGAGGTGATTGGGTATGCTTGGCCAAATTTGG
	GecuP^6      TATTCCGTTATCACAGGTGATTTTATCGGGGATGCCGAAACAGG-AAAAGTATTGTATAAATTTACTAGCTGTCTCTATGGCGTTTAGGGAGGTGATTGGGTATGCTTGGCCAAATTTGG
	GecuE^8      TATTCCGTTATCACAGGTGATTTTATCGGGGATGCCGAAACAGG-AAAAGTATTGTATAAATTTACTAGCTGTCTCTATGGCGTTTAGGGAGGTGATTGGGTATGCTTGGCCAAATTTGG
	GecuE^9       TATTCCGTTATCACAGGTGATTTTATCGGGGATGCCGAAACAGG-AAAAGTATTGTATAAATTTACTAGCTGTCTCTATGGCGTTTAGGGAGGTGATTGGGTATGCTTGGCCAAATTTGG
	GecuE^10       TATTCCGTTATCACAGGTGATTTTATCGGGGATGCCGAAACAGG-AAAAGTATTGTATAAATTTACTAGCTGTCTCTATGGCGTTTAGGGAGGTGATTGGGTATGCTTGGCCAAATTTGG
	GecuE^11      TATTCCGTTATCACAGGTGATTTTATCGGGGATGCCGAAACAGG-AAAAGTATTGTATAAATTTACTAGCTGTCTCTATGGCGTTTAGGGAGGTGATTGGGTATGCTTGGCCAAATTTGG
	GecuE^12      TATTCCGTTATCACAGGTGATTTTATCGGGGATGCCGAAACAGG-AAAAGTATTGTATAAATTTACTAGCTGTCTCTATGGCRTTTAGNGAGGTGATTGGGTATGCTTGGCCAAATTTGG
	GlicC^15     TATTCCGTTATCACAGGTGATTTTATCGGGGATGCCGAAACAGG-AAAAGTATTGTATAAATTTACTAGCTGTCTCTATGGCGTTTAGGGAGGTGATTGGGTATGCTTGGCCAAATTTGG
	GlicC^16     TATTCCGTTATCACAGGTGATTTTATCGGGGATGCCGAAACWGG-AAAAGTATTGTATAAATTTACTAGCTGTCTCTATGGCGTTTAGGGAGGTGATTGGGTATGCTTGRCCAAATTTGG
	GlicP^17      TATTCCGTTATCACAGGTGATTTTATCGGGGATGCCGAAACAGG-AAAAGTATTGTATAAATTTACTAGCTGTCTCTATGGCGTTTAGGGAGGTGATTGGGTATGCTTGGCCAAATTTGG
	GlicP^18      TATTCCGTTATCACAGGTGATTTTATCGGGGATGCCGAAACAGG-AAAAGTATTGTATAAATTTACTAGCTGTCTCTATGGCGTTTAGGGAGGTGATTGGGTATGCTTGGCCAAATTTGG
	GlicE^20      TATTCCGTTATCACAGGTGATTTTATCGGGGATGCCGAAACAGG-AAAAGTATTGTATAAATTTACTAGCTGTCTCTATGGCGTTTAGGGAGGTGATTGGGTATGCTTGGCCAAATTTGG
	GlicE^21      TATTCCGTTATCACAGGTGATTTTATCGGGGATGCCGAAACAGG-AAAAGTATTGTATAAATTTACTAGCTGTCTCTATGGCGTTT-GGGAGGTGATTGGGTATGCTTGGCCAAATTTGG
	GlicE^22      TATTCCGTTATCACANGTGATTTTATCGGGGATGCCGAAACAGG-AAAAGTATTGTATAAATTTACTAGCTGTCTCTATGGCGTTT-GGGAGGTGATTGGGTATGCTTGGCCAAATTTGG
	GlicE^23       TNTTCCGTTATCACAGGTGATTTTATCGGGGATGCCGAAACAGGNAAAAGTATTGTATAAATTTACTAGCTGTCTCTATGGCGTTTAGGGAGGTGATTGGGTATGCTTGGCCAAATTTGG
	GlicE^24       TATTCCGTTATCACAGGTGATTTTATCGGGGATGCCGAAACAGG-AAAAGTATTGTATAAATTTACTAGCTGTCTCTATGGCGTTTAGGGAGGTGATTGGGTATGCTTGGCCAAATTTGG
	GlicE^25      TATTCCGTTATCACAGGTGATTTTATCGGGGATGCCGAAACAGG-AAAAGTATTGTATAAATTTACTAGCTGTCTCTATGGCGTTTAGGGAGGTGATTGGGTATGCTTGGCCAAATTTGG
	GmorB^27    NATTCCGTTATCACAGGTGATTTTATCGGGGATGCCGAAACNGG-AAAAGTATTGTATAAATTTACTAGCTGTCTCTATGGCGTTTAGGGAGGTGATTGGGTATGCTTGNCCAAATTTGG
	GpasB^28    TATTCCGTTATCACAGGTGATTTTATCGGGGATGCCGAAACAGG-AAAAGTATTGTATAAATTTACTAGCTGTCTCTATGGCGTTTAGGGAGGTGATTGGGTATGCTTGGCCAAATTTGG


21 120
	GecuC^1     GTACGTACATATGTTGCAGGGATAATGCGGGATTTACTGAAAACGATAACCTAGTTTCCCAAATACCGAGAAGAATTTTACATTTGCTCAGAAGATATCCTGGAGGTGATTTTGCGAAGT
	GecuP^4     GTACGTACATATGTTGCAGGGATAATGCGGGATTTACTGAAAACGATAACCTAGTTTCCCAAATACCGAGAAGAATTTTACATTTGCTCAGAAGATATCCTGGAGGTGATTTTGCGAAGT
	GecuP^5      GTACGTACATATGTTGCAGGGATAATGCGGGATTTACTGAAAACGATAANCTAGTTTCCCAAATACCGAGAAGAATTTTACATTTGCTCAGAAGATATCCTGGAGGTGATTTTGCGAAGT
	GecuP^6      GTACGTACATATGTTGCAGGGATAATGCGGGATTTACTGAAAACGATAACCTAGTTTCCCAAATACCGAGAAGAATTTTACATTTGCTCAGAAGATATCNTGGAGGNGATTTTGCGAAGT
	GecuE^8      GTACGTACATATGTTGCAGGGATAATGCGGGATTTACTGAAAACGATAACCTAGTTTCCCAAATACCGAGAAGAATTTTACATTTGCTCAGAAGATATCCTGGAGGTGATTTTGCGAAGT
	GecuE^9       GTACGTACATATGTTGCAGGGATAATGCGGGATTTACTGAAAACGATAACCTAGTTTCCCAAATACCGAGAAGAATTTTACATTTGCTCAGAAGATATCCTGGAGGTGATTTTGCGAAGT
	GecuE^10       GTACGTACATATGTTGCAGGGATAATGCGGGATTTACTGAAAACGATAACCTAGTTTCCCAAATACCGAGAAGAATTTTACATTTGCTCAGAAGATATCCTGGAGGTGATTTTGCGAAGT
	GecuE^11      GTACGTACATATGTTGCAGGGATAATGCGGGATTTACTGAAAACGATAACCTAGTTTCCCAAATACCGAGAAGAATTTTACATTTGCTCAGAAGATATCCTGGAGGTGATTTTGCGAAGT
	GlicC^15     GTACGTACATATGTTGCAGGGATAATGCGGGATTTACTGAAAACGATAACCTAGTTTCCCAAATACCGAGAAGAATTTTACATTTGCTCAGAAGATATCCTGGAGGTGATTTTGCGAAGT
	GlicP^17      GTACGTACATATGTTGCAGGGATAATGCGGGATTTACTGAAAACGATAACCTAGTTTCCCAAATACCGAGAAGAA-TTTACATTTGCNCAGAAGATATCCTGGAGGTGATTTTGCGAAGT
	GlicP^18      GTACGTACATATGTTGCAGGGATAATGCGGGATTTACTGAAAACGATAACCTAGTTTCCCAAATACCGAGAAGAATTTTACATTTGCTCAGAAGATATCCTGGAGGTGATTTTGCGAAGT
	GlicE^20      GTACGTACATATGTTGCAGGGATAATGCGGGATTTACTGAAAACGATAACCTAGTTTCCCAAATACCGAGAAGAATTTTACATTTGCTCAGAAGATATCCTGGAGGTGATTTTGCGAAGT
	GlicE^21      GTACGTACATATGTTGCAGGGATAATGCGGGATTTACTGAAAACGATAACCTAGTTTCCCAAATACCGAGAAGAATTTTACATTTGCTCAGAAGATATCCTGGAGGTGATTTTGCGAAGT
	GlicE^22      GTACGTACATATGTTGCAGGGATAATGCGGGATTTACTGAAAACGATAACCTAGTTTCCCAAATACCGAGAAGAATTTTACATTTGCTCAGAAGATATCCTGGAGGTGATTTTGCGAAGT
	GlicE^23       GTACGTACATATGTTGCAGGGATAATGCGGGATTTACTGAAAACGATAACCTAGTTTCCCAAATACCGAGAAGAATTTTACATTTGCTCAGAAGATATCCTGGAGGTGATTTTGCGAAGT
	GlicE^24       GTACGTACATATGTTGCAGGGATAATGCGGGATTTACTGAAAACGATAACCTAGTTTCCCAAATACCGAGAAGAATTTTACATTTGCTCAGAAGATATCCTGGAGGTGATTTTGCGAAGT
	GlicE^25      GTACGTACATATGTTGCAGGGATAATGCGGGATTTACTGAAAACGATAACCTAGTTTCCCAAATACCGAGAAGAATTTTACATTTGCTCAGAAGATATCCTGGAGGTGATTTTGCGAAGT
	GlicE^26      GTACGTACATATGTTGCAGGGATAATGCGGGATTTACTGAAAACGATAACCTAGTTTCCCAAATACCGAGAAGAATTTTACATTTGCTCAGAAGATATCCTGGAGGTGATTTTGCGAAGT
	GmorB^27    GTACGTACATATGTTGCAGGGATAATGCGGGATTTACTGAAAACGATAACCTAGTTTCCCAAATACCGAGAAGAATTTTACATTTGCTCAGAARATATCCTGGAGGTGATTTTGCGAAGT
	GpasB^28    GTACGTACATATGTTGCAGGGATAATGCGGGATTTACTGAAAACGATAACCTAGTTTCCCAAATACCGAGAAGAATTTTACATTTGCTCAGAAGATATCCTGGAGGTGATTTTGCGAAGT
	GpasB^29    GTACGTACATATGTTGCAGGGATAATGCGGGATTTACTGAAAACGATAACCTAGTTTCCCAAATACCGAGAAGAATTTTACATTTGCTCAGAAGATAYCCTGGAGGTGATTTTGCGAAGT


18 120
	GecuC^1     TCTTCCTTTGATGTTGACAGATTTCATTTACCGCGTTCATATGAAAGSTAAAAATAAGGTTTTACAAGTAACTGAATAAAAATTTTCATGAAAATATTGAAATATACATACTTGTAAAAC
	GecuP^4     TCTTCCTTTGATGTTGACAGATTTCATTTACCGCGTTCATATGAAAGCTAAAAATAAGGTTTTACAAGTAACTGAATAAAAATTTTCATGAAAATATTGAAATATACATACTTATAAAAC
	GecuP^5      TCTTCCTTTGATGTTGACAGATTTCATTTACCGCGTTCATATGAAAGCTAAAAATAAGGTTTTACAAGTAACTGAATAAAAATTTTCATGAAAATATTGAAATATACATACTTRTAAAAC
	GecuP^6      TCTTCCTTTGATGTTGACAGATTTCATTTACCGCGTTCATATGAAAGCTAAAAATAAGGTTTTACAAGTAACTGAATAAAAATTTTCATGAAAATATTGAAATATACATACTTATAAAAC
	GecuE^8      TCTTCCTTTGATGTTGACAGATTTCATTTACCGCGTTCATATGAAAGCTAAAAATAAGGTTTTACAAGTAACTGAATAAAAATTTTCATGAAAATATTGAAATATACATACTTATAAAAC
	GecuE^9       TCTTCCTTTGATGTTGACAGATTTCATTTACCGCGTTCATATGAAAGCTAAAAATAAGGTTTTACAAGTAACTGAATAAAAATTTTCATGAAAATATTGAAATATACATACTTATAAAAC
	GecuE^10       TCTTCCTTTGATGTTGACAGATTTCATTTACCGCGTTCATATGAAAGCTAAAAATAAGGTTTTACAAGTAACTGAATAAAAATTTTCATGAAAATATTGAAATATACATACTTATAAAAC
	GecuE^11      TCTTCCTTTGATGTTGACAGATTTCATTTACCGCGTTCATATGAAAGCTAAAAATAAGGTTTTACAAGTAACTGAATAAAAATTTTCATGAAAATATTGAAATATACATACTTATAAAAC
	GlicC^15     TCTTCCTTTGATGTTGACAGATTTCATTTACCGCGTTCATATGAAAGCTAAAAATAAGGTTTTACAAGTAACTGAATAAAAATTTTCATGAAAATATTGAAATATACATACTTGTAAAAC
	GlicP^17      TCTTCCTTTGATGTTGACAGATTTCATTTACCGCGTTCATATGAAAGCTAAAAATAAGGTTTTACAAGTAACTGAATAAAAATTTTCATGAAAATATTGAAATATACATACTTATAAAAC
	GlicE^20      TCTTCCTTTGATGTTGACAGATTTCATTTACCGCGTTCATATGAAAGCTAAAAATAAGGTTTTACAAGTAACTGAATAAAAATTTTCATGAAAATATTGAAATATACATACTTRTAAAAC
	GlicE^21      TCTTCCTTTGATGTTGACAGATTTCATTTACCGCGTTCATATGAAAGCTAAAAATAAGGTTTTACAAGTAACTGAATAAAAATTTTCATGAAAATATTGAAATATACATACTTGTAAAAC
	GlicE^22      TCTTCCTTTGATGTTGACAGATTTCATTTACCGCGTTCATATGAAAGCTAAAAATAAGGTTTTACAAGTAACTGAATAAAAATTTTCATGAAAATATTGAAATATACATACTTRTAAAAC
	GlicE^23       TCTTCCTTTGATGTTGACAGATTTCATTTACCGCGTTCATATGAAAGCTAAAAATAAGGTTTTACAAGTAACTGAATAAAAATTTTCATGAAAATATTGAAATATACATACTTAT-AAAC
	GlicE^24      TCTTCCTTTGATGTTGACAGATTTCATTTACCGCGTTCATATGAAAGCTAAAAATAAGGTTTTACAAGTAACTGAATAAAAATTTTCATGAAAATATTGAAATATACATACTTNTAAAAC
	GlicE^25      TCTTCCTTTGATGTTGACAGATTTCATTTACCGCGTTCATATGAAAGCTAAAAATAAGGTTTTACAAGTAACTGAATAAAAATTTTCATGAAAATATTGAAATATACATACTTRTAAAAC
	GmorB^27    TCTTCCTTTGATGTTGACAGATTTCATTTACCGCGTTCATATGAAAGCTAAAAATAAGGTTTTACAAGTAACTRAATAAAAATTTTCATGAAAATATTGAAATATACATACTTATAAAAC
	GpasB^28    TCTTCCTTTGATGTTGACAGATTTCATTTACCGCGTTCATATGAAAGCTAAAAATAAGGTTTTACAAGTAACTGAATAAAAATTTTCATGAAAATATTGAAATATACATACTTATAAAAC


15 120
	GecuC^1     GNCTCNCGATTACCTTTCTTCCCATGATACCGGAAATGTAATTGAACTGCTGATAACGCTAAAAAGTACAAAAAATTGAAATCGATCCATTTTTTCTAAAAACGCTGGCTTCTTCTGTTA
	GecuC^2     GTCTCTCGATTACCTTTCTTCCCATGATACCGGAAATGTAATTGAACTGCTGATAACGCTAAAAAGTACAAAAAATTGAAATCGATCCATTTTTTCTAAAAACGCTGGCTTCTTCTGTTA
	GecuP^4      GTCTCTCGATTACCTTTCTTCCCATGATACCGGAAATGTAATTGAACTGCTGATAACGCTAAAAAGTACAAAAAATTGAAATCGATCCATTTTTTCTAAAAACGCTGGCTTCTTCTGTTA
	GecuE^8       GTCTCTCGATTACCTTTCTTCCCATGATACCGGAAATGTAATTGAACTGCTGATAACGCTAAAAAGTACAAAAAATTGAAATCGATCCATTTTTTCTAAAAACGCTGGCTTCTTCTGTTA
	GecuE^9      GTCTCTCGATTACCTTTCTTCCCATGATACCGGAAATGTAATTGAACTGCTGATAACGCTAAAAAGTACAAAAAATTGAAATCGATCCATTTTTTCTAAAAACGCTGGCTTCTTCTGTTA
	GecuE^10      GTCTCTCGATTACCTTTCTTCCCATGATACCGGAAATGTAATTGAACTGCTGATAACGCT-AAAAGTACAAAAAATTGAAATCGATCCATTTTTTCTAAAAACGCTGGCTTCTTCTGTTA
	GlicC^15     GTCTCTCGATTACCTTTCTTCCCATGATACCGGAAATGTAATTGAACTKCCGATAACGCTAAAAAGTACAAAAAATTGAAATCGATCCATTTTTTCTAAAAACGCTGGCTTCTTCTGTTA
	GlicC^16     GTCTCTCGATTACCTTTCTTCCCATGATACCGGAAATGTAATTGAACTGCCGATAACGCTAAAAAGTACAAAAAATTGAAATCGATCCATTTTTTCTAAAAACGCTGGCTTCTTCTGTTA
	GlicP^17      GTCTCTCGATTACCTTTCTTCCCATGATACCGGAAATGTAATTGAACTGCTGATAACGCTAAAAAGTACAAAAAATTGAAATCGATCCATTTTTTCTAAAAACGCTGGCTTCTTCTGTTA
	GlicP^18      GTCTCTCGATTACCTTTCTTCCCATGATACCGGAAATGTAATTGAACTGCCGATAACGCTAAAAAGTACAAAAAATTGAAATCGATCCATTTTTTCTAAAAACGCTGGCTTCTTCTGTTA
	GlicE^20      GTCTCTCGATTACCTTTCTTCCCATGATACCGGAAATGTAATTGAACTGCTGATAACGCTAAAAAGTACAAAAAATTGAAATCGATCCATTTTTTCTAAAAACGCTGGCTTCTTCTGTTA
	GlicE^21      GTCTCTCGATTACCTTTCTTCCCATGATACCGGAAATGTAATTGAACTGCCGATAACGCTAAAAAGTACAAAAAATTGAAATCGATCCATTTTTTCTAAAAACGCTGGCTTCTTCTGTTA
	GmorB^27    GTCTCTCGATTACCTTTCTTCCCATGATACCGGAAATGTAATTGAACTGCTGATAACGCTAAAAAGTACAAAAAATTGAAATCGATCCATTTTTTCTAAAAACGCTGGCTTCTTCTGTTA
	GpasB^28    GTCTCTCGATTACCTTTCTTCCCATGATACCGGAAATGTAATTGAACTGCTGATAACGCTAAAAAGTACAAAAAATTGAAATCGATCCATTTTTTCTAAAAACGCTGGCTTCTTCTGTTA
	GpasB^29    GTCTCTCGATTACCTTTCTTCCCATGATACCGGAAATGTAATTGAACTGCTGATAACGCTAAAAAGTACAAAAAATTGAAATCGATCCATTTTTTCTAAAAACGCTGGCTTCTTCTGTTA


16 120
	GecuC^1     CAACGATTTCCTTTGGTAGACAAAGTGAGCCAGCGCTTYTAGATGTGTACATTTGGAGTACTCAAGAAGGTGTAATTTTATAGGATATATTGCAATTGCATTTGTAAATAAGGTCAATAA
	GecuP^4     CAACGATTTCCTTTGGWAGACAAAGTGAGCCAGCGCTTCTAGATGTGTACATTTGGAGTACTCAAGAAGGTGTAATTTTATAGGATATATTGCAATTGCATTTGTAAATAAGGTCAATAA
	GecuP^5     CAACGATTTCCTTTGGTAGACAAAGTGAGCCAGCGCTTCTAGATGTGTACATTTGGAGTACTCAAGAAGGTGTAATTTTATAGGATATATTGCAATTGCATTTGTAAATAAGGTCAATAA
	GecuP^6      CAACGATTTCCTTTGGTAGACAAAGTGAGCCAGCGCTTCTAGATGTGTACATTTGGAGTACTCAAGAAGGTGTAATTTTATAGGATATATTGCAATTGCATTTGTAAATAAGGTCAATAA
	GecuE^8      CAACGATTTCCTTTGGTAGACAAAGTGAGCCAGCGCTTCTAGATGTGTACATTTGGAGTACTCAAGAAGGTGTAATTTTATAGGATATATTGCAATTGCATTTGTAAATAAGGTCAATAA
	GecuE^9       CAACGATTTCCTTTGGTAGACAAAGTGAGCCAGCGCTTCTAGATGTGTACATTTGGAGTACTCAAGAAGGTGTAATTTTATAGGATATATTGCAATTGCATTTGTAAATAAGGTCAATAA
	GecuE^10       CAACGATTTCCTTTGGTAGACAAAGTGAGCCAGCGCTTYTAGATGTGTACATTTGGAGTACTCAAGAAGGTGTAATTTTATAGGATATATTGCAATTGCATTTGTAAATAAGGTCAATAA
	GlicC^15     CAACGATTTCCTTTGGTAGACAAAGTGAGCCAGCGCTTCTAGATGTGTACATTTGGAGTANTCAAGAAGGTGTAATTTTATAGGATATATTGCAATTGCATTTG-AAATAAGGTCAATAA
	GlicP^17      CAACGATTTCCTTTGGTAGACAAAGTGAGCCAGCGCTTCTAGATGTGTACATTTGGAGTACTCAAGAAGGTGTAATTTTATAGGATATATTGCAATTGCATTTGTAAATAAGGTCAATAA
	GlicE^20      CAACGATTTCCTTTGGTAGACAAAGTGAGCCAGCGCTTCTAGATGTGTACATTTGGAGTACTCAAGAAGGTGTAATTTTATAGGATATATTGCAATTGCATTTGTAAATAAGGTCAATAA
	GlicE^21      CAACGATTTCCTTTGGTAGACAAAGTGAGCCAGCGCTTCTAGATGTGTACATTTGGAGTACTCAAGAAGGTGTAATTTTATAGGATATATTGCAATTGCATTTGTAAATAAGGTCAATAA
	GlicE^22       CAACGATTTCCTTTGGTAGACAAAGTGAGCCAGCGCTTCTAGATGTGTACATTTGGAGTACTCWAGAAGGTGTAATTTTATAGGATATATTGCAATTGCATTTGTAAATAAGGTCAATAA
	GlicE^23       CAACGATTTCCTTTGGTAGACAAAGTGAGCCAGCGCTTCTAGATGTGTACATTTGGAGTACTCAAGAAGGTGTAATTTTATAGGATATATTGCAATTGCATTTGTAAATAAGGTCAATAA
	GlicE^24      CAACGATTTCCTTTGGTAGACAAAGTGAGCCAGCGCTTCTAGATGTGTACATTTGGAGTACTCAAGAAGGTGTAATTTTATAGGATATATTGCAATTGCATTTGTAAATAAGGTCAATAA
	GmorB^27    CAACGATTTCCTTTGGTAGACAAAGTGAGCCAGCGCTTCTAGATGTGTACATTTGGAGTACTCAAGAAGGTGTAATTTTATAGGATATATTGCAATTGCATTTGTAAATAAGGTCAATAA
	GpasB^28    CAACGATTTCCTTTGGTAGACAAAGTGAGCCAGCGCTTCTAGATGTGTACATTTGGAGTACTCTAGAAGGTGTAATTTTATAGGATATATTGCAATTGCATTTGTAAATAAGGTCAATAA


19 120
	GecuC^1     TTTATTATAGTATCTGTTGTTTGCGGTTCGTTGTTCACATCCTCATTTAGCAGTTCCTCAAAGTATTGTTTCCATCGNTTCANCATATTTTCCTCCTTTGTAATTATTTCTCCATCCTTT
	GecuP^4     TTTATTATAGTATCTGTTGTTTGCGGTTCGTTGTTCACATCCTCATTTAGCAGTTCCTCAAAGTATTGTTTCCATCGTTTCAACATATTTTCCTCCTTTGTAATTATTTCTCCATCCTTT
	GecuP^5     TTTATTATAGTATCTGTTGTTTGCGGTTCGTTGTTCACATCCTCATTTAGCAGTTCCTCAAAGTATTGTTTCCATCGTTTCAACATATTTTCCTCCTTTGTAATTATTTCTCCATCCTTT
	GecuP^6      TTTATTATAGTATCTGTTGTTTGCGGTTCGTTGTTCACATCCTCATTTAGCAGTTCCTCAAAGTATTGTTTCCATCGTTTCAACATATTTTCCTCCTTTGTAATTATTTCTCCATCCTTT
	GecuE^8       TTTATTATAGTATCTGTTGTTTGCGGTTCGTTGTTCACATCCTCATTTAGCAGTTCCTCAAAGTATTGTTTCCATCGTTTCAACATATTTTCCTCCTTTGTAATTATTTCTCCATCCTTT
	GecuE^9       TTTATTATAGTATCTGTTGTTTGCGGTTCGTTGTTCACATCCTCATTTAGCAGTTCCTCAAAGTATTGTTTCCATCGTTTCAACATATTTTCCTCCTTTGTAATTATTTCTCCATCCTTT
	GecuE^10      TTTATTATAGTATCTGTTGTTTGCGGTTCGTTGTTCACATCCTCATTTAGCAGTTCCTCAAAGTATTGTTTCCATCGTTTCAACATATTTTCCTCCTTTGTAATTATTTCTCCATCCTTT
	GlicC^15     TTTATTATAGTATCTGTTGTTTGCGGTTCGTTGTTCACATCCTCATTTAGCAGTTCCTCAAAGTATTGTTTCCATCGTTTCAACATATTTTCCTCCTTTGTAATTATTTCTCCATCCTTT
	GlicP^17      TTTATTATAGTATCTGTTGTTTGCGGTTCGTTGTTCACATCCTCATTTAGCAGTTCCTCAAAGTATTGTTTCCATCGTTTCAACATATTTTCCTCCTTTGTAATTATTTCTCCATCCTTT
	GlicE^20      TTTATTATAGTATCTGTTGTTTGCGGTTCGTTGTTCACATCCTCATTTAGCAGTTCCTCAAAGTATTGTTTCCATCGTTTCAACATATTTTCCTCCTTTGTAATTATTTCTCCATCCTTT
	GlicE^21      TTTATTATAGTATCTGTTGTTTGCGGTTCGTTGTTCACATCCTCATTTAGCAGTTCCTCAAAGTATTGTTTCCATCGTTTCAACATATTTTCCTCCTTTGTAATTATTTCTCCATCCTTT
	GlicE^22      TTTATTATAGTATCTGTTGTTTGCGGTTCGTTGTTCACATCCTCATTTAGCAGTTCCTCAAAGTATTGTTTCCATCGTTTCAACATATTTTCCTCCTTTGTAATTATTTCTCCATCCTTT
	GlicE^23       TTTATTATAGTATCTGTTGTTTGCGGTTCGTTGTTCACATCCTCATTTAGCAGTTCCTCAAAGTATTGTTTCCATCGTTTCAACATATTTTCCTCCTTTGTAATTATTTCTCCATCCTTT
	GlicE^24       TTTATTATAGTATCTGTTGTTTGCGGTTCGTTGTTCACATCCTCATTTAGCAGTTCCTCAAAGTATTGTTTCCATCGTTTCAACATATTTTCCTCCTTTGTAATTATTTCTCCATCCTTT
	GlicE^25      TTTATTATARTATCTGTTGTTTGCGGTTCGTTGTTCACATCCTCATTTAGCAGTTCCTCAAAGTATTGTTTCCATCGTTTCAACATATTTTCCTCCTTTGTAATTATTTCTCCATCCTTT
	GlicE^26      TTTATTATAGTATCTGTTGTTTGCGGTTCGTTGTTCACATCCTCATTTAGCAGTTCCTCAAAGTATTGTTTCCATCGTTTCAACATATTTTCCTCCTTTGTAATTATTTCTCCATCCTTT
	GmorB^27    TTTATTATAGTATCTGTTGTTTGCGGTTCGTTGTTCACATCCTCATTTAGCAGTTCCTCAAAGTATTGTTTCCATCGTTTCAACATATTTTCCTCCTTTGTAATTATTTCTCCATCCTTT
	GpasB^28    TTTATTATAGTATCTGTTGTTTGCGGTTCGTTGTTCACATCCTCATTTAGCAGTTCCTCAAAGTATTGTTTCCATCGTTTCAACATATTTTCCTCCTTTGTAATTATTTCTCCATCCTTT
	GpasB^29    TTTATTATAGTATCTGTTGTTTGCGGTTCGTTGTTCACATCCTCATTTAGCAGTTCCTCAAAGTATTGTTTCCATCGTTTCAACATATTTTCCTCCTTTGTAATTATTTCTCCATCCTTT


18 120
	GecuC^1     CTGCAAACTTTCCTNCTTAGTTTCGGWGTAGGTGTCATCTTACTTTTTGACAAAACCTACCTCGTCTTCAGAACAACCATCCTTTGCTAGAATTTTGTGGATTCTRGAGCATGCGGTGGT
	GecuP^4     CTGCAAACTTTCCTCCTTAGTTTCGGTGTAGGTGTCATCTTACTTTTTGACAAAACCTACCTCGTCTTCAGAACAACCATCCTTTGCTAGAATTTTGTGGATTCTGGAGCATGCGGTGGT
	GecuP^5     CTGCAAACTTTCCTCCTTAGTTTCGGTGTAGGTGTCATCTTACTTTTTGACAAAACCTACCTCGTYTTCAGAACAACCATCCTTTGCTAGAATTTTGTGGATTCTGGAGCATGCGGTGGT
	GecuP^6      CTGCAAACTTTCCTCCTTAGTTTCGGTGTAGGTGTCATCTTACTTTTTGACAAAACCTACCTCGTCTTCAGAACAACCATCCTTTGCTAGAATTTTGTGGATTCTGGAGCATGCGGTGGT
	GecuE^8      CTGCAAACTTTCCTCCTTAGTTTCGGTGTAGGTGTCATCTTACTTTTTGACAAAACCTACCTCGTCTTCAGAACAACCATCCTTTGCTAGAATTTTGTGGATTCTGGAGCATGCGGTGGT
	GecuE^9       CTGCAAACTTTCCTCCTTAGTTTCGGTGTAGGTGTCATCTTACTTTTTGACAAAACCTACCTCGTYTTCAGAACAACCATCCTTTGCTAGAATTTTGTGGATTCTGGAGCATGCGGTGGT
	GecuE^10       CTGCAAACTTTYCTCCTTAGTTTCGGTGTAGGTGTCATCTTACTTTTTGACAAAACCTACCTCGTCTTCAGAACAACCATCCTTTGCTAGAATTTTGTGGATTCTRGAGCATGCGGTGGT
	GecuE^11       CTGCAAACTTTCCTCCTTAGTTTCGGTGTAGGTGTCATCTTACTTTTTGACAAAACCTACCTCGTCTTCAGAACAACCATCCTTTGCTAGAATTTTGTGGATTCTGGAGCATGCGGTGGT
	GlicC^15     CTGCAAACTTTCCTCCTTAGTTTCGGTGTAGGTGTCATCTTACTTTTTGACAAAACCTACCTCGTCTTCAGAACAACCATCCTTTGCTAGAATTTTGTGGATTCTGGAGCATGCGGTGGT
	GlicP^17      CTGCAAACTTTCCNCCTTAGTTTCGGTGTAGGTGTCATCTTACTTTTTGACAAAACCTACCTCGTCTTCAGAACAACCATCCTTTGCTAGAATTTTGTGGATTCTGGAGCATGCGGTGGT
	GlicE^20      CTGCAAACTTTCCTCCTTAGTTTCGGTGTAGGTGTCATCTTACTTTTTGACAAAACCTACCTCGTCTTCAGAACAACCATCCTTTGCTAGAATTTTGTGGATTCTGGAGCATGCGGTGGT
	GlicE^21      CTGCAAACTTTCCTCCTTAGTTTCGGTGTAGGTGTCATCTTACTTTTTGACAAAACCTACCTCGTCTTCAGAACAACCATCCTTTGCTAGAATTTTGTGGATTCTGGAGCATGCGGTGGT
	GlicE^22      CTGCAAACTTTCCTCCTTAGTTTCGGTGTAGGTGTCATCTTACTTTTTGACAAAACCTACCTCGTYTTCAGAACAACCATCCTTTGCTAGAATTTTGTGGATTCTGGAGCATGCGGTGGT
	GlicE^23       CTGCAAACTTTCCTCCTTAGTTTCGGTGTAGGTGTCATCTTACTTTTTGACAAAACCTACCTCGTCTTCAGAACAACCATCCTTTGCTAGAATTTTGTGGATTCTGGAGCATGCGGTGGT
	GlicE^24       CTGCAAACTTTCCTCCTTAGTTTCGGTGTAGGTGTCATCTTACTTTTTGACAAAACCTACCTCGTCTTCAGAACAACCATCCTTTGCTAGAATTTTGTGGATTCTGGAGCATGCGGTGGT
	GlicE^25      CTGCAAACTTTCCTCCTTAGTTTCGGTGTAGGTGTCATCTTACTTTTTGACAAAACCTACCTCGTCTTCAGAACAACCATCCTTTGCTAGAATTTTGTGGATTCTGGAGCATGCGGTGGT
	GmorB^27    CTGCAAACTTTCCTCCTTAGTTTCRGTGTAGGTGTCATCTTACTTTTTGACAAAACCTACCTCGTCTTCAGAACAACCATCCTTTGCTAGAATTTTGTGGATTCTGGAGCATGCGGTGGT
	GpasB^28    CTGCAAACTTTCCTCCTTAGTTTCGGTGTAGGTGTCATCTTACTTTTTGACAAAACCTACCTCGTCTTCAGAACAACCATCCTTTGCTAGAATTTTGTGGATTCTRGAGCATGCGGTGGT


20 120
	GecuC^1     AACGATGCAATAATCGCWAGCAACACAT-CTCTCTSTTCGTTTCAGCATTTACCGCACGCAATCTTTATTTGTACCATCAAAACGTTTCTTTATTCAACAATGTTGCAACTATTTGTTCT
	GecuP^4     AACGATGCAATAATCGCWAGCAACACAT-CTCTCTGTTCGTTTCAGCATTTACCGCACGCAATCTTTATTTGTACCATCAAAACGTTTCTTTATTCAACAATGTTGCAACTATTTGTTCT
	GecuP^5     AACGATGCAATAATCGCTAGCAACACAT-CTCTCTGTTCGTTTCAGCATTTACCGCACGCAATCTTTATTTGTACCATCAAAACGTTTCTTTATTCAACAATGTTGCAACTATTTGTTCT
	GecuP^6      AACGATGCAATAATCGCTAGCAACACAT-CTCTCTGTTCGTTTCAGCATTTACCGCACGCAATCTTTATTTGTACCATCAAAACGTTTCTTTATTCAACAATGTTGCAACTATTTGTTCT
	GecuP^7      AACGATGCAATAATCGCTAGCAACACAT-CTCTCTGTTCGTTTCAGCATTTACCGCACGCAATCTTTATTTGTACCATCAAAACGTTTCTTTATTCAACAATGTTGCAACTATTTGTTCT
	GecuE^8      AACGATGCAATAATCGCTAGCAACACAT-CTCTCTGTTCGTTTCAGCATTTACCGCACGCAATCTTTATTTGTACCATCAAAACGTTTCTTTATTCAACAATGTTGCAACTATTTGTTCT
	GecuE^9       AACGATGCAATAATCGCTAGCAACACAY-CTCTCTGTTCGTTTCAGCATTTACCGCACGCAATCTTTATTTGTACCATCAAAACGTTTCTTTATTCAACAATGTTGCAACTATTTGTTCT
	GecuE^10       AACGATGCAATAATCGCWAGCAACACAT-CTCTCTGTTCGTTTCAGCATTTACCGCACGCAATCTTTATTTGTACCATCAAAACGTTTCTTTATTCAACAATGTTGCAACTATTTGTTCT
	GecuE^11      AACGATGCAATAATCGCTAGCAACACAT-CTCTCTGTTCGTTTCAGCATTTACCGCACGCAATCTTTATTTGTACCATCAAAACGTTTCTTTATTCAACAATGTTGCAACTATTTGTTCT
	GlicC^15     ATCGATGCAATAATCGCTAGCAACACAT-CTCTCTGTTCGTTTCAGCATTTACCGCRCGCAATCTTTATTTGTACCATCAAAACGTTTCTTTATTCAACAATGTTGCAACTATTTGTTCT
	GlicC^16     ANCGATGCAATAATCGCTAGCAACACAT-MTCTCTGTTMGTTTCAGCATTTACCGCNCGCAATCTTTATTTGTACCATCAAAACGTTTCTTTATTCAACAATGTTGCAACTATTTGTTCT
	GlicP^17      ANCGATGCAATAATCGCNAGCAACACAT-CTCTCTGTTCGTTTCAGCATTTACCGCNCGCAATCTTTATTTGTACCATCAAAACGTTTCTTTATTCAACAATGTTGCAACTATTTGTTCT
	GlicP^18      AWCGATGCAATAATCGCWAGCAACACAT-CTCTCTGTTCGTTTCAGCATTTACCGCACGCAATCTTTATTTGTACCATCAAAACGTTTCTTTATTCAACAATGTTGCAACTATTTGTTCT
	GlicE^20      AWCGATGCAATAATCGCTAGCAACACAT-CTCTCTGTTCGTTTCAGCATTTACCGCRCGCAATCTTTATTTGTACCATCAAAACGTTTCTTTATTCAACAATGTTGCAACTATTTGTTCT
	GlicE^21      ANCGATGCAATAATCGCTAGCAACACAT-CTCTCTGNTCGTTTCAGCATTTACCGCRCGCAATCTTTATTTGTACCATCAAAACGTTTCTTTATTCAACAATGTTGCAACTATTTGTTCT
	GlicE^22       ATCGATGCAATAATCGCTAGCAACACAT-CTCTCTGTTCGTTTCAGCATTTACCGCGCGCAATCTTTATTTGTACCATCAAAACGTTTCTTTATTCAACAATGTTGCAACTATTTGTTCT
	GlicE^23      AACGATGCAATAATCGCTAGCAACACAT-CTCTCTGTTCGTTTCAGCATTTACCGCACGCAATCTTTATTTGTACCATCAAAACGTTTCTTTATTCAACAATGTTGCAACTATTTGTTCT
	GmorB^27    AACGATGCAATAATCGCTAGCAACACAT-CTCTCTGTTCGTTTCAGCATTTACCGCACGCAATCTTTATTTGTACCATCAAAACGTTTCTTTATTCAACAATGTTGCAACTATTTGTTCT
	GpasB^28    AWCGATGCAATAATCGCTAGCAACACATNCTCTCTGTTCGTTTCAGCATTTACCGCRCGCAATCTTTATTTGTACCATCAAAACGTTTCTTTATTCAACAATGTTGCAACTATTTGTTCT
	GpasB^29    ANCGATGCAATAATCGCTAGCAACACAT-CTCTCTGTTCGTTTCAGCATTTACCGCNCGCAATCTTTATTTGTACCATCAAAACGTTTCTTTATTCAACAATGTTGCAACTATTTGTTCT


18 120
	GecuC^1     CAGCCAATTCGAAATACTCCAACACGAGAACAATATCGAGTACTCCAGGGAAGGTGGTTACTTCGTAACTTACAAGAAAGCTCTCATTTATTTGGTAATAACTTTRGCTTTCTCAGCRGN
	GecuP^4     CAGCCAATTCGAAATACTCCAACACGAGAACAATATCGAGTACTCCAGGGAAGGTGGTTACTTCGTAACTTACAAGAAAGCTCTCATTTATTTGGTAATAACTTTAGCTTTCTCAGCAGT
	GecuP^5     CAGCCAATTCGAAATACTCCAACACGAGAACAATATCGAGTACTCCAGGGAAGGTGGTTACTTCGTAACTTACAAGAAAGCTCTCATTTATTTGGTAATAACTTTGGCTTTCTCAGCGGT
	GecuP^6      CAGCCAATTCGAAATACTCCAACACGAGAACAATATCGAGTACTCCAGGGAAGGTGGTTACTTCGTAACTTACAAGAAAGCTCTCATTTATTTGGTAATAACTTTGGCTTTCTCAGCGGT
	GecuE^8      CAGCCAATTCGAAATACTCCAACACGAGAACAATATCGAGTACTCCAGGGAAGGTGGTTACTTCGTAACTTACAAGAAAGCTCTCATTTATTTGGTAATAACTTTGGCTTTCTCAGCGGT
	GecuE^9       CAGCCAATTCGAAATACTCCAACACGAGAACAATATCGAGTAYTCCAGGGAAGGTGGTTACTTCGTAACTTACAAGAAAGCTCTCATTTATTTGGTAATAACTTTRGCTTTCTCAGCRGT
	GecuE^10       CAGCCAATTCGAAATACTCCAACACGAGAACAATATCGAGTACTCCAGGGAAGGTGGTTACTTCGTAACTTACAAGAAAGCTCTCATTTATTTGGTAATAACTTTGGCTTTCTCAGCRGT
	GlicC^15     CAGCCAATTCGAAATACTCCANCACGAGAACAATATCNAGTACTCCAGGGAAGGTGGTTACTTCGTAACTTACAAGAAAGCTCTCATTTATTTGGTAATAACTTTGGCTTTCTCAGCNGT
	GlicP^17      CAGCCAATTCGAAATACTCCAACACGAGAACAATATCGAGTACTCCAGGGAAGGTGGTTACTTCGTAACTTACAAGAAAGCTCTCATTTATTTGGTAATAACTTTAGCTTTCTCAGCAGT
	GlicE^20      CAGCCAATTCGAAATACTCCAACACGAGAACAATATCGAGTACTCCAGGGAAGGTGGTTACTTCGTAACTTACAAGAAAGCTCTCATTTATTTGGTAATAACTTTGGCTTTCTCAGCGGT
	GlicE^21      CAGCCAATTCGAAATACTCCAACACGAGAACAATATCGAGTACTCCAGGGAAGGTGGTTACTTCGTAACTTACAAGAAAGCTCTCATTTATTTGGTAATAACTYTRGCTTTCTCAGCAGT
	GlicE^22       CAGCCAATTCGAAATACTCCAACACGAGAACAATATCGAGTACTCCAGGGAAGGTGGTTACTTCGTAACTTACAAGAAAGCTCTCATTTATTTGGTAATAACTTTRGCTTTCTCAGCRGT
	GlicE^23       CAGCCAATTCGAAATACTCCAACACGAGAACAATATCGAGTACTCCAGGGAAGGTGGTTACTTCGTAACTTACAAGAAAGCTCTCATTTATTTGGTAATAACTTTRGCTTTCTCAGCRGT
	GlicE^24      CAGCCAATTCGAAATACTCCAACACGAGAACAATATCGAGTACTCCAGGGAAGGTGGTTACTTCGTAACTTACAAGAAAGCTCTCATTTATTTGGTAATAACTTTGGCTTTCTCAGCRGT
	GlicE^25      CAGCCAATTCGAAATACTCCAACACGAGAACAATATCGAGTACTCCAGGGAAGGTGGTTACTTCGTAACTTACAAGAAAGCTCTCATTTATTTGGTAATAACTTTRGCTTTCTCAGCAGT
	GmorB^27    CAGCCAATTCGAAATACTCCAACACGAGAACAATATCGAGTACTCCAGGGAAGGTGGTTACTTCGTAACTTACAAGAAAGCTCTCATTTATTTGGTAATAACTTTAGCTTTCTCAGCAGT
	GpasB^28    CAGCCAATTCGAAATACTCCAACACGAGAACAATATCGAGTACTCCAGGGAAGGTGGTTACTTCGTAACTTACAAGAAAGCTCTCATTTATTTGGTAATAACTTTGGCTTTCTCAGCGGT
	GpasB^29    CAGCCAATTCGAAATACTCCAACACGAGAACAATATCGAGTACTCCAGGGAAGGTGGTTACTTCGTAACTTACAAGAAAGCTCTCATTTATTTGGTAATAACTTTAGCTTTCTCAGCAGT


16 120
	GecuC^1     TGATAAGATTTCCGTATCTGAAAATAATGCCATCCAAATATATTGTCCTCGAAATGTTATAACGATAGATGATGAGGAAGCAACAACTGCTTTGGCCGACTTGAAATGTAGAAAAAATAA
	GecuP^4     TGATAAGATTTCCGTATCTGAAAATAATGCCATCCAAATATATTGTCCTCGAAATGTTATAACGATAGATGATGAGGAAGCAACAACTGCTTTGGCCGACTTGAAATGTAGAAAAAATAA
	GecuP^5      TGATAAGATTTCCGTATCTGAAAATAATGCCATCCAAATATATTGTCCTCGAAATGTTATAACGATAGATGATGAGGAAGCAACAACTGCTTTGGCCGACTTGAAATGTAGAAAAAATAA
	GecuE^8      TGATAAGATTTCCGTATCTGAAAATAATGCCATCCAAATATATTGTCCTCGAAATGTTATAACGATAGATGATGAGGAAGCAACAACTGCTTTGGCCGACTTGAAATGTAGAAAAAATAA
	GecuE^9       TGATAAGATTTCCGTATCTGAAAATAATGCCATCCAAATATATTGTCCTCGAAATGTTATAACGATAGATGATGAGGAAGCAACAACTGCTTTGGCCGACTTGAAATGTAGAAAAAATAA
	GecuE^10       TGATAAGATTTCCGTATCTGAAAATAATGCCATCCAAATATATTGTCCTCGAAATGTTATAACGATAGATGATGAGGAAGCAACAACTGCTTTGGCCGACTTGAAATGTAGAAAAAATAA
	GecuE^11       TGATAAGATTTCCGTATCTGAAAATAATGCCATCCAAATATATTGTCCTCGAAATGTTATAACGATAGATGATGAGGAAGCAACAACTGCTTTGGCCGACTTGAAATGTAGAAAAAATAA
	GlicC^15     TGATAAGATTTCCGTATCTGAAAATAATRCCATCCAAATATATTGTCCTCGAAATGTTATAACGATAGATGATGAGGAAGCAACAACTGCTTTGGCCGACTTGAAATGTAKAAAAAATAA
	GlicP^17      TGATAAGATTTCCGTATCTGAAAATAATGCCATCCAAATATATTGTCCTCGAAATGTTATAACGATAGATGATGAGGAAGCAACAACTGCTTTGGCCGACTTGAAATGTAGAAAAAATAA
	GlicE^20      TGATAAGATTTCCGTATCTGAAAATAATGCCATCCAAATATATTGTCCTCGAAATGTTATAACGATAGATGATGAGGAAGCAACAACTGCTTTGGCCGACTTGAAATGTAGAAAAAATAA
	GlicE^21       TGATAAGATTTCCGTATCTGAAAATAATGCCATCCAAATATATTGTCCTCGAAATGTTATAACGATAGATGATGAGGAAGCAACAACTGCTTTGGCCGACTTGAAATGTAGAAAAAATAA
	GlicE^22       TGATAAGATTTCCGTATCTGAAAATAATACCATCCAAATATATTGTCCTCGAAATGTTATAACGATAGATGATGAGGAAGCAACAACTGCTTTGGCCGACTTGAAATGTAKAAAAAATAA
	GlicE^23      TGATAAGATTTCCGTATCTGAAAATAATGCCATCCAAATATATTGTCCTCGAAATGTTATAACGATAGATGATGAGGAAGCAACAACTGCTTTGGCCGACTTGAAATGTAGAAAAAATAA
	GlicE^24      TGATAAGATTTCCGTATCTGAAAATAATGCCATCCAAATATATTGTCCTCGAAATGTTATAACGATAGATGATGAGGAAGCAACAACTGCTTTGGCCGACTTGAAATGTAGAAAAAATAA
	GmorB^27    TGATAAGATTTCCGTATCTGAAAATAATGCCATCCAAATATATTGTCCTCGAAATGTTATAACGATAGATGATGAGGAAGCAACAACTGCTTTGGCCGACTTGAAATGTAGAAAAAATAA
	GpasB^28    TGATAAGATTTCCGTATCTGAAAATAATGCCATCCAAATATATTGTCCTCGAAATGTTATAACGATAGATGATGAGGAAGCAACAACTGCTTTGGCCGACTTGAAATGTAGAAAAAATAA


16 120
	GecuC^1     CTCATAGTTGTTTACCTCCGTTGACGTTGGTAACATTGTTACGTGGGGGACCGTAGCCTCCTCTTTTCCTTCTTATTCTTTTCGCCATCTCGGAACGTTGGGTCTCGGTTGTAAGTCTGA
	GecuP^4     CTCATAGTTGTTTACCTCCGTTGACGTTGGTAACATTGTTACGTGGGGGAC--TAGCCTCYTCTTTTCCTTCTTATTCTTTTCGCCATCTCGGAACGTTGGGTCTCGGTTGTAAGTCTGA
	GecuP^5      CTCATAGTTGTTTACCTCCGTTGACGTTGGTAACATTGTTACGTGGGGGACCGTAGCCTCCTCTTTTCCTTCTTATTCTTTTCGCCATCTCGGAACGTTGGGTCTCGGTTGTAAGTCTGA
	GecuE^8       CTCATAGTTGTTTACCTCCGTTGACGTTGGTAACATTGTTACGTGGGGGACNNTAGCCTCCTCTTTTCCTTCTTATTCTTTTCGCCATCTCGGAACGTTGGGTCTCGGTTGTAAGTCTGA
	GecuE^9       CTCATAGTTGTTTACCTCCGTTGACGTTGGTAACATTGTTACGTGGGGGACYGTAGCCTCCTCTTTTCCTTCTTATTCTTTTCGCCATCTCGGAACGTTGGGTCTCGGTTGTAAGTCTGA
	GecuE^10      CTCATAGTTGTTTACCTCCGTTGACGTTGGTAACATTGTTACGTGGGGGAC--TAGCCTCTTCTTTTCCTTCTTATTCTTTTCGCCATCTCGGAACGTTGGGTCTCGGTTGTAAGTCTGA
	GlicC^15     CTCATAGTTGTTTACCTCCGTTGACGTTGGTAACATTGTTACGTGGGGGACTGTAGCCTCCTCTTTTCCTTCTTATTCTTTTCGCCATCTCGGAACGTTGGGTCTCGGTTGTAAGTCTGA
	GlicC^16     CTCATAGTTGTTTACCTCCGTTGAYGTTGGTAACATTGTTACGTGGGGGACNNTAGCCTCCTCTTTTCCTTCTTATTCTTTTCGCCATCTCGGAACGTTGGGTCTCGGTTGTAAGTCTGA
	GlicP^17      CTCATAGTTGTTTACCTCCGTTGACGTTGGTAACATTGTTACGTGGGGGAC--TAGCCTCCTCTTTTCCTTCTTATTCTTTTCGCCATCTCGGAACGTTGGGTCTCGGTTGTAAGTCTGA
	GlicE^20      CTCATAGTTGTTTACCTCCGTTGACGTTGGTAACATTGTTACGTGGGGGACTGTAGCCTCCTCTTTTCCTTCTTATTCTTTTCGNCATCTCGGAACGTTGGGTCTCGGTTGTAAGTCTGA
	GlicE^21      CTCATAGTTGTTTACCTCCGTTGACGTTGGTAACATTGTTACGTGRGGGACTGTAGCCTCCTCTTTTCCTTCTTATTCTTTTCGCCATCTCGGAACGTTGGGTCTCGGTTGTAAGTCTGA
	GlicE^22       CTCATAGTTGTTTACCTCCGTTGACGTTGGTAACATTGTTACGTGGGGGACTGTAGCCTCCTCTTTTCCTTCTTATTCTTTTCGCCATCTCGGAACGTTGGGTCTCGGTTGTAAGTCTGA
	GlicE^23       CTCATAGTTGTTTACCTCCGTTGACGTTGGTAACATTGTTACGTGGGGGACYGTAGCCTCCTCTTTTCCTTCTTATTCTTTTCGCCATCTCGGAACGTTGGGTCTCGGTTGYAAGTCTGA
	GlicE^24      CTCATAGTTGTTTACCTCCGTTGACGTTGGTAACATTGTTACGTGGGGGACNNTAGCCTCNTCTTTTCCTTCTTATTCTTTTCGCCATCTCGGAACGTTGGGTCTCGGTTGTAAGTCTGA
	GmorB^27    CTCATAGTTGTTTACCTCCGTTGACGTTGGTAACATTGTTACGTGGGGGACCGTAGCCTCCTCTTTTCCTTCTTATTCTTTTCGCCATGTTGGAACGTTGGGTCTCGGTTGTAAGTCTGA
	GpasB^28    CTCATAGTTGTTTACCTCCGTTGACGTTGGTAACATTGTTACGTGGGGGACTGTAGCCTCCTCTTTTCCTTCTTATTCTTTTCGCCATCTCGGAACGTTGGGTCTCGGTTGTAAGTCTGA


20 120
	GecuC^1     TTTTAGGATTGTTTTTGCCGGGAGTAATTCCACTAATACCATTAGCTATATTAGTATTATTTCGGTAATTGTTATGATATATTTGCTACGATTTATGTTTTTTGTAGATGTCAATTTT-T
	GecuP^4     TTTTAGGATTGTTTTTGCCGGGAGTAATTCCACTAATACCATTAGCTATATTAGTATTATTTCGGTAATTGTTATGATATATTTGCTACRATTTATGTTTTTTGTAGATGTCAATTTT-T
	GecuP^5     TTTTAGGATTGTTTTTGCCGGGAGTAATTCCACTAATACCATTAGCTATATTGGTATTATTTCGGTAATTGTTATGATATATTTGCTACGATTTATGTTTTTTGTAGATGTCAATTTT-T
	GecuP^6      TTTTAGGATTGTTTTTGCCGGGAGTAATTCCACTAATACCATTAGCTATATTAGTATTATTTCGGTMATTGTTATGATATATTTGCTASGATTTATGTTTTTTGTAGRTGTCAATTTT-T
	GecuP^7      TTTTAGGATTGTTTTTGCCGGGAGTAATTCCACTAATACCATTAGCTATATTRGTATTATTTCGGTAATTGTTATGATATATTTGCTACGATTTATGTTTTTTGTAGATGTCAATTTT-T
	GecuE^8      TTTTAGGATTGTTTTTGCCGGGAGTAATTCCACTAATACCATTAGCTATATTRGTATTATTTCGGTAATTGTTATGATATATTTGCTACGATTTATGTTTTTTGTAGATGTCAATTTT-T
	GecuE^9       TTTTAGGATTGTTTTTGCCGGGAGTAATTCCACTAATACCATTAGCTATATTAGTATTATTTCGGTAATTGTTATGATATATTTGCTASGATTTATGTTTTTTGTAGATGTCAATTTT-T
	GecuE^10       TTTTAGGATTGTTTTTGCCGGGAGTAATTCCACTAATACCATTAGCTATATTAGTATTATTTCGGTAATTGTTATGATATATTTGCTACGATTTATGTTTTTTGTAGATGTCAATTTT-T
	GecuE^11      TTTTAGGATTGTTTTTGCCGGGAGTAATTCCACTAATACCATTAGCTATATTAGTATTATTTCGGTAATTGTTATGATATATTTGCTACGATTTATGTTTTTTGTAGATGTCAATTTT-T
	GlicC^15     TTTTAGGATTGTTTTTGCCGGGAGTAATTCCACTAATACCATTAGCTATATTAGTATTATTTCGGTAATTGTTATGATATATTTGCTACGATTTATGTTTTTTGTAGATGTCAATTTT-T
	GlicP^17      TTTTAGGATTGTTTTTGCCGGGAGTAATTCCACTAATACCATTAGCTATATTRGTATTATTTCGGTAATTGTTATGATATATTTGCTACGATTTATGTTTTTTGTAGATGTCAATTTT-T
	GlicE^20      TTTTAGGATTGTTTTTGCCGGGAGTAATTCCACTAATACCATTAGCTATATTGGTATTRTTTCGGTAATTGTTATGATATATTTGCTACGATTTATGTTTTTTGTAGATGTCAATTTT-T
	GlicE^21      TTTTAGGATTGTTTTTGCCGGGAGTAATTCCACTAATACCATTAGCTATATTGGTATTACTTCGGTAATTGTTATGATATATTTGCTACGATTTATGTTTTTTGTAGATGTCAATTTT-T
	GlicE^22       TTTTAGGATTGTTTTTGCCGGGAGTAATTCCACTAATACCATTAGCTATATTRGTATTATTTCGGTAATTGTTATGATATATTTGCTACGATTTATGTTTTTTGTAGATGTCAATTTT-T
	GlicE^23       TTTTAGGATTGTTTTTGCCGGGAGTAATTCCACTAATACCATTAGCTATATTRGTATTRTTTCGGTAATTGTTATGATATATTTGCTACGATTTATGTTTTTTGTAGATGTCAATTTT-T
	GlicE^24      TTTTAGGATTGTTTTTGCCGGGAGTAATTCCACTAATACCATTAGCTATATTAGTATTATTTCGGTAATTGTTATGATATATTTGCTACGATTTATGTTTTTTGTAGRTGTCAATTTT-T
	GlicE^25      TTTTAGGATTGTTTTTGCCGGGAGTAATTCCACTAATACCATTAGCTATATTRGTATTATTTCGGTAATTGTTATGATATATTTGCTACGATTTATGTTTTTTGTAGATGTCAATTTT-T
	GmorB^27    TTTTAGGATTGTTTTTGCCGGGAGTAATTCCACTAATACCATTAGCTATATTRGTATTATTTCGGTAATTGTTATGATATATTTGCTACGATTTATGTTTTTTGTAGATGTCAATTTT-T
	GpasB^28    TTTTAGGATTGTTTTTGCCGGGAGTAATTCCACTAATACCATTAGCTATATTAGTATTATTTCGGTAATTGTTATGATATATTTGCTACGATTTATGTTTTTTGTAGATGTCAATTTTNT
	GpasB^29    TTTTAGGATTGTTTTTGCCGGGAGTAATTCCACTAATACCATTAGCTATATTAGTATTATTTCGGTAATTGTTATGATATATTTGCTACGATTTATGTTTTTTGTAGATGTCAATTTT-T


17 120
	GecuC^1     AACGACAAAGTTTCGATTATCACCTGTATTTCTATTCCATACGACAATGTACCCGATGTGCACTGGAAATCCACGAGGGAATCGAAGSTTTGTCCTTTGCTTCCTATTTACGTYACCACC
	GecuP^4     AACGACAAAGTTTCGATTATCACCTGTATTTCTATTCCATACGACAATGTACCCGATGTGCACTGGAAATCCACGAGGGAATCGAAGCTTTGTCCTTTGCTTCCTATTTACGTCACCACC
	GecuP^5     AACGACAAAGTTTCGATTATCACCTGTATTTCTATTCCATACGACAATGT-CCCGATGTGCACTGGAAATCCACGAGGGAATCGAAGCTTTGTCCTTTGCTTCCTATTTACGTCACCACC
	GecuP^6      AACGACAAAGTTTCGATTATCACCTGTATTTCTATTCCATACGACAATGTACCCGATGTGCACTGGAAATCCACGAGGGAATCGAAGCTTTGTCCTTTGCTTCCTATTTACGTCACCACC
	GecuE^8      AACGACAAAGTTTCGATTATCACCTGTATTTCTATTCCATACGACAATGTACCCGATGTRCACTGGAAATCCACGAGGGAATCGAAGCTTTGTCCTTTGCTTCCTATTTACGTCACCAYC
	GecuE^9       AACGACAAAGTTTCGATTATCACCTGTATTTCTATTCCATACGACAATGTSCCCGATGTGCACTGGAAATCCACGAGGGAATCGAAGCTTTGTCCTTTGCTTCCTATTTACGTCACCACC
	GecuE^10       AACGACAAAGTTTCGATTATCACCTGTATTTCTATTCCATACGACAATGTGCCCGATGTGCACTGGAAATCCACGAGGGAATCGAAGCTTTGTCCTTTGCTTCCTATTTACGTCACCACC
	GlicC^15     AACGACAAAGTTTCGATTATCACCTGTATTTCTATTCCATACGACAATGTGCCCGATGTGCACTGGAAATCCACGAGGGAATCGAAGCTTTGTCCTTTGCTTCCTATTTACGTCACCACC
	GlicP^17      AACGACAAAGTTTCGATTATCACCTGTATTTCTATTCCATACGACAATGTRCCCGATGTGCACTGGAAATCCACGAGGGAATCGAAGCTTTGTCCTTTGCTTCCTATTTACGTCACCACC
	GlicE^20      AACGACAAAGTTTCGATTATCACCTGTATTTCTATTCCATACGACAATGTRCCCGATGTGCACTGGAAATCCACGAGGGAATCGAAGCTTTGTCCTTTGCTTCCTATTTACGTCACCACC
	GlicE^21      AACGACAAAGTTTCGATTATCACCTGYATTTCTATTCCATACGACAATGTMCCCGATGTGCACTGGAAATCCACGAGGGAATCGAAGCTTTGTCCTTTGCTTCCTATTTACGTCACYACC
	GlicE^22       AACGACAAAGTTTCGATTATCACCTGTATTTCTATTCCATACGACAATGTACCCGATGTGCACTGGAAATCCACGAGGGAATCGAAGCTTTGTCCTTTGCTTCCTATTTACGTCACCACC
	GlicE^23       AACGACAAAGTTTCGATTATCACCTGTATTTCTATTCCATACGACAATGTACCCGATGTGCACTGGAAATCCACGAGGGAATCGAAGCTTTGTCCTTTGCTTCCTATTTACGTCACCACC
	GlicE^24      AACGACAAAGTTTCGATTATCACCTGTATTTCTATTCCATACGACAATGTMCCCGATGTGCACTGGAAATCCACGAGGGRATCGAAGCTTTGTCCTTTGCTTCCTATTTACGTCACCACC
	GlicE^25      AACGACAAAGTTTCGATTATCACCTGTATTTCTATTCCATACGACARTGTGCCCGATGTGCACTGGAAATCCACGAGGGAATCGAAGCTTTGTCCTTTGCTTCCTATTTACGTCACCACC
	GmorB^27    AACGACAAAGTTTCGATTATCACCTGTATTTCTATTCCATACGACAATGTACCCGATGTGCACTGGAAATCCACGAGGGAATCGAAGCTTTGTCCTTTGCTTCCTANTTACGTCACCACC
	GpasB^28    AACGACAAAGTTTCGATTATCACCTGTATTTCTATTCCATACGACAATRTACCCGATGTGCACTGGAAATCCACGAGGGAATCGAAGCTTTGTCCTTTGCTTCCTATTTACGTCACCACC


15 120
	GecuC^1     ATACGCGTCAGTTGATCAAGTCGAGACAACGCGGAGAGGTGTCTATAAGCGCCAACACCCT---GAGTTTAGAAGTTTTGAACGTTATATTGTAAAAGCGCAGTCATTACCAAATATCTT
	GecuP^4     ATACGCGTCAGTTGATCAAGTCGAGACAACGCGGAGAGGTGTCTATAAGCGCCAACACCCT---GAGTTTAGAAGTTTTGAACGTTATATTGTAAAAGCGCAGTCATTACCAAATATCTT
	GecuP^5      ATACGCGTCAGTTGATCAAGTCGAGACGACGCGGAGAGGTGTCTATAAGCGCCAACACCCTAACGAGTTTAGAAG-TTTGAACGTTATATTGTAAAAGCGCAGTCATTACCAAATATCTT
	GecuE^8      ATACGCGTCAGTTGATCAAGTCGAGACAACGCGGAGAGGTGTCTATAAGCGCCAACACCCT---GAGTTTAGAAGTTTTGAACGTTATATTGTAAAAGCGCAGTCATTACCAAATATCTT
	GlicC^15     ATACGCGTCAGTTGATCAAGTCGAGACGACGCGGAGAGGTGTCTATAAGCGCCAACACCCTAACGAGTTTAGAAG-TTTGAACGTTATATTGTAAAAGCGCAGTCATTACCAAATATCTT
	GlicP^17      ATACGCGTCAGTTGATCAAGTCGAGACGACGCGGNGAGGTGTCTATAAGCGCCAACACCCTAACNAGTTTAGAAG-TTTGAACGTTATATTGTAAAAGCGCAGTCATTACCAAATATCTT
	GlicE^20      ATACGCGTCAGTTGATCAAGTCGAGACGACGCGGAGAGGTGTCTATAAGCGCCAACACCCTAACGAGTTTAGAAG-TTTGAACGTTATATTGTAAAAGCGCAGTCATTACCAAATATCTT
	GlicE^21      ATACGCGTCAGTTGATCAAGTYGAGACGACGCGGAGAGGTGTCTATAAGCGCCAACACCCTAACGAGTTTAGAAG-TTTGAACGTTATATTGTAAAAGCGCAGTCATTACCAAATATCTT
	GlicE^22       ATACGCGTCAGTTGATCAAGTCGAGACGACGCGGWGAGGTGTCTATAAGCGCCAACACCCTAACGAGTTTAGAAG-TTTGAACGTTATATTGTAAAAGCGCAGTCATTACCAAATATCTT
	GlicE^23       ATACGCGTCAGTTGATCAAGTTGAGACGACGCGGAGAGGTGTCTATAAGCGCCAACACCCTAACGAGTTTAGAAG-TTTGAACGTTATATTGTAAAAGCGCAGTCATTACCAAATATCTT
	GlicE^24      ATACGCGTYAGTTGATCAAGTCGAGACGACGCGGAGAGGTGTYTATAAGCGCCAACACCCTAACGAGTTTAGAAG-TYTGAACGTTATATTGTAAAAGCGCAGTCATTACCAAATATCTT
	GlicE^25      ATACGCGTCAGTTGATCAAGTCGAGACGACGCGGTGAGGTGTCTATAAGCGCCAACACCCTAACGAGTTTAGAAG-TTTGAACGTTATATTGTAAAAGCGCAGTCATTACCAAATATCTT
	GmorB^27    ATACGCGTCAGTTGATCAAGTCGAGACGACGCGGAGAGGTGTCTATAAGCGCCAACACCCTAACGAGTTTAGAAG-TTTGAACGTTATATTGTAAAAGCGCAGTCATTACCAAATATCTT
	GpasB^28    ATACGCGTCAGTTGATCAAGTCGAGACAACGCGGAGAGGTGTCTATAAGCGCCAACACCCT---GAGTTTAGAAGTTTTGAACGTTATATTGTAAAAGCGCAGTCATTACCAAATATCTT
	GpasB^29    ATACGCGTCAGTTGATCAAGTCGAGACAACGCGGAGAGGTGTCTATAAGCGCCAACACCCT---GAGTTTAGAAGTTTTGAACGTTATATTGTAAAAGCGCAGTCATTACCAAATATCTT


18 120
	GecuC^1     AAACTTTTCGCAGGGGTTTTCCTTTTAGAACATTCTCTCTTCAATAATGCTCAATACTTTTCAATGGGTCGGACCTGAGGTATATTGGTGTATTTGGAGCGTTATTTACTTTTGATACAA
	GecuP^4     AAACTTTTCGCAGGGGTTTTACTTTTAGAACATTCTCTCTTCAATAATGCTCAATACTTTTCAATGGGTCGGACCTGAGGTATATTGGTGTATTTGGAGCGTTATTTACTTTTGATACAA
	GecuP^5      AAACTTTTCGCAGGGGTTTTMCTTTTAGAACATTCTCTCTTCAATAATGCTCAATACTTTTCAATGGGTCGGACCTGAGGTATATTGGTGTATTTGGAGCGTTATTTACTTTTGATACAA
	GecuP^6      AAACTTTTCGCAGGGGTTTTACTTTTAGAACATTCTCTCTTCAATAATGCTCAATACTTTTCAATGGGTCRGACCTGAGGTATATTGGTGTATTTGGAGCGTTATTTACTTTTGATACAA
	GecuE^8      AAACTTTTCGCAGGGGTTTTACTTTTAGAACATTCTCTCTTCAATAATGCTCAATACTTTTCAATGGGTCGGACCTGAGGTATATTGGTGTATTTGGAGCGTTATTTACTTTTGATACAA
	GecuE^9       AAACTTTTCGCAGGGGTTTTMCTTTTAGAWCATNNTCTCTTCAATAATGCTCANTACTTTTCAATGGGTCGGACCTGAGGTATATTGGTGTATTTGGAGCGTTATTTACTTTTGATACAA
	GecuE^10       AAACTTTTCGCAGGGGTTTTMCTTTTAGAACATTCTCTCTTCAATAATGCTCAATACTTTTCAATGGGTCGGACCTGAGGTATATTGGTGTATTTGGAGCGTTATTTACTTTTGATACAA
	GecuE^11       AAACTTTTCGCAGGGGTTTTMCTTTTAGAWCATTCTCTCTTCAATAATGCTCAATACTTTTCAATGGGTCGGACCTGAGGTATATTGGTGTATTTGGAGCGTTATTTACTTTTGATACAA
	GecuE^12      AAACTTTTCGCAGGGGTTTTACTTTTAGAACATTCTCTCTTCAATAATGCTCAATACTTTTCAATGGGTCNGACCTGAGGTATATTGGTGTATTTGGAGCGTTATTTACTTTTGATACAA
	GlicC^15     AAACTTTTCGCAGGGGTTTTACTTTTAGAACATTCTCTCTTCAATAATGCTCAATACTTTTCAATGGGTCGGACCTGAGGTATATTGGTGTATTTGGAGCGTTATTTACTTTTGATACAA
	GlicP^17      AAACTTTTCGCAGGGGTTTTACTTTTAGAACATTCTCTCTTCAATAATGCTCAATACTTTTCAATGGGTCGGACCTGAGGTATATTGNTGTATTTGGAGCGTTATTTACTTTTGATACAA
	GlicE^20      AAACTTTTCGCAGGGGTTTTACTTTTAGAACATTCTCTCTTCAATAATGCTCAATACTTTTCAATGGGTCGGACCTGAGGTATATTGGTGTATTTGGAGCGTTATTTACTTTTGATACAA
	GlicE^21      AAACTTTTCGCAGGGGTTTTACTTTTAGAACATTCTCTCTTCAATAATGCTCAATACTTTTCAATGGGTCGGACCTGAGGTATATTGGTGTATTTGGAGCGTTATTTACTTTTGATACAA
	GlicE^22       AAACTTTTCGCAGGGGTTTTCCTTTTAGAACATTCTCTCTTCAATAAT-CTCAATACTTTTCAATGGGTCGGACCTGAGGTATATTGGTGTGTTTGGAGCGTTATTTACTTTTGATACAA
	GlicE^23       AAACTTTTCGCAGGGGTTTTCCTTTTAGAWCATTCTCTCTTCAATAATGCTCAATACTTTTCAATGGGTCGGACCTGAGGTATATTGGTGTATTTGGAGCGTTATTTACTTTTGATACAA
	GlicE^24      AAACTTTTCGCAGGGGTTTTACTTTTAGAACATTCTCTCTTCAATAATGCTCAATACTTTTCAATGGGTCGGACCTGAGGTATATTGGTGTATTTGGAGCGTTATTTACTTTTGATACAA
	GmorB^27    AAACTTTTCGCAGGGGTTTTMCTTTTAGAACATTCTCTCTTCAATAATGCTCAATACTTTTCAATGGGTCGGACCTGAGGTATATTGGTGTATTTGGAGCGTTATTTACTTTTGATACAA
	GpasB^28    AAACTTTTCGCAGGGGTTTTACTTTTAGAACATTCTCTCTTCAATAATGCTCAATACTTTTCAATGGGTCGGACCTGAGGTATATTGGTGTATTTGGAGCGTTATTTACTTTTGATACAA


15 120
	GecuC^1     GCCTTTTGTGCTAGGATTTCCGTTCTTGTCTGGYGACTGTGGAAAGAAGTGAGTAATCGCTAATTGAAATATCTATCCGATATCTGTGACTGGCATGCATATACAATGAGATACGKAAAA
	GecuP^4      GCCTTTTGTGCTAGGATTTCCGTTCTTGTCTGGCGACTGTGGAAAGAAGTGAGTAATCGCTAATTGAAATATCTATCCGATATCTGTGACTGGCATGCATATACAATGAGATACGTAAAA
	GecuP^5      GCCTTTTGTGCTAGGATTTCCGTTCTTGTCTGGCGACTGTGGAAAGAAGTGAGTAATCGCTAATTGAAATATCTATCCGATATCTGTGACTGGCATGCATATACAATGAGATACGKAAAA
	GecuE^8       GCCTTTTGTGCTAGGATTTCCGTTCTTGTCTGGCGACTGTGGAAAGAAGTGAGTAATCGCTAATTGAAATATCTATCCGATATCTGTGACTGGCATGCATATACAATGAGATACGG----
	GecuE^9      GCCTTTTGTGCTAGGATTTCCGTTCTTGTCTGGCGACTGTGGAAAGAAGTGAGTAATCGCTAATTGAAATATCTATCCGATATCTGTGACTGGCATGCATATACAATGAGATACGGAAAA
	GlicC^15     GCCTTTTGTGCTAGGATTTCCGTTCTTGTCTGGCGACTGTGGAAAGAAGTGAGTAATCGCTAATTGAAATRTYTATCCGATATCTGTGACTGGCATGCATATACAATGAGATACGGAAAA
	GlicP^17      GCCTTTTGTGCTAGGATTTCCGTTCTTGTCTGGCGACTGTGGAAAGAAGTGAGTAATCGCTAATTGAAATATCTATCCGATATCTGTGACTGGCATGCATATACAATNAGATACGGAAAA
	GlicE^20      GCCTTTTGTGCTAGGATTTCCGTTCTTGTCTGGCGACTGTGGAAAGAAGTGAGTAATCGCTAATTGAAATATCTATCCGATATCTGTGACTGGCATGCATATACAATGAGATACGGAAAA
	GlicE^21      GCCTTTTGTGCTAGGATTTCCGTTCTTGTCTGGCGACTGTGGAAAGAAGTGAGYAATCGCTAATTGAAATATCTATCCGATATCTGTGACTGGCATGCATATACAATGAGATACGGAAAA
	GlicE^22      GCCTTTTGTGCTAGGATTTCCGTTCTTGTCTGGCGACTGTGGAAAGAAGTGMGTAATCGCTAATTGAAATRTCTATCCGATATCTGTGACTGGCATGCATATACAATGAGATACGGAAAA
	GlicE^23       GCCTTTTGTGCTAGGATTTCCGTTCTTGTCTGGCGACTGTGGAAAGAAGTGAGYAATCGCTAATTGAAATATYTATCCGATATCTGTGACTGGCATGCATATACAATGAGATACGGAAAA
	GlicE^24      GCCTTTTGTGCTAGGATTTCCGTTCTTGTCTGGCGACTGTGGAAAGAAGTGAGYAATCGCTAATTGAAATATCTATCCGATATCTGTGACTGGCATRCATATACAATGAGATACGGAAAA
	GmorB^27    GCCTTTTGTGCTAGGATTTCCGTTCTTGTCTGGCGACTGTGGAAAGAAGTGAGTAATCGCTAATTGAAATATCTATCCGATATCTGTGACTGGCATGCATATACAATGAGATACGGAAAA
	GpasB^28    GCCTTTTGTGCTAGGATTTCCGTTCTTGTCTGGCGACTGTGGAAAGAAGTGAGTAATCGCTAATTGAAATATTTATCCGATATCTGTGACTGGCATGCATATACAATGAGATACGGAAAA
	GpasB^29    GCCTTTTGTGCTAGGATTTCCGTTCTTGTCTGGCGACTGTGGAAAGAAGTGAGTAATCGCTAATTGAAATATYTATCCGATATCTGTGACTGGCATGCATATACAATGAGATACGGAAAA


17 120
	GecuC^1     ATCCCAGTCAATTTCCCAGCGATTGCGAGAATTNGGCCTTTCATCGACGATAAATTGGCGAATTTTGCACCTGGACTTGAAACTTCATCCTTACAAAATTGTTCTAAATCAAGAACTGAA
	GecuP^4     ATCCTAGTCAATTTCCCAGCGATTGCGAGAATTGGGCCTTTCATCGACGATAAATTGGCGAATTTTGCACCTGGACTTGAAAYTTCATCCTTACAAAATTGTTCTAAATCAAGAACTGAA
	GecuP^5      NTCCTAGTCAATTTCCCAGNGATTGCGAGAATTGGGCCTTTCATCGACGATAAATTGGCGAATTTTGCACCTGGACTTGAAACTTCATCCTTACAAAATTGTTCTAAATCAAGAACTGAA
	GecuP^6      ATCCTAGTCAATTTCCCAGCGATTGCGGGAATTGGGCCTTTCATCGACGATAAATTGGCGAATTTTGCACCTGGACTTGAAACTTCATCCTTACAAAATTGTTCTAAATCAAGAACTGAA
	GecuE^8      ATCCTAGTCAATTTCCCAGCGATTGYGAGAATTGGGYCTTTCATCGAYGATAAATTGGCGAATTTTGCACCTGGACTTGAAACTTCATCCTTACAAAATTGTTCTAAATCAAGAACTGAA
	GecuE^9       ATCCTAGTCAATTTCCCAGCGATTGCGAGAATTGGGCCTTTCATCGACGATAAATTGGCGAATTTTGCAGCTGGACTTGAAACTTCATCCTTACAAAATTGTTCTAAATCAAGAACTGAA
	GecuE^10      ATCCTAGTCAATTTCCCAGCGATTGCGAGAATTGGGCCTTTCATCGACGATAAATTGGCGAATTTTGCACCTGGACTTGAAACTTCATCCTTACAAAATTGTTCTAAATCAAGAACTGAA
	GlicC^15     ATCCNANTCAATTTCCCAGCGATTGCGAGAATTGGGC-TTTCATCGACGATAAATTGGCGAATTTTGCACCTGGACTTGAAACTTCATCCTTACAAAATTGTTCTAAATCAAGAACTGAA
	GlicP^17      ATCCTAGTCAATTTCCCAGCGATTGCGAGAATTGGGCCTTTCATCGACGATAAATTGGCGAATTTTGCACCTGGACTTGAAACTTCATCCTTACAAAATTGTTCTAAATCAAGAACTGAA
	GlicE^20      ATCCTAGTCAATTTCCCAGYGATTGCGAGAATTGGGCCTTTCATCGACGATAAATTGGCGAATTTTGCACCTGGACTTGAAACTTCATCCTTACAAAATTGTTCTAAATCAAGAACTGAA
	GlicE^21      ATCCCAGTCAATTTCCCAGCGATTGTGAGAATTGGGCCTTTCATCGACGATAAATTGGCGAATTTTGCACCTGGACTTGAAACTTCATCCTTACAAAATTGTTCTAAATCAAGAACTGAA
	GlicE^22       ATCCCAGTCAATTTCCCAGCGATTGYGAGAATTGGGCCTTTCATCGACGATAAATTGGCGAATTTTGCACCTGGACTTGAAACTTCATCCTTACAAAATTGTTCTAAATCAAGAACTGAA
	GlicE^23       ATCCCAGTCAATTTCCCAGCGATTGCGAGAATTGGGCTTTTCATCGACGATAAATTGGCGAATTTTGCACCTGGACTTGAAACTTCATCCTTACAAAATTGTTCTAAATCAAGAACTGAA
	GlicE^24      ATCCYAGTCAATTTCCCAGCGATTGYGAGAATTGGGCCTTTCATCGACGATAAATTGGCGAATTTTGCACCTGGACTTGAAACTTCATCCTTACAAAATTGTTCTAAATCAAGAACTGAA
	GlicE^25      ATCCYAGTCAATTTCCCAGCGATTGYGAGAATTGGGCCTTTCATCGACGATAAATTGGCGAATTTTGCACCTGGACTTGAAACTTCATCCTTACAAAATTGTTCTAAATCAAGAACTGAA
	GmorB^27    ATCCYAGTCAATTTCCCAGCGATTGCGAGAATTGSGCCTTTCATCGACGATAAATTGGCGAATTTTGCACCTGGACTTGAAACTTCATCCTTACAAAATTGTTCTAAATCAAGAACTGAA
	GpasB^28    ATCCYAGTCAATTTCCCAGCGATTGCGAGAATTGGGCCTTTCATCGACGATAAATTGGYGAATTTTGCACCTGGACTTGAAACTTCATCCTTACAAAATTGTTCTAAATCAAGAACTGAA


18 120
	GecuC^1     GGAATATATTATCGTAAACGTACTCGGAAATGCTARAAATGCAYTATAATATRCGCTACATTAGGAGATTTGAGACTCTAAACTAATATTTTCTATCAAAAATGTCCATCATGATGATCG
	GecuP^4     GGAATATATTATCGTAAACGTACTCGGAAATGCTAGAAATGCATTATAATATGCGCTACATTAGGAGATTTGAGACTCTAAACTAATATTTTCTATCAAAAATGTCCATCATGATGATCG
	GecuP^5     GGAATATATTATCGTAAACGTACTCGGAAATGCTAGAAATGCAYTATAATATGCGCTACATTAGGAGATTTGAGACTCTAAACTAATATTTTCTATCAAAAATGTCCATCATGATGATCG
	GecuP^6      GGAATATATTATCGTAAACKTACTCGGAAATGCTARAAATGCAYTATAATATGCGCTACATTAGGAGATTTGAGACTCTAAACTAATATTTTCTATCAAAAATGTCCATCATGATGATCG
	GecuP^7      GGAATATATTATCGTAAACGTACTCGGAAATGCTAGAAATGCACTATAATATGCGCTACATTAGGAGATTTGAGACTCTAAACTAATATTTTCTATCAAAAATGTCCATCATGATGATCG
	GecuE^8      GGAATATATTATCGTAAACGTACTCGGAAATGCTAGAAATGCATTATAATATGCGCTACATTAGGAGATTTGAGACTCTAAACTAATATTTTCTATCAAAAATGTCCATCATGATGATCG
	GecuE^9       GGAATATATTATCGTAAACGTACTCGGAAATGCTARAAATGCAYTATAATATGCGCTACATTAGGAGATTTGAGACTCTAAACTAATATTTTCTATCAAAAATGTCCATCATGATGATCG
	GecuE^10       GGAATATATTATCGTAAACKTACTCGGAAATGCTAGAAATGCATTATAATATGCGCTACATTAGGAGATTTGAGACTCTAAACTAATATTTTCTATCAAAAATGTCCATCATGATGATCG
	GlicC^15     GGAATATATTATCGTAAACGTACTCGGAAATGCTAGAAATGCATTATAATATGCGCTACATTAGGAGATTTGAGACTCTAAACTAATATTTTCTATCAAAAATGTCCATCATGATGATCG
	GlicP^17      GGAATATATTATCGTAAACGTACTCGGAAATGCTAGAAATGCATTATAATATACGNTACATTAGGAGATTTGAGACTCTAAACTAATATTTTCTATCAAAAATGTCCATCATGATGATTG
	GlicE^20      GGAATATATTATCGTAAACGTACTCGGAAATGCTAGAAATGCATTATAATATGCKCTACATTAGGAGATTTGAGACTCTAAACTAATATTTTCTATCAAAAATGTCCATCATGATGATCG
	GlicE^21      GGAATATATTATCGTAAACGTACTCGGAAATGCTAGAAATGCATTATAATATRCGCTACATTAGGAGATTTGAGACTCTAAACTAATATTTTCTATCAAAAATGTCCATCATGATGATYG
	GlicE^22       GGAATATATTATCGTAAACGTACTCGGAAATGCTAGAAATGCATTATAATATRCGCTACATTAGGAGATTTGAGACTCTAAACTAATATTTTCTATCAAAAATGTCCATCATGATGATCG
	GlicE^23       GGAATATATTATCGTAAACGTACTCGGAAATGCTAGAAATGCATTATAATATRCGCTACATTAGGAGATTTGAGACTCTAAACTAATATTTTCTATCAAAAATGTCCATCATGATGATYG
	GlicE^24      GGAATATATTATCGTAAACGTACTCGGAAATGCTAGAAATGCATTATAATATRCGCTACATTAGGAGATTTGAGACTCTAAACTAATATTTTCTATCAAAAATGTCCATCATGATGATYG
	GlicE^25      GGAATATATTATCGTAAACGTACTCGGAAATGCTAGAAATGCATTATAATATRCGCTACATTAGGAGATTTGAGACTCTAAACTAATATTTTCTATCAAAAATGTCCATCATGATGATYG
	GmorB^27    GGAATATATTATCGTAAACGTACTCGGAAATGCTAGAAATGCATTATAATATACGCTACATTAGGAGATTTGAGACTCTAAACTAATATTTTCTATCAAAAATGTCCATCATGATGATCG
	GpasB^28    GGAATATATTATCGTAAACGTACTCGGAAATGCTAGAAATGCATTATAATATGCGCTACATTAGGAGATTTGAGACTCTAAACTAATATTTTCTATCAAAAATGTCCATCATGATGATCG


19 120
	GecuC^1     AACATAAACGCGACTGCAACGTTAGAAAATATAATAAATGTATCGNGTGAGCTGTTATACTATTTACAAGCTGTTATCAAAATAGACGTTCATTTTTGCCGTACAGAACGGGAAAAGTTC
	GecuP^4     AACATAAACGCGACTGCAACGTTAGAAAATATAATAAATGTATCGTGTGAGCTGTTATACTATTTACAAGCTGTTATCAAAATAGACGTTCATTTTTGCCGTACAGAACGGGAAAAGTTC
	GecuP^5     AACATAAACRCGACTGCAACGTTAGAAAATATAATAAATGKATCGTGTGAGCTGTTATACTATTTACAAGCTGTTATCAAAATAGACGTTCATTTTTGCCGTACAGAACGGGAAAA-TTC
	GecuP^6      AACATAAACGCGACTGCAACGTTAGAAAATATAATAAATGTATCGTGTGAGCTGTTATACTATTTACAAGCTGTTATCAAAATAGACGTTCATTTTTGCCGTACAGAACGGGAAAAGTTC
	GecuE^8      AACATAAACGCGACTGCAACGTTAGAAAATATAATAAATGTATCGTGTGAGCTGTTATACTATTTACAAGCTGTTATCAAAATAGACGTTCATTTTTGCCGTACAGAACGGGAAAAGTTC
	GecuE^9       AACATAAACGCGACTGCAACGTTAGAAMATATAATAAATGTATCGTGTGAGCTGTTATACTATTTACAAGCTGTTATCAAAATAGACGTTCATTTTTGCCGTACAGAACGGGAAAAGTTC
	GecuE^10       AACATAAACRCGACTGCAACGTTAGAAAATATAATAAATGTATCGTGTGAGCTGTTATACTATTTACAAGCTGTTATCAAAATAGACGTTCATTTTTGCCGTACAGAACGGGAAAAGTTC
	GecuE^11       AACATAAACGCGACTGCAACGTTAGAAAATATAATAAATGTATCGTGTGAGCTGTTATACTATTTACAAGCTGTTATCAAAATAGACGTTCATTTTTGCCGTACAGAACGGGAAAAGTTC
	GecuE^12      AACATAAACGCGACTGCAACGTTAGAAAATATAATAAATGTATCGTGTGAGCTGTTATACTATTTACAAGCTGTTATCAAAATAGACGTTCATTTTTGCCGTACAGAACGGGAAAAGTTC
	GlicC^15     AACATAAACGCGACTGCAACGTTAGAAAATATAATAAATGTATCGTGTGAGCTGTTATACTATTTACAAGCTGTTATCAAAATAGACGTTCATTTTTGCCGTACAGAACGGGAAAAGTTC
	GlicP^17      AACATAAACGCGACTGCAACGTTAGAAAATATAATAAATGTATCGTGTGAGCTGTTATACTATTTACAAGCTGTTATCAAAATAGACGTTCATTTTTGCCGTACAGAACGGGAAAAGTTC
	GlicE^20      AACATAAACGCGACTGCAACGTTAGAAAATATAATAAATGTATCGTGTGAGCTGTTATACTATTTACAAGCTGTTATCAAAATAGACGTTCATTTTTGCCGTACAGAACGGGAAAAGTTC
	GlicE^21      AACATAAACGCGACTGCAACGTTAGAAAATATAATAAATGTATCGTGTGAGCTGTTATACTATTTACAAGCTGTTATCAAAATAGACGTTCATTTTTGCCGTACAGAACGGGAAAAGTTC
	GlicE^22       AACATAAACGCGACTGCAACGTTAGAAAATATAATAAATGTATCSTGTGAGCTGTTATACTATTTACAAGCTGTTATCAAAATAGACGTTCATTTTTGCCGTACAGAACGGGAAAAGTTC
	GlicE^23       AACATAAACGCGACTGCAACGTTAGAAAATATAATAAATGTATCSTGTGAGCTGTTATACTATTTACAAGCTGTTATCAAAATAGACGTTCATTTTTGCCGTACAGAACGGGAAAAGTTC
	GlicE^24      AACATAAACGCGACTGCAACGTTAGAAAATATAATAAATGTATCGTGTGAGCTGTTATACTATTTACAAGCTGTTATCAAAATAGACGTTCATTTTTGCCGTACAGAACGGGAAAAGTTC
	GlicE^25      AACATAAACGCGACTGCAACGTTAGAAAATATAATAAATGTATCGTGTGAGCTGTTATACTATTTACAAGCTGTTATCAAAATAGACGTTCATTTTTGCCGTACAGAACGGGAAAAGTTC
	GmorB^27    AACATAAACGCGACTGCAACGTTAGAAAATATAATAAATGTATCGTGTGAGCTGTTATACTATTTACAAGCTGTTATCAAAATAGACGTTCATTTTTGCCGTACAGAACGGGAAAAGTTC
	GpasB^28    AACATAAACGCGACTGCAACGTTAGAAAATATAATAAATGTATCGTGTGAGCTGTTATACTATTTACAAGCTGTTATCAAAATAGACGTTCATTTTTGCCGTACAGAACGGGAAAAGTTC


23 120
	GecuC^1     AGACAATTATCCCTACAACAATATGAACATTGATATGGAAGATAAACGTTATGCCGTTGCGTATTATATGTACAGTTCCTTCCGTCCTAGTTACTATGGTCGGTCAACGGAGCYGCTAAT
	GecuP^4     AGACAATTATCCCTACAACAATATGAACATTGATATGGAAGATAAACGTTATGCCGTTGCGTATTATATGTACAGTTCCTTCCGTCCTAGTTACTATGGTCGGTCAACGGAGCCGCTAAT
	GecuP^5     AGACAATTATCCCTACAACAATATGAACATTGATATGGAAGATAAACGTTATGCCGTTGCGTATTATATGTACAGTTCCTTCCGTCCTAGTTACTATGGTCGGTCAACGGAGCCGCTAAT
	GecuP^6      AGACAATTATCCCTACAACAATATGAACATTGATATGGAAGATAAACGTTATGCCGTTGCGTATTATATGTACAGTTCCTTCCGTCCTAGTTACTATGGTCGGTCAACGGAGCCGCTAAT
	GecuP^7      AGACAATTATCCCTACAACAATATGAACATTGATATGGAAGATAAACGTTATGCCGTTGCGTATTATATGTACAGTTCCTTCCGTCYTAGTTACTATGGTCGGTCAACGGAGCCGCTAAT
	GecuE^8      AGACAATTATCCCTACAACAATATGAACATTGATATGGAAGATAAACGTTATGCCGTTGCGTATTATATGTACAGTTCCTTCCGTCYTAGTTACTATGGTCGGTCAACGGAGCCGCTAAT
	GecuE^9       AGACAATTATCCCTACAACAATATGAACATTGATATGGAAGATAAACGTTATGCCGTTGCGTATTATATGTACAGTTCCTTCCGTCCTAGTTACTATGGTCGGTCAACGGAGCCGCTAAT
	GecuE^10       AGACAATTATCCCTACAACAATATGAACATTGATATGGAAGATAAACGTTATGCCGTTGCGTATTATATGTACAGTTCCTTCCGTCCTAGTTACTATGGTCGGTCAACGGAGCCGCTAAT
	GecuE^11       AGACAATTATCCCTACAACAATATGAACATTGATATGGAAGATAAACGTTATGCCGTTGCGTATTATATGTACAGTTCCTTCCGTCCTAGTTACTATGGTCGGTCAACGGAGCCGCTAAT
	GecuE^12      AGACAATTATCCCTACAACAATATGAACATTGATATGGAAGATAAACGTTATGCCGTTGCGTATTATATGTACAGTTCCTTCCGTCCTAGTTACTATGGTCGGTCAACGGAGCCGCTAAT
	GecuE^13      AGACAATTATCCCTACAACAATATGAACATTGATNTGGAAGATAAACGTTATGCCGTTGCGTATTNTATGTACAGTTCCTTCCGTCNTAGTTACTATGGTCGGTCAACGGAGCCGCTAAT
	GlicC^15     AGAYAATTATCCCTACAACAATATGAACATTGATATGGAAGATAAACGTTATGCCGTTGCGTATTATATGTACAGTTCCTTCCGTCCTAGTTACTATGGTCGGTCAACGGAGCCGCTAAT
	GlicC^16     AGACAATTATCCCTACAACAATATGAACATTGATATGGAAGATAAACGTTATGCCGTTGCGTATTATATGTACAGTTCCTTCCGTCCTAGTTACTATGGTCGGTCAACGGAGCCGCTAAT
	GlicP^17      AGACAATTATCCCTACAACAATATGAACATTGATATGGAAGATAAACGTTATGCCGTTGCGTATTATATGTACAGTTCCTTCCGTCCTAGTTACTATGGTCGGTCAACGGAGCCGCTAAT
	GlicP^18      AGANAATTATCCCTACAACAATATGAACATTGATATGGAAGATAAACGTTATGCCGTTGCGTATTATATGTACAGTTCCTTCCGTCCTAGTTACTATGGTCGGTCAACGGAGCCGCTAAT
	GlicP^19      AGACAATTATCCCTACAACAATATGAACATTGATATGGAAGATAAACGTTATGCCGTTGCGTATTATATGTACAGTTCCTTCCGTCCTAGTTACTATGGTCGGTCAACGGAGCCGCTAAT
	GlicE^20      AGAYAATTATCCCTACAACAATATGAACATTGATATGGAAGATAAACGTTATGCCGTTGCGTATTATATGTACAGTTCCTTCCGTCCTAGTTACTATGGTCGGTCAACGGAGCCGCTAAT
	GlicE^21      AGACAATTATCCCTACAACAATATGAACATTGATATGGAAGATAAACGTTATGCCGTTGCGTATTATATGTACAGTTCCTTCCGTCCTAGTTACTATGGTCGGTCAACGGAGCCGCTAAT
	GlicE^22       AGAYAATTATCCCTACAACAATATGAACATTGATATGGAAGATAAACGTTATGCCGTTGCGTATTATATGTACAGTTCCTTCCGTCCTAGTTACTATGGTCGGTCAACGGAGCCGCTAAT
	GlicE^23      AGACAATTATCCCTACAACAATATGAACATTGATATGGAAGATAAACGTTATGCCGTTGCGTATTATATGTACAGTTCCTTCCRTCCTAGTTACTATGGTCGGTCAACGGAGCCGCTAAT
	GmorB^27    AGACAATTATCCCTACAACAATATGAACATTGATATGGAAGATAAACGTTMTGCCGTTGCGTATTATATGTACAGTTCCTTCCGTCYTAGTTACTATGGTCGGTCAACGGAGCCGCTAAT
	GpasB^28    AGACAATTATCCCTACAACAATATGAACATTGATATGGAAGATAAACGTTATGCCGTTGCGTATTATATGTACAGTTCCTTCCGTCCTAGTTACTATGGTCGGTCAACGGAGCCGCTAAT
	GpasB^29    AGACAATTATCCCTACAACAATATGAACATTGATATGGAAGATAAACGTTATGCCGTTGCGTATTATATGTACAGTTCCTTCCGTCCTAGTTACTATGGTCGGTCAACGGAGCCGCTAAT


15 120
	GecuC^1     ATTCGCATCCTGGCGGACCTTCTCTAGCTGCAGTTCATCACCTTTATGTGTTGCATAGGGGTGATACAACCGCACGCGTTCAAGACATGTGCTTCTCTCCAGATTCSCGATGGACTACTG
	GecuP^4     ATTCGCATCCTGGCGGACCTTCTCTAGCTGCAGTTCATCACCTTTATGTGTTGCATAGGGGTGATACAACCGCACGCGTTCAAGACATGTGCTTCTCTCCAGATTCGCGATGGACTACTG
	GecuP^5      ATTCGCATCCTGGCGGACCTTCTCTAGCTGCAGTTCATCACCTTTATGTGTTGCATAGGGGTGATACAACCGCACGCGTTCAAGACATGTGCTTCTCTCCAGATTCGCGATGGACTACTG
	GecuE^8      ATTCGCATCCTGGCGGACCTTCTCTAGCTGCAGTTCATCACCTTTATGTGTTGCATAGGGGTGATACAACCGCACGCGTTCAAGACATGTGCTTCTCTCCAGATTCGCGATGGACTACTG
	GecuE^9       ATTCGCATCCTGGCGGACCTTCTCTAGCTGCAGTTCATCACCTTTATGTGTTGCATAGGGGTGATACAACCGCACGCGTTCAAGACATGTGCTTCTCTCCAGATTCGCGATGGACTACTG
	GecuE^10       ATTCGCATCCTGGCGGACCTTCTCTAGCTGCAGTTCATCACCTTTATGTGTTGCATAGGGGTGATACAACCGCACGCGTTCAAGACATGTGCTTCTCTCCAGATTCGCGATGGACTACTG
	GecuE^11      ATTCGCATCCTGGCGGACCTTCTCTAGCTGCAGTTCATCACCTTTATGTGTTGCATAGGGGTGATACAACCGCACGCGTTCAAGACATGTGCTTCTCTCCAGATTCGCGATGGACTACTG
	GlicC^15     ATTCGCATCCTGGCGGACCTTCTCTAGCTGCAGTTCATCACCTTTATGTGTTGCATAGGGGTGATACAACCGCACGCGTTCAAGACATGTGCTTCTCTCCAGATTCGCGATGGACTACTG
	GlicP^17      ATTCGCATCCTGGCGGACCTTCTCTAGCTGCAGTTCATCACCTTTATGTGTTGCAYAGGGGTGATACAACCGCACGCGTTCAAGACATGTGCTTCTCTCCAGATTCGCGATGGACTACTG
	GlicE^20      ATTCGCATCCYGGCGGACCTTCTCTAGCTGCAGTTCATCACCTTTATGTGTTGCATAGGGGTGATACAACCGCACGCGTTCAAGACATGTGCTTCTCTCCAGATTCGCGATGGACTACTG
	GlicE^21       ATTCGCATCCTGGCGGACCTTCTCTAGCTGCAGTTCATCACCTTTATGTGTTGCATAGGGGTGATACAACCGCACGCGTTCAAGACATGTGCTTCTCTCCAGATTCGCGATGGACTACTG
	GlicE^22       ATTCGCATCCYGGCGGACCTTCTCTAGCTGCAGTTCATCACCTTTATGTGTTGCATAGGGGTGATACAACCGCACGCGTTCAAGACATGTGCTTCTCTCCAGATTCGCGATGGACTACTG
	GlicE^23      ATTCGCATCCTGGCGGACCTTCTCTAGCTGCAGTTCATCACCTTTATGTGTTGCATAGGGGTGATACAACCGCACGCGTTCAAGACATGTGCTTCTCTCCAGATTCGCGATGGACTACTG
	GmorB^27    ATTCGCATCCTGGCGGACCTTCTCTAGCTNCAGTTCATCACCTTTATGTGTTGCATAGGGGTGATACAACCGCACGCGTTCAAGACATGTGCTTCTCTCCAGATTCGCGATGGACTACTG
	GpasB^28    ATTCGCATCCTGGCGGACCTTCTCTAGCTGCAGTTCATCACCTTTATGTGTTGCATAGGGGTGATACAACCGCACGCGTTCAAGACATGTGCTTCTCTCCAGATTCGCGATGGACTACTG


20 120
	GecuC^1     AGCATAAAGTATTACATTCACCACCATCTTATTTCGTTATGGAAATTGCAACATTGTCAAGTTGTTCNGAAAAGAATGAAAATTCAAGAAAAATCAGTGCACGATAATAAGTAGAGCCCG
	GecuP^4     AGCATAAAGTATTACATTCACCACCATCTTATTTCGTTATGGAAATTGCAACATTGTCAAGTTGTTCTGAAAAGAATGAAAATTCAAGAAAAATCAGTGCACGATAATAAGTAGAGCCCG
	GecuP^5      AGCATAAAGTATTACATTCACCACCATCTTATTTCGTTATGGAAATTGCAACATTGTCAAGTTGTTCYGAAAAGAATGAAAATTCAAGAAAAATCAGTGCACGATAATAAGTAGAGCCCG
	GecuE^8      AGCATAAAGTATTACATTCACCACCATCTTATTTCGTTATGGAAATTGCAACATTGTCAAGTTGTTCTGAAAAGAATGAAAATTCAAGAAAAATCAGTGCACGATAATAAGTAGAGCCCG
	GecuE^9       AGCATAAAGTATTACATTCACCACCATCTTATTTCGTTATGGAAATTGCAACATTGTCAAGTTGTTCTGAAAAGAATGAAAATTCAAGAAAAATCAGTGCASGATAATAAGTAGAGCCCG
	GecuE^10       AGCATAAAGTATTACATTCACCACCATCTTATTTCGTTATGRAAATTGCAACATTGTCAAGTTGTTCCGAAAAGAATGAAAATTCAAGAAAAATCAGTGCACGATAATAAGTAGAGCCCG
	GecuE^11      AGCATAAAGTATTACATTCACCACCATCTTATTTCGTTATGGAAATTGCAACATTGTCAAGTTGTTCCGAAAAGAATGAAAATTCAAGAAAAATCAGTGCACGATAATAAGTAGAGCCCG
	GlicC^15     AGNATAAAGTATTACATTCACCACTATCTTATTTTGTTATGGAAATTGCAACATTGTCAAGTTGTTCCG-AAAGAATGAAAATTCAAGAAAAATCAGTGCACGATAATAAGTAGAGCCCG
	GlicC^16     AGCATAAAGTATTACATTCACCACYATCTTATTTYGTTATGGAAATTGCAACATTGTCAAGTTGTTCCGAAAAGAATGAAAATTCAAGAAAAATCAGTGCACGATAATAAGTAGAGCCCG
	GlicP^17      AGCATAAAGTATTACATTCACCACTATCTTATTTTGTTATGGAAATTGCAACATTGTCAAGTTGTTCCGAAAAGAATGAAAATTCAAGAAAAATCAGTGCACGATAATAAGTAGAGCCCG
	GlicE^20      AGCATAAAGTATTACATTCACCACCATCTTATTTCGTTATGGAAATTGCAACATTGTCAAGTTGTTCCGAAAAGAATGAAAATTCAAGAAAAATCAGTGCACGATAATAAGTAGAGCCCG
	GlicE^21      AGCATAAAGTATTACATTCACCACCATCTTATTTCGTTATGGAAATTGCAACATTGTCAAGTTGTTCCGAAAAGAATGAAAATTCAAGAAAAATCAGTGCACGATAATAAGTARAGCCCG
	GlicE^22      AGCATAAAGTATTACATTCACCACYATCTTATTTYGTTATGGAAATTGCAACATTGTCAAGTTGTTCCGAAAAGAATGAAAATTCAAGAAAAATCAGTGCACGATAATAAGTAGAGCCCG
	GlicE^23       AGCATAAAGTATTACATTCACCACCATCTTATTTCGTTATGGAAATTGCAACATTGTCAAGTTGTTCCGAAAAGAATGAAAATTCAAGRAAAATCAGTGCACGATAATAAGTAGAGCCCG
	GlicE^24       AGCATAAAGTATTACATTCACCACYATCTTATTTYGTTATGGAAATTGCAACATTGTCAAGTTGTTCCGAAAAGAATGAAAATTCAAGAAAAATCAGTGCACGATAATAAGTAGAGCCCG
	GlicE^25      AGCATAAAGTATTACATTCACCACTATCTTATTTTGTTATGGAAATTGCAACATTGTCAAGTTGTTCCGAAAAGAATGAAAATTCAAGAAAAATCAGTGCACGATAATAAGTAGAGCCCG
	GlicE^26      AGCATAAAGTATTACATTCACCACCATCTTATTTCGTTATGGAAATTGCAACATTGTCAAGTTGTTCCGAAAAGAATGAAAATTCAAGAAAAATCAGTGCACGATAATAAGTAGAGCCCG
	GmorB^27    AGCATAAAGTATTACATTCACCACCATCTTATTTCGTTATGGAAATTGCAACATTGTCAAGTTGTTCTGAAAAGAATGAAAATTCAAGAAAAATCAGTGCACGATAATAAGTAGAGCCCG
	GpasB^28    AGCATAAAGTATTACATTCACCACCATCTTATTTCGTTATGGAAATTGCAACATTGTCAAGTTGTTCTGAAAAGAATGAAAATTCAAGAAAAATCAGTGCACGATAATAAGTAAAGCCCG
	GpasB^29    AGCATAAAGTATTACATTCACCACCATCTTATTTCGTTATGGAAATTGCAACATTGTCAAGTTGTTCYGAAAAGAATGAAAATTCAAGAAAAATCAGTGCACGATAATAAGTARAGCCCG


16 120
	GecuC^1     TGTCGCTACGTTCTAGGACCGCATGACTGTATCTCTTGGCACCAGATGGCGTCAGGAAATATTACAGTGCTGTTTTTGAAGAGTAGTGGTATAAACTGAGARATGAATAGCAATGTGGGC
	GecuP^4     TGTCGCTACGTTCTAGGACCGCATGACTGTATCTCTTGGCACCAGATGGCGTCAGGAAATATTACAGTGCTGTTTTTGAAGAKTAGTGGTATAAACTGAGAGATGAATAGCAATGTGGGC
	GecuP^5      TGTCGCTACGTTCTAGGACCGCATGACTGTATCTCTTGGCACCAGATGGCGTCAGGAAATATTACAGTGCTGTTTTTGAAGAKTAGTGGTATAAACTGAGARATGAATAGCAATGTGGGC
	GecuP^6      TGTCGCTANGTTCTAGGACCGCATGACTGTATCTCTTGGCACCAGATGGCGTCAGGAAATATTACAGTGCTGTTTTTGAAGATTAGTGGTATAAACTGAGAGATGAATAGCAATGTGGGC
	GecuE^8      TGTCGCTACGTTCTAGGACCGCATGACTGTATCTCTTGGCACCAGATGGCGCCAGGAAATATTACAGTGCTGTTTTTGAAGATTAGTGGTATAAACTGAGAGATGAATAGCAATGTGGGC
	GecuE^9       TGTCGCTACGTTCTAGGACCGCATGACTGTATCTCTTGGCACCAGATGRCGYCAGGAAATATTACAGTGCTGTTTTTGAAGATTAGTGGTATAAACTGAGAGATGAATAGCAATGTGGGC
	GecuE^10      TGYCGCTACGTTCTAGGACCGCATGACTGTATCTCTTGGCACCAGATGGCGTCAGGAAATATTACAGTGCTGTTTTTGAAGATTAGTGGTATAAACTGAGAGATGAATAGCAATGTGGGC
	GlicC^15     TGCCGCTACGTTCTAGGACCGCATGACTGTATCTCTTGGCACCAGATGGCGTCAGGAAATATTACAGTGCTGTTTTTGAAGATTAGTGGTATAAACTGAGAGATGAATAGCAATGTGGGC
	GlicP^17      TGTCGCTACGTTCTAGGACCGCATGACTGTATCTCTTGGCACCAGATGGCGTCAAGAAATATTACAGTGCTGTTTTTGAAGNTTAGTGGTATAAACTGAGAGATGAATAGCAATGTGGGC
	GlicE^20      TGTCGCTACGTTCTAGGACCGCATGACTGTATCTCTTGGCACCAGATGGCGTCAGGAAATATTACAGTGCTGTTTTTGAAGATTAGTGGTATAAACTGAGAGATGAATAGCAATGTGGGC
	GlicE^21      TGTCGCTACGTTCTAGGACCGCATGACTGTATCTCTTGGCATCAGATGGCGTCAGGAAATATTACAGTGCTGTTTTTGAAGATTAGTGGTATAAACTGAGAGATGAATAGCAATGTGGGC
	GlicE^22       TGTCGCTACGTTCTAGGACCGCATGACTGTATCTCTTGGCACCAGATGGCGCCAGGAAATATTACAGTGCTGTTTTTGAAGATTAGTGGTATAAACTGAGAGATGAATAGCAATGTGGGC
	GlicE^23       TGTCGCTACGTTCTAGGACCGCATGACTGTATCTCTTGGCACCAGATGGCGYCAGGAAATATTACAGTGCTGTTTTTGAAGAKTAGTGGTATAAACTGAGAGATGAATAGCAATGTGGGC
	GlicE^24      TGTCGCTACGTTCTAGGACCGCATGACTGTATCTCTTGGCACCAGATGGCGTCARGAAATATTACAGTGCTGTTTTTGAAGAKTAGTGGTATAAACTGAGAGATGAATAGCAATGTGGGC
	GmorB^27    TGTCGCTACGTTCTAGGACCGCATGACTGTATCTCTTGGCACCAGATGGCGTCAGGAAATATTACAGTGCTGTTTTTGAAGATTAGTGGTATAAACTGAGAGATGGATAGCAATGTGGGC
	GpasB^28    TGTCGCTACGTTCTAGGACCGCATGACTGTATCTCTTGGCACCAGATGRCGYCAGGAAATATTACAGTGCTGTTTTTGAAGAKTAGTGGTATAAACTGAGARATGAATAGCAATGTGGGC


18 120
	GecuC^1     AACTATAGCGTTCGGGAAGCTGCCGACCAGCCGGTATGACACTCGGTACAAATTCTATTTTTGGTATCAGAACTAATTTAGTAAATATTCTTCAGGACTCAAAAAAGCAAGATAAGCATT
	GecuC^2     AACTATAGCGTTCGGGAAGCTGCCGACCAGCCGGTATGACACTCGGTACAAATTCTATTTTTGGTATCAGAACTAATTTAGTAAATATTCTTCAGGACTCAAAAAAGCAAGATAAGCATT
	GecuP^4     AACTATAGCGTTCGGGAAGCTGCCGACCAGCCGGTATGACACTCGGTACAAATTCTATTTTTGGTATCAGAACTAATTTAGTAAATATTCTTCAGGACNCAAAAAAGCAAGATAAGCATT
	GecuP^5      AACTATAGCGTTCGGGAAGCTGCCGACCAGCCRGTATGACACTCGGTACAAATTCTATTTTTGGTATCAGAACTAATTTAGTAAATATTCTTCAGGACTCAAAAAAGCAAGATAAGCATT
	GecuP^6      AACTATAGCGTTCGGGAAGCTGCCGACCAGCCGGTATGACACTCGGTACAAATTCTATTTTTGGTATCAGAACTAATTTAGTAAATATTCTTCAGGACTCAAAAAAGCAAGATAAGCATT
	GecuE^8      AACTATAGCGTTCGGGAAGCTGCCGACCAGCCGGTATGACACTCGGTACAAATTCTATTTTTGGTATCAGAACTAATTTAGTAAATATTCTTCAGGACWCAAAAAAGCAAGATAAGCATT
	GecuE^9       AACTATAGCGTTCGGGAAGCTGCCGACCAGCCGGTATGACACTCGGTACAAATTCTATTTTTGGTATCAGAACTAATTTAGTAAATATTCTTCAGGACTCAAAAAAGCAAGATAAGCATT
	GecuE^10       AACTATAGCGTTCGGGAAGCTGCCGACCAGCCGNTATGACACTCGGTACAAATTCTATTTTTGGTATCAGAACTAATTTAGTAAATATTCTTCAGGACTCAAAAAAGCAAGATAAGCATT
	GecuE^11      AACTATAGCGTTCGGGAAGCTGCCGACCAGCCGGTATGACACTCGGTACAAATTCTRTTTTTGGTATCAGAACTAATTTAGTAAATATTCTTCAGGACTCAAAAAAGCAAGATAAGCATT
	GecuE^12      AACTATAGCGTTCGGGAAGCTGCCGACCAGCCGGTATGACACTCGGTACAAATTCTATTTTTGGTATCAGAACTAATTTAGTAAATATTCTTCAGGACTCAAAAAAGCAAGATAAGCATT
	GlicC^15     AACTATAGCGTTCGGGAAGCTGCCGACCAGCCGGTATGACACTCGGTACAAATTCTATTTTTGGTATCAGAACTAATTTAGTAAATATTCTTCAGGACTCAAAAAAGCAAGATAAGCATT
	GlicP^17      AACTATAGCGTTCGGGAAGCTGCCGACCAGCCGGTATGACACTCGGTACAAATTCTATTTTTGGTATCAGNACTAATTTAGTAAATATTCTTCAGGACTCAAAAAAGCAAGATAAGCATT
	GlicE^20      ARCTATAGCGTTCGGGAAGCTGCCGACCAGCCGGTATGACACTCGGTACAAATTCTATTTTTGGTATCAGAACTAATTTAGTAAATATTCTTCAGGACTCAAAAAAGCAAGATAAGCATT
	GlicE^21      AACTATAGCGTTCGGGAAGCTGCCGACCAGCCGGTATGACACTCGGTACAAATTCTATTTTTGGTATCAGAACTAATTTAGTAAATATTCTTCAGGACTCAAAAAAGCAAGATAAGCATT
	GlicE^22       AACTATAGCGTTCGGGAAGCTGCCGACCAGCCGGTATGACACTCGGTACAAATTCTATTTTTGGTATCAGAACTAATTTAGTAAATATTCTTCAGGACTCAAAAAAGCAAGATAAGCATT
	GlicE^23      AACTATAGCGTTCGGGAAGCTGCCGACCAGCCGGTATGACACTCGGTACAAATTCTATTTTTGGTATCAGAACTAATTTAGTAAATATTCTTCAGGACTCAAAAAAGCAAGATAAGCATT
	GmorB^27    AACTATAGCGTTCGGGAAGCTGCCGACCAGCCGGTATGACACTCGGTACAAATTCTATTTTTGGTATCAGAACTAATTTAGTAAATATTCTTCAGGACTCAAAAAAGCAAGATAAGCATT
	GpasB^28    AACTATAGCGTTCGGGAAGCTGCCGACCAGCCGGTATGACACTCGGTACAAATTCTATTTTTGGTATCAGAACTAATTTAGTAAATATTCTTCAGGACTCAAAAAAGCAAGATAAGCATT


18 120
	GecuC^1     GGCGAATACTTGTTTCAGAAATATTAGACATCGCTGCTAATTCCTTCTCTCTCAAACGGCGATCTGCTAATACCATTTCTTCAATAATTGAAATATCTCGAGACGCTATCAGTTCGTCAT
	GecuP^4     GGCGAATACTTGTTTCAGAAATATTAGACATCGCTGCTAATTCCTTCTCTCTCAAACGGCGATCTGCTAATACCATTTCTTCAATAATTGAAATATCTCGAGACGCTATCAGTTCGTCAT
	GecuP^5      GGCGAATACTTGTTTCAGAAATATTAGACATCGCTGCTAATTCYTTCTCTCTCAAACGGCGATCTGCTAATACCATTTCTTCAATAATTGAAATATCTCGAGACGCTATCAGTTCGTCAT
	GecuE^8      GGCGAATACTTGTTTCAGAAATATTAGACATCGCTGCTAATTCCTTCTCTCTCAAACGGCGATCTGCTAATACCATTTCTTCAATAATTGAAATATCTCGAGACGCTATCAGTTCGTCAT
	GecuE^9       GGCGAATACTTGTTTCAGAAATATTAGACATCGCTGCTAATTCCTTCTCTCTCAAACGGCGATCTGCTAATACCATTTCTTCAATAATTGAAATATCTCGAGACGCTATCAGTTCGTCAT
	GecuE^10       GGCGAATACTTGTTTCAGAAATATTAGACATCGCTGCTAATTCCTTCTCTCTCAAACGGCGATCTGCTAATACCATTTCTTCAATAATTGAAATATCTCGAGACGCTATCAGTTCGTCAT
	GecuE^11      GGCGAATACTTGTTTCAGAAATATTAGACATCGCTGCTAATTCCTTCTCTCTCAAACGGCGATCTGCTAATACCATTTCTTCAATAATTGAAATATCTCGAGACGCTATCAGTTCGTCAT
	GlicC^15     GGCGAATACTTGTTTCAGAAATATTAGACATCGCTGCTAATTCCTTCTCTCTCAAACGGCGATCTGCTAATACCATTTCTTCAATAATTGAAATATCTCGAGACGCTATCAGTTCGTCAT
	GlicP^17      GGCGAATACTTGTTTCAGAAATATTAGACATCGCTGCTAATTCCTTCTCTCTCAAACGGCGATCTGCTAATACCATTTCTTCAATAATTGAAATATCTCGAGACGCTATCAGTTCGTCAT
	GlicP^18      GGCGAATACTTGTTTCAGAAATATTAGACATCGCTGCTAATTCCTTCTCTCTCAAACGGCGATCTGCTAATACCATTTCTTCAATAATTGAAATATCTCGAGACGCTATCAGTTCGTCAT
	GlicE^20      GGCGAATACTTGTTTCAGAAATATTAGACATCGCTGCTAATTCCTTCTCTCTCAAACGGCGATCTGCTAATACCATTTCTTCAATAATTGAAATATCTCGAGACGCTATCAGTTCGTCAT
	GlicE^21      GGCGAATACTTGTTTCAGAAATATTAGACATCGCTGCTAATTCCTTCTCTCTCAAACGGCGATCTGCTAATACCATTTCTTCAATAATTGAAATATCTCGAGACGCTATCAGTTCGTCAT
	GlicE^22      GGCGAATACTTGTTTCAGAAATATTAGACATCGCTGCTAATTCCTTCTCTCTCAAACGGCGATCTGCTAATACCATTTCTTCAATAATTGAAATATCTCGAGACGCTATCAGTTCGTCAT
	GlicE^23       GGCGAATACTTGTTTCAGAAATATTAGACATCGCTGCTAATTCCTTCTCTCTCAAACGGCGATCTGCTAATACCATTTCTTCAATAATTGAAATATCTCGAGACGCTATCAGTTCGTCAT
	GlicE^24       GGCGAATACTTGTTTCAGAAATATTAGACATCGCTGCTAATTCCTTCTCTCTCAAACGGCGATCTGCTAATACCATTTCTTCAATAATTGAAATATCTCGAGACGCTATCAGTTCGTCAT
	GlicE^25      GGCGAATACTTGTTTCAGAAATATTAGACATCGCTGCTAATTCCTTCTCTCTCAAACGGCGATCTGCTAATACCATTTCTTCAATAATTGAAATATCTCGAGACGCTATCAGTTCGTCAT
	GmorB^27    GGCGAATACTTGTTTCAGAAATATTAGACATCGCTGCTAATTCCTTCTCTCTCAAACGGCGATCTGCTAATACCATTTCTTCAATAATTGAAATATCTCGAGACGCTATCAGTTCGTCAT
	GpasB^28    GGCGAATACTTGTTTCAGAAATATTAGACATCGCTGCTAATTCCTTCTCTCTCAAACGGCGATCTGCTAATACCATTTCTTCAATAATTGAAATATCTCGAGACGCTATCAGTTCGTCAT


15 120
	GecuC^1     TTTTCCCATAAATTAGAGACACATTCAAGCGTATTTCAACAGCAGCAAATCAAGTAATCGAAATGCAATGGCAAATGAAAATGTAGTGCTTGTATTCGCATGTTTACAACAAAGTGTACG
	GecuP^4      TTTTCCCATAAATTAGAGACACATTCAAGCGTATTTCAACAGCAGCAAATCAAGTAATCGAAATGCAATGGCAAATGAAAATGTAGTGCTTGTATTCGCATGTTTACAACAAAGTGTACG
	GecuE^8       TTTTCCCATAAATTAGAGACACATTCAAGAGTATTTCAACAGCAGCAAATCAAGTAATCGAAATGCAATGGCAAATGAAAATGTAGTGCTTGTATTCGCATGTTTACAACAAAGTGTACG
	GecuE^9      TTTTCCCATAAATTAGAGACACATTCAAGCGTATTTCAACAGCAGCAAATCAAGTAATCGAAATGCAATGGCAAATGAAAATGTAGTGCTTGTATTCGCATGTTTACAACAAAGTGTACG
	GlicC^15     TTTTCCCATAAATTAGAGACACATTCAAGCGTATTTCAACAGCAGCAAATCAAGTAATCGAAATGCAATGGCAAATGAAAATGTAGTGCTTGTATTCGCATGTTTACAACAAAGTGTACG
	GlicC^16     TTTTCCCATAAATTAGAGACACATTCAAGCGTATTTCAACAGCAGCAAATCAAGTAATCGAAATGCAATGGCAAATGAAAATGTAGTGCTTGTATTCGCATGTTTACAACAAAGTGTACG
	GlicP^17      TTTTCCCATAAATTAGAGACACATTCAAGCGTATTTCAACAGCAGCAAATCAAGTAATCGAAATGCAATGGCAAATGAAAATGTAGTGCTTGTATTCGCATGTTTACAACAAAGTGTACG
	GlicP^18      TTTTCCCATAAATTAGAGACACATTCAAGCGTATTTCAACAGCAGCAAATCAAGTAATCGAAATGCAATGGCAAATGAAAATGTAGTGCTTGTATTCGCATGTTTACAACAAAGTGTACG
	GlicE^20      TTTTCCCATAAATTAGAGACACATTCAAGCGTATTTCAACAGCAGCAAATCAAGTAATCGAAATGCAATGGCAAATGAAAATGTAGTGCTTGTATTCGCATGTTTACAACAAAGTGTACG
	GlicE^21      TTTTCCCATAAATTAGAGACACATTCAAGCGTATTTCAACAGCAGYAAATCAAGTAATCGAAATGCAATGGCAAATGAAAATGTAGTGCTTGTATTCGCATGTTTACAACAAAGTGTACG
	GlicE^22      TTTTCCCATAAATTAGAGACACATTCAAGCGTATTTCAACAGCAGTAAATCAAGTAATCGAAATGCAATGGCAAATGAAAATGTAGTGCTTGTATTCGCATGTTTACAACAAAGTGTACG
	GlicE^23       TTTTCCCATAAATTAGAGACACATTCAAGCGTATTTCAACAGCAGTAAATCAAGTAATCGAAATGCAATGGCAAATGAAAATGTAGTGCTTGTATTCGCATGTTTACAACAAAGTGTACG
	GmorB^27    TTTTCCCATAAATTAGAGACACATTCAAGCGTATTTCAACAGCAGCAAATCAAGTAATCGAAATGCAATGGCAAATGAAAATGTAGTGCTTGTATTCGCATGTTTACAACAAAGTGTACG
	GpasB^28    TTTTCCCATAAATTAGAGACACATTCAAGCGTATTTCAACAGCAGCAAATCAAGTAATCGAAATGCAATGGCAAATGAAAATGTAGTGCTTGTATTCGCATGTTTACAACAAAGTGTACG
	GpasB^29    TTTTCCCATAAATTAGAGACACATTCAAGCGTATTTCAACAGCAGCAAATCAAGTAATCGAAATGCAATGGCAAATGAAAATGTAGTGCTTGTATTCGCATGTTTACAACAAAGTGTACG


20 120
	GecuC^1     TGTGAATGGTTTTTGGTTCGAACACACATTAGATAATATTATTTGTWGCGATGAAGCCAAATTTTGCAGAAACGGAATGCATAACCGTGAGAATGTTCATTTTTGGGTTTCAGAAAACCC
	GecuP^4     TGTGAATGGTTTTTGGTTCGAACACACATTAGATAATATTATTTGTWGCGATGAAGCCAAATTTTGCAGAAACGGAATGCATAAMCGTGAGAATGTTCATTTTTGGRTTTCAGAAAACCC
	GecuP^5     TGTGAATGGTTTTTGGTTCGAACACACATTAGATAATATTATTTGTWGCGATGAAGCCAAATTTTGCAGAAACGGAATGCATAACCGTGAGAATGTTCATTTTTGGGTTTCAGAAAACCC
	GecuP^6      TGTGAATGGTTTTTGGTTCGAACACACATTAGATAATATTATTTGTWGCGATGAAGCCAAATTTTGCAGAAACGGAATGCATAACCGTGAGAATGTTCATTTTTGGGTTTCAGAAAACCC
	GecuE^8      TGTGAATGGTTTTTGGTTCGAACACACATTAGATAATATTATTTGTWGCGATGAAGCCAAATTTTGYAGAAACGGAATGCATAAYCGTGAGAATGTTCATTTTTGGGTTTCAGAAAACCC
	GecuE^9       TGTGAATGGTTTTTGGTTCGAACACACATTAGATAATATTATTTGTWGCGATGAAGCCAAATTTTGCAGAAACGGAATGCATAACCGTGAGAATGTTCATTTTTGGGTTTCAGAAAACCC
	GecuE^10       TGTGAATGGTTTTTGGTTCGAACACACATTAGATAATATTATTTGTWGCGATGAAGCCAAATTTTGCAGAAACGGAATGCATAACCGTGAGAATGTTCATTTTTGGGTTTCAGAAAACCC
	GlicC^15     TGTGAATGGTTTTTGGTTCGAACACACATTAGATAATATTATTTGTAGCGATGAAGCCAAATTTTGCAGAAACGGAATGCATAACCGCGAGAATGTTCATTTTTGGGTTTCAGAAAACCC
	GlicP^17      TGTGAATGGTTTTTGGTTCGAACACACATTAGATAATATTATTTGTNGCGATGAAGCCAAATTTTGCAGAAACGGAATGCATAACCGNGAGAATGTTCATTTTTGGGTTTCAGAAAACCC
	GlicP^18      TGTGAATGGTTTTTGGTTCGAACACACATTAGATAATATTATTTGTWGCGATNAAGCCAAATTTTGCAGAAACGGAATGCATAACCGYGAGAATGTTCATTTTTGGGTTTCAGAAAACCC
	GlicP^19      TGTGAATGGTTTTTGGTTCGAACACACATTAGATAATATTATTTGTWGCGATGAAGCCAAATTTTGCAGAAACGGAATGCATAACCGYGAGAATGTTCATTTTTGGGTTTCAGAAAACCC
	GlicE^20      TGTGAATGGTTTTTGGTTCGAACACACATTAGATAATATTATTTGTWGCGATGAAGCCAAATTTTGCAGAAACGGAATGCATAACCGYGAGAATGTTCATTTTTGGGTTTCAGAAAACCC
	GlicE^21      TGTGAATGGTTTTTGGTTCGAACACACATTAGATAATATTATTTGTTGCGATGAAGCCAAATTTTGCAGAAACGGAATGCATAACCGTGAGAATGTTCATTTTTGGGTTTCAGAAAACCC
	GlicE^22       TGTGAATGGTTTTTGGTTCGAACACACATTAGATAATATTATTTGTWGCGATGAAGCCAAATTTTGCAGAAACGGAATGCATAAMCGTGAGAATGTTCATTTTTGGRTTTCAGAAAACCC
	GlicE^23       TGTGAATGGTTTTTGGTTCGAACACACATTAGATAATATTATTTGTTGCGATGAAGCCAAATTTTGCAGAAACGGAATGCATAACCGTGAGAATGTTCATTTTTGGGTTTCAGAAAACCC
	GlicE^24      TGTGAATGGTTTTTGGTTCGAACACACATTAGATAATATTATTTGTWGCGATGAAGCCAAATTTTGCAGAAACGGAATGCATAACCGTGAGAATGTTCATTTTTGGGTTTCAGAAAACCC
	GlicE^25      TGTGAATGGTTTTTGGTTCGAACACACATTAGATAATATTATTTGTAGCGATGAAGCCAAATTTTGCAGAAACGGAATGCATAACCGTGAGAATGATCATTCTTGGGTTTCAGAAAACCC
	GmorB^27    TGTGAATGGTTTTTGGTTCGAACACACATTAGATAATATTATTTGTWGCGATGAAGCCAAATTTTGCAGAAACGGAATGCATAACCGTGAGAATGTTCATTTTTGGGTTTCAGAAAACCC
	GpasB^28    TGTGAATGGTTTTTGGTTCGAACACACATTAGATAATATTATTTGTAGCGATGAAGCCAAATTTTGCAGAAACGGAATGCATAACCGTGAGAATRTTCATTTTTGGGTTTCAGAAAACCC
	GpasB^29    TGTGAATGGTTTTTGGTTCGAACACACATTAGATAATATTATTTGTAGCGATGAAGCCAAATTTTGCAGAAACGGAATGCATAACCGTGAGAATRTTCATTTTTGGGTTTCAGAAAACCC


18 120
	GecuC^1     AAGATCTCCAGATATGCATACTTCTAACACACCTTCTAATCGGTTTCGTGTAATTGACACGAAATCGCTTCTTGCWTTGCTCACATTACCTGTACACGTACACTTATAGAGAAATTCAAA
	GecuP^4     AAGATCTCCAGATATGCATACTTCTAACACACCTTCTAATCGGTTTCGTGTAATTGACACGAAATCGCTTCTTGCTTTGCTCACATTACCTGTACACGTACACTTATAGAGAAATTCAAA
	GecuP^5      AAGATCTCCAGATATGCATACTTCTAACACACCTTCTAATCGGTTTCGTGTAATTGACACGAAATCGCTTCTTGCWTTGCTCACATTACCTGTACACGTACACTTATAGAGAAATTCAAA
	GecuP^6      AAGATCTCCAGATATGCATACTTCTAACACACCTTCTAATCGGTTTCGTGTAATTGACACGAAATCGCTTCTTGCTTTGCTCACATTACCTGTACACGTACACTTATNGAGAAATTCAAA
	GecuE^8      AAGATCTCCAGATATGCATACTTCTAACACACCTTCTAATCGGTTTCGTGTAATTGACACGAAATCGCTTCTTGCTTTGCTCACATTACCTGTACACGTACACTTATAGAGAAATTCAAA
	GecuE^9       AAGATCTCCAGATATGCATACTTCTAACACACCTTCTAATCGGTTTCGTGTAATTGACACGAAATCGCTTCTTGCTTTGCTCACATTACCTGTACACGTACACTTATAGAGAAATTCAAA
	GecuE^10      AAGATCTCCAGATATGCATACTTCTAACACACCTTCTAATCGGTTTCGTGTAATTGACACGAAATCGCTTCTTGCTTTGCTCACATTACCTGTACACGTACACTTATAGAGAAATTCAAA
	GlicC^15     AAGATCTCCAGATATGNATACTTCTAACACACCTTCTAATCGGTTTCGTGTAATTGACACGAAATCGCTTCTTGCWTTGCTCACANTACCTGTACACGTACACTTATAGAGAAATTCAAA
	GlicP^17      AAGATCTCCAGATATGCATACTTCTAACACACCTTCTAATCGGTTTCGTGTAATTGACACGAAATCGCTTCTTGCTTTGCTCACATTACCTGTACACGTACACTTATAGAGAAATTCAAA
	GlicE^20      AAGATCTCCAGATATGCATACTTCTAACACACCTTCTAATCGGTTTCGTGTAATTGACACGAAATCGCTTCTTGCTTTGCTCACATTACCTGTACACGTACACTTATAGAGAAATTCAAA
	GlicE^21      AAGATCTCCAGATATGCATACTTCTAACACACCTTCTAATCGGTTTCGTGTAATTGACACGAAATCGCTTCTTGCTTTGCTCACATTACCTGTACACGTACACTTATAGAGAAATTCAAA
	GlicE^22       AAGATCTCCAGATATGCATACTTCTAACACACCTTCTAATCGGTTTCGTGTAATTGACACGAAATCGCTTCTTGCWTTGCTCACATTACCTGTAYACGTACACTTATAGAGAAATTCAAA
	GlicE^23       AAGATCTCCAGATATGCATACTTCTAACACACCTTCTAATCGGTTTCGTGTAATTGACACGAAATCGCTTCTTGCWTTGCTCACATTACCTGTACACGTACACTTATAGAGAAATTCAAA
	GlicE^24      AAGATCTCCAGATATGCATACTTCTAACACACCTTCTAATCGGTTTCGTGTAATTGACACGAAATCGCTTCTTGCTTTGCTCACATTACCTGTACACGTACACTTATAGAGAAATTCAAA
	GlicE^25      AAGATCTCCAGATATGCATACTTCTAACACACCTTCTAATCGGTTTCGTGTAATTGACACGAAATCGCTTCTTGCTTTGCTCACATTACCTGTACACGTACACTTATAGAGAAATTCAAA
	GmorB^27    AAGATCTCCAGATATGCATACTTCTAACACACCTTCTAATCGGTTTCGTGTAATTGACACGAAATCGCTTCTTGCTTTGCTCACATTACCTGTACACGTACACTTATAGAGAAATTCAAA
	GpasB^28    AAGATCTCCAGATATGCATACTTCTAACACACCTTCTAATCGGTTTCGTGTAATTGACACGAAATCGCTTCTTGCTTTGCTCACATTACCTGTACACGTACACTTATAGAGAAATTCAAA
	GpasB^29    AAGATCTCCAGATATGCATACTTCTAACACACCTTCTAATCGGTTTCGTGTAATTGACACGAAATCGCTTCTTGCTTTGCTCACATTACCTGTACACGTACACTTATAGAGAAATTCAAA


16 120
	GecuC^1     TTGCAAGAATTTAGACNACATTCTGCGTAATTT-TCGATGACAGATATCCACCTTCACGGGAAGAAATATTAGAAGTTTTACAATTTGAAGAAGAAGAATGTATACCTAANGGAGAAGAT
	GecuP^4     TTGCAAGAATTTAGACTACATTCTGCGTAATTTATCGATGACAGATATCCACCTTCACGGGAAGAAATATTAGAAGTTTTACAATTTGAAGAAGAAGAATGTATACCTAAGGGAGAAGAT
	GecuP^5     TTGCAAGAATTTAGACCACATTCTGCGTAATTTGTCGATGACAGATATCTACCTTCACGGGAAGAAATATTAGAAGTTTTACAATTTGAAGAAGAAGAATGTATACCTAAGGGAGAAGAT
	GecuP^6      TTGCAAGAATTTAGACTACATTCTGCGTAATTTATCGATGACAGATATCCACCTTCACGGGAAGAAATATTAGAAGTTTTACAATTTGAAGAAGAAGAATGTATACCTAAGGGAGAAGAT
	GecuE^8       TTGCAAGAATTTAGACTACATTCTGCGTAATTTATCGATGACAGATATCCACCTTCACGGGAAGAAATATTAGAAGTTTTACAATTTGAAGAAGAAGAATGTATACCTAAGGGAGAAGAT
	GecuE^9      TTGCAAGAATTTAGACYACATTCTGCGTAATTTRTCGATGACAGATATCCACCTTCACGGGAAGAAATATTAGAAGTTTTACAATTTGAAGAAGAAGAATGTATACCTAAGGGAGAAGAT
	GlicC^15     TTGCAAGAATTTAGACCACATTCTGCGTAATTTGTCGATGACAGATATCCACCTTCACGGGAAGAAATATTAGAAGTTTTACAATTTGAAGAAGAAGAATGTATACCTAAGGGAGAAGAT
	GlicP^17      TTGCAAGAATTTAGACCATATTCTGCGTAATTTGTCGATGACAGATATCCACCTTCACGGGAAGAAATATTAGAAGTTTTACAATTTGAAGAAGAAGAATGTATACCTAAGGGAGAAGAT
	GlicE^20      TTGCAAGAATTTAGACCACATTCTGCGTAATTTGTCGATGACAGATATCNACCTTCACGGGAAGAAATATTAGAAGTTTTACAATTTGAAGAAGAAGAATGTATACCTAAGGGAGAAGAT
	GlicE^21      TTGCAAGAATTTAGACCACATTCTGCGTAATTTGTCGATGACAGATATCCACCTTCACGGGAAGAAATATTAGAAGTTTTACAATTTGAAGAAGAAGAATGTATACCTAAGGGAGAAGAT
	GlicE^22      TTGCAAGAATTTAGACCACATTCTGCGTAATTTGTCGATGACAGATATCCACCTTCACGGGAAGAAATATTAGAAGTTTTACAATTTGAAGAAGAAGAATGTATACCTAAGGGAGAAGAT
	GlicE^23       TTGCAAGAATTTAGACCACATTCTGCGTAATTTGTCGATGACAGATATCCACCTTCACGGGAAGAAATATTAGAAGTTTTACAATTTGAAGAAGAAGAATGTATACCTAAGGGAGAAGAT
	GlicE^24       TTGCAAGAATTTAGACCACATTCTGCGTAATTTGTCGATGACAGATATCCACCTTCACGGGAAGAAATATTAGAAGTTTTACAATTTGAAGAAGAAGAATGTATACCTAAGGGAGAAGAT
	GlicE^25      TTGCAAGAATTTAGACCACATTCTGCGTAATTTGTCGATGACAGATATCCACCTTCACGGGAAGAAATATTAGAAGTTTTACAATTTGAAGAAGAAGAATGTATACCTAAGGGAGAAGAT
	GmorB^27    NTGCAAGAATTTAGACCACATTCTGCGTAATTTGTCGATGACAGATATCTACCTTCACGGGAAGAAATATTAGAAGTTTTACAATTTGAAGAAGAAGAATGTATACCTAAGGGAGAAGAT
	GpasB^28    TTGCAAGAATTTAGACYACATTCTGCGTAATTTRTCGATGACAGATATCCACCTTCACGGGAAGAAATATTAGAAGTTTTACAATTTGAAGAAGAAGAATGTATACCTAAGGGAGAAGAT


18 120
	GecuC^1     ATATCAGTGAGTAGGTACCGGTATNTTATTTTCAATAATATTCTT-CAACTTCTTATAAACATAAATTCATATTTACCTGTAGCTCCGCCTAACAAGATAATTAGATATCCTCCAAACGC
	GecuP^4     ATATCAGTGAGTAGGTACCGGTATCTTATTTTCAATAATATACTTCMAACTTCTTATAAACATAAATTCATATTTACCTGTAGCTCCGCCTAACAAGATAATTAGATATCCTCCAAACGC
	GecuP^5     ATATCAGTGAGTAGGTACCGGTATCTTATTTTCAATAATATTCTT-CAACTTCTTATAAACATAAATTCATATTTACCTGTAGCTCCGCCTAACAARATAATTAGATATCCTCCAAACGC
	GecuP^6      ATATCAGTGAGTAGGTACCGGTATCTTATTTTCAATAATATACTTCCAACKTCTTATAAACATAAATTCATATTTACCTGTAGCTCCGCCTAACAAGATAATTAGATATCCTCCAAACGC
	GecuE^8      ATATCAGTGAGTAGGTACCGGTATCTTATTTTCAATAATATWCTTNCAACTTCTTATAAACATAAATTCATATTTACCTGTAGCTCCGCCTAACAAGATAATTAGATATCCTCCAAACGC
	GecuE^9       ATATCAGTGAGTAGGTACCGGTATCTTATTTTCAATAATATWCTTCCAACTTCTTATAAACATAAATTCATATTTACCTGTAGCTCCGCCTAACAAGATAATTAGATATCCTCCAAACGC
	GecuE^10       ATATCAGTGAGTAGGTACCGGTATCTTATTTTCAATAATATWCTT-CAACTTCTTATAAACATAAATTCATATTTACCTGTAGCTCCGCCTAACAAGATAATTAGATATCCTCCAAACGC
	GlicC^15     ATATCAGTGAGTAGGTACCGGTATCTTATTTTCAATAATATWCTT-CAACTTCTTATAAACATAAATTCATATTTACCTGTAGCTCCGCCYAACAAGATAATTAGATATCCTCCAAACGC
	GlicP^17      ATATCAGTGAGTAGGNACCGGTATCTTATTTTCAATAATATACTT-CAA---CTTATAAACATAAATTCATATTTACCTGTAGCTCCGCCTAACAAGATAATTAGATATCCTCCAAACGC
	GlicE^20      ATATCAGTGAGTAGGTACCGGTATCTTATTTTCAATAATATACTT-CAACGTCTTATAAACATAAATTCATATTTACCTGTAGCTCCGCCTAACAAGATAATTAGATATCCTCCAAACGC
	GlicE^21      ATATCAGTGAGTAGGTRCYGGTATCTTATTTTCAATAATATACTT-CAACGTCTTATAAACATAAATTCATATTTACCTGTAGCTCCGCCTAACAAGATAATTAGATATCCTCCAAACGC
	GlicE^22      ATATCAGTGAGTAGGTACCGGTATCTTATTTTCAATAATATACTT-CAACGTCTTATAAACATAAATTCATATTTACCTGTAGCTCCGCCTAACAAGATAATTAGATATCCTCCAAACGC
	GlicE^23       ATATCAGTGAGTAGGTACCGGTATCTTATTTTCAATAATATACTT-CAACGTCTTATAAACATAAATTCATATTTACCTGTAGCTCCGCCTAACAAGATAATTAGATATCCTCCAAACGC
	GlicE^24       ATATCAGTGAGTAGGTACCGGTATCTTATTTTCAATAATATWCTT-CAACKTCTTATAAACATAAATTCATATTTACCTGTAGCTCCGCCTAACAAGATAATTAGATATCCTCCAAACGC
	GlicE^25      ATATCAGTGAGTAGGTACCGGTATCTTATTTTCAATAATATACTT-CAANNNCTTATAAACATAAATTCATATTTACCTGTAGCTCCGCCTAACAAGATAATTAGATATCCTCCAAACGC
	GlicE^26      ATATCAGTGAGTAGGTACCGGTATCTTATTTTCAATAATATACTT-CAACTTCTTATAAACATAAATTCATATTTACCTGTAGCTCCGCCYAACAAGATAATTAGATATCCTCCAAACGC
	GmorB^27    ATATCAGTGAGTAGGTACCGGTATCTTATTTTCAATAATATTCTT-CAACTTCTTATAAACATAAATTCATATTTACCTGTAGCTCCGCCTAACAAGATAATTAGATATCCTCCAAACGC
	GpasB^28    ATATCAGTGAGTAGGTACCGGTATTTTATTTTCAATAATATTCTT-CAACTTCTTATAAACATAAATTCATATTTACCTGTAGCTCCGCCTAACAAGATAATTAGATATCCTCCAAACGC


19 120
	GecuC^1     TGGAAAAGTTTACAACTTTCGACTTCAGCGAAACGTCTTTGGCGTTGACGTTCGTGTGCAGAAAATTTGCCCCAAGTAAGGACAGATATCTCATCAATAGTCTGCAAAAAAATTATACTG
	GecuP^4     TGGAAAAGTTTACAACTTTCGACTTCAGCGAAACGTCTTTGGCGTTGACGTTCGTGTGCAGAAAATTTGCCCCAAGTAAGGACAGATATCTCATCAATAGTCTGCAAAAAAATTATACTG
	GecuP^5     TGGAAAAGTTTACAACTTTCGACTTCAGCGAAACGTCTTTGGCGTTGACGTTCGTGTGCAGAAAATTTGCCCCAAGTAAGGAYAGATATCTCATCAATAGTCTGC-AAAAAATTATACTG
	GecuP^6      TGGAAAAGTTTACAACTTTCGACTTCAGCGAAACGTCTTTGGCGTTGACGTTCGTGTGCAGAAAATTTGCYCCAAGTAAGGACAGATATCTCATCAATAGTCTGCAAAAAAATTATACTG
	GecuP^7      TGGAAAAGTTTACAACTTTCGACTTCAGCGAAACGTCTTTGGCGTTGACGTTCGTGTGCAGAAAATTTGCCCCAAGTAAGGACANATATCTCATCAATAGTCTGCAAAAAAATTATACTG
	GecuE^8      TGGAAAAGTTTACAACTTTCGACTTCAGCGAAACGTCTTTGGCGTTGACGTTCGTGTGCAGAAAATTTGCCCCAAGTAAGGACAGATATCTCATCAATAGTCTGCAAAAAAATTATACTG
	GecuE^9       TGGAAAAGTTTACAACTTTCGACTTCAGCGAAACGTCTTTGGCGTTGACGTTCRTGTGCAGAAAATTTGCCCCAAGTAAGGACAGATATCTCATCAATAGTCTGCAAAAAAATTATACTG
	GecuE^10      TGGAAAAGTTTACAACTTTCGACTTCAGCGAAACGTCTTTGGCGTTGACGTTCRTGTGCAGAAAATTTGCCCCAAGTAAGGAYAGATATCTCATCAATAGTCTGCAAAAAAATTATACTG
	GlicC^15     TGGAAAAGTTTACAACTTTCGACTTCAGCGAAACGTCTTTGGCGTTGACGTTCRTGTGCAGAAAATTTGCCCCAAGTAAGGAYAGATATCTCATCAATAGTCTGC-AAAAAATTATACTG
	GlicP^17      TGGAAAAGTTTACAACTTTCGACTTCAGCGAAACGTCTTTGGCGTTGACGTTCATGTGCAGAAAATTTGCCCCAAGTAAGGACAGATATCTCATCAATAGTCTGCAAAAAAATTATACTG
	GlicE^20      TGGAAAAGTTTACAACTTTCGACTTCAGCGAAACGTCTTTGGCGTTGACGTTCATGTGCAGAAAATTTGCCCCAAGTAAGGACAGATATCTCATCAATAGTCTGCAAAAAAATTATACTG
	GlicE^21      TGGAAAAGTTTACAACTTTCGACTTCAGCGAAACGTCTTTGGCGTTGACGTTCATGTGCAGAAAATTTGCCCCAAGTAAGGACAGATATCTCATCAATAGTCTGCAAAAAAATTATACTG
	GlicE^22       TGGAAAAGTTTACAACTTTCGACTTCAGCGAAACGTCTTTGGCGTTGACGTTCATGTGCAGAAAATTTGCCCCAAGTAAGGACAGATATCTCATCAATAGTCTGCAAAAAAATTATACTG
	GlicE^23       TGGAAAAGTTTACAACTTTCGACTTCAGCGAAACGTCTTTGGCGTTGACGTTCGTGTGCAGAAAATTTGCCCCAAGTAAGGAYAGATATCTCATCAATAGTCTGCAAAAAAATTATACTG
	GlicE^24      TGGAAAAGTTTACAACTTTCGACTTCAGCGAAACGTCTTTGGCGTTGACGTTCATGTGCAGAAAATTTGCCCCAAGTAAGGACAGATATCTCATCAATAGTCTGCAAAAAAATTATACTG
	GlicE^25      TGGAAAAGTTTACAACTTTCGACTTCAGCGAAACGTCTTTGGCGTTGACGTTCATGTGCAGAAAATTTGCCCCAAGTAAGGACAGATATCTCATCAATAGTCTGCAAAAAAATTATACTG
	GmorB^27    TGGAAAAGTTTACAACTTTCGACTTCAGCGAAACGTCTTTGGCGTTGACGTTCGTGTGCAGAAAATTTGCCCCAAGTAAGGAYAGATATCTCATCAATAGTCTGCAAAAAAATTATACTG
	GpasB^28    TGGAAAAGTTTACAACTTTCGACTTCAGCGAAACGTCTTTGGCGTTGACGTTCGTGTGCAGAAAATTTGCCCCAAGTAAGGATAGATATCTCATCAATAGTCTGC-AAAAAATTATATTG
	GpasB^29    TGGAAAAGTTTACAACTTTCGACTTCAGCGAAACGTCTTTGGCGTTGACGTTCGTGTGCAGAAAATTTGCCCCAAGTAAGGATAGATATCTCATCAATAGTCTGC-AAAAAATTATATTG


18 120
	GecuC^1     GTCTATGGGCGCTATTCTCATCCATAAAACGAATAATGTTGCCGCAAGTGTTGCTGCTTCACACTCCTCAGTTTCGCTAGACAACCCTATACACTTATAAATTACGATTAGTCGACTACC
	GecuP^4     GTCTATGGGCGCTATTCTCATCCATAAAACGAATAATGTTGCCGCAAGTGTTGCTGCTTCACACTCCTCAGTTTCGCTAGACAACCCTATACACTTATAAATTACGATTAGTCGACTACC
	GecuP^5     GTCTATGGGCGCTATTCTCATCCATAAAACGAATAATGTTGCCGCAAGTGTTGCTGCTTCACACTCCTCAGTTTCGCTAGACAACCCTATACACTTATAAATTACGATTAGTCGACTACC
	GecuP^6      GTCTATGGGCGCTATTCNCATCCATAAAACGAATAATGTTGNCGCAAGTGTTGCTGCTWCACACTCCTCAGTTTCGCTAGACAACCCTATACACTTATAAATTACGATTAGTCGACTACC
	GecuP^7      GTCTATGGGCGCTATTCTCATCCATAAAACGAATAATGTTGCCGCAAGTGTTGCTGCTTCACACTCCTCAGTTTCGCTAGACAACCCTATACACTTATAAATTACGATTAGTCGACTACC
	GecuE^8      GTCTATGGGCGCTATTCTCATCCATAAAACGAATAATGTTGCCGCAAGTGTTGCTGCTTCACACTCCTCAGTTTCGCTAGACAACCCTATRCACTTATAAATTACGATTAGTCGACTACC
	GecuE^9       GTCTATGGGCGCTATTCTCATCCATAAAACGAATAATGTTGCCGCAAGTGTTGCTGCTTCACACTCCTCAGTTTCGCTAGACAACCCTATACACTTATAAATTACGATTAGTCGACTACC
	GecuE^10       GTCTATGGGCGCTATTCTCATCCATAAAACGAATAATGTTGCCGCAAGTGTTGCTGCTTCACACTCCTCAGTTTCGCTAGACAACCCTATACACYTATAAATTAYGATTAGTCGACTACC
	GecuE^11      GTCTATGGGCGCTATTCTCATCCATAAAACGAATAATGTTGCCGCAAGTGTTGCTGCTTCACACTCCTCAGTTTCGCTAGACAACCCTATACACYTATAAATTACGATTAGTCGACTACC
	GlicC^15     GTCTATGGGCGCTATTCTCATCCATAAAACGAATAATGTTGCCGCAAGTGTTGCTGCTTCACACTCCTCAGTTTCGCTAGACAACCCTATACACTTATAAATTACGATCAGTCGACTACC
	GlicP^17      GTCTATGGGCGCTATTCTCATCCATAAAACGAATAATGTTGCCGCAAGTGTTGCTGCTTCACACTCCTCAGTTTCGCTAGACAACCCTATACACTTATAAATTACGANCAGTCGACTACC
	GlicE^20      GTCTATGGGCGCTATTCTCATCCATAAAACGAATAATGTTGCCGCAAGTGTTGCTGCTTCACACTCCTCAGTTTCGCTAGACAACCCTATACACTTATAAATTACGATYAGTCGACTACC
	GlicE^21      GTCTATGGGCGCTATTCTCATCCATAAAACGAATAATGTTGCCGCAAGTGTTGCTGCTTCACACTCCTCAGTTTCGCTAGACAACCCTATACACTTATAAATTACGATYAGTCGACTACC
	GlicE^22       GTCTATGGGCGCTATTCTCATCCATAAAACGAATAATGTTGCCGCAAGTGTTGCTGCTTCACACTCCTCAGTTTCGCTAGACAACCCTATACACTTATAAATTACGATTAGTCGACTACC
	GlicE^23       GTCTATGGGCGCNATTCTCATCCATAAAACGAATAATGTTGCCGCAAGTGTTGCTGCTTCACACTCCTCAGTTTCGCTAGACAACCCTATACACTTATAAATTACGATYAGTCGACTACC
	GlicE^24      GTCTATGGGCGCTATTCTCATCCATAAAACGAATAATGTTGCCGCAAGTGTTGCTGCTTCACACTCCTCAGTTTCGCTAGACAACCCTATACACTTATAAATTACGATYAGTCGACTACC
	GmorB^27    GTCTATGGGCGCTATTCTCATCCATAAAACGAATAATGTTGCCGCAAGTGTTGCTGCTTCACACTCCTCAGTTTCGCTAGACAACCCTATACACTTATAAATTACGATNAGTCGWCTACC
	GpasB^28    GTCTATGGGCGCTATTCTCATCCATAAAACGAATAATGTTGCCGCAAGTGTTGCTGCTTCACACTCCTCAGTTTCGCTAGACAACCCTATACACTTATAAATTACGATTAGTCGACTACC


21 120
	GecuC^1     ACTAGTTCGCTTGCATTTTCCGGTACGACTCCTAATATTTCCTACTTCGCGTAATAGCCCGGGTATATAGAGATGCACCGGTATTATCTTTCGCTGCTGGTGCACGATTGAGGGTGTGTA
	GecuP^4     ACTAGTTCGCTTGCATTTTCCGGTACGACTCCTAATATTTCCTACTTCGCGTAATAGCCCGGGTATATAGAGATGCACCGGTATTATCTTTCGCTGCTGGTGCACGATTGAGGGTGTGTA
	GecuP^5     ACTAGTTCGCTTGCATTTTCCGGTACGANTCCTAATATTTCCTACTTCGCGTAATAGCCCGGGTATATAGAGATGCACCGGTATTATCTTTCGCTGCTGGTGCACGATNGAGGGTGTGTA
	GecuP^6      ACTAGTTCGCTTGCATTTTCCGGTACGACTCCTAATATTTCCTACTTCACGTAATAGCCCGGGTATATAGAGATGCACCGGTNTTATCTTTCGCTGCTGGTGCACGATTGAGGGTGTGYA
	GecuP^7      ACTAGTTCGCTTGCATTTTCCGGTACGACTCCTAATATTTCCTACTTCGCGTAATAGCCCGGGTATATAGAGATGCACCGGTATTATCTTTCGCTGCTGGTGCACGATTGAGGGTGTGTA
	GecuE^8      ACTAGTTCGCTTGCATTTTCCGGTACGAYTCCTAATRTTTCCTACTTCGCGTAATAGCCCGGGTATATAGAGATGCACCGGTATTATCTTTCGCTGCTGGTGCACGATTGAGGGTGTGTA
	GecuE^9       ACTAGTTCGCTTGCATTTTCCGGTACGACTCCTAATATTTCCTACTTCGCGTAATAGCCCGGGTATATAGAGATGCACCGGTATTATCTTTCGCTGCTGGTGCACGATTGAGGGTGTGTA
	GecuE^10       ACTAGTTCGCTTGCATTTTCCGGTACGACTCCTAATATTTCCTACTTCGCGTAATAGCCCGGGTATATAGAGATGCACCGGTATTATCTTTCGCTGCTGGTGCACGATTGAGGGTGTGTA
	GecuE^11      ACTAGTTCGCTTGCATTTTCCGGTACGACTCCTAATATTTCCTACTTCGCGTAATAGCCCGGGTATATAGAGATGCACCGGTATTATCTTTCGCTGCTGGTGCACGATTGAGGGTGTGTA
	GlicC^15     ACTAGTTCGCTTGCATTTTCCGGTACGACTCCTAATATTTCCTACTTCGCGTAATAGCCCGGGTATATAGAGATGCACCGGTATTATCTTTCGCTGCTGGTGCACGATTGAGGGTGTGTA
	GlicP^17      ACTAGTTCGCTTGCATTTTCCGGTACGACTCCTAATRTTTCCTACTTCGCGTAATAGCCCGGGTATATAGAGATGCACCGGTATTATCTTTCGCTGCTGGTGCACGATTGAGGNNGTGTA
	GlicE^20      ACTAGTTCGCTTGCATTTTCCGGTACGACTCCTAATATTTCCTACTTCACGTAATAGCCCGGGTATATAGAGATGCACCGGTATTATCTTTCGCTGCTGGTGCACGATTGAGGG-GTGTA
	GlicE^21      ACTAGTTCGCTTGCATTTTCCGGTACGACTCCTAATATTTCCTACTTCRCGTAATAGCCCGGGTATATAGAGATGCACCGGTATTATCTTTCGCTGCTGGTGCACGATTGAGGGTGTGTA
	GlicE^22      ACTAGTTCGCTTGCATTTTCCGGTACGACTCCTAATATTTCCTACTTCGCGTAATAGCCCGGGTATATAGAGATGCACCGGTATTATCTTTCGCTGCTGGTGCACGATTGAGGGTGTGTA
	GlicE^23       ACTAGTTCGCTTGCATTTTCCGGTACGACTCCTAATRTTTCCTACTTCGCGTAATAGCCCGGGTATATAGAGATGCACCRGTATTATCTTTCGCTGCTGGTGCACGATTGAGGGTGTGTA
	GlicE^24       ACTAGTTCGCTTGCATTTTCCGGTACGACTCCTAATATTTCCTACTTCGCGTAATAGCCCGGGTAYATAGAGATGCACCGGTATTATCTTTCGCTGCTGGTGCACGATTGAGGGTGTGTA
	GlicE^25      ACTAGTTCGCTTGCATTTTCCGGTACGACTCCTAATRTTTCCTACTTCGCGTAATAGCCCGGGTATATAGAGATGCACCGGTATTATCTTTCGCTGCTGGTGCACGATTGAGGGTGTGTA
	GlicE^26      ACTAGTTCGCTTGCATTTTCCGGTACGACTCCTAATATTTCCTACTTCGCGTAATAGCCCGGGTATATAGAGATGCACCGGTATTATCTTTCGCTGCTGGTGCACGATTGAGGGTGTGTA
	GmorB^27    ACTAGTTCGCTTGCATTTTCCGGTACGACTCCTAATATTTCCTACTTCGCGTAATAGCCCGGGTATATAGAGATGCACCGGTATTATCTTTCGCTGCTGGTGCACGATTGAGGGTGTGTA
	GpasB^28    ACTAGTTCGCTTGCATTTTCCGGTACGACTCCTAATATTTCCTACTTCACGTAATAGCCCGGGTATATAGAGATGCACCGGTATTATCTTTCGCTGCTGGTGCACGATTGAGGGTGTGTA
	GpasB^29    ACTAGTTCGCTTGCATTTTCCGGTACGACTCCTAATATTTCCTACTTCRCGTAATAGCCCGGGTATATAGAGATGCACCGGTATTATCTTTCGCTGCTGGTGCACGATTGAGGGTGTGTA


15 120
	GecuC^1     AAATGATTTTTTTTATATAGTGCTCATTATTACTTGTAATTTTTGAGATTGAATCGGCTAAATATTTTGAGAGTTTGTAGAGTGAACTCTGGACACAAGACACAATTGGTCTAAGAGGAG
	GecuP^4     AAATGATTTTTTTTATATAGTGCTCATTATTACTTGTAATTTTTGAGATTGAATCGGCTAAATATTTTGAGAGTTTGTAGAGTGGACTCTGGATACAAGACACAATTGGTCTAAGAGAAG
	GecuE^8      AAATGATTTTTTTTATATAGTGCTCATTATTACTTGNAATTTTTGATATTGAATCGGCTAAATATTTTGAGAGTTTGTAGAGTGGACTCTGGATACAAGACACAATNGGTCTANGAGAAG
	GecuE^9       AAATGATTTTTCTTATATAGTGCTCATTATTACTTGTAATTTTTGAGATTGAATCGGCTAAATATTTTGAGAGTTTGTAGAGTGGACTCTGGATACAAGACACAATTGGTCTAAGAGAAG
	GlicC^15     AAATGATTTTTTTTATATAGTGCTCATTATTACTTGTAATTTTTGAGATTGAATCGGCTAAATATTTTGAGAGTTTGTAGAGTGNACTCTGGANACAAGACACAATTGGTCTAAGAGNAG
	GlicC^16     AAATGATTTTTTTTATATAGTGCTCATTATTACTTGTAATTTTTGAGATTGAATCGGCTAAATATTTTGAGAGTTTGTAGAGTGRACTCTGGACACAAGACACAATTGRTCTAAGAGGAG
	GlicP^17      AAATGATTTTTTTTATATAGTGCTCATTATTACTTGTAATTTTTGAGATTGAATCGGCTAAATATTTTGAGAGTTTGTAGAGTGAACTCTGGACACAAGACACAATTGGTCTAAGAGGAG
	GlicP^18      AAATGATTTTTTTTATATAGTGCTCATTATTACTTGTAATTTTTGAGATTGAATCGGCTAAATATTTTGAGAGTTTGTAGAGTGAACTCTGGACACAAGACACAATTGGTCTAAGAGGAG
	GlicE^20      AAATGATTTTTTTTATATAGTGCTCATTATTACTTGTAATTTTTGAGATTGAATCGGCTAAATATTTTGAGAGTTTGTAGAGTGGACTCTGGACACAAGACACAATTAGTCTAAGAGGAG
	GlicE^21      AAATGATTTTTTTTATATAGTGCTCATTATTACTTGTAATTTTTGAGATTGAATCGGCTAAATATTTTGAGAGTTTGTAGAGTGAACTCTGGACACAAGACACAATTGGTCTAAGAGGAG
	GlicE^22      AAATGATTTTTTTTATATAGTGCTCATTATTACTTGTAATTTTTGAGATTGAATCGGCTAAATATTTTGAGAGTTTGTAGAGTGAACTCTGGACACAAGACACAATTGGTCTAGGAGGAG
	GlicE^23       AAATGATTTTTTTTATATAGTGCTCATTATTACTTGTAATTTTTGAGATTGAATCGGCTAAATATTTTGAGAGTTTGTAGAGTGGACTCTGGACACAAGACACAATTGATCTAAGAGGAG
	GlicE^24       AAATGATTTTTTTTATATAGTGCTCATTATTACTTGTAATTTTTGAGATTGAATCGGCTAAATATTTTGAGAGTTTGTAGAGTGGACTCTGGACACAAGACACAATTGATCTAAGAGGAG
	GmorB^27    AAATGATTTTTTTTATATAGTGCTCATTATTACTTGTAATTTTTGAGATTGAATCGGCTAAATATTTTGAGAGTTTGTAGAGTGRACTCTGGACACAAGACACAATTGNTCTAAGAGGAG
	GpasB^28    AAATGATTTTTTTTATATAGTGCTCATTATTACTTGTAATTTTTGAGATTGAATCGGCTAAATATTTTGAGAGTTTGTAGAGTGRACTCTGGAYACAAGACACAATTGGTCTARGAGRAG


21 120
	GecuC^1     AATGGGAAAACTATTTTTGGCCCTCTCGTAGACATACCGCAACTAACCTATA-TCTATCTCTTTCATAATTGGTTTGTAACTAGGGTTTGTAACATGTTTGCATGTTTATAACCACAGTA
	GecuP^4     AATGGGAAAACTATTTTTGGCCCTCTCGTAGACAWACCGCAACTAACCTATA-TCTATCTCTTTCATAATTGGTTTGTAACTAGGGTTTGTAACATGTTTGCATGTTTATAACCACAGTA
	GecuP^5     AATGGGAAAACTATTTTTGGCCCTCTCGTAGACATACCGCAACTAACCTATA-TCTATCTCTTTCATAATTGGTTTGTAACTAGGGTTTGTAACATGTTTGCATGTTTATAACCACAGTA
	GecuP^6      AATGGGAAAACTATTTTTGGCCCTCTCGTAGACATACCGCAACTAACCTATA-TCTATCTCTTTCATAATTGGTTTGTAACTAGGGTTTGTAACATGTTTGCATGTTTATAACCACAGTA
	GecuE^8      RATGGGAAAACTATTTTTGGCCCTCTCGTAGACATACCGCAACTAACCTATA-TCTATCTCTTTCATAATTGGTTTGTAACTAGGGTTTGTAASATGTTTGCATGTTTATAACCACAGTA
	GecuE^9       AATGGGAAAACTATTTTTGGCCCWCTCGTAGACATACCGCAACTAACCTATA-TCTATCTCTTTCATAATTGGTTTGTAACTAGGGTTTGTAACATGTTTGCATGTTTATAACCACAGTA
	GecuE^10       AATGGGAAAACTATTTTTGGCCCTCTCGTAGACATACCGCAACTAACCTATA-TCTATCTCTTTCATAATTGGTYTGTAACTAGGGTTTGTAACATGTTTGCATGTTTATAACCACAGTA
	GecuE^11      AATGGGAAAACTATTTTTGGCCCTCTCGTAGACATACCGCAACTAACCTATA-TCTATCTCTTTCATAATTGGTTTGTAACTAGGGTTTGTAACATGTTTGCATGTTTATAACCACAGTA
	GlicC^15     AATGGGAAAACTATTTTTGGCCCTCTCGTAGACATACCGCAACTAACCTATA-TCTATCTCTTTCATAATTGGYTTGTAACTAGGGTTTGTAACATGTTTGCATGTTTATAACCACAGTA
	GlicP^17      AATGRGAAAACTATTTTTGGCCCTCTCGTAGACATACCGCAACTAACCTATA-TCTATCTCTTTCATAATTGGTTTGTAACTAGGGTTTGTAACATGTTTGCATGTTTATAACCACAGTA
	GlicP^18      AATGGGAAAACTATTTTTGGCCCTCTCGTAGACATACCGCAACTAACCTATA-TCTATCTCTTTCATAATTGGTTTGTAACTAGGGTTTGTAACATGTTTGCATGTTTATAACCNCAGTA
	GlicE^20      AATGGGAAAACTATTTTTGGCCCTCTCGTAGACATACCGCAACTAACCTATA-TCTATCTMTTTCATAATTGGTTTGTAACTAGGGTTTGTAACATGTTTGCATGTTTATAACCACAGTA
	GlicE^21      RATGGGAAAACTATTTTTGGCCCTCTCGTAGACATACCGCAACTAACCTATA-TCTATCTCTTTCATAATTGGYTTGTAACTAGGGTTTGTAACATGTTTGCATGTTTATAACCACAGTA
	GlicE^22      AATGGGAAAACTATTTTTGGCCCTCTCGTAGACATACCGCAACTAACCTATA-TCTATCTCTTTCACAATTGGTTTGTAACTAG-GTTTGTAACATGTTTGCATGTTTATAACCACAGTA
	GlicE^23       AATGGGAAAACTATTTTTGGCCCTCTCGTAGACATACCGCAACTAACCTATA-TCTATCTCTTTCATAATTGGTTTGTAACTAGGGTTTGTAACATGTTTGCATGTTTATAACCACAGTA
	GlicE^24       AATGRGAAAACTATTTTTGGCCCTCTCGTAGACATACCGCAACTAACCTATANTCTATCTCTTTCAYAATTGGTTTGTAACTAGGGTTTGTAACATGTTTGCATGTTTATAACCACAGTA
	GlicE^25      AATGGGAAAACTATTTTTGGCCCTCTCGTAGACATACCGCAACTAACCTATA-TCTATCTCTTTCATAATTGGTTTGTAACTAGGGTTTGTAACATGTTTGCATGTTTATAACCACAGTA
	GlicE^26      AATGGGAAAACTATTTTTGGCCCTCTCGTAGACATACCGCAACTAACCTATA-TCTATCTCTTTCATAATTGGTTTGTAACTAGGGTTTGTAACATGTTTGCATGTTTATAACCACAGTA
	GmorB^27    AATGGGAAAACTATTTTTGGCCCTCTCGTAGACATACCGCAACTAACCTATA-TCTATCTCTTTCATAATTGGTTTGTAACTAGGGTTTGTAACATGTTTGCATGTTTATAACCACAGTA
	GpasB^28    AATRGGAAAACTATTTTTGGCCCTCTCGTAGACATACCGCAACTAACCTATA-TCTATCTCTTTCATAATTGGTTTGTAACTAGKGTTTGTAACATGTTTGCATGTTTATAACCACAGTA
	GpasB^29    RATGGGAAAACTATTTTTGGCCCTCTCGTAGACATACCGCAACTAACCTATA-TCTATCTCTTTCATAATTGGTTTGTAACTAGGGTTTGTAACATGTTTGCATGTTTATAACCACAGTA


18 120
	GecuC^1     AGAAAAGTRCATTCAGCTTCTAGAACAGGTGAAAGACAAATTCTCCAACTTGCAGGTCAGGCATCTATTTTGCAACAAAATAATGCCAGTATTCACACCGTATTCTTCGACGTTGGTTTC
	GecuP^4     AGAAAAGTACATTCAGCTTCTARAACAGGTGAAAGACAAATTCTCCAACTTGCAGGTCAGGCATCTATTTTGCAACAAAATAATGCCAGTATTCACACCGTATTCTTCGRCGTTGGTTTC
	GecuP^5     AGAAAAGTGCATTCAGCTTCTAGAACAGGTGAAAGACAAATTCTCCAACTTGCAGGTCAGGCATCTATTTTGCAACAAAATAATGCCAGTATTCACACCGTATTCTTCGACGTTGGTTTC
	GecuP^6      AGAAAAGTACATTCARCTTCTAGAACAGGTSAAAGACAAATTCTCCAACTTGCAGGTCAGGCATCTATTTTGCAACAAAATAATGCCAGTATTCACACCGTATTCTTCGACGTTGGTTTC
	GecuE^8      AGAAAAGTACATTCAGCTTCTAGAACAGGTGAAAGACAAATTCTCCAACTTGCAGGTCAGGCATCTATTTTGCAACAAAATAATGCCAGTATTCACACCGTATTCTTCGACGTTGGTTTC
	GecuE^9       AGAAAAGTACATTCAGCTTCTAGAACAGGTGAAAGACAAATTCTCCAACTTGCAGGTCAGGCATCTATTTTGCAACAAAATAATGCCAGTATTCACACCGTATTCTTCGAYGTTGGTTTC
	GecuE^10       AGAAAAGTACATTCAGCTTCTAGAACAGGTGAAAGACAAATTCTCCAACTTGCAGGTCAGGCATCTATTTTGCAACAAAATAATGCCAGTATTCACACCGTATTCTTCGACGTTGGTTTC
	GecuE^11      AGAAAAGTACATTCAGCTTCTAGAACAGGTGAAA-ACAAATTCTCCAAMTTGCAGGTCAGGCATCTATTTTGCAACAAAATAATGCCAGTATTCACACCGTATTCTTCGACGTTGGTTTC
	GlicC^15     AGAAAAGTACATNCAGCTTCTANAACAGGTGAAAGACAAATTCTCCAACTTGCAGGTCAGGCATCTATTTTGCAACAAAATAATGCCAGTATTCACACCGTATTCTTCGACGTTGGTTTC
	GlicP^17      AGAAAAGTACATTCAGCTTCTAGAACAGGTGAAAGACAAATTCTCCAACTTGCAGGTCAGGCATCTATTTTGCAACAAAATAATGCCAGTATTCACACCGCATTCTTCGACGTTGGTTTC
	GlicE^20      AGAAAAGTACATTCAGCTTCTAGAACAGGTGAAAGACAAATTCTCCAACTTGCAGGTCAGGCATCTATTTTGCAACAAAATAATGCCAGTATTCACACCGTATTCTTCGACGTTGGTTTC
	GlicE^21      AGAAAAGTRCATTCAGCTTCTAGAACAGGTGAAAGACAAATTCTCCAACTTGCAGGTCAGGCATCTATTTTGCAACAAAATAATGCCAGTATTCACACCGTATTCTTCGACGTTGGTTTC
	GlicE^22       AGAAAAGTRCATTCAGCTTCTAGAACAGGTGAAAGACAAATTCTCCAACTTGCAGGTCAGGCATCTATTTTGCAACAAAATAATGCCAGTATTCACACCGTATTCTTCGACGTTGGTTTC
	GlicE^23       AGAAAAGTACATTCAGCTTCTAGAACAGGTGAAAGACAAATTCTCCAACTTGCAGGTCAGGCATCTATTTTGCAACAAAATAATGCCAGTATTCACACCGTATTCTTCGACGTTGGTTTC
	GlicE^24      AGAAAAGTACATTCAGCTTCTAGAACAGGTGAAAGACAAATTCTCCAACTTGCAGGTCAGGCATCTATTTTGCAACAAAATAATGCCAGTATTCACACCGTATTCTTCGACGTTGGTTTC
	GlicE^25      AGAAAAGTRCATTCAGCTTCTAGAACAGGTGAAAGACAAATTCTCCAACTTGCAGGTCAGGCATCTATTTTGCAACAAAATAATGCCAGTATTCACACCGTATTCTTCGACGTTGGTTTC
	GmorB^27    AGAAAAGTACATTCAGCTTCTAAAACAGGTGAAAGACAAATTCTCCAACTTGCAGGTCAGGCATCTATTTTGCAACAAAATAATGCCAGTATTCACACCGTACTCTTCGACGTTGGTTTC
	GpasB^28    AGAAAAGTACATTCAGCTTCTAGAACAGGTGAAAGACAAATTCTCCAAATTGCAGGTCAGGCATCTATTTTGCAACAAAATAATGCCAGTATTCACACCGTATTCTTCGACGTTGGTTTC


18 120
	GecuC^1     CGGTTGTTATTTTTGCTTGTTAGTTGAAGAAGGTAAAGCTCAATATACTGAAATGTAAGATTGTTTCGTTCG-AAAAAACCAATTGCTATAGAAATAATTTTGTACTTTGTACTTATATT
	GecuP^4     CGGTTGTTATTTTTGCTTGTTAGTTGAAGAAGGTAAAGCTCAATATACTGAAATGTAAGATTGTTTCGTTCG-AAAAAACCAATTGCTATAGAAATAATTTTGTACTTTGTACTTATATT
	GecuP^5      CGGTTGTTATTTTTGCTTGTTAGTTGAAGAAGGTAAAGCTCAATATACTGAAATGTAAGATTGTTTCGTTCG-AAAAAACCAATTGCTATAGAAATAATTTTGTACTTTGTACTTATATT
	GecuE^8      CGGTTGTTATTTTTGCTTGTTAGTTGAAGAAGGTAAAGCTCAATATACTGAAATGTAAGATTGTTTCGTTCG-AAAAAACCAATTGCTATAGAAATAATTTTGTACTTTGTACTTATATT
	GecuE^9       CGGTTGTTATTTTTGCTTGTTAGTTGAAGAAGGTAAAGCTCAATATACTGAAATGTAAGATTGTTTCGTTCG-AAAAAACCAATTGCTATAGAAATAATTTTGTACTTTGTACTTATATT
	GecuE^10       CGGTTGTTATTTTTGCTTGTTAGTTGAAGAAGGTAAAGCTCAATATACTGAAATGTAAGATTGTTTCGTTCG-AAAAAACCAATTGCTATAGAAATAATTTTGTACTTTGTACTTATATT
	GecuE^11      CGGTTGTTATTTTTGCTTGTTAGTTGAAGAAGGTAAAGCTCAATATACTGAAATGTAAGATTGTTTCGTTCG-AAAAAACCAATTGCTATAGAAATAATTTTGTACTTTGTACTTATATT
	GlicC^15     CGGTTGTTATTTTTGCTTGTTAGTTGAAGAAGGTAAAGCTCAATATACTGAAATGTAAGATTGTTTCGTTCG-AAAAAACCAATTGCTATAGAAATAATTTTGTACTTTGTACTTATATT
	GlicP^17      CGGTTGTTATTTTTGCTTGTTAGTTGAAGAAGGTAAAGCTCAATATACTGAAATGTAAGATTGTTTCGTTCG-AAAAAACCAATTGCTATA-AAATAATTTT-TACTTTGTACTTATATT
	GlicE^20      CGGTTGTTATTTTTGCTTGTTAGTTGAAGAAGGTAAAGCTCAATATACTGAAATGTAAGATTGTTTCGTTCG-AAAAAACCAATTGCTATAAAAATAATTTTGTACTTTGTACTTATATT
	GlicE^21      CGGTTGTTATTTTTGCTTGTTAGTTGAAGAAGGTAAAGCTCAATATACTGAAATGTAAGATTGTTTCGTTCG-AAAAAACCAATTGCTATAGAAATAATTTTGTACTTTGTACTTATATT
	GlicE^22       CGGTTGTTATTTTTGCTTGTTAGTTGAAGAAGGTAAAGCTCAATATACTGAAATGTAAGATTGTTTCGTTCG-AAAAAACCAATTGCTATAGAAATAATTTTGTACTTTGTACTTATATT
	GlicE^23       CGGTTGTTATTTTTGCTTGTTAGTTGAAGAAGGTAAAGCTCAATATACTGAAATGTAAGATTGTTTCGTTCG-AAAAAACCAATTGCTATAGAAATAATTTTGTACTTTGTACTTATATT
	GlicE^24      CGGTTGTTATTTTTGCTTGTTAGTTGAAGAAGGTAAAGCTCAATATACTGAAATGTAAGATTGTTTCGTTCG-AAAAAACCAATTGCTATARAAATAATTTTGTACTTTGTACTTATATT
	GlicE^25      CGGTTGTTATTTTTGCTTGTTAGTTGAAGAAGGTAAAGCTCAATATACTGAAATGTAAGATTGTTTCGTTCG-AAAAAACCAATTGCTATARAAATAATTTTGTACTTTGTACTTATATT
	GmorB^27    CGGTTGTTATTTTTGCTTGTTAGTTGAAGAAGGTAAAGCTCAATATACTGAAATGTAAGATTGTTTCGTTCG-AAAAAACCAATTGCTATAGAAATAATTTTGTACTTTGTACTTATATT
	GpasB^28    CGGTTGTTATTTTTGCTTGTTAGTTGAAGAAGGTAAAGCTCAATATACTGAAATGTAAGATTGTTTCGTTCG-GAAAAACCAATTGCTATAGAAATAATTTTGTACTTTGTACTTATATT
	GpasB^29    CGGTTGTTATTTTTGCTTGTTAKTTGAAGAAGGTAAAGCTCAATATACTGAAATGTAAGATTGTTTCGTTCGNRAAAAACCAATTGCTATAGAAATAATTTTGTACTTTGTACTTATATT


15 120
	GecuC^1     ATTGGAGCATGAACTGAACTTAGATATATTWCCAATATCTCCATCAAAATCTAGTWATCAGAACTTATACATGCATAAAGGATATTTATATTCCTTTGTTCAAATTTCTTTCGTAACTGG
	GecuC^2     ATTGNAGCATGAACTGAACTTAGATATATTTCCAATATCTCCATCAAAATCTAGTAATCAGAACTTATACATGCATAAAGGATATTTATATTCCTTTGTTCAAATTTCTTTCGTAACTGG
	GecuP^4     ATTGGAGCATGAACTGAACTTAGATATATTWCCAATATCTCCATCAAAATCTAGTTATCAGAACTTATACATGCATAAAGGATATTTATATTCCTTTGTTCAAATTTCTTTCGTAACTGG
	GecuE^8       ATTGGAGCATGAACTGAACTTAGATATATTTCCAATATCTCCATCAAAATCTAGTTATCAGAACTTATACATGCATAAAGGATATTTATATTCCTTTGTTCAAATTTCTTTCGTAACTGG
	GecuE^9      ATTGGAGCATGAACTGAACTTAGATATATTTCCAATATCTCCATCAAAATCTAGTTATCAGAACTTATACATGCATAAAGGATATTTATATTCCTTTGTTCAAATTTCTTTCGTAACTGG
	GlicC^15     ATTGGAGCATGAACTGAATTTAGATATATTTCCAATATCTCCATCAAAATCTAGTTATCAGAACTTATACATGCATAAAGGATATTTATATTCCTTTGTTCAAATTTCTTTCGTAACTGG
	GlicP^17      ATTGGAGCATGAACTGAATTTAGATATATTTCCAATATCTCCATCAAAATCTAGTTATCAGAACTTATACATGCATAAAGGATATTTATATTCCTTTGTTCAAATTTCTTTCGTAACTGG
	GlicE^20      ATTGGAGCATGAACTGAACTTAGATATATTTCCAATATCTCCATCAAAATCTAGTTATCAGAACTTATACATGCATAAAGGATATTTATATTCCTTTGTTCAAATTTCTTTCGTAACTGG
	GlicE^21      ATTGGAGCATGAACTGAAYTTAGATATATTTCCAATATCTCCATCAAAATCTAGTTATCAGAACTTATACATGCATAAAGGATATTTATATTCCTTTGTTCAAATTTCTTTCGTAACTGG
	GlicE^22       ATTGGAGCATGAACTGAATTTAGATATATTTCCAATATCTCCATCAAAATCTAGTTATCAGAACTTATACATGCATAAAGGATATTTATATTCCTTTGTTCAAATTTCTTTCGTAACTGG
	GlicE^23      ATTGGAGCATGAACTGAACTTAGATATATTTCCAATATCTCCATCAAAATCTAGTTATCAGAACTTATACATGCATAAAGGATATTTATATTCCTTTGTTCAAATTTCTTTCGTAACTGG
	GlicE^24      ATTGGAGCATGAACTGAAYTTAGATATATTTCCAATATCTCCATCAAAATCTAGTTATCAGAACTTATACATGCATAAAGGATATTTATATTCCTTTGTTCAAATTTCTTTCGTAACTGG
	GmorB^27    ATTGGAGCATGAACTGAACTTAGATATATTTCCAATATCTCCATCAAAATCTAGTAATCAGAACTTATACATGCATAAAGGATATTTATATTCCTTTGTTCAAATTTCTTTCGTAACTGG
	GpasB^28    ATTGGAGCATGAACTGAACTTAGATATATTACCAATATCTCCATCAAAATCTAGTTATCAGAACTTATACATGCATAAAGGATATTTATATTCCTTTGTTCAAATTTCTTTCGTAACTGG
	GpasB^29    ATTGGAGCATGAACTGAACTTAGATATATTACCAATATCTCCATCAAAATCTAGTTATCAGAACTTATACATGCATAAAGGATATTTATATTCCTTTGTTCAAATTTCTTTCGTAACTGG


20 120
	GecuC^1     ATTTGTAGCACATCTTATTTCGATTGGGTTTTTATTGGGCRTCGTATAAATGGAATTTGATGTATGTATGTAGTTTCTTATGCAATTTACTACAATGCAGATTGCAATGATTTATTATGA
	GecuP^4     ATTTGTAGCACATCTTATTTCGATTGGGTTTTTATTGGGCRTCGTATAAATGGAATTTGATGTATGYATGTAGTTTCTTATGCAATTTACTACAATGCAGATTGCAATGATTTATTATGA
	GecuP^5     ATTTGTAGCACATCTTATTTCGATTGGGTTTTTATTGGGCNTCGTATAAATGGAATTTGATGTATGTATGTAGTTTCTTATGCAATTTACTACAATGCAGATTGCAATGATTTATTATGA
	GecuP^6      ATTTGTAGCACATCTTATTTCGATTGGGTTTTTATTGGGCGTCGTATAAATGGAATTTGATGTATGTATGTAGTTTCTTATGCAATTTACTACAATGCAGATTGCAATGATTTATTATGA
	GecuP^7      ATTTGTAGCACATCTTATTTCGATTGGGTTTTTATTGGGCGTCGTATAAATGGAATTTGATGTATGTATGTAGTTTCTTATGCAATTTACTACAATGCAGATTGCAATGATTTATTATGA
	GecuE^8      ATTTGTAGCACATCTTATTTCGATTGGGTTTTTATTGGGCRTCGTATAAATGGAATTTGATGTATGTATGTAGTTTCTTATGCAATTTACTACAATGCAGATTGCAATGATTTATTATGA
	GecuE^9       ATTTGTAGCACANCTTATTTCGATTGGGTTTTTATTGGGCRTCGTATAAATGGAATTTGATGTATGTATGTAGTTTCTTATGCAATTTACTACAATGCAGNTTGCAATGATTTATTATGA
	GecuE^10       ATTTGTAGCACATCTTATTTCGATTGGGTTTTTATTGGGCRTCGTATAAATGGAATTTGATGTATGTATGTAGTTTCTTATGCAATTTACTACAATGCAGATTGCAATGATTTATTATGA
	GecuE^11       ATTTGTAGCACATCTTATTTCGATTGGGTTTTTATTGGGCRTCGTATAAATGGAATTTGATGTATGTATGTAGTTTCTTATGCAATTTACTACAATGCAGATTGCAATGATTTATTATGA
	GecuE^12      ATTTGTAGCACATCTTATTTCGATTGGGTTTTTATTGGGCGTCGTATAAATGGAATTTGATGTATGTATGTAGTTTCTTATGCAATTTACTACAATGCAGATTGCAATGATTTATTATGA
	GlicC^15     ATTTGTAGCACATCTTATTTCGATTGGGTTTTTATTGGGCGTCGTATAAATGGAATTTGATGTATGTATGYAGTTTCTTATGCAATTTACTACAATGCAGATTGCAAYGATTTATTATGA
	GlicP^17      ATTTGTAGCACATCTTATTTCGATTGGGTTTTTATTGGGCGTCGTATAAATGGAATTTGATGTATGTATGYAGTTTCTTATGCAATTTACTACAATGCAGATTGCAATGATTTATTATGA
	GlicE^20      ATTTGTAGCACATCTTATTTCGATTGGGTTTTTATTGGGCGTCGTATAAATGGAATTTGATGTATGTATGYAGTTTCTTATGCAATTTACTACAATGCAGATTGCAATGATTTATTATGA
	GlicE^21      ATTTGTAGCACATCTTATTTCGATTGGGTTTTTATTGGGCRTCGTATAAATGGAATTTGATGTATGTATGTAGTTTCTTATGCAATTTACTACAATGCAGATTGCAATGATTTATTATGA
	GlicE^22       ATTTGTAGCACATCTTATTTCGATTGGGTTTTTATTGGGCRTCGTATAAATGGRATTTGATGTATGTATGTAGTTTCTTATGCAATTTACTACAAYGCAGATTGCAATGATTTATTATGA
	GlicE^23       ATTTGTAGCACATCTTATTTCGATTGGGTTTTTATTGGGCRTCGTATAAATGGAATTTGATGTATGTATGTAGTTTCTTATGCAATTTACTACRATGCAGATTGCAATGATTTATTATGA
	GlicE^24      ATTTGTAGCACATCTTATTTCGATTGGGTTTTTATTGGGCGTCGTATAAATGGRATTTGATGTATGTATGTAGTTTCTYATGCAATTTACTACAATGCAGATTGCAATGATTTATTATGA
	GlicE^25      ATTTGTAGCACATCTTATTTCGATTGGGTTTTTATTGGGCGTCGTATAAATGGRATTTGATGTATGTATGTAGTTTCTTATGCAATTTACTACAATGCAGATTGCAATGATTTATTATGA
	GmorB^27    ATTTGTAGCACATCTTATTTCGATTGGGTTTTTATTGGGCGTCGTATAAATGGGATTTGATGTATGTATGTAGTTTCTTATGCAATTTACTACAATGCAGATTGCAATGATTTATTATGA
	GpasB^28    ATTTGTAGCACATCTTATTTCGATTGGGTTTTTATTGGGCATCGTATAAATGGAATTTGATGTATGTATGTAGTTTCTTATGCAATTTACTACAATGCAGATTGCAATGATTTATTATGA


18 120
	GecuC^1     TCACAAAGCCCACGTTGATTTTTTTTGAGTATATGAAATGCTATGTTTRTTTCTGTGTTGACTATTTTGGCGTACATTGACATCTTTACAAATTGTTTCACCWCCGAAACTGATTTTTCT
	GecuP^4     TCACAAAGCCCACRTTGATTTTTTTTGAGTATATGAAATGCTATGTTTGTTTCTGTGTTGACTATTTTGGCRTACATTGACATCTTTACAAATTGTTTCACCACCGAAACTGATTTTTCT
	GecuP^5     TCACAAAGCCCACRTTGATTTTTTTTGAGTATATGAAATGCTATGTTTGTTTCTGTGTTGACTATTTTGGCGTACATTGACATCTTTACAAATTGTTTCACCACCGAAACTGATTTTTCT
	GecuP^6      TCACAAAGCCCACGTTGATTTTTTTTGAGTATATGAAATGCTATGTTTGTTTCTGTGTTGACTATTTTGGCGTACATTGACATCTTTACAAATTGTTTCACCWCCGAAACTGATTTTTCT
	GecuP^7      TCACAAAGCCCACGTTGATTTTTTTTGAGTATATGAAATGCTATGTTTATTTCTGTGTTGACTATTTTGGCGTACATTGACATCTTTACAAATTGTTTCACCTCCGAAACTGATTTTTCT
	GecuE^8      TCACAAAGCCCACRTTGATTTTTTTTGAGTATATGAAATGCTATGTTTGTTTCTGTGTTGACTATTTTGGCGTACATTGACATCTTTACAAATTGTTTCACCWCCGAAACTGATTTTTCT
	GecuE^9       TCACAAAGCCCACGTTGATTTTTTTTGAGTATATGAAATGCTATGTTTGTTTCTGTGTTGACTATTTTGGCGTACATTGACATCTTTACAAATTGTTTCACCACCGAAACTGATTTTTCT
	GecuE^10       TCACAAAGCCCACGTTGATTTTTTTTGAGTATATGAAATGCTATGTTTGTTTCTGTGTTGACTATTTTGGCGTACATTGACATCTTTACAAATTGTTTCACCTCCGAAACTGATTTTTCT
	GlicC^15     TCACAAAGCCCACGTTGATTTTTTTTGAGTATATGAAATGCTATGTTTGTTTCTGTGTTGACTATTTTGGCGTACATTGACATCTTTACAAATTGTTTCACCTCCGAAACTGATTTTTCT
	GlicP^17      TCACAAAGCCCACGTTGATTTTTTTTGAGTATATGAAATGCTATGTTTGTTTCTGTGTTGACTATTTTGGCGTACATTGACATCTTTACAAATTGTTTCACCACCGAAACTGATTTTTCT
	GlicE^20      TCACAAAGCCCACGTTGATTTTTTTTGAGTATATGAAATGCTATGTTTGTTTCTGTGTTGACTATTTTGGCGTACATTGACATCTTTACAAATTGTTTCACCWCCGAAACTGATTTTTCT
	GlicE^21      TCACAAAGCCCACGTTGATTTTTTTTGAGTATATGAAATGCTATGTTTGTTTCTGTGTTGACTATTTTGGCGTACATTGACATCTTTACAAATTGTTTCACCWCCGAAACTGATTTTTCT
	GlicE^22       TCACAAAGCCCACGTTGATTTTTTTTGAGTATATGAAATGCTATGTTTGTTTCTGTGTTGACTATTTTGGCGTACATTGACATCTTTACAAATTGTTTCACCTCCGAAACTGATTTTTCT
	GlicE^23       TCACAAAGCCCACGTTGATTTTTTTTGAGTATATGAAATGCTATGTTTGTTTCTGTGTTGACTATTTTGGCGTACATTGACATCTTTACAAATTGTTTCACCTCCGAAACTGATTTTTCT
	GlicE^24      TCACAAAGCCCACGTTGATTTTTTTTGAGTATATGAAATGCTATGTTTGTTTCTGTGTTGACTATTTTGGCGTACATTGACATCTTTACAAATTGTTTCACCTCCGAAACTGATTTTTCT
	GlicE^25      TCAYAAAGCCCACGTTGATTTTTTTTGAGTATATGAAATGCTATGTTTGTTTCTGTGTTGACTATTTTGGCGTACATTGACATCTTTACAAATTGTTTCACCTCCGAAACTGATTTTTCT
	GmorB^27    TCACAAAGCCCACGTTGATTTTTTTTGAGTATATGAAATGCTATGTTTGTTTCTGTGTTGACTATTTTGGCGTACATTGACATCTTTACAAATTGTTTCACCACCGAAACTGATTTTTCT
	GpasB^28    TCACAAAGCCCACGTTGATTTTTTTTGAGTATAYGAAATGCTATGTTTATTTCTGTGTTGACTATTTTGGCGTACATTGACATCTTTACAAATTGTTTCACCTCCGAAACTGATTTTTCT


18 120
	GecuC^1     AAACGAATCCGAAAATACAATTTCCACA-GAAAGTGAACTCAAATTATCGGCAGATTCTAAAAAAGTCAGTGAGAAATCAAGTGAAATCGACAGGATAACTCCTTATCAAAAAGAAAATC
	GecuC^2     AAASGAATCCGAAAATACAATTTCCACA-GAAAGTGAACTCAAATTATCGGCAGATTCTAAAAAAGTCAGTGAGAAATCAAGTGAAATCGACAGGATAACTCCTTATCAAAAAGAAAATC
	GecuP^4     AAACGAATCCGAAAATACAATTTCCACA-GAAAGTGAACTCAAATTATCGGCAGATTCTAAAAAAGTCAGTGAGAAATCAAGTGAAATCGACAGGATAACTCCTTATCAAAAAGAAAATC
	GecuP^5     AAACGAATCCGAAAATACAATTTCCACA-GAAAGTGAACTCAAATTATCGGCAGATTCTAAAAAAGTCAGTGAGAAATCAAGTGAAATCRACAGGATAACTCCTTATCAAAAAGAAAATC
	GecuP^6      AAACGAATCCGAAAATACAATTTCCACA-GAAAGTGAACTCAAATTATCGGCAGATTCTAAAAAAGTCAGTGAGAAATCAAGTGAAATCGACAGGATAACTCCTTATCAAAAAGAAAATC
	GecuE^8      AAACGAATCCGAAAATACAATTTCCACA-GAAAGTGAACTCAAATTATCGGCAGATTCTAAAAAAGTCAGTGAGAAATCAAGTGAAATCGACAGGATAACTCCTTATCAAAAAGAAAATC
	GecuE^9       AAACGAATCCGAAAATACAATTTCCACA-GAAAGTGAACTCAAATTATCGGCAGATTCTAAAAAAGTCAGTGAGAAATCAAGTGAAATCGACAGGATAACTCCTTATCAAAAAGAAAATC
	GecuE^10       AAACGAATCCGAAAATACAATTTCCACA-GAAAGTGAACTCAAATTATCGGCAGATTCTAAAAAAGTCAGTGAGAAATCAAGTGAAATCGACAGGATAACTCCTTATCAAAAAGAAAATC
	GlicC^15     AAACGAATCCGAAAATACAATTTCCACA-GAAAGTGAACTCAAATTATCGGCAGATTCTAAAAAAGTCAGTGAGAAATCAAGTGAAATCGACAGGATAACTCCTTATCAAAAAGAAAATC
	GlicP^17      AAACGAATCCGAAAATACAATTTCCACA-GAAAGTGAACTCAAATTATCGGCAGATTCTAAAAAAGTCAGTGAGAAATCAANNGAAATCGACAGGATAANTCCTTATCAAAAAGAAAATC
	GlicE^20      AAACGAATCCGAAAATACAATTTCCACA-GAAAGTGAACTCAAATTATCGGCAGATTCTAAAAAAGTCAGTGAGAAATCAAGTGAAATCGACAGGATAACTCCTTATCAAAAAGAAAATC
	GlicE^21      AAACGAATCCGAAAATACAATTTCCACA-GAAAGTGAACTCAAATTATCGGCAGATTCTAAAAAAGTCAGTGAGAAATCAAGTGAAATCGACAGGATAACTCCTTATCAAAAARAAAATC
	GlicE^22       AAACGAATCCGAAAATACAATTTCCACA-GAAAGTGAACTCAAATTATCGGCAGATTCTAAAAAAGTCAGTGAGAAATCAAGTGAAATCGACAGGATAACTCCTTATCAAAAAGAAAATC
	GlicE^23       AAACGAATCCGAAAATACAATTTCCACA-GAAAGTGAACTCAAATTATCGGCAGATTCTAAAAAAGTCAGTGAGAAATCAAGTGAAATCGACAGGATAACTCCTTATCAAAAAGAAAATC
	GlicE^24      AAACGAATCCGAAAATACAATTTCCACA-GAAAGTGAACTCAAATTATCGGCAGATTCTAAAAAAGTCAGTGAGAAATCAAGTGAAATCGACAGGATAACTCCTTATCAAAAAGAAAATC
	GlicE^25      AAACGAATCCGAAAATACAATTTCCACANGAAAGTGAACTCAAATTATCGGCAGATTCTAAAAAAGTCAGTGAGAAATCAAGTGAAATCGACAGGATAACTCCTTATCAAAAAGAAAATC
	GmorB^27    AAACGAATCCGAAAATACAATTTCCACA-GAAAGTGAACTCAAATTATCGGCAGATTCTAAAAAAGTCAGTGAGAAATCAAGTGAAATCGACAGGATAACTCCTTATCAAAAAGAAAATC
	GpasB^28    AAACGAATCCGAAAATACAATTTCCACA-GAAAGTGAACTCAAATTATCGGCAGATTCTAAAAAAGTCAGTGAGAAATCAAGTGAAATCGACAGGATAACTCCTTATCAAAAAGAAAATC


17 120
	GecuC^1     TTAGATCTGGCAGTGAAATTCGAAAAGATGCTCAGCGACGGCGTGGAATACCTGGATTTGAGCACGAACGTCATACACAATCGCAGCTATTTCTGCATGAATTTTGAAGAGGATGAAAGT
	GecuP^4     TTAGATCTGGCTGTGAAATTCGAAAAGATGCTCAGCGACGGCGTGGAATACCTGGATTTGAGCACGAACGTCATACACAATCGCAGCTATTTCTGCATGAATTTTGAAGAGGATGAAAGT
	GecuP^5     TTAGATCTGGCAGTGAAATTCGAAAAGATGCTCAGCGACGGCGTGGAATACCTGGATTTGAGCACGAACGTCATACACAATCGCAGCTATTTCTGCATGAATTTTGAAGAGGATGAAAGT
	GecuP^6      TTAGATCTGGCAGTGAAATTCGAAAAGATGCTCAGCGACGGCGTGGAATACCTGGATTTGAGCACGAACGTCATACACAATCGSAGCTATTTCTGCATGAATTTTGAAGAGGATGAAAGT
	GecuE^8       TTAGATCTGGCNGTGAAATTCGAAAAGATGCTCAGCGACGGCGTGGAATACCTGGATTTGAGCACGAACGTCATACACAATCGNAGCTATTTCTGCATGAATTTTGAAGAGGATGAAAGT
	GecuE^9       TTANATCTGNCAGTGAAATTCGAAAAGATGCTCAGCGACGGCGTGGAATACCTGGATTTGAGCACGAACGTCATACACAATCGCAGCTATTTCTGCATGAATTTTGAAGAGGATGAAAGT
	GecuE^10      TTAGATCTGGCWGTGAAATTCGAAAAGATGCTCAGCGACGGCGTGGAATACCTGGATTTGAGCACGAACGTCATACACAATCGCAGCTATTTCTGCATGAATTTTGAAGAGGATGAAAGT
	GlicC^15     TTAGATCTGGCAGTGAAATTCGAAAAGATGMTCAGCGACGGCGTGGAATATCTGGATTTGAGCACGAACGTCATACACAATCGCAGCTATTTCTGCATGAATTTTGAAGAGGATGAAAGT
	GlicP^17      TTAGATCTGGCWGTGAAATTCGAAAAGATGCTCAGCGACGGCGTGGAATACCTGGATTTGAGCACGAACGTCATACACAATCGCAGCTATTTCTGCATGAATTTTGAAGAGGATGAAAGT
	GlicE^20      TTAGATCTGGCAGTGAAATTCGAAAAGATGCTCAGCGANGGCGTGGAATACCTGGATTTGAGCACGAACGTCATACACAATCGCAGCTATTTCTGCATGAATTTTGAAGAGGATGAAAGT
	GlicE^21      TTAGATCTGGCAGTGAAATTCGAAAAGATGCTCAGCGACGGCGTGGAATACCTGGATTTGAGCACGAACGTCATACACAATCGCAGCTATTTCTGCATGAATTTTGAAGAGGATGAAAGT
	GlicE^22      TTAGATCTGGCWGTGAAATTCGAAAAGATGCTCAGCGACGGCGTGGAATACCTGGATTTGAGCACGAACGTCATACACAATCGCAGCTATTTCTGCATGAATTTTGAAGAGGATGAAAGT
	GlicE^23       TTAGATCTGGCWGTGAAATTCGAAAAGATGCTCAGCGAYGGCGTGGAATACCTGGATTTGAGCACGAACGTCATACACAATCGCAGCTATTT-TGCATGAATTTTGAAGAGGATGAAAGT
	GlicE^24       TTAGATCTGGCWGTGAAATTCGAAAAGATGCTCAGCGACGGCGTGGAATACCTGGATTTGAGCACGAACGTCATACACAATCGCAGCTATTTCTGCATGAATTTTGAAGAGGATGAAAGT
	GlicE^25      TTAGATCTGGCAGTGAAATTCGAAAAGATGCTCAGCGATGGCGTGGAATACCTGGATTTGAGCACGAACGTCATACACAATCGCAGCTATTTCTGCATGAATTTTGAAGAGGATGAAAGT
	GmorB^27    TTAGATCTGGCWGTGAAATTYGAAAAGATGCTCAGCGACGGCGTGGAATACCTGGATTTGAGCACGAACGTCATACACAATCGSAGCTATTTCTGCATGAATTTTGAAGAGGATGAAAGT
	GpasB^28    TTAGATCTGGCAGTGAAATTCGAAAAGATGCTCAGCGACGGCGTGGAATACCTGGATTTGAGCACGAACGTCATACACAATCGCAGCTATTTCTGCATGAATTTTGAAGAGGATGAAAGT


21 120
	GecuC^1     TTTCGATCGATGGTGGTGGAATCCGTGGCATCCTGGTTATAGAAATGCTGAAGAAACTGGAAGAAATAACAGGCAAACGTGTGCATGANATGTTCGACTTCATTTGTGGTGTTAGTACCG
	GecuP^4     TTTCGATCGATGGTGGTGGAATCCGTGGCATCCTGGTTATAGAAATGCTGAAGAAACTGGAAGAAATAACAGGCAAACGTGTGCAYGARATGTTCGACTTMATTTGTGGTGTTAGTACCG
	GecuP^5     TTTCGATCGATGGTGGTGGAATCCGTGGCATCCTGGTTATAGAAATGCTGAAGAAACTGGAAGAAATAACAGGCAAACGTGTGCAYGAGATGTTCGACTTCATTTGTGGTGTTAGTACCG
	GecuP^6      TTTCGATCGATGGTGGTGGAATCCGTGGCATCCTGGTTATAGAAATGCTGAAGAAACTGGAAGAAATAACAGGCAAACGTGTGCAYGAGATGTTYGACTTYATTTGTGGTGTTAGTACCG
	GecuE^8      TTTCGATCGATGGTGGTGGAATCCGTGGCATCCTGGTTATAGAAATGCTGAAGAAACTGGAAGAAATAACAGGCAAACGTGTGCATGAGATGNTCGACTTCATTTGTGGTGTTAGTACCG
	GecuE^9       TTTCGATCGATGGTGGTGGAATCCGTGGCATCCTGGTTATAGAAATGCTGAAGAAACTGGAAGAAATAACAGGCAAACGTGTGCATGAGATGTTCGACTTCATTTGTGGTGTTAGTACCG
	GecuE^10       TTTCGATCGATGGTGGTGGAATCCGTGGCATCCTGGTTATAGAAATGCTGAAGAAACTGGAAGAAATAACAGGCAAACGTGTGCATGAGATGTTCGACTTCATTTGTGGTGTTAGTACCG
	GecuE^11      TTTCGATCGATGGTGGTGGAATCCGTGGCATCCTGGTTATNGAAATGCTGAAGAAACTGGAAGAAATAACAGGCAAACGTGTGCATGANATGTTCGACTTCATTTGTGGTGTTAGTACCG
	GlicC^15     TTTCGATCGATGGTGGTGGAATCCGTGGCATCCTGGTTATAGAAATGCTGAAGAAACTGGAAGAAATAACAGGCAAACGTGTGCATGAGATGTTCGACTTCATTTGTGGTGTTAGTACCG
	GlicC^16     TTTCSATCGATGGTGGTGGAATCCGTGGCATCCTGGTTATAGAAATNCTGAAGAAACTGGAAGAAATAACAGGCAAACGTGTGCATGARATGTTCGACTTCATTTGTGGTGTTAGTACCG
	GlicP^17      TTTCGATCGATGGTGGTGGAATCCGTGGCATCCTGGTTATAGAAATGCTGAAGAAACTGGAAGAAATAACAGGCAAACGTGTGCATGARATGTTCGACTTCATTTGTGGTGTTAGTACCG
	GlicE^20      TTTCGATCGATGGTGGNGGAATCCGTGGCATCCTGGTTATAGAAATGCTGAAGAAACTGGAAGAAATAACAGGCAAACGTGTGCATGANATGTTCGACTTCATTTGTGGTGTTAGNACCG
	GlicE^21      TTTCGATCGATGGTGGTGGAATCCGTGGCATCCTGGTTATAGAAATGCTGAAGAAACTGGAAGAAATAACAGGCAAACGTGTGCATGARATGTTCGACTTCATTTGTGGTGTTAGTACCG
	GlicE^22      TTTCGATCGATGGTGGTGGAATCCGTGGCATCCTGGTTATAGAAATGCTGAAGAAACTGGAAGAAATAACAGGCAAACGTGTGCATGAGATGTTCGACTTCATTTGTGGTGTTAGTACCG
	GlicE^23       TTTCGATCGATGGTGGTGGAATCCGTGGCATCCTGGTTATAGAAATGCTGAAGAAACTGGAAGAAATAACAGGCAAACGTGTGCATGAAATGTTCGACTTCATTTGTGGTGTTAGTACCG
	GlicE^24       TTTCGATCGATGGTGGTGGAATCCGTGGCATCCTGGTTATAGAAATGCTGAAGAAACTGGAAGAAATAACAGGCAAACGTGTGCATGARATGTTCGACTTCATTTGTGGTGTTAGTACCG
	GlicE^25      TTTCGATCGATGGTGGTGGAATCCGTGGCATCCTGGTTATAGAAATGCTGAAGAAACTGGAAGAAATAACAGGCAAACGTGTGCATGAAATGTTCGACTTCATTTGTGGTGTTAGTACCG
	GlicE^26      TTTCGATCGATGGTGGTGGAATCCGTGGCATCCTGGTTATAGAAATGCTGAAGAAACTGGAAGAAATAACAGGCAAACGTGTGCATGAAATGTTCGACTTCATTTGTGGTGTTAGTACCG
	GmorB^27    TTTCGATCGATGGTGGTGGAATCCGTGGCATCCTGGTTATAGAAATGCTGAAGAAACTGGAAGAAATAACAGGCAAACGTGTGCATGAGATGTTCGACTTCATTTGTGGTGTTAGTACCG
	GpasB^28    TTTCGATCGATGGTGGTGGAATCCGTGGCATCCTGGTTATAGAAATGCTGAAGAAACTGGAAGAAATAACAGGCAAACGTGTGCATGAGATGTTCGACTTCATTTGTGGTGTTAGTACCG
	GpasB^29    TTTCGATCGATGGTGGTGGAATCCGTGGCATCCTGGTTATAGAAATGCTGAAGAAACTGGAAGAAATAACAGGCAAACGTGTGCATGAGATGTTCGACTTCATTTGTGGTGTTAGTACCG


22 120
	GecuC^1     CCTATTGTTACAAGCTATTTTCGCATTACCTTTGATTTGAGTAAGAGTGTATTTTAGTAATATGTTTTTTTGTTCATCAGTAGCTAGTTCGAATGCACTATTAC-AATCTGCTATGAATG
	GecuC^2     CCTATTGTTACAAGCTATTTTCGCATTACCTTTGATTTGAGTAAGAGTGTATTTTAGTAATATGTTTTTTTGTTCATCAGTAGCTAGTTCGAATGCACTRTTAC-AATCTGCTATGAATG
	GecuP^4     CCTATTGTTACAAGCTATTTTCGCATTACCTTTGATTTGAGTAAGAGTGTATTTTAGTAATATGTTTTTTTGTTCATCAGTAGCTAGTTCGAATGCACTATTAC-AATCTGCTATGAATG
	GecuP^5     CCTATTGTTACAAGCTATTTTCGCATTA-CTTTGATTTGAGTAAGAGTGTATTTTAGTANTATGTTTTTTTGTTCATCAGTAGCTAGTTCGAATGCACTATTAC-AATCTGCTATGAATG
	GecuP^6      CCTATTGTTACAAGCTATTTTCGCATTACCTTTGATTTGAGTAAGAGTGTATTTTAGTAATATGTTTTTTTGTTCATCAGTAGCTAGTTCGAATGCACTATTAC-AATCTGCTATGAATG
	GecuE^8      CCTATTGTTACAAGCTATTTTCGCATTACCTTTGATTTGAGTAAGAGTGTATTTTAGTAATATGTTTTTTTGTTCATCAGTAGCTAGTTCGAATGCACTATTAC-AATCTGCTATGAATG
	GecuE^9       CCTATTGTTACAAGCTATTTTCGCATTACCTTTGATTTGAGTAAGAGTGTATTTTAGTAATATGTTTTTTTGTTCATCAGTAGCTAGTTCGAATGCACTATTAC-AATCTGCTATGAATG
	GecuE^10       CCTATTGTTACAAGCTATTTTCGCATTACCTTTGATTTGAGTAAGAGTGTATTTTAGTAATATGTTTTTTTGTTCATCAGTAGCTAGTTCGAATGCACTATTAC-AATCTGCTATGAATG
	GecuE^11      CCTATTGTTACAAGCTATTTTCGCATTACCTTTGATYTGAGTAAGAGTGTATTTTAGTAATATGTTTTTTTGTTCATCAGTAGCTAGTTCGAATGCACTATTAC-AATCTGCTATGAATG
	GecuE^12      CCTATTGTTACAAGCTATTTTCGCATTACCTTTGATTTGAGTAAGAGTGTATTTTAGTAATATGTTTTTTTGTTCAYCAGTAGCTAGTTCGAATGCACTATTAC-AATCTGCTATGAATG
	GlicC^15     CCTATTGTTACAAGCTATTTTCGCATTACCTTTGATTTGAGTAAGAGTGTATTTTAGTAATATGYTTTTTTGTTCATCAGTAGCTAGTTCGAATGCACTATTAC-AATCTGCTATGAATG
	GlicC^16     CCTATTGTTACAAGCTATTTTCGCATTACCTTTGATTTGAGTAAGAGTGTATTTTAGTAATATGTTTTTTTGTTCATCAGTAGCTAGTTCGAATGCACTATTAC-AATCTGCTATGAATG
	GlicP^17      CCTATTGTTACAAGCTATTTTCGCATTACCTTTGATTTGAGTAAGAGTGTATTTTAGTAATATGTTTTTTTGTTCATCAGTAGCTAGTTCGAATGCACTATTAC-AATCTGCTATGAATG
	GlicP^18      CCTATTGTTACAAGCTATTTTCGCATTACCTTTGATTTGAGTAAKAGTGTATTTTAGTAATATGTTTTTTTGTTCATCAGTAGCTAGTTCGAATGCACTATTAC-AATCTGCTATGAATG
	GlicE^20      CCTATTGTTACAAGCTATTTTCGCATTACCTTTGATTTGAGTAAGAGTGTATTTTAGTAATATGTTTTTTTGTTCATCAGTAGCTAGTTCGAATGCACTATTAC-AATCTGCTATGAATG
	GlicE^21      CCTATTGTTACAAGCTATTTTCGCATTACCTTTGATTTGAGTAAGAGTGTATTTTAGTAATATGTTTTTTTGTTCATCAGTAGCTAGTTCGAATGCACTATTAC-AATCTGCTATGAATG
	GlicE^22       CCTATTGTTACAAGCTATTTTCGCATTACCTTTGATTTGAGTAAGAGTGTATTTTAGTAATATGTTTTTTTGTTCATCAGTAGCTAGTTCGAATGCACTATTACNAATCTGCTATGAATG
	GlicE^23       CCTATTGTTACAAGCTATTTTCGCATTACCTTTGATTTGAGTAAGAGTGTATTTTAGTAATATGTTTTTTTGTTCATCAGTAGCTAGTTCGAATGCACTATTAC-AATCTGCTATGAATG
	GlicE^24      CCTATTGTTACAAGCTATTTTCGCATTACCTTTGATTTGAGTAAGAGTGTATNTTAGTAATATGTTTTTTTGTTCATCAGTAGCTAGTTCGAATGCACTATTAC-AATCTGCTATGAATG
	GlicE^25      CCTATTGTTACAAGCTATTTTCGCATTACCTTTGATTTGAGTAAGAGTGTATTTTAGTAATATGTTTTTTTGTTCATCAGTAGCTAGTTCGAATGCACTATTAC-AATCTGCTATGAATG
	GmorB^27    CCTATTGTTACAAGCTATTTTCGCATTACCTTTGATTTGAGTAAGAGTGTATTTTAGTAATATGTTTTTTTGTTCATCAGTAGCTAGTTCGAATGCACTATTAC-AATCTGCTATGAATG
	GpasB^28    CCTATTGTTACAAGCTATTTTCGCATTACCTTTGATTTGAGTAAGAGTGTATTTTAGTAATATGTTTTTTTGTTCATCAGTAGCTAGTTCGAATGCACTATTAC-AATCTGCTATGAATG


15 120
	GecuC^1     CAANTGCNCTTATTGCCTTTGATATAGACTCAGATCGTAATTACCGATTTGNATGAAATTTCACATATCATNGGAAAATGCTAGAATCCTGAGATNATAAGTTTTTGTAATAAACCAATT
	GecuP^4     CAACTGCTCTTATTGCCTTTGATATAGAYTCAGATCGTAATTACCGATTTGAATGAAATTTCACATATCATTGGAAAATGCTAGAATCCTRAGATAATAAGTTTTTGTAATAAACCAATT
	GecuP^5     CAACTGCTCTTATTGCCTTTGATATAGANTCAGATCGTAATTACCGATTTGAATGAAATTTCACATATCATTGGAAAATGCTAGAATCCTNAGATAATAAGTTTTTGTAATAAACCAATT
	GecuP^6      CAACTGCTCTTATTGCCTTTGATATAGATTCAGATCGTAATTACCGATTTGAATGAAATTTCACATATCATTGGAAAATGCTAGAATCCTRAGATAATAAGTTTTTGTAATAAACCAATT
	GecuE^8      CAACNGCTCTNATTGCCTTTGATATAGAYTCAGATCGTAATTACCGATTTGAATGAAATTTCACATATCATTGGAAAATGMTAGAATCCTGAGATAATAAGTTTTTGTAATAAACCAATT
	GecuE^9       CAACTGCTCTTATTGCCTTTGATATAGACTCAGATCGTAATTACCGATTTGAATGAAATTTCACATATCATTGGAAAATGMTAGAATCCTRAGATAATAAGTTTTTGTAATAAACCAATT
	GlicC^15     CAACTGCTCTTATTGCCTTTGATATAGACTCAGATCGTAATTACCGATTTGAATGAAATTTCACATATCATTGGAAAATGCTAGAATCCTGAGATAATAAGTTTTTGTAATAAACCAATT
	GlicP^17      CAACTGCTCTTATTGCCTTTGATATAGACTCAGATCGTAATTACCGATTTGAATGAAATTTCACATATCATTGGAAAATGCTAGAATCCTGAGATAATAAGTTTTTGTAATAAACCAATT
	GlicE^20      CAACTGCTCTTATTGCCTTTGATATAGACTCAGATCGTAATTACCGATTTGAATGAAATTTCACATATCATTGGGAAATGCTAGAATCCTGAGATAATAAGTTTTTGTAATAAACCAATT
	GlicE^21      CAACTGCTCTTATTGCCTTTGATATAGACTCAGATCGTAATTACCGATTTGAATGAAATTTCACATATCATTGGAAAATGCTAGAATCCTGAGATAATAAGTTTTTGTAATAAACCAATT
	GlicE^22       CAACTGCTCTTATTGCCTTTGATATAGAYTCAGATCGTAATTACCGATTTGAATGAAATTTCACATATCATTGGAAAATGCTAGAATCCTRAGATAATAAGTTTTTGTAATAAACCAATT
	GlicE^23       CAACTGCTCTTATTGCCTTTGATATAGACTCAGATCGTAATTACCGATTTGAATGAAATTTCACATATCATTGGAAAATGCTAGAATCCTGAGATAATAAGTTTTTGTAATAAACCAATT
	GlicE^24      CAACTGCTCTTATTGCCTTTGATATAGACTCAGATCGTAATTACCGATTTGAATGAAATTTCACATATCATTGGRAAATGCTAGAATCCTGAGATANTAAGTTTTTGTAATAAACCAATT
	GmorB^27    CAACTGCTCTTATTGCCTTTGATATAGACTCAGATCGTAATTACCGATTTGAATGAAATTTCACATATCATTGGAAAATGCTAGAATCCTGAGATAATAAGTTTTTGTAATAAACCAATT
	GpasB^28    CAACTGCTCTTATTGCCTTTGATATAGATTCAGATCGTAATTACCGATTTGAATGAAATTTCACATATCATTGGAAAATGCTAGAATCCTAAGA---TAAGTTTTTGTAATAAACCAATT


18 120
	GecuC^1     ATCCCAACACAATTTCAATATATTTATACTTGTATTAGATTCTCATCTGTGTAGGGCTGAGTTTGTATGATATTATCGGGAACGTGCGTGAGTATAATTCGACCTCTTTGTATATCGTAG
	GecuP^4     ATCCCAACACAATTTCAATATATTTATACTTGTATTAGATTCTCATCTGTGTAGGGCTGAGTTTGTATGATATTATCGGGAACGTGCGTGAGTATAATTCGACCTCTTTGTATATCGTAG
	GecuP^5      ATCCCAACACAATTTCAATATATTTATACTTGTATTAGATTCTCATCTGTGTAGGGCTGAGTTTGTATGATATTATCGGGAACGTGCGTGAGTATAATTCGACCTCTTTGTATATCGTAG
	GecuE^8      ATCCCAACACAATTTCAATATATTTATACTTGTATTAGATTCTCATCTGTGTAGGGCTGAGTTTGTATGATATTATCGGGAACGTGCGTGAGTATAATTCGACCTCTTTGTATATCGTAG
	GecuE^9       ATCCCAACACAATTTCAATATATTTATACTTGTATTAGATTCTCATCTGTGTAGGGCTGAGTTTGTATGATATTATCGGGAACGTGCGTGAGTATAATTCGACCTCTTTGTATATCGTAG
	GecuE^10       ATCCCAACACAATTTCAATATATTTATACTTGTATTAGATTCTCATCTGTGTAGGGCTGAGTTTGTATGATATTATCGGGAACGTGCGTGAGTATAATTCGACCTCTTTGTATATCGTAG
	GecuE^11      ATCCCAACACAATTTCAATATATTTATACTTGNATTAGATTCTCATCTGTGTAGGGCTGAGTTTGTATGATATTATCGGGAACGTGCGTGAGTATAATTCGACCTCTTTGTATATCGTAG
	GlicC^15     ATCCCAACACAATTTCAATATATTTATACTTGTATTAGATTCTCATCTGTGTAGGGCTGAGTTTGTATGATATTATCGGGAACGTGCGTGAGTATAATTCGACCTCTTTGTATATCGTAG
	GlicP^17      ATCCCAACACAATTTCAATATATTTATACTTGTATTAGATTCTCATCTGTGTAGGGCTGAGTTTGTATGATATTATCGGGAACGTGCGTGAGTATAATTCGACCTCTTTGTATATCGTAG
	GlicE^20      ATCCCAACACAATTTCAATATATTTATACTTGYATTAGATTCTCATCTGTGTAGGGCTGAGTTTGTATGATATTATCGGGAACGTGCGTGAGTATAATTCGACCTCTTTGTATATCGTAG
	GlicE^21      ATCCCAACACAATTTCAATATATTTATACTTGTATTAGATTCTCATCTGTGTAGGGCTGAGTTTGTATGATATTATCGGGAACGTGCGTGAGTATAATTCGACCTCTTTGTATATCGTAG
	GlicE^22       ATCCCAACACAATTTCAATATATTTATACTTGTATTAGATTCTCATCTGTGTAGGGCTGAGTTTGTATGATATTATCGGGAACGTGCGTGAGTATAATTCGACCTCTTTGTATATCGTAG
	GlicE^23       ATCCCAACACAATTTCAATATATTTATACTTGTATTAGATTCTCATCTGTGTAGGGCTGAGTTTGTATGATATTATCGGGAACGTGCGTGAGTATAATTCGACCTCTTTGTATATCGTAG
	GlicE^24      ATCCCAACACAATTTCAATATATTTATACTTGNATTAGATTCTCATCTGTGTAGGGCTGAGTTTGTATGATATTATCGGGAACGTGCGTGAGTATAATTCGACCTCTTTGTATATCGTAG
	GlicE^25      ATCCCAACACAATTTCAATATATTTATACTTGYATTAGATTCTCATCTGTGTAGGGCTGAGTTTGTATGATATTATCGGGAACGTGCGTGAGTATAATTCGACCTCTTTGTATATCGTAG
	GmorB^27    ATCCCAACACAATTTCAATATATTTATACTTGTATTAGATTCTCATCTGTGTAGGGCTGAGTTTGTATGATATTATCGGGAACGTGCGTGAGTATAATTCGACCTCTTTGTATATCGTAG
	GpasB^28    ATCCCAACACAATTTCAATATATTTATACTTGTATTAGATTCTCATCTGTGTAGGGCTGAGTTTGTATGATATTATCGGGAACGTGCGTGAGTATAATTCGACCTCTTTGTATATCGTAG
	GpasB^29    ATCCCAACACAATTTCAATATATTTATACTTGTATTAGATTCTCATCTGTGTAGGGCTGAGTTTGTATGATATTATCGGGAACGTGCGTGAGTATAATTCGACCTCTTTGTATATCGTAG


15 120
	GecuC^1     TGATATTCACCAATCTGTGACAACTATTTTATTATTTTTTTTATACAGAAATTATAATTTTAGTTATCCAATGGTAAAAATATATAAATCCATTATCTTACTTACCTATTATTTTCTTCA
	GecuP^4     TGATATTCACCAATCTGTGACAACTATTTTATTATTTTTTTTATACAGAAATTATAATTTTAGTTATCCAATGGTAAAAATATATAAATCCATTATCTTACTTACCTATTATTTTCTTCA
	GecuP^5      TGATATTCACCAATCTGTGACAACTATTTTATTAYTTTTTTTATACAGAARTTATAATTTTAGTTATCCAATGGTAAAAATATATAAATCCATTATCTTACTTACCTATTATTTTCTTCA
	GecuE^8       TGATATTCACCAATCTGTGACAACTATTTTATTATTTTTTTTATACAGAAATTATAATTTTAGTTATCCAATGGTAAAAATATATAAATCCATTATCTTACTTACCTATTATTTTCTTCA
	GecuE^9       TGATATTCACCAATCTGTGACAACTATTTTATTACTTTTTTTATACAGAAATTATAATTTTAGTTATCCAATGGTAAAAATATATAAATCCATTATCTTACTTACCTATTATTTTCTTCA
	GecuE^10      TGATATTCACCAATCTGTGACAACTATTTTATTATTTTTTTTATACAGAARTTATAATTTTAGTTATCCAATGGTAAAAATATATAAATCCATTATCTTACTTACCTATTRTTTTCTTCA
	GlicC^15     TRATATTCACCAATCTGTGRCAACTATTTTATTATTTTTTTTATACAGAAATTATAATTTTAGTTATCCAATGGTAAAAATATATAAATCCATTATCTTACTTACCTATTAKTTTCTTCA
	GlicC^16     TGATATTCACCAATCTGTGACAACTATTTTATTATTTTTTTTATACAGAAATTATAATTTTAGTTATCCAATGGTAARAATATATAAATCCATTATCTTACTTACCTATTATTTTCTTCA
	GlicP^17      TGATATTCACCAATCTGTGACAACTATTTTATTATTTTTTTTATACAGAAATTATAATTTTAGTTATCCAATGGTAAAAATATATAAATCCATTATCTTACTTACCTATTATTCTCTTCA
	GlicE^20      TGATATTCACCAATCTGTGACAACTATTTTATTATTTTTTTTATACAGAAATTATAATTTTAGTTATCCAATGGTAAAAATATATAAATCCATTATCTTACTTACCTATTATTTTCTTCA
	GlicE^21       TGATATTCACCAATCTGTGACAACTATTTTATTATTTTTTTTATACAGAAATTATAATTTTAGTTATCCAATGGTAAAAATATATAAATCCATTATCTTACTTACCTATTATTTTCTTCA
	GlicE^22       TGATATTCACCAATCTGTGACAACTATTTTATTATTTTTTTTATACAGAAATTATAATTTTAGTTATCCAATGGTAAAAATATATAAATCCATTATCTTACTTACCTATTATTTTCTTCA
	GmorB^27    TGATATTCACCAATCTGTGACAACTATTTTATTATTTTTTTTATACAGAAATTATAATTTTAGTTATCCAATGGTAAAAATATATAAATCCATTATCTTACTTACCTATTATTTTCTTCA
	GpasB^28    TGATATTCACCAATCTGTGACAACTATTTTATTATTTTTTTTATACAGAAATTATAATTTTAGTTATCCAATGGTAAAAATATATAAATCCATTATCTTACTTACCTATTATTTTCTTCA
	GpasB^29    TGATATTCACCAATCTGTGACAACTATTTTATTATTTTTTTTATACAGAAATTATAATTTTAGTTATCCAATGGTAAAAATATATAAATCCATTATCTTACTTACCTATTATTTTCTTCA


19 120
	GecuC^1     AGGCTTTCGATTCGAAACACCAACGTACGAAATAAACTTCATTTAGAGAGAAACACATCTTTCGTGCAATATATTTCGAAGCGCGATAATAAACAAGAAGAAAAAGCAGATATGAATCGT
	GecuP^4     AGGCTTTCGATTCGAAACACCAACGTACGAAATAAACTTCATTTAGAGAGAAACACATCTTTCGTGCAATATATTTCGAAGCGCGATAATAAACAAGAAGAAAAAGCAGATATGAATCGT
	GecuP^5      AGGCTTTCGATTCGAAACACCAACGTACGAAATAAACTTCATTTAGAGAGAAACACATCTTTCGTGCAATATATTTCGAAGCGCGATAATAAACAAGAAGAAAAAGCAGATATGAATCGT
	GecuE^8      AGGCTTWCGATTCGAAACACCAACGTACGAAATAAACTTCATTTAGAGAGAAACACATCTTTCGTGCAATATATTTCGAAGCGCGATAATAAACAAGAAGAAAAAGCAGATATGAATCGT
	GecuE^9       AGGCTTTCGATTCGAAACACCAACGTACGAAATAAACTTCATTTAGAGAGAAACACATCTTTCGTGCAATATATTTCGAAGCGCGATAATAAACAAGAAGAAAAAGCAGATATGAATCGT
	GecuE^10       AGGCTTTCGATTCGAAACACCAACGTACGAAATAAACTTCATTTAGAGAGAAACACATCTTTCGTGCAATATATTTCGAAGCGCGATAATAAACAAGAAGAAAAAGCAGATATGAATCGT
	GecuE^11      AGGCTTTCGATTCGAAACACCAACGTACGAAATAAACTTCATTTAGAGAGAAACACATCTTTCGTGCAATATATTTCGAAGCGCNNTAATAAACAAGAAGAAAAAGCAGATATGAATCGT
	GlicC^15     AGGCTTTCGATTCGAAACACCAACGTACGAAATAAACTTCATTTAGAGAGAAACACATCTTTCGTGCAATATATTTCGAAGCGCGATAATAAACAAGAAGAAAAAGCAGATATGAATCGT
	GlicP^17      AGGCTTTCGATTCGAAACACCAACGTACGAAATAAACTTCATTTAGAGAGAAACACATCTTTCGTGCAATATATTTCGAAGCGCGATAATAAACAAGAAGAAAAAGCAGATATGAATCGT
	GlicE^20      AGGCTTTCGATTCGAAACACCAACGTACGAAATAAACTTCATTTAGAGAGAAACACATCTTTCGTGCAATATATTTCGAAGCGCGATAATAAACAAGAAGAAAAAGCAGATATGAATCGT
	GlicE^21      AGGCTTTCGATTCGAAACACCAACGTACGAAATAAACTTCATTTAGAGAGAAACACATCTTTCGTGCAATATATTTCGAAGCGCGATAATAAACAAGAAGAAAAAGCAGATATGAATCGT
	GlicE^22      AGGCTTTCGATTCGAAACACCAACGTACGAAATAAACTTCATTTAGAGAGAAACACATCTTTCGTGCAATATATTTCGAAGCGCGATAATAAACAAGAAGAAAAAGCAGATATGAATCGT
	GlicE^23       AGGCTTTCGATTCGAAACACCAACGTACGAAATAAACTTCATTTAGAGAGAAACACATCTTTCGTGCAATATATTTCGAAGCGCGATAATAAACAAGAAGAAAAAGCAGATATGAATCGT
	GlicE^24       AGGCTTTCGATTCGAAACACCAACGTACGAAATAAACTTCATTTAGAGAGAAACACATCTTTCGTGCAATATATTTCGAAGCGCGATAATAAACAAGAAGAAAAAGCAGATATGAATCGT
	GlicE^25      AGGCTTTCGATTCGAAACACCAACGTACGAAATAAACTTCATTTAGAGAGAAACACATCTTTCGTGCAATATATTTCGAAGCGCGATAATAAACAAGAAGAAAAAGCAGATATGAATCGT
	GlicE^26      AGGCTTTCGATTCGAAACACCAACGTACGAAATAAACTTCATTTAGAGAGAAACACATCTTTCGTGCAATATATTTCGAAGCGCGATAATAAACAAGAAGAAAAAGCAGATATGAATCGT
	GmorB^27    AGGCTTTCGATTCGAAACACCAACGTACGAAATAAACTTCATTTAGAGAGAAACACATCTTTCGTGCAATATATTTCGAAGCGCGATAATAAACAAGAAGAAAAAGCAGATATGAATCGT
	GpasB^28    AGGCTTTCGATTCGAAACACCAACGTRCGAAATAAACTTCATTTAGAGAGAAACACATCTTTCGTGCAATATATTTCGAAGCGCGRTAATAAACAAGAAGAAAAAGCAGATATGAATCGT
	GpasB^29    AGGCTTTCGATTCGAAACACCAACGTRCGAAATAAACTTCATTTAGAGAGAAACACATCTTTCGTGCAATATATTTCGAAGCGCGRTAATAAACAAGAAGAAAAAGCAGATATGAATCGT


16 120
	GecuC^1     AAATTTCANATAGACAAAGAGACTGGATACGAAGCATCAGAGGAAGGTAGCGTTGATGAAAAACTCGAAACAAAATCTAAAAAATACCAACCATTATTGTATTGTTATATCTCTCAACCC
	GecuP^4     AAATTTCAGATAGACAAAGAGACTGGATACGAAGCATCAGAGGAAGGTAGCGTTGATGAAAAACTCGAAACAAAATCTAAAAAATACCAACCATTATTGTATTGTTATATCTCTCAACCC
	GecuP^5      AAATTTCAGATAGACAAAGAGACTGGATACGAAGCATCAGAGGAAGGTAGCGTTGATGAAAAACTCGAAACAAAATCTAAAAAATACCAACCATTATTGTATTGTTATATCTCTCAACCC
	GecuE^8      AAATTTCAGATAGACAAAGAGACTGGATACGAAGCATCAGAGGAAGGTAGCGTTGATGAAAAACTCGAAACAAAATCTAAAAAATACCAACCATTATTGTATTGTTATATCTCTCAACCC
	GecuE^9       AAATTTCAGATAGACAAAGAGACTGGATACGAAGCATCAGAGGAAGGTAGCGTTGATGAAAAACTCGAAACAAAATCTAAAAAATACCAACCATTATTGTATTGTTATATCTCTCAACCC
	GecuE^10       AAATTTCAGATAGACAAAGAGACTGGATACGAAGCATCAGARGAAGGTAGCGTTGATGAAAAACTCGAAACAAAATCTAAAAAATACCAACCATTATTGTATTGTTATATCTCTCAACCC
	GlicC^15     AAATTTCAGATAGACAAAGAGACTGGATACGAAGCATCAGAGGAAGGTAGCGTTGATGAAAAACTCGAAACAAAATCTAAAAAATACCAACCATTATTGTATTGTTATATCTCTCAACCC
	GlicP^17      AAATTTCAGATAGACAAAGAGACTGGATACGAAGCATCAGAGGAAGGTAGCGTTGATGAAAAACTCGAAACAAAATCTAAAAAATACCAACCATTATTGTATTGTTATATCTCTCAACCC
	GlicE^20      AAATTTCAGATAGACAAAGAGACTGGATACGAAGCATCAGAGGAAGGTAGCGTTGATGAAAAACTCGAAACAAAATCTAAAAAATACCAACCATTATTGTATTGTTATATCTCTCAACCC
	GlicE^21      AAATTTCAGATAGACAAAGAGACTGGATACGAAGCATCAGAGGAAGGTAGCGTTGATGAAAAACTCGAAACAAAATCTAAAAAATACCAACCATTATTGTATTGTTATATCTCTCAACCC
	GlicE^22       AAATTTCAGATAGACAAAGAGACTGGATACGAAGCATCAGAGGAAGGTAGCGTTGATGAAAAACTCGAAACAAAATCTAAAAAATACCAACCATTATTGTATTGTTATATCTCTCAACCC
	GlicE^23       AAATTTCAGATAGACAAAGAGACTGGATACGAAGCATCAGAGGAAGGTAGCGTTGATGAAAAACTCGAAACAAAATCTAAAAAATACCAACCATTATTGTATTGTTATATCTCTCAACCC
	GlicE^24      AAATTTCAGATAGACAAAGAGACTGGATACGAAGCATCAGAGGAAGGTAGCGTTGATGAAAAACTCGAAACAAAATCTAAAAAATACCAACCATTATTGTATTGTTATATCTCTCAACCC
	GlicE^25      AAATTTCAGATAGACAAAGAGACTGGATACGAAGCATCAGAGGAAGGTAGCGTTGATGAAAAACTCGAAACAAAATCTAAAAAATACCAACCATTATTGTATTGTTATATCTCTCAACCC
	GmorB^27    AAATTTCAGATAGACAAAGAGACTGGATACGAAGCATCAGAGGAAGGTAGCGTTGATGAAAAACTCGAAACAAAATCTAAAAAATACCAACCATTATTGTATTGTTATATCTCTCAACCC
	GpasB^28    AAATTTCAGATAGACAAAGAGACTGGATACGAAGCATCAGAGGAAGGTAGCGTTGATGAAAAACTCGAAACAAAATCTAAAAAATACCAACCATTATTGTATTGTTATATCTCTCAACCC


18 120
	GecuC^1     TTAGAACTTGCACTACTTATTTCTTCATCGTCACCATTTACTGATATCTCTTTCTCCACATCACGTTTTCCATCGTC-AACTCCTTGGTTTCTTTCAACGTTTTCACTTAGACTCCGTGC
	GecuP^4     TTAGAACTTGCACTACTTATTTCTYCATCGTCACCATTTACTGATATCTCTTTCTCCACATCACGTTTTCCATCGTC-AACTCCTTGGTTTCTTTCAACGTTTTCACTTAGACTCCGTGC
	GecuP^5     TTAGAACTTGCACTACTTATTTCTTCATCGTCACCATTTACTGATATCTCTTTCTCCACATCACGTTTTCCATCGTC-AACTCCTTGGTTTCTTTCAACGTTTTCACTTAGACTCCGYGC
	GecuP^6      TTAGAACTTGCACTACTTATTTCTTCATCGTCACCATTTACTGATATCTCTTTCTCCACRTCACGTTTTCCATCGTC-AACTCCTTGGTTTCTTTCAACGTTTTCACTTAGACTCCGTGC
	GecuE^8      TTAGAACTTGCACTAYTTATTTCTTCATCGTCACCATTTACTGATATCTCTTTCTCCACATCACGTTTTCCATCGTC-AACTCCTTGGTTTCTTTCAACGTTTTCACTTAGACTCCGTGC
	GecuE^9       TTAGAACTTGCACTACTTATTTCTTCATCGTCACCATTTACTGATATCTCTTTCTCCACRTCACGTTTTCCATCGTC-AACTCCTTGGTTTCTTTCAACGTTTTCACTTAGACTCCGTGC
	GecuE^10       TTAGAACTTGCACTACTTATTTCTTCATCGTCACCATTTACTGATATCTCTTTCTCCACATCACGTTTTCCATCGTC-AACTCCTTGGTTTCTTTCAACGTTTTCACTTAGACTCCGYGC
	GlicC^15     TTAGAACTTGCACTACTTATTTCTTCATCGTCACCATTTACTGATATCTCTTTCTCCACATCACGTTTTCCATCGTC-AACTCCTTGGTTTCTTTCAACGTTTTCACTTAGACTCWGTGC
	GlicP^17      TTAGAACTTGCACTACTTATTTCTTCATCGTCACCATTTACTGATATCTCTTTCTCCACRTCAYGTTTTCCATCGTC-AACTCCTTGGTTTCTTTCAACGTTTTCACTTASACTCCGTGC
	GlicE^20      TTAGAACTTGCACTACTTATTTCTTCATCGTCACCATTTACTGATATCTCTTTCTCCACATCACGTTTTCCATCGTC-AACTCCTTGGTTTCTTTCAACGTTTTCACTTACACTCCGTGC
	GlicE^21      TTAGAACTTGCACTACTTATTTCTTCATCGTCACCATTTACTGATATCTCTTTCTCCACRTCACGTTTTCCATCGTC-AACTCCTTGGTTTCTTTCAACGTTTTCACTTASACTCCGTGC
	GlicE^22       TTAGAACTTGCACTACTTATTTCTTCATCGTCACCATTTACTGATATCTCTTTCTCCACRTCACGTTTTCCATCGTC-AACTCCTTGGTTTCTTTCAACGTTTTCACTTASACTCCGTGC
	GlicE^23       TTAGAACTTGCACTACTTATTTCTTCATCGTCACCATTTACTGATATCTCTTTCTCCACRTCACGTTTTCCATCGTCNAACTCCTTGGTTTCTTTCAACGTTTTCACTTAGWCTCCRTGC
	GlicE^24      TTAGAACTTGCACTACTTATTTCTTCATCGTCACCATTTACTGATATCTCTTTCTCCACATCACGTTTTCCATCGTC-AACTCCTTGGTTTCTTTCAACGTTTTCACTTAGACTCMGTGC
	GlicE^25      TTAGAACTTGCACTACTTATTTCTTCATCGTCACCATTTACTGATATCTCTTTCTCCACATCACGTTTTCCATCGTC-AACTCCTTGGTTTCTTTCAACGTTTTCACTTASACTCCGTGC
	GmorB^27    TTAGAACTTGCACTACTTATTTCTCCATCGTCACCATTTACTGATATCTCTTTCTCCACATCACGTTTTCCATCGTC-AACTCCTTGGTTTCTTTCAACGTTTTCACTTAGACTCCGTGC
	GpasB^28    TTAGAACTTGCACTACTTATTTCTTCATCGTCACCATTTACTGATATCTCTTTCTCCACATCACGTTTTCCATCGTC-AACTCCTTGGTTTCTTTCAACGTTTTCACTTAGACTCCGTGC
	GpasB^29    TTAGAACTTGCACTACTTATTTCTTCATCGTCACCATTTACTGATATCTCTTTCTCCACATCACGTTTTCCATCGTC-AACTCCTTGGTTTCTTTCAACGTTTTCACTTAGACTCYGTGC


19 120
	GecuC^1     CCGACATTGTGGCCACTTTGCCATTGTCACAAATTATAACATCTACACTGCAATTATCTAATTATTTACTGCCCGAAAGGATTTCGTAATATAAATACCGTATTATAGGGAGGTAAAAAA
	GecuP^4     CCGACATTGTGGCCACTTTGCCATTGTCACAAATTATAACATCTACACTGCAATTATCTAATTATTTACTGCCCGAAAGGATTTCGTAATATAAATACCGTATTATAGGGAGGTAAAAAA
	GecuP^5     CCRACATTGTGGCCACTTTGCCATTGTCACAAATTATAACATCTACACTGCAATTATCTAATTATTTACTGCCCGAAAGGATTTCGTAATATAAATACCGTATTATAGGGAGGTAAAAAA
	GecuP^6      CCGACATTGTGGCCACTTTGCCATTGTCACAAATTATAACATCTACACTGCAATTATCTAATTATTTACTGCCCGAAAGGATTTCGTAATATAAATACCGTATTATAGGGAGGTAAAAAA
	GecuP^7      CCAACATTGTGGCCACTTTGCCATTGTCACAAATTATAACATCTACACTGCAATTATCTAATTATTTACTGCCCGAAAGGATTTCGTAATATAAATACCGTATTATAGGGAGGTAAAAAA
	GecuE^8      CCRACATTGTGGCCACTTTGCCATTGTCACAAATTATAACATCTACMCTGCAATTATCTAATTATTTACTGCCCGAAAGGATTTCGTAATATAAATACCGTATTATAGGGAGGTAAAAAA
	GecuE^9       CCRACATTGTGGCCACTTTGCCATTGTCACAAATTATAACATCTACACTGCAATTATCTAATTATTTACTGCCCGAAAGGATTTCGTAATATAAATACCGTATTATAGGGAGGTAAAAAA
	GecuE^10       CCAACATTGTGGCCACTTTGCCATTGTCACAAATTATAACATCTACACTGCAATTATCTAATTATTTACTGCCCGAAAGGATTTCGTAATATAAATACCGTATTATAGGGAGGTAAAAAA
	GecuE^11      CCAACATTGTGGCCACTTTGCCATTGTCACAAATTATAACATCTACACTGCAATTATCTAATTATTTACTGCCCGAAAGGATTTCGTAATATAAATACCGTATTATAGGGAGGTAAAAAA
	GlicC^15     CCGACATTGTGGCCACTTTGCCATTGTCACAAATTATAACATCTACACTGCAATTATCTAATTATTTACTGCCCGAAAGGATTTCGTAATATAAATACCGTATTATAGGGAGGTAAAAAA
	GlicP^17      CCGACATTGTGGCCACTTTGCCATTGTCACAAATTATAACATCTACACTGCAATTATCTAATTATTTACTGCCCGAAAGGATTTCGTAATATAAATACCGTATTATAGGGAGGTAAAAAA
	GlicE^20      CCGACATTGTGGCCACTTTGCCATTGTCACAAATTATAACATCTACACTGCAATTATCTAATTATTTACTGCCCGAAAGGATTTCGTAATATAAATACCGTATTATAGGGAGGTAAAAAA
	GlicE^21      CCGACATTGTGGCCACTTTGCCATTGTCACAAATTATAACATCTACACTGCAATTATCTAATTATTTACTGCCCGAAAGGATTTCGTAATATAAATACCGTATTATAGGGAGGTAAAAAA
	GlicE^22       CCGACATTGTGGCCACTTTGCCATTGTCACAAATTATAACATCTACACTGCAATTATCTAATTATTTACTGCCCGAAAGGATTTCGTAATATAAATACCGTATTATAGGGAGGTAAAAAA
	GlicE^23       CCGACATTGTGGCCACTTTGCCATTGTCACAAATTATAACATCTACACTGCAATTATCTAATTATTTACTGCCCGAAAGGATTTCGTAATATAAATACCGTATTATAGGGAGGTAAAAAA
	GlicE^24      CCRACATTGTGGCCACTTTGCCATTGTCACAAATTATAACATCTACACTGCAATTATCTAATTATTTACTGCCCGAAAGGATTTCGTAATATAAATACCGTATTATAGGGAGGTAAAAAA
	GlicE^25      CCGACATTGTGGCCACTTTGCCATTGTCACAAATTATAACATCTACACTGCAATTATCTAATTATTTACTGCCCGAAAGGATTTCGTAATATAAATACCGTATTATAGGGAGGTAAAAAA
	GmorB^27    CCGACATTGTGGCCACTTTGCCATTGTCACAAATTATAACATCTACACTGCAATTATCTAATTATTTACTGCCCGAAAGGATTTCGTAATATAAATACCGTATTATAGGGAGGTAAAAAA
	GpasB^28    CCGACATTGTGGCCACTTTGCCATTGTCACAAATTATAACATCTACMCTGCAATTATCTAATTATTTACTGCCCGAAAGGATTTCGTAATATAAATACCGTATTATAGGGAGGTAAAAAA


16 120
	GecuC^1     AGCCAACTGCTAGCGATTCACCATTCGCATCGTAGGTTTCCTTTGAACGTTAGAGCGGATTTACGAGAATAACAATTTCGAATTAGAGGGAGCTTTACTCTTACGCCCTGGTTCGCACTG
	GecuP^4     AGCCAACTGCTAGCGATTCACCATTCGCATCGTAGGTTTCCTTTGAACGTTAGAGCGGATTTACGAGAATAACAATTTCGAATTAGAGGGAGCTTTACTCTTACGCCCTGGTTCGCACTG
	GecuP^5     AGCCAACTGCTAGCGATTCACCATTCGCATCGTAGGTTTCCTTTGAACGTTAGAGCGGATTTACGAGAATAACAATTTCGAATTAGAGGGAGCTTTACTCTTACGCCCTGGTTCGCACTG
	GecuP^6      AGCCAACTGCTAGCGATTCACCATTCGCATCGTAGGTTTCCTTTGAACGTTAGAGCGGATTTACGAGAATAACAATTTCGAATTAGAGGGAGCTTTACTCTTACGCCCTGGTTCGCACTG
	GecuE^8      AGCCAACTGCTAGCGATTCACCATTCGCATCGTAGGTTTCCTTTGAACGTTAGAGCGGATTTACGAGAATAACAATTTCGAATTAGAGGGAGCTTTACTCTTACGCCCTGGTTCGCACTG
	GecuE^9       AGCCAACTGCTAGCGATTCACCATTCGCATCGTAGGTTTCCTTTGAACGTTAGAGCGGATTTACGAGAATAACAATTTCGAATTAGAGGGAGCTTTACTCTTACGCCCTGGTTCGCACTG
	GecuE^10       AGCCAACTGCTAGCGATTCACCATTCGCATCGTAGGTTTCCTTTGAACGTTAGAGCGGATTTACGAGAATAACAATTTCGAATTAGAGGGAGCTTTACTCTTACGCCCTGGTTCGCACTG
	GlicC^15     AGCCAACTGCTAGCGATTCACCATTCGCATCGTAGGTTTCCTTTGAACGTTAGAGCGGATTTACKAGAATAACAATTTCGAATTAGAGGGAGCTTTACTCTTACGCCCTGGTTCGCACTG
	GlicP^17      AGCCAACTGCTAGCGATTCACCATTCGCATCGTAGGTTTCCTTTGAACGTTAGAGCGGATTTACGAGAATAACAATTTCGAATTAGAGGGAGCTTTACTCTTACGCCCTGGTTCGCACTG
	GlicE^20      AGCCAACTGCTAGCGATTCACCATTCGCATCGTAGGTTTCCTTTGAACGTTAGAGCGGATTTACGAGAATAACAATTTCGAATTAGAGGGAGCTTTACTCTTACGCCCTGGTTCGCACTG
	GlicE^21      AGCCAASTGCTAGCGATTCACCATTCGCATCGTAGGTTTCCTTTGAACGTTAGAGCGGATTTACGAGAATAACAATTTCGAATTAGAGGGAGCTTTACTCTTACGCCCTGGTTCGCACTG
	GlicE^22       AGCCAACTGCTAGCGATTCACCATTCGCATCGTAGGTTTCCTTTGAACGTTAGAGCGGATTTACGAGAATAACAATTTCGAATTAGAGGGAGCTTTACTCTTACGCCCTGGTTCGCACTG
	GlicE^23       AGCCAACTGCTAGCGATTCACCATTCGCATCGTAGGTTTCCTTTGAACGTTAGAGCGGATTTACGAGAATAACAATTTCGAATTAGAGGGAGCTTTACTCTTACGCCCTGGTTCGCACTG
	GlicE^24      AGCCAACTGCTAGCGATTCACCATTCGCATCGTAGGTTTCCTTTGAACGTTAGAGCGGATTTACGAGAATAACAATTTCGAATTAGAGGGAGCTTTACTCTTACGCCCTGGTTCGCACTG
	GmorB^27    AGCCAACTGCTAGCGATTCACCATTCGCATCGTAGGTTTCCTTTGAACGTTAGAGCGGATTTACGAGAATAACAATTTCGAATTAGAGGGAGCTTTACTCTTACGCCCTGGTTCGCACTG
	GpasB^28    AGCCAACTGCTAGCGATTCACCATTCGCATCGTAGGTTTCCTTTGAACGTTAGAGCGGATTTACGAGAATAACAATTTCGAATTAGAGGGAGCTTTACTCTTACGCCCTGGTTCGCACTG


18 120
	GecuC^1     ACCGCGAAGGATAATAAAACAAAGCTCTTTGGAAAGAGATTCCATACTCTATACRCGCNAGGGANTCGCGNAGAGATTGGAACAANCTTGGAAGGAGCGAGAAGCTAATGGYAAGATGAA
	GecuP^4     ACCGCGAAGGATAATAAAACAAAGCTCTTTGGAAAGAGATTCCATACTCTATACGCGCCAGGGATTCGCGAAGAGATTGGAACAAGCTTGGAAGGAGCGAGAAGCTAATGGYAAGATGAA
	GecuP^5      ACCGCGAAGGATAATAAAACAAAGCTCTTTGGAAAGAGATTCCATACTCTATACGCGCCAGGGATTCGCGAAGAGATTGGAACAAGCTTGGAAGGAGCGAGAAGCTAATGGCAAGATGAA
	GecuE^8      ACCGCGAAGGATAATAAAACAAAGCTCTTTGGAAAGAGATTCCATACTCTATACGCGCCAGGGATTCGCGAAGAGATTGGAACAAGCTTGGAAGGASCGAGAAGCTAATGGCAAGATGAA
	GecuE^9       ACCGCGAAGGATAATAAAACAAAGCTCTTTGGAAAGAGATTCCATACTCTATACGCGCCAGGGATTCGCGAAGAGATTGGAACAAGCTTGGAAGGAGCGAGAAGCTAATGGCAAGATGAA
	GecuE^10       ACCGCGAAGGATAATAAAACAAAGCTCTTTGGAAAGAGATTCCATACTCTATACGCGCCAGGGATTCGCGAAGAGATTGGAACAAGCTTGGAAGGAGCGAGAAGCTAATGGCAAGATGAA
	GecuE^11      ACCGCGAAGGATARTAAAACAAAGCTCTTTGGAAAGAGATTCCATACTCTATACGCGCCAGGGATTCGCGAAGAGATTGGAACAAGCTTGGAAGGAGCGAGAAGCTAATGGCAAGATGAA
	GlicC^15     ACCSCGAAGGATAATAAAACAAAGCTCTTTGGAAAGAGATTCCATACTCTATACGCGCCAGGGATTCGCGAAGAGATTGGAACAAGCTTGGAAGGAGCGAGAAGCTAATGGCAAGATGAA
	GlicP^17      ACCGCGAAGGATAATAAAACAAAGCTCTTTGGAAAGAGATTCCATACTCTATACGCGCCARGGATTCGCGAAGAGATTGGAACAAGCTTGGAAGGAGCGAGAAGCTAATGGCAAGATGAA
	GlicP^18      ACCGCGAAGGATAATAAAACAAAGCTCTTTGGAANGAGATTCCATACTCTATACGCGCCAGGGATTCGCGAAGAGATTGGAACAAGCTTGGAAGGAGCGAGAAGCTAATGGCAAGATGAA
	GlicE^20      ACCGCGAAGGATAATAAAACAAAGCTCTTTGGAAAGAGATTCCATACTCTATACGCGCCAGGGATTCGCGAAGAGATTGGAACAAGCTTGGAAGGAGCGAGAAGCTAATGGCAAGATGAA
	GlicE^21      ACCGCGAAGGATAATAAAACAAAGCTCTTTGGAAAGAGATTCCATACTCTATACGCGCCARGGATTCGCGAAGAGATTGGAACAAGCTTGGAAGGAGCGAGAAGCTAATGGCAAGATGAA
	GlicE^22       ACCGCGAAGGATAATAAAACAAAGCTCTTTGGAAAGAGATTCCATACTCTATACGCGCCAGGGATTCGCGAAGAGATTGGAACAAGCTTGGAAGGAGCGAGAAGCTAATGGCAAGATGAA
	GlicE^23       ACCSCGAAGGATAATAAAACAAAGCTCTTTGGAAAGAGATTCCATACTCTATACGCGCCAGGGATTCGCGAAGAGATTGGAACAAGCTTGGAAGGAGCGAGAAGCTAATGGCAAGATGAA
	GlicE^24      ACCGCGAAGGATAATAAAACAAAGCTCTTTGGAAAGAGATTCCATACTCTATACGCGCCAGGGATTCGCGAAGAGATTGGAACAAGCTTGGAAGGAGCGAGAAGCTAATGGCAAGATGAA
	GmorB^27    ACCGCGAAGGATAATAAAACAAAGCTCTTTGGAAAGAGATTCCATACTCTATACGCGCCAGGGATTCGCGAAGAGATTGGAACAAGCTTGGAAGGAGCGAGAAGCTAATGGYAAGATGAA
	GpasB^28    ACCGCGAAGGATAATAAAACAAAGCTCTTTGGAAAGAGATTCCATACTCTATACGCGCCAGGGATTCGCGAAGAGATTGGAACAAGCTTGGAAGGAGCGAGAAGCTAATGGYAAGATGAA
	GpasB^29    ACCGCGAAGGATAATAAAACAAAGCTCTTTGGAAAGAGATTCCATACTCTATACGCGCCAGGGATTCGCGAAGAGATTGGAACAAGCTTGGAAGGAGCGAGAAGCTAATGGCAAGATGAA


21 120
	GecuC^1     GGCGAATACTTGTTTCAGAAATGTTAGACATCACTGCTAATTCTTTCACTTTCAACCGGTGATCTGCTGATACCATTTATTCAATAACTGAAATGTTTTGGCGCGTTATC-AATTGAATT
	GecuP^4     GGCGAATACTTGTTTCAGAAATGTTAGACATCACTGCTAATTCTTTCACTTTCAACCGGTGATCTGCTGATACCATTTATTCAATAACTGAAATGTTTTGGCGCGTTATC-AATTGAATT
	GecuP^5     GGCGAATACTTGTTTCAGAAATGTTAGACATCACTGCTAATTCTTTCACTTTCAACCGGTGATCTGCTGATACCATTTATTCAATAACTGAAATGTTTTGGCGCGTTATC-AANTGAATT
	GecuP^6      GGCGAATACTTGTTTCAGAAATGTTAGACATCACTGCTAATTCTTTCACTTTCAACCGGTGATCTGCTGATACCATTTATTCAATAACTGAAATGTTTTGGCGCGTTATC-AATTGAATT
	GecuE^8      GGCGAATACTTGTTTCAGAAATGTTAGACATCACTGCTAATTCTTTCACTTTCAACCGGTGATCTGCTGATACCATTTATTCAATAACTGAAATGTTTTGGCGCGTTATC-AATTGAATT
	GecuE^9       GGCGAATACTTGTTTCAGAAATGTTAGACATCACTGCTAATTCTTTCACTTTCAACCGGTGATCTGCTGATACCATTTATTCAATAACTGAAATGTTTTGGCGCGTTATC-AATTGAATT
	GecuE^10       GGCGAATACTTGTTTCAGAAATGTTAGACATCACTGCTAATTCTTTCACTTTCAACCGGTGATCTGCTGATACCATTTATTCAATAACTGAAATGTTTTGGYGCGTTATC-AATTGAATT
	GecuE^11       GGCGAATACTTGTTTCAGAAATGTTAGACATCACTGCTAATTCTTTCACTTTCAACCGGTGATCTGCTGATACCATTTATTCAATAACTGAAATGTTTTGGYGCGTTATC-AATTGAATT
	GecuE^12      GGCGAATACTTGTTTCAGAAATGTTAGACATCACTGCTAATTCTTTCACTTTCAACCGGTGATCTGCTGATACCATTTATTCAATAACTGAAATGTTTTGGNGCGTTATC-AATTGAATT
	GecuE^13      GGCGAATACTTGTTTCAGAAATGTTAGACATCACTGCTAATTCTTTCACTTTCAACCGGTGATCTGCTGATACCATTTATTCAATAACTGAAATGTTTTGGCGCGTTATC-ACTTGAATT
	GlicC^15     GGCGAATACTTGTTTCAGAAATGTTAGACATCACTGCTAATTCTTTCACTTTCAACCGGTGATCTGCTGATACCATTTATTCAATAACTGAAATGTTTTGGCGCGTTATC-AATTGAATT
	GlicC^16     GGCGAATACTTGTTTCAGAAATGTTAGACATCACTNCTAATTCTTTCACTTTCAACCGGTGATCTGCTGATACCATTTATTCAATAACTGAAATGTTTTGGCGCGTTATC-AATTGAATT
	GlicP^17      GGCGAATACTTGTTTCAGAAATGTTAGAYATCACTGCTAATTCTTTCACTTTCAACCGGTGATCTGCTGATACCATTTATTCAATAMCTGAAAYGTTTTGGCGCGTTATC-AATTGAATT
	GlicE^20      GGCGAATACTTGTTTCAGAAATGTTAGACATCACTGCTAATTCTTTCACTTTCAACCGGTGATCTGCTGATACCATTTATTCAATAACTGAAATGTTTTGGCGCGTTATC-AATTGAATT
	GlicE^21      GGCGAATACTTGTTTCAGAAATGTTAGAYATCACTGCTAATTCTTTCACTTTCAACCGGTGATCTGCTGATACCATTTATTCAATAMCTGAAATGTTTTGGCGCGTTATC-AATTGAATT
	GlicE^22       GGCGAATACTTGTTTCAGAAATGTTAGATATCACTGCTAATTCTTTCACTTTCAACCGGTGATCTGCTGATACCATTTATTCAATACCTGAAATGTTTTGGCGCGTTATC-AATTGAATT
	GlicE^23       GGCGAATACTTGTTTCAGAAATGTTAGACATCACTGCTAATTCTTTCACTTTCAACCGGTGATCTGCTGATACCATTTATTCAATAACTGAAAYGTTTTGGCGCGTTATCNAATTGAATT
	GlicE^24      GGCGAATACTTGTTTCAGAAATGTTAGAYATCACTGCTAATTCTTTCACTTTCAACCGGTGATCTGCTGATACCATTTATTCAATAMCTGAAATGTTTTGGCGCGTTATC-AATTGAATT
	GlicE^25      GGCGAATACTTGTTTCAGAAATGTTAGACATCACTGCTAATTCTTTCACTTTCAACCGGTGATCTGCTGATACCATTTATTCAATAACTGAAATGTTTTGGCGCGTTATC-AATTGAATT
	GmorB^27    GGCGAATACTTTTTTCAGAAATGTTAGACATCACTGCTAATTCTTTCACTTTCAACCGGTGATCTGCTGATACCATTTATTCAATAACTGAAATGTTTTGGCGCGTTATC-AATTGAATT
	GpasB^28    GGCGAATACTTGTTTCAGAAATGTTAGAYMTCACTGCTAATTCTTTCACTTTCAACCGGTGATCTGCTGATACCATTTATTCAATAACTGAAATGTTTTGGCGCGTTATC-AMTTGAATT


18 120
	GecuC^1     CAAGTTGCAAGTTACGGWYGGAGAAAGAAATGAASAAAGATGAACGGGGAACAAGCTACGAGTTTGTAGCCAACTATAAGAACATAGATATAAGTTCCACTGTTTGGAAGGACAATCGTG
	GecuP^4     CAAGTTGCAARTTACGGACGGAGAAAGAAATGAASAAAGATGAACGGGGAACAAGCTACGAGTTTGTAGCCAACTATAAGAACATAGATATAAGTTCCACTGTTTGGAAGGACAATCGTG
	GecuP^5     CAAGTTGCAAGTTACGGACGGAGAAAGAAATGAASAAAGATGAACGGGGAACAAGCTACGAGTTTGTAGCCAACTATAAGAACATAGATATAAGTTCCACTGTTTGGAAGGACAATCGTG
	GecuP^6      CAAGTTGCAAGTTACGGACGGAGAAAGAAATGAAGAAAGATGAACGGGGAACAAGCTACGAGTTTGTAGCCAACTATAAGAACATAGATATAAGTTCCACTGTTTGGAAGGACAATCGTG
	GecuE^8      CAAGTTGCAAGTTACGGACGGAGAAAGAAATGAAGAAAGATGAACGGGGAACAAGCTACGAGTTTGTAGCCAACTATAAGAACATAGATATAAGTTCCACTGTTTGGAAGGACAATCGTG
	GecuE^9       CAAGTTGCAAGTTACGGACGGAGAAAGAAATGAACAAARATGAACGGGGAACAAGCTACGAGTTTGTAGCCAACTATAAGAACATAGATATAAGTTCCACTGTTTGGAAGGACAATCGTG
	GecuE^10       CAAGTTGCAAGTTACGGACGGARAAAGAAATGAASAAAGATGAACGGGGAACAAGCTACGAGTTTGTAGCCAACTATAAGAACATAGATATAAGTTCCACTGTTTGGAAGGACAATCGTG
	GlicC^15     CAAGTTGCAAGTTACGGACGGAGAAAGAAATGAAGAAAGATGAACGGGGAACAAGCTACGAGTTTGTAGCCAACTATAAGAACATAGATATAAGTTCCACTGTTTGGAAGGACAATCGTG
	GlicP^17      CAAGTTGCAAGTTACGGACGGAGAAAGAAATGAAGAAAGATGAACGGGGAACAAGCTACGAGTTTGTAGCCAACTATAAGAACATAGATATAAGTTCCACTGTTTGGAAGGACAATCGTG
	GlicE^20      CAAGTTACAAGTTACGGACGGAGAAAGAAATGAAGAAAGATGAACGGGGAACAAGCTACGAGTTTGTAGCCAACTATAAGAACATAGATATAAGTTCCACTGTTTGGAAGGACAATCGTG
	GlicE^21      CAAGTTGCAAGTTACGGWYGGAGAAAGAAATGAAGAAAGATGAACGGGGAACAAGCTACGAGTTTGTAGCCAACTATAAGAACATAGATATAAGTTCCACTGTTTGGAAGGACAATCGTG
	GlicE^22       CAAGTTGCAAGTTACGGACGGAGAAAGAAATGAAGAAAGATGAACGGGGAACAAGCTACGAGTTTGTAGCCAACTATAAGAACATAGATATAAGTTCCACTGTTTGGAAGGACAATCGTG
	GlicE^23       CAAGTTGCAAGTTACGGACGGAGAAAGAAATGAAGAAAGATGAACGGGGAACAAKCTACGAGTTTGTAGCCAACTATAAGAACATAGATATAAGTTCCACTGTTTGGAAGGACAATCGTG
	GlicE^24      CAAGTTGCAAGTTACGGWYGGAGAAAGAAATGAAGAAAGATGAACGGGGAACAAGCTACGAGTTTGTAGCCAACTATAAGAACATAGATATAAGTTCCACTGTTTGGAAGGACAATCGTG
	GlicE^25      CAAGTTRCAAGTTACGGACGGAGAAAGAAATGAAGAAAGATGAACGGGGAACAAGCTACGAGTTTGTAGCCAACTATAAGAACATAGATATAAGTTCCACTGTTTGGAAGGACAATCGTG
	GmorB^27    CAAGTTGCAAGTTACGGACGGAGAAAGAAATGAAGAAAGATGAACGGGGAACAAGCTACGAGTTTGTAGCCAACTATAAGAACATAGATATAAGTTCCACTGTTTGGAAGGACAATCGTG
	GpasB^28    CAAGTTGCAAGTTACGGACGGAAAAAGAAATGAACAAAGATGAACGGGGAACAAGCTACGAGTTTGTAGCCAACTATAAGAACATAGATATAAGTTCCACTGTTTGGAAGGACAATCGTG
	GpasB^29    CAAGTTGCAAGTTACGGACGGAAAAAGAAATGAACAAAGATGAACGGGGAACAAGCTACGAGTTTGTAGCCAACTATAAGAACATAGATATAAGTTCCACTGTTTGGAAGGACAATCGTG


20 120
	GecuC^1     ACCTCCACATTTATCAAAGAATAAAAGAAATATACACCCGTATAACAGCGCTACAAGCCTGTTGTGATATCCGTATGTTCAATGTTGTTTATGATCGTATAAACTATGCCACAAAAGCAC
	GecuP^4     ACCTCCACATTTATCAAAGAATAAAAGAAATATACACCCGTATAACAGCGCTACAAGCCTGTTGTGATATCCGTATGTTCAATGTTGTTTATGATCGTATAAACTATGCCACAAAAGCAC
	GecuP^5     ACCTCCACATTTATCAAAGAATAAAAGAAATATACACCCGTATAACAGCGCTACAAGCCTGTTGTGATATCCGTATGTTCAATGTTGTTTATGATCGTATAAACTATGCCACAAAAGCAC
	GecuP^6      ACCTCCACATTTATCAAAGAATAAAAGAAATATACACCCGTATAACAGCGCTACAAGCCTGTTGTGATATCCGTATGTTCAATGTTGTTTATGATCGTATAAACTATGCCACAAAAGCAC
	GecuP^7      ACCTCCACATTTATCAAAGAATAAAAGAAATATACACCCGTATAACAGCGCTACAAGCCTGTTGTGATATCCGTATGTTCAATGTTGTTTATGATCGTATAAACTATGCCACAAAAGCAC
	GecuE^8      ACCTCCACATTTATCAAAGAATAAAAGAAATATACACCCGTATAACAGCGCTACAAGCCTGTTGTGATATCCGTATGTTCAATGTTGTTTATGATCGTATAAACTATGCCACAAAAGCAC
	GecuE^9       ACCTCCACATTTATCAAAGAATAAAAGAAATATACACCCGTATAACAGCGCTACAAGCCTGTTGTGATATCCGTATGTTCAATGTTGTTTATGATCGTATAAACTATGCCACAAAAGCAC
	GecuE^10       ACCTCCACATTTATCAAAGAATAAAAGAAATATACACCCGTATAACAGCGCTACAAGCCTGTTGTGATATCCGTATGTTCAATGTTGTTTATGATCSTATAAACTATGCCACAAAAGCAC
	GecuE^11      ACCTCCACATTTATCAAAGAATAAAAGAAATATACACCCGTATAACAGCGCTACAAGCCTGTTGTGATATCCGTATGTTCAATGTTGTTTATGATCGTATAAACTATGCCACAAAAGCAC
	GlicC^15     ACCTCCACATTTATCAAAGAATAAAAGAAATATACACCCGTATAACAGCGCTACAAGCCTGTTGTGATATCCGTATGTTCAATGTTGTTTATGATCGTATAAACTATGCCACAAAAGCAC
	GlicP^17      ACCTCCACATTTATCAAAGAATAAAAGAAATATACACYCGTATAACAGCGCTACAAGCCTGTTGTGATATCCGTATGTTCAATGTTGTTTATGATCGTATAAACTATGCCACAAAAGCAC
	GlicE^20      ACCTCCACATTTATCAAAGAATAAAAGAAATATACACCCGTATAACAGCGCTACAAGCCTGTTGTGATATCCGTATGTTCAATGTTGTTTATGATCGTATAAACTATGCCACAAAAGCAC
	GlicE^21      ACCTCCACATTTATCAAAGAATAAAAGAAATATACACCCGTATAACAGCGCTACAAGCCTGTTGTGATATCCGTATGTTCAATGTTGTTTATGATCGTATAAACTATGCCACAAAAGCAC
	GlicE^22       ACCTCCACATTTATCAAAGAATAAAAGAAATATACACCCGTATAACAGCGCTACRAGCCTGTTGTGATATCCGTATGTTCAATGTTGTTTATGATCGTATAAACTATGCCACAAAAGCAC
	GlicE^23       ACCTCCACATTTATCAAAGAATAAAAGAAATATACACCCGTATAACAGCGCTACAAGCCTGTTGTGATATCCGTATGTTCAATGTTGTTTATGATCGYATAAACTATGCCACAAAAGCAC
	GlicE^24      ACCTCCACATTTATCAAAGAATAAAAGAAATATACACCCGTATAACAGCGCTACAAGCCTGTTGTGATATCCGTATGTTCAATGTTGTTTATGATCGTATAAACTATGCCACAAAAGCAC
	GlicE^25      ACCTCCACATTTATCAAAGAATAAAAGAAATATACACCCGTATAACAGCGCTACAAGCCTGTTGTGATRTCCGTATGTTCAATGTTGTTTATGATCGTATAAACTATGCCACAAAAGCAC
	GmorB^27    ACCTCCACATTTATCAAAGAATAAAAGAAATATACACCCGTATAACAGCGCTACAAGCCTGTTGTGATATCCGTATGTTCAATGTTGTTTATGATCGTATAAACTATGCCACAAAAGCAC
	GpasB^28    ACCTCCACATTTATCAAAGAATAAAAGAAATATACACCCGTATAACAGCGCTACAAGCCTGTTGTGATATCCGTATGTTCAATGTTGTTTATGATCGTATAAACTATGCCACAAAAGCAC
	GpasB^29    ACCTCCACATTTATCAAAGAATAAAAGAAATATACACCCGTATAACAGCGCTACAAGCCTGTTGTGATATCCGTATGTTCAATGTTGTTTATGATCGTATAAACTATGCCACAAAAGCAC


19 120
	GecuC^1     TTACCAAATACTGGAGCTGAAGGTGTCTTGTTATTGKAATCGTGGAGTGGATATTGTCCAAGTGATGTTCAAAATTTAGTACCAAGGAAAGAAAAGATCACTATTTTCACAATT-CAAAA
	GecuP^4     TTACCAAATACTGGAGCTGAAGGTGTCTTGTTATTGGAATCGTGGAGTGGATATTGTCCAAGTGATGTTCAAAATTTAGTACCAAGGAAAGAAAAGAWCACTATTTTCACAATTCCAAAA
	GecuP^5      TTACCAAATACTGGAGCTGAAGGTGTCTTGTTATTGGAATCGTGGAGTGKATATTGTCCAAGTGATGTTCAAAATTTAGTACCAAGGAAAGAAAAKATCACTATTTTCACAATTCCAAAA
	GecuE^8      TTACCAAATACTGGAGCTGAAGGTGTCTTGTTATTGGAATCGTGGAGTGTATATTGTCCAAGTGATGTTCAAAATTTAGTACCAAGGAAAGAAAATATCACTATTTTCACAATTCCAAAA
	GecuE^9       TTACCAAATACTGGAGCTGAAGGTGTCTTGTTATTGGAATCGTGGAGTGGATATTGTCCAAGTGATGTTCAAAATTTAGTACCAAGGAAAGAAAAGATCACTATTTTCACAATTCCAAAA
	GecuE^10       TTACCAAATACTGGAGCTGAAGGTGTCTTGTTATTGGAATCGTGGAGTGGATATTGTCCAAGTGATGTTCAAAATTTAGTACCAAGGAAAGAAAAGATCACTATTTTCACAATTCCAAAA
	GecuE^11      TTACCAAATACTGGAGCTGAAGGTGTCTTGTTATTGTAATCGTGGAGTGGATATTGTCCAAGTGATGTTCAAAATTTAGTACCAAGGAAAGAAAAGATCACTATTTTCACAATTCCAAAA
	GlicC^15     TTACCAAATATTGGAGCTGAAGGTGTCTTGTTATTGGAATCGTGGAGTGGATATTGTCCAAGTGATGTTCAAAATTTAGTACCAAGGAAAGAAAAGATCACTATTTTCACAATTCCAAAA
	GlicC^16     TTACCAAATACTGGAGCTGAAGGTGTCTTGTTATTGGAATCGTGGAGTGGATATTGTCCAAGTGATGTTCAAAATTTAGTACCAAGGAAAGAAAAGATCACTATTTTCACAATTCCAAAA
	GlicP^17      TTACCAAATACTGGAGCTGAAGGTGTCTTGTTATTGGAATCGTGGAGTGGATATTGTCCAAGTGATGTTCAAAATTTAGTACCAAGGAAAGAAAAGATCACTATTTTCACAATTYCAAAA
	GlicE^20      TTACCAAATACTGGAGCTGAAGGTGTCTTGTTATTGGAATCGTGGAGTGGATATTGTCCAAGTGATGTTCAAAATTTAGTACCAAGGAAAGAAAAGATCACTATTTTCACAATTCCAAAA
	GlicE^21      TTACCAAATACTGGAGCTGAAGGTGTCTTGTTATTGGAATCGTGGAGTGGATATTGTCCAAGTGATGTTCAAAATTTAGTACCAAGGAAAGAAAAGATCACTATTTTCACAATTCCAAAA
	GlicE^22       TTACCAAATACTGGAGCTGAAGGTGTCTTGTTATTGGAATCGTGGAGTGKATATTGTCCAAGTGATGTTCAAAATTTAGTACCAAGGAAAGAAAAGATCACTATTTTCACAATTCCAAAA
	GlicE^23       TTACCAAATACTGGAGCTGAAGGTGTCTTGTTATTGGAATCGTGGAGTGGATATTGTCCAAGTGATGTTCAAAATTTAGTACCAAGGAAAGAAAAGATCACTATTTTCACAATTCCAAAA
	GlicE^24      TTACCAAATACTGGAGCTGAAGGTGTCTTGTTATTGGAATCGTGGAGTGGATATTGTCCAAGTGATGTTCAAAATTTAGTACCAAGGAAAGAAAAGATCACTATTTTCACAATTYCAAAA
	GlicE^25      TTACCAAATACTGGAGCTGAAGGTGTCTTGTTATTGGAATCGTGGAGTGGATATTGTCCAAGTGATGTTCAAAATTTAGTACCAAGGAAAGAAAAGATCACTATTTTCACAATTCCAAAA
	GmorB^27    TTACCAAATACTGGAGCTGAAGGTGTCTTGTTATTGGAATCGTGGAGTGGATATTGTCCAAGTGATGTTCAAAATTTAGTACCAAGGAAAGAAAAGATCACTATTTTCACAATTCCAAAA
	GpasB^28    TTACCAAATACTGGAGCTGAAGGTGTCTTGTTATTGGAATCGTGGAGTGGATATTGTCCAAGTGATGTTCAAAATTTAGTACCAAGGAAAGAAAAGATCACTATTTTCACAATTCCAAAA
	GpasB^29    TTACCAAATACTGGAGCTGAAGGTGTCTTGTTATTGGAATCGTGGAGTGGATATTGTCCAAGTGATGTTCAAAATTTAGTACCAAGGAAAGAAAAGATCACTATTTTCACAATTCCAAAA


20 120
	GecuC^1     GTTTCAAACAAACTCTTATGATCAGGTATAGAAAGTTTATATTTTGTAATGTTTAGTAGTGTCATATTTTTCAAGTGAGGAATGTTATACAGNGCGGTCTTTGCTGCTAACTTTTGAACG
	GecuC^2     GTTTCAAACAAACTCTTATGATCAGGTATAGAAAGTTTATATTTTGTAATGTTTAGTAGTGTCATATTTTTCAAGTGAGGAATGTTATACAGTGCGGTCTTTGCTGCTAACTTTTGAACG
	GecuP^4     GTTTCAAACAAACTCTTATGATCAGGTATAGAAAGTTTATATTTTGTAATGTTTAGTAGTGTCATATTTTTCAAGTGAGGAATGTTATACAGTGCGGTCTTTGCTGCTAACTTTTGAACG
	GecuP^5      GTTTCAAACAAACTCTTATGATCAGGTATAGAAAGTTTATATTTTGTAATGTTTAGTAGTGTCATATTTTTCAAGTGAGGAATGTTATACAGTGCGGTCTTTGCTGCTAACTTTTGAACG
	GecuP^6      GTTTCAAACAAACTCTTATGATCAGGTATAGAAAGTTTATATTTTGTAATGTTTAGTAGTGTCATATTTTTCAAGTGAGAAATGTTATACAGTGCGGTCTTTGCTGCTAACTTTTGAACG
	GecuE^8      GTTTCAAACAAACTCTTATGATCAGGTATAGAAAGTTTATATTTTGTAATGTTTAGTAGTGTAATATTTTTCAAGTGAGGAATGTTATACAATGCGGTCTTTGCTGCTAACTTTTGAACG
	GecuE^9       GTTTCAAACAAACTCTTATGATCAGGTATAGAAAGTTTATATTTTGTAATGTTTAGTAGTGTCATATTTTTCAAGTGAGGAATGTTATACAGTGCGGTCTTTGCTGCTAACTTTTGAACG
	GecuE^10       GTTTCAAACAAACTCTTATGATCAGGTATAGAAAGTTTATATTTTGTAATGTTTAGTAGTGTCATATTTTTCAAGTGAGGAATGTTATACAGTGCGGTCTTTGCTGCTAACTTTTGAACG
	GecuE^11      GTTTCAAACAAACTCTTATGATCAGGTATAGAAAGTTTATATTTTGTAATGTTTAGTAGTGTCATATTTTTCAAGTGAGGAATGTTATACAGTGCGGTCTTTGCTGCTAACTTTTGAACG
	GlicC^15     GTTTCAAACAAACTCTTATGATCAGGTATAGAAAGTTTATATTTTGTAATGTTTAGTAGTGTCATATTTTTCAAGTGAGGAATGTTATACAGTGCGGTCTTTGCTGCTAACTTTTGAACG
	GlicP^17      GTTTCAAACAAACTCTTATGATCAGGTATAGAAAGTTTATATTTTGTAATGTTTAGTAGTGTCATATTTTTCAAGTGAGGAATGTTATACAGTGCGGTCTTTGCTGCTAACTTTTGAACG
	GlicE^20      GTTTCAAACAAACTCTTATGATCAGGTATAGAAAGTTTATATTTTGTAATGTTTAGTAGTGTCATATTTTTCAAGTGAGGAATGTTATACAGTGCGGTCTTTGCTGCTAACTTTTGAACG
	GlicE^21      GTTTCAAACAAACTCTTATGATCAGGTATAGAAAGTTTATATTTTGTAATGTTTAGTAGTGTCATATTTTTCAAGTGAGGAATGTTATACAGTGCGGTCTTTGCTGCTAACTTTTGAACG
	GlicE^22      GTTTCAAACAAACTCTTATGATCAGGTATAGAAAGTTTATATTTTGTAATGTTTAGTAGTGTCATATTTTTCAAGTGAGGAATGTTATACAGTGCGGTCTTTGCTGCTAACTTTTGAACG
	GlicE^23       GTTTCAAACAAACTCTTATGATCAGGTATAGAAAGTTTATATTTTGTAATGTTTAGTAGTGTCATATTTTTCAAGTGAGGAATGTTATACAGTGCGGTCTTTGCTGCTAACTTTTGAACG
	GlicE^24       GTTTCAAACAAACTCTTATGATCAGGTATAGAAAGTTTATATTTTGTAATGTTTAGTAGTGTCATATTTTTCAAGTGAGGAATGTTATACAGTGCGGTCTTTGCTGCTAACTTTTGAACG
	GlicE^25      GTTTCAAACAAACTCTTATGATCAGGTATAGAAAGTTTATATTTTGTAATGTTTAGTAGTGTCATATTTTTCAAGTGAGGAATGTTATACAGTGCGGTCTTTGCTGCTAACTTTTGAACG
	GlicE^26      GTTTCAAACAAACTCTTATGATCAGGTATAGAAAGTTTATATTTTGTAATGTTTAGTAGTGTCATATTTTTCAAGTGAGGAATGTTATACAGTGCGGTCTTTGCTGCTAACTTTTGAACG
	GmorB^27    GTTTCAAACAAACTCTTATGATCAGGTATAGAAAGTTTATATTTTGTAATGTTTAGTAGTGTCATATTTTTCAAGTGAGGAATGTTATACAGTGCGGTCTTTGCTGCTAACTTTTGAACG
	GpasB^28    GTTTCAAACAAACTCTTATGATCAGGTATAGAAAGTTTATATTTTGTAATGTTTAGTAGTGCCATATTTTTCAAGTGAGGAATGTTATACAGTGCGATCTTTGCTGCTAACTTTTGAACG


16 120
	GecuC^1     CTGAGAATCGCGAACGAGTGACAGGGATAACTGTATAGTTGGGCGGTAGAAGGGTGCTAGGTATTATGACAAAAAGGGTAGGAGATATAACAGCAGATACAGATTGTAACATGATGTTTT
	GecuP^4     CTGAGAATCGCGAACGAGTGACAGGGATAACTGTATAGTTGGGCGGTAGAAGGGTGCTAGGTATTATGACAAAAAGGGTAGGAGATATAACAGCAGATACAGATTGTAACATGATGTTTT
	GecuP^5     CTGAGAATCGCGAACGAGTGACAGGGATAACTGTATAGTTGGGCGGTAGAAGGGTGCTAGGTATTATGACAAAAAGGGTAGGAGATATAACAGCAGATACAGATTGTAACATGATGTTKT
	GecuP^6      CTGAGAATCGCGAACGAGTGACAGGGATAACTGTATAGTTGGGCGGTAGAAGGGTGCTAGGTATTATGACAAAAAGGGTAGGAGATATAACAGCAGATACAGATTGTAACATGATGTTTT
	GecuE^8      CTGAGAATCGCGAACGAGTGACAGGGATAACTGTATAGTTGGGCGGTAGAAGGGTGCTAGGTATTATGACAAAAAGGGTAGGAGATATAACAGCAGATACAGATTGTAACATRATGTTTT
	GecuE^9       CTGAGAATCGCGAACGAGTGACAGGGATAACTGTATAGTTGGGCGGTAGAAGGGTGCTAGGTATTATGACAAAAAGGGTAGGAGATATAACAGCAGATACAGATTGTAACATRATGTTTT
	GecuE^10       CTGAGAATCGCGAACGAGTGACAGGGATAACTGTATAGTTGGGCGGTAGAAGGGTGCTAGGTATTATGACAAAAAGGGTAGGAGATATAACAGCAGATACAGATTGTAACATGATGTTKT
	GecuE^11      CTGAGAATCGCGAACGAGTGACAGGGATAACTGTATAGTTGGGCGGTAGAAGGGTGCTAGGNATTATGACAAAAAGGGTAGGAGATATAACAGCAGATACAGATTGTAACATGATGTTTT
	GlicC^15     CTGAGAATCGCGAACGAGTGACAGGGATAACTGTATAGTTGGGCGGTAGAAGGGTGCTAGGTATTATGACAAAAAGGGTAGGAGATATAACAGCAGATACAGATTGTAACATGATGTTTT
	GlicP^17      CTGAGAATCGCGAACGAGTGACAGGGATAACTGTATAGTTGGGCGGTAGAAGGGTGCTAGGTATTATGACAAAAAGGGTAGGAGATATAACAGCAGATACAGATTGTAANATGATGTTTT
	GlicE^20      CTGAGAATCGCGAACGAGTGACAGGGATAACTGTATAGTTGGGCGGTAGAAGGGTGCTAGGTATTATGACAAAAAGGGTAGGAGATATAACAGCAGATACAGATTGTAACATGATGTTTT
	GlicE^21       CTGAGAATCGCGAACGAGTGACAGGGATAACTGTATAGTTGGGCGGTAGAAGGGTGCTAGGTATTATGACAAAAAGGGTAGGAGATATAACAGCAGATACAGATTGTAACATGATGTTTT
	GlicE^22       CTGAGAATCGCGAACGAGTGACAGGGATAACTGTATAGTTGGGCGGTAGAAGGGTGCTAGGTATTATGACAAAAAGGGTAGGAGATATAACAGCAGATACAGATTGTAACATGATGTTTT
	GlicE^23      CTGAGAATCGCGAACGAGTGACAGGGATAACTGTATAGTTGGGCGGTAGAAGGGTGCTAGGTATTATGACAAAAAGGGTAGGAGATATAACAGCAGATACAGATTGTAACATGATGTTTT
	GmorB^27    CTGAGAATCGCGAACGAGTGACAGGGATAACTGTATAGTTGGGCGGTAGAAGGGTGCTAGGTATTATGACAAAAAGGGTAGGAGATATAACAGCAGATACAGATTGTAACATGATGTTTT
	GpasB^28    CTGAGAATCGCGAACGAGTGACAGGGATAACTGTATAGTTGGGCGGTAGAAGGGTGCTAGGTATTATGACAAAAAGGGTAGGAGATATAACAGCAGATACAGATTGTAACATGATGTTTT


20 120
	GecuC^1     GCTTTAGAAACAAATTTCTTTTGTCTTCGAATACATTCTGAAGTATGGGCACGTAAATAGGTTGTGCCATCATAAAACATAACGAAGGATATTGAGTGTATCCATCATGTTGGTAACGTC
	GecuP^4     GCTTTAGAAACAAATTTCTTTTGTCTTCGAATACATTCTGAAGTATGRGCACGTAAATAGGTTGTGCCATCATAAAACATAACGAAGGATATTGAGWGTATCCATCATGTTGGTAACGTC
	GecuP^5      GCTTTAGAAACAAATTTCTTTTGTCTTCGAATACATTCTGAAGTATGGGCACGTAAATAGGTTGTGCCATCATAAAACATAACGAAGGATATTGAGTGTATCCATCATGTTGGTAACGTC
	GecuP^6      GCTTTAGAAACAAATTTCTTTTGTCTTCGAATACATTCTGAAGTATGGGCACGTAAATAGGTTGTGCCATCATAAAACATAACGAAGGATATTGAGTGTATCCATCATGTTGGTAACGTC
	GecuE^8      GCTTTAGAAACAAATTTCTTTTGTCTTCGANTACATTCTGAAGTATGGGCACGTAAATAGGTTGTGCCATCATAAAACATAACGAAGGATATTGANTGTATCCATCATGTTGGTAACGTC
	GecuE^9       GCTTTAGAAACAAATTTCTTTTGTCTTCGAATACATTCTGAAGTATGGGCACGTAAATAGGTTGTGCCATCATAAAACATAACGAAGGATATTGAGTGTATCCATCATGTTGGTAACGTC
	GecuE^10       GCTTTAGAAACAAATTTCTTTTGTCTTCGAATACATTCTGAAGTATGGGCACGTAAATAGGTTGTGCCATCATAAAACATAACGAAGGATATTGAGTGTATCCATCATGTTGGTAACGTC
	GecuE^11      GCTTTAGAAACAAATTTCTTTTGTCTTCGAATACATTCTGAAGTATGGGCACGTAAATAGGTTGTGCCATCATAAAACATAACGAAGGATATTGAGTGTATCCATCATGTTGGTAACGTC
	GlicC^15     GCTTTAGAAACAAATTTCTTTTGTCTTCGAATACATTCTGAAGTATGGGCACGTAAATAGGTTGTGCCATCATAAAACATAACGAAGGATATTGAGTGTATCCATCATGTTGGTAACGTC
	GlicP^17      GCTTTAGAAACAAATTTCTTTTGTCTTCGAATACATTCTGAAGTATGGGCACGTAAATAGGTTGTGCCATCATAAAACATAACGAAGGATATTGAGTGTATCCATCATGTTGGTAACGTC
	GlicP^18      GCTTTAGAAACAAATTTCTTTTGTCTTCGAATACATTCTGAAGTATGGGCACGTAAATAGGTTNTGCCATCATAAAACATAACGAAGGATATTGAGTGTATCCATCATGTTGGTAACGTC
	GlicE^20      GCTTTAGAAACAAATTTCTTTTGTCTTCGAATACATTCTGAAGTATGGGCACGTAAATAGGTTRTGCCATCATAAAACATAACGAAGGATATTGAGTGTATCCATCATGTTGGTAACGTC
	GlicE^21      GCTTTAGAAACAAATTTCTTTTGTCTTCGAATACATTCTGAAGTATGGGCACGTAAATAGGTTGTGCCATCATAAAACATAACGAAGGATATTGAGTGTATCCATCATGTTGGTAACGTC
	GlicE^22       GCTTTAGAAACAAATTTCTTTTGTCTTCGAATACATTCTGAAGTATGGGCACGTAAATAGGTTGTGCCATCATAAAACATAACGAAGGATATTGAGTGTATCCATCATGTTGGTAACGTC
	GlicE^23       GCTTTAGAAACAAATTTCTTTTGTCTTCGAATACATTCTGAAGTATGGGCACGTAAATAGGTTGTGCCATCATAAAACATAACGAAGGATATTGAGTGTATCCATCATGTTGGTAACGTC
	GlicE^24      GCTTTAGAAACAAATTTCTTTTGTCTTCGAATACATTCTGAAGTATGGGCACGTAAATAGGTTGTGCCATCATAAAACATAACGAAGGATATTGAGTGTATCCATCATGTTGGTAACGTC
	GlicE^25      GCTTTAGAAACAAATTTCTTTTGTCTTCGAATACATTCTGAAGTATGGGCACGTAAATAGGTTRTGCCATCATAAAACATAACGAAGGATATTGAGTGTATCCATCATGTTGGTAACGTC
	GmorB^27    GCTTTAGAAACAAATTTCTTTTGTCTTCGAATACATTCTGAAGTATGGGCACGTAAATAGGTTGTGCCATCATAAAACATAACGAAGGATATTGAGTGTATCCATCATGTTGGTAACGTC
	GpasB^28    GCTTTAGAAACAAATTTCTTTTGTCTTCGAATACATTCTGAAGTATGGGCACGTAAATAGGTTGTGCCATCATAAAACATAACGAAGGATATTGAGTGTATCCATCATGTTGGTAACGTC
	GpasB^29    GCTTTAGAAACAAATTTCTTTTGTCTTCGAATACATTCTGAAGTATGGGCACGTAAATAGGTTGTGCCATCATAAAACATAACGAAGGATATTGAGWGTATCCATCATGTTGGTAACGTC


17 120
	GecuC^1     TCTGCAACCTCACCACATATCCGTCTCAGGAGCCACTTTACCACTTTCAGATCTGAGTGACATTCATATGGCTTCCAATCAAGTAATGCCAAATGGTAACATACCCGGCATAGATCCTAG
	GecuP^4     TCTGCAACCTCACCACATATCCGTCTCAGGAGCCACTTTACCACTTTCAGATCTGAGTGACATTCATATGGCTTCCAATCAAGTAATGCCAAATGGTAACATACCCGGCATAGATCCTAG
	GecuP^5     TCTGCAACCTCACCACATATCCGTCTCAGGAGCCACTTTACCACTTTCAGATCTGAGTGACATTCATATGGCTTCCAATCAAGTAATGCCAAATGGTAACATACCCRGCATAGATCCTAG
	GecuP^6      TCTGCAACCTCACCACATATCCGTCTCAGGAGCCACTTT-CCACTTTCAGATCTGAGTGACATTCATATGGCTTCCAATCAAGTAATGCCAAATGGTAACATACCCGGCATAGATCCTAG
	GecuE^8      TCTGCAACCTCACCACATATCCGTCTCAGGAGCCACTTTACCACTTTCAGATCTGAGTGACATTCATATGGCTTCCAATCAAGTAATGCCAAATGGTAACATACCCGGCATAGATCCTAG
	GecuE^9       TCTGCAACCTCACCACATATCCGTCTCAGGAGCCACTTTACCACTTTCAGATCTGAGTGACATTCATATGGCTTCCAATCAAGTAATGCCAAATGGTAACATACCCGGCATAGATCCTAG
	GecuE^10       TCTGCAACCTCACCACATATCCGTCTCAGGAGCCACTTTACCACTTTCAGATCTGAGTGACATTCATATGGCTTCCAATCAAGTAATGCCAAATGGTAACATACCCGGCATAGATCCTAG
	GecuE^11       TCTGCAACCTCACCACATATCCGTCTCAGGAGCCACTTTACCACTTTCAGATCTGAGTGACATTCATATGGCTTCCAATCAAGTAATGCCAAATGGTAACATACCCGGCATAGATCCTAG
	GlicC^15     TCTGCAACCTCACCACATATCCGTCTCAGGAGCCACTTTACCACTTTCAGATCTGAGTGACATTCATATGGCTTCCAATCAAGTAATGCCAAATGGTAACATACCCGGCATAGATCCTAG
	GlicP^17      TCTGCAACCTCNCCACATATCCGTCTCAGGAGCCACTTTACCACTTNCAGATCTGAGTGACATTCATATGGCTTCCANTCAAGTAATGCCAAATGGTAACATACCC-GCATAGATCCTAG
	GlicE^20      TCTGCAACCTCACCACATATCCGTCTCAGGAGCCACTTTACCACTTTCAGATCTGAGTGACATTCATATGGCTTCCAATCAAGTAATGCCAAATGGTAACATACCCGGCATAGATCCTAG
	GlicE^21      TCTGCAACCTCACCACATATCCGTCTCAGGAGCCACTTTACCACTTTCAGATCTGAGTGACATTCATATGGCTTCCAATCAAGTAATGCCAAATGGTAACATACCCGGCATAGATCCTAG
	GlicE^22       TCTGCAACCTCACCACATATCCGTCTCAGGAGCCACTTTACCACTTTCAGATCTGAGTGACATTCATATGGCTTCCAATCAAGTAATGCCAAATGGTAACATACCCGGCATAGATCCTAG
	GlicE^23       TCTGCAACCTCACCACATATCCGTCTCAGGAGCCACTTTACCACTTTCAGATCTGAGTGACATTCATATGGCTTCCAATCAAGTAATGCCAAATGGTAACATACCCGGCATAGATCCTAG
	GlicE^24      TCTGCAACCTCACCACATATCCGTCTCAGGAGCCACTTTACCACTTTCAGATCTGAGTGACATTCATATGGCTTCCAATCAAGTAATGCCAAATGGTAACATACCCGGCATAGATCCTAG
	GmorB^27    TCTGCAACCTCACCACATATCCGTCTCAGGAGCCACTTTACCACTTTCAGATCTGAGTGACATTCATATGGCTTCCAATCAAGTAATGCCAAATGGTAACATACCCGGCATAGATCCTAG
	GpasB^28    TCTGCAACCTCACCACATATCCGTCTCAGGAGCCACTTTACCACTTTCAGATCTGAGTGACATTCATATGGCTTCCAATCAAGTAATGCCAAATGGTAACATACCCGGCATAGATCCTAG


18 120
	GecuC^1     TTTTGCTTGACTCTGCGTGACGTAAAAAAAGAAGAACAAGTGGAGAGCAACCGTAGCAAAATACCGCCATAAAATTTGTCAACATCCATGTACCGNCTGTAAAGTTACGACTGCACGGTT
	GecuP^4     TTTTGCTTKACTCTGCGTGACGTAAAAAAAGAAGAACAAGTGGAGAGCAACCGTAGCAAAATACCGCCATAAAATTTGTCAACATCCATGTACCGTCTGTRAAGTTACGACTGCACGGTT
	GecuP^5     TTTTGCTTGACTCTGYGTGACGTAAAAAAAGAAGAACAAGTGGAGAGCAACCGTAGCAAAATACCGCCATAAAATTTGTCAACATCCATGTACYGTCTGTAAAGTTACGACTGCACGGTT
	GecuP^6      KTTTGCTTGACTCTGCGTGACGTAAAAAAAGAAGNNNAAGTGGAGAGCAACCGTAGCAAAATACCGCCATAAAATTTGTCAACATCCATGTACCGTCTGTAAAGTTACGACTGCACGGTT
	GecuE^8      TTTTGCTTGACTCTGCGTGACGTAAAAAAAGAAGAACAAGTGGAGAGCAACCGTAGCAAAATACCGCCATAAAATTTGTCAACATCCATGTACCGTCTGTAAAGTTACGACTGCACGGTT
	GecuE^9       TTTTGCTTGACTCTGNGTGACGTAAAAAAAGAAGAACAAGTGGAGAGCAACCGTAGCAAAATACCGCCATAAAATTTGTCAACATCCATGTACCGTCTGTAAAGTTACGACTGCACGGTT
	GecuE^10       TTTTGCTTKACTCTGYGTGACGTAAAAAAAGAAGAACAAGTGGAGAGCAACCGTAGCAAAATACCGCCATAAAATTTGTCAACATCCATGTACCGTCTGTAAAGTTACGACTGCACGGTT
	GecuE^11      TTTTGCTTGACTCTGCGTGACGTAAAAAAAGAAGAACAAGTGGAGAGCAACCGTAGCAAAATACCGCCATAAAATTTGTCAACATCCATGTACCGTCTGTAAAGTTACGACTGCACGGTT
	GecuE^12      TTTTGCTTGACTCTGCGTGACGTAAAAAAAGAAGAACAAGTGGAGAGCAACCGTAGCAAAATACCGCCATAAAATTTGTCAACATCCATGTACCGTCTGTAAAGTTACGACTGCACGGTT
	GlicC^15     TTTTGCTTGACTCTGCGTGACGTAAAAAAAGAAGAACAAGTGGAGAGCANCCGTAGCAAAATACCGCCATAAAATTTGTCAACATCCATGTACCGTCTGTAAAGTTACGACTGCACGGTT
	GlicP^17      TTTTGCTTGACTCTGCGTGACGTAAAAAAAGAAGAACAAGTGGAGAGCAACCGTAGCAAAATACCGCCATAAAATTTGTCAACATCCATGTACCGTCTGTAAAGTTACGACTGCACGGTT
	GlicE^20      TTTTGCTTGACTCTGCGTGACGTAAAAAAAGAAGAACAAGTGGAGAGCAACCGTAGCAAAATACCGCCATAAAATTTGTCAACATCCATGTACCGTCTGTAAAGTTACGACTGCACGGTT
	GlicE^21      TTTTGCTTGACTCTGYGTGACGTAAAAAAAGAAGAACAAGTGGAGAGCAACCGTAGCAAAATACCGCCATAAAATTTGTCAACATCCATGTACCGTCTGTAAAGTTACGACTGCACGGTT
	GlicE^22       TTTTGCTTGACTCTGCGTGACGTAAAAAAAGAAGAACAAGTGGAGAGCAACCGTAGCAAAATACCGCCATAAAATTTGTCAACATCCATGTACCGTCTGTAAAGTTACGACTGCACGGTT
	GlicE^23       TTTTGCTTGACTCTGCGTGACGTAAAAAAAGAAGAACAAGTGGAGAGCAACCGTAGCAAAATACCGCCATAAAATTTGTCAACATCCATGTACCGTCTGTAAAGTTACGACTGCACGGTT
	GlicE^24      TTTTGCTTGACTCTGCGTGACGTAAAAAAAGAAGWACAAGTGGAGAGCAACCGTAGCAAAATACCGCCATAAAATTTGTCAACATCCATGTACCGTCTGTAAAGTTACGACTGCACGGTT
	GmorB^27    TTTTGCTTGACTCTGCGTGACGTAAAAAAAGAAGAACAAGTGGAGAGCAACCGTAGCAAAATACCGCCATAAAATTTGTCAACATCCATGTACCGTCTGTAAAGTTACGACTGCACGGTT
	GpasB^28    TTTTGCTTGACTCTGCGTGACGTAAAAAAAGAAGAACAAGTGGAGAGCAACCGTAGCAAAATACCGCCATAAAATTTGTCAACATCCATGTACCGTCTGTAAAGTTACGACTGCACGGTT


19 120
	GecuC^1     ATTTCAATTCTAAAAACAAAATATATGTATTACCAAATGATCAAAACCTGCACTGAAAAGAACATTCTCAGCGGTTGGATGCCATTCGATGTAAGCAACGCGTCTCTTGTGCCCTTGTAG
	GecuP^4     ATTTCAATTCTAAAAACAAAATATATGTATTACCAAATGATCAAAACCTGCACTGAAAAGAACATTCTCAGCGGTTGGATGCCATTCGATGTAAGCAACGCGTCTCTTGTGYCCTTGTAG
	GecuP^5     ATTTCAATTCTAAAAACAAAATATATGTATTACCAAATGATCAAAACCTGCACTGAAAAGAACATTCTCAGCGGTTGGATGCCATTCGATGTAAGCAACGCGTCTCTTGTGCCCTTGTAG
	GecuP^6      ATTTCAATTCTAAAAACAAAATATATGTATTACCAAATGATCAAAACCTGCACTGAAAAGAACATTCTCAGCGGTTGGATGCCATTCGATGTAAGCAACGCGTCTCTTGTGCCCTTGTAG
	GecuP^7      ATTTCAATTCTAAAAACAAAATRTATGTATTACCAAATGATCAAAACCTGCACTGAAAAGAACATTCTCAGCGGTTGGATGCCATTCGATGTAAGCAACGCGTCTCTTGTGCCCTTGTAG
	GecuE^8      ATTTCAATTCYAAAAACAAAATATATGTATTACCAAATGATCAAAACCTGCACTGAAAAGAACATTCTCAGCGGTTGGATGCCATTCGATGTAAGCAACGCGTCTCTTGTGCCCYTGTAG
	GecuE^9       ATTTCAATTCYAAAAACAAAATATATGTATTACCAAATGATCAAAACCTGCACTGAAAAGAACATTCTCAGCGGTTGGATGCCATTCGATGTAAGCAACGCGTCTCTTGTGCCCTTGTAG
	GecuE^10      ATTTCAATTCTAAAAACAAAATATATGTATTACCAAATGATCAAAACCTGCACTGAAAAGAACATTCTCAGCGGTTGGATGCCATTCGATGTAAGCNACGCGTCTCTTGTGCCCTTGTAG
	GlicC^15     ATTTCAATTCTAAAAACAAAATATATGTATTACCAAATGATCAAAACCCGCACTGAAAAGAACATTCTCAGCGGTTGGATGCCATTCGATGTAAGCAACGCGTCTCTTGTGCCCTTGTAG
	GlicP^17      ATTTCAATTCTAAAAACAAAATATATGTATTACCAAATGATCAAAACCTGCACTGAAAAGAACATTCTCAGCGGTTGGATGCCATTCGATGTNAGCAACGCGTCTCTTGTGCCCTTGTAG
	GlicE^20      ATTTCAATTCTAAAAACAAAATGTATGTATTACCAAATGATCAAAACCTGCACTGAAAAGAACATTCTCAGCGGTTGGATGCCACTCGATGTAAGCAACGCGTCTCTTGTGTCCTTGTAG
	GlicE^21      ATTTCAATTCTAAAAACAAAATATATGTATTACCAAATGATCAAAACCTGCACTGAAAAGAACATTCTCAGCGGTTGGATGCCATTCGATGTAAGCAACGCGTCTCTTGTGCCCYTGTAG
	GlicE^22      ATTTCAATTCTAAAAACAAAATATATGTATTACCAAATGATCAAAACCTGCACTGAAAAGAACATTCTCAGCGGTTGGATGCCATTCGATGTAAGCAACGCGTCTCTTGTGCCCYTGTAG
	GlicE^23       ATTTCAATTCTAAAAACAAAATATATGTATTACCAAATGATCAAAACCTGCACTGAAAAGAACATTCTCAGCGGTTGGATGCCATTCGATGTAAGCAACGCGTCTCTTGTGCCCTTGTAG
	GlicE^24       ATTTCAATTCYAAAAACAAAATATATGTATTACCAAATGATCAAAACCYGCACTGAAAAGAACATTCTCAGCGGTTGGATGCCATTCGATGTAAGCAACGCGTCTCTTGTGCCCTTGTAG
	GlicE^25      ATTTCAATTCTAAAAACAAAATGTATGTATTACCAAATGATCAAAACCTGCACTGAAAAGAACATTCTCAGCGGTTGGATGCCATTCGATGTAAGCAACGCGTCTCTTGTGCCCTTGTAG
	GlicE^26      ATTTCAATTCTAAAAACAAAATATATGTATTACCAAATGATCAAAACCTGCACTGAAAAGAACATTCTCAGCGGTTGGATGCCATTCGATGTAAGCAACGCGTCTCTTGTGCCCTTGTAG
	GmorB^27    ATTTCAATTCTAAAAACAAAATATATGTATTACCAAATGATCAAAACCTGCACTGAAAAGAACATTCTCAGCGGTTGGATGCCATTCGATGTAAGCAACGCGTCTCTTGTGCCCTTGTAG
	GpasB^28    ATTTCAATTCCAAAAACAAAATATATGTATTACCAAATGATCAAAACCTGCACTGAAAAGAACATTCTCAGCGGTTGGATGCCATTCGATGTAAGCAACGCGTCTCTTGTGCCCTTGTAG


15 120
	GecuC^1     CTGCCGCGATAGTTGCACTTCACTGAAAAAAAATTCTGTGAATGCAACCGCAACTTTCCCCAGTATTTCTTTTCTTAGAATAATATACTAAAGTTCGATCTACAATATAAACTGAAATTT
	GecuP^4     CTGCCGCGATAGTTGCACTTCACTGAAAAAAAATTCTGTGAATGCAACCGCAACTTTCCCCAGTATTTCTTTTCTTAGAATAMTATACTAAAGTTCGATCTACAATATAAACTGAAATTT
	GecuP^5      CTGCCGCGATAGTTGCACTTCACTGAAAAAAAATTCTGTGAATGCAACCGCAACTTTCCCCAGTATTTCYTTTCTTAGAATAATATACTAAAGTTCGATCTACAATATAAACTGAAATTT
	GecuE^8      CTGCCGCGATAGTTGCACTTCACTGAAAAAAAATTCTGTGAATGCAACCGCAACTTTCCCCAGTATTTCTTTTCTTAGAATAMTATACTAAAGTTCGATCTACAATATAAACTGAAATTT
	GecuE^9       CTGCCGCGATAGTTGCACTTCACTGAAAAAAAATTCTGTGAATGCAACCGCAACTTTCCCCAGTATTTCTTTTCTTAGAATAATATACTAAAGTTCGATCTACAATATAAACTGAAATTT
	GecuE^10      CTGCCGCGATAGTTGCACTTCACTGAAAAAAAATTCTGTGAATGCAACCGCAACTTTCCCCAGTATTTCYTTTCTTAGAATAATATACTAAAGTTCGATCTACAATATAAACTGAAATTT
	GlicC^15     CTGCCGCGATAGTTGCACTTCACTG-AAAAAAATTCTGTGAATGCAACCGCAACTTTCCCCAGTATTTC-TTTCTTAGAATAATATACTAAAGTTCGATNTACAATATAAACTGAAATTT
	GlicP^17      CTGCCGCGATAGTTGCACTTCACTGAAAAAAAATTCTGTGAATGCAACCGCAACTTTCCCCAGTATTTCYTTTCTTAGAATAATATACTAAAGTTCGATCTACAATATAAACTGAAATTT
	GlicE^20      CTGCCGCGATAGTTGCACTTCACTGAAAAAAAATTCTGTGAATGCAACCGCAACTTTCCCCAGTATTTCCTTTCTTAGAATAATATACTAAAGTTCGATCTACAATATAAACTGAAATTT
	GlicE^21      CTGCCGCGATAGTTGCACTTCACTGAAAAAAAATTCTGTGAATGCAACCGCAACTTTCCCCAGTATTTCTTTTCTTAGAATACTATACTAAAGTTCGATCTACAATATAAACTGAAATTT
	GlicE^22      CTGCCGCGATAGTTGCACTTCACTGAAAAAAAATTCTGTGAATGCAACCGCAACTTTCCCCAGTATTTCTTTTCTTAGAATAATATACTAAAGTTCGATCTACAATATAAACTGAAATTT
	GlicE^23       CTGCCGCGATAGTTGCACTTCACTGAAAAAAAATTCTGTGAATGCAACCGCAACTTTCCCCAGTATTTCTTTTCTTAGAATACTATACTAAAGTTCGATCTACAATATAAACTGAAATTT
	GlicE^24      CTGCCGCGATAGTTGCACTTCACTGAAAAAAAATTCTGTGAATGCAACCGCAACTTTCCCCAGTATTTCTTTTCTTAGAATAATATACTAAAGTTCGATCTACAATATAAACTGAAATTT
	GmorB^27    CTGCCGCGATAGTTGCACTTCACTGAAAAAAAATTCTGTGAATGCAACCGCAACTTTCCCCAGTATTTCTTTTCTTAGANTAATATACTAAAGTTCGATCTACAATATAAACTGAAATTT
	GpasB^28    CTGCCGCGATAGTTGCACTTCACTGAAAAAAAATTCTGTGAATGCAACCGCAACTTTCCCCAGTATTTCTTTTCTTAGAATAATATACTAAAGTTCGATCTACAATATAAACTGAAATTT


20 120
	GecuC^1     TTTCCTAGGGAAACCTTACAGCAACAAATTTCAGTACAGGGATCTAGTACGGGTGCATTTCTTCAAGCTAGCGGTGAGAAAATTTTTCCAGTCAATCCTGGGGAATTTACAGGGAAGATT
	GecuP^4     TTTCCTAGGGAAACCTTACAGCAACAAATTTCAGTACAGGGATCTAGTACGGGTGCATTTCTTCAAGCTAGCGGTGAGAAAATTTTTCCAGTCAATCCTGGGGAATTTACAGGGAAGATT
	GecuP^5     TTTCCTAGGGAAACCTTACAGCAACAAATTTCAGTACAGGGATCTAGTACGGGTGCATTTCTTCAAGCTAGCGGTGAGAAAATTTTTCCAGTCAATCCTGGGGAATTTACAGGGAAGATT
	GecuP^6      TTTCCTAGGGAAACCTTACAGCAACAAATTTCAGTACAGGGATCTAGTACGGGTGCATTTCTTCAAGCTAGCGGTGAGAAAATTTTTCCAGTCAATCCTGGGGAATTTACAGGGAAGATT
	GecuE^8      TTTCCTAGGGAAACCTTACAGCAACAAATTTCAGTACAGGGATCTAGTACGGGTGCATTTCTTCAAGCTAGCGGTGAGAAAATTTTTCCAGTCAATCCTGGGGAATTTACAGGGAAGATT
	GecuE^9       TTTCCTAGGGAAACCTTACAGCAACAAATTTCAGTACAGGGATCTAGTACGGGTGCATTTCTTCAAGCTAGCGGTGAGAAAATTTTTCCAGTCAATCCTGGGGAATTTACAGGGAAGATT
	GecuE^10       TTTCCTAGGGAAACCTTRCAGCAACAAATTTCAGTACAGGGATCTAGTACGGGTGCATTTCTTCAAGCTAGCGGTGAGAAAATTTTTCCAGTCAATCCTGGGGAATTTACAGGGAAGATT
	GecuE^11      TTTCCTAGGGAAACCTTACAGCAACAAATTTCAGTACAGGGATCTAGTACGGGTGCATTTCTTCAAGCTAGCGGTGAGAAAATTTTTCCAGTCAATCCTGGGGAATTTACAGGGAAGATT
	GlicC^15     TTTCCTAGGGAAACCTTACAGCAACAAATTTCAGTACAGGGATCTAGTACGGGTGCATTTCTTCAAGCTAGCGGTGAG-AAATTTTTCCAGTCAATCCTGNGGAATTTACAGGGAAGATT
	GlicP^17      TTTCCTAGGGAAACCTTACAGCAACAAATTTCAGTACAGGGATCTAGTACGGGTGCATTTCTTCAAGCTAGCGGTGAGAAAATTTTTCCAGTCAATCCTGGGGAATTTACAGGGAAGATT
	GlicE^20      TTTCCTAGGGAAACCTTACAGCAACAAATTTCAGTACAGGGATCTAGTACGGGTGCATTTCTTCAAGCTAGCGGTGAGAAAATTTTTCCAGTMAATCCTGGGGAATTTACAGGGAAGATT
	GlicE^21      TTTCCTAGGGAAACCTTACAGCAACAAATTTCAGTACAGGGATCTAGTACGGGTGCATTTCTTCAAGCTAGCGGTGAGAAAATTTTTCCAGTCAATCCTGGGGAATTTACAGGGAAGATT
	GlicE^22      TTTCCTAGGGAAACCTTACAGCAACAAATTTCAGTACAGGGATCTAGTACGGGTGCATTTCTTCAAGCTAGCGGTGAGAAAATTTTTCCAGTCAATCCTGGGGAATTTACAGGGAAGATT
	GlicE^23       TTTCCTAGGGAAACCTTACAGCAACAAATTTCAGTACAGGGATCTAGTACGGGTGCATTTCTTCAAGCTAGCGGTGAGAAAATTTTTCCAGTCAATCCTGGGGAATTTACAGGGAAGATT
	GlicE^24       TTTCCTAGGGAAACCTTACAGCAACAAATTTCAGTACAGGGATCTAGTACGGGTGCATTTCTTCAAGCTAGCGGTGAGAAAATTTTTCCAGTCAATCCTGGGGAATTTACAGGGAAGATT
	GlicE^25      TTTCCTAGGGAAACCTTACAGCAACAAATTTCAGTACAGGGATCTAGTACGGGTGCATTTCTTCAAGCTAGCGGTGAGAAAATTTTTCCAGTCAATCCTGGGGAATTTACAGGGAAGATT
	GlicE^26      TTTCCTAGGGAAACCTTACAGCAACAAATTTCAGTACAGGGATCTAGTACGGGTGCATTTCTTCAAGCTAGCGGTGAGAAAATTTTTCCAGTCAATCCTGGGGAATTTACAGGGAAGATT
	GmorB^27    TTTCCTAGGGAAACCTTACAGCAACAAATTTCAGTACAGGGATCTAGTACGGGTGCATTTCTTCAAGCTAGCGGTGAGAAAATTTTTCCAGTCAATCCTGGGGAATTTACAGGGAAGATT
	GpasB^28    TTTCCTAGGGAAACCTTACAGCAACAAATTTCAGTACAGGGATCTAGTACGGGTGCATTTCTTCAAGCTAGCGGTGAGAAAATTTTTCCAGTCAATCCTGGGGAATTTACAGGGAAGATT
	GpasB^29    TTTCCTAGGGAAACCTTACAGCAACAAATTTCAGTACAGGGATCTAGTACGGG-GCATTTCTTCAAGCTAGCGGTGAGAAAATTTTTCCAGTCAATCCTGGGGAATTTACAGGGAAGATT


17 120
	GecuC^1     TGATATTATTTGGGTGTTAGGGGCAACCGATAAGGACTAATAGAGCAGACATGTCTCAATGAGAGTTTCACTTTGTTGTAATTGTTTGCTCATTAGYTTGGTGACGTTGAAAAATTGTCA
	GecuP^4     TGATATTATTTGGGTGTTAGGGGCAACCGATAAGGACTAATAGAGCAGACATGTCTCAATGAGAGTTTCACTTTGTTGTAATTGTTTGCTCATTAGTTTGGTGACGTTGAAAAATTGTCA
	GecuP^5     TGATATTATTTGGGTGTTAGGGGCAACCGATAAGGACTAATAGAGCAGACATGTCTCAATGAGAGTTTCACTTTGTTGTAATTGTTTGCTCATTAGTTTGGTGACGTTGAAAAATTGTCA
	GecuP^6      TGATATTATTTGGGTGTTAGGGGCAACCGATAAGGACTAATAGAGCAGACATGTCTCAATGAGAGTTTCACTTTGTTGTAATTGTTTGCTCATTAGTTTGGTGACGTTGAAAAATTGTCA
	GecuE^8      TGATATTATTTGGGTGTTAGGGGCAACCGATAAGGACTAATAGAGCAGACATGTCTCAATGAGAGTTTCACTTTGTTGTAATTGTTTGCTCATTAGTTTGGTGACGTTGAAAAATTGTCA
	GecuE^9       TGRTATTATTTGGGTGTTAGGGGCAACCGATAAGGACTAATAGAGCAGACATRTCTCAATGAGAGTTTCACTTTGTTGTAATTGTTTGCTCATTAGTTTGGTGACGTTGAAAAATTGTCA
	GecuE^10      TGATATTATTTGGGTGTTAGGGGCAACCGATAAGGACTAATAGAGCAGACATGTCTCAATGAGAGTTTCACTTTGTTGTAATTGTTTGCTCATTAGTTTGGTGACGTTGAAAAATTGTCA
	GlicC^15     TGATATTATTTGGGTGTTAGGGGCAACMGATAAGGACTAATAGAGCAGACATGTCTCAATGAGAGTTTCACTTTGTTGTAATTGTTTGCTCATTAGTTTGGTGACGTTGAAAAATTGTCA
	GlicP^17      TGATATTATTTGGGTGTTA-GGGCAACCGATAAGGACTAATAGAGCAGACATGTCTCAATGAGAGTTTCACTTTGTTGTAATTGTTTGCTCATTAGTTTGGTGACGTTGAAAAATTGTCA
	GlicE^20      TGATATTATTTGGGTGTTAGGGGYAACCGATAAGGACTAATAGAGCAGACATGTCTCAATGAGAGTTTCACTTTGTTGTAATTGTTTGCTCATTAGTTTGGTGACGTTGAAAAATTRTCA
	GlicE^21      TGATATTATTTGGGTGTTAGGGGCAACCGATAAGGACTAATAGAGCAGACATGTCTCAATGAGAGTTTCACTTKGTTGTAATTGTTTGCTCATTAGTTTGGTGACGTTGAAAAATTGTCA
	GlicE^22       TGATATTATTTGGGTGTTAGGGGCAACCGATAAGGACTAATAGAGCAGACATGTCTCAATGAGAGYTTCACTTTGTTGTAATTGTTTGCTCATTAGTTTGGTGACGTTGAAAAATTGTCA
	GlicE^23       TGATATTATTTGGGTGTTAGGGGCAACCGATAAGGACTAATAGAGCAGACATGTCTCAATGAGAGTTTCACTTTGTTGTAATTGTTTGCTCATTAGTTTGGTGACGTTGAAAAATTGTCA
	GlicE^24      TGATATTATTTGGGTGTTAGGGGCAACCGATAAGGACTAATAGAGCAGACATGTCTCAATGAGAGTTTCACTTKGTTGTAATTGTTTGCTCATTAGTTTGGTGACGTTGAAAAATTGTCA
	GlicE^25      TGATATTATTTGGGTGTTAGGGGCAACCGATAAGGACTAATAGAGCAGACATGTCTCAATGAGAGTTTCACTTTGTTGTAATTGTTTGCTCATTAGTTTGGTGACGTTGAAAAATTGTCA
	GmorB^27    TGATATTATTTGGGTGTTAGGGGCAACCGATAAGGACTAATAGAGCAGACATGTCTCAATGAGARTTTCACTTTGTTGTAATTGTTTGCTCATTAGYTTGGTGACGTTGAAAAATTGTCA
	GpasB^28    TGATATTATTTGGGTGTTAGGGGCAACCGATAAGGACTAATAGAGCAGACATGTCTCAATGAGAGTTTCACTTTGTTGTAATTGTTTGCTCATTAGTTTGGTGACGTTGAAAAATTGTCA


20 120
	GecuC^1     AGAATGAAATATTTGGAGTTTTTTTGACGTTTCTCCTAGTAAAATCCGATAATTTCCCACAANTCGTCTTCCAAGAGCTTTGCCATGAGTCTTGGTGAAAACGTTCACAGTGTTCATCAT
	GecuP^4     AGAATGAAATATTTGGAGTTTTTTTGACGTTTCTCCTAGTMAAATCCGATAATTTCCCACAAATCGTCTTCCAAGAGCTTTGCCATGAGTCTTGGTGAAAACGTTCACAGTGTTCATCAT
	GecuP^5      AGAATGAAATATTTGGAGTTTTTTTTACGTTTCTCCTAGTAAAATCCGATAANTTCCCACAAATCGTCTTCCAAGAGCTTTGCCATGAGTCTTGGTGAAAACGTTCACAGTGTTCATCAT
	GecuP^6      AGAATGAAATATTTGGAGTTTTTTTKACGTTTCTCCTAGTARAATCCGATAATTTCCCACAAATCGTCTTCCAAGAGCTTTGCCATGAGTCTTGGTGAAAACGTTCACAGTGTTCATCAT
	GecuE^8      AGAATGAAATATTTGGAGTTTTTTTGACGTTTCTCCTAGTAAAATCCGATAATTTCCCACAAATCGTCTTCCAAGAGCTTTGCCATGAGTCTTGGTGAAAACGTTCACAGTGTTCATCAT
	GecuE^9       AGAATGAAATATTTGGAGTTTTTTTGACGTTTCTCYTAGTAMAATCCGATAATTTCCCACAAATCGTCTTCCAAGAGCTTTGCCATGAGTCTTGGTGAAAACGTTCACAGTGTTCATCAT
	GecuE^10       AGAATGAAATATTTGGAGTTTTTTTGACGTTTCTCCTAGTAAAATCCGATAATTTCCCACAAATCGTCTTCCAAGAGCTTTGCCATGAGTCTTGGTGAAAACGTTCACAGTGTTCATCAT
	GecuE^11      AGAATGAAATATTTGGAGTTTTTTTGACGTTTCTCCTAGTAAAATCCGATAATTTCCCACAAATCGTCTTCCAAGAGSTTTGCCATGAGTCTTGGTGAAAACGTTCACAGTGTTCATCAT
	GlicC^15     AGAATGAAATATTTGGAGTTTTTTTGACGTTTCTCCTAGTMAAATCCGATAATTTCCCACAAATCGTCTTCCAAGAGCTTTGCCATGAGTCTTGGTGAAAACGTTCACAGTGTTCATCAT
	GlicP^17      AGAATGAAATATTTGGAGTTTTTTTGACGTTTCTCCTAGTAMAATCCGATAATTTCCCACAAATCGTCTTCCAAGAGCTTTGCCATGAGTCTTGGTGAAAACGTTCACAGWGTTCATCAT
	GlicE^20      AGAATGAAATATTTGGAGTTTTTTTGACGTTTCTCCTAGTAAAATCCGATAATTTCCCACAAATCGTCTTCCAAGAGCTTTGCCATGAGNCTTGGTGAAAACGNTCACAGTGTTCATCAT
	GlicE^21      AGAATGAAATATTTGGAGTTTTTTTGACGTTTCTCCTAGTAAAATCCGATAATTTCCCACAAATCGTCTTYCAAGAGCTTTGCCATGAGTCTTGGTGAAAACGTTCACAGTGTTCATCAT
	GlicE^22      AGAATGAAATATTTGGAGTTTTTTTKACGTTTCTCCTAGTAAAATCCGATAATTTCCCACAAATCGTCTTCCAAGAGCTTTGCCATGAGTCTTGGTGAAAACGTTCACAGTGTTCATCAT
	GlicE^23       AGAATGAAATATTTGGAGTTTTTTTGACGTTTCTCCTAGTAAAATCSGATAATTTCCCACAAATCGTCTTCCAAGAGCTTTGCCATGAGTCTTGGTGAAAACGTTCACAGTGTTCATCAT
	GlicE^24       AGAATGAAATATTTGGAGTTTTTTTGACGTTTCTCCTAGTAAAATCCGATAATTTCCCACAAATCGTCTTCCAAGAGCTTTGCCATGAGTCTTGGTGAAAACGTTCACAGTGTTCATCAT
	GlicE^25      AGAATGAAATATTTGNAGTTTTTTTGACGTTTCTCCTAGTAAAATCCGATAATTTCCCACAAATCGNCTTYCAAGAGCTTTGCCATGAGTCTTGGTGAAAACGTTCACAGTGTTCATCAT
	GlicE^26      AGAATGAAATATTTGGAGTTTTTTTGACGTTTCTCCTAGTAAAATCCGATAATTTCCCACAAATCGTCTTCCAAGAGCTTTGCCATGAGTCTTGGTGAAAACGTTCACAGTGTTCATCAT
	GmorB^27    AGAATGAAATATTTGGAGTTTTTTTGACGTYTCTCMTAGTAAAATCCGATAATTTCCCACAAATCGTCTTCCAAGAGCTTTGCCATGAGTCTTGGTGAAAACGTTCACAGTGTTCATCAT
	GpasB^28    AGAATGAAATATTTGGAGTTTTTT-----TCTCTCATAGTAAAATCCGATAATTTCCCACAAATCGTCTTCCAAGAGCTTTGCCATGAGTCTTGGTGAAAACGTTCACAGTGTTCATCAT
	GpasB^29    AGAATGAAATATTTGGAGTTTTTT-----TCTCTCATAGTAAAATCCGATAATTTCCCACAAATCGTCTTCCAAGAGCTTTGCCATGAGTCTTGGTGAAAACGTTCACAGTGTTCATCAT


20 120
	GecuC^1     GATCGACATCTATAGAAAAGTAATCATTGTAAATAGCTACA-TTTTTATGAATTTAGGCTCTYTATTATACCTATGTACTTTTACTCAAAGGGAATTTCATCCCGCAAACCGAAAGATAA
	GecuP^4     GATCGACATCTATAGAAAAGTAATCATTGTAAATAGCTACA-TTTTTATGAATTTAGGCTCTTTATTATACCTATGTACTTTTACTCAAAGGGAATTTCATCCCGCAAACCGAAAGATAA
	GecuP^5      GATCGACATCTATAGAAAAGTAATCATTGTAAATAGCTACA-TTTTTATGAATTTAGGCTCTYTATTATACCTATGTACTTTTACTCAAAGGGAATTTCATCCCGCAAACCGAAAGATAA
	GecuE^8      GATCGACATCTATAGAAAAGTAATCATTGTAAATAGCTACA-TTTTTATGAATTTAGGCTCTTTATTATACCTATGTACTTTTACTCAAAGGGAATTTCATCCCGCAAACCGAAAGATAA
	GecuE^9       GATCGNCATCTNTAGAAAAGTAATCATTGTAAATAGCTACA--TTTTATGAATTTAGGCTCTTTATTATACCTATGTACTTTTACTCAAAGGGAATTTCATCCCRCAAACCGAAAGATAA
	GecuE^10       GATCGACATCTATAGAAAAGTAATCATTGTAAATAGCTACA-TTTTTATGAATTTAGGCTCTTTATTATACCTATGTACTTTTACTCAAAGGGAATTTCATCCCGCAAACCGAAAGATAA
	GecuE^11       GATCKACATCTATAGAAAAGTAATCATTGTAAATAGCTACA-TTTTTATGAATTTAGGCTCTTTATTATACCTATGTACTTTTACTCAAAGGGAATTTCATCCCGCAAACCGAAAGATAA
	GecuE^12      GATCGACATCTATAGAAAAGTAATCATTGTAAATAGCTACA-TTTTTATGAATTTAGGCTCTTTATTATACCTATGTACTTTTACTCAAAGGGAATTTCATCCCGCAAACCGAAAGATAA
	GlicC^15     GATCGACATCTATAGAAAAGTAATCATTGTMAATAGCTACA-TTTTTATGAATTTAGGCTCTTTATTATACCTATGTACTTTTACTCAAAGGGAATTTCATCCCGCAAACCGAAAGATAA
	GlicP^17      GATCGACATCTATAGAAAAGTAATCATTGTAAATAGCTACA-TTTTTATGAATTTAGGCTCTTTATTATACCTATGTACTTTTACTCAAAGGGAATTTCATCCCGCAAACCGAAAGATAA
	GlicP^18      GATCGACATCTATAGAAAAGTAATCATTGTAAATAGCTACA-TTTTTATGAATTTAGGCTCTTTATTATACCTATGTACTTTTACTCAAAGGGAATTTCATCCCGCAAACCGAAAGATAA
	GlicE^20      GATCGACATCTATAGAAAAGTAATCATTGTAAATAGCTACA-TTTTTATGAATTTAGGCTCTTTATTATACCTATGTACTTTTACTCAAAGGGAATTTCATCCCGCAAACCGAAAGATAA
	GlicE^21      GATCGACATCTATAGAAAAGTAATCATTGTAAATAGCTACA-TTTTTATGATTTTAGGCTCTTTATTATACCTATGTACTTTTACTCAAAGGGAATTTCATCCCGCAAACCGAAAGATAA
	GlicE^22      GATCGACATCTATAGAAAAGTAATCATTGTAAATAGCTACA-TTTTTATGAATTTAGGCTCTTTATTATACCTATGTACTTTTACTCAAAGGGAATTTCATCCCGCAAACCGAAAGATAA
	GlicE^23       GATCGACATCTATAGAAAAGTAATCATTGTMAATAGCTACA-TTTTTATGAATTTAGGCTCTTTATTATACCTATGTACTTTTACTCAAAGGGAATTTCATCCCGCAAACCGAAAGATAA
	GlicE^24       GATCGACATCTATAGAAAAGTAATCATTGTAAATAGCTACATTTTTTATGAATTTAGGCTCTTTATTATACCTATGTACTTTTACTCAAAGGGAATTTCATCCCGCAAACCGAAAGATAA
	GlicE^25      GATCGACATCTMTAGAAAAGTAATCATTGTAAATAGCTACA-TTTTTATGAATTTAGGCTCTTTATTATACCTATGTACTTTTAYTCAAAGGGAATTTCRTCCCGCAAACCGAAAGATAA
	GmorB^27    GATCGACATCTATAGAAAAGTAATCATTGTAAATAGCTACA-TTTTTATGAATTTAGGCTCTTTATTATACCTATGTACTTTTACTCAAAGGGAATTTCATCCCGCAAACCGAAAGATAA
	GpasB^28    GATCGACATCTATAGAAAAGTAATCATTGTAAATAGCTACA-TTTTTATGAATTTAGGCTCTCTATTATACCTATGTACTTTTACTCAAAGGGAATTTCATCCCGCAAACCGAAAGATAA
	GpasB^29    GATCGACATCTATAGAAAAGTAATCATTGTAAATAGCTACA-TTTTTATGAATTTAGGCTCTCTATTATACCTATGTACTTTTACTCAAAGGGAATTTCATCCCGCAAACCGAAAGATAA


20 120
	GecuC^1     TAGTTTTACCATTCCATCACTTGATATTTCAATAACTTGTTCCTTCATGTTTGTTGCAATCTCAGCGCGCTGAAAAGAATTGTCTAAAAACAGATTCAGTATTCATCTGTAATTATCATA
	GecuP^4     TAGTTTTACCATTCMATCACTTGATATTTCAATAAYTTGTTCCTTCATGTTTGTTGCAATCTCAGCGCGCTGAAAAGAATTGTCTAAAAACAGATTCAGTATTCAYCTGTAATTATCATA
	GecuP^5     TAGTTTTACCATTCCATCACTTGATATTTCAATAACTTGTTCCTTCATGTTTGTTGCAATCTCAGCGCGCTGAAAAGAATTGTCTAAAAACAGATTCAGTATTCATCTGTAATTATCATA
	GecuP^6      TAGTTTTACCATTCCATCACTTGATATTTCAATAACTTGTTCCTTCATGTTTGTTGCAATCTCAGCGCGCTGAAAAGAATTGTCTAAAAACAGATTCAGTATTCATCTGTAATTATCATA
	GecuE^8      TAGTTTTACCATTCCATCACTTGATATTTCAATAACTTGTTCCTTCATGTTTGTTGCAATCTCAGCGCGCTGAAAAGAAYTGTCTAAAAACAGATTCAGTATTCATCTGTAATTATCATA
	GecuE^9       TAGTTTTACCATTCCATCACTTGATATTTCAATAACTTGTTCCTTCATGTTTGTTGCAATCTCAGCSCGCTGAAAAGAATTGTCTAAAAACAGATTCAGTATTCATCTGTAATTATCATA
	GecuE^10       TAGTTTTACCATTCCATCACTTGATATTTCAATAACTTGTTCCTTCATGTTTGTTGCAATCTCAGCSCGCTGAAAAGAATTGTCTAAAAACAGATTCAGTATTCATCTGTAATTATCATA
	GecuE^11      TAGTTTTACCATTCCATCACTTGATATTTCAATAACTTGTTCCTTCATGTTTGTTGCAATCTCAGCGCGCTGAAAAGAATTGTCTAAAAACAGATTCAGTATTCATCTGTAATTATCATA
	GlicC^15     TAGTTTTACCATTCCATCACTTGATATTTCAATAACTTGTTCCTTCATGTTTGTTGCAATCTCAGCGCGCTGAAAAGAATTGTCTAAAAACAGATTCAGNATTCATCTGTAATTATCATA
	GlicP^17      TAGTTTTACCATTCCATCACTTGATATTTCAATAACTTGTTCCTTCATGTTTGTTGCAATCTCAGCGCGCTGAAAAGAATTGTCTAAAAACAGATTCAGTATTCATCTGTAATTATCATA
	GlicP^18      TAGTTTTACCATTCCATCACTTGATATTTCAATAACTTGTTCCTTCATGTTTGTTGCAATCTCAGCGCGCTGAAAAGAATTGTCTAAAAACAGATTCAGTATTCATCTGTAATTATCATA
	GlicE^20      TAGTTTTACCATTCYATCACTTGATATTTCAATAACTTGTTCCTTCATGTTTGTTGCAATCTCAGCGCGCTGAAAAGAATTGTCTAAAAACAGATTCARTATYCATCTGTAATTATCATA
	GlicE^21      TAGTTTTACCATTCYATCACTTGATATTTCAATAACTTGTTCCTTCATGTTTGTTGCAATCTCAGCGCGCTGAAAAGAATTGTCTAAAAACAGATTCARTATTCATCTGTAATTATCATA
	GlicE^22      TAGTTTTACCATTCCATCACTTGATATTTCAATAACTTGTTCCTTCATGTTTGTTGCAATCTCAGCGCGCTGAAAAGAATTGTCTAAAAACAGATTCAGTATTCATCTGTAATTATCATA
	GlicE^23       TAGTTTTACCATTCCATCACTTGATATTTCAATAACTTGTTCCTTCATGTTTGTTGCAATCTCAGCGCGCTGAAAAGAATTGTCTAAAAACAGATTCAGTATTCATCTGTAATTATCATA
	GlicE^24       TAGTTTTACCATTCCATCACTTGATATTTCAATAACTTGTTCCTTCATGTTTGTTGCAATCTCAGCGCGCTGAAAAGAATTGTCTAAAAACAGATTCAGTATTCATCTGTAATTATCATA
	GlicE^25      TAGTTTTACCATTCCATCACTTGATATTTCAATAACTTGTTCCTTCATGTTTGTTGCAATCTCAGCGCGCTGAAAAGAATTGTCTAAAAACAGATTCAGTATTCATCTGTAATTATCATA
	GlicE^26      TAGTTTTACCATTCCATCACTTGATATTTCAATAACTTGTTCCTTCATGTTTGTTGCAATCTCAGCGCGCTGAAAAGAATTGTCTAAAAACAGATTCAGTATTCATCTGTAATTATCATA
	GmorB^27    TAGTTTTACCATTCMATCACTTGATATTTCAATAAYTTGTTCCTTYATGTTTGTTGCAATCTCAGCGCGCTGAAAAGAATTGTCTAAAAACAGATTCAGTATTCATCTGTAATTATCATA
	GpasB^28    TAGTTTTACCATTCCATCACTTGATATTTCAATAACTTGTTCCTTCATGTTTGTTGCAATCTCAGCGCGCTGAAAAGAATTGTCTAAAAACAGATTCAGTATTCATCTGTAATTATCATA


17 120
	GecuC^1     GTATACAATATAAAAAACGGAAATTTGAYAAAATGCATGCATGGGTTTGTAGAGCTTTCTTGCGCAATGTCACTCTTTTTTCTAATGTCTKCATTCGTAGTCGAACCA-TTTTTTTTTGC
	GecuP^4     GTATACAATATAAAAAACGGAAATTTGATAAAATGCATGCATGGGTTTGTAGAGCTTTCTTGCGCAATGTCACTCTTTCTTCTAATGTCTGCATTCGTAGTCGAACCATTTTTTTTTTGC
	GecuE^8      GTATACAATATAAAAAACGGAAATTTGATAAAATGCATGCATGGGTTTGTAGAGCTTTCTTGCGCAATGTCACTCTTTCTTCTAATGTYTGCATTCGTAGTCGAACCA-TTTTTTTTTGC
	GecuE^9       GTATACAATATAAAAAACGGAAATTTGATAAAATGCATGCATGGGTTTGTAGAGCTTTCTTGCGCAATGTCACTCTTTCTTCTAATGTCTGCATTCGTAGTSGAACCA-TTTTTTTTTGC
	GecuE^10       GTATACAATATAAAAAACGGAAATTTGATAAAATGCATGCATGGGTTTGTAGAGCTTTCTTGCGCAATGTCACTCTTTCTTCTAATGTCTGCATTCGTAGTCGAACCA-TTTTYTTTTGC
	GlicC^15     GTATACAATATAAAAAACGGAAATTTGATAAAATGCATGCATGGGTTT-TAGAGCTTTCTTGCGCAATGTCACTCTTTCTTCTAATGTCTGCATTCGTAGTCGAACCA-TTTTTTTTTGC
	GlicP^17      GTATACAATATAAAAAACGGAAATTTGATAAAATGCATGCATGGGTTTGTAGAGCTTTCTTGCGCAATGTCACTCTTT-TTCTAATGTCTNCATTCGTAGTCGAACCA-TTTTTTTTTGC
	GlicE^20      GTATACAATATAAAAAACGGAAATTTGATAAAATGCATGCATNGGTTTGTAGAGCTTTCTTGCGCAATGTCACTCTTTYTTCTAATGTCTKCATTCGTAGTCGAACCA-TTTTTTTTTGC
	GlicE^21      GTATACAATATAAAAAACGGAAATTTGATAAAATGCATGCATGGGTTTGTAGAGCTTTCTTGCGCAATGTCACTCTTTCTTCTAATGTCTGCATTCGTAGTCGAACCA-TTTTTTTTTGC
	GlicE^22      GTATACAATATAAAAAACGGAAATTTGATAAAATGCATGCATGGGTTTGTAGAGCTTTCTTGCGCAATGTCACTCTTTCTTCTAATGTCTGCATTCGTAGTCGAACCA-TTTTTTTTTGC
	GlicE^23       GTATACAATATAAAAAACGGAAATTTGATAAAATGCATGCATGGRTTTGTAGAGCTTTCTTGCGCAATGTCACTCTTTCTTCTAATGTCTGCATTCGTAGTCGAACCA-TTTTTTTTTGC
	GlicE^24       GTATACAATATAAAAAACGGAAATTTGATAAAATGCATRCATGGRTTTGTAGAGCTTTCTTGCGCAATGTCACTCTTTCTTCTAATGTCTGCATTCGTAGTCGAACCA-TTTTTTTTTGC
	GlicE^25      GTATACAATATAAAAAACGGAAATTTGATAAAATGCATGCATGGGTTTTTAGAGCTTTCTTGCGCAATGTCACTCTTTCTTCTAATGTCTGCATTCGTAGTCGAACCA-TTTTTTTTTGC
	GlicE^26      GTATACAATATAAAAAACGGAAATTTGATAAAATGCATGCATGGGTTTGTAGAGCTTTCTTGCGCAATGTCACTCTTTCTTCTAATGTYTGCATTCGTAGTCGAACCA-TTTTTTTYTGC
	GmorB^27    GTATACAATATAAAAAACGGAAATTTGATAAAATGCATGCATGGGTTTGTAGAGCTTTCTTGCGCAATGTCACTCTTTCTTCTAATGTCTGCATTCGTAGTCGAACCA-TTTTTTTTTGC
	GpasB^28    GTATACAATATAAAAAACGGAAATTTGATAAAATGCATGCATGGGTTTGTAGAGCTTTCTTGCGCAATGTCACTCTTTCTTCTAATGTCTGCATTCGTAGTCGAACCA-TTTTTTTTTGC
	GpasB^29    GTATACAATATAAAAAACGGAAATTTGATAAAATGCATGCATGGGTTTGTAGAGCTTTCTTGCGCAATGTCACTCTTTCTTCTAATGTCTGCATTCGTAGTCGAACCA-TTTTTTTTTGC


19 120
	GecuC^1     AATGATGATTATACTGTCTCTTTGGTGAGTACAATCTAAATAGCAATTTTATTGTGTGGCAACGAAGTCCGCATTCGATCGTTGGCATAGTCCTTATTAGGACAAAGRAAAATCCTGGAA
	GecuP^4     AATGATGATTATACTGTCTCTTTGGTGAGTACAATCTAAATAGCAATTTTATTGTGTGGCAACGAAGTCCGCATTCGATCGTTGGCATAGTCCTTATTAGGACAAAGGAAAATCCTGGAA
	GecuP^5     AATGATGATTATACTGTCTCTTTGGTGAGTACAATMTAAATAGCAATTTTATTGTGTGGCAACGAAGTCCGCATTCGATCGTTGGCATAGTCCTTATTAGGACAAAGGAAAATCCTGGAA
	GecuP^6      AATGATGATTATACTGTCTCTTTGGTGAGTACAATCTAAATAGCAATTTTATTGTGTGGCAACGAAGTCCGCATTCGATCGTTGGCATAGTCCTTATTAGGACAAAGGAAAATCCTGGAA
	GecuP^7      AATGATNATTATACTGTCTCTTTGGTGAGTACAATCTAAATAGCAATTTTATTGTGTGGCAACGAAGTCCGCATTCGATCGTTGGCATAGTCCTTATTAGGACAAAGGAAAATCCTGGAA
	GecuE^8      AATGATGATTATACTGTCTCTTTGGTGAGTACAATCTAAATAGCAATTTTATTGTGTGGCAACGAAGTCCGCATTCGATCGTTGGCATAGTCCTTATTAGGACAAAGGAAAATCCTGCAA
	GecuE^9       AATGATGATTATACTGTYTCTTTGGTGAGTACAATCTAAATAGCAATTTTATTGTGTGGCAACGAAGTCCGCATTCGATCGTTGGCATAGTCCTTATTAGGACAAAGGAAAATCCTGGAA
	GecuE^10       AATGATGATTATACTGTYTCTTTGGTGAGTACAATCTAAATAGCAATTTTATTGTGTGGCAACGAAGTCCGCATTCGATCGTTGGCATAGTCCTTATTAGGACAAAGGAAAATCCTGGAA
	GecuE^11      ARTGATGATTATACTGTCTCTTTGGTGAGTACAATCTAAATAGCAATTTTATTGTGTGGCAACGAAGTCCGCATTCGATCGTTGGCATAGTCCTTATTAGGACAAAGGAAAATCCTGSAA
	GlicC^15     AATGATGATTATACTGTCTCTTTGGTGAGTACAATCTAAATAGCAATTTTATTGTGTGGCAACGAAGTCCGCATTCGATCGTTGGCATAGTCCTTATTAGGACAAAGGAAAATCCTGGAA
	GlicP^17      AATGATGATTATACTGTCTCWTTGGTGAGTACAATCTAAATAGCAATTTTATTGTGTGGCAACGAAGTCCGCATTCGATCGTTGGCATAGTCCTTATTAGGACAAAGGAAAATCCTGSAA
	GlicE^20      AATGATGATTATACTGTCTCTTTGGTGAGTACAATCTAAATAGCAATTTTATTGTGTGGCAACGAAGTCCGCATTCGATCGTTGGCGTAGTCCTTATTAGGACAAAGGAAAATCCTAGAA
	GlicE^21      AATGATGATTATACTGTCTCTTTGGTGAGTACAATCTAAATAGCAATTTTATTGTGTGGCAACGAAGTCCGCATTCGATCGTTGGCATAGTCCTTATTAGGACAAAGGAAAATYCTGGAA
	GlicE^22       AATGATGATTATACTGTCTCTTTGGTGAGTACAATCTAAATAGCAATTTTATTGTGTGGCAACGAAGTCCGCATTCGATCGTTGGCATAGTCCTTATTAGGACAAAGGAAAATCCTGGAA
	GlicE^23       AATGATGATTATACTGTCTCTTTGGTGAGTACAATCTAAATAGCAATTTTATTGTGTGGCAACGAAGTCCGCATTCGATCGTTGGCATAGTCCTTATTAGGACAAAGGAAAATCCTGGAA
	GlicE^24      AATGATGANTATACTGTCTCTTTGGTGAGTACAATCTAAATAGCAATTTTATTGTGTGGCAACGAAGTCCGCATTCGATCGTTGGCATAGTCCTTATTAGGACAAAGGAAAATCCTGGAA
	GlicE^25      AATGATGATTATACTGTCTCTTTGGTGAGTACAATCTAAATAGCAATTTTATTGTGTGGCAACGAAGTCCGCATTCGATCGTTGGCGTAGTCCTTATTAGGACAAAGGAAAATCCTGGAA
	GmorB^27    AATGATGATTATACTGTCTCWTTGGTGAGTACAATCTAAATAGCAATTTTATTGTGTGGCAACGAAGTCCGCATTCGATCGTTGGCATAGTCCTTATTAGGACAAAGGAAAATCCTGSAA
	GpasB^28    AATGATGATTATACTGTCTCTTTGGTGAGTACAATCTAAATAGCAATTTTATTGTGTGGCAACGAAGTCCGCATTCGATCGTTGGCATAGTCCTTATTAGGACAAAGGAAAATCCTGGAA


17 120
	GecuC^1     AAAATGTTTTTCATCTAGAAAGGTAAAGGAAACAATATTTTATTAGTAGAATATTTCACGTAAATCCTTTGAATTGTATATTTCCGAATAATTNATTTCATTTTTTGTAATCAAACAAGT
	GecuP^4     AAAATGTTTTTCATCTAGAAAGGTAAAGGAAACAATATTTTATTAGTAGAATATTTCACGTAAATCCTTTGAATTGTATATTTCCGAATAATTGATTTCATTTTTTGTAATCAAACAAGT
	GecuP^5      AAAATGTTTTTCATCTAGAAAGGTRAAGGRAACAATATTTTATTAGTAGAATATTTCACGTAAATCCTTTGAATTGTATATTTCCGAATAATTGATTTCATTTTTTGTAATCAAACAAGT
	GecuE^8      AAAATGTTTTTCATCTAGAAAGGTAAAGGAAACAATATTTTATTAGTAGAATATTTCACGTAAATCCTTTGAATTGTATATTTCCGAATAATTGATTTCATTTTTTGTAATCAAACAAGT
	GecuE^9       AAAATGTTTTTCATCTAGAAAGGTAAAGGAAACAATATTTTATTAGTAGAATATTTCACGTAAATCCTTTGAATTGTATATTTCCGAATAATTGATTTCATTTTTTGTAATCAAACAAGT
	GecuE^10       AAAATGTTTTTCATCTAGAAAGGTAAAGGAAACAATATTTTATTAGTAGAATATTTCACGTAAATCCTTTGAATTGTATATTTCCGAATAATTGATTTCATTTTTTGTAATCAAACAAGT
	GlicC^15     AAAATGTTTTTCATCTAGAAAGATGAAGGAAACAATATTTTATTAGTAGAATATTTCACGTAAATCCTTTGAATTGTATATTTCCGAATAATTGATTTCATTTTTTGTAATCAAACAAGT
	GlicP^17      AAAATGTTTTTCATCTAGAAAGGTAAAGGAAMCAATATTTTATTAGTAGAATATTTCACGTAAATCCTTTGAATTGTATATTTCCGAATAATTGATTTCATTTTTTGTAATCAAACAAGT
	GlicE^20      AAAATGTTTTTCATCTAGAAAAGTAAAGGAAACAATATTTTATTAGTAGAATATTTCATGTAAATCCTTTGAATTGTATATTTCCGAATAATTGATTTCATTTTTTGTAATCAAACAAGT
	GlicE^21      AAAATGTTTTTCATCTAGAAARGTAAAGGAAACAATATTTTATTAGTAGAATATTTCAYGTAAATCCTTTGAATTGTATATTTCCGAATAATTGATTTCATTTTTTGTAATCAAACAAGT
	GlicE^22       AAAATGTTTTTCATCTAGAAAGGTARAGGAAACAATATTTTATTAGTAGAATATTTCACGTAAATCCTTTGAATTGTATATTTCCGAATAATTGATTTCATTTTTTGTAATCAAACAAGT
	GlicE^23       AAAATGTTTTTCATCTAGAAAGGTAAAGGAAACAATMTTTTATTAGTAGAATATTTCACGTAAATCCTTTGAATTGTATATTTCCGAATAATTGATTTCATTTTTTGTAATCAAACAAGT
	GlicE^24      AAAATGTTTTTCATCTAGAAARGTAAAGGAAACAATATTTTATTAGTAGAATATTTCAYGTAAATCCTTTGAATTGTATATTTCCGAATAATTGATTTCATTTTTTGTAATCAAACAAGT
	GlicE^25      AAAATGTTTTTCATCTAGAAAGGTAAAGGAAACAATCTTTTATTAGTAGAATATTTCACGTAAATCCTTTGAATTGTATATTTCCGAATAATTGATTTCATTTTTTGTAATCAAACAAGT
	GmorB^27    AAAATGTTTTTCATCTAGAAAGGTRAAGGAAACAATATTTTATTAGTAGAATATTTCACGTAAATCCTTTGAATTGTATATTTCCGAATAATTGATTTCATTTTTTGTAATCAAACAAGT
	GpasB^28    AAAATGTTTTTCATCTACAAAAGTAAAGGAAACAATATTTTATTAGTAGAATATTTCACGTAAATCCTTTGAATTGTATATTTCCGAATAATTGATTTCATTTTTTGTAATCAAACAAGT
	GpasB^29    AAAATGTTTTTCATCTAGAAAGGTAAAGGAAACAATATTTTATTAGTAGAATATTTCACGTAAATCCTTTGAATTGTATATTTCCGAATAATTGATTTCATTTTTTGTAATCAAACAAGT


17 120
	GecuC^1     CGGCCGAATTACCGAAGGGCTCACT-GGTGGTTTAGAGCCAGACTAATTTTCCTTACGTGTTGTATAAGTATCGAGTTACTTTATCCTTTTACAGTGAGGGCCTAAAGTGTCTCCCCCGT
	GecuP^4     CGGCCGAATTACCGAAGGGCTCACT-GGTGGTTTAGAGCCAGACTAATTTTCCTTACGTGTTGTATAAGTATCGAGTTACTTTATCCTTTTACAGTGAGGGCCTAAAGTGTCTCCCCCGT
	GecuP^5     CGGCCGAATTACCGAAGGGCTCACT-GGTGGTTTAGAGCCAGACTAATTTTCCTTNCGTGTTGTATAAGTATNGAGTTACTTTATCCTTTTACAGTGAGGGCCTAAAGTGTCTCCCCCGT
	GecuP^6      CGGCCGAATTACCGAAGGGCTCACT-GGTGGTTTAGAGCCAGACTAATTTTCCTTACGTGTTGTATAAGTATCGAGTTACTTTATCCTTTTACAGTGAGGGCCTAAAGTGTCTCCCCCGT
	GecuE^8      CGGCCGAATTACCGAAGGGCTCACT-GGTGGTTTAGAGCCAGACTAATTTTCCTTACGTGTTGTATAAGTATCGAGTTACTTTATCCTTTTACAGTGAGGRCCTAAAGTGTCTCCCCCGT
	GecuE^9       CGGCCGAATTACCGAAGGGCTCACT-GGTGGTTTAGAGCCAGACTAATTTTCCTTACGTGTTGTATAAGTATCGAGTTACTTTATCCTTTTACAGTGAGGGCCTAAAGTGTCTCCCCCGT
	GecuE^10       CGGCCGAATTACCGAAGGGCTCACT-GGTGGTTTAGAGCCAGACTAATTTTCCTTACGTGTTGTATAAGTATCGAGTTACTTTATCCTTTTACAGTGAGGGCCTAAAGTGTCTCYCCCGT
	GecuE^11       CGGCCGAATTACCGAAGGGCTCACT-GGTGGTTTAGAGCCAGACTAATTTTCCTTACGTGTTGTATAAGTATCGAGTTACTTTATCCTTTTACAGTGAGGGCCTAAAGTGTCTCCCCCGT
	GecuE^12      CGGCCGAATTACCGAAGGGCTCACT-GGTGGTTTAGAGCCAGACTAATTTTCCTTACGTGTTGTATAAGTATCGAGTTACTTTATCCTTTTACAGTGAGGRCCTAAAGTGTCTCCCCCGT
	GlicC^15     CRGCCGAATTACCGAAGGGCTCACTNGGTGGTTTAGAGCCAGACTAATTTTCCTTACGTGTTGTATAAGTATCGAGTTACTTTATCCTTTTACAGTGAGGGCCYAAAGTGTCTCCCCCGT
	GlicP^17      CGGCCGAATTACCGAAGGGCTCACT-GGTGGTTTAGAGCCAGACTAATTTTCCTTACGTGTTGTATAAGTATCGAGTTACTTTATCCTTTTACAGTGAGGGCCCAAAGTGTCTCCCCCGT
	GlicE^20      CGGCCGAATTACCGAAGGGCTCACT-GGTGGTTTAGAGCCAGACTAATTTTCCTTACGTGTTGTATAAGTATCGAGTTACTTTATCCTTTTACAGTGAGGGCCCAAAGTGTCTCCCCCGT
	GlicE^21      CGGCCGAATTACCGAAGGGCTCACT-GGTGGTTTAGAGCCAGACTAATTTTCCTTACGTGTTGTATAAGTATCGAGTTACTTTATCCTTTTACAGTGAGGGCCCAAAGTGTCTCCCCCGT
	GlicE^22      CGGCCGAATTACCGAAGGGCTCACT-GGTGGTTTAGAGCCAGACTAATTTTCCTTACGTGTTGTATAAGTATCGAGTTACTTTATCCTTTTACAGTGAGGGCCTAAAGTGTCTCCCCCGT
	GmorB^27    CGGCCGAATTACCGAAGGGCTCACT-GGTGGTTTAGAGCCAGACTAATTTTCCTTACGTGTTGTATAAGTATCGAGTTACTTTATCCTTTTACAGTGAGGGCCTAAAGTGTCTCCCCCGT
	GpasB^28    CGGCCGAATTACCGAAGGGCTCACT-GGTGGTTTAGAGCCAGACTAATTTTCCTTACGTGTTGTATAAGTATCGAGTTACTTTATCCTTTTACAGTGAGGGCCTAAAGTGTCTCCCCCGT
	GpasB^29    CGGCCGAATTACCGAAGGGCTCACT-GGTGGTTTAGAGCCAGACTAATTTTCCTTACGTGTTGTATAAGTATCGAGTTACTTTATCCTTTTACAGTGAGGGCCTAAAGTGTCTCCCCCGT


19 120
	GecuC^1     TTATGCTGACAGGGAAACGTAAAACTGTTACTAATGAAATCTATTTTTCAAACGTGTTGGATAAAGAAACGGGCGTTATATCATACACATTCCTAAAATACATATTTCTCGAGTTACATT
	GecuP^4     TTATGCTGACAGGGAAACGTAAAACTGTTACTAATGAAATCTATTTTTCAAACGTGTTGGATAAAGAAACGGGCGTTATATCATACACATTCCTAAAATACATATTTCTCGAGTTACATT
	GecuP^5      TTATGCTGACAGGGAAACGTAAAACTGTTACTAATGAAATCTATTTTTCAAACGTGTTGGATAAAGAAACGGGCGTTATATCATACACATTCCTAAAATACATATTTCTCGAGTTACATT
	GecuE^8      TTATGCTGACAGGGAAACGTAAAACTGTTACTAATGANATCTATTTTTCAAACGTGTTGGATAAAGAAACGGGCGTTATATCATACACATTCCTAAAATACATATTTCTCGAGTTACATT
	GecuE^9       TTATGCTGACAGGGAAACGTAAAACTGTTACTAATGAAATCTATTTTTCAAACGTGTTGGATAAAGAAACGGGCGTTATATCATACACATTCCTAAAATACATATTTCTCGAGTTACATT
	GecuE^10       TTATGCTGACAGGGAAACGTAAAACTGTTACTAAYGAAATCTATTTTTCAAACGTGTTGGATAAAGAAACGGGCGTTATATCATACACATTCCTAAAATACATRTTTCTCGAGTTACATT
	GecuE^11      TTATGCTGACAGGGAAACGTAAAACTGTTACTAATGAAATCTATTTTTCAAACGTGTTGGATAAAGAAACGGGCGTTATATCATACACATTCCTAAAATACATATTTCTCGAGTTACATT
	GlicC^15     TTATGCTGACAGGGAAACGTAAAACTGTTACTAATGAAATCTATTTTTCAAACGTGTTGGATAAAGAAACGGGCGTTATATCATACACATTCCTAAAATACATATTTCTCGAGTTACATT
	GlicP^17      TTATGCTGACAGGGAAACGTAAAACTGTTACTAATGAAATCTATTTTTCAAACGTGTTGGATAAAGAAACGGGCGTTATATCATACACATTCCTAAAATACATATTTCTCGAGTTACATT
	GlicE^20      TTATGCTGACAGGGAAACGTAAAACTGTTACTAATGAAATCTATTTTTCAAACGTGTTGGATAAAGAAACGGGCGTTATATCATACACATTCCTAAAATACATATTTCTCGAGTTACATT
	GlicE^21      TTATGCTGACAGGGAAACGTAAAACTGTTACTAATGAAATCTATTTTTCAAACGTGTTGGATAAAGAAACGGGCGTTATATCATACACATTCCTAAAATACATATTTCTCGAGTTACATT
	GlicE^22      TTATGCTGACAGGGAAACGTAAAACTGTTACTAATGAAATCTATTTTTCAAACGTGTTGGATAAAGAAACGGGCGTTATATCATACACATTCCTAAAATACATATTTCTCGAGTTACATT
	GlicE^23       TTATGCTGACAGGGAAACGTAAAACTGTTACTAATGAAATCTATTTTTGAAACGTGTTGGATAAAGAAACGGGCGTTATATCATACACATTCCTAAAATACATATTTCTCGAGTTACATT
	GlicE^24       TTATGCTGACAGGGAAACGTAAAACTGTTACTAATGAAATCTATTTTTCAAACGTGTTGGATAAAGAAACGGGCGTTATATCATACACATTCCTAAAATACATATTTCTCGAGTTACATT
	GlicE^25      TTATGCTGACAGGGAAACGTAAAACTGTTACTAATGAAATCTATTTTT-AAACGTGTTGGATAAAGAAACGGGCGTTATATCATACACATTCCTAAAATACATATTTCTCNAGTTACATT
	GlicE^26      TTATGCTGACAGGGAAACGTAAAACTGTTACTAATGAAATCTATTTTTCAAACGTGTTGGATAAAGAAACGGGCGTTATATCATACACATTCCTAAAATACATATTTCTCGAGTTACATT
	GmorB^27    TTATGCTGACAGGGAAACGTAAAACTGTTACTAATGAAATCTATTTTTCAAACGTGTTGGATAAAGAAACGGGCGTTATATCATACACATTCCTAAAATACATATTTCTCGAGTTACATT
	GpasB^28    TTATGCTGACAGGGAAACGTAAAACTGTTACTAATGAAATCTATTTTTCAAACGTGTTGGATAAAGAAACGGGCGTTATATCATACACATTCCTAAAATACATATTTCTCGAGTTACATT
	GpasB^29    TTATGCTGACAGGGAAACGTAAAACTGTTACTAATGAAATCTATTTTTCAAACGTGTTGGATAAAGAAACGGGCGTTATATCATACACATTCCTAAAATACATATTTCTCGAGTTACATT


18 120
	GecuC^1     GGACATGCACGTAAATTTAGTGCCTTTGTGGTGTCAGTTCCGCTCGTGAGCAACAGCGAACTCTAAAATTAGGATGCGAGAATGAGAAACAAGGACGCCACATTGTCGGAGTTCACCATC
	GecuP^4     GGACATGCACGTAAATTTAGTGCCTTTGTGGTGTCAGTTCCGCTCGTGAGCAACAGCGAACTCTAAAATTAGGATGCGAGAATGAGAAACAAGGACGCCACATTGTCGGAGTTCACCATC
	GecuP^5      GGACATGCACGTAAATTTAGTGCCTTTGTGGTGTCAGTTCCGCTCGTGAGCAACAGCGAACTCTAAAATTAGGATGCGAGAATGAGAAACAAGGACGCCACATTGTCGGAGTTCACCATC
	GecuE^8      GGACATGCACGTAAATTTAGTGCCTTTGTGGTGTCAGTTCCGCTCGTGAGCAACAGCGAACTCTAAAATWAGGATGCGAGAATGAGAAACAAGGACGCCACATTGTCGGAGTTCACCATC
	GecuE^9       GGACATGCACGTAAATTTAGTGCCTTTGTGGTGTCAGTTCCGCTCGTGAGCAACAGCGAACTCTAAAATTAGGATGCGAGAATGAGAAACAAGGACGCCACATTGTCGGAGTTCACCATC
	GecuE^10       GGACATGCACGTAAATTTAGTGCCTTTGTGGTGTCAGTTCCGCTCGTGAGCAACAGCGAACTCTAAAATTAGGATGCGAGAATGAGAAACAAGGACGCCACATTGTCGGAGTTCACCATC
	GecuE^11      GGACATGCACGTAAATTTAGTGCCTTTGTGGTGTCAGTTCCGCTCGTGAGCAACAGCGAACTCTAAAATWAGGATGCGAGAATGAGAAACAAGGACGCCACATTGTCGGAGTTCACCATC
	GlicC^15     GGACATGCACGTAAATTTAGTGCCTTTGTGGTGTCAGTTCCGCTCGTGAGCAACAGCGAACTCTAAAATTAGGATGCGAGAATGAGAAACAAGGACGCCACATTGTCGGAGTTCACCATC
	GlicP^17      GGACATGCACGTAAATTTAGTGCCTTTGTGGTGTCAGTTCCGCTCGTGAGCAACAGCGAACTCTAAAATTAGGATGCGAGAATGAGAAACAAGGACGCCACATTGTCGGAGTTCACCATC
	GlicE^20      GGACATGCACGTAAATTTAGTGCCTTTGTGGTGTCAGTTCCGCTCGTGAGCAACAGCGAACTCTAAAATTAGGATGCGAGAATGAGAAACAAGGACGCCACATTGTCGGAGTTCACCATC
	GlicE^21      GGACATGCACGTAAATTTAGTGCCTTTGTGGTGTCAGTTCCGCTCGTGAGCAACAGCGAACTCTAAAATTAGGATGCGAGAATGAGAAACAAGGACGCCACATTGTCGGAGTTCAYCATC
	GlicE^22       GGACATGCACGTAAATTTAGTGCCTTTGTGGTGTCAGTTCCGCTCGTGAGCAACAGCGAACTCTAAAATTAGGATGCGAGAATGAGAAACAAGGACGCCACATTGTCGGAGTTCACCATC
	GlicE^23       GGACATGCACGTAAATTTAGTGCCTTTGTGGTGTCAGTTCCGCTCGTGAGCAACAGCGAACTCTAAAATTAGGATGCGAGAATGAGAAACAAGGACGCCACATTGTCGGAGTTCACCATC
	GlicE^24      GGACATGCACGTAAATTTAGTGCCTTTGTGGTGTCAGTTCCGCTCGTGAGCAACAGCGAACTCTAAAATTAGGATGCGAGAATGAGAAACAAGGACGCCACATTGYCGGAGTTCACCATC
	GlicE^25      GGACATGCACGTAAATTTAGTGCCTTTGTGGTGTCAGTYCCGCTCGTGAGCAACAGCGAACTCTAAAATTAGGATGCGAGAATGAGAAACAAGGACGCCACATTGTCGGAGTTCACCATC
	GmorB^27    GGACATGCACGTAAATTTAGTGCCTTTGTGGTGTCAGTTCCGCTCGTGAGCAACAGCGAACTCTAAAATTAGGATGCGAGAATGAGAAACAAGGACGCCACATTGTCGGAGTTCACCATC
	GpasB^28    GGACATGCACGTAAATTTAGTGCCTTTGTGGTGTCAGTTCCGCTCGTGAGCAACAGCGAACTCTAAAATTAGGATGCGAGAATGAGAAACAAGGACGCCACATTGTCGGAGTTCACCATC
	GpasB^29    GGACATGCACGTAAATTTAGTGCCTTTGTGGTGTCAGTTCCGCTCGTGAGCAACAGCGAACTCTAAAATTAGGATGCGAGAATGAGAAACAAGGACGCCACATTGTCGGAGTTCACCATC


20 120
	GecuC^1     GAAGGTCTCTACATCGCCGAACAACCTGAAGATGATGATTTCAAATCGCATTGGGATAAGCTTGTAATATCAGCGAAGTCGTTTCCAGTCAATTATTGGGATAAATTCGTCAAAAAGAAA
	GecuP^4     GAAGGTCTCTACATYGCCGAACAACCTGAAGATGATGATTTCAAATCGCATTGGGATAAGCTTGTAATATCAGCGAAGTCGTTTCCAGTCAATTATTGGGATAAATTCGTCAAAAAGAAA
	GecuP^5     GAAGGTCTCTACATCGCCGAACAACCTGAAGATGATGATTTCAAATCGCATTGGGATAAGCTTGTAATATCAGCGAAGTCGTTTCCAGTCAAYTATTGGGATAAATTCGTCAAAAAGAAA
	GecuP^6      GAAGGTCTCTACATCGCCGAACAACCTGAAGATGATGATTTCAAATCGCATTGGGATAAGCTTGTAATATCAGCGAAGTCGTTTCCAGTCAATTATTGGGATAAATTCGTCAAAAAGAAA
	GecuE^8      GAAGGTCTCTACATCGCCGAACAACCTGAAGATGATGATTTCAAATCGCATTGGGATAAGCTTGTAATATCAGCGAAGTCGTTTCCAGTCAAYTATTGGGATAAATTCGTCAAAAAGAAA
	GecuE^9       GAAGGTCTCTACATNGCCGAACAACCTGAAGATGATGATTTCAAATCGCATTGGGATAAGCTTGTAATATCAGCGAAGTCGTTTCCAGTCAATTATTGGGATAAATTCGTCAAAAAGAAA
	GecuE^10       GAAGGTCTCTACATYGCCGAACAACCTGAAGATGATGATTTCAAATCGCATTGGGATAAGCTTGTAATATCAGCGAAGTCGTTTCCAGTCAAYTATTGGGATAAATTCGTCAAAAAGAAA
	GecuE^11       GAAGGTCTCTACATCGCCGAACAACCTGAAGATGATGATTTCAAATCGCATTGGGATAAGCTTGTAATATCAGCGAAGTCGTTTCCAGTCAAYTATTGGGATAAATTCGTCAARAAGAAA
	GecuE^12      GAAGGTCTCTACATCGCCGAACAACCTGAAGATGATGATTTCAAATCGCATTGGGATAAGCTTGTAATATCAGCGAAGTCGTTTCCAGTCAATTATTGGGATAAATTCGTCAAAAAGAAA
	GlicC^15     GAAGGTCTCTACATCGCCGAACAACCTGAAGATGATGATTTCAAATCGCATTGGGATAAGCTTGTAATATCAGCGAAGTCGTTTCCAGTCAATTATTGGGATAAATTCGTCAAAAAGAAA
	GlicC^16     GAAGGTCTCTACATCGCCGAACAACCTGAAGATGATGATTTCAAATCGCATTGGGATAAGCTTGTAATATCAGCGAAGTCGTTTCCAGTCAATTATTGGGATAAATTCGTCAANAAGAAA
	GlicP^17      GAAGGTCTCTACATCGCCGAACAACCTGAAGATGATGATTTCAAATCGCATTGGGATAAGCTTGTAATATCAGCGAAGTCGTTTCCAGTCAATTATTGGGATAAATTCGTCAAAAAGAAA
	GlicE^20      GAAGGTCTCTACATYGCCGAACAACCTGAAGATGATGATTTCAAATCGCATTGGGATAAGCTTGTAATATCAGCGAAGTCGTTTCCAGTCAATTATTGGGATAAATTCGTCAARAAGAAA
	GlicE^21      GAAGGTCTCTACATCGCCGAACAACCTGAAGATGATGATTTCAAATCGCATTGGGATAAGCTTGTAATATCAGCGAAGTCGTTTCCAGTCAATTATTGGGATAAATTCGTCAARAAGAAA
	GlicE^22       GAAGGTCTCTACATCGCCGAACAACCTGAAGATGATGATTTCAAATCGCATTGGGATAAGCTTGTAATATCAGCGAAGTCGTTTCCAGTCAATTATTGGGATAAATTCGTCAAAAAGAAA
	GlicE^23       GAAGGTCTCTACATCGCCGAACAACCTGAAGATGATGATTTCAAATCGCATTGGGATAAGCTTGTAATATCAGCGAAGTCGTTTCCAGTCAATTATTGGGATAAATTCGTCAARAAGAAA
	GlicE^24      GAAGGTCTCTACATCGCCGAACAACCTGAAGATGATGATTTCAAATCGCATTGGGATAAGCTTGTAATATCAGCGAAGTCGTTTCCAGTCAATTATTGGGATAAATTCGTCAARAAGAAA
	GlicE^25      GAAGGTCTCTACATYGCCGAACAACCTGAAGATGATGATTTCAAATCGCATTGGGATAAGCTTGTAATATCAGCGAAGTCGTTTCCAGTCAATTATTGGGATAAATTCGTCAAAAAGAAA
	GmorB^27    GAAGGTCTCTACATNGCCGAACAACCTGAAGATGATGATTTCAAATCGCATTGGGATAAGCTTGTAATATCAGCGAAGTCGTTTCCAGTCAANTATTGGGATAAATTCGTCAAAAAGAAA
	GpasB^28    GAAGGTCTCTACATCGCCGAACAACCTGAAGATGATGATTTCAAATCGCATTGGGATAAGCTTGTAATATCAGCGAAGTCGTTTCCAGTCAATTATTGGGATAAATTCGTCAAAAAGAAA


19 120
	GecuC^1     ACGTTCGGGTTGTCAAGTAAATCATTTGCTGTGTTTCCAACAACAAGATAATGTGTTTTTGAACCAAATTTGCAACGGTGAATGATTACGAACAAACAAATCAAACATCATAGAACGAAA
	GecuP^4     ACGTTCGGGTTGTCAAGTAAATCATTTGCTGTGTTTCCAACAACAAGATAATGTGTTTTTGAACCAAATTTGCAACGGTGAATGATTACGAACAAACAAATCAAACATCATMGAACGAAA
	GecuP^5      ACGTTCGGGTTGTCAAGTAAATCATTTGCTGTGTTTCCAACAACAAGATAATGTGTTTTTGAACYAAATTTGCAACGGTGAATGATTACGAACAAACAAATCAAACATCATAGAACGAAA
	GecuE^8      ACGTTCGGGTTGTCAAGTAAATCATTTGCTGTGTTTCCAACAACAAGATAATGTGTTTTTGAACCAAATTTGCAACGGTGAATGATTACGAACAAACRAATCAAACATCATAGAACGAAA
	GecuE^9       ACGTTCGGGTTGTCAAGTAAATCATTTGCTGTGTTTCCAACAACAAGATAATGTGTTTTTGAACCAAATTTGCAACGGTGAATGATTACGAACAAACAAATCAAACATCATCGAACGAAA
	GecuE^10       ACGTTCGGGTTGTCAAGTAAATCATTTGCTGTGTTTCCAACAACAAGATAATGTGTTTTTGAACYAAATTTGCAACGGTGAATGATTACGAACAAACAAATCAAACATCATAGAACGAAA
	GecuE^11      ACGTTCGGGTTGTCAAGTAAATCATTTGCTGTGTTTCCAACAACAAGATAATGTGTTTTTGAACCAAATTTGCAACGGTGAATGATTACGAACAAACAAATCAAACATCATAGAACGAAA
	GlicC^15     ACGTTCGGGTTGTCAAGTAAATCATTTSCTGTGTTTCCAACAACAAGATAATGTGTTTTTGAACCAAATTTGCAACRGTGAATGATTACGAACAAACAAATCAAACATCATAGAACGAAA
	GlicP^17      ACGTTCGGGTTGTCAAGTAAATCATTTGCTGTGTTTCCAACAACAAGATAATGTGTTTTTGAACCAAATTTGCAACGGTGAATGATTACAAACAAACAAATCAAACATCATAGAACGAAA
	GlicE^20      ACGTTCGGGTTGTCAAGTAAATCATTTGCTGTGTTTCCAACAACAAGATAATGTGTTTTTGAACCAAATTTGCAACGGTGAATGATTACRAACAAACAAATCAAACATCATAGAACGAAA
	GlicE^21      ACGTTCGGGTTGTCAAGTAAATCATTTGCTGTGTTTCCAACAACAAGATAATGTGTTTTTGAACCAAATTTGCAACGGTGAATGATTACAAACAAACAAATCAAACATCATAGAACGAAA
	GlicE^22      ACGTTCGGGTTGTCAAGTAAATCATTTGCTGTGTTTCCAACAACAAGATAATGTGTTTTTGAACCAAATTTGCAACGGTGAATGATTACGAACAAACAAATCAAACATCATAGAACGAAA
	GlicE^23       ACGTTCGGGTTGTCAAGTAAATCATTTGCTGTGTTTCCAACAACAAGATAATGTGTTTTTGAACCAAATTTGCAACGGTGAATGATTACAAACAAACAAATCAAACATCATAGAACGAAA
	GlicE^24       ACGTTCGGGTTGTCAAGTAAATCATTTGCTGTGTTTCCAACAACAAGATAATGTGTTTTTGAACCAAATTTGCAACGGTGAATGATTACRAACAAACAAATCAAACATCATAGAACGAAA
	GlicE^25      ACGTTCGGGTTGTCAAGTAAATCATTTGCTGTGTTTCCAACAACAAGATAATGTGTTTTTGAACCAAATTTGCAACGGTGAATGATTACRAACAAACAAATCAAACATCATAGAACGAAA
	GlicE^26      ACGTTCGGGTTGTCAAGTAAATCATTTGCTGTGTTTCCAACAACAAGATAATGTGTTTTTGAACCAAATTTGCAACGGTGAATGATTACRAACAAASAAATCAAACATCATAGAACGAAA
	GmorB^27    ACGTTCGGGTTGTCAAGTAAATCATTTGCTGTGTTTCCAACAACAAGATAATGTGTTTTTGAACCAAATTTGCAACGGTGAATGATTACGAACAAACAAATCAAACATCATAGAACGAAA
	GpasB^28    ACGTTCGGGTTGTCAAGTAAATCATTTGCTGTGTTTCCAACAACAAGATAATGTGTTTTTGAACCAAATTTGCAACGGTGAATGATTACGAACAAACRAATCAAACATCATAGAACGAAA
	GpasB^29    ACGTTCGGGTTGTCAAGTAAATCATTTGCTGTGTTTCCAAYAACAAGATAATGTGTTTTTGAACCAAATTTGCAACGGTGAATGATTACGAACAAACAAATCAAACATCATAGAACGAAA


16 120
	GecuC^1     ATTTACTTACTAAATGATTGCAAATACAATCTATTTTCTTGATATAAGAAACCATTTCTCTGCGTGTAGGTACTAAATATTGCCCCAAAGGCCATGACTTYCCCGCTCTCGCCTACTTAC
	GecuP^4     ATTTACTTACTAAATGATTGCAAATACAATCTATTTTCTTGATATAAGAAACCATTTCTCTGCGTGTAGGTACTAAATATTGCCCCAAAGGCCATGATTTCCCCGCTCTCGCCTACTTAC
	GecuP^5     ATTTACTTACTAAATGATTGCAAATACAATCTATTTTCTTGATATAAGAAACCATTTCTCTGCGTGTAGGTACTAAATATTGCCCCAAAGGCCATGATTTCCCCGCTCTCGCCTACTTAC
	GecuE^8      ATTTACTTACTAAATGATTGCAAATACAATCTATTTTCTTGATATAAGAAACCATTTCTCTGCGTGTAGGTACTAAATATTGCCCCAAAGGCCATGACTTYCCCGCTCTCGCCTACTTAC
	GecuE^9       ATTTACTTACTAAATGATTGCAAATACAATCTATTTTCTTGATATAAGAAACCATTTCTCTGCGTGTAGGTACTAAATATTGCCCCAAAGGCCATRACTTTCYCGCTCTCGCCTACTTAC
	GecuE^10       ATTTACTTACTAAATGATTGCAAATACAATCTATTTTCTTGATATAAGAAACCATTTCTCTGCGTGTAGGTACTAAATATTGCCCCAAAGGCCAYGACTTTCCCGCTCTCGCCTACTTAC
	GlicC^15     ATTTACTTACTAAATGATTGCAAATACAATCTATTTTCTTGATATAAGAAACCATTTCTCTGCGTGTAGGTACTAAATATTGCCCCAAAGGCCATGACTTTCCCGCTCTCGCCTACTTAC
	GlicP^17      ATTTACTTACTAAATGATTGCAAATACAATCTATTTTCTTGATATAAGAAACCATTTCTCTGCGTGTAGGTACTAAATATTGCCCCAAAGGCCATGACTTTCCCGCTCTCGCCTACTTAC
	GlicE^20      ATTTACTTACTAAATGATTGCAAATACAATCTATTTTCTTGATATAAGAAACCATTTCTCTGCGTGTAGGTACTAAATATTGCCCCAAAGGCCATGACTTTCCCGCTCTCGCCTACTTAC
	GlicE^21      ATTTACTTACTAAATGATTGCAAATACAATCTATTTTCTTGATATAAGAAACCATTTCTCTGCGTGTAGGTACTAAATATTGCCCCAAAGGCCATGACTTTCCCGCTCTCGCCTACTTAC
	GlicE^22       ATTTACTTACTAAATGATTGCAAATACAATCTATTTTCTTGATATAAGAAACCATTTCTCTGCGTGTAGGTACTAAATATTGCCCCAAAGGCCATGAYTTYCCCGCTCTCGCCTACTTAC
	GlicE^23       ATTTACTTACTAAATGATTGCAAATACAATCTATTTTCTTGATATAAGAAACCATTTCTCTGCGTGTAGGTACTAAATATTGCCCCAAAGGCCATGACTTTCCCGCTCTCGCCTACTTAC
	GlicE^24      ATTTACTTACTAAATGATTGCAAATACAATCTATTTTCTTGATATAAGAAACCATTTCTCTGCGTGTAGGTACTAAATATTGCCCCAAAGGCCATGACTTTCCCGCTCTCGCCTACTTAC
	GlicE^25      ATTTACTTACTAAATGATTGCAAATACAATCTATTTTCTTGATATAAGAAACCATTTCTCTGCGTGTAGGTACTAAATATTGCCCCAAAGGCCATGACTTTCCCGCTCTCGCCTACTTAC
	GmorB^27    ATTTACNTACTAAATGATTGCAAATACAATCTATTTTCTTGATATAAGAAACCATTTCTCTGCGTGTAGGTACTAAATATTGCCCCAAAGGCCATGATTTCCCCGNTCTCGCCTACTTAC
	GpasB^28    ATTTACTTACTAAATGATTGCAAATACAATCTATTTTCTTGATATAAGAAACCATTTCTCTGCGTGTAGGTACTAAATATTGCCCCAAAGGCYATGAYTTYCCCGCTCTCGCCTACTTAC


21 120
	GecuC^1     CTTATTGTGCGTGAGAACTTTGTGCAAATAAGCGATATTGTTATCGCATTCGGTCATCTCCATCTGCGCGGCTTTTATCTAGAAAAGCGAAAGCAATGATTTCTTATTTGGAAGATCAAA
	GecuP^4     CTTATTGTGCGTGAGAACTTTGTGCAAATAAGCGATATTGTTATCGCATTCGGTCATCTCCATCTGCGCGGCTTTTATCTAGAAAAGCGAAAGCAATGATTTCTTATTTGGAAGATCAAA
	GecuP^5     CTTATTGTGCGTGAGRACTTTGTGCAAATAAGCGATATTGTTATCGCATTCGGTCATCTCCATCTGCGCGGCTTTTATCTAGAAAAGCGAAAGCAATGATTTCTTATTTGGAAGATCAAA
	GecuP^6      CTTATTGTGCGTGAGAACTTTGTGCAAATAAGCGATATTGTTATCGNATTCGGTCATCTCCATCTGCGCGGCTTTTATCTAG-AAAGCGAAAGCAATGATTTCTTATTT-GAAGATCAAA
	GecuE^8      CTTATTGTGCGTGAGAACTTTGTGCAAATAAGCGATATTGTTATCGCATTCGGTCATCTCCATCTGCGCGGCTTTTATCTAGAAAAGCGAAAGCAATGATTTCTTATTTGGAAGATCAAA
	GecuE^9       CTTATTGTGCGTGAGAACTTTGTGCAAATAAGCGATATTGTTATCGCATTCGGTCATCTCCATCTGCGCGGCTTTTATCTAGAAAAGCGAAAGCAATGATTTCTTATTTGGAAGATCAAA
	GecuE^10       CTTATTGTGCGTGAGAACTTTGTGCAAATAAGCGATATTGTTATCGCATTCGGTCATCTCCATCTGCGCGGCTTTTATCTAGAAAAGCGAAAGCAATGATTTCTTATTTGGAAGATCAAA
	GecuE^11       CTTATTGTGCGTGAGAACTTTGTGCAAATAAGCGATATTGTTATCGCATTCGGTCATCTCCATCTGCGCGGCTTTTATCTAGAAAAGCGAAAGCAATGATTTCTTATTTGGAAGATCAAA
	GecuE^12      CTTATTGTGCGTGAGAACTTTGTGCAAATAAGCGATATTGTTATCGCATTCGGTCATCTCCATCTGCGCGGCTTTTATCTAGAAAAGCGAAAGCAATGATTTCTTATTTGGAAGATCAAA
	GlicC^15     CTTATTGTGCGTGAGAACTTTGTGCAAATAAGCGATATTGTTATCRCATTCGGTCATCTCCATCTGCGCGGCTTTTATCTAGAAAAGCGAAAGCAATGATTTCTTATTTGGAAGATCAAA
	GlicP^17      CTTATTGTGCGTGAGAACTTTGTGCAAATAAGCGATATTGTTATCGCATTCGGTCATCTCCATCTGCGCGGCTTTTATCTAGAAAAGCGAAAGCAATGATNTCTTATTTGGAAGATCAAA
	GlicP^18      CTTATTGTGCGTGAGAACTTTGTGCAAATAAGCGATATTGTTATCGCATTCGGTCATCTCCATCTGCGCGGCTTTTATCTAGAAAAGCGAAAGCAATGATYTCTTATTTGGAAGATCAAA
	GlicE^20      CTTATTGTGCGTGAGAACTTTGTGCAAATAAGCGATATTGTTATCGCATTCGGTCATCTCCATCTGCGCGGCTTTTATCTAGAAAAGCGAAAGCAATGATTCCTTATTTGGAAGATCAAA
	GlicE^21      CTTATTGTGCGTGAGAACTTTGTGCAAATAAGCGATATTGTTATCGCATTCGGTCATCTCCATCTGCGCGGCTTTTATCTAGAAAAGCGAAAGCAATGATTTCTTATTTGGAAGATCAAA
	GlicE^22      CTTATTGTGCGTGAGAACTTTGTGCAAATAAGCGATATTGTTATCACATTCGGTCATCTCCATCTGCGCGGCTTTTATCTAGAAAAGCGAAAGCAATGATTTCTTATTTGGAAGATCAAA
	GlicE^23       CTTATTGTGCGTGAGAACTTTGTGCAAATAAGCGATATTGTTATCGCATTCRGTCATCTCCATCTGCGCGGCTTTTATCTAGAAAAGCGAAAGCAATGATTTCTTATTTGGAAGATCAAA
	GlicE^24       CTTATTGTGCGTGAGAACTTTGTGCAAATAAGCGATATTGTTATCGCATTCGGTCATCTCCATCTGCGCGGCTTTTATCTAGAAAAGCGAAAGCAATGATTTCTTATTTGGAAGATCAAA
	GlicE^25      CTTATTGTGCGTGAGAACTTTGTGCAAATAAGCGATATTGTTATCGCATTCGGTCATCTCCATCTGCGCGGCTTTTATCTAGAAAAGCGAAAGCAATGATTTCTTATTTGGAAGATCAAA
	GlicE^26      CTTATTGTGCGTGAGAACTTTGTGCAAATAAGCGATATTGTTATCGCATTCGGTCATCTCCATCTGCGCGGCTTTTATCTAGAAAAGCGAAAGCAATGATTTCTTATTTGGAAGATCAAA
	GmorB^27    CTTATTGTGCGTGAGAACTTTGTGCAAATAAGCGATATTGTTATCGCATTCGGTCATCTCCATCTGCGCGGCTTTTATCTAGAAAAGCGAAAGCAATGATTTCTTATTTGGAAGATCAAA
	GpasB^28    CTTATTGTGCGTGAGAACTTTGTGCAAATAAGCGATATTGTTATCGCATTCGGTCATCTCCATCTGCGCGGCTTTTATCTAGAAAAGCGAAAGCAATGATTTCTTATTTGGAAGATCAAA


17 120
	GecuC^1     TTTCATTACTACAACAACTTKCACAAATCTTTGTTCACCACATCTTTTACTAGAAGATTTCCTGTGTGGCTACCACATGTAATAKACCAAATAGAATACTTCAACAGTTTCCYATTTTTA
	GecuP^4     WTTCATTACTACAACAACTTGCACAAATCTTTGTTCACCACATCTTTTACTAGAAGATTTCCTGTGTGGCTACCACATGTAATAGACCAAATAGAATACTTCAACAGTTTCCCATTTTTA
	GecuP^5     TTTCATTACTACAACAACTTGCACAAATCTTTGTTCACCAYATCTTTTACTAGAAGATTTCCTGTGTGGCTACCACATGTAATAGACCAAATAGAATACTTCAACAGTTTCCNATTTTTA
	GecuP^6      TTTCATTACTACAACAACTTGCACAAATCTTTGTTCACCACATCTTTTACTAGAAGATTTCCTGTNTGGCTACCACATGTAATAGACCAAATAGAATACTTCAACAGTTTCC-ATTTTTA
	GecuP^7      TTTCATTACTACAACAACTTGCACAAATCTTTGTTCACCACATCTTTTACTAGAAGATTTCCTGTGTGGCTACCACATGTAATAGACCAAATAGAATACTTCAACAGTTTCCCATTTTTA
	GecuE^8      TTTCATTACTACAACAACTTGCACAAATCTTTGTTCACCACATCTTTTACTAGAAGATTTCCTGTGTKGCTACCACATGTAATAGACCAAATAGAATACTTCAACAGTTTCCCATTTTTA
	GecuE^9       TTTCATTACTACAACAACTTGCACAAATCTTTGTTCACCACATCTTTTACTAGAAGATTTCCTGTGTGGCTACCACATGTAATAGACCAAATAGAATACTTCAACAGTTTCCCATTTTTA
	GecuE^10       TTTCATTACTACAACAACTTGCACAAATCTTTGTTCACCACATCTTTTACTAGAAGATTTCCTGTGTGGCTACCACATGTAATAGACCAAATAGAATACTTCAACAGTKTCCCATTTTTA
	GlicC^15     TTTCATTACTACAACAACTTGCACAAATCTTTGTTCACCACATCTTTTACTAGAAGATTTCCTGTGTGGCTACCACATGTAATAGACCAAATAGAATACTTCAACAGTTTCCCATTTTTA
	GlicP^17      TTTCATTACTACAACAACTTGCACAAATCTTTGTTCACCACATCTTTTACTAGAAGATTTCCTGTGTGGCTACCACATGTAATAGACCAAATAGAATACTTCAACAGTTTCCCATTTTTA
	GlicE^20      TTTCATTACTACAACAACTTGCACAAATCTTTGTTCACCACATCTTTTACTAGAAGATTTCCTGTGTGGCTACCACATGTAATAGACCAAATAGAATACTTCAACAGTTTCCCATTTTTA
	GlicE^21      TTTCATTACTACAACAACTTGCACAAATCTTTGTTCACCACATCTTTTACTAGAAGATTTCCTGTGTGGCTACCACATGTAATAGACCAAATAGAATACTTCAACAGTTTCCCATTTTTA
	GlicE^22       TTTCATTACTACAACAACTTGCACAAATCTTTGTTCACCACATCTTTTACTAGAAGATTTCCTGTGTGGCTACCACATGTAATAGACCAAATAGAATACTTCAACAGTTTCCCATTTTTA
	GlicE^23       TTTCATTACTACAACAACTTGCACAAA----TGTTCACCACATCTTTTACTAGAAGATTTCCTGTGTGGCTACCACATGTAATAGACCAAATAGAATACTTCAACAGTTTCCCATTTTTA
	GmorB^27    TTTCATTACTACAACAACTTGCACAAATCTTTGTTCACCATATCTTTTACTAGAAGATTTCCTGTGTGGCTACCACATGTAATAGACCAAATAGAATACTTCAACAGTTTCCCATTTTTA
	GpasB^28    TTTCATTACTACAACAACTTGCACAAATCTTTGTTCACCACATCTTTTACTAGAAGATTTCCTGTGTGGCTACCACATGTAATAGACCAAATAGAATACTTCAACAGTTTCCCATTTTTA
	GpasB^29    TTTCATTACTACAACAACTTGCACAAATCTTTGTTCACCACATCTTTTACTAGAAGATTTCCTGTGTGGCTACCACATGTAATAGACCAAATAGAATACTTCAACAGTTTCCCATTTTTA


18 120
	GecuC^1     GGCGAATACTTGTTTCAGAAA-GTTAGACATCACTGCNAATTCCTTCATTTTCAAACGACGATCTGCTAATACCATTTCTTCAATAATTGNAAT-TTTTGAGGCGTTATNAGTTCNATTG
	GecuP^4     GGCGAATACTTGTTTCAGAAACGTTAGACATCACTGCTAATTCCTTCATTTTCAAACGACGATCTGCTAATACCATTTCTTCAATAATTGCAATATTTTGAGGCGTTATCAGTTCGATTG
	GecuP^5      GGCGAATACTTGTTTCAGAAA-GTTAGACATCACTGCNAATTCCTTCATTTTCAAACGACGATCTGCTAATACCATTTCTTCAATAATTGNAAT-TTTTGAGGCGTTATNAGTTCNATTG
	GecuE^8      GGCGAATACTTGTTTCAGAAACGTTAGACATCACTGCTAATTCCTTCATTTTCAAACGACGATCTGCTAATACCATTTCTTCAATAATTGCAATATTTTGAGGCGTTATCAGTTCGATTG
	GecuE^9       GGCGAATACTTGTTTCAGAAACGTTAGACATCACTGCTAATTCCTTCATTTTCAAACGACGATCTGCTAATACCATTTCTTCAATAATTGCAATATTTTGAGGCGTTATCAGTTCGATTG
	GecuE^10       GGCCAATACTTGTTTCAGAAACGTTAGACATCACTGCTAATTCCTTCATTTTCAAACGACGATCTGCTAATACCATTTCTTCAATAATTGCAATATTTTCAGGCGTTATCAGTTCGATTG
	GlicC^15     GGCGAATACTTGTTTCAGAAACGTTAGACATCACTGCTAATTCCTTCATTTTCAAACGACGATCTGCTAATACCATTTCTTCAATAATTGCAATATTTTGAGGCGTTATCAGTTCGATTG
	GlicP^17      GGCGAATACTTGTTTCAGAAACGTTAGACATCACTGCTAATTCCTTCATTTTCAAACGACGATCTGCTAATACCATTTCTTCAATAATTGCAATATTTTGAGGCGTTATCAGTTCGATTG
	GlicP^18      GGCGAATACTTGTTTCAGAAACGTTAGACATCACTGCTAATTCCTTCATTTTCAAACGACGATCTGCTAATACCATTTCTTCAATAATTGCAATATCTTGAGGCGTTATCAGTTCGATTG
	GlicE^20      GGCGAATACTTGTTTCAGAAACGTTAGACATCACTGCTAATTCCTTCATTTTCAAACGACGATCTGCTAATACCATTTCTTCAATAATTGCAATATTTTGAGGCGTTATCANTTCGATTG
	GlicE^21      GGCGAATACTTGTTTCAGAAACGTTAGACATCACTGCTAATTCCTTCATTTTCAAACGACGATCTGCTAATACCATTTCTTCAATAATTGCAATATTTTGAGGCGTTATCAGTTCGATTG
	GlicE^22       GGCGAATACTTGTTTCAGAAACGTTAGACATCACTGCTAATTCCTTCATTTTCAAACGACGATCTGCTAATACCATTTCTTCAAKAATTGCAATATTTTGAGGCGTTATCAGTTCGATTG
	GlicE^23       GGCGAATACTTGTTTCAGAAACGTTAGACATCACTGCTAATTCCTTCATTTTCAAACGACGATCTGCTAATACCATTTCTTCAATAATTGCAATATTTTGAGGCGTTATCAGTTCGATTG
	GlicE^24      GGCGANTACTTGTTTCAGAAACGTTAGACATCACTGCTAATTCCTTCATTTTCAAACGACGATCTGCTAATACCATTTCTTCAATAATTGCAATATTTTGAGRCGTTATCAGTTCGATTG
	GlicE^25      GGCGAATACTTGTTTCAGAAACRTTAGACATCACTGCTAATTCCTTCATTTTCAAACGACGATCTGCTAATAYCATTTCTTCAATAATTGCAATATTTTGAGGCGTTATCAGTTCGATTG
	GmorB^27    GGCGAATACTTGTTTCAGAAACRTTAGACATCACTGCTAATTCCTTCATTTTCAAACGACGATCTGCTAATAYCATTTCTTCAATAATTGCAATATTTTSAGGCGTTATCAGTTCGATTG
	GpasB^28    GGCGAATACTTGTTTCAGAAACGTTAGACATCACTGCTAATTCCTTCATTTTCAAACGACGATCTGCTAATACCATTTCTTCAATAATTGCAATATTTTGAGGCGTTATCAGTTCGATTG
	GpasB^29    GGCGAATACTTGTTTCAGAAACGTTAGACATCACTGCTAATTCCTTCATTTTCAAACGACGATCTGCTAATACCATTTCTTCAATAATTGCAATATTTTGAGGCGTTATCAGTTCGATTG


19 120
	GecuC^1     ATTGAAATGTCTGAACTCTGATTGATCCTTTGGGTTACTCAATATGTACGTCATAGCTT-AAAACAAACAAAAAGTAGATGGCTTTTGAG-NTTTTTGAATTATTTTTACGTCCAGAATA
	GecuC^2     ATTGAAATGTCTGAACTCTGATTGATCCTTTGGGTTACTCAATATGTACGTCATAGCTTCAAAACAAACAAAAAGTAGATGGCTTTTGAGTCTTTTTGAATTATTTTTACGTCCAGAATA
	GecuP^4     ATTGAAATGTCTGAACTCTGATTGATCCTTTGGGTTACTCAATATGTACGTCATAGCTTCAAAACAAACAAAAAGTAGATGGCTTTTGAGTCTTTTTGAATTATTTTTACGTCCAGAATA
	GecuP^5     ATTGAAATGTCTGAACTCTGATTGATCCTTTGGGTTACTCAATATGTACGTCATAGCTTCAAAACAAACAAAAAGTAGATGGCTTTTGAGTCTTTTTGAATTATTTTTACGTCCAGAATA
	GecuP^6      ATTGAAATGTCTGAACTCTGATTGATCCTTTGGGTTACTCAATATGTACGTCATAGCTTCAAAACAAACAAAAAGTAGATGGCTTTTGAGTCTTTTTGAATTATTTTTACGTCCAGAATA
	GecuE^8      ATTGAAATGTCTGAACTCTGATTGATCCTTTGGGTTACTCAATATGTACGTCATAGCTTCAAAACAAACAAAAAGTAGATGGCTTTTGAGTCTTTTTGAATTATTTTTACGTCCAGAATA
	GecuE^9       ATTGAAATGTCTGAACTCTGATTGATCCTTTGGGTTACTSAATATGTACGTCATAGCTTCAAAACAAACAAAAAGTAGATGGCTTTTGAGTCTTTTTGAATTATTTTTACGTCCAGAATA
	GecuE^10      ATTGAAATGTCTGAACTCTGATTGATCCTTTGGGTTACTSAATATGTACGTCATAGCTTCAAAACAAACAAAAAGTAGATGGCTTTTGAGTCTTTTTGAATTATTTTTACGTCCAGAATA
	GlicC^15     ATTGAAATGTCTGAACTCTGATTGATCCTTTGGGTTACTCAATATGTACGTCATAGCTTCAAAACAAACAAAAAGTAGATGGCTTTTGAGTCTTTTTGAATTATTTTTACGTCCAGAATA
	GlicP^17      ATTGAAATGTCTGAACTCTGATTGATCCTTTGGGTTACTCAATATGTACGTCATAGCTTCAAAACAAACAAAAAGTAGATGGCTTTTGAGTCTTTTT-AATTATTTTTACNTCCAGAATA
	GlicE^20      ATTGAAATGTCTGAACTCTGATTGATCCTTTGGGTTACTCAATATGTACGTCATAGCTTCAAAACAAACAAAAAGTAGATGGCTTTTGAGTCTTTTTGAATTATTTTTACGTCCAGAATA
	GlicE^21      ATTGAAATGTCTGAACTCTGATTGATCCTTTGGGTTACTCAATATGTACGTCATAGCTTCAAAACAAACAAAAAGTAGATGGCTTTTGAGTCTTTTTGAATTATTTTTACGTCCAGAATA
	GlicE^22      ATTGAAATGTCTGAACTCTGATTGATCCTTTGGGTTACTCAATATGTACGTCATAGCTTCAAAACAAACAAAAAGTAGATGGCTTTTGAGTCTTTTTGAATTATTTTTACGTCCAGAATA
	GlicE^23       ATTGAAATGTCTGAACTCTGATTGATCCTTTGGGTTACTCAATATGTACGTCATARCTTCAAAACAAACAAAAAGTAGATGGCTTTTGAGTCTTTTTGAATTATTTTTACGTCCAGAATA
	GlicE^24       ATTGAAATGTCTGAACTCTGATTGATCCTTTGGGTTACTCAATATGTACGTCATARCTTCAAAACAAACAAAAAGTAGATGGCTTTTGAGTCTTTTTGAATTATTTTTACGTCCAGAATA
	GlicE^25      ATTGAAATGTCTGAACTCTGATTGATCCTTTGGGTTACTCAATATGTACGTCATAGCTTCAAAACAAACAAAAAGTAGATGGCTTTTGAGTCTTTTTGAATTATTTTTACGTCCAGAATA
	GlicE^26      ATTGAAATGTCTGAACTCTGATTGATCCTTTGGGTTACTCAATATGTACGTCATAGCTTCAAAACAAACAAAAAGTAGATGGCTTTTGAGTCTTTTTGAATTATTTTTACGTCCAGAATA
	GmorB^27    ATTGAAATGTCTGAACTCTGATTGATCCTTTGGGTTACTCAATATGTACGTCATAGCTTCAAAACAAACAAAAAGTAGATGGCTTTTGAGTCTTTTTGAATTATTTTTACGTCCAGAATA
	GpasB^28    ATTGAAATGTCTGAACTCTGATTGATCCTTTGGGTTACTCAATATGTACGTCATAGCTTCAAAACAAACAAAAAGTAGATGGCTTTTGAGTCTTTTTGAATTATTTTTACGTCCAGAATA


20 120
	GecuC^1     AAATTTAGTNTTACAAGCTGATGTGCGTCTCATTGAAAGACGTAGCCGCGATGAAGCAACAGGAGAAGTTATGTCCCTTGTGGGAAAGCTATCAGGCNCTAAAATGNGTNATCGTGCCCA
	GecuP^4     AAATTTAGTTTTACAAGCTGATGTACGTCTCATTGAAAGACGTAGCCGCGATGAAGCAACAGGAGAAGTTATGTCCCTTGTGGGAAAGCTATCAGGCACTAAAATGGGTGATCGTGCCCA
	GecuP^5     AAATTTAGTTTTACAAGCTGATGTGCGTCTCATTGAAAGACGTAGCCGCGATGAAGCAACAGGAGAAGTTATGTCCCTTGTGGGAAAGCTATCAGGCACTAAAATGGGTGATCGTGCCCA
	GecuP^6      AAATTTAGTTTTACAAKCTGATGTGCGTCTCATTGAAAGACGTAGCCGCGATGAAGCAACAGGAGAAGTTATGTCCCTTGTGGGAAAGCTATCAGGCACTAAAATGGGTGATCGTGCCCA
	GecuE^8      AAATTTAGTTTTACAAGCTGATGTRCGTCTCATTGAAAGACGTAGCCGCGATGAAGCAACAGGAGAAGTTATGTCCCTTGTGGGAAAGCTATCAGNCACTAAAATGGGTGATCGTGCCCA
	GecuE^9       AAATTTAGTTTTACAAGCTGATGTRCGTCTCATTGAAAGACGTAGCCGCGATGAAGCAACAGGAGAAGTTATGTCCCTTGTGGGAAAGCTATCAGGCACTAAAATGGGTGATCGTGCCCA
	GecuE^10       AAATTTAGTTTTACAAGCTGATGTACGTCTCATTGAAAGACGTAGCCGCGATGAAGCAACAGGAGAAGTTATGTCCCTTGTGGGAAAGCTATCAGGCACTAAAATGGGTGATCGTGCCCA
	GecuE^11      AAATTTAGTTTTACAAGCTGATGTGCGTCTCATTGNAAGACGTAGCCGCGATGAAGCAACAGGAGAAGTTATGTCCCTTGTGGGAAAGCTATCAGGCACTAAAATGGGTGATCGTGCCCA
	GlicC^15     AAATTTAGTTTTACAAGCTGATGTGCGTCTCATTGAAAGACGTAGCCGCGATGAAGCAACAGGAGAAGTTATGTCCCTTGTGGGAAAGCTATCAGGCACTAAAATGGGTGATCGTGCCCA
	GlicP^17      AAATTTAGTTTTACAAGCTGATGTGCGTCTCANT-AAAGACGTAGCCGCGATGAAGCAACAGGAGAAGTTATGTCCCTTGTGGGAAAGCTATCAGGCACTAAAATGGGTGATCGTGCCCA
	GlicE^20      AAATTTAGTTTTACAAGCTGATGTGCGTCTCATTGAAAGACGTAGCCGCGATGAAGCAACAGGAGAAGTTATGTCCCTTGTGGGAAAGCTATCAGGCACTAAAATGGGTGATCGTGCCCA
	GlicE^21      AAATTTAGTTTTACAAGCTGATGTGCGTCTCATTGAAAGACGTAGCCGCGATGAAGCAACAGGAGAAGTTATGTCCCTTGTGGGAAAGCTATCAGGCACTAAAATGGGTGATCGTGCCCA
	GlicE^22      AAATTTAGTTTTACAAGCTGATGTGCGTCTCATTGAAAGACGTAGCCGCGATGAAGCAACAGGAGAAGTTATGTCCCTTGTGGGAAAGCTATCAGGCACTAAAATGGGTGATCGTGCCCA
	GlicE^23       AAATTTAGTTTTACAAGCTGATGTGCGTCTCATTGAAAGACGTAGCCGCGATGAAGCAACAGGAGAAGTTATGTCCCTTGTGGGAAAGCTATCAGGCACTAAAATGGGTGATCGTGCCCA
	GlicE^24       AAATTTAGTTTTACAAGCTGATGTGCGTCTCATTGAAAGACGTAGCCGCGATGAAGCAACAGGAGAAGTTATGTCCCTTGTGGGAAAGCTATCAGGCACTAAAATGGGTGATCGTGCCCA
	GlicE^25      AAATTTAGTTTTACAAGCTGATGTGCGTCTCATTGAAAGACGTAGCCGCGATGAAGCAACAGGAGAAGTTATGTCCCTTGTGGGAAAGCTATCAGGCACTAAAATGGGTGATCGTGCCCA
	GlicE^26      AAATTTAGTTTTACAAGCTGATGTGCGTCTCATTGAAAGACGTAGCCGCGATGAAGCAACAGGAGAAGTTATGTCCCTTGTGGGAAAGCTATCAGGCACTAAAATGGGTGATCGTGCCCA
	GmorB^27    AAATTTAGTTTTACAAGCTGATGTGCGTCTCATTGAAAGACGTAGCCGCGATGAAGCAACAGGAGAAGTTATGTCCCTTGTGGGAAAGCTATCAGGCACTAAAATGGGTGATCGTGCCCA
	GpasB^28    AAATTTAGTTTTACAAGCTGATGTACGTCTCATTGAAAGACGTAGCCGCGATGAAGCAACAGGAGAAGTTATGTCCCTTGTGGGAAAGCTATCAGGCACTAAAATGGGTGATCGTGCCCA
	GpasB^29    AAATTTAGTTTTACAAGCTGATGTRCGTCTCATTGAAAGACGTAGCCGCGATGAAGCAACAGGAGAAGTTATGTCCCTTGTGGGAAAGCTATCAGGCACTAAAATGGGTGATCGTGCCCA


15 120
	GecuC^1     GGTGAATACTTGTTTCATAAATGTTACACATCACTGCTAATTCCTTCACTTTCAAACGGCGATCTGCTGATACCATTTCTTCAGCAATTGAAATGCTTTGAGGCGTATCAGTTCAATTCG
	GecuP^4     GGTGAATACTTGTTTCAGAAATGTTACACATCACTGCTAATTCCTTCACTTTCAAACGGCGATCTGCTGATACCATTTCTTCAGCAATTGAAATGCTTTGAGGCGTATCAGTTCAATTCG
	GecuP^5      GGTGAATACTTGTTTCAGAAATGTTACACATCACTGCTAATTCCTTCACTTTCAAACGGCGATCTGCTGATACCAYTTCTTCAGCAATTGAAATGCTTTGAGGCGTATCAGTTCAATTCG
	GecuE^8      GGTGAATACTTGTTTCATAAATGTTACACATCACTGCTAATTCCTTCACTTTCAAACGGCGATCTGCTGATACCATTTCTTCAGCAATTGAAATGCTTTGAGGCGTATCAGTTCAATTCG
	GecuE^9       GGTGAAYACTTGTTTCAKAAATGTTACACATCACTGCTAATTCCTTCACTTTCAAACGGCGATCTGCTGATACCATTTCTTCAGCAATTGAAATGCTTTGAGGCGTATCAGTTCAATTCG
	GecuE^10      GGTGAATACTTGTTTCAGAAATGTTACACATCACTGCTAATTCCTTCACTTTCAAACGCCGATCTGCTGATACCATTTCTTCAGCAATTGAAATGCTTTGAGGCGTATCAGTTCAATTCG
	GlicC^15     GGTGAATACTTGTTTCAGAAATGTTACACATCACTGCTAATTCCTTCAYTTTCAAACGGCGATCTGCTGATACCATTTCTTCAGCAATTGAAATGCTTTGAGGCGTATCAGTTCAATTCG
	GlicC^16     GGTGAATACTTGTTTCAGAAATGTTACACATCACTGCTAATTCCTTCACTTTCAAACGSCGATCTGCTGATACCATTTCTTCAGCAATTGAAATGCTTTGAGGCRTATCAGTTCAATTCG
	GlicP^17      GGTGAATACTTGTTTCAGAAATGTTACACATCACTGCTAATTCCTTCACATTCAAACGGCTATCTGCTGATACCATTTCTTCAGCGATTGAAATGCTTTGAGGCGTATCAGTTCAATTCG
	GlicP^18      GGTGAATACTTGTTTCAGAAATGTTACACATCACTGCTAATTCCTTCACTTTCAAACGSCGATCTGCTGATACCATTTCTTCAGCAATTGAAATGCTTTGAGGCGTATCAGTTCAATTCG
	GlicE^20      GGTGAATACTTGTTTCAGAAATGTTRCACATCACTGCTAATTCCTTCACTYTCAAACGGCGATCTGCTGATACCATTTCTTCAGCAATTGAAATGCTTTGAGGCGTATCAGTTCAATTCG
	GlicE^21      GGTGAATACTTGTTTCAGAAATGTTACACATCACTGCTAATTCCTTCACTTTCAAACGCCGATCTGCTGATACCATTTCTTCAGCAATTGAAATGCTTTGAGGCGTATCAGTTCAATTCG
	GmorB^27    GGTGAATACTTGTTTCAGAAATGTTACACATCACTGCTAATTCCTTCACTTTCAAACGGCGATCTGCTGATACCATTTCTTCAGCAATTGAAATGCTTTGAGGCGTATCAGTTCAATTCG
	GpasB^28    GGTGAATACTTGTTTCAGAAATGTTACACATCACTGCTAATTCCTTCACTTTCAAACGGCGATCTGCTGATACCATTTCTTCAGCAATTGAAATGCTTTGAGGCGTATCAGTTCAATTCG
	GpasB^29    GGTGAATACTTGTTTCAGAAATGTTACACATCACTGCTAATTCCTTCACTTTCAAACAGCGATCTGCTGATACCATTTCTTCAGCAATTGAAATGCTTTGAGGCGTATCAGTTCAATTCG


16 120
	GecuC^1     CTTCCCAACGTTGTTATCTATTACTGGTCGACCTTGCACCTTCATGAAAATTATCGCGTAACAGCATCAGCAATCGGCGAAAACGTTTCCTTTTTACCATGGATGCTATTTCTCTGTTTC
	GecuP^4     CTTCCCAACGTTGTTATCTATTACTGGTCGACCTTGCACCTTCATGAAAATTATCGCGTAACAGCATCAGYAATCGGCGAAAACGTTTCCTTTTTACCATGGATGCTATTTCTCTGTCTC
	GecuP^5     CTTCCCAACGTTGTTATCTATTACTGGTCGACCTTGCACCTTCATGAAAATTATCGCGTAACAGCATCAGCAATCGGCGAAAACGTTTCCTTTTTACCATGGATGCTATTTCTCTGTCTC
	GecuE^8      CTTCCCAACRTTGTTATCTATTACTGGTCGACCTTGCACCTTCATGAAAATTATCGCGTAACAGCATCAGYAATCGGCGAAAACGTTTCCTTTTTACCATGGATGCTATTTCTCTGTCTC
	GecuE^9       CTTCCCAACGTTGTTATCTATTACTGGTCGACCTTGCACCTTCATGAAAATTATCGCGTAACAGCATCAGCAATCGGCGAAAACGTTTCCTTTTTACCATGGATGCTATTTCTCTGTYTC
	GecuE^10       CTTCCCAACGTTGTTATCTATTACTGGTCGACCTTGCACCTTCATGAAAATTATCGCGTAACAGCATCAGCAATCGGCGAAAACGTTTCCTTTTTACCATGGATGCTATTTCTCTGTTTC
	GlicC^15     CTTCCCAACGTTGTTATCTATTACTGGTCGACNTTGCACCTTCATGAAAATTATCGCGTAACAGCATCAGCAATCGGCGAAAACGTTTCCTTTTTACCATGGATGCTATTTCTCTGTCTN
	GlicP^17      CTTCCCAACGTTGTTATCTATTACTGGTCGACCTTGCACCTTCATGAAAATTATCGCGTAACAGCATCAGCAATCGGCGAAAACGTTTCCTTTTTACCATGGATGCTATTTCTCTGTCTC
	GlicE^20      CTTCCCAACGTTGTTATCTATTACTGGTCGACCTTGCACCTTCATGAAAATTATCGCGTAACAGCATCAGCAATCGGCGAAAACGTTTCCTTTTTACCATGGATGCTATTTCTCTGTCTC
	GlicE^21      CTTCCCAACGTTGTTATCTATTACTGGTCGACCTTGCACCTTCATGAAAATTATCGCGTAACAGCATCAGCAATCGGCGAAAACGTTTCCTTTTTACCATGGATGCTATTTCTCTGTCTC
	GlicE^22       CTTCCCAACGTTGTTATCTATTACTGGTCGACCTTGCACCTTCATGAAAATTATCGCGTAACAGCATCAGCAATCGGCGAAAACGTTTCCTTTTTACCATGGATGCTATTTCTCTGTCTC
	GlicE^23       CTTCCCAACGTTGTTATCTATTACTGGTCGACCTTGCACCTTCATGAAAATTATCGCGTAACAGCATCAGCAATCGGCGAAAACGTTTCCTTTTTACCATGGATGCTATTTCTCTGTCTC
	GlicE^24      CTTCCCAACGTTGTTATCTATTACTGGTCGACCTTGCACCTTCATGAAAATTATCGCGTAACAGCATCAGCAATCGGCGAAAACGTTTCCTTTTTACCATGGATGCTATTTCTCTGTCTC
	GlicE^25      CTTCCCAACGTTGTTATCTATTACTGGTCGACCTTGCACCTTCATGAAAATTATCGCGTAACAGCATCAGCAATCGGCGAAAACGTTTCCTTTTTACCATGGATGCTATTTCTCTGTCTC
	GmorB^27    CTTCCCAACGTTGTTATCTATTACTGGTCGACCTTGCACCTTCATGAAAATTATCGCGTAACAGCATCAGCAATCGGCGAAAACGTTTCCTTTTTACCATGGATGCTATTTCTCTGTYTC
	GpasB^28    CTTCCCAACGTTGTTATCTATTACTGGTCGACCTTGCACCTTCATGAAAATTATCGCGTAACAGCATCAGCAATCGGCGAAAACGTTTCCTTTTTACCATGGATGCTATTTCTCTGTCTC


17 120
	GecuC^1     GGTTTCTTTATCCGATAACGCGGATCCAGCCCCGTTCTCTGATAACTTTTTTGNGCAAA-AGTAAGTAGCGTAAAATTTAGTAGTAAATTGTGAAAACCAGCAATAGATCGAGTAATTAT
	GecuP^4     GGTTTCTTTATCCGATAACGCGGATCCAGCCCCGTTCTCTGATAACTTTTTTGRGCAAATAGTAAGTRGCGTAAAATTTAGTAGTAAATTGTGAAAACCAGCAATAGATCGAGTAATTAT
	GecuP^5      GGTTTCTTTATCCGATAACGCGGATCCAGCCCCGTTCTCTGATAACTTTTTTGAGCAAATAGTWAGTAGCGTAAAATTTAGTAGTAAATTGTGAAAACCAGCAATAGATCGAGTAATTAT
	GecuE^8      GGTTTCTTTATCCGATAACGCGGATCCAGCCCCGTTCTCTGATAACTTTTTTGAGCAAATAGTAAGTAGYGTAAAATTTAGTAGTAAATTGTGAAAACCAGCAATAGATCGAGTAATTAT
	GecuE^9       GGTTTCTTTATCCGATAACGCGGATCCAGCCCCGTTCTCTGATAACTTTTTTGAGCAAATAGTAAGTAGCGTAAAATTTAGTAGTAAATTGTGAAAACCAGCAATAGATCGAGTAATTAT
	GecuE^10       GGTTTCTTTATCCGATAACGCGGATCCAGCCCCGTTCTCTGATAACTTTTTTGAGCAAATAGTAAGTAGCGTAAAATTTAGTAGTAAATTGTGAAAACCAGCAATAGATCGAGTAATTAT
	GlicC^15     GGTTTCTTTATCCGATAACGCGGATCCAGCCTCGTTCTCTGATAACTTTTTTGAGCAAATAGTAAGTAGCGTAAAATTTAGTAGTAAATTGTGAAAACCAGCAATAGATCGAGTAATTAT
	GlicP^17      GGTTTCTTTATCCGATAACGCGGATCCAGCCCCGTTCTCTGATAACTTTTTTGMRCAAATAGTAAGTAGCGTAAAATTTAGTAGTAAATTGTGAAAACCAGCAATAGATCGAGTAATTAT
	GlicE^20      AGTTTCTTTATCCGATAACGCGGATCCAGCCCCGNTCTCTGATAACTTTTTTGAGCAAATAGTAAGTAGCGTAAAATTTAGTAGTAAATTGTGAAAACCAGCAATAGATCGAGTAATTAT
	GlicE^21      GGTTTYTTTATCCGATAACGCGGATCCAGCCCCGTTCTCTGATAACTTTTTTGAGCAAATAGTAAGTAGCGTAAAATTTAGTAGTAAATTGTGAAAACCAGCAATAGATCGAGTAATTAT
	GlicE^22      GGTTTYTTTATCCGATAACGCGGATCCAGCCCCGTTCTCTGATAACTTTTTTGAGCAAATAGTAAGTAGCGTAAAATTTAGTAGTAAATTGTGAAAACCAGCAATAGATCGAGTAATTAT
	GlicE^23       RGTTTCTTTATCCGATAACGCGGATCCAGCCCCGTTCTCTGATAACTTTTTTGAGCAAATAGTAAGTAGCGTAAAATTTAGTAGTAAATTGTGAAAACCAGCAATAGATCGAGTAATTAT
	GlicE^24       GGYTTCTTTATCCGATAACGCGGATCCAGCCCCGTTCTCTGATAACTTTTTTGAGCAAATAGTAAGTAGCGTAAAATTTAGTAGTAAATTGTGAAAACCAGCAATAGATCGAGTAATTAT
	GlicE^25      AGTTTCTTTATCCGATAACGCGGATCCAGCCCCGTTCTCTGATAACTTTTTTGAGCAAATAGTAAGTAGCGTAAAATTTAGTAGTAAATTGTGAAAACCAGCAATAGATCGAGTAATTAT
	GlicE^26      GGTTTYTTTATCCGATAACGCGGATCCAGCCYCGTTCTCTGATAACTTTTTTGAGCAAATAGTAAGTAGCGTAAAATTTAGTAGTAAATTGTGAAAACCAGCAATAGATCGAGTAATTAT
	GmorB^27    GGTTTCTTTATCCGATAACGCGGATCCAGCCCCGTTCTCTRATAACTTTTTTGAGCAAATAGTAAGTAGCGTAAAATTTAGTAGTAAATTGTGAAAACCAGCAATAGATCGAGTAATTAT
	GpasB^28    GGTTTCTTTATCCGATAACGCGGATCCAGCCCCGTTCTCTGATAACTTTTTTGRGCAAATAGTAAGTAGCGTAAAATTTAGTAGTAAAYTGTGAAAACCAGCAATAGATCGAGTAATTAT


16 120
	GecuC^1     TTTTAGTGCACCATGTCGTCATATTCTTATGATAAGAAAATATAATAATTTGGACATATTTTCAAAAAATTGCTTTCATGCAAGATATATTATTTCAATTGAAAATGCACTAAGTATGGA
	GecuP^4     TTTTAGTGCACCATGTCGTCATATTCTTATGATAAGAAAATATAATAATTTGGACATATTTTCAAAAAATTGCTTTCATGCAAGATATATTATTTCAATTGAAAATGCACTAAGTATGGA
	GecuP^5      TTTTAGTGCACCATGTCGTCATATTCTTATGATAAGAAAATATAATAATTTGGACATATTTTCAAAAAATTGCTTTCATGCAAGATATATTATTTCAATTGAAAATGCACTAAGTATGGA
	GecuE^8       TTTTAGTGCACCATGTCGTCATATTCTTATGATAAGAAAATATAATAATTTGGACATATTTTCAAAAAATTGCTTTCATGCAAGATATATTATTTCAATTGAAAATGCACTAAGTATGGA
	GecuE^9       TTTTAGTGCACCATGTCGTCATATTCTTATGATAAGAAAATATAATAATTTKGACATATTTTCAAAAAATTGCTTTCATGCAAGATATATTATTTCAATTGAAAATGCACTAAGTATGGA
	GecuE^10      TTTTAGTGCACCATGTCGTCATATTCTTATGATAAGAAAATATAATAATTTGGACATATTTTCAAAAAATTGCTTTCATGCAAGATATATTATTTCAATTGAAAATGCACTAAGTATGGA
	GlicC^15     TTTTAGTGCACCATGTCGTCATATTCTTATGATAAGAAAATATAATAATTTGGACATATTTTCAAAAAATTGCTTTCATGCAAGATATATTATTTCAATTGAAAATGCACTAAGTATGGA
	GlicP^17      TTTTAGTGCACCATGTCGTCATATTCTTATGATAAGAAAATATAATAATTTGGACATATTTTCAAAAAATTGCTTTCATGCAAGATATATTATTTCAATTGAAAATGCACTAAGTATGGA
	GlicP^18      TTTTAGTGCACCATGTCGTCATATTCTTATGATAAGAAAATATAATAATTTGGACATATTTTCAAAAAATTGCTTTCATGCAAGATATATTATTTCAATTGAAAATGCACTAAGTATGGA
	GlicE^20      TTTTAGTGCACCATGTCGTCATATTCTTATGATAAGAAAATATAATAATTTGGACATATTTTCAAAAAATTGCTTTCATGCAAGATATATTATTTCAATTGAAAATGCACTAAGYATGGA
	GlicE^21      TTTTAGTGCACCATGTCGTCATATTCTTATGATAAGAAAATATAATAATTTGGACATATTTTCAAAAAATTGCTTTCATGCAAGATATATTATTTCAATTGAAAATGCACTAAGTATGGA
	GlicE^22       TTTTAGTGCACCATGTCGTCATATTCTTATGATAAGAAAATATAATAATTTGGACATATTTTCAAAAAATTGCTTTCATGCAAGATATATTATTTCAATTGAAAATGCACTAAGTATGGA
	GlicE^23       TTTTAGTGCACCATGTCGTCATATTCTTATGATAAGAAAATATAATAATTTGGACATATTTTCAAAAAATTGCTTTCATGCAAGATATATTATTTCAATTGAAAATGCACTAAGYATGGA
	GlicE^24      TTTTAGTGCACCATGTCGTCATATTCTTATGATAAGAAAATATAATAATTTGGACATATTTTCAAAAAATTGCTTTCATGCAAGATATATTATTTCAATTGAAAATGCACTAAGTATGGA
	GmorB^27    TTTTAGTGCACCATGTCGTCATATTCTNNTGATAAGAAAATATAATAATTTGGACATATTTTCAAAAAATTGCTTTCATGCAAGATATATTATTTCAATTGAAAATGCACTAAGTATGGA
	GpasB^28    TTTTAGTGCACTATGTCGTCATATTCTTATGATAAGAAAATATAATAATTTKGACATATTTTCAAAAAATTGCTTTCATGCAAGATATATTATTTCAATTGAAAATGCACTAAGTATGGA


19 120
	GecuC^1     AAGGTGTGCATWTCTGTAACTTTACTGGAATTGAGATAAATTCTAAGAATACAAGGAAAGCTTGCGAAATTACCATTTTTGTATTTACATATACAAATTTCCAAGATTGAAGRAAAAATG
	GecuP^4     AAGGTGTGCATATCTGTAACTTTACTGGAATTGAGRTAGATTCTAAGAATACAAGGAAAGCTTGCGAAATTACCATTTTTGTATTTACATATACAAATTTCCAAGATTGAAGAAAAAATG
	GecuP^5      AAGGTGTGCATATCTGTAACTTTACTGGAATTGAGGTAGATTCTAAGAATACAAGGAAAGCTTGCGAAATTACCATTTTTGTATTTACATATACAAATTTCCAAGATTGAAGAAAAAATG
	GecuE^8      AAGGTGTGCATATCTGTAACTTTACTGGAATTGAGRTARATTCTARGAATACAAGGAAAGCTTGCGAAATTACCATTTTTGTATTTACATATACAAATTTCCAAGATTGAAGAAAAAATG
	GecuE^9       AAGGTGTGCATATCTGTAACTTTACTGGAATTGAGRTARATTCTAAGAATACAAGGAAAGCTTGCGAAATTACCATTTTTGTATTTACATATACAAATTTCCAAGATTGAAGAAAAAATG
	GecuE^10       AAGGTGTGCATATCTGTAACTTTACTGGAATTGAGATAAATTCTAAGAATACAAGGAAAGCTTGCGAAATTACCATTTTTGTATTTACATATACAAATTTCCAAGATTGAAGAAAAAATG
	GecuE^11      AAGGTGTGCATATCTGTAACTTTACTGGAATTGAGATAAATTCTAAGAATACAAGGAAAGCTTGCGAAATTACCATTTTTGTATTTACATATACAAATTTCCAAGATTGAAGAAAAAATG
	GlicC^15     AAGGTGTGCATATCTGTAACTTTACTGGAATTGAGATARATTCTAAGAATACAAGGAAAGCTTGCGAAATTACCATTTTTGTATTTACATATACAAATTTCCAAGATNNAAGAAAAAATG
	GlicP^17      AAGGTGTGCATATCTGTAACTTTACTGGAATTGAGATAAATTCTAAGAATACAAGGAAAGCTTGCGAAATTACCATTTTTGTATTTACATATACAAATTTYCAAGATTGAAGAAAAAATG
	GlicE^20      AAGGTGTGCATATCTGTAACTTTACTGGAATTGAGATAGATTCTAAGAATACAAGGAAAGCTTGCGAAATTACCATTTTTGTATTTACATATACAAATTTCCAAGATTGAAGAAAAAATG
	GlicE^21      AAGGTGTGCATATCTGTAACTTTACTGGAATTGAGATARATTCTAAGAATACAAGGAAAGCTTGCGAAATTACCATTTTTGTATTTACATATACAAATTTCCAAGATTGAAGAAAAAATG
	GlicE^22      AAGGTGTGCATATCTGTAACTTTACTGGAATTGAGATAGATTCTAAGAATACAAGGAAAGCTTGCGAAATTACCATTTTTGTATTTACATATACAAATTTCCAAGATTGAAGAAAAAATG
	GlicE^23       AAGGTGTGCATATCTGTAACTTTACTGGAATTGAGATAAATTCTAAGAATACAAGGAAAGCTTGCGAAATTACCATTTTTGTATTTACATATACAAATTTCCAAGATTGAAGAAAAAATG
	GlicE^24       AAGGTGTGCATATCTGTAACTTTACTGGAATTGAGATARATTCTAAGAATACAAGGAAAGCTTGCGAAATTACCATTTTTGTATTTACATATACAAATTTCCAAGATTGAAGAAAAAATG
	GlicE^25      AAGGTGTGCAYATCTGTAACTTTACTGGAATTGAGATAAATTCTAAGAATACAAGGAAAGCTTGCGAAATTACCATTTTTGTATTTACATATACAAATTTCCAAGATTGAAGAAAAAATG
	GlicE^26      AAGGTGTGCATATCTGTAACTTTACTGGAATTGAGATARATTCTAAGAATACAAGGAAAGCTTGCGAAATTACCATTTTTGTATTTACATATACAAATTTCCAAGATTGAAGAAAAAATG
	GmorB^27    AAGGTGTGCATATCTGTAACTTTACTGGAATTGAGATARATTCTAAGAATACAAGGAAAGCTTGCGAAATTACCATTTTTGTATTTACATATACAAATTTCCAAGATTGAAGAAAAAATG
	GpasB^28    AAGGTGTGCATATCTGTAACTTTACTGGAATTGAGATAAATTCTAAGAATACAAGGAAAGCTTGCGAAATTACCATTTTTGTATTTACATATACAAATTTCCAAGATTGAAGAAAAAATG
	GpasB^29    AAGGTGTGCATATCTGTAACTTTACTGGAATTGAGATAAATTCTAAGAATACAAGGAAAGCTTGCGAAATTACCATTTTTGTATTTACATATACAAATTTCCAAGATTGAAGAAAAAATG


19 120
	GecuC^1     TTTACACAAAAAATATTTACAGTCTGACTTACACCTAAAGCAATCTTTGAATAAGCTAAAGCTCGATTTCTCTTGTGTGTTCCATAATCAATAATTTTGTTATGCATATATATATGTAAA
	GecuP^4     TTTACACAAAAAATATTTACAGTCTGACTTACACCTAAAGCAATCTTTGAMTAAGCTAAAGCTCGATTTCTCTTGTGTGTTCCATAATCAATAATTTTGTTATGCATATATATRTGTAAA
	GecuP^5     TTTACACAAAAAATATTTACAGTCTGACTTACACCTAAAGCAATCTTTGAATAAGCTAAAGCTCGATTTCTCTTGTGTGTTCCAWAATCAATAATTTTGTTATGCATATATATGTGTAAA
	GecuP^6      TTTACACAAAAAATATTTACAGTCTGACTTACACCTAAAGCAATCTTTGAATAAGCTAAAGCTCGATTTCTCTTGTGTGTTCCATAATCAATAATTTTGTTATGCATATATATRTGTAAA
	GecuE^8      TTTACACAAAAAATATTTACAGTCTGACTTACACCTAAAGCAATCTTTGAATAAGCTAAAGCTCGATTTCTCTTGTGTGTTCCATAATCAATAATTTTGTTATGCATATATATRTGTAAA
	GecuE^9       TTTACACAAAAAATATTTACAGTCTGACTTACACCTAAAGCAATCTTTGAATAAGCTAAAGCTCGATTTCTCTTGTGTGTTCCATAATCAATAATTTTGTTATGCATATATATGTGTAAA
	GecuE^10       TTTACACAAAAAATATTTACAGTCTGACTTACACCTAAAGCAATCTTTGAATAAGCTAAAGCTCGATTTCTCTTGTGTGTTCCATAATCAATAATTTTGTTATGCATATATATGTGTAAA
	GecuE^11      TTTACACAAAAAATATTTACAGTCTGACTTACACCTAAAGCAATCTTTGAATAAGCTAAAGCTCGATTTCTCTTGTGTGTTCCAAAATCAATAATTTTGTTATGCATATATATGTGTAAA
	GlicC^15     TTTACACAAAAAATATTTACAGTCTGACTTACACCTAAAGCAATCTTTGAATAAGCTAAAGCTCGATTTCTCTTGTGTGTTCCATAATCAATAATTTTGTTATGCATATATATGTGTAAA
	GlicP^17      TTTACACAAAAAATATTTACAGTCTGACTTACACCTAAAGCAATCTTTGAATAAGCTAAAGCTCGATTTCTCTTGTGTGTTCCATAATCAATAATTTTGTTATGCATATATATGTGTAAN
	GlicP^18      TTTACACAAAAAATATTTACAGTCTGACTTACACCTAAAGCAATCTTTGAMTAAGCTAAAGCTCGATTTCTCTTGTGTGTTCCATAATCAATAATTTTGTTATGCATATATATGTGTAAA
	GlicE^20      TTTACACAAAAAATATTTACAGTCTGACTTACACCTAAAGCAATCTTTGAATAAGCTAAAGCTCGATTTCTCTTGTGTGTTCCATAATCAATAATTTTGTTATGCATATATATRTGTAAA
	GlicE^21      TTTACACAAAAAATATTTACAGTCTGACTTACACCTAAAGCAATCTTTGAATAAGCTAAAGCTCGATTTCTCTTGTGTGTTCCATAATCAATAATTTTGTTATGCATATATATGTGTAAA
	GlicE^22       TTTACACAAAAAATATTTACAGTCTGACTTACACCTAAAGCAATCTTTGAATAAGCTAAAGCTCGATTTCTCTTGTGTGTTCCATAATCAATAATTTTGTTATGCATATATATRTGTAAA
	GlicE^23       TTTACACAAAAAATATTTACAGTCTGACTTACACCTAAAGCAATCTTTGAATAAGCTAAAGCTCGATTTCTCTTGTGTGTTCCATAATCAATAATTTTGTTATGCATATATATRTGTAAA
	GlicE^24      TTTACACAAAAAATATTTACAGTCTGAYTTACACCTAAAGCAATCTTTGAATAAGCTAAAGCTCGATTTCTCTTGTGTGTTCCATAATCAATAATTTTGTTATGCATATATATGTGTAAA
	GlicE^25      TTTACACAAAAAATATTTACAGTCTGACTTACACCTAAAGCAATCTTTGAATAAGCTAAAGCTCGATTTCTCTTGTGTGTTCCATAATCAATAATTTTGTTATGCATATATATGTGTAAA
	GmorB^27    TTTACACAAAAAATATTTACAGTCTGACTTACACCTAAAGCAATCTTTGAMTAAGCTAAAGCTCGATTTCTCTTGTGTGTTCCATAATCAATAATTTTGTTATGCATATATATGTGTAAA
	GpasB^28    TTTACACAAAAAATATTTACAGTCTGACTTACACCTAAAGCAATCTTTGAATAAGCTAAAGCTCGATTTCTCTTGTGTGTTCCAWAATCAATAATTTTGTTATGCATATATATGTGTAAA


16 120
	GecuC^1     GCGAGATTTTTCAACCATGTTAGAGTGATTAGTCTTGAGATGTCGCTTTAGCTTACTTGGGGGCATACACTCGGTCGCTAGAACTTTTAGACAGAGCACACACTGCGGTTTCTCTTCATT
	GecuP^4     GCGAGATTTTTCAACCATGTTAGAGTGATTAGTCTTGAGATGTCGCTTTAGCTTACTTGGGGGCATACACTCGRKCGCTAGAACTTTTAGACAGAGCACACACTGCGGTTTCTCTTCATT
	GecuP^5     GCGAGATTTTTCAACCATGTTAGASTGATTAGTCTTGAGATGTCGCTTTAGCTTACTTGGGGGCATACACTCGGTCGCTAGAACTTTTAGACAGAGCACACACTGCGGTTTCTCTTCATT
	GecuE^8      GCGAGATTTTTCAACCATGTTAGASTGATTAGTCTTGAGATGTCGCTTTAGCTTACTTGGGGGCATACACTCGGTCGCTAGAACTTTTAGACAGAGCACACACTGCGGTTTCTCTTCATT
	GecuE^9       GCGAGATTTTTCAACCATGTTAGAGTGATTAGTCTTGAGATGTCGCTTTAGCTTACTTGGGGGCATACACTCGGTCGCTAGAACTTTTAGACAGAGCACACACTGCGGTTTCTCTTCATT
	GecuE^10      GCGAGATTTTTCAACCATGTTAGAGTGATTAGTCTTGAGATGTCGCTTTAGCTTACTTGGGGGCATACACTCGGTCGCTAGAACTTTTAGACAGAGCACACACTGCGGTTTCTCTTCATT
	GlicC^15     GCGAGATTTTTCAACCATGTTAGAGTGATTAGTCTTGAGATGTCGCTTTAGCTTAYTTGGGGGCATACACTCGGTCGCTAGAACTTTTAGACAGAGCACACACTGCGGTTTCTCTTCATT
	GlicP^17      GCGAGATTTTTCAACCATGTTAGAGTGATTAGTCTTGAGATGTCGCTTTAGCTTACTTGGGGGCATACACTCGGTCGCTAGAACTTTTAGACAGAGCACACACTGCGGTTTCTCTTCATT
	GlicE^20      GCGAGATTTTTCAACCATGTTAGAGTGATTAGTCTTGAGATGTCGCTTTAGCTTACTTGGGGGCATACACTCGGTCGCTAGAACTTTTAGACAGAGCACACACTGCRGTTTCTCTTCATT
	GlicE^21      GCGAGATTTTTCAACCATGTTAGAGTGATTAGTCTTGAGATGTCGCTTTAGCTTACTTGGGGGCATACACTCGGTCGCTAGAACTTTTAGACAGAGCACACACTGCGGTTTCTCTTCATT
	GlicE^22       GCGAGATTTTTCAACCATGTTAGAGTGATTAGTCTTGAGATGTCGCTTTAGCTTATTTGGGGGCATACACTCGGTCGCTAGAACTTTTAGACAGAGCACACACTGCGGTTTCTCTTCATT
	GlicE^23       GCGAGATTTTTCAACCATGTTAGAGTGATTAGTCTTGAGATGTCGCTTTAGCTYAYTTGGGGGCATACACTCGGTCGCTAGAACTTTTAGACAGAGCACACACTGCGGTTTCTCTTCATT
	GlicE^24      GCGAGATTTTTCAACCATGTTAGAGTGATTAGTCTTGAGATGTCGCTTTAGCTTACTTGGGGGCATACACTCGGTCGCTAGAACTTTTAGACAGAGCACACACTGCRGTTTSTCTTCATT
	GlicE^25      GCGAGATTTTTCAACCATGTTAGAGTGATTAGTCTTGAGATGTCGCTTTAGCTTATTTGGGGGCATACACTCGGTCGCTAGAACTTTTAGACAGAGCACACACTGCGGTTTCTCTTCATT
	GmorB^27    GCGAGATTTTTCAACCATGTTAGAGTGATTAGTCTTGAGATGTCGCTTTAGCTTACTTGGGGGCATACACTCGGTCGCTAGAACTTTTAGACAGAGCACACACTGCGGTTTCTCTTCATT
	GpasB^28    GCGAGATTTTTCAACCATKTTAGAGTGATTAGTCTTGASATGTCGCTTTAGCTTACTTGGGGGCATACACTCGGTCGCTAGAACTTTTAGACAGAGCACACACTGCGGTTTCTCTTCATT


17 120
	GecuC^1     CCGTTTGTTAGAAAAGCTTCAATAATAAACGCACGTTGTTCACCCGACCACGACATCTTCTCTACTGACTAACTTTAGGTTCCCTCGAGTCAAACGCTTCCTTCCCCACTCTTCGTGGAC
	GecuP^4     CCGTTTGTTAGAAAAGCTTCAATAATAAACGCACGTTGTTCACCCGACCACGACATCTTCTCTACTGACTAACTTTAGGTTCCCTCGAGTCAAACGCTTCCTTCCCCACTCTTCGTGGAC
	GecuP^5     CCGNTTGTTAGAANAGCTTCAATAATAAACGCACGTTGTTCACCCGACCACGACATCTTCTCTACTGACTAACTTTAGGTTCCCTCGAGTCAAACGCTTCCTTCCCCACTCTTCGTGGAC
	GecuP^6      CCGTTTGTTAGAAAAGCTTCAATAATAAACGCACGTTGTTCACCCGACCACGACATCTTCTCTACTGACTAACTTTAGGTTCCCTCGAGTCAAACGCTTCCTTCCCCACTCTTCGTGGAC
	GecuE^8      CCGTTTGTTAGAAAAGCTTCAATAATAAACGCACGTTGTTCACCCGACCACGACATCTTCTCTACTGACTAACTTTAGGTTCCCTCGAGTCAAACGCTTCCTTCCCCACTCTTCGTGGAC
	GecuE^9       CCGTTTGTTAGAAAAGCTTCAATAATAAACGCACGTTGTTCACCCGACCACGACATCTTCTCTACTGACTAACTTTAGGTTCCCTCGAGTCAAACGCTTCCTTCCCCACTCTTCGTGGAC
	GecuE^10      CCGTTTGTTAGAAAAGCTTCAATAATAAMCGCACGTTGTTCACCCGACCACGACATCTTCTCTACTGACTAACTTTAGGTTCCCTCGAGTCAAACGCTTCCTTCCCCACTCTTCGTGGAC
	GlicC^15     CCGTTTGTTAGAAAAGCTTCAATAATAANCGCACGTTGTTCACCCGACCACGACATCTTCTCTACTGACNAACTTTAGGTTCCCTCGAGTCAAACGNTTCCTTCCCCACTCTTCGTGGAC
	GlicP^17      CCGTTTGTTAGAAAAGCTTCAATAATAAACGCACGTTGTTCACCCGACCACGACATCTTCTCTACTGACTAACTTTAGGTTCCCTCGAGTCAAACGCTTCCTTCCCCACTCTTCGTGGAC
	GlicE^20      CCGTTTGTTAGAAAAGCTTCAATAATAAWCGCACGTTGTTCACCCGACCACGACATCTTCTCTACTGACYAACTTTAGGTTCCCTCGAGTCAAACGCTTCCTTCCCCACTCTTCGTGGAC
	GlicE^21       CCGTTTGTTAGAAAAGCTTCAATAATAAACGCACGTTGTTCACCCGACCACGACATCTTCTCTACTGACTAACTTTAGGTTCCCTCGAGTCAAACGCTTCCTTCCCCACTCTTCGTGGAC
	GlicE^22       CCGTTTGTTAGAAAAGCTTCAATAATAAACGCACGTTGYTCACCCGACCACGACATCTTCTCTACTGACTAACTTTAGGTTCCCTCGAGTCAAACGCTTCCTTCCCCACTCTTCGTGGAC
	GlicE^23      CCGTTTGTTAGAAAAGCTTCAATAATAAACGCACGTTGTTCACCCGACCACGACATCTTCTCTACTGACTAACTTTAGGTTCCCTCGAGTCAAACNCTTCCTTCCCCACTCTTCGTGGAC
	GlicE^24      CCGTTTGTTAGAAAAGCTYMAATAATAAACGCACGTTGTTCACCCGACCACGACATCTTCTCTACTGACTAACTTTAGGTTCCCTCGAGTCAAACGCTTCCTTCCCCACTCTTCGTGGAC
	GmorB^27    CCGTTTGTTA-AAAAGCTTCAATAATAAACGCACGTTGNTCACCCGACCACGACATNTTCTCTACTGACTAACTTTAGGTTCCCTCGAGTCAAACGCTTCCTTCCCCACTCTTCGTGGAC
	GpasB^28    CCGTTTGTTAGAAAAGCTTCAATAATAAACGCACGTTGTTCACCCGACCACGACATCTTCTCTACTGACTAACTTTAGGTTCCCTCGAGTCAAACGCTTCCTTCCCCACTCTTCGTGGAC
	GpasB^29    CCGTTTGTTAGAAAAGCTTCAATAATAAACGCACGTTGTTCACCCGACCACGACATCTTCTCTACTGACTAACTTTAGGTTCCCTCGAGTCAAACGCTTCCTTCCCCACTCTTCGTGGAC


18 120
	GecuC^1     TTTTCCTTGAAAAATTTCAGCATTTTYCAAACTACTCTACCTAACTCAAACTTGAAAACGGTGATACCATAAGATCTACCAAAATACAAATTTGGCAAGSTTTCACTACAGTTTTAGGAW
	GecuP^4     TTTTCCTTGAAAAATTTCAGCATTTTTCAAACTACTCTACCTAACTCAAACTTGAAAACGGTGATACCATAAGATCTACCAAAATACAAATTTGGCAAGCTTTCACTACAGTTTTAGGAA
	GecuP^5      TTTTCCTTGAAAAATTTCAGCRTTTTTCAAACTACTCTAYCTAACTCAAACTTGAAAACGGTGATACCATAAGATCTACCAAAATACAAATTTGGCAAGSTTTCACTACAGTTTTAGGAA
	GecuE^8      TTTTCCTTGAAAAATTTCAGCRTTTTTCAAACTACTCTATCTAACTCAAACTTGAAAACGGTGATACCATAAGATCTACCAAAATACAAATTTGGCAAGGTTTCACTACAGTTTTAGGAA
	GecuE^9       TTTTCCTTGAAAAATTTCAGCATTTTTCAAACTACTCTACCTAACTCAAACTTGAAAACGGTGATACSATAAGATCTACCAAAATACAAATTTGGCAAGCTTTCACTACAGTTTTAGGAA
	GecuE^10       TTTTCCTTGAAAAATTTCAGCATTTTTCAAACTACTCTACCTAACTCAAACTTGAAAACGGTGATACCATAAGATCTACCAAAATACAAATTTGGCAAGCTTTCACTACAGTTTTAGGAA
	GecuE^11      TTTTCCTTGAAAAATTTCAGCATTTTTCAAACTACTCTACCTAACTCAAACTTGAAAACGGTGAYACCATAAGATCTACCAAAATACAAATTTGGCAAGGTTTCACTACAGTTTTAGGAA
	GlicC^15     TTTTCCTTGAAAAATTTCAGCATTTTTCAAACTACTCTACCTAACTCAAACTTGAAAACGGTGATACCATAAGATCTACCAAAATACAAATTTGGCAAGCTTTCACTACAGTTTTAGGAA
	GlicP^17      TTTTCCTTGAAAAATTTCAGCGTTTTTCAAACTACTCTATCTAACTCAAACTTGAAAACGGTGATACNATAAGATCTACCAAAATACAAATTTGGCAAGGTTTCACTACAGTTTTAGGAA
	GlicE^20      TTTTCCTTGAAAAATTTCAGCATTTTTCAAACTACTCTACCTAACTCAAACTTGAAAACGGTGATACCATAAGATCTACCAAAATACAAATTTGGCAAGCTTTCACTACAGTTTTAGGAA
	GlicE^21      TTTTCCTTGAAAAATTTCAGCATTTTTCAAACTACTCTACCTAACTCAAACTTGAAAACGGTGATACCATAAGATCTACCAAAATACAAATTTGGCAAGCTTTCACTACAGTTTTAGGAA
	GlicE^22       TTTTCCTTGAAAAATTTCAGCATTTTTCAAACTACTCTACCTAACTCAAACTTGAAAACGGTGATACCATAAGATCTACCAAAATACAAATTTGGCAAGCTTTCACTACAGTTTTAGGAA
	GlicE^23       TTTTCCTTGAAAAATTTCAGCATTTTTCAAACTACTCTACCTAACTCAAACTTGAAAACGGTGATACCATAAGATCTACCAAAATACAAATTTGGCAAGSTTTCACTACAGTTTTAGGAA
	GlicE^24      TTTTCCTTGAAAAATTTCAGCATTTTTCAAACTACTCTACCTAACTCAAACTTGAAAACGGTGATACCATAAGATCTACCAAAATACAAATTTGGCAAGSTTTCACTACAGTTTTAGGAA
	GlicE^25      TTTTCCTTGAAAAATTTCAGCATTTTTCAAACTACTCTACCTAACTCAAACTTGAAAACGGTGATACCATAAGATCTACCAAAATACAAATTTGGCAAGCTTTCACTACAGTTTTAGGAA
	GmorB^27    TTTTCCTTGAAAAATTTCAGCATTTTYCAAACTACTCTACCTAACTCAAACTTGAAAACGGTGATACCATAAGATCTACCAAAATACAAATTTGGCAAGGTTTCACTACAGTTTTAGGAA
	GpasB^28    TTTTCCTTGAAAAATTTCAGCATTTTYCAAACTACTCTACCTAACTCAAACTTGAAAACGGTGATACCATAAGATCTACCAAAATACAAATTTGGCAAGGTTTCACTACAGTTTTAGGAW
	GpasB^29    TTTTCCTTGAAAAATTTCAGCATTTTYCAAACTACTCTAYCTAACTCAAACTTGAAAACGGTGATACCATAAGATCTACCAAAATACAAATTTGGCAAGGTTTCACTACAGTTTTAGGAW


15 120
	GecuC^1     ATAAGCTGTAATTCACCGCGTACAAATAGTTGCCGCATCCGGCAACAACAATCTGGGAAATAATTGATAAAGTAACAATGAAAAGCAAATGCGTAAACGTGAGGATAGCACCTGACGTTA
	GecuP^4     ATAAGGTGTAATTCACCGCGTACAAATAGTTGCCGCATCTGGCAACAACAATCTGGGAAATAATTGATAAAGTAACAATGAAAAACAAATGCGTAAACGTGAGGATAGCACCTGACGTTA
	GecuP^5     ATAAGCTGTAATTCACCGCGTACAAATAGTTGCCGCATCCGGCAACAACAATCTGGGAAATAATTGATAAAGTAACAATGAAAAGCAAATGCGTAAACGTGAGGATAGCACCTGACGTTA
	GecuP^6      ATAAGNTGTAATTCACCGCGTACAAATAGTTGCCGCATCCGGCAACAACAATCTGGGAAATAATTGATAAAGTAACAATGAAAA-CAAATGCGTAAACGTGAGGATAGCACCTGACGNTA
	GecuE^8      ATAAGSTGTAATTCACCGCGTACAAATAGTTGCCGCATCCGGCAACAACAATCTGGGAARTAATTGATAAAGTAACAATGAAAARCAAATGCGTAAACGTGAGGATAGCACCTGACGTTA
	GecuE^9       ATAAGCTGTAATTCACCGCGTACAAATAGTTGCCGCATCCGGCAACAACAATCTGGGAAATAATTGATAAAGTAACAATGAAAAGCAAATGCGTAAACGTGAGRATAGCAYCTGACGTTA
	GlicC^15     ATAAGSTGTAATTCACCGCGTACAAATAGTTGCCGCATCCGGCAACAACAATCTGGGAAATAATTGATAAAGTAACAATGAAAARCAAATGCGTAAACGTGAGGATAGCACCTGACGTTA
	GlicP^17      ATAAGSTGTAATTCACCGCGTACAAATAGTTGCCGCATCCGGCAACAACAATCTGGGAAATAATTGATAAAGTAACAATGAAAARCAAATGCGTAAACGTGAGGATAGCACCTGACGTTA
	GlicE^20      ATAAGSTGTAATTCACCGCGTACAAATAGTTGCCGCATCCGGCAACAACAATCTGGGAAATAATTGATAAAGTAACAATGAAAARCAAATGCGTAAACGTGAGGATAGCACCTGACGTTA
	GlicE^21       ATAAGSTGTAATTCACCGCGTACAAATAGTTGCCGCATCCGGCAACAACAATCTGGGAAATAATTGATAAAGTAACAATGAAAARCAAATGCGTAAACGTGAGGATAGCACCTGACGTTA
	GlicE^22       ATAAGCTGTAATTCACCGCGTACAAATAGTTGCCGCATCCGGCAACAACAATCTGGGAAATAATTGATAAAGTAACAATGAAAAGCAAATGCGTAAACGTGAGGATAGCACCTGACGTTA
	GlicE^23      ATAAGNTGTAATTCACCGCGTACAAATAGTTGCCGCATCCGGCAACAACAATCTGGGAAATAATTGATAAAGTAACAATGAAAA-CAAATGCGTAAACGTGAGGATAGCACCTGACGTTA
	GlicE^24      ATAAGCTGTAATTCACCGCGTACAAATAGTTGCCGCATCCGGCAACAACAATCTGGGAAATAATTGATAAAGTAACAATGAAAAGCAAATGCGTAAACGTGAGGATAGCACCTGACGTTA
	GmorB^27    ATAAGGTGTAATTCACCGCGTACAAATAGTTGCCGCATCCGGCAACAACAATCTGGGAAATAATTGATAAAGTAACAATGAAAAACAAATGCGTAAACGTGAGGATAGCACCTGACGTTA
	GpasB^28    ATAAGGTGTAATTCACCGCGTACAAATAGTTGCCGCATCCGGCAACAACAATCTGGGAAATAATTGATAAAGTAACAATGAAAAACAAATGCGTAAACGTGAGGATAGCACCTGACGTTA


20 120
	GecuC^1     AACAACTACYAGCGCGCAACGATGCAGTACAGTATAAATATACTGAACCAAAAGGAAGGTAAAACTAACGAACAAAAAAATAACGCTCCATTCCAATGGCGGATTCTGCAAATAAACTTT
	GecuP^4     AACAACTACCAGCGCGCAAYGATGCAGTACAGTATAAATATACTGAACCAAAAGGAAGGTAAAACTAACGWACAAAAAAATAACGCTCCATTCCAATGGCGGATTCTGCAAATAAACTTT
	GecuP^5     AACAACTACCAGCGCGCAACGATGCAGTACAGTATAAATATACTGAACCAAAAGGAAGGTAAAACTAACGAACAAAAAAATAACGCTCCATTCCAATGGCGGATTCTGCAAATAAACTTT
	GecuP^6      AACAACTACCAGCGCGCAACGATGCAGTACAGTATAAATAYACTRAACCAAAAGGAAGGTAAAACTAACGAACAAAAAAATAACGCTCCATTCCAATGGCGGATTCTGCAAATAAACTTT
	GecuE^8      AACAACTACCAGCGCGCAACGATGCAGTACAGTATAAAYATACTGAACCAAAAGGAAGGTAAAACTAACGAACAAAAAAATAACGCTCCATTCCAATGGCGGATTCTGCAAATAAACTTT
	GecuE^9       AACAACTACCAGCGCGCAACGATGCAGTACAGTATAAAYATACTGAACCAAAAGGAAGGTAAAACTAACGAACAAAAAAATAACGCTCCATTCCAATGGCGGATTCTGCAAATAAACTTT
	GecuE^10       AACAACTACCAGCGCGCAACGATGCAGTACAGTATAAAYATACTGAACCAAAAGGAAGGTAAAACTAACGAACAAAAAAATAACGCTCCATTCCAATGGYGGATTCTGCAAATAAACTTT
	GecuE^11       AACAAYTACCAGCGCGCAACGATGCAGTACAGTATAAAYATACTGAACCAAAAGGAAGGTAAAACTAACGAACAAAAAAATAACGCTCCATTCCAATGGCGGATTCTGCAAATAAACTTT
	GlicC^15     AACAACTACCAGCGCGCAANGATGCAGTACAGTATAAATATACWGAACCAAAAGGAAGGTAAAACTAACGAACAAAAAAATAACGCTCCATTCCAATGGCGGATTCTGCAAATAAACTTT
	GlicP^17      AACAACTACCAGCGCGCAACGATGCAGTACAGTATAAAYATACTGAACCAAAAGGAAGGTAAAACTAACGAACAAAAAAATAACGCTCCATTCCAATGGCGGATTCTGCAAATAAACTTT
	GlicP^18      AACAACTACCAGCGCGCAACGATGCAGTACAGTATAAATATACTGAACCAAAAGGAAGGTAAAACTAACGAACAAAAAAATAACGCTCCATTCCAATGGCGGATTCTGCAAATAAACTTT
	GlicE^20      AACAACTACCAGCGCGCAACGATGCAGTACAGTATAAATATACTGAACCAAAAGGAAGGTAAAACTAACGAACAAAAAAATAACGCTCCATTCCAATGGCGGATTCTGCAAATAAACTTT
	GlicE^21      AACAACTACCAGCGCGCAACGATGCAGTACAGTATAAATATACTGAACCAAAAGGAAGGTAAAACTAACGAACAAAAAAATAACGCTCCATTCCAATGGCGGATTCTGCAAATAAACTTT
	GlicE^22      AACAACTACCAGCGCGCAACGATGCAGTACAGTATAAATATACWGAACCAAAAGGAARGTAAAACTAACGAACAAAAAAATAACGCTCCATTCCAATGGCGGATTCTGCAAATAAACTTT
	GlicE^23       AACAAYTACCAGCGCGCAACGATGCAGTACAGTATAAATATACTGAACCAAAAGGAAGGTAAAACTAACGAACAAAAAAATAACGCTCCATTCCAATGGCGGATTCTGCAAATAAACTTT
	GlicE^24       AACAACTACCAGCGCGCAACGATGCAGTACAGTATAAATATACTGAACCAAAAGGAAGGTAAAACTAACGAACAAAAAAATAACGCTCCATTCCAATGGYGGATTCTGCAAATAAACTTT
	GlicE^25      AACAACTACCAGCGCGCAACGATGCAGTACAGTATAAATATACTGAACCAAAAGGAAGGTAAAACTAACGAACAAAAAAATAACGCTCCATTCCAATGGCGGATTCTGCAAATAAACTTT
	GlicE^26      AACAACTACCAGCGCGCAACGATGCAGTACAGTATAAATATACWGAACCAAAAGGAARGTAAAACTAACGAACAAAAAAATAACGCTCCATTCCAATGGCGGATTCTGCAAATAAACTTT
	GmorB^27    AACAACTACNAGCGCGCAACGATGCAGTACAGTATAAATATACTGAACCAAAAGGAAGGTAAAACTAACGAACAAAAAAATAACGCTCCATTCCAATGGCGGATTCTGCAAATAAACTTT
	GpasB^28    AACAACTACCAGCGCGCAACGATGCAGTACAGTATAAATATACTGAACCAAAAGGAAGGTAAAACTAACGAACAAAAAAATAACGCTCCATTCCAATGGYGGATTCTGCAAATAAACTTT


16 120
	GecuC^1     GCAATTA-NGGGCCCTACGTTATGCAACATGAGTGAAGCAAATATCCTCCTGTAGGCTATAAAAGACCTTCCTCTAAATCAATGNTAATATTGCGCTACTTCCGTCAATATCAATTCCTT
	GecuP^4     GCAATTATCGGGCCCTACGTTATGCAACATGAGTGAAGCAAATATCCTCCTGTAGGCTATAAAAGACCTTCCTCTAAATCAATGATAATAWTGCGCTACTTCCGTCAATATCAATTCCTT
	GecuP^5     GCAATTATCGGGCCCTACGTTATGCAACATGAGTGAAGCAAATATCCTCCTGTAGGCTATAAAAGACCTTCCTCTAAATCAATGATAATANTGCGCTACTTCCGTCAATATCAATTCCTT
	GecuP^6      GCAATTAYSGGGCCCTACGTTATGCAACATNAGTGAAGCAAATATCCTCCTGTAGGCTATAAAAGACCTTCCTCTAAATCAATGATAATAWTGCGCTACTTCCNTCAATATCAATTCCTT
	GecuE^8      GCAATTAYCGGGCCCTACGTTATGCAACATGAGTGAAGCAAATATCCTCCTGTAGGCTATAAAAGACCTTCYTCTAAATCAATGATAATATTGCGCTACTTCCGTCAATATCAATTCSTT
	GecuE^9       GCAATTATCGGGCCCTACGTTATGCAACATGAGTGAAGCAAATATCCTCCTGTAGGCTATAAAAGACCTTCCTCTAAATCAATGATAATAWTGCGCTACTTCCGTCAATATCAATTCCTT
	GecuE^10      GCAATTAYSGGGCCCTACGTTATGCAACATGAGTGAAGCAAATATCCTCCTGTAGGCTATAAAAGACCTTCCTCTAAATCAATGATAATATTGCGCTACTTCCGTCAATATCAATTCCTT
	GlicC^15     GCAATTANCGGGCCCTACGTTATGCAACATGAGTGAAGCAAATATCCTCCTGTAGGCTATAAAAGACCTTCNTCTAAATCAATGNTAATATTGCGCTACTTCCGTCAATATCAATTCNTT
	GlicP^17      GCAATTATCGGGCCCTACGTTATGCAACATGAGTGAAGCAAATATCCTCCTGTAGGCTATAAAAGACCTTCCTCTAAATCAATGATAATATTGCGCTACTTCCGTCAATATCAATTCCTT
	GlicE^20      GCAATTATCGGGCCCTACGTTATGCAACATGAGTGAAGCAAATATCCTCCTRTAGGCTATAAAAGACCTTCCTCTAAATCAATGATAATATTGCGCTACTTCCGTCAATATCAATTCCTT
	GlicE^21      GCAATTAYCGGGCCCTACGTTATGCAACATGAGTGAAGCAAATATCCTCCTGTAGGCTATAAAAGACCTTCYTCTAAATCAATGATAATATTGCGCTACTTCCGTCAATATCAATTCSTT
	GlicE^22       GCAATTATCGGGCCCTACGTTATGCAACATGAGTGAAGCAAATATCCTCCTGTAGGCTATAAAAGACCTTCCTCTAAATCAATGATAATATTGCGCTACTTCCGTCAATATCAATTCCTT
	GlicE^23       GCAATTATCGGGCCCTACGTTATGCAACATGAGTGAAGCAAATATCCTCCTRTAGGCTATAAAAGACCTTCCTCTAAATCAATGATAATATTGCGCTACTTCCGTCAATATCAATTCCTT
	GlicE^24      GCAATTATCGGGCCCTACGTTATGCAACATGAGTGAAGCAAATATCCTCCTGTAGGCTATAAAAGACCTTCCTCTAAATCAATGRTAATATTGCGCTACTTCCGTCAATATCAATTCCTT
	GmorB^27    GCAATTACCGGGCCCTACGTTATGCAACATGAGTGAAGCAAATATCCTCCTGTAGGCTATAAAAGACCTTCTTCTAAATCAATGATAATATTGCGCTACTTCCGTCAATATCAATTCGTT
	GpasB^28    GCAATTATCGGGCCCTACGTTATGCAACATGAGTGAAGCAAATATCCTCCTGTAGGCTATAAAAGACCTTCCTCTAAATCAATGATAATATTGCGCTACTTCCGTCAATATCAATTCCTT


16 120
	GecuC^1     AACAGCACCGATATATATCCTTTATTGTATAATCCGGTCCTGAAACGACGGGCTAGAGATGGATAGCTTTCTGTTCTGTTTATGCGACTTTGGTAAGAAACACATACACATCTCCAACAT
	GecuP^4     AACAGCACCGATATATATCCTTTATTGTATAATCCGGTCCTRAAACGACGGGCTAGAGATGGATAGCTTTCTGTTCTGTTTATGCGACTTTGGTAAGAAACACATACACATCTCCAACAT
	GecuP^5      AACAGCACCGATATATATCCTTTATTGTATAATCCGGTCCTGAAACGACGGGCTAGAGATGGATAGCTTTCTGTTCTGTTTATGCGACTTTGGTAAGAAACACATACACATCTCCAACAT
	GecuE^8      AACAGCACCGATATATATCCTTTATTGTATAATCCGGTCCTGAAACGACGGGCTAGAGATGGATAGCTTTCTGTTCTGTTTATGCGACTTTGGTAAGAAACACATACACATCTCCAACAT
	GecuE^9       AACAGCACCGATATATATCCTTTATTGTATAATCCGGTCCTGAAACGACGGGCTAGAGATGGATAGCTTTCTGTTCTGTTTATGCGACTTTGGTAAGAAACACATACACATCTCCAACAT
	GecuE^10       AACAGCACCGATATATATCCTTTATTGTATAATCCGGTCCTGAAACGACGGGCTAGAGATGGATAGCTTTCTGTTCTGTTTATGCGACTTTGGTAAGAAACACATACACATCTCCAACAT
	GlicC^15     AACAGCACCGATATATATCCTTTATTGTATAATCCGGTCCTGAAACGACGGGCTAGAGATGGATAGCTTTCTGTTCTGTTTATGCGACTTTGGTAAGAAACACATACACATCTCCAACAT
	GlicP^17      AACAGCACCGATATATATCCTTTATTGTATAATCCGGTCCTGAAACGACGGGCTAGAGATGGATAGCTTTCTGTTCTGTTTATGCGACTTTGGTAAGAAACACATACACATCTCCAACAT
	GlicE^20      AACAGCACCGATATATATCCTTTATTGTATAATCCGGTCCTGAAACGACGRGCTAGAGATGGATAGCTTTCTGTTCTGTTTATGCGACTTTGGTAAGAAACACATACACATCTCCAACAT
	GlicE^21       AACAGCACCGATATATATCCTTTATTGTATAATCCGGTCCTGAAACGACGGGCTAGAGATGGATAGCTTTCTGTTCTGTTTATGCGACTTTGGTAAGAAACACATACACATCTCCAACAT
	GlicE^22       AACAGCACCGATATATATCCTTTATTGTATAATCCGGTCCTGAAACGACGGGCTAGAGATGGATAGCTTTCTGTTCTGTTTATGCGACTTTGGTAAGAAACACATACACATCTCCAACAT
	GlicE^23      AACAGCACCGATATATATCCTTTATTGTATAATCCGGTCCTGAAACGACGGGCTAGAGATGGATAGCTTTCTGTTCTGTTTATGCGACTTTGGTAAGARACACATACACATCTCCAACAT
	GlicE^24      AACAGCACCGATATATATCCTTTATTGTATAATCCGGTCCTGAAACGACGGGCTAGAGATGGATAGCTTTCTGTTCTGTTTATGCGACTTTGGTAAGAAACACATACACATCTCCAACAT
	GmorB^27    AACAGCACCGATATATATCCTTTATTGTATAATCCGGTCCTGAAACGACGGGCTAGAGATGGATAGCTTTCTGTTCTGTTTATGCGACTTTGGTAAGAAACACATACACATCTCCAACAT
	GpasB^28    AACAGCACCGATATATATCCTTTATTGTATAATCCGGTCCTGAAACGACGGGCTAGAGATGGATAGCTTTCTGTTCTGTTTATGCGACTTTGGTAAGAAACACATACACATCTCCAACAT
	GpasB^29    AACAGCACCGATATATATCCTTTATTGTATAATCCGGTCCTGAAACGACGGGCTAGAGATGGATAGCTTTCTGTTCTGTTTATGCGACTTTGGTAAGAAACACATACACATCTCCAACAT


17 120
	GecuC^1     TTCTTAGTATTTTCCATTCCCGTCTYTGTTCATCCAGAGAGTTTTCTTCTGGTGATCTTTCTAGGGACTGTTCGTTTTATATCGCCGCCTATTTCGGATTTATTCCATTCTTTGTCAACA
	GecuP^4     TTCTTAGTATTTTCCATTCCCGTCTCTGCTCATCCAGAGAGTTTTCTTCTGGTGATCTTTCTAGGGACTGTTCGTTTTATATCGCCGCCTATTTCGGATTTATTCCATTCTTTGTCAACA
	GecuP^5      TTCTTAGTATTTTCCATTCCCGTCTCTGNTCATCCAGNGAGTTTTCTTCTGGTGATCTTTCTAGGGACTGTTCGTTTTATATCGCCGCCTATTTCGGATTTATTCCATTCTTTGTCAACA
	GecuE^8       TTCTTAGTATTTTCCATTCCCGTCTCTGYTCATCCAGAGAGTTTTCTTCTGGTGATCTTTCTAGGGACTGTTCGTTTTATATCGCCGCCTAYTTCGGATTTATTCCATTCTTTGTCAACA
	GecuE^9       TTCTTAGTATTTTCCATTCCCGTCTCTGYTCATCCAGAGAGTTTTCTTCTGGTGATCTTTYTAGGGACTGTTCGTTTTATATCGCCGCCTATTTCGGATTTATTCCATTCTTTGTCAACA
	GecuE^10      TTCTTAGTATTTTCCATTCCCGTCTCTGYTCATCCAGARAGTTTTCTTCTGGTGATCTTTCTAGGGACTGTTCGTTTTATATCGCCGCCTATTTCGGATTTATTCCATTCTTTGTCAACA
	GlicC^15     TTCTTANTATTTTCCATTCCCGTCTNTGTTCATCCAGAGAGTTTTCTTCTGGTGATCTTTCTAGGGACTGTTCGTTTTATATCGCCGCCTATTTCGGANTTATTCCATTCTTTGTCAACA
	GlicP^17      TTCTTAGTATTTTCCATTCCCGTCTCTGTTCATCCAGAGAGTTTTCTTCTGGTGATCTTTCTAGGGACTGTTCGTTTTATATCGCCGCCTATTTCGGATTTATTCCATTCTTTGTCAACA
	GlicE^20      TTCTTAGTATTTTCCATTCCCGTCTCTGCTCATCCAGAGAGTTTTCTTCTGGTGATCTTTCTAGGGACTGTTCGTTTTATATCGCCGCCTATTTCGGATTTATTCCATTCTTTGTCAACA
	GlicE^21      TTCTTAGTATTTTCCATTCCCGTCTCTGTTCATCCAGAGAGTTTTCTTCTGGTGATCTTTCTAGGGACTGTTCGTTTTATATCGCCGCCTATTTCGGATTTATTCCATTCTTTGTCAACA
	GlicE^22      TTCTTAGTATTTTCCATTCCCGTCTCTGYTCATCCAGAGAGTTTTCTTCTGGTGATCTTTCTAGGGACTGTTCGTTTTATATCGCCGCCTATTTCGGATTTATTCCATTCTTTGTCAACA
	GlicE^23       TTCTTAGTATTTTCCATTCCCGTCTYTGTTCATCCAGAGAGTTTTCTTCTGGTGATCTTTCTAGGGACTGTTCGTTTTATATCGCCGCCTATTTCGGATTTATTCCATTCTTTGTCAACA
	GlicE^24       TTCTTAGTATTTTCCATTCCCGTCTTTGTTCATCCAGAGAGTTTTCTTCTGGTGATCTTTCTAGGGACTGTTCGTTTTATATCGCCGCCTATTTCGGATTTATTCCATTCTTTGTCAACA
	GlicE^25      TTCTTAGTATTTTCCATTCCCGTCTCTGYTCATCCAGARAGTTTTCTTCTGGTGATCTTTCTAGGGACTGTTCGTTTTATATCGCCGCCTATTTCGGATTTATTCCATTCTTTGTCAACA
	GlicE^26      TTCTTAGTATTTTCCATTCCCGTCTYTGTTCATCCAGAGAGTTTTCTTCTGGTGATCTTTCTAGGGACTGTTCGTTTTATATCGCCGCCTATTTCGGATTTATTCCATTCTTTGTCAACA
	GmorB^27    TTCTTAGTATTTTCCATTCCCGTCTCTGYTCATCCAGAGAGTTTTCTTCTGGTGATCTTTCTAGGGACTGTTCGTTTTATATCGCWGCCTATTTCGGATTTATTCCATTCTTTGTCAACA
	GpasB^28    TTCTTAGTATTTTCCATTCCCGTCTCTGCTCATCCAGAGAGTTTTCTTCTGGTGATCTTTCTAGGGACTGTTCGTTTTATATCGCCGCCTATTTCGGATTTATTCCATTCTTTGTCAACA


16 120
	GecuC^1     TCCGTACATGGTGAACATTCTTGTAGRTTCTTTGAAGCTATTGCCAAACAAATTATCTATCTCCAGAAAGACATCTAAAATATCCTTGTCTCTCCAAGCGCTAGTATTTCGGGAAATCAT
	GecuP^4     TCCGTACATGGTGAACATTCTTGTAGGTTCTTTGAAGCTATTGCCAAACAAATTATCTATCTCCAGAAAGACATCTAAAATATCCTTGTCTCTCCAAGCGCTAGTATTTCGGGAAATCAT
	GecuP^5      TCCGTACATGGTGAACATTCTTGTAGGTTCTTTGAAGCTATTGCCAAACAAATTATCTATCTCCAGAAAGACATCTAAAATATCCTTGTCTCTCCAAGCGCTAGTATTTCGGGAAATCAT
	GecuE^8      TCCGTACATGGTGAACATTCTTGTAGGTTCTTTGAAGCTATTGCCAAACAAATTATCTATCTCCAGAAAGACATCTAAAATATCCTTGTCTCTCCAAGCGCTAGTATTTCGGGAAATCAT
	GecuE^9       TCCGTACATGGTGAACATTCTTGTAGGTTCTTTGAAGCTATTGCCAAACAAATTATCTATCTCCAGAAAGACATCTAAAATATCCTTGTCTCTCCAAGCGCTAGTATTTCGGGAAATCAT
	GecuE^10       TCCGTACATGGTGAACATTCTTGTAGGTTCTTTGAAGCTATTGCCAAACAAATTATCTATCTCCAGAAAGACATCTAAAATATCCTTGTCTCTCCAAGCGCTAGTATTTCGGGAAATCAT
	GecuE^11      TCCGTACATGGTGAACATTCTTGTAGGTTCTTTGAAGCTATTGCCAAACAAATTATCTATCTCCAGAAAGACATCTAAAATATCCTTGTCTCTCCAAGCGCTAGTATTTCGGGAAATCAT
	GlicC^15     TCCGTACATGGTGAACATTCTTGTAGGTTCTTTGAAGCTATTGCCAAACAAATTATCTATCTCCAGAAAGACATCTAAAATATCCTTGTCTCTCCAAGCGCTAGNATTTCGGGAAATCAT
	GlicP^17      TCCGTACATGGTGAACATTCTTGTAGNTTCTTTGAAGCTATTGCCAAACAAATTATCTATCTCCAGAAAGACATCTAAAATATCCTTGTCTCTCCAAGCGCTAGTATTTCGGGAAATCAT
	GlicE^20      TCCGTACATGGTGAACATTCTTGTAGGTTCTTTGAAGCTATTGCCAAACAAATTATCTATCTCCAGAAAGACATCTAAAATATCCTTGTCTCTCCAAGCGCTAGTATTTCGGGAAATCAT
	GlicE^21      TCCGTACATGGTGAACATTCTTGTAGGTTCTTTGAAGCTATTGCCAAACAAATTATCTATCTCCAGAAAGACATCTAAAATATCCTTGTCTCTCCAAGCGCTAGTATTTCGGGAAATCAT
	GlicE^22       TCCGTACATGGTGAACATTCTTGTAGGTTCTTTGAAGCTATTGCCAAACAAATTATCTATCTCCAGAAAGACATCTAAAATATCCTTGTCTCTCCAAGCGCTAGTATTTCGGGAAATCAT
	GlicE^23       TCCGTACATGGTGAACATTCTTGTAGGTTCTTTGAAGCTATTGCCAAACAAATTATCTATCTCCAGAAAGACATCTAAAATATCCTTGTCTCTCCAAGCGCTAGTATTTCGGGAAATCAT
	GlicE^24      TCCGTACATGGTGAACATTCTTGTAGGTTCTTTGAAGCTATTGCCAAACAAATTATCTATCTCCAGAAAGACATCTAAAATATCCTTGTCTCTCCAAGCGCTAGTATTTCGGGAAATCAT
	GmorB^27    TCCGTACATGGTGAACATTCTTGTAGRTTCTTTGAAGCTATTGCCAAACAAATTATCTATCTCCAGAAAGACATCTAAAATATCCTTGTCTCTCCAAGCGCTAGTATTTCGGGAAATCAT
	GpasB^28    TCCGTACATGGTGAACATTCTTGTAGGTTCTTTGAAGCTATTGCCAAACAAATTATCTATCTCCAGAAAGACATCTAAAATATCCTTRTCTCTCCAAGCGCTAGTATTTCGGGAAATCAT


18 120
	GecuC^1     CAGATCTTCTAAATTCTAAAATGCA-TTCCAATTTATTCCGGATCTTCTATTCTCCGTTTTCTTCATTATCCACTTAGTGACCATTACAAACATGAATGGTGGGAGGGCGCATCCCTGCC
	GecuP^4     CAGATCTTCTAAATTCTRAAATGCA-TTCCAATTTATTCCGGATCTTCTATTCTCCGTTTTCTTCATTATCCACTTAGTGACCATTACAAACATGAATGGTGGGAGGGCGCATCCCTGCC
	GecuE^8      CAGATCTTCTAAATTCTAAAATGCA-TTCCAATTTATTCCGGATCTTCTATTCTCCGTTTTCTTCATTACCCACTTAGTGACCATTACAAACATGAATGGTGGGAGGGCGCATCCCTGCC
	GecuE^9       CANATCTTCTAAATTCTAAAATGCA-TTCCAATTTATTCCGGATCTTCTATTCTCCGTTTTCTTCATTATCCACTTAGTGACCATTACAAACATGAATGGTGGGAGGGCGCATCCCTGCC
	GecuE^10       CAGATCTTCTAAATTCTAAAATGCA-TTCCAATTTATTCCGGATCTTCTATTCTCCGTTTTCTTCATTATCCACTTAGTGACCATTACAAACATGAATGGTGGGAGGGCGCATCCCTGCC
	GecuE^11      CAGATCTTCTAAATTCTAAAATGCA-TTCCAATTTATTCCGGATCTTCTATTCTCCGTTTTCTTCATTATCCACTTAGTGACCATTACAAACATGAATGGTGGGAGGGCGCATCCCTGCC
	GlicC^15     CARATCTTCTAAATTCTAAAATGCA-TTCCAATTTATTCCGGATCTTCTATTCTCCGTTTTCTTCATTAYCCACTTAGTGACCATTACAAACATGAATGGTGGGAGGGCGCATCCCTGCC
	GlicP^17      CAGATCTTCTAAATTCTAAAATGCA-TTCCAATTTATTCCGGATCTTCTATTCTCCGTTTTCTTCATTATCCACTTAGTGANCATTACAAACATGAATGGTGGGAGGGCGCATCCCTGCC
	GlicE^20      CARATCTTCTAAATTCTAAAATGCA-TNCCAATTTATTCCGGNTCTTCTATTCTCCGTTTTCTTCATTAYCCACTTAGTGACCATTACAAACATGAATGGTGGNAGGGCGCATCCCTGCC
	GlicE^21      CAAATCTTCTAAATTCTAAAATGCA-TTCCAATTTATTCCGGATCTTCTATTCTCCGTTTTCTTCATTACCCACTTAGTGACCATTACAAACATGAATGGTGGGAGGGCGCATCCCTGCC
	GlicE^22      CAGATCTTCTAAATTCTAAAATGCANTTCCAATTTATTCCGGATCTTCTATTCTCCGTTTTCTTCATTAYCCACTTAGTGACCATTACAAACATGAATGGTGGGAGGGCGCATCCCTGCC
	GlicE^23       CAGATCTTCTAAATTCTAAAATGCA-TTCCAATTTATTCCGGATCTTCTATTCTCCGTTTTCTTCATTATCCACTTAGTGACCATTACAAACATGAATGGTGGGAGGGCGCATCCCTGCC
	GlicE^24       CAGATCTTCTAAATTCTAAAATGCA-TTCCAATTTATTCCGGATCTTCTATTCTCCGTTTTCTTCATTATCCACTTAGTGACCATTACAAACATGAATGGTGGGAGGGCGCATCCCTGCC
	GlicE^25      CARATCTTCTAAATTCTAAAATGCA-TTCCAATTTATTCCGGATCTTCTATTCTCCGTTTTCTTCATTAYCCACTTAGTGACCATTACAAACATGAATGGTGGGAGGGCGCATCCCTGCC
	GlicE^26      CARATCTTCTAAATTCTAAAATGCA-TTMCAATTTATTCCGGATCTTCTATTCTCCGTTTTCTTCATTAYCCACTTAGTGACCATTACAAACATGAATGGTGGGAGGGCGCATCCCTGCC
	GmorB^27    CAGATCTTCTAAATTCTAAAATGCA-TTCCAATTTATTCCGGATCTTCTATTCTCCGTTTTCTTCATTATCCACTTAGTGACCATTACAAACATGAATGGTGGGAGGGCGCATCCCTGCC
	GpasB^28    CARATCTTCTAAATTCTAAAATGCA-TTCCAATTTATTCCGGATCTTCTATTCTCCGTTTTCTTCATTATCCACTTAGTGACCATTACAAACATGAATGGTGGGAGGGCGCATCCCTGCC
	GpasB^29    CAGATCTTCTAAATTCTAAAATGCA-TTCCAATTTATTCCGGATCTTCTATTCTCCGTTTTCTTCATTAYCCACTTAGTGACCATTACAAACATGAATGGTGGGAGGGCGCATCCCTGCC


21 120
	GecuC^1     ACCGGTAATAGATATGAAATCGGACAATTTGTAGCAGATTGCAATAATGCAAACGAYTTAGCATCACCGAGCCAGAAAACACCATTACTATATTATATTTTAGCAAAAATTTCTGGTCGA
	GecuC^2     ACCGGTAATAGATATGAAATCGGACAATTTGTAGCAGATTGCAATAATGCAAACGANTTAGCATCACCGAGCCAGAAAACACCATTACTATATTATATTTTAGCAAAAATTTCTGGTCGA
	GecuC^3     ACCGGTAATAGATATGAAATCGGACAATTTGTAGCAGATTGCAATAATGCAAA-GATTTAGCATCACCGAGCCAGAAAACACCATTACTATATTATATTTTAGCAAAAATTTCTGGTCGA
	GecuP^4     ACCGGTAATAGATATGAAATCGGACAATTTGTAGCAGATTGCAATAATGCAAACGATTTAGCATCACCGAGCCAGAAAACACCATTACTATATTATATTTTAGCAAAAATTTCTGGTCGA
	GecuP^5     ACCGGTAATAGATATGAAATCGGACAATTTGTAGCAGATTGCAATAATGCAAACGATTTAGCATCACCGAGCCAGAAAACACCATTACTATATTATATTTTAGCAAAAATTTCTGGTCGA
	GecuP^6      ACCGGTAATAGATATGAAATCGGACAATTTGTAGCAGATTGCAATAATGCAAACGANTTAGCATCACCGAGCCAGAAAACACCATTACTATATTATATTTTAGCAAAAATTTCTGGTCGA
	GecuP^7      ACCGGTAATAGATATGAAATCGGACAATTTGTAGCAGATTGCAATAATGCAAACGAYTTAGCATCACCGAGCCAGAAAACACCATTACTATATTATATTTTAGCAAAAATTTCTGGTCGA
	GecuE^8      ACCGGTAATAGATATGAAATCGGACAATTTGTAGCAGATTGCAATAATGCAAACGANTTAGCATCACCGAGCCAGAAAACACCATTACTATATTATATTTTAGCAAAAATTTCTGGTCGA
	GecuE^9       ACCGGTAATAGATATGAAATCGGACAATTTGTAGCAGATTGCAATAATGCAAACGAYTTAGCATCACCGAGCCAGAAAACACCATTACTATATTATATTTTAGCAAAAATTTCTGGTCGA
	GecuE^10       ACCGGTAATAGATATGAAATCGGACAATTTGTAGCAGATTGCAATAATGCAAACGAYTTAGCATCACCGAGCCAGAAAACACCATTACTATATTATATTTTAGCAAAAATTTCTGGTCGA
	GecuE^11      ACCGGTAATAGATATGAAATCGGACAATTTGTAGCAGATTGCAATAATGCAAACGATTTAGCATCACCGAGCCAGAAAACACCATTACTATATTATATTTTAGCAAAAATTTCTGGTCGA
	GecuE^12      ACCGGTAATAGATATGAAATCGGACAATTTGTAGCAGATTGCAATAATGCAAACGATTTAGCATCACCGAGCCAGAAAACACCATTACTATATTATATTTTAGCAAAAATTTCTGGTCGA
	GlicC^15     ACCGGTAATAGATATGAAATCGGACAATTTGTAGCANATTGCAATAATGCAAACGACTTAGCATCACCGAGCCAGAAAACACCATTACTATATTATATTTTAGCAAAAATTTCTGGTCGA
	GlicP^17      ACCGGTAATAGATATGAAATCGGACAATTTGTAGCAGATTGCAATAATGCAAACGACTTAGCATCACNGAGCCAGAAAACACNANTACTATATTATATTTTAGCAAAAATTTCTGGTCGA
	GlicE^20      ACCGGTAATAGATATGAAATCGGACAATTTGTAGCAGATTGCAATAATGCAAACGANTTAGCATCACCGAGCCAGAAAACACCATTACTATATTATATTTTAGCAAAAATTTCTGGTCGA
	GlicE^21      ACCGGTAATAGATATGAAATCGGACAATTTGTAGCAGATTGCAATAATGCAAACGACTTAGCATCACCGAGCCAGAAAACACCATTACTATATTATATTTTAGCAAAAATTTCTGGTCGA
	GlicE^22      ACCGGTAATAGATATGAAATCGGACAATTTGTAGCAGATTGCAATAATGCAAACGAYTTAGCATCACCGAGCCAGAAAACACCATTACTATATTATATTTTAGCAAAAATTTCTGGTCGA
	GlicE^23       ACCGGTAATAGATATGAAATCGGACAATTTGTAGCAGATTGCAATAATGCAAACGACTTAGCATCACCGAGCCAGAAAACACCATTACTATATTATATTTTAGCAAAAATTTCTGGTCGA
	GlicE^24      ACCGGTAATAGATATGAAATCGGACAATTTGTAGCAGATTGCAATAATGCAAACGACTTAGCATCACCGAGCCAGAAAACACCATTACTATATTATATTTTAGCAAAAATTTCTGGTCGA
	GmorB^27    ACCGGTAATAGATATGAAATCGGACAATTTGTAGCAGATTGCAATAATGCAAACGAYTTAGCATCACCGAGCCAGAAAACACCATTACTATATTATATTTTAGCAAAAATTTCTGGTCGA
	GpasB^28    ACCGGTAATAGATATGAAATCGGACAATTTGTAGCAGATTGCAATAATGCAAACGACTTAGCATCACCGAGCCAGAAAACACCATTACTATATTATATTTTAGCAAAAATTTCTGGTCGA


16 120
	GecuC^1     TCTTTGGTCAATAAAGCAAAGTGGGGCGAAGCAATTTTTATAACTTGTAGCCTAATTTGCACAAARATGAGCGATTCAGATGTAAGTTTACCTTCCGATNGAGAGAAACTTGGTGAAAGT
	GecuP^4     TCTTTGGTCAATAAAGCAAAGTGGGGCGAAGCAATTTTTATAACTTGTAGCCTAATTTGCACAAARATGAGCGATTCAGATGTAAGTTTACCTTCCGATAGAGAGAAACTTGGTGAAAGT
	GecuE^8       TCTTTGGTCAATAAAGCAAAGTGGGGCGAAGCAATTTTTATAACTTGTAGCCTAATTTGCACAAARATGAGCGATTCAGATGTAAGTTTACCTTCCGATAGAGAGAAACTTGGTGAAAGT
	GecuE^9       TCTTTGGTCAATAAAGCAAAGTGGGGCGAAGCAATTTTTATAACTTGTAGCCTAATTTGCACAAAAATGAGCGATTCAGATGTAAGTTTACCTTCCGATAGAGAGAAACTTGGTGAAAGT
	GecuE^10      TCTTTGGTCAATAAAGCAAAGTGGGGCGACGCAATTTTTATAACTTGTAGCCTAATTTGCACAAAGATGAGCGATTCAGATGTAAGTTTACCTTCCGATAGAGAGAAACTTGGTGAAAGT
	GlicC^15     TCTTTGGTCAATAAAGCAAAGTGGGGCGAAGCAATTTTTATAACTTGTAGCCTAATTTGCACAAAAATGAGCGATTCAGATGTAAGTTTACCTTCCGATAGAGAGAAACTTGGTGAAAGN
	GlicP^17      TCTTTGGTCAATAAAGCAAAGTGGGGTGAAGCAATTTTTATAACTTGTAGCCTAATTTGCACAAAAATGAGCGATTCAGATGTAAGTTTACCTTCCGATAGAGAGAAACTTGGTGAAAGT
	GlicE^20      TCTTTGGTCAATAAATCAAAGTAGGGCGAAGCAATTTTTATAACTTGTAGCCTAATTTGCACAAAAATGAGCGATTCAGATGTAAGTTTACCTTCCGATAGAGAGAAACTTGGTGAAAGT
	GlicE^21      TCTTTGGTCAATAAAGCAAAGTGGGGYGAAGCAATTTTTATAACTTGTAGCCTAATTTGCACAAAAATGAGCGATTCAGATGTAAGTTTACCTTCCGATAGAGAGAAACTTGGTGAAAGT
	GlicE^22      TCTTTGGTCAATAAAGCAAAGTGGGGCGAAGCAATTTTTATAACTTGTAGCCTAATTTGCACAAAAATGAGCGATTCAGATGTAAGTTTACCTTCCGATAGAGAGAAACTTGGTGAAAGT
	GlicE^23       TCTTTGGTCAATAAAGCAAAGTGGGGCGAAGCAATTTTTATAACTTGTAGCCTAATTTGCACAAAAATGAGCGATTCAGATGTAAGTTTACCTTCCGATAGAGAGAAACTTGGTGAAAGT
	GlicE^24      TCTTTGGTCAATAAAGCAAAGTGGGGCGAAGCAATTTTTATAACTTGTAGCCTAATTTGCACAAARATGAGCGATTCAGATGTAAGTTTACCTTCCGATAGAGAGAAACTTGGTGAAAGT
	GlicE^25      TCTTTGGTCAATAAAGCAAAGTGGGGCGAAGCAATTTTTATAACTTGTAGCCTAATTTGCACAAARATGAGCGATTCAGATGTAAGTTTACCTTCCGATAGAGAGAAACTTGGTGAAAGT
	GmorB^27    TCTTTGGTCAATAAAGCAAAGTGGGGCGAAGCAATTTTTATAACTTGTAGCCTAATTTGCACAAAAATGAGCGATTCAGATGTAAGTTTACCTTCCGATAGAGAGAAACTTGGTGAAAGT
	GpasB^28    TCTTTGGTCAATAAAGCAAAGTGGGGCGAAGCAATTTTTATAACTTGTAGCCTAATTTGCACAAAAATGAGCGATTCAGATGTAAGTTTACCTTCCGATAGAGAGAAACTTGGTGAAAGT
	GpasB^29    TCTTTGGTCAATAAAGCAAAGTGGGGCGAAGCAATTTTTATAACTTGTAGCCTAATTTGCACAAAAATGAGCGATTCAGATGTAAGTTTACCTTCCGATAGAGAGAAACTTGGTGAAAGT


18 120
	GecuC^1     AGCCCTTTGATTTTCTCTGCTAGCTGTACTTGAGATATTACTTATTAGTGYTCATNTATTGTAATTTTTGTAACAAAAGTAAATAAACCATATTATTACTATTGTTACTATATGCACCCA
	GecuP^4     AGCCCTTTGATTTTCTCTGCTAGCTGTACTTGAGATATTACTTATTAGTGCTCATCTATTGTAATTTTTGTAACAAAAGTAAATAAACCATATTATTACTATTGTTACTATATGCACCCA
	GecuP^5      AGCCCTTTGATTTTCTCTGCTAGCTGTACTTGAGATATTACTTAYTAGTGCTCATCTATTGTAATTTTTGTAACAAAAGTAAATAAACCATATTATTASTATTGTTACTATATGCACCCA
	GecuP^6      AGCCCTTTGATTTTCTCTGCTAGCTGTACTTGAGATATTACTTACTAGTGCTCATCTATTGTAATTTTTGTAACAAAAGTAAATAAACCATATTATTAGTATTGTTACTATATGCACCCA
	GecuE^8      AGCCCTTTGATTTTCTCTGCTAGCTGTACTTGAGATATTACTTAYTAGTGCTCATCTATTGTAATTTTTGTAACAAAAGTAAATAAACCATATTATTAGTATTGTTACTATATGCACCCA
	GecuE^9       AGCCCTTTGATTTTCTCTGCTAGCTGTACTTGAGATATTACTTAYTAGTGCTCATCTATTGTAATTTTTGTAACAAAAGTAAATAAACCATATTATTASTATTGTTACTATATGCACCCA
	GecuE^10       AGCCCTTTGATTTTCTCTGCTAGCTGTACTTGAGATATTACTTAYTAGTGCTCATCTATTGTAATTTTTGTAACAAAAGTAAATAAACCATATTATTASTATTGTTACTATATGCACCCA
	GecuE^11      AGCCCTTTGATTTTCTCTGCTAGCTGTACTTGAGATATTACTTATTAGTGCTCAYCTATTGTAATTTTTGTAACAAAAGTAAATAAACCATATTATTACTATTGTTACTATATGCACCCA
	GlicC^15     AGCCCTTTGATTTTCTCTGCTAGCTGTACTTGAGATATTACTTATTAGTGCTCATCTATTGTAATTTTTGTAACAAAAGTAAATAAACCATATTATTACTATTGTTACTATATGCACCCA
	GlicP^17      AGCCCTTTGATTTTCTCTGCTAGCTGTACTTGAGATATTACTTATTAGTGCTCATCTATTGTAATTTTTGTAACAAAAGTAAATAAACCATATTATTACTATTGTTACTATATGCACCCA
	GlicE^20      AGCCCTTTGATTTTCTCTGCTAGCTGTACTTGAGATATTACTTATTAGTGCTCATCTATTGTAATTTTTGTAACAAAAGTAAATAAACCATATTATTACTATTGTTACTATATGCACCCA
	GlicE^21      AGCCCTTTGATTTTCTCTGCTAGCTGTACTTGAGATATTACTTATTAGTGCTCATCTATTGTAATTTTTGTAACAAAAGTAAATAAACCATATTATTACTATTGTTACTATATGCACCCA
	GlicE^22       AGCCCTTTGATTTTCTCTGCTAGCTGTACTTGAGATATTACTTATTAGTGCTCATCTATTGTAATTTTTGTAACAAAAGTAAATAAACCATATTATTACTATTGTTACTATATGCACCCA
	GlicE^23       AGCCCTTTGATTTTCTCTGCTAGCTGTACTTGAGATATTACTTATTAGTGCTCATCTATTGTAATTTTTGTAACAAAAGTAAATAAACCATATTATTACTATTGTTACTATATGCACCCA
	GlicE^24      AGCCCTTTGATTTTCTCTGCTAGCTGTACTTGAGATATTACTTATTAGTGCTCATCTATTGTAATTTTTGTAACAAAAGTAAATAAACCATATTATTACTATTGTTACTATATGCACCCA
	GmorB^27    AGCCCTTTGATTTTCTCTGCTAGCTGTACTTGAGATATTACTTATTAGTGCTCATCTATTGTAATTTTTGTAACAAAAGTAAATAAACCATATTATTACTATTGTTACTATATGCACCCA
	GpasB^28    AGCCCTTTGATTTTCTCTGCTAGCTGTACTTGAGATATTACTTATTAGTGCTCATCTATTGTAATTTTTGTAACAAAAGTAAATAAACCATATTATTACTATTGTTACTATATGCACCCA
	GpasB^29    AGCCCTTTGATTTTCTCTGCTAGCTGTACTTGAGATATTACTTATTAGTGCTCATCTATTGTAATTTTTGTAACAAAAGTAAATAAACCATATTATTACTATTGTTACTATATGCACCCA


18 120
	GecuC^1     TTCCATACGCTTCACCGTGGAGATCGAATCGGACGGTTACCTTCCTTTACTAGATGCTCTCGTACACCGGCGTTCTGACAGTGCACTGGGACATTCCGTTTACCGAAAACCCACGCATAC
	GecuP^4     TTCCATACGCTTCACCGTGGAGATCGAATCGGACGGTTACCTTCCTTTACTAGATGCTCTCGTACACCGGCGTTCTGACAGTGCACTGGGACATTCCGTTTACCGAAAACCCACGCATAC
	GecuP^5     TTCCATACGCTTCACCGTGGAGATCGAATCGGACGGTTACCTTCCTTTACTAGATGCTCTCGTACACCGGCGTTCTGACAGTGCACTGGGACATTCCGTTTACCGAAAACCCACGCATAC
	GecuP^6      TTCCATACGCTTCACCGTGGAGATCGAATCGGACGGTTNCCTTCCTTTACTAGATGCTCTCGTACACCGGCGTTCTGACAGTGCACTGGGACATTCCGTTTACCGAAAACCCACGCATAC
	GecuE^8      TTCCATACGCTTCACCGTGGAGATCGAATCGGACGGTTACCTTCCTTTACTAGATGCTCTCGTACACCGGCGTTCTGACAGTGCACTGGGACATTCCGTTTACCGAAAACCCACGCATAC
	GecuE^9       TTCCATACGCTTCACCGTGGAGATCGAATCGGACGGTTACCTTCCTTTACTAGATGCTCTCGTACACCGGCGTTMTGACAGTGCACTGGGACATTCCGTTTACCGAAAACCCACGCATAC
	GecuE^10       TTCCATACGCTTCACCGTGGAGATCGAATCGGACGGTTACCTTCCTTTACTAGATGCTCTCGTACACCGGCGTTCTGACAGTGCACTGGGACATTCCGTTTACCGAAAACCCACGCATAC
	GecuE^11      TTCCATACGCTTCACCGTGGAGATCGAATCGGACGGTTACCTTCCTTTACTAGATGCTCTCGTACACCGGCGTTCTGACAGTGCACTGGGACATTCCGTTTACCGAAAACCCACGCATAC
	GlicC^15     TTCCATACGCTTCACCGTGGAGATCGAATCGGACGGTTGCCTTCCTTTACTAGATGCTCTCGTACACCGGCGTTCTGACAGTGCACTGGGACATTCCGTTTACCGAAAACCCACGCATAC
	GlicP^17      TTCCATACGCTTCACCGTGGAGATCGAATCGGACGGTTRCCTTCCTTTACTAGATGCTCTCGTACACCGGCGTTCTGACAGTGNACTGGGACATTCCGTTTACCG-AAACNCACGCATAC
	GlicE^20      TTCCATACGCTTCACCGTGGAGATCGAATCGGACGGTTRCCTTCCTTTACTAGATGCTCTCGTACACCGGCGTTCTGACAGTGCACTGGGACATTCCGTTTACCGAAAACCCACGCATAC
	GlicE^21      TTCCATACGCTTCACCGTGGAGATCGAATCGGACGGTTRCCTTCCTTTACTAGATGCTCTCGTACACCGGCGTTCTGACAGTGYACTGGGACATTCCGTTTACCGAAAACCCACGCATAC
	GlicE^22       TTCCATACGCTTCACCGTGGAGATCGAATCGGACGGTTGCCTTCCTTTACTAGATGCTCTCGTACACCGGCGTTCTGACAGTGCACTGGGACATTCCGTTTACCGAAAACCCACGCATAC
	GlicE^23       TTCCATACGCTTCACCGTGGAGATCGAATCGGACGGTTRCCTTCCTTTACTAGATGCTCTCGTACACCGGCGTTCTGACAGTGCACTGGGACATTCCGTTTACCGAAAACCCACGCATAC
	GlicE^24      TTCCATACGCTTCACCGTGGAGATCGAATCGGACGGTTGCCTTCCTTTACTAGATGCTCTCGTACACCGGCGTTCTGACAGTGCACTGGGACATTCCGTTTACCGAAAACCCACGCATAC
	GlicE^25      TTCCATACGCTTCACCGTGGAGATCGAATCGGACGGTTACCTTCCTTTACTAGATGCTCTCGTACACCGGCGTTCTGACAGTGCACTGGGACATTCCGTTTACCGAAAACCCACGCATAC
	GmorB^27    TTCCATACGCTTCACCGTGGAGATCGAATCGGACGGTTACCTTCCTTTACTAGATGCTCTCGTACACCGGCGTTCTGACAGTGCACTGGGACATTCCGTTTACCGAAAACCCACGCATAC
	GpasB^28    TTCCATACGCTTCACCGTGGAGATCGAATCGGACGGTTACCTTCCTTTACTAGATGCTCTCGTACACCGGCGTTCTGACAGTGCACTGGGACATTCCGTTTACCGAAAACCCACGCATAC


21 120
	GecuC^1     CGTGGTGTACGTCCCGTGTAAAATATGAGTAGGCTCCGATTGTTTTTCGAGAGATTACTGAAATGCGTATTATTTACNTTGTTCACGCTCACGTTT-GTATTAGCTTTTGTTGTTAGTAT
	GecuC^2     CGNGGTGTACGTCCCGTGTAAAATATGAGTAGGCTCCGATTGTTTTTCGAGAGATTACTGAAATGCGTATTATTTACGTTGTTCACGCTCACGTTTAGTATTAGCTGTTGTTGTTAGTAT
	GecuP^4     CGTGGTGTACGTCCCGTGTAAAATATGAGTAGGCTCCGATTGTTTTTCGAGAGATTACTGAAATGCGTATTATTTACGTTGTTCACGCTCACGTTTAGTATTAGCTGTTGTTGTTAGTAT
	GecuP^5     CGTGGTGTACGTCCCGTGTAAAATATGAGTAGGCTCYGATTGTTTTTCGAGAGATTACTGAAATGCGTATTATTTACGTTGTTCACGCTCACGTTTAGTATTAGCTKTTGTTGTTAGTAT
	GecuP^6      CGTGGTGTACGTCCCGTGTAAAATATGAGTAGGCTCCGATTGTTTTTCGAGAGATTACTGAAATGCGTATTATTTACGTTGTTCACGCTCACGTTTAGTATTAGCTGTTGTTGTTAGTAT
	GecuP^7      CGTGGTGTACGTCCCGTGTAAAATATGAGTAGGCTCTGATTGTTTTTCGANAGATTACTGAAATGCGTATTATTTACGTTGTTCACGCTCACGTTTAGTATTAGCTNTTGTTGTTAGTAT
	GecuE^8      CGTGGTGTACGTCCCGTGTAAAATATGAGTAGGCTCNGATTGTTTTTCGAGAGATTACTGAAATGCGTATTATTTACGTTGTTCACGCTCACGTTTAGTATTAGCTNTTGTTGTTAGTAT
	GecuE^9       CGTGGTGTACGTCCCGTGTAAAATATGAGTAGGCTCYGATTGTTTTTCGAGAGATTACTGAAATGCGTATTATTTACGTTGTTCACGCTCACGTTTAGTATTAGCTGTTGTTGTTAGTAT
	GecuE^10       CGTGGTGTACGTCCCGTGTAAAATATGAGTAGGCTCCGATTGTTTTTCGAGAGATTACTGAAATGCGTATTATTTACGTTGTTCACGCTCACGTTTAGTATTAGCTGTTGTTGTTAGTAT
	GecuE^11      CGTGGTGTACGTCCCGTGTAAAATATGAGTAGGCTCYGATTGTTTTTCGAGAGATTACTGAAATGCGTATTATTTACGTTGTTCACGCTCACGTTTAGTATTAGCTKTTGTTGTTAGTAT
	GlicC^15     CGTGGTGTACGTCCCGTGTAAAATATGARTAGGCTCTGATTGTTTTTCGARAGATTACTGAAATGCGTATTATTTACGTTGTTCACGCTCACGTTTAGTATTAGCTGTTGTTGTTAGTAT
	GlicP^17      CGTGGTGTACGTCCCGTGTAAAATATGAGTAGGCTCYGATTGTTTTTCGARAGATTACTGAAATGCGTATTATTTACGTTGTTCACGCTCACGTTTAGTATTAGCTGTTGTTGTTAGTAT
	GlicP^18      CGTGGTGTACGTCCCGTGTAAAATATGAGTAGGCTCCGATTGTTTTTCGAGAGATTACTGAAATGCGTATTATTTACGTTGTTCACGCTCACGTTTAGTATTAGCTGTTGTTGTTAGTAT
	GlicE^20      CGTGGTGTACGTCCCGTGTAAAATATGARTAGGCTCYGATTGTTTTTCGARAGATTACTGAAATGCGTATTATTTACGTTGTTCACGCTCACGTTTAGTATTAGCTGTTGTTGTTAGTAT
	GlicE^21      CGTGGTGTACGTCCCGTGTAAAATATGAGTAGGCTCTGATTGTTTTTCGAGAGATTACTGAAATGCGTATTATTTACGTTGTTCACGCTCACGTTTAGTATTAGCTKTTGTTGTTAGTAT
	GlicE^22       CGTGGTGTACGTCCCGTGTAAAATATGAGTAGGCTCYGATTGTTTTTCGAGAGATTACTGAAATGCGTATTATTTACGTTGTTCACGCTCACGTTTAGTATTAGCTGTTGTTGTTAGTAT
	GlicE^23       CGTGGTGTACGTCCCGTGTAAAATATGAGTAGGCTCCGATTGTTTTTCGAGAGATTACTGAAATGCGTATTATTTACGTTGTTCACGCTCACGTTTAGTATTAGCTGTTGTTGTTAGTAT
	GlicE^24      CGTGGTGTACGTCCCGTGTAAAATATGAGTAGGCTCYGATTGTTTTTCGAGAGATTACTGAAATGCGTATTATTTACGTTGTTCACGCTCACGTTTAGTATTAGCTGTTGTTGTTAGTAT
	GlicE^25      CGTGGTGTACGTCCCGTGTAAAATATGAGTAGGCTCYGATTGTTTTTCGAGAGATTACTGAAATGCGTATTATTTACGTTGTTCACGCTCACGTTTAGTATTAGCTKTTGTTGTTAGTAT
	GmorB^27    CGTGGTGTACGTCCCGTGTAAAATATGAGTAGGCTCCGATTGTTTTTCGAGAGATTACTGAAATGCGTATTATTTACGTTGTTCACGCTCACGTTTAGTATTAGCTGTTGTTGTTAGTAT
	GpasB^28    CGTGGTGTACGTCCCGTGTAAAATATGAGTAGGCTCCGATTGTTTTTCGAGAGATTACTGAAATGCGTATTATTTACGTTGTTCACGCTCACGTTTAGTATTAGCTGTTGTTGTTAGTAT


19 120
	GecuC^1     AAACGAATTACGACAGCGTATCAATACTGAATAGATTGCAGATACCATTTGTCCATACTTTGAAACGGCACTAAGAAGAGCAGAAACAGTCATGAGAACCAGAGGTGGGCAGCAAACTAT
	GecuP^4     AAACGAATTACGACAGCGTATCAATACTGAATAGATTGCAGATACCATTTGTCCATACTTTGAAACGGCACTAAGAAGAGCAGAAACAGTCATGAGAACCAGAGGTGGGCAGCAAACTAT
	GecuP^5     AAACGAATTACGACAGCGTATCAATACTGAATAGATTGCAGATACCATTTGTCCATACTTTGAAACGGCACTAAGAAGAGCAGAAACAGTCATGAGAACCAGAGGTGGGCAGCAAACTAT
	GecuP^6      AAACGAATTACGACAGCGTATCAATACTGAATAGATTGCAGATACCATTTGTCCATACTTTGAAACGGCACTAAGAAGAGCAGAAACAGTCATGAGAACCAGAGGTGGGCAGCAAACTAT
	GecuP^7      AAACGAATTACGACAGCGTATCAATACTGAATAGATTGCAGATACCATTTGTCCATACTTTGAAACGGCACTAAGAAGAGCAGAAACAGTCATGAGAACCAGAGGTGGGCAGCAAACTAT
	GecuE^8      AAACGAATTACGACAGCGTATCAATACTGAATAGATTGCAGATACCATTTGTCCATACTTTGAAACGGCACTAAGAAGAGCAGAAACAGTCATGAGAACCAGAGGTGGGCAGCAAACTAT
	GecuE^9       AAACGAATTACGACAGCGTATCAATACTGAATAGATTGCAGATACCATTTGTCCATACTTTGAAACGGCACTAAGAAGAGCAGAAACAGTCATGAGAACYAGAGGTGGGCAGCAAACTAT
	GecuE^10       AAACGAATTACGACAGCGTATCAATACTGAATAGATTGCAGATACCATTTGTCCATACTTTGAAACGGCACTAAGAAGAGCAGAAACAGTCATGAGAACCAGAGGTGGGCAGCAAACTAT
	GecuE^11      AAACGAATTACGACAGCGTATCAATACTGAATAGATTGCAGATACCATTTGTCCATACTTTGAAACGGCACTAAGAAGAGCAGAAACAGTCATGAGAACCAGAGGTGGGCAGCAAACTAT
	GlicC^15     AAACGAATTACGACAGCGTATCAATACTGAATAGATTGCAGATACCATTTGTCCATACTTTGAAACGGCACTAAGAAGAGCAGAA--ANNCATGAGAACCAGAGGTGGGCAGCAAACTAT
	GlicP^17      AAACGAATTACGACAGCGTATCAATACTGAATAGATTGCAGATACCATTTGTCCATACTTTGAAACGGCACTAARAAGAGCAGAAACAGTCATGAGAACCAGAGGTGGGCAGCAAACTAT
	GlicE^20      AAACGAATTACGACAGCGTATCAATACTGAATAGATTGCAGATACCATTTGTCCATACTTTGAAACGGCACTAAGAAGAGCAGAAACAGTCATGAGAACCAGAGGTGGGCAGCAAACTAT
	GlicE^21       AAACGAATTACGACAGCGTATCAATACTGAATAGATTGCAGATACCATTTGTCCATACTTTGAAACGGCACTAAAAAGAGCAGAAACAGTCATGAGAACCAGAGGTGGGCAGCAAACTAT
	GlicE^22       AAACGAATTACGACAGCGTATCAATACTGAATAGATTGCAGATACCATTTGTCCATACTTTGAAACGGCACTAAGAAGAGCAGAAACAGTCATGAGAACCAGAGGTGGGCAGCAAACTAT
	GlicE^23      AAACGAATTACGACAGCGTATCAATACTGAATAGATTGCAGATACCATTTGTCCATACTTTGAAACGGCACTAAGAAGAGCAGAAACAGTCATGAGATCCAGAGGTGGGCAGCAAACTAT
	GlicE^24      AAACGAATTACGACAGCGTATCAATACTGAATAGATTGCAGATACCATTTGTCCATACTTTGAAACGGCACTAARAAGAGCAGAAACAGTCATGAGAACCAGAGGTGGGCAGCAAACTAT
	GmorB^27    AAACGAATTACGACAGCGTATCAATACTGAATAGATTGCAGATACCATTTGTCCATACTTTGAAACGGCACTAAGAAGAGCAGAAACAGTCATGAGAACCAGAGGTGGGCAGCAAACTAT
	GpasB^28    AAACGAATTACGACAGCGTATCAATACTGAATAGATTGCAGATACCATTTGTCCATACTTTGAAACGGCACTAAGAAGAGCAGAAACAGTCATGAGAACCAGAGGTGGGCAGCAAACTAT
	GpasB^29    AAACGAATTACGACAGCGTATCAATACTGAATAGATTGCAGATACCATTTGTCCATACTTTGAAACGGCACTAAGAAGAGCAGAAACAGTCATGAGAACCAGAGGTGGGCAGCAAACTAT


19 120
	GecuC^1     CTCGAATGGAAGACGAAAAGACCGATATATACGGAAGTACTGGAAGCCGAAGGGAGAGCTTTCCTGATCCCGTTTAGCGGAGGACAGCAAATGGCAGTGACCGCCATGATACGCCCACAA
	GecuP^4     CTCGAATGGAAGACGAAAAGACCGATATATACGGAAGTACTGGAAGCCGAAGGGAGAGCTTTCCTGATCCCGTTTAGCGGAGGACAGCAAATGGCAGTGACCGCCATGATACGCCCACAA
	GecuP^5      CTCGAATGGAAGACGAAAAGACCGATATATACGGAAGTACTGGAAGCCGAAGGGAGAGCTTTCCTGATCCCGTTTAGCGGAGGACAGCAAATGGCAGTGACCGCCATGATACGCCCACAA
	GecuE^8      CTCGAATGGAAGACGAAAAGACCGATATATACGGAAGTACTGGAAGCCGAAGGGAGAGCTTTCCTGATCCCGTTTAGCGGAGGACAGCAAATGGCAGTGACCGCCATGATACGCCCACAA
	GecuE^9       CTCGAATGGAAGACGAAAAGACCGATATATACGGAAGTACTGGAAGCCGAAGGGAGAGCTTTCCTGATCCCGTTTAGCGGAGGACAGCAAATGGCAGTGACCGCCATGATACGCCCACAA
	GecuE^10       CTCGAATGGAAGACGAAAAGACCGATATATACGGAAGTACTGGAAGCCGAAGGGAGAGCTTTCCTGATCCCGTTTAGCGGAGGACAGCAAATGGCAGTGACCGCCATGATACGCCCACAA
	GecuE^11       CTCGAATGGAAGACGAAAAGACCGATATATACGGAAGTACTGGAAGCCGAAGGGAGAGCTTTCCTGATCCCGTTTAGCGGAGGACAGCAAATGGCAGTGACCGCCATGATACGCCCACAA
	GlicC^15     CTCGAATGGAAGACGAAAAGACCGATATATACGGAAGTACTGGAAGCCGAAGGGAGAGCTTTCCTGATCCCGTTTAGCGGAGGACAGCAAATGGCAGTGACCGCCATGATACGCCCACAA
	GlicP^17      CTCGAATGGAAGACGAAAAGACCGATATATACGGAAGTACTGGAAGCCGAAGGGAGAGCTTTCCTGATCCCGTTTAGCRGAGGACAGCAAATGGCAGTGACCGCCATGATACGCCCACAA
	GlicP^18      CTCGAATGGAAGACGAAAAGACCGATATATACGGAAGTACTGGAAGCCGAAGGGAGAGCTTTCCTGATCCCGTTTAGCGGAGGACAGCAAATGGCAGTGACCGCCATGATACGCCCACAA
	GlicE^20      CTCGAATGGAAGACGAAAAGACCGATATATACGGAAGTACTGGAAGCCGAAGGGAGAGCTTTCCTGATCCCGTTTAGCGGAGGACAGCAAATGGCAGTGACCGCCATGATACGCCCACAA
	GlicE^21      CTCGAATGGAAGACGAAAAGACCGATATATACGGAAGTACTGGAAGCCGAAGGGAGAGCTTTCCTGATCCCGTTTAGCRGAGGACAGCAAATGGCAGTGACCGCCATGATACGCCCACAA
	GlicE^22      CTCGAATGGAAGACGAAAAGACCGATATATACGGAAGTACTGGAAGCCGAAGGGAGAGCTTTCCTGATCCCGTTTAGCGGAGGACAGCAAATGGCAGTGACCGCCATGATACGCCCACAA
	GlicE^23       CTCGAATGGAAGACGAAAAGACCGATATATACGGAAGTACTGGAAGCCGAAGGGAGAGCTTTCCTGATCCCGTTTAGCGGAGGACAGCAAATGGCAGTGACCGCCATGATACGCCCACAA
	GlicE^24       CTCGAATGGAAGACGAAAAGACCGATATATACGGAAGTACTGGAAGCCGAAGGGAGAGCTTTCCTGATCCCGTTTAGCGGAGGACAGCAAATGGCAGTGACCGCCATGATACGCCCACAA
	GlicE^25      CTCGAATGGAAGACGAAAAGACCGATATATACGGAAGTACTGGAAGCCGAAGGGAGAGCTTTCCTGATCCCGTTTAGCGGAGGACAGCAAATGGCAGTGACCGCCATGATACGCCCACAA
	GlicE^26      CTCGAATGGAAGACGAAAAGACCGATATATACGGAAGTACTGGAAGCCGAAGGGAGAGCTTTCCTGATCCCGTTTAGCGGAGGACAGCAAATGGCAGTGACCGCCATGATACGCCCACAA
	GmorB^27    CTCGAATGGAAGACGAAAAGACCGATATATACGGAAGTACTGGAAGCCGAAGGGAGAGCTTTCCTGATCCCGTTTAGCGGAGGACAGCAAATGGCAGTGACCGCCATGATACGCCCACAA
	GpasB^28    CTCGAATGGAAGACGAAAAGACCGATATATACGGAAGTACTGGAAGCCGAAGGGAGAGCTTTCCTGATCCCGTTTAGCGGAGGACAGCAAATGGCAGTGACCGCCATGATACGCCCACAA


17 120
	GecuC^1     ATTTCGAATTTTCCCTGAGTTCGAATCCTTGTTCSTGAACAAATGCTGTGGTGAAAGCACATAGAGTAAAWTAGAAGCCGATCTCTTCACCGGCAAATATAATTCTTCAAAGGGTACAAG
	GecuP^4     ATTTCGAATTTTCCCTGAGTTCGAATCCCTGTTCCTGAACAAATGCTGTRGTGAAAGCACATAGAGTAAAATAGAAGCCGATCTCTTCACCGGCAAATATAATTYTTCAAAGGGTACAAG
	GecuP^5     ATTTCRAATTTTCCCTGAGTTCGAATCCCTGTTCCTGAACAAATGCTGTGGTGAAAGCACNTAGAGTAAAATAGAAGCCGATCTCTTCACCGGCAAATATAATTCTTCAAAGGGTACAAG
	GecuP^6      ATTTCGAATTTTCCCTGAGTTCGAATCCTTGTTCSTGAACAAATGCTGTGGTGAAAGCACATAGAGTAAAWTAGAAGCCGATCTCTTCACCGGCAAATATAATTCTTCAAAGGGTACAAG
	GecuP^7      ATTTCGAATTTTCCCTGAGTTCGAATCCCTGTTCCTGAACAAATGCTGTGGTGAAAGCACATAGAGTAAAATAGAAGCCGATCTCTTCACCGGCAAATATAATTTTTCAAAGGGTACAAG
	GecuE^8      ATTTCGAATTTTCCCTGAGTTCGAATCCYTGTTCSTGAACAAATGCTGTGGTGAAAGCACATAGAGTAAAATAGAAGCCGATCTCTTCACCGGCAAATATAATTCTTCAAAGGGTACAAG
	GecuE^9       ATTTCGAATTTTCCCTGAGTTCGAATCCCTGTTCCTGAACAAATGCTGTGGTGAAAGCACATAGAGTAAAATAGAAGCCGATCTCTTCACCGGCAAATATAATTYTTCAAAGGGTACAAG
	GecuE^10      ATTTCGAATTTTCCCTGAGTTCGAATCCCTGTTCCTGAACAAATGCTGTGGTGAAAGCACATAGAGTAAAATAGAAGCCGATCTCTTCACCGGCAAATATAATTCTTCAAAGGGTACAAG
	GlicC^15     ATTTCRAATTTTCCCTGAGTTCGAATCCCTGTTCCTGAACAAATGCTGTGGTGAAAGCACATAGAGTAAAATAGAAGCCGATCTCTTCACCGGCAAATATAATTCTTCAAAGGGTACAAG
	GlicP^17      ATTTCNAATTTTCCCTGAGTTCGAATCCCTGTTCCTGAACAAATGCTGTGRTGAAAGCACATAGAGTAAAATAGAAGCCGATCTCTTCACCGGCAAATATAATTCTTCAAAGGGTACAAG
	GlicE^20      ATTTCGAATTTTCCCTGAGTTCGAATCCCTGTTCCTGAACAAATGCTGTGRTGAAAGCACATAGAGTAAAATAGAAGCCGATCTCTTCASCGGCAAATATAATTCTTCAAAGGGTACAAG
	GlicE^21      ATTTCGAATTTTCCCTGAGTTCGAATCCCTGTTCCTGAACAAATGCTGTRGTGAAAGCACATAGAGTAAAATAGAAGCCGATCTCTTCACCGGCAAATATAATTCTTCAAAGGGTACAAG
	GlicE^22       ATTTCGAATTTTCCCTGAGTTCGAATCCCTGTTCCTGAACAAATGCTGTGATGAAAGCACATAGAGTAAAATAGAAGCCGATCTCTTCACCGGCAAATATAATTCTTCAAAGGGTACAAG
	GlicE^23       ATTTCGAATTTTCCCTGAGTTCGAATCCCTGTTCCTGAACAAATGCTGTGGTGAAAGCACATAGAGTAAAATAGAAGCCGATCTCTTCACCGGCAAATATAATTCTTCAAAGGGTACAAG
	GlicE^24      ATTTCGAATTTTCCCTGAGTTCGAATCCCTGTTCCTGAACAAATGCTGTGATGAAAGCACATAGAGTAAAATAGAAGCCGATCTCTTCASCGGCAAATATAATTCTTCAAAGGGTACAAG
	GmorB^27    ATTTCRAATTTTCCCTGAGTTCGAATCCYTGTTCSTGAACAAATGCTGTGGTGAAAGCACATAGAGTAAAATAGAAGCCGATCTCTTCACCGGCAAATATAATTCTTCAAAGGGTACAAG
	GpasB^28    ATTTCGAATTTTCCCTGAGTTCGAATCCCTGTTCCTGAACAAATGCTGTAGTGAAAGCACATAGAGTAAAATAGAAGCCGATCTCTTCACCGGCAAATATAATTCTTCAAAGGGTACAAG


20 120
	GecuC^1     TCTGACATCGCAATCGGTCTTGTTAGTATCGTTGACAGATAAGACCGACCGTTCGCGATCGAGTGATGCTAACGTATGTAGAAGCGTCGACTGCTGGATGCCGTTGTGTTTTCGTTGAGA
	GecuC^2     TCTGACATCGCAATCGGTCTTGTTAGTATCGTTGACAGATAAGACCGACCGTTCGCGATCGAGTGATGCTAACGTATGTAGAAGCGTCGACTGCTGGATGCCGTTGTGTTTTCGTTGAGA
	GecuP^4     TCTGACATCGCAATCGGTCTTGTTAGTATCGTTGACAGATAAGACCGACCGTTCGCGATCGAGTGATGCTAACGTATGTAGAAGCGTCGACTGCTGGATGCCGTTGTGTTTTCGTTGAGA
	GecuP^5      TCTGACATCGCAATCGGTCTTGTTAGTATCGTTGACAGATAAGACCGACCGTTCGCGATCGAGTGATGCTAACGTATGTAGAAGCGTCGACTGCTGGATGCCGTTGTGTTTTCGTTGAGA
	GecuP^6      TCTGACATCGCAATCGGTCTTGTTAGTATCGTTGACAGATAAGACCGACCGTTCGCGATCGAGNGATGCTAACGTATGTAGAAGCGTCGACTGCTGGATGCCGTTGTGTTTTCGTTGAGA
	GecuE^8      TCTGACATCGCAATCGGTCTTGTTAGTATCGTTGACAGATAAGACCGACCGTTCGCGATCGAGTGATGCTAACGTATGTAGAAGCGTCGACTGCTGGATGCCGTTGTGTTTTCGTTGAGA
	GecuE^9       TCTGACATCGCAATCGGTCTTGTTAGTATCGTTGACAGATAAGACCGACCGTTCGCGATCGAGTGATGCTAACGTATGTAGAAGCGTCGACTGCTGGATGCCGTTGTGTTTTCGTTGAGN
	GecuE^10       TCTGACATCGCAATCGGTCTTGTTAGTATCGTTGACAGATAAGACCGACCGTTCGCGATCGAGTGATGCTAACGTATGTAGAAGCGTCGACTGCTGGATGCCGTTGTGTTTTCGTTGAGA
	GecuE^11       TCTGACATCGCAATCGGTCTTGTTAGTATCGTTGACAGATAAGACCGACCGTTCGCGATCGAGTGATGCTAACGTATGTAGAAGCGTCGACTGCTGGATGCCGTTGTGTTTTCGTTGAGA
	GecuE^12      TCTGACATCGCAATCGGTCTTGTTAGTATCGTTGACAGATAAGACCGACCGTTCGCGATCGAGTGATGCTAACGTATGTAGAAGCGTCGACTGCTGGATGCCGTTGTGTTTTCGTTGAGA
	GlicC^15     TCTGACATCGCAATCGGTCTTGTTAGTATCGTTGACAGATAAGACCGACCGTTCGCGATCGAGTGATGCTAACGTATGTAGAAGCGTCGACTGCTGGATGCCGTTGTGTTTTCGTTGAGA
	GlicP^17      TCTGACATCGCAATCGGTCTTGTTAGTATCGTTGACAGATAAGACCGACCGTTNGCGATCGNGTGATGCTAACGTATGTAGAAGCGTCGACTGCTGGATGCCGTTGTGTTTTCGTTGAGA
	GlicE^20      TCTGACATCGCAATCGGTCTTGTTAGTATCGTTGACAGATAAGACCGACCGTTCGCGATCGAGTGATGCTAACGTATGTAGAAGCGTCGACTGCTGSATGCCGTTGTGTTTTCGTTGAGA
	GlicE^21      TCTGACATCGCAATCGGTCTTGTTAGTATCGTTGACAGATAAGACCGACCGTTCGCGATCGAGTGATGCTAACGTATGTAGAAGCGTCGACTGCTGGATGCCGTTGTGTTTTCGTTGAGA
	GlicE^22       TCTGACATCGCAATCGGTCTTGTTAGTATCGTTGACAGATAAGACCGACCGTTCGCGATCGAGTGATGCTAACGTATGTAGAAGCGTCGACTGCTGGATGCCGTTGTGTTTTCGTTGAGA
	GlicE^23       TCTGACATCGCAATCGGTCTTGTTAGTATCGTTGACAGATAAGACCGACCGTTCGCGATCGAGTGATGCTAACGTATGTAGAAGCGTCGACTGCTGGATGCCGTTGTGTTTTCGTTGAGA
	GlicE^24      TCTGACATCGCAATCGGTCTTGTTAGTATCGTTGACAGATAAGACCGACCGTTCGCGATCGAGTGATGCTAACGTATGTAGAAGCGTCGACTGCTGGATGCCGTTGTGTTTTCGTTGAGA
	GlicE^25      TCTGACATCGCAATCGGTCTTGTTAGTATCGTTGACAGATAAGACCGACCGTTCGCGATCGAGTGATGCTAACGTATGTAGAAGCGTCGACTGCTGGATGCCGTTGTGTTTTCGTTGAGA
	GmorB^27    TCTGACATCGCAATCGGTCTTGTTAGTATCGTTGACAGATAAGACCGACCGTTCGCGATCGAGTGATGCTAACGTATGTAGAAGCGTCGACTGCTGCATGCCGTTGTGTTTTCGTTGAGA
	GpasB^28    TCTGACATCGCAATCGGTCTTGTTAGTATCGTTGACAGATAAGACCGACCGTTCGCGATCGAGTGATGCTAACGTATGTAGAAGCGTCGACTGCTGGATGCCGTTGTGTTTTCGTTGAGA


17 120
	GecuC^1     TTTGTGTG-TTTTTTTGAAATTGAATCAGNTAGATATTTTGANAGTTTGTAGAGTGGACCCTAGATACAAGATACAATTGGTCTAAGGAGAGTATTCACTCTATGTAC-TTTGAAG-AAT
	GecuP^4     TTTGTGTG-TTTTTTTGAAATTGAATCAGCTAGATATTTTGAGAGTTTGTAGAGTGGACCCTAGATACAAGATACAATTGKTCTAAGGAGAGTATTCACTCTATGTACTTTTGAAG-AAT
	GecuP^5      TTTGTGTG-TTTTTTTGAAATTGAATCAGCTAGATATTTTGAGAGTTTGTAGAGTGGACCCTAGATACAAGATACAATTGTTCTAAGGAGAGTATTCACTCTATGTACTTTTGAAG-AAT
	GecuE^8       TTTGTGTG-TTTTTTTGAAATTGAATCAGCTAGATATTTTGAGAGTTTGTAGAGTGGACCCTAGATACAAGATACAATTGGTCTAAGGAGAGTATTCACTCTATGTACTTTTGAAG-AAT
	GecuE^9       TTTGTGTG-TTTTTTTGAAATTGAATCAGYTAGATATTTTGAGAGTTTGTAGAGTGGACCCTAGATACAAGATACAATTGGTCTAAGGAGAGTATTCACTCTATGTACTTTTGAAG-AAT
	GecuE^10      TTTGTGTG-TTTTTTTGAAATTGAATCAGYTAGATATTTTGAGAGTTTGTAGAGTGGACCCTAGATACAAGATACAATTGGTCTAAGGAGAGTATTCACTCTATGTACTTTTGAAG-AAT
	GlicC^15     TTTGTGTG-TTTTTTTGAAATTGAATCAGYTAGATAKTTTGAGAGTTTGTAGAGTGGACCCTAGATACAAGATAYAATTGGTCTAAGGAGAGTATTCACTCTATGTACTTTTGAAG-AAT
	GlicP^17      TTTGTGTG-TTTTTTTGAAATTGAATCAGYTAGATATTTTGAGAGTTTGTAGAGTGGACCCTAGATACAAGATACAATTGGTCTAAGGAGAGTATTCACTCTATGTACTTTTGAAG-AAT
	GlicE^20      TTTGTGTG-TTTTTTTGAAATTGAATCAGCTAGATATTTTGAGAGTTTGTAGAGTGGACCCTAGATACAAGATACAATTGGTCTAAGGAGAGTATTCACTCTATGTACTTTTGAAG-AAT
	GlicE^21      TTTGTGTG-TTTTTTTGAAATTGAATYAGCTAGATATTTTGAGAGTTTGTAGAGTGGACCCTAGATACAAGATACAATTGGTCTAAGGAGAGTATTCACTCTATGTACTTTTGAAG-AAT
	GlicE^22      TTTGTGTG-TTTTTTTGAAATTGAATCAGYTAGATATTTTGAGAGTTTGTAGAGTGGACCCTAGATACAAGATACAATTGGTCTAAGGAGAGTATTCACTCTATGTACTTTTGAAG-AAT
	GlicE^23       TTTGTGTG-TTTTTTTGAAATTGAATCAGYTAGATATTTTGAGAGTTTGTAGAGTGGACCCTAGATACAAGATACAATTGGTCTAAGGAGAGTATTCACTCTATSTACTTTTGAAG-AAT
	GlicE^24       TTTGTGTGTTTTTTTTGAAATTGAATCAGCTAGATATTTTGAGAGTTTGTAGAGTGGACCCTAGATACAAGATACAATTGGTCTAAGGAGAGTATTCACTCTATSTACTTTTGAAG-AAT
	GlicE^25      TTTGTGTG-TTTTTTTGAAATTGAATCAGCTAGATATTTTGAGAGTTTGTAGAGTGGACCCTAGATACAAGATACAATTGGTCTAAGGAGAGTATTCACTCTATCTACTTTTGAAGNAAT
	GmorB^27    TTTGTGTG-TTTTTTTGAAATTGAATTAGTTAGATATTTTGAGAGTTTGTAGAGTGGACCCTAGATACAATATACAATTGGTCTAAGGAGAGTATTCACTCTATGTACTTTTGAAG-AAT
	GpasB^28    TTTGTGTG-TTTTTTTGAAATTGAATCAGCTAGATATTTTGAGAGTTTGTAGAGTGGACCCTAGATACAAGATACAATTGGTCTAAGGAGAGTATTCACTCTATGTACTTTTGAAG-AAT
	GpasB^29    TTTGTGTG-TTTTTTTGAAATTGAATCAGCTAGATATTTTGAGAGTTTGTAGAGTGGACCCTAGATACAAGATACAATTGGTCTAAGGAGAGTATTCACTCTATGTACTTTTGAAG-AAT


18 120
	GecuC^1     ATCAGAACCGATTCACTGGTCCCAGAGAAAGCAACACGCGTTACATTAGCAAATTCCTCTAGACGGTCRGATAATTTGAAGTAGATACTTGGAGAACTTATTTATTGAGATGTAGTCACC
	GecuP^4     ATCAGAACCGATTCACTGGTCCCAGAGAAAGCAACACGCGTTACATTAGCAAATTCCTCTAGACGGTCRGATAATTTGAAGTAGATACTTGGAGAACTTATTTATTGAGATGTAGTCACC
	GecuP^5     ATCAGAACCGATTCACTGGTCCCAGAGAAAGCAACACGCGTTACATTAGCAAATTCCTCTAGACGGTCRGATAATTTGAAGTAGATACTTGGAGAACTTATTTATTGAGATGTAGTCAYC
	GecuP^6      ATCAGAACCGATTCACTGGTCCCAGAGAAAGCAACACGCGTTACATTAGCAAATTCCTCTAGACGGTCGGATAATTTGAAGTAGATACTTGGAGAACTTATTTATTGAGATGTAGTCATC
	GecuE^8      ATCAGAACCGATTCACTGGTCCCAGAGAAAGCAACACGCGTTACATTAGCAAATTCCTCTAGACGGTCGGATAATTTGAAGTAGATACTTGGAGAACTTATTTATTGAGATGTAGTCACC
	GecuE^9       ATCAGAACCGATTCACTGGTCCCAGAGAAAGCAACACGCGTTACATTAGCAAATTCCTCTAGACGGTCNGATAATTTGAAGTAGATACTTGGAGAACTTATTTATTGAGATGTAGTCACC
	GecuE^10       ATCAGAACCGATTCACTGGTCCCAGAGAAAGCAACACGCGTTACATTAGCAAATTCCTCTAGACGGTCGGATAATTTGAAGTAGATACTTGGAGAACTTATTTATTGAGATGTAGTCATC
	GecuE^11      ATCAGAACCGATTCACTGGTCCCAGAGAAAGCAACACGCGTTACATTAGCAAATTCCTCTAGACGGTCGGATAATTTGAAGTAGATACTTGGAGAACTTATTTATTGAGATGTAGTCACC
	GlicC^15     ATCAGAACCGATTCACTGGTCCCAGAKAAAGCAACACGCGTTACATTAGCAAATTCCTCTAGACGGTCGGATAATTTGAAGNAGATACTTGGAGAACTTATTTATTGAGATGTAGTCAYC
	GlicP^17      ATCAGAACCGATTCACTGGTCCCAGAGAAAGCAACACGCGTTACATTAGCAAATTCCTCTAGACGGTCGGATAATTTGAAGTAGATACTTGGAGAACTTATTTATTGAGATGTAGTCACC
	GlicE^20      ATCAGAACCGATTCACTGGTCCCAGAGAAAGCAACACGCGTTACATTAGCAAATTCCTCTAGACGGTCGGATAATTTGAAGTAGATACTTGGAGAACTTATTTATTGAGATGTAGTCACC
	GlicE^21      ATCAGAACCGATTCACTGGTCCCAGAGAAAGCAACACGCGTTACATTAGCAAATTCCTCTAGACGGTCGGATAATTTGAAGTAGATACTTGGAGAACTTATTTATTGAGATGTAGTCAYC
	GlicE^22       ATCAGAACCGATTCACTGGTCCCAGAGAAAGCAACACGCGTTACATTAGCAAATTCCTCTAGACGGTCGGATAATTTGAAGTAGATACTTGGAGAACTTATTTATTGAGATGTAGTCASC
	GlicE^23       ATCAGAACCGATTCACTGGTCCCAGAGAAAGCAACACGCGTTACATTAGCAAATTCCTCTAGACGGTCGGATAATTTGAAGTAGATACTTGGAGAACTTATTTATTGAGATGTAGTCAYC
	GlicE^24      ATCAGAACCGATTCACTGGTCCCAGAKAAAGCAACACGCGTTACATTAGCAAATTCCTCTAGACGGTCGGATAATTTGAAGTAGATACTTGGAGAACTTATTTATTGAGATGTAGTCAKC
	GlicE^25      ATCAGAACCGATTCACTGGTCCCAGAGAAAGCAACACGCGTTACATTAGCAAATTCCTCTAGACGGTCGGATAATTTGAAGTAGATACTTGGAGAACTTATTTATTGAGATGTAGTCACC
	GmorB^27    ATCAGAACCGATTCACTGGTCCCAGAGAAAGCAACACGCGTTACATTAGCAAATTCCTCTAGACGGTCGGATAATTTGAAGTAGATACTTGGAGAACTTATTTATTGAGATGTAGTCATC
	GpasB^28    ATCAGAACCGATTCACTGGTCCCAGAGAAAGCAACACGCGTTACATTAGCAAATTCCTCTAGACGGTCGGATAATTTGAAGTAGATACTTGGAGAACTTATTTATTGAGATGTAGTCACC


17 120
	GecuC^1     GAAATACGTGGGTGCCATATCTTCTCTATCATCATTGTTATCCTCTGTGTTCTTCTTTTGTCTTCTACCTGGYCTGGTAGTTTTATGTAATATTCCTCCCATTTCTTCTTTTCTATTTTA
	GecuP^4     GAAATACGTGGGTGCCATATCTTCTCTATCATCATTGTTATCCTCTGTGTTCTTCTTTTGTCTTCTACCTGGCCTGGTAGTTTTATGTAATATTCCTCCCATTTCTTCTTTTCTATTTTA
	GecuP^5      GAAATACGTGGGTGCCATATCTTCTCTATCATCATTGTTATCCTCTGTGTTCTTCTTTTGTCTTCTACCTGGCCTGGTARTTTTATGTAATATTCCTCCCATTTCTYCTTTTCTATTTTA
	GecuE^8      GAAATACGTGGGTGCCATATCTTCTCTATCATCATTGTTATCCTCTGTGTTCTTCTTTTGTCTTCTACCTGGCCTGGTARTTTTATGTAATATTCCTCCCATTTCTTCTTTTCTATTTTA
	GecuE^9       GAAATACGTGGGTGCCATATCTTCTCTATCATCATTGTTATCCTCTGTGTTCTTCTTTTGTCTTCTACCTGGCCTGGTARTTTTATGTAATATTCCTCCCATTTCTTCTTTTCTATTTTA
	GecuE^10       GAAATACGTGGGTGCCATATCTTCTCTATCATCATTGTTATCCTCTGTGTTCTTCTTTTGTCTTCTACCTGGCCTGGTARTTTTATGTAATATTCCTCCCATTTCTTCTTTTCTATTTTA
	GecuE^11      GAAATACGTGGGTGCCATATCTTCTCTATCATCATTGTTATCCTCTGTGTTCTTCTTTTGTCTTCTACCTGGCCTGGTAGTTTTATGTAATATTCCTCCCATTTCTTCTTTTCTATTTTA
	GlicC^15     GAAATACGTGGGTGCCATATCTTCTCTATCATCATTGTTATCCTCTGTGTTCTTCTTTTGTCTTCTACCTGGCCTGGTARTTTTATGTAATATTCCTCCCATTTCTYCTTTTCTATTTTA
	GlicP^17      GAAATACGTGGGTGCNATATCTTCTCTATCATCATTGTTATCCTCTGTGTTCTTCTTTTGTCTTCTACCTGGCCTGGTAATTTTATGTAATATTCCTCCCATTTCTCCTTTTCTATTTTA
	GlicE^20      GAAATACGTGGGTGCCATATCTTCTCTATCATCATTGTTATCCTCTGTGTTCTTCTTTTGTCTTCTACCTGGCCTGGTA-TTTTATGTAATATTCCTCCCATTTCT-NTTTTCTATTTTA
	GlicE^21      GAAATACGTGGGTGCCATATCTTCTCTATCATCATTGTTATCCTCTGTGTTCTTCTTTTGTCTTCTACCTGGCCTGGTARTTTTATGTAATATTCCTCCCATTTCTYCTTTTCTATTTTA
	GlicE^22       GAAATACGTGGGTGCCATATCTTCTCTATCATCATTGTTATCCTCTGTGTTCTTCTTTTGTCTTCTACCTGGCCTGGTAGTTTTATGTAATATTCCTCCCATTTCTTCTTTTCTATTTTA
	GlicE^23       GAAATACGTGGGTGCCATATCTTCTCTATCATCATTGTTATCCTCTGTGTTCTTCTTTTGTCTTCTACCTGGCCTGGTAATTTTATGTAATATTCCTCCCATTTCTCCTTTTCTATTTTA
	GlicE^24      GAAATACGTGGGTGCYATATCTTCTCTATCATCATTGTTATCCTCTGTGTTCTTCTTTTGTCTTCTACCTGGCCTGGTARTTTTATGTAATATTCCTCCCATTTCTYC-TTTCTATTTTA
	GlicE^25      GAAATACGTGGGTGCCATATCTTCTCTATCATCATTGTTATCCTCTGTGTTCTTCTTTTGTCTTCTACCTGGCCTGGTAGTTTTATGTAATATTCCTCCCATTTCTTMTTTTCTATTTTA
	GmorB^27    GAAATACGTGGGTGCCATATCTTCTCTATCATCATTGTTATCCTCTGTGTTCTTCTTTTGTCTTCTACCTGGCCTGGTAGTTTTATGTAATATTCCTCCCATTTCTTCTTTTCTATTTTA
	GpasB^28    GAAATACGTGGGTGCCATATCTTCTCTATCATCATTGTTATCCTCTGTGTTCTTCTTTTGTCTTCTACCTGGCCTGGTAATTTTATGTAATATTCCTCCCATTTCTTCTTTTCTATTTTA


19 120
	GecuC^1     CCATCACGTAACGCAGTAATCAATTTTCTCTTGCAATAGATGCGAGCAGTTTTACGTGTATTTGTACCTCGGGTACCTGTATATAAATATATGCAATACATATRTGTATACTAC-----T
	GecuP^4     CCATCACGTAACGCAGTAATCAATTTTCTCTTGCAATAGATGCGAGCAGTTTTACGTGTATTTGTACCTCGGGTACCTRTATATAAATATATGCAATACATATGTGTATACTACATATTW
	GecuP^5     CCATCACGTAACGCAGTAATCAATTTTCTCTTGCAATAGATGCGAGCAGTTTTACGTGTATTTGTACCTCGGGTACCTGTATATAAATAYATGCAATACATATATGTATACTAC-----T
	GecuP^6      CCATCACGTAACGCAGTAATCAATTTTCTCTTGCAATAGATGCGAGCAGTTTTACGTGTATTTGTACCTCGGGTACCTGTATATAAATATATGCAATACATATRTGTATRCTAC-----T
	GecuE^8      CCATCACGTAACGCAGTAATCAATTTTCTCTTGCAATAGATGCGAGCAGTTTTACGTGTATTTGTACCTCGGGTACCTGTATATAAATATRTGCAATACATATGTGTATACTAC-----T
	GecuE^9       CCATCACGTAACGCAGTAATCAATTTTCTCTTGCAATAGATGCGAGCAGTTTTACGTGTATTTGTACCTCGGGTACCTGTATATAAATATATGCAATACATATGTGTATACTAC-----T
	GecuE^10       CCATCACGTAACGCAGTAATCAATTTTCTCTTGCAATAGATGCGAGCAGTTTTACGTGTATTTGTACCTCGGGTACCTGTATATAAATATATGCAATACATATGTGTATACTAC-----T
	GecuE^11       CCATCACGTAACGCAGTAATCAATTTTCTCTTGCAATAGATGCGAGCAGTTTTACGTGTATTTGTACCTCGGGTACCTGTATATAAATATATGCAATACATATRTGTATACTAC-----T
	GecuE^12      CCATCACGTAACGCAGTAATCNATTTTCTCTTGCAATAGATGCGAGCAGTTTTACGTGTATTTGTACCTCGGGTACCTGTATATAAATATATGCAATACATATRTGTATACTAC-----T
	GlicC^15     CCATCACGTAACGCAGTAATCAATTTTCTCTTGCAATAGATGCGAGCAGTTTTACGTGTATTTGTACCTCGGGTACCTGTATATAAATATATGCAATACATATRTGTATACTAC-----T
	GlicP^17      CCATCACGTAACGCAGTAATCAATTTTCTCTTGCAATAGATGCGAGCAGTTTTACGTGTATTTGTACCTCGGGTACCTGTATATAAATATATGCAATACATATATGTATACTAC-----T
	GlicE^20      CCATCACGTAACGCAGTAATCAATTTTCTCTTGCAATAGATGCGAGCAGTTTTACGTGTATTTGTACCTCGGGTACCTGTANATAAATATATGCAATACATATATGTATACTAC-----T
	GlicE^21      CCATCACGTAACGCAGTAATCAATTTTCTCTTGCAATAGATGCGAGCAGTTTTACGTGTATTTGTACCTCGGGTACCTRTAYATAAATATATGCAATACATATATGTATACTAC-----T
	GlicE^22       CCATCACGTAACGCAGTAATCAATTTTCTCTTGCAATAGATGCGAGCAGTTTTACGTGTATTTGTACCTCGGGTACCTGTATATAAATATATGCAATACATATATGTATACTAC-----T
	GlicE^23       CCATCACGTAACGCAGTAATCAATTTTCTCTTGCAATAGATGCGAGCAGTTTTACGTGTATTTGTACCTCGGGTACCTGTATATAAATATATGCAATACATATATGTATACTAC-----T
	GlicE^24      CCATCACGTAACGCAGTAATCAATTTTCTCTTGCAATNGATGCGAGCAGTTTTACGTGTATTTGTACCTCGGGTACCTGTATATAAATATATGCAATACATATATGTATACTAC-----T
	GlicE^25      CCATCACGTAACGCAGTAATCAATTTTCTCTTGCAATAGATGCGAGCAGTTTTACGTGTATTTGTACCTCGGGTACCTGTAYATAAATATATGCAATACATATRTGTATACTAC-----T
	GmorB^27    CCATCACGTAACGCAGTAATCAATTTTCTCTTGCAATAGATGCGAGCAGTTTTACGTGTATTTGTACCTCGGGTACCTGTATATAAATATATGCAATACATATGTGTATACTAC-----T
	GpasB^28    CCATCACGTAACGCAGTAATCAATTTTCTCTTGCAATAGATGCGAGCAGTTTTACGTGTATTTGTACCTCGGGTACCTGTATATAAATATATGCAATACATATATGTATACTAC-----T


15 120
	GecuC^1     TCCCTTTTTATTTTACGTTTTTTACTTTACACCTCTATTTTCTTTTTGAATTTTATTTTACTAAATATAGGCGATTGAACCTGTAAATGAATGTAAAAGGTGTGTAGTTACTAATTACAC
	GecuP^4     TCCCTTTTTATTTTACGTTTTTTACTTTACACCTCTATTTTCTTTTTGAATTTTATTTTACTAAATATAGGCGATTGAACCTGTAAATGAATGTAAAAGGTGTGTAGTTACTAATTACAC
	GecuP^5     TCN-TTTTTATTTTACGTTTTTTACTTTACACCTCTATTTTCTTTTTGAATTTTATTTTACTAAATATAGGCGATTGAACCTGTAAATGAATGTAAAAGGTGTGTAGTTACTAATTACAC
	GecuP^6      TCMSTTTTTATTTTACGTTTTTTACTTTACACCTCTATTTTCTTTTTGAATTTTATTTTACTAAATATAGGCGATTGAACCTGTAAATGAATGTAAAAGGTGTGTAGTTACTAATTACAC
	GecuE^8      TCCCTTTTTATTTTACGTTTTTTACTTTACACCTCTATTTTCTTTTTGAATTTTATTTTACTAAATATAGGCGATTGAACCTGTAAATGAATGTAAAAGGTGTGTAGTTACTAATTACAC
	GecuE^9       TCCCTTTTTATTTTACGTTTTTTACTTTACACCTCTATTTTCTTTTTGAATTTTATTTTACTAAATATAGGCGATTGAACCTGTAAATGAATGTAAAAGGTGTGTAGTTACTAATTACAC
	GecuE^10       TCCTTTTTTATTTTACGTTTTTTACTTTACACCTCTATTTTCTTTTTGAATTTTATTTTACTAAATATAGGCGATTGAACCTGTAAATGAATGTAAAAGGTGTGTAGTTACTAATTACAC
	GlicC^15     TCCCTTTTTATTTTACG-TTTTTACTTTACACCTCTATTTTCTTTTTGAATTTTATTTTACTAAATATAGGCGATTGAACCTGTAAATGAATGTAAAAGGTGTGTAGTTACTAATTACAC
	GlicP^17      TCCCTTTTTATTTTACGTTTTTTACTTTACACCTCTATTTTCTTTTTGAATTTTATTTTACTAAATATAGGCGATTGAACCTGTAAATGAATGTAAAAGGTGTGTAGTTACTAATTACAC
	GlicE^20      TCCCTTTTTATTTTACGTTTTTTACTTTACACCTCTATTTTCTTTTTGAATTTTATTTTACTAAATAYAGGCGATTGAACCTGTAAATGAATGTAAAAGGTGTGTAGTTACTAATTACAC
	GlicE^21       TCCCTTTTTATTTTACGTTTTTTACTTTACACCTCTATTTTCTTTTTGAATTTTATTTTACTAAATATAGGCGATTGAACCTGTAAATGAATGTAAAAGGTGTGTAGTTACTAATTACAC
	GlicE^22       TCCCTTTTTATTTTACGTTTTTTACTTTACACCTCTATTTTCTTTTTGAATTTTATTTTACTAAATATAGGCGATTGAACCTGTAAATGAATGTAAAAGGTGTGTAGTTACTAATTACAC
	GlicE^23      TCCCTTTTTATTTTACGTTTTTTACTTTACACCTCTATTTTCTTTTTGAATTTTATTTTACTAAATATAGGCGATTGAACCTGTAAATGAATGTAAAAGGTGTGTAGTTACTAATTACAC
	GmorB^27    TCCCTTTTTATTTTACGTTTTTTACTTTACACCTCTATTTTYTTTTTGAATTTTATTTTACTAAATATAGGCGATTGAACCTGTAAATGAATGTAAAAGGTGTGTAGTTACTAATTACAC
	GpasB^28    TCCCTTTTTATTTTACGTTTTTTACTTTACACCTCTATTTTCTTTTTGAATTTTATTTTACTAAATATAGGCGATTGAACCTGTAAATGAATGTAAAAGGTGTGTAGTTACTAATTACAC


16 120
	GecuC^1     TGAATTATGGTTTTTGGTTTCAACACAAGAACATGATGCATTTTTGAATAATATTATTTGTAGCGATGAAGCGAAATTTTGCAGAAACGGAANGCATAACTGTAAAAATTTTCATTTTTG
	GecuP^4     TGAATTATGGTTTTTGGTTTCAACACAAGAACATGATGCATTTTTGAATAATATTATTTGTAGTGATGAAGCGAAATTTTGCAGAAACGGAACGCATAACTGTAAAAATTTTCATTTTTG
	GecuE^8      TGAATTATGGTTTTTGGTTTCAACACAAGAACATGATGCATTTTTGAATAATATTATTTGTAGTGATGAAGCGAAATTTTGCAGAAACGGAACGCATAACTGTAAAAATTTTCATTTTTG
	GecuE^9       TGAATTATGGTTTTTGGTTTCAACACAAGAACATGATGCATTTTTGAATAATATTATTTGTAGTGATGAAGCGAAATTTTGCAGAAACGGAACGCATAACTGTAAAAATTTTCATTTTTG
	GecuE^10       TGAATTATGGTTTTTGGTTTCAACACAAGAACATGATGCATTTTTGAATAATATTATTTGTAGCGATGAAGCGAAATTTTGCAGAAACGGAACGCATAACTGTAAAAATTTTCATTTTTG
	GecuE^11      TGAATTATGGTTTTTGGTTTCAACACAAGAACATGATGCATTTTTGAATAATATTATTTGTAGCGATGAAGCGAAATTTTGCAGAAACGGAACGCATAACTGTAAAAATTTTCATTTTTG
	GlicC^15     TGAATTATGGTTTTTGGTTTCAACACAAGAACATGATGCATTTTTGAATAATATTATTTGTAGCGATGAAGCGAAATTTTACAGAAACGGAACGCATAACTGTAAAAATTTTCATTTTTG
	GlicC^16     TGAATTATGGTTTTTGGTTTCAACACAAGAACATGATGCATTTTTGAATAATATTATTTGTAGCGATGAAGCGAAATTTTACAGAAACGGAACGCATAACTGTAAAAATTTTCATTTTTG
	GlicP^17      TGAATTATGGTTTTTGGTTTCAACACAAGAACATGATGCATTTTTGAATAATATTATTTGTAGCGATGAAGCGAAATTTTACAGAAACGGAACGCATAACTGTAAAAATTTTCATTTTTG
	GlicE^20      TGAATTATGGTTTTTGGTTTCAACACAAGAACATGATGCATTTTTGAATAATATTATTTGTAGCGATGAAGCGAAATTTTACAGAAACGGAACGCATAACTGTAAAAATTTTCATTTTTG
	GlicE^21       TGAATTATGGTTTTTGGTTTCAACACAAGAACATGATGCATTTTTGAATAATATTATTTGTAGCGATGAAGCGAAATTTTGCAGAAACGGAACGCATAACTGTAAAAATTTTCATTTTTG
	GlicE^22       TGAATTATGGTTTTTGGTTTCAACACAAGAACATGATGCATTTTTGAATAATATTATTTGTAGCGATGAAGCGAAATTTTGCAGAAACGGAACGCATAACTGTAAAAATTTTCATTTTTG
	GlicE^23      TGAATTATGGTTTTTGGTTTCAACACAAGAACATGATGCATTTTTGAATAATATTATTTGTAGCGATGAAGCGAAATTTTGCAGAAACGGAACGCATAACTGTAAAAATTTTCATTTTTG
	GmorB^27    TGAATTATGGTTTTTGGTTTCAACACAAGAACATGATGCATTTTTGAATAATATTATTTGTAGCGATGAAGCGAAATTTTGCAGAAACGGAACGCATAACTGTAAAAATTTTCATTTTTG
	GpasB^28    TGAATTATGGTTTTTGGTTTCAACACAAGAACATGATGCATTTTTGAATAATATTATTTGTAGCGATGAAGCGAAATTTTGCAGAAACGGAACGCATAACTGTAAAAATTTTCATTTTTG
	GpasB^29    TGAATTATAGTTTTTGGTTTCAACACAAGAACATGATGCATTTTTGAATAATATTATTTGTAGCGATGAAGCGAAATTTTGCAGAAACGGAACGCATAACTGTAAAAATTTTCATTTTTG


18 120
	GecuC^1     ATCCAATTGACAACCAATACCTTCCATTACAGATGTTTGGTCAATAATAGTTTCATCCACTTCAGTATTTATTTCTGTCTGATTTTCTTCTGATTCGCATTTTACATCATTACACTTTAC
	GecuP^4     ATCCAATTGACAACCAATACCTTCCATTACAGATGTTTGGTCAATAATAGTTTCATCCACTTCAGTATTTATTTCTGTCTGATTTTCTTCTGATTCGCATTTTACATCATTACACATTAC
	GecuP^5      ATCCAATTGACAACCAATACCTTCCATTACAGATGTTTGGTCAATAATAGTTTCATCCACTTCAGTATTTATTTCTGTCTGATTTTCTTCTGATTCGCATTTTACATCATTACACATTAC
	GecuE^8       ATCCAATTGACAACCAATACCTTCCATTACAGATGTTTGGTCAATAATAGTTTCATCCACTTCAGTATTTATTTCTGTCTGATTTTCTTCTGATTCGCATTTTAYATCATTACACATTAC
	GecuE^9       ATCCAATTGACAACCAATACCTTCCATTACAGATGTTTGGTCAATAATAGTTTCATCCACTTCAGTATTTATTTCTGTCTGATTTTCTTCTGATTCGCATTTTACATCATTACACWTTAC
	GecuE^10      ATCCAATTGACAACCAATACCTTCCATTACAGATGTTTGGTCAATAATAGTTTCATCCACTTCAGTATTTATTTCTGTCTGATTTTCTTCTGATTCGCATTTTACATCATTACACTTTAC
	GlicC^15     ATCCAATTGACAACCAATACCTTCCATTACAGATGTTTGGTCAATAATAGTTTCATCCACTTCAGTATTTATTTCTGTCTGATTTTCTTCTGATTCGCATTTTACATCATTACACATTAC
	GlicP^17      ATCCAATTGACAACCAATACCTTCCATTACAGATGTTTGGTCAATAATAGTTTCATCCACTTCAGTATTTATTTCTGTCTGATTTTCTTCTGATTCGCATTTTACATCATTACACATTAC
	GlicP^18      ATCCAATTGACAACCAATACCTTCCATTACAGATGTTTGGTCAATAATAGTTTCATCCACTTCAGTATTTATTTCTGTCTGATTTTCTTCTGATTCGCATTTTACATCATTACACATTAC
	GlicE^20      ATCCAATTGACAACCAATACCTTCCATTACAGATGTTTGGTCAATAATAGTTTCATCCACTTCAGTATTTATTTCTGTCTGATTTTCTTCTGATTCGCATTTTACATCATTACACATTAC
	GlicE^21      ATCCAATTGACAACCAATACCTTCCATTACAGATGTTTGGTCAATAATAGTTTCATCCACTTCAGTATTTATTTCTGTCTGATTTTCTTCTGATTCGCATTTTACATCATTACACATTAC
	GlicE^22      ATCCAATTGACAACCAATACCTTCCATTACAGATGTTTGGTCAATAATAGTTTCATCCACTTCAGTATTTATTTCTGTCTGATTTTCTTCTGATTCGCATTTTACATCATTACACATTAC
	GlicE^23       ATCCAATTGACAACCAATACCTTCCATTACAGATGTTTGGTCAATAATAGTTTCATCCACTTCAGTATTTATTTCTGTCTGATTTTCTTCTGATTCGCATTTTACATCATTACACATTAC
	GlicE^24       ATCCAATTGACAACCAATACCTTCCATTACAGATGTTTGGTCAATAATAGTTTCATCCACTTCAGTATTTATTTCTGTCTGATTTTCTTCTGATTCGCATTTTACATCATTACACATTAC
	GlicE^25      ATCCAATTGACAACCAATACCTTCCATTACAGATGTTTGGTCAATAATAGTTTCATCCACTTCAGTATTTATTTCTGTCTGATTTTCTTCTGATTCGCATTTTACATCATTACACATTAC
	GmorB^27    ATCCAATTGACAACCAATACCTTCCATTACAGATGTTTGGTCAATAATAGTTTCATCCACTTCAGTATTTATTTCTGTCTGATTTTCTTCTGATTCGCATTTTACATCATTACACATTAC
	GpasB^28    ATCCAATTGACAACCAATACCTTCCATTACAGATGTTTGGTCAATAATAGTTTCATCCACTTCAGTATTTATTTCTGTCTGATTTTCTTCTGATTCGCATTTTAYATCATTACACWTTAC
	GpasB^29    ATCCAATTGACAACCAATACCTTCCATTACAGATGTTTGGTCAATAATAGTTTCATCCACTTCAGTATTTATTTCTGTCTGATTTTCTTCTGATTCGCATTTTACATCATTACACWTTAC


22 120
	GecuC^1     AAGATTTCGATAGACGTGTTATATTATTCATTCAGAACGGGATTCCAATGACGTCTAAAGCGGAAAATCTGATTGAATTTTTGTGTAATAACCTTTACAGTRTGATACATAAACGAATAA
	GecuP^4     AAGATTTCGATAGACGTGTTATATTATTCATTCAGAACGGGATTCCAATGACGTCTAAAGCGGAAAATCTGATTGAATTTTTGTGTAATAACCWTTACARTGTGATACATAAACGAATAA
	GecuP^5     AAGATTTCGATAGACGTGTTATATTATTCATTCAGAACGGGATTCCAATGACGTCTAAAGCGGAAAATCTGATTGAATTTTTGTGTAATAACCTTTACAGTGTGATACATAAACGAATAA
	GecuP^6      AAGATTTCGATAGACGTGTTATATTATTCATTCAGAACGGGATTCCAATGACGTCTAAAGCGGAAAATCTGATTGAATTTTTGTGTAATAACCTTTACAGTRTGATACATAAACGAATAA
	GecuE^8      AAGATTTCGATAGACGTGTTATATTATTCATTCAGAACGGGATTCCAATGACGTCTAAAGCGGAAAATCTGATTGAATTTTTGTGTAATAACCTTTACAGTGTGATACATAAACGAATAA
	GecuE^9       AAGATTTCGATAGACGTGTTATATTATTCATTCAGAACGGGATYCCAATGACGTCTAAAGCGGAAAATCTGATTGAATTTTTGTGTAATAACCTTTACAGTGTGATACATAAACGAATAA
	GecuE^10       AAGATTTCGATAGACGTGTTATATTATTCATTCAGAACGGGATTCCAATGACGTCTAAAGCGGAAAATCTGATTGAATTTTTGTGTAATAACCTTTACAGTRTGATACATAAACGAATAA
	GecuE^11      AAGATTTCGATAGACGTGTTATATTATTCATTCAGAACGGGATYCCAATGACGTCTAAAGCGGAAAATCTGATTGAATTTTTGTGTAATAACCTTTACAGTGTGATACATAAACGAATAA
	GlicC^15     AAGATTTCGATAGACGTGTTATATTATTCATTCAGAACGGGATTCCAATGACGTCTAAAGCGGAAAATCTGATTGAATTTTTGTGTAATAACCTTTACAGTRTGATACATAAACGAATAA
	GlicC^16     AAGATTTCGATAGACGTGTTATATTATTCATTCAGAACGGGATTCCAATGACGTCTAAAGCGGAAAATCTGATTGAATTTTTGTGTAATAACCTTTACAGTGTGATACATAAACGAATAA
	GlicP^17      AAGATTTCGATAGACGTGTTATATTATTCATTCAGAACGGGATTCCAATGACGTCTAAAGCGGAAAATCTGATTGAATTTTTGTGTAATAACCTTTACAGTGTGATACATAAACGAATAA
	GlicP^18      AAGATTTCGATAGACGTGTTATATTATTCATTCAGAACGGGATTCCAATGACGTCTAAAGCGGAAAATCTGATTGAATTTTTGTGTAATAACCTTTACAGTGTGATACATAAACGAATAA
	GlicE^20      AAGATTTCGATAGACGTGTTATATTATTCATTCAGAACGGGATTCCAATGACGTCTAAAGCGGAAAATCTGATTGAATTTTTGTGTAATAACCTTTACAGTRTRATACATAAACGAATAA
	GlicE^21      AAGATTTCGATAGACGTGTTATATTATTCATTCAGAACGGGATTCCAATGACGTCTAAAGCGGAAAATCTGATTGAATTTTTGTGTAATAACCTTTACAGTGTGATACATAAACGAATAA
	GlicE^22      AAGATTTCGATAGACGTGTTATATTATTCATTCAGAACGGGATTCCAATGACGTCTAAAGCGGAAAATCTGATTGAATTTTTGTGTAATAACCTTTACAGTGTGATACATAAACGAATAA
	GlicE^23       AAGATTTCGATAGACGTGTTATATTATTCATTCAGAACGGGATTCCAATGACGTCTAAAGCGGAAAATCTGATTGAATTTTTGTGTAATAACCTTTACAGTGTGATACATAAACGAATAA
	GlicE^24       AAGATTTCGATAGACGTGTTATATTATTCATTCAGAACGGGATTCCAATGACGTCTAAAGCGGAAAATCTGATTGAATTTTTGTGTAATAACCTTTACAGTATGATACATAAACGAATAA
	GlicE^25      AAGATTTCGATAGACGTGTTATATTATTCATTCARAACGGGATTCCAATGACGTCTAAAGCGGAAAATCTGATTGAATTTTTGTGTAATAACCTTTACAGTGTGATACATAAACGAATAA
	GlicE^26      AAGATTTCGATAGACGTGTTATATTATTCATTCAGAACGGGATTCCAATGACGTCTAAAGCGGAAAATCTGATTGAATTTTTGTGTAATAACCTTTACAGTRTGATACATAAACGAATAA
	GmorB^27    AAGATTTCGATAGACGTGTTATATTATTCATTCAGAACGGGATTCCAATGACGTCTAAAGCGGAAAATCTGATTGAATTTTTGTGTAATAACCTTTACAGTGTGATACATAAACGAATAA
	GpasB^28    AAGATTTCGATAGACGTGCTATATTATTCATTCAGAACGGGATTCCAATGACGTCTAAAGCGGAAAATCTGATTGAATTTTTGTGTAATAACCTTGACAGTGTGATACATAAACGAATAA
	GpasB^29    AAGATTTCGATAGACGTGCTATATTATTCATTCAGAACGGGATTCCAATGACGTCTAAAGCGGAAAATCTGATTGAATTTTTGTGTAATAACCTTGACAGTGTGATACATAAACGAATAA


18 120
	GecuC^1     TCTACCATCATGATAACGCTCGGCCCATTCATCGGCAATTGCGACAGCAAAACTAGTCTAGTTACGGTACGAATTGGTGCCCCATCYACCATATTCGTCAGATTGTGCCCTCTACGACTC
	GecuP^4     TCTACCATCATGATAACGCTCGGCCCATTCATCGGCAATTGCGACAGCAAAACTAGTCTAGTTACGGTACGAATTGGTGCCCCATCCACCATATTCGTCAGATTGTGCCCTCTACGACTC
	GecuP^5     TCTACCATCATGATAACGCTCGGCCCATTCATCGGCAATTGCGACAGCAAAACTAGTCTAGTTACGGTACGAATTGGTGCCCCATCNACCATATTCGTCAGATTGTGCCCTCTACGACTC
	GecuE^8      TCTACCATCATGATAACGCTCGGCCCATTCATCGGCAATTGCGACAGCAAAACTAGTCTAGTTACGGTACGAATTGGTGCCCCATCCACCATATTCGTCAGATTGTGCCCTCTACGACTC
	GecuE^9       TCTACCATCATGATAACGCTCGGCCCATTCATCGGCAATTGCGACAGCAAAACTAGTCTAGTTACGGTACGAATTGGTGCCCCATCCACCATATTCGTCAGATTGTGCCCTCTACGACTC
	GecuE^10       TCTACCATCATGATAACGCTCGGCCCATTCATCGGCAATTGCGACAGCAAAACTAGTCTAGTTACGGTACGAATTGGTGCCCCATCTACCATATTCGTCAGATTGTGCCCTCTACGACTC
	GecuE^11      TCTACCATCATGATAACGCTC-GCCCATTCATCGGCAATTGCGACAGCAAAACTAGTCTAGTTACGGTACGAATTGGTGCCCYATCCACCATATTCGTCAGATTGTGCCCTCTACGACTC
	GlicC^15     TCTACCATCATNATAACGCTCGGCCCATTCATCGGCAATTGCGACAGCAAAACTAGTCTAGTTACGGTACGAATTGGNGCCNCATCCACCATATTCGTCAGATTGTGCCCTCTACGACTC
	GlicP^17      TCTACCATCATGATAACGCTCGGCCCATTCATCGGCAATTGCGACAGCAAAACTAGCCTAGTTACGGTACGAATTGGTGCCCCATCCACCATATTCGTCAGATTGTGCCCTCTACGACTC
	GlicE^20      TCTACCATCATGATAACGCTCGGCCCATTCATCGGCAATTGCGACAGCAAAACTAGTCTAGTTACGGTACGAATTGGTGCCCCATCCACCATATTCGTCAGATTGTGCCCTCTACGACTC
	GlicE^21      TCTACCATCATGATAACGCTCGGCCCATTCATCGGCAATTGCGACAGCAAAACTAGTCTAGTTACGGTACGAATTGGTGCCCCATCCACCATATTCGTCAGATTGTGCCCTCTACGACTC
	GlicE^22      TCTACCATCATGATAACGCTCGGCCCATTCATCGGCAATTGCGACAGCAAAACTAGTCTAGTTACGGTACGAATTGGTGCCCCATCCACCATATTCGTCAGATTGTGCCCTCTACGACTC
	GlicE^23       TCTACCATCATGATAACGCTCGGCCCATTCATCGGCAATTGCGACAGCAAAACTAGTCTAGTTACGGTACGAATTGGTGCCCCATCCACCATATTCGTCAGATTGTGCCCTCTACGACTC
	GlicE^24       TCTACCATCATGATAACGCTCGGCCCATTCATCGGCAATTGCGACAGCAAAACTAGTCTAGTTACGGTACGAATTGGTGCCCCATCCACCATATTCGTCAGATTGTGCCCTCTACGACTC
	GlicE^25      TCTACCNTCATGATAACGCTCGGCCCATTCATCGGCAATTGCGACAGCAAAACTAGTCTAGTTACGGTACGAATTGGTGCCCCATCCACCATATTCGTCAGATTGTGCCCTCTACGACTC
	GlicE^26      TCTACCATCATGATAACGCTCGGCCCATTCATCGGCAATTGCGACAGCAAAACTAGTCTAGTTACGGTACGAATTGGTGCCCCATCCACCATATTCGTCAGATTGTGCCCTCTACGACTC
	GmorB^27    TCTACCATCATGATAACGCTCGGCCCATTCATCGGCAATTGCGACAGCAAAACTAGTCTAGTTACGGTACGAATTGGTGCCCCATCCACCATATTCGTCAGATTGTGCCCTCTACGACTC
	GpasB^28    TCTACCATCATGATAACGCTCGGCCCATTCATCGGCAATTGCGACAGCAAAACTAGTCTAGTTACGGTACGAATTGGTGCCCCATCCACCATATTCGTCAGATTGTGCCCTCTACGACTC


23 120
	GecuC^1     GGAGTTCGGAAAGCGCGCGTCAAACGCTAAATTCGAGTAGACAGCGCGGGAAGTTGGCAGGGAATGCTACATTTYTTCCTGGAACAAATCGGATGTATAAACAAATGAAATAAACAAAAT
	GecuP^4     GGAGTTCGGAAAGCGCGCGTCAAACGCTAAATTCGAGTAGACAGCGCGGGAAGTTGGCAGGGAATGCTACAT---TTCCTGGAACAAATCGGATGTATAAACAAATGAAATAAACAAAAT
	GecuP^5     GGAGTTCGGAAAGCGCGCGTCAAACGCTAAATTCGAGTAGACAGCGCGGGAAGTTGGCAGGGAATGCTACAT---TTCCTGGAACAAATCGGATGTATAAACAAATGAAATAAACAAAAT
	GecuP^6      GGAGTTCGGAAAGCGCGCGTCAAACGCTAAATTCGAGTAGACAGCGCGGGAAGTTGGCAGGGAATGCTACAT---TTCCTGGAACAAATCGGATGTATAAACAAATGAAATAAACAAAAT
	GecuP^7      GGAGTTCGGAAAGCGCGCGTCAAACGCTAAATTCGAGTAGACAGCGCGGGAAGTTGGCAGGGAATGCTACAT---TTCCTGGAACAAATCGGATGTATAAACAAATGAAATAAACAAAAT
	GecuE^8      GGAGTTCGGAAAGCGCGCGTCAAACGCTAAATTCGAGTAGACAGCGCGGGAAGTTGGCAGGGAATGCTACAT---TTCCTGGAACAAATCGGATGTATAAACAAATGAAATAAACAAAAT
	GecuE^9       GGAGTTCGGAAAGCGCGCGTCAAACGCTAAATTCGAGTAGACAGCGCGGGAAGTTGGCAGGGAATGCTACAT---TTCCTGGAACAAATCGGATGTATAAACAAATGAAATAAACAAAAT
	GecuE^10       GGAGTTCGGAAAGCGCGCGTCAAACGCTAAATTCGAGTAGACAGCGCGGGAAGTTGGCAGGGAATGCTACAT---TTCCTGGAACAAATCGGATGTATAAACAAATGAAATAAACAAAAT
	GecuE^11      GGAGTTCGGAAAGCGCGCGTCAAACGCTAAATTCGAGTAGACAGCGCGGGAAGTTGGCAGGGAATGCTACAT---TTCCTGGAACAAATCGGATGTATAAACAAATGAAATAAACAAAAT
	GlicC^15     GGAGTTCGGAAAGCGCGCGTCAAACGCTAAATTCGAGTAGACAGCGCGGGAAGTTGGCAGSGAATGCTACAT---TTCCTGGAACAAATCGGATGTATAAACAAATGAAATAAACAAAAT
	GlicC^16     GGAGTTCGGAAAGCGCGCGTCAAACGCTAAATTCGAGTAGACAGCGCGGGAAGTTGGCAGNGAATGCTACAT---TTCCTGGAACAAATCGGATGTATAAACAAATGAAATAAACAAAAT
	GlicP^17      GGAGTTCGGAAAGCGCGCGTCAAACGCTAAATTCGAGTAGACAGCGCGGGAAGTTGGCAGGGAATGCTACAT---TTCCTGGAACAAATCGGATGTATAAACAAATGAAATAAACAAAAT
	GlicP^18      GGAGTTCGGAAAGCGCGCGTCAAACGCTAAATTCGAGTAGACAGCGCGGGAAGTTGGCAGGGAATGCTACAT---TTCCTGGAACAAATCGGATGTATAAACAAATGAAATAAACAAAAT
	GlicE^20      GGAGTTCGGAAAGCGCGCGTCAAACGCTAAATTCGAGTAGACAGCGCGGGAAGTTGGCAGSGAATGCTACAT---TTCCTGGAACAAATCGGATGTATAAACAAATGAAATAAACAAAAT
	GlicE^21      GGAGTTCGGAAAGCGCGCGTCAAACGCTAAATTCGAGTAGACAGCGCGGGAAGTTGGCAGGGAATGCTACAT---TTCCTGGAACAAATCGGATGTATAAACAAATGAAATAAACAAAAT
	GlicE^22      GGAGTTCGGAAAGCGCGCGTCAAACGCTAAATTYGAGTAGACAGCGCGGGAAGTTGGCAGGGAATGCTACAT---TTCCTGGAACAAATCGGATGTATAAACAAATGAAATAAACAAAAT
	GlicE^23       GGAGTTCGGAAAGCGCGCGTCAAACGCTAAATTCGAGTAGACAGCGCGGGAAGTTGGCAGGGAATGCTACAT---TTCCTGGAACAAATCGGATGTATAAACAAATGAAATAAACAAAAT
	GlicE^24       GGAGTTCGGAAAGCGCGCGTCAAACGCTAAATTCGAGTAGACAGCGCGGGAAGTTGGCAGGGAATGCTACAT---TTCCTGGAACAAATCGGATGTATAAACAAATGAAATAAACAAAAT
	GlicE^25      GGAGTTCGGAAAGCGCGCGTCAAACGCTAAATTCGAGTAGACAGCGCGGGAAGTTGGCAGGGAATGCTACAT---TTCCTGGAACAAATCGGATGTATAAACAAATGAAATAAACAAAAT
	GlicE^26      GGAGTTCGGAAAGCGCGCGTCAAACGCTAAATTCGAGTAGACAGCGCGGGAAGTTGGCAGGGAATGCTACAT---TTCCTGGAACAAATCGGATGTATAAACAAATGAAATAAACAAAAT
	GmorB^27    GGAGTTCGGAAAGCGCGCGTCAAACGCTAAATTCGAGTAGACAGCGCGGGAAGTTGGCAGGGAATGCTACAT---TTCCTGGAACAAATCGGATGTATAAACAAATGAAATAAACAAAAT
	GpasB^28    GGAGTTCGGAAAGCGCGCGTCAAACGCTAAATTCGAGTAGACAGCGCGGGAAGTTGGCAGRGAATGCTACAT---TTCCTGGAACAAATCGGATGTATAAACAAATGAAATAAACAAAAT
	GpasB^29    GGAGTTCGGAAAGCGCGCGTCAAACGCTAAATTCGAGTAGACAGCGCGGGAAGTTGGCAGGGAATGCTACAT---TTCCTGGAACAAATCGGATGTATAAACAAATGAAATAAACAAAAT


19 120
	GecuC^1     GCGGATTCTTGAGAAAACAAATTATAAACGTTATTAGAATCGCTTATATACGCGTACATATACATAAATTGTTTACTTTATTCTTTTGGCAGATAATAAATATTTACTGTTTCAAATATA
	GecuP^4     GCGGATTCTTGAGAAAACAAATTATAAACGTTATTAGAATCGCTTATATACGCGTACATATACATAAATTGTTTACTTTATTCTTTTGGCAGATAATAAATATTTACTGTTTCAAATATA
	GecuP^5      GCGGATTCTTGAGAAAACAAATTATAAACGTTATTAGAATCGCTTATATACGCNTACATATACATAAATTGTTTACTTTATTCTTTTGGCAGATAATAAATATTTACTGTTTCAAATATA
	GecuE^8      GCGGATTCTTGAGAAAACAAATTATAAACGTTATTAGAATCGCTTATATACGCGTACATATTCATAAATTGTTTACTTTATTCTTTTGGCAGATAATAAATATTTACTGTTTCAAATATA
	GecuE^9       GCGGATTCTTGAGAAAACAAATTATAAACGTTATTAGAATCGCTTATATACGCGTACATATACATAAATTGTTTACTTTATTCTTTTGGCAGATAATAAATATTTACTGTTTCAAATATA
	GecuE^10       GCGGATTCTTGAGAAAACAAATTATAAACGTTATTAGAATCGCTTATATACGCGTACATATACATAAATTGTTTACTTTATTCTTTTGGCAGATAATAAATATTTACTGTTTCAAATATA
	GecuE^11      GCGGATTCTTGAGAAAACAAATTATAAACGTTATTAGAATCGCTTATATACGCGTACATATACATAAATTGTTTACTTTATTCTTTTGGCAGATAATAAATATTTACTGTTTCAAATATA
	GlicC^15     GCGGATTCTTGAGAAAACAAATTATAAACGTTATTAGAATCGCTTATATACGCGTACATATACATAAATTGTTTACTTTATTCTTTTGGCAGATAATAAATATTTACTGTTTCAAATATA
	GlicP^17      GCGGATTCTTGAGAAAACAAATTATAAACGTTATTAGAATCGCTTATATACGCGTACATATACAYAAATTGTTTACTTTATTCTTTTGGCAGATAATAAATATTTACTGTTTCAAATATA
	GlicP^18      GCGGATTCTTGAGAAAACAAATTATAAACGTTATTAGAATCGCTTATATACGCGTACATATNCATAAATTGTTTACTTTATTCTTTTGGCAGATAATAAATATTTACTGTTTCAAATATA
	GlicE^20      GCGGATTCTTGAGAAAACAAATTATAAACGTTATTAGAATCGCTTATATACGCGTACATATACATAAATTGTTTACTTTATTCTTTTGGCAGATAATAAATATTTACTGTTTCAAATATA
	GlicE^21      GCGGATTCTTGAGAAAACAAATTATAAACGTTATTAGAATCGCTTATATACGCGTACATATACAYAAATTGTTTACTTTATTCTTTTGGCAGATAATAAATATTTACTGTTTCAAATATA
	GlicE^22       GCGGATTCTTGAGAAAACAAATTATAAACGTTATTAGAATCGCTTATATACGCGTACATATACATAAATTGTTTACTTTATTCTTTTGGCAGATAATAAATATTTACTGTTTCAAATATA
	GlicE^23       GCGGATTCTTGAGAAAACAAATTATAAACGTTATTAGAATCGCTTATATACGCGTACATATACATAAATTGTTTACTTTATTCTTTTGGCAGATAATAAATATTTACTGTTTCAAATATA
	GlicE^24      GCGGATTCTTGAGAAAACAAATTATAAACGTTATTAGAATCGCTTATATACGCGTACATATACAYAAATTGTTTACTTTATTCTTTTGGCAGATAATAAATATTTACTGTTTCAAATATA
	GlicE^25      GCGGATTCTTGAGAAAACAAATTATAAACGTTATTAGAATCGCTTATATACGCGTACATATACATAAATTGTTTACTTTATTCTTTTGGCAGATAATAAATATTTACTGTTTCAAATATA
	GmorB^27    GCGGATTCTTGAGAAAACAAATTATAAACGTTATTAGAATCGCTTATATACGCGTACATATACATAAATTGTTTACTTTATTCTTTTGGCAGATAATAAATATTTACTGTTTCAAATATA
	GpasB^28    GCGGATTCTTGAGAAAACAAATTATAAACGTTATTAGAATCGCTTATATACGCGTACATATACATAAATTGTTTACTTTATTCTTTTGGCAGATAATAAATATTTACTGTTTCAAATATA
	GpasB^29    GCGGATTCTTGAGAAAACAAATTATAAACGTTATTAGAATCGCTTATATACGCGTACATATACATAAATTGTTTACTTTATTCTTTTGGCAGATAATAAATATTTACTGTTTCAAATATA


18 120
	GecuC^1     ATCTACTGCACATCCTAAAATAGTGATTGGCGAAGGTATTGGTTTGAGCCAGTACCCCGGAAGGGATTCTGCCTTTTTTTCTCTATACTGGGACATTTGGAAATCCRATGSTTTTTGAAA
	GecuP^4     ATCTACTGCACATCCTAAAATAGTGATTGGCGAAGGTATTGGTTTGAGCCAGTACCCCGGAAGGGATTCTGCTTTTTTTTCTCTATACTGGGACATTTGGAAATCCGATGCTTTTTGAAA
	GecuP^5      ATCTACTGCACATCCTAAAATAGTGATTGGCGAAGGTATTGGTTTGAGCCAGTACCCCGGAAGGGATTCTGCCTTTTTTTCTCTATACTGGGACATTTGGAAATCCAATGCTTTTTGAAA
	GecuE^8      ATCTACTGCACATCCTAAAATAGTGATTGGCGAAGGTATTGGTTTGAGCCAGTACCCCGGAAGGGATTCTGCYTTTTTTTCTCTATACTGGGACATTTGGAAATCCRATGCTTTTTGAAA
	GecuE^9       ATCTACTGCACATCCTAAAATAGTGATTGGCGAAGGTATTGGTTTGAGCCAGTACCCCGGAAGGGATTCTGCCTTTTTTTCTCTATACTGGGACATTTGGAAATCCGATGGTTTTTGAAA
	GecuE^10       ATCTACTGCACATCCTAAAATAGTGATTGGCGAAGGTATTGGTTTGARSCARTACCCCGGAAGGGATTCTGCCTTTTTTTCTCTATACTGGGACATTTGGAAATCCRATGCTTTTTGAAA
	GecuE^11      ATCTACTGCACATCCTAAAATAGTGATTGGCGAAGGTATTGGTTTGAGCCAGTACCCCGGAAGGGATTCTGCCTTTTTTTCTCTATACTGGGACATTTGGAAATCCGATGSTTTTTGAAA
	GlicC^15     ATCTACTGCACATCCTAAAATAGTGATTGGCGAAGGTATTGGTTTGAGCCAGTACCCCGGAAGGGATTCTGCCTTTTTTTCTCTATACTGGGACATTTGGAAATCCGATGCTTTTTGAAA
	GlicP^17      ATCTACTGCACATCCTAAAATAGTGATTGGCGAAGGTATTGGTTTGAGCCAGTACCCCGGAAGGGATTCTGCCTTTTTTTCTCTATACTGGGACATTTGGAAATCCGATGCTTTTTGAAA
	GlicE^20      ATCTACTGCACATCCTAAAATAGTGATTGGCGAAGGTATTGGTTTGAGCCAGTACCCCGGAAGGGATTCTGCCTTTTTTTCTCTATACTGGGACATTTGGAAATCCGATGCTTTTTGAAA
	GlicE^21      ATCTACTGCACATCCTAAAATAGTGATTGGCGAAGGTATTGGTTTGAGCCAGTACCCCGGAAGGGATTCTGCCTTTTTTTCTCTATACTGGGACATTTGGAAATCCGATGCTTTTTGAAA
	GlicE^22      ATCTACTGCACATCCTAAAATAGTGATTGGCGAAGGTATTGGTTTGAGCCAGTACCCCGGAAGGGATTCTGCCTTTTTTTCTCTATACTGGGACATTTGGAAATCCGATGCTTTTTGAAA
	GlicE^23       ATCTACTGCACATCCTAAAATAGTGATTGGCGAAGGTATTGGTTTGAGCCAGTACCCCGGAAGGGATTCTGCCTTTTTTTCTCTATACYGGGACATTTGGAAATCCGATGCTTTTTGAAA
	GlicE^24       ATCTACTGCACATCCTAAAATAGTGATTGGCGAAGGTATTGGTTTGAGCCAGTACCCCGGAAGGGATTCTGCCTTTTTTTCTCTATACTGRGACATTTGGAAATCCGATGCTTTTTGAAA
	GlicE^25      ATCTACTGCACATCCTAAAATAGTGATTGGCGAAGGTATTGGTTTGAGCCAGTACCCCGGAAGGGATTCTGCCTTTTTTTCTCTATACTGGGACATTTGGAAATCCGATGCTTTTTGAAA
	GmorB^27    ATCTACTGCACATCCTAAAATAGTGATTGGCGAAGGTATTGGTTTGAGCCAGTACCCCGGAAGGGATTCTGCCTTTTTTTCTCTATACTGGGACATTTGGAAATCCRATGCTTTTTGAAA
	GpasB^28    ATCTACTGCACATCCTAAAATAGTGATTGGCGAAGGTATTGGTTTGAGCCAGTACCCCGGAAGGGATTCTGCCTTTTTTTCTCTATACTGGGACATTTGGAAATCCAATGCTTTTTGAAA
	GpasB^29    ATCTACTGCACATCCTAAAATAGTGATTGGCGAAGGTATTGGTTTGAGCCAGTACCCCGGAAGGGATTCTGCCTTTTTTTCTCTATACTGGGACATTTGGAAATCCAATGCTTTTTGAAA


15 120
	GecuC^1     GGACTACACATAAAATCACMAGAAGAAGCATCATATCTGATTCTAGGTGCCTTATATACTACTGATTACGATATATGCTTTCATTTCTAATTCCTATAATTCAAAAATGATTATGAAAGA
	GecuP^4     GGACTACACATAAAATCACCAGAAGAAGCATCATATCTGATTCTAGGTGCCTTATATACTACTGATTACGATATATGCTTTCATTTCTAATTCCTATAATTCAAAAATGATTATGAAAGA
	GecuP^5      GGACTACACATAAAATCACMAGAAGAAGCATCATATCTGATTCTAGGTGCCTTATATACTACTGATTACGATATATGCTTTCATYTCTAATTCCTATAMTTCAAAAATGATTATGAAAGA
	GecuE^8      GGACTACACATAAAATCACCAGAAGAAGCATCATATCTGATTCTAGGTGCCTTATATACTACTGATTACGATATATGCTTTCATTTCTAATTCCTATAATTCAAAAATGATTATGAAAGA
	GecuE^9       GGACTACACATAAAATCACCAGAAGAAGCATCATATCTGATTCTAGGTGCCTTATATACTACTGATTACGATATATGCTTTCATTTCTAATTCCTATAATTCAAAAATGATTATGAAAGA
	GecuE^10      GGACTACACATAAAATCACCAGAAGAAGCATCATATCTGATTCTAGGTGCCTTATATACTACTGATTACGATATATGCTTTCATTTCTAATTCCTATAATTCAAAAATGATTATGAAAGA
	GlicC^15     GGACTACACATAAAATCACCAGAAGAAGCATCATATCTGATTCTAGGTGCCTTATATACTACTGATTACGATATATGCTTTCATTTCTAATTCNTATAATTCAAAAATGATTATGAAAGA
	GlicP^17      GGACTACACATAAAATCACMAGAAGAAGCATCATATCTGATTCTAGGTGCCTTATATACTACTGATTACGATATATGCTTTCATYTCTAATTCCTATAMTTCAAAAATGATTATGAAAGA
	GlicE^20      GGACTACACATAAAATCACCAGAAGAAGCATCATATCTGATTCTAGGTGCCTTATATACTACTGATTACGATATATGCTTTCATNTCTAATTCCTATAATTCAAAAATGATTATGAAAGA
	GlicE^21      GGACTACACATAAAATCACCAGAAGAAGCATCATATCTGATTCTAGGTGCCTTATATACTACTGATTACGATATATGCTTTCATTTCTAATTCCTATAATTCAAAAATGATTATGAAAGA
	GlicE^22       GGACTACACATAAAATCACCAGAAGAAGCATCATATCTGATTCTAGGTGCCTTATATACTACTGATTACGATATATGCTTTCATWTCTAATTCCTATAATTCAAAAATGATTATGAAAGA
	GlicE^23       GGACTACACATAAAATCACCAGAAGAAGCATCATATCTGATTCTAGGTGCCTTATATACTACTGATTACGATATATGCTTTCATTTCTAATTCCTATAATTCAAAAATGATTATGAAAGA
	GlicE^24      GGACTACAYATAAAATCACCAGAAGAAGCATCATATCTGATTCTAGGTGCCTTATATACTACTGATTACGATATATGCTTTCATTTCTAATTCCTATAATTCAAAAATGATTATGAAAGR
	GmorB^27    GGACTACACATAAAATCACCAGAAGAAGCANCATATCTGATTCTAGGTGCCTTATATACTACTGATTACGATATATGCTTTCATTTCTAATTCCTATAATTCAAAAATGATTATGAAAGA
	GpasB^28    GGACTACACATAAAATCACCAGAAGAAGCATCATATCTGATTCTAGGTGCCTTATATACTACTGATTACGATATATGCTTTCATTTCTAATTCCTATAATTCAAAAATGATTATGAAAGA


15 120
	GecuC^1     CGAAAAGTTGATTTGGTTTTGTGACGTTTTAGCAGCGTACAGAAAAAGTAGAGTTCAATTGAGGAAAAATATCATACTCTGAAAATTCGCAGACAAGCCAGAAACGAGCCCGAAAAGAAT
	GecuP^4      CGAAAAGTTGATTTGGTTTTGTGACGTTTTAGCAGCGTACAGAAAAAGTAGAGTTCAATTGAGGAAAAATATCATACTCTGAAAATTCGCAGACAAGCCAGAAACGAGCCC-AAAAGAAT
	GecuE^8       CGAAAAGTTGATTTGGTTTTGTGACGTTTTAGCAGCGTACAGAAAAAGTAGAGTTCAATTGAGGAAAAATATCATACTCTGAAAATTCGCAGACAAGCCAGAAACGAGCCCGAAAAGAAT
	GecuE^9      CGAAAAGTTGATTTGG-TTTGTGACGTTTTAGCAGCGTACNGAAAAAGTAGAGTTCAATTGAGGAAAAATATCATACTCTGAAAATTCGCAGACAAGCCAGAAACGAGCCCGAAAAGAAT
	GlicC^15     CGAAAAGTTGATTTGGTTTTGTGACGTTTTAGTAGCGTACAGAAAAAGTAGAGTTCAATTGAGGAAAAACATCATACTCTGAAAATTCGCAGACAAGCGAGAAACGAGCCCGAAAAGAAT
	GlicP^17      CGAAAAGTTGATTTGGTTTTGTGACGTTTTAGCAGCGTACAGAAAAAGTAGAGTTCAATTGAGGRAAAATATCATACTCTGAAAATTNGCAGACAAGCCAGAAACGAGCCCGAAAAGAAT
	GlicE^20      CGAAAAGTTGATTTGGTTTTGTGACGTTTTAGCAGCGTACAGAAAAAGTAGAGTTCAATTGAGG-AAAATATNATACTCTGAAAATTCGCAGACAAGCNAGAAACGAGCCCGAAAAGAAT
	GlicE^21      CGAAAAGTTGATTTGGTTTTGTGACGTTTTAGCAGCGTACAGAAAAAGTAGAGTTCAATTGAGGAAAAATATCATACTCTGAAAATTCGCAGACAAGCCAGAAACGAGCCCGAAAAGAAT
	GlicE^22       CGAAAAGTTGATTTGGTTTTGTGACGTTTTAGYAGCGTACAGAAAAAGTAGAGTTCAATTGAGGAAAAAYATCATACTCTGAAAATTCGCAGACAAGCSAGAAACGAGCCCGAAAAGAAT
	GlicE^23       CGAAAAGTTGATTTGGTTTTGTGACGTTTTAGCAGCGTACAGAAAAAGTAGAGTTCAATTGAGGGAAAATATCATACTTTGAAAATTCGCAGACAAGCCAGAAACGAGCCC--AAAGANT
	GlicE^24      CGAAAAGTTGATTTGGTTTTGTGACGTTTTAGCAGCGTACAGAAAAAGTAGAGTTCAATTGAGGAAAAATATCATACTCTGAAAATTCGCAGACAAGCCAGAAACGAGCCCGAAAAGAAT
	GlicE^25      CGAAAAGTTGATTTGGTTTTGTGACGTTTTAGCAGCGTACAGAAAAAGTAGAGTTCAATTGAGGAAAAATATCATACTCTGAAAATTCGCAGACAAGCCAGAAACGAGCCCGAAAAGAAT
	GmorB^27    CGAAAAGTTGATTTGGTTTTGTGACGTTTTAGCAGCGTACAGAAAAAGTAGAGTTCAATTGAGGAAAAATATCATACTCTGAAAATTCGCAGACAAGCCAGAAACGAGCCCGAAAAGAAT
	GpasB^28    CGAAAAGTTGATTTGGTTTTGTGACGTTTTAGCAGCGTACAGAAAAAGTAGAGTTCAATTGAGGAAAAATATCATACTCTGAAAATTCGCAGACAAGCCAGAAACGAGCCCGAAAAGAAT
	GpasB^29    CGAAAAGTTGATTTGGTTTTGTGACGTTTTAGCAGCGTACAGAAAAAGTAGAGTTCAATTGAGGAAAAATATCATACTCTGAAAATTCGCAGACAAGCCAGAAACGAGCCCGAAAAGAAT


19 120
	GecuC^1     TGGTACGTATTTATGCTTTTATTCAGTAAAATATACTTCCGTTTTATGATACAGAAATGATGGTCATGAATAATTTGTTTCCAATATTTC-GAAATAYAGTCTACAATTTCCTCTTGTAC
	GecuP^4     TGGTACGTATTTRTGCTTTTATTCAGTAAAATATACTTCCGTTTTATGATACAGAAATGATGGTCATGAATAATTTGTTTCCAATATTTYGGAAATATAGTCTACAATYTCCTCTTGTAC
	GecuP^5     TGGTACGTATTTATGCTTTTATTCAGTAAAATATACTTCYGTTTTATGATACAGAAATGATGGTCATGAATAATTTGTTTCCAATATTTC-GAAATATAGTCTACAATTTCCTCTTGTAM
	GecuP^6      TGGTACGTATTTATGCTTTTATTCAGTAAAATATACTTCYGTTTTATGATACAGAAATGATGGTCATGAATAATTTGTTTCCAATATTTYGGAAATATAGTCTACAATYTCCTCTTGTAC
	GecuE^8      TGGTACGTATTTATGCTTTTATTCAGTAAAATATACTTCCGTTTTATGATACAGAAATGATGGTCATGAATAATTTGTTTCCAATATTTC-GAAATATAGTCTACAATTTCCTCTTGTAC
	GecuE^9       TGGTACGTATTTATGCTTTTATTCAGTAAAATATACTTCCGTTTTATGATACAGAAATGATGGTCATGAATAATTTGTTTCCAATATTTCNGAAATATAGTCTACAATTTCCTCTTGTAC
	GecuE^10       TGGTACGTATTTATGCTTTTATTCAGTAAAATATACTTCCGTTTTATGATACAGAAATGATGGTCATGAATAATTTGTTTCCAATATTTYGGAAATATAGTCTACAATYTCCTCTTGTAC
	GecuE^11      TGGTACGTATTTRTGCTTTTATTCAGTAAAATATACTTCCGTTTTATGATACAGAAATGATGGTCATGAATAATTTGTTTCCAATATTTYNGAAATATAGTCTACNATYTCCTCTTGTAC
	GlicC^15     TGGTACGTATTTATGCTTTTATTCAGTAAAATATACTTCCGTTTTATGATACNGAAATGATGGTCATGAATAATTTGTTTCCAATATTTG-GAAATATAGTCTACAATCTCCTCTTGTAC
	GlicP^17      TGGTAGGTATTTATGCTTTTATTCAGTAAAATATACTTCCGTTTTATGATACAGAAATGATGGTCATGAATAATTTGTTTCCAATATTTC-GAAATACAGTCTACAATTTCCTCTTGTAC
	GlicE^20      TGGTACGTATTTATGCTTTTATTCAGTAAAATATACTTCCGTTTTATGATACWGAAATGATGGTCATGAATAATTTGTTTCCAATATTTC-GAAATAYAGTCTACAATYTCCTCTTGTAC
	GlicE^21      TGGTACGTATTTATGCTTTTATTCAGTAAAATATACTTCCGTTTTATGATACAGAAATGATGGTCATGAATAATTTGTTTCCAATATTTYGGAAATAYAGTCTACAATYTCCTCTTGTAC
	GlicE^22       TGGTACGTATTTATGCTTTTATTCAGTAAAATATACTTCCGTTTTATGATACAGAAATGATGGTCATGAATAATTTGTTTCCAATATTTYGGAAATATAGTCTACAATYTCCTCTTGTAC
	GlicE^23       TGGTACGTATTTATGCTTTTATTCAGTAAAATATACTTCCGTTTTATGATACAGAAATGATGGTCATGAATAATTTGTTTCCAATATTTC-GAAATAYAGTCTACAATTTCCTCTTGTAC
	GlicE^24      TGGTACGTATTTATGCTTTTATTCAGTAAAATATACTTCCGTTTTATGATACAGAAATGATGGTCATGAATAATTTGTTTCCAATATTTYGGAAATAYAGTCTACAATYTCCTCTTGTAC
	GlicE^25      TGGTACGTATTTATGCTTTTATTCAGTAAAATATACTTCCGTTTTATGATACWGAAATGATGGTCATGAATAATTTGTTTCCAATATTTC-GAAATATAGTCTACAATYTCCTCTTGTAC
	GmorB^27    TGGTACGTATTTRTGCTTTTATTCAGTAAAATATACTTCCGTTTTATGATACAGAAATGATGGTCATGAATAATTTGTTTCCAATATTTYGGAAATATAGTCTACAATYTCCTCTTGTAC
	GpasB^28    TGGTACGTATTTATGCTTTTATTCAGTAAAATATACTTCCGTTTTATGATACAGAAATGATGGTCWTGAATAATTTGTTTCCAATATTTC-GAAATAYAGTCTACAATTTCCTCTTGTAC
	GpasB^29    TGGTACGTATTTRTGCTTTTATTCAGTAAAATATACTTCCGTTTTATGATACAGAAATGATGGTCATGAATAATTTGTTTCCAATATTTC-GAAATATAGTCTACAATTTCCTCTTGTAC


18 120
	GecuC^1     GGATTCTTTATCCGATCGAATCGATTATTCGATAACGTGGATTCACTGATTTCTCCGATAATTTTTTCAAGCAAATAGTAAGTAGCGTAAAGTTTCGTAGTAAACTCCGGAAACCTGAAG
	GecuP^4     GGATTCTTTATCCGATCGAATCGATTATTCGATAACGTGGATTCACTGATTTCTCCGATAATTTTTTCAAGCAAATAGTAAGTAGCGTAAAGTTTCGTAGTAAACTCCGGAAACCTGAAG
	GecuP^5      GGATTCTTTATCCGATCGAATCGATTATTCGATAACGTGGATTCACTGATTTCTCCGATAATTTTTTCAAGCAAATAGTAAGTAGCGTAAAGTTTCGTAGTAAACTCCGGAAACCTGAAG
	GecuP^6      GGATTCTTTATCCGATCGAATCGATTATTCGATAACGTGGATTCACTGATTTCTCCGATAATTTTTTCAAGCAAATAGTAAGTAGCGTAAAGTTTCGTAGTAAACTCCGGAAACCTGAAG
	GecuE^8      GGATTCTTTATCCGATCGAATCGATTATTCGATAACGTGGATTCACTGATTTCTCCGATAATTTTTTCAAGCAAATAGTAAGTAGCGTAAAGTTTCGTAGTAAACTCCGGAAACCTGAAG
	GecuE^9       GGATTCTTTATCCGATCGAATCGATTATTCGATAACGTGGATTCACTGATTTCTCCGATAATTTTTTCAAGCAAATAGTAAGTAGCGTAAAGTTTCGTAGTAAACTCCGGAAACCTGAAG
	GecuE^10       GGATTCTTTATCCGATCGAATCGATTATTCGATAACGTGGATTCACTGATTTCTCCGATAATTTTTTCAAGCAAATAGTAAGTAGCGTAAAGTTTCGTAGTAAACTCCGGAAACCTGAAG
	GecuE^11      GGATTCTTTATCCGATCGAATCGATTATTCGATAACGTGGATTCACTGATTTCTCCGATAATTTTTTCAAGCAAATAGTAAGTAGCGTAAAGTTTCGTAGTAAACTCCGGAAACCTGAAG
	GlicC^15     GGATTCTTTATCCGATCGAATCGATTATTCGATAACGTGGATTCACTGATTTCTCCGATAATTTTTTCAAGCAAATAGTAAGTAGCGTAAAGTTTCGTAGTAAACTCCGGAAACCTGAAG
	GlicP^17      GNATTCTTTATCCGATCGAATCGATTATTCGATAACGTGGATTCACTGATTTCTCCGATAATTTTTTCAAGCAAATAGTAAGTAGCGTAAAGTTTCGTAGTAAACTCCGGAAACCTGAAG
	GlicE^20      GGATTCTTTATCCGATCGAATCGATTATTCGATAACGTGGATTCACTGATTTCTCCGATAATTTTTTCAAGCAAATAGTAAGTAGCGTAAAGTTTCGTAGTAAACTCCGGAAACCTGAAG
	GlicE^21       GGATTCTTTATCCGATCGAATCGATTATTCGATAACGTGGATTCACTGATTTCTCCGATAATTTTTTCAAGCAAATAGTAAGTAGCGTAAAGTTTCGTAGTAAACTCCGGAAACCTGAAG
	GlicE^22       GGATTCTTTATCCGATCGAATCGATTATTCGATAACGTGGATTCACTGATTTCTCCGATAATTTTTTCAAGCAAATAGTAAGTAGCGTAAAGTTTCGTAGTAAACTCCGGAAACCTGAAG
	GlicE^23      GGATTCTTTATCCGATCGAATCGATTATTCGATAACGTGGATTCACTGATTTCTCCGATAATTTTTTCAAGCAAATAGTAAGTAGCGTAAAGTTTCGTAGTAAACTCCGGAAACCTGAAG
	GlicE^24      GGATTCTTTATCCGATCGAATCGATTATTCGATAACGTGGATTCACTGATTTCTCCGATAATTTTTTCAAGCAAATAGTAAGTAGCGTAAAGTTTCGTAGTAAACTCCGGAAACCTGAAG
	GmorB^27    GGATTCTTTATCCGATCGAAKCGATTATTCGATAACGTGGATTCACTGATTTCTCCGATAATTTTTTCAAGCAAATAGTAAGTAGCGTAAAGTTTCGTAGTAAACTCCGGAAACCTGAAG
	GpasB^28    GGATTCTTTATCCGATCGAATCGATTATTCGATAACGTGGATTCACTGATTTCTCCGATAATTTTTTCAAGCAAATAGTAAGTAGCGTAAAGTTTCGTAGTAAACTCCGGAAACCTGAAG
	GpasB^29    GGATTCTTTATCCGATCGAATCGATTATTCGATAACGTGGATTCACTGATTTCTCCGATAATTTTTTCAAGCAAATAGTAAGTAGCGTAAAGTTTCGTAGTAAACTCCGGAAACCTGAAG


20 120
	GecuC^1     AAGTCCTCGAAATAGCAATTTACAGCAGCGATTACCTCGGAATTAGACGAAAATYTCTTACCGCCGAGCCATTTTTTCAGGTTTGGGAACAGATGATAATCGCTGGGAGCCAAATCTGGG
	GecuP^4     AAGTCCTCGAAATAGCAATTTACAGCAGCGATTACCTCGGAATTAGACGAAAATCTCTTACCGCCGAGCCATTTTTTCAGGTTTGGGAACAGATGATAATCGCTGGGAGCCAAATCTGGG
	GecuP^5     AAGTCCTCGAAATAGCAATTTACAGCAGCGATTACCTCGGAATTAGACGAAAATYTCTTACCGCCGAGCCATTTTTTCAGGTTTGGGAACAGATGATAATCGCTGGGAGCCAAATCTGGR
	GecuP^6      AAGTCCTCGAAATAGCAATTTACAGCAGCGATTACCTCGGAATTAGACGAAAATCTCTTACCGCCGAGCCATTTTTTCAGGTTTGGGAACAGATGATAATCGCTGGGAGCCAAATCTGGG
	GecuP^7      AAGTCCTCGAAWTAGCAATTTACAGCAGCGATTACCTNGGAATTAGACGAAAATCTCTTACCGCCGAGCCATTTTTTCAGGTTTGGGAACAGATGATAATCGCTGGGAGMCAAATCTGGG
	GecuE^8       AAGTCCTCGAAATAGCAATTTACAGCARCGATTACCTCGGAATTAGACGAAAATCTCTTACCGCCGAGCCATTTTTTCAGGTTTGGGAACAGATGATAATCGCTGGGAGCCAGATCTGGG
	GecuE^9      AAGTCCTCGAAATAGCAATTTACAGCAGCGATTACCTCGGAATTAGACGAAAATCTCTTACCGCCGAGCCATTTTTTCAGGTTTGGGAACAGATGATAATCGCYGGGAGCCAGATCTGGG
	GlicC^15     AAGTCCTCGAAATAGCAATTTACAGCAGCGATTACCTCGGAATTAGACGAAAATCTCTTACCGCCGAGCCATTTTTTCAGGTTTGGGAACAGATGATTATCGCTGGGAGCCAAATCTGGG
	GlicC^16     AAGTTCTCGAAATAGCAATTTACAGCAGCGATTACCTCGGAATTANACGAAAATCTCTTACCGCCGAGCCATTTTTTCAGGTTTGGGAACAGATGATAATCGCTGGGAGCCAAATCTGGG
	GlicP^17      AAGTCCTCGAAATAGCAATTTACAGCAGCGATTACCTCGGAATTAGACGAAAATCTCTTACCGCCGAGCCATTTTTTCAGGTTTGGGAACAGATGATAATCGCTGGGAGCCAAATCTGGG
	GlicP^18      AAGTCCTCGAAATAGCAATTTACAGCAGCGATTACCTCGGAATTAGACGAAAATCTCTTACCGCCGAGCCATTTTTTCAGGTTTGGGAACAGATGATAATCGCTGGGAGCCANATCTGGG
	GlicE^20      AAGTCCTCGAAATAGCAATTTACAGCAGCGATTACCTCGGAATTAGACGAAAATCTCTTACCGCCGAGCCATTTTTTCAGGTTTGGGAACAGATGATAATCGCTGGGAGCCAAATCTGGG
	GlicE^21      AAGTCCTCGAAATAGCAATTTACAGCAGCGATTACCTCGGAATTAGACGAAAATCTCTTACCGCCGAGCCATTTTTTCAGGTTTGGGAACAGATGATAATCGCTGGRAGCCAAATCTGGG
	GlicE^22      AAGTCCTCGAAATAGCAATTTACAGCAGCGATTACCTCGGAATTAGACGAAAATCTCTTACCGCCGAGCCATTTTTTCAGGTTTGGGAACAGATGATAATCGCTGGGAGCCAAATCTGGG
	GlicE^23       AAGTCCTCGAAATAGCAATTTACAGCAGCGATTACCTCGGAATTAGACGAAAATCTCTTACCGCCGAGCCATTTTTTCAGGTTTGGGAACAGATGATAATCGCTGGGAGCCARATCTGGG
	GlicE^24       AAGTCCTCGAAATAGCAATTTACAGCAGCGATTACCTCGGAATTAGACGAAAATCTCTTACCGCCGAGCCATTTTTTCAGGTTTGGGAACAGATGATAATCGCTGGGAGCCAAATCTGGG
	GlicE^25      AAGTCCTCGAAATAGCAATTTACAGCAGCGATTACCTCGGAATTAGACGAAAATCTCTTACCGCCGAGCCATTTTTTCAGGTTTGGGAACAGATGATAATCGCTGGGAGCCARATCTGGG
	GlicE^26      AAGTYCTCGAAATAGCAATTTACAGCAGCGATTACCTCGGAATTAGACGAAAATCTCTTACCGCCGAGCCATTTTTTCAGGTTTGGGAACAGATGATAATCGCTGGGAGCCARATCTGGG
	GmorB^27    AAGTCCTCGAAATAGCAATTTACAGCAGCGATTACCTCGGAATTAGACGAAAATCTCTTACCGCCGAGCCATTTTTTCAGGTTTGGGAACRGATGATAATCGCTGGGAGCCAGATCTGGG
	GpasB^28    AAGTCCTCGAAATAGCAATTTACAGCAGCGATTACCTCGGAATTAGACGAAAATCTCTTACCGCCGAGCCATTTTTTCAGGTTTGGGAACAGATGATAATCGCTGGGAGCCAAATCTGGG


18 120
	GecuC^1     TTACCTATTCTCTGGTTTATCTTCTCGCTTTTYGTTAGTGTTTGTCGGTTTTACTTTAGTTTCAGTGSTGTTCGATTCTGTTTGAGAAGGTTTGGTTTTTCTAACTANCCGATGCTTTCT
	GecuP^4     TTACCTATTCTCTGGTTTATCTTCTCGCTTTTTGTTAGTGTTTGTCGGTTTTACTTTAGTTTCAGTGCTGTTCGATTCTGTTTGAGAAGGTTTGGTTTTTCTAACTAGCCGATGCTTTCT
	GecuP^5      TTACCTATTCTCTGGTTTATCTTCTCGCTTTTTGTTAGTGTTTGTCGGTTTT-CTTTAGTTTCAGTGCTGTTCGATTCTGTTTGANAAGGTTTGGTTTTTCTAACTAGCCGATGCTTTCT
	GecuE^8      TTACCTATTCTCTGGTTTATCTTCTCGCTTTTTGTTAGTGTTTGTCGGTTTTACTTTAGTTTCAGTGCTGTTCGATTCTGTTTGAGAAGGTTTGGTTTTTCTAACTAGCCGATGCTTTCT
	GecuE^9       TTACCTATTCTCTGGTTTATCTTCTCGCTTTTTGTTAGTGTTTGTCGGTTTTACTTTAGTTTCAGTGCTGTTCGATTCTGTTTGAGAAGGTTTGGTTTTTCTAACTAGCCGATGCTTTCT
	GecuE^10       TTACCTATTCTCTGGTTTATCTTCTCGCTTTTTGTTAGTGTTTGTCGGTTTTACTTTAGTTTCAGTGCTGTTCGATTCTGTTTGAGAAGGTTTGGTTTTYCTAACTAGCCGATGCTTTCT
	GlicC^15     TTACCTATTCTCTGGTTTATCTTCTCGCTTTTTGTTAGTGTTTGTCGGTTTTACTTTAGTTTCAGTGCTGTTCGATTCTGTTTGAGAAGGTTTGGTTTTTCTAACTAGCCGATGCTTTCT
	GlicP^17      TTACCTATTCTCTGGTTTATCTTCTCGCTTTTTGTTAGTGTTTGTCGGTTTTACTTTAGTTTCAGTGCTGTTCGATTCTGTTTGRGAAGGTTTGGTTTTTCTAACTAGCCGATGCTTTCT
	GlicE^20      TTACCTATTCTCTGGTTTATCTTCTCGCTTTTTGTTAGTGTTTGTCGGTTTTACTTTAGTTTCAGTGCTGTTCGATTCTGTTTGAGAAGGTTTGGTTTTTCTAACTAGCCGATGCTTTCT
	GlicE^21      TTACCTATTCTCTGGTTTATCTTCTCGCTTTTTGTTAGTGTTTGTCGGTTTTACTTTAGTTTCAGTGCTGTTCGATTCTGTTTGRGAARGTTTGGTTTTTCTAACTAGCCGATGCTTTCT
	GlicE^22      TTACCTATTCTCTGGTTTATCTTCTCGCTTTTTGTTAGTGTTTGTCGGTTTTACTTTAGTTTCAGTGCTGTTCGATTCTGTTTGAGAAGGTTTGGTTTTTCTAACTAGCCKATGCTTTCT
	GlicE^23       TTACCTATTCTCTGGTTTATCTTCTCGCTTTTTGTTAGTGTTTGTCGGTTTTACTTTAGTTTCAGTGCTGTTCGATTCTGTTTGAGAAGGTTTGGTTTTTCTAACTAGCCGATGCTTTCT
	GlicE^24       TTACCTATTCTCTGGTTTATCTTCTCGCTTTTTGTTAGTGTTTGTCGGTTTTACTTTAGTTTCAGTGCTGTTCGATTCTGTTTGAGAAGGTTTGGTTTTTCTAACTAGCCGATGCTTTCT
	GlicE^25      TTACCTATTCTCTGGTTTATCTTCTCGCTTTTTGTTAGTGTTTGTCGGTTTTACTTTAGTTTCAGTGCTGTTCGATTCTGTTTGAGAAGGTTTGGTTTTTCTAACTAGCCGATGCTTTCT
	GlicE^26      TTACCTATTCTCTGGTTTATCTTCTCGCTTTTTGTTAGTGTTTGTCGGTTTTACTTTAGTTTCAGTGCTGTTCGATTCTGTTTGAGAAGGTTTGGTTTTTCTAACTAGCCGATGCTTTCT
	GmorB^27    TTACCTATTCTCTGGTTTATCTTCTCGCTTTTTGTTAGTGTTTGTCGGTTTTACTTTAGYTTCAGTGCTGTTCGATTCTGTTTGAGAAGGTTTGGTTTTTCTAACTAGCCGATGCTTTCT
	GpasB^28    TTACCTATTCTCTGGTTTATCTTCTCGCTTTTTGTTAGTGTTTGTCGGTTTTACTTTAGTTTCAGTGCTGTTCGATTCTGTTTGAGAAGGTTTGGTTTTTCTAACTAGCCGATGCTTTCT
	GpasB^29    TTACCTATTCTCTGGTTTATCTTCTCGCTTTTTGTTAGTGTTTGTCGGTTTTACTTTAGTTTCAGTGCTGTTCGATTCTGTTTGAGAAGGTTTGGTTTTTCTAACTAGCCGATGCTTTCT


18 120
	GecuC^1     TCTTTCTTGAGTGCGTGCTATAGCTGTTATTCTAGTCCACTTACGCACCACGTGTTGAAATACATGCGACGTCAAGAGGTAAATAATCAACGAAATACATCTCGCGGAATTGCTACG--A
	GecuP^4     TCTTTCTTGAGTGCGTGCTATAGCTGTTATTCTAGTCCACTTACGCACCACGTGTTGAAATACATGCGACGTCAAGAGGTAAATAATCAACGAAATACATCTCGCGGAATTGCTACG--A
	GecuP^5     TCTTTCTTGAGTGCGTGCTATAGCTGTTATTCTAGTCCACTTACGCACCACGTGTTGAAATACATGCGACGTCAAGAGGTAAATAATCAACGAAATACATCTCGCGGAATTGCTACG--A
	GecuP^6      TCTTTCTTGAGTGCGTGCTATAGCTGTTATTCTAGTCCACTTACGCACCACGTGTTGAAATACATGCGACGTCAAGAGGTAAATAATCAACGAAATACATCTCGCGGAATTGCTACG--A
	GecuP^7      TCTTTCTTGAGTGCGTGCTATAGCTGTTATTCTAGTCCACTTACGCACCACGTGTTGAAATACATGCGACGTCAAGAGGTAAATAATCAACGAAATACATCTCGCGGAATTGCTACG--A
	GecuE^8      TCTTTCTTGAGTGCGTGCTATAGCTGTTATTCTAGTCCACTTACGCACCACGTGTTGAAATACATGCGACGTCAAGAGGTAAATAATCAACGAAATACATCTCGCGGAATTGCTACG--A
	GecuE^9       TCTTTCTTGAGTGCGTGCTATAGCTGTTATTCTAGTCCACTTACGCACCACGTGTTGAAATACATGCGACGTCAAGAGGTAAATAATCAACGAAATACATCTCGCGGAATTGCTACG--A
	GecuE^10       TCTTTCTTGAGTGCGTGCTATAGCTGTTATTCTAGTCCACTTACGCACCACGTGTTGAAATACATGCGACGTCAAGAGGTAAATAATCAACGAAATACATCTCGCGGAATTGCTACG--A
	GlicC^15     TCTTTCTTGAGTGCGTGCTATAGCTGTTATTMTAGTCCACTTACGCACCACGTGTTGAAATACATGCGACGTCAAGAGGTAAATAATCAACGAAATACATCTCGCGGAATTGCTACG--A
	GlicP^17      TCTTTCTTGAGTGCGTGCTATAGCTGTTATTCTAGTCCACTTACGCACCACGTGTTGAAATACATGCGACGTCAAGAGGTAAATAATCAACGAAATACATCTCGCGGAATTGCTACG--A
	GlicE^20      TCTTTCTTGAGTGCGTGCTATAGCTGTTATTCTAGTCCACTTACGCACCACGTGTTGAAATACATGCGACGTCAAGAGGTAAATAATCAACGAAATACATCTCGCGGAATTKCTACGNNA
	GlicE^21      TCTTTCTTGAGTGCGTGCTATAGCTGTTATTCTAGTCCACTTACGCACCACGTGTTGAAATACATGCGACGTCAAGAGGTAARTAATCAACGAAATACATCTCGCGGAATTGCTACG--A
	GlicE^22       TCTTTCTTGAGTGCGTGCTATAGCTGTTATTCTAGTCCACTTACGCACCACGTGTTGAAATACATGCGACGTCAAGAGGTAAATAATCAACGAAATACATCTCGCGGAATTGCTACG--A
	GlicE^23       TCTTTCTTGAGTGCGTGCTATAGCTGTTATTCTAGTCCACTTACGCACCACGTGTTGAAATACATGCGACGTCAAGAGGTAAATAATCAACGAAATACATCTCGCGGAATTGCTACG--A
	GlicE^24      TCTTTCTTGAGTGCGTGCTATAGCTGTTATTCTAGTCCACTTACGCACCACGTGTTGAAATACATGCGACGTCAAGAGGTAAATAATCAACGAAATACATCTCGCGGAATTGCTACG--A
	GlicE^25      TCTTTCTTGAGTGCGTGCTATAGCTGTTATTCTAGTCCACTTACGCACCACGTGTTGAAATACATGCGACGTCAAGAGGTAAATAATCAACGAAATACATCTCGCGGAATTGCTACG--A
	GmorB^27    TCTTTCTTGAGTGCGTGCTATAGCTGTTATTCTAGTCCACTTACGCACCACGTGTTGAAATACATGCGACGTCAAGAGGTAAATAATCAACGAAATACATCTCGCGGAATTGCTACG--A
	GpasB^28    TCTTTCTTGAGTGCGTGCTATAGCTGTTATTCTAGTCCACTTACGCACCACGTGTTGAAATACATGCGACGTCAAGAGGTAAATAATCAACGAAATACATCTCGCGGAATTGCTACG--A


19 120
	GecuC^1     AGTTTCCGAGGCAAATTACCCGGCGGGCAATAAGCGTGCAAATTATCTACACTGATAATATTGGGAAAATG-GTGAGCGGATTATTTTTCTTCTCTTTTGTTCGTCTTCTGTACATATAA
	GecuP^4     AGTTTCCGAGGCAAATTACCCGGCGGGCAATAAGCGTGCAAATTATCTACACTGATAATATTGGGAAAATG-GTGAGCGGATTATTT---TTCTCTTTTGTTCGTCTTCTGTACATATAA
	GecuP^5     AGTTTCCGAGGCAAATTACCCGGCGGGCAATAAGCGTGCAAATTATCTACACTGATAATATTGGGAAAATG-GTGAGCGGATTATTT---TTCTCTTTTGTTCGTCTTCTGTACATATAA
	GecuP^6      AGTTTCCGAKGCAAATTACCCGGCGGGCAATAAGCGTGCAAATTATCTACACTGATAATATTGGGAAAATG-GTGAGCGGATTATTTTTCTTCTCTTTTGTTCGTCTTCTGTACATATAA
	GecuP^7      AGTTTCCGAGGCAAATTACCCGGCGGGCAATAAGCGTGCAAATTATCTACAATGATAATATTGGGAAAATG-GTGAGCGGATTATTT---TTCTCTTTTGTTCGTCTTCTGTACATATAA
	GecuE^8      AGTTTCCGAGGCAAATTACCCGGCGGGCAATAAGCGTGCAAATTATCTACACTGATAATATTGGGAAAATG-GTGAGCGGATTATTT---TTCTCTTTTGTTCGTCTTCTGTACATATAA
	GecuE^9       AGTTTCCGATGCAAATTACCCGGCGGGCAATAAGCGTGCAAATTATCTACACTGATAATATTGGGAAAATG-GTGAGCGGATTATTTTTCTTCTCTTTTGTTCGTCTTCTGTACATATAA
	GecuE^10       AGTTTCCGAGGCAAATTACCCGGCGGGCAATAAGCGTGCAAATTATCTACACTGATAATATTGGGAAAATG-GTGAGCGGATTATTT---TTCTCTTTTGTTCGTCTTCTGTACATATAA
	GecuE^11      AGTTTCCGAGGCAAATTACCCGGCGGGCAATAAGCGTGCAAATTATCTACACTGATAATATTGGGAAAATG-GTGAGCGGATTATTT---TTCTCTTTTGTTCGTCTTCTGTACATATAA
	GlicC^15     AGTTTCCGAGGCAAATTACCCGGCGGGCAATAAGCGTGCAAATTATCTACACTGATAATATTGGGAAAATG-GTGAGCGGATTATTT---TTCTCYTTTGTTCGTCTTCTGTACATA-AA
	GlicP^17      AGTTTCCGAGGCAAATTACCCGGCGGGCAATNAGCGTGCAAATTATCTACACTGATAATATTGGGAAAATG-GTGAGCGGATTATTT---TTCTCTTTTGTTCGTCTTCTGTACATATAA
	GlicE^20      AGTTTCCGAGGCAAATTACCCGGCGGGCAATAAGCGTGCAAATTATCTACACTGATAATATTGGGAAAATG-GTGAGCGGATTATTT---TTCTCTTTTGTTCGTCTTCTGTACATATAA
	GlicE^21      AGTTTCCGAGGCAAATTACCCGGCGGGCAATAAGCGTGCAAATTATCTACACTGATAATATTGGGAAAATG-GTGAGCGGATTATTT---TTCTCTTTTGTTCGTCTTCTGTACATATGA
	GlicE^22       AGTTTCCGAGGCAAATTACCCGGCGGGCAATAAGCGTGCAAATTATCTACACTGATAATATTGGGAAAATGNGTGAGCGGATTATTT---TTCTCTTTTGTTCGTCTTCTGTACATATRA
	GlicE^23       AGTTTCCGAGGCAAATTACCCGGCGGGCAATAAGCGTGCAAATTATCTACACTGATAATATTGGGAAAATG-GTGAGCGGATTATTT---TTCTCTTTTGTTCGTCTTCTGTACATATAA
	GlicE^24      AGTTTCCGAGGCAAATTACCCGGCGGGCAATAAGCGTGCAAATTATCTACACTGATAATATTGGGAAAATG-GTGAGCGGATTATTT---TTCTCTTTTGTTCGTCTTCTGTACATATAA
	GlicE^25      AGTTTCCGAGGCAAATTACCCGGCGGGCAATAAGCGTGCAAATTATCTACACTGATAATATTGRGAAAATG-GTGAGCGGATTATTT---TTCTCTTTTGTTCGTCTTCTGTACATATRA
	GmorB^27    AGTTTCCGAGGCAAATTACCCGGCGGGCAATAAGCGTGCAAATTATCTACACTGATAATATTGGGAAAATG-GTGAGCGGATTATTT---TTCTCTTTTGTTCGTCTTCTGTACATATAA
	GpasB^28    AGTTTCCGAGGCAAATTACCCGGCGGGCAATAAGCGTGCAAATTATCTACACTGATAATATTGGGAAAATG-GTGAGCGGATTATTT---TTCTCTTTTGTTCGTCTTCTGTACATATAA


21 120
	GecuC^1     CTTGTCTAATATATCTGTAATTGCTGGACACCAATTTTCCATGGGTTTGTTTATTTATTGTGAATGCATGTATGTATTGTTTTATTTTATTTTATTTRTAAATTGTTCGACGAAGCCTAT
	GecuP^4     CTTGTCTAATATATCTGTAATTGCTGGACACCAATTTTCCATGGGTTTGTTTATTTATTGTGAATGCATGTATGTATTGTTTTATTTTATTTTATTTGTAAATTGTTCGACGAAGCCTAT
	GecuP^5     CTTGTCTAATATATCTGTAATTGCTGGACACCAATTTTCCATGGGTTTGTTTATTTATTGTGAATGCATGTATGTATTGTTTTATTTTATTTTATTTGTAAATTGTTCGACGAAGCCTAT
	GecuP^6      CTTGTCTAATATATCTGTAATTGCTGGACACCAATTTTCCATGGGTTTGTTTATTTATTGTGAATGCATGTATGTATTGTTTTATTTTATTTTATTTGTAAATTGTTCGACSAAGCCTAT
	GecuP^7      CTTGTCTAATATATCTGTAATTGCTGGACACCAATTTTCCATGGGTTTGTTTATTTATTGTGAATGCATGTATGTATYGTTTTATTTTATTTTATTTGTAAATTGTTCGACGAAGCCTAT
	GecuE^8      CTTGTCTAATATRTCTGTAATTGCTGGACACCAATTTTCCATGGGTTTGTTTATTTATTGTGAATGCATGTATGTATTGTTTTATTTTATTTTATTTGTAAATTGTTCGACGAAGCCTAT
	GecuE^9       CTTGTCTAATATRTCTGTAATTGCTGGACACCAATTTTCCATGGGTTTGTTTATTTATTGTGAATGCATGTATGTATTGTTTTATTTTATTTTATTTGTAAATTGTTCGACGAAGCCTAT
	GecuE^10       CTTGTCTAATATATCTGTAATTGCTGGACACCAATTTTCCATGGGTTTGTTTATTTATTGTGAATGCATGTATGTATTGTTTTATTTTATTTTATTTGTAAATTGTTCGACGAAGCCTAT
	GecuE^11      CTTGTCTAATATRTCTGTAATTGCTGGACACCAATTTTCCATGGGTTTGTTTATTTATTGTGAATGCATGTATGTATTGTTTTATTTTATTTTATTTRTAAATTGTTCGACGAAGCCTAT
	GlicC^15     CTTGTCTAATATATCTGTAATTGCTGGACACCAATTTTCCATGGGTTTGTTTATTTATTGTGAATGCATGTATGTATTGTTTTATTTTATTTTATTTGTAAATTGTTCAACGAAGCCTAT
	GlicP^17      CTTGTCTAATATATCTGTAATTGCTGGACACCAATTTTCCATGGGTTTGTTTATTTATTGTGAATGCATGTATGTATTGTTTTATTTTATTTTATTTGTAAATTGTTCGACGAAGCCTAT
	GlicE^20      CTTGTCTAATATATCTGTAATTGCTGGACACCAATTTTCCATGGGTTTGTTTATTTATTGTGAATGCATGTATGTATTGTTTTATTTTATTTTATTTGTAAATTGTTCRACGAAGCCTAT
	GlicE^21      CTTGTCTAATATATCTGTAATTGCTGGACACCAATTTTCCATGGGTTTGTTTATTTATTGTGAATGCATGTATGTATTGTTTTATTTTATTTTATTTGTAAATTGTTCRACGAAGCCTAT
	GlicE^22      CTTGTCTAATATATCTGTAATTGCTGGACACCAATTTTCCATGGGTTTGTTTATTTATTGTGAATGCATGTATGTATTGTTTTATTTTATTTTATTTGTAAATTGTTCGACGAAGCCTAT
	GlicE^23       CTTGTCTAATATATCTGTAATTGCTGGACACCAATTTTCCATGGGTTTGTTTATTTATTGTGAATGCATGTATGTATTGTTTTATTTTATTTTATTTGTAAATTGTTCGACGAAGCCTAT
	GlicE^24       CTTGTCTAATATATCTGTAATTGCTGGACACCAATTTTCCATGGGTTTGTTTATTTATTGTGAATGCATGTATGTATTGTTTTATTTTATTTTATTTGTAAATTGTTCAACGAAGCCTAT
	GlicE^25      CTTGTCTAATATATCTGTAATTGCTGGACACCAATTTTCCATGGGTTTGTTTATTTATTGTGAATGCATGTATGTATTGTTTTATTTTATTTTATTTGTAAATTGTTCGACGAAGCCTAT
	GlicE^26      CTTGTCTAATATATCTGTAATTGCTGGACACCAATTTTCCATGGGTTTGTTTATTTATTGTGAATGCATGTATGTATTGTTTTATTTTATTTTATTTGTAAATTGTTCGACGAAGCCTAT
	GmorB^27    CTTGTCTAATATATCTGTAATTGCTGGACACCAATTTTCCATGGGTTTGTTTATTTATTGTGAATGCATGTATGTATTGTTTTATTTTATTTTATTTGTAAATTGTTCGACGAAGCCTAT
	GpasB^28    CTTGTCTAATATATCTGTAATTGCTGGACACCAATTTTCCATGGGTTTGTTTATTTATTGTGAATGCATGTATGTATTGTTTTATTTTATTTTATTTGTAAATTGTTCGACGAAGCCTAT
	GpasB^29    CTTGTCTAATATATCTGTAATTGCTGGACACCAATTTTCCATGGGTTTGTTTATTTATTGTGAATGCATGTATGTATTGTTTTATTTTATTTTATTTGTAAATTGTTCGACGAAGCCTAT


17 120
	GecuC^1     CGATGTTTATAGGACACCACTGAATGTTTTGTGTAATCTAGTCGCCTCGCTGATGGTCGATAATTCCGTCGAAAACCATTCAGTTTTCGAGGGAAAGGAAGAAAAGAGTGTACAAAAGAA
	GecuP^4     CGATGTTTATAGGACACCACTGAATGTTTTGTGTAATCTAGTCGCCTCGYTGATGGTCGATAATTCCGTCGAAAACCATTCAGTTTTCGAGGGAAAGGAAGAAAGGAGTGTACAAAAGAA
	GecuP^5      CGATGTTTATAGGACACCACTGAATGTTTTGTGTAATCTAGTCGCCTCGCTGATGGTCGATAATTCCGTCGAAAACCATTCRGTTTTCGARGGAAAGGAAGAAARGAGTGTACAAAAGAA
	GecuE^8      CGATGTTTATAGGACACCACTGAATGTTTTGTGTAATCTAGTCGCCTCGCTGATGGTCGATAATTCCGTCGAAAACCRTTCAGTTTTCGAGGGAAAGGAAGAAARGAGTGTACAAAAGAA
	GecuE^9       CGATGTTTATAGGACACCACTGAATGTTTTGTGTAATCTAGTCGCCTMGCTGATGGTCGATAATTCCGTCGAAAACCATTCAGTTTTCGAGGGARAGGAAGAAAGGAGTGTACAAAAGAA
	GecuE^10       CGATGTTTATAGGACRCCACTGAATGTTTTGTGTAATCTAGTCGCCTCGCTGATGGTCGATAATTCCGTCGAAAACCATTCRGTTTTCGAGGGAAAGGAAGAAAGGAGTGTACAAAAGAA
	GecuE^11      CGATGTTTATAGGACACCACTGAATGTTTTGTGTAATCTAGTCGCCTCGCTGATGGTCGATAATTCCGTCGAAAACCATTCAGTTTTCGAGGGAAAGGAAGAAARGAGTGTACAAAAGAA
	GlicC^15     CGATGTTTATAGGACACCACTGAATGTTTTGTGTAAYCTAGTCGCCTCGCTGATGGTCGATAATTCCGTCGAAAACCRTTCAGTTTTCGAGGGAAAGGAAGAAARGAGTGTACAAAAGAA
	GlicP^17      CGATGTTTATAGGACACCACTGAATGTTTTGTGTAACCTNGTCGCCTCGCTGATGGTCGATAATTCCGTCGAAAACCATTCAGTTTTCGAGGGAAAGGAAGAAAGGAGNGTACAAAAGAA
	GlicE^20      CGATGTTTATAGGACACCACTGAATG-TTTGTGTAANCTAGTCGCCTNGCTGATGGTCGATAATTCCGTCGAAAACCATTCAGTTTTCGAGGGA-AGGAAGAAAGGAGTGTACAAAAGAA
	GlicE^21      CGATGTTTATAGGACACCACTGAATGTTTTGTGTAATCTAGTCGCCTCGYTGATGGTCGATAATTCCGTCGAAAACCRTTCAGTTTTCGAGGGAAAGGAAGAAAGGAGTGTACAAAAGAA
	GlicE^22      CGATGTTTATAGRACACCACTGAATGTTTTGTGTAATCTAGTCGCCTCGCTGATGGTCGATAATTCCGTCGAAAACCRTTCAGTTTTCGAGGGAAAGGAAGAAAGGAGTGTACAAAAGAA
	GlicE^23       CGATGTTTATAGGACACCACTGAATGTTTTGTGTAATCTAGTCGCCTCGCTGATGGTCGATAATTCCGTCGAAAACCRTTCAGTTTTCGAGGGAAAGGAAGAAAGGAGTGTACAAAAGAA
	GlicE^24       CGATGTTTATAGAACACCACTGAATGTTTTGTGTAATCTAGTCGCCTCGCTGATGGTCGATAATTCCGTCGAAAACCATTCAGTTTTCGAGGGAAAGGAAGAAAGGAGTGTACAAAAGAA
	GlicE^25      CGATGTTTATAGAACACCACTGAATGTTTTGTGTAATCTAGTCGCCTCGCTGATGGTCGATAATTCCGTCGAAAACCATTCAGTTTTCGAGGGAAAGGAAGAAAGGAGTGTACAAAAGAA
	GmorB^27    CGATGTTTATAGGACACCACTGAATGTTTTGTGTAATCTAGTCGCCTMGCTGATGGTCGATAATTCCGTCGAAAACCATTCAGTTTTCGAGGKAAAGGAAGAAAGGAGTGTACAAAAGAA
	GpasB^28    CGATGTTTATAGGACACCACTGAATGTTTTGTGTAATCTAGTCGCCTCGCTGATGGTCGATAATTCCGTCGAAAACCRTTCAGTTTTCGAGGGAAAGGAAGAAARGAGTGTACAAAAGAA


15 120
	GecuC^1     TNGATGCAACTCCCATGTTATTTATAGAGTAGAAGATATGCTTTATGCTAGCCATGGAGTAACTGTCAAAAAATAATAGCTTCAATTATAAATTATTKCTCTCGTCCATTACTGATAATT
	GecuP^4     TGGATGCAACTCCCATGTTATTTATAGAGWAGAAGATATGCTTTATGCTAGCCATGGAGTAACTGTCAAAAAATAATAGCTTCAATTATAAATTATTGCYCTCGTCCATTACTGATAATT
	GecuP^5     TGGATGCAACTCCCATGTTATTTATAGAGTAGAAGATATGCTTTATGCTAGCCATGGAGTAACTGTCAAAAAATAATAGCTTCAATTATAAATTATTGCTCTCGTCCATTACTGATAATT
	GecuP^6      TGGATGCAANTCCCATGTTATTTATAGAGTAGAAGATATGCTTTATGCTAGCCATGGAGTAACTGTCAAAAAATAATAGCTTCAATTATAAATTATTGCTCTCNTCCATTACTGAT-ATT
	GecuE^8      TGGATGCAAYTCCCATGTTATTTATAGAGTAGAAGATATGCTTTATGCTAGCCATGGAGTAACTGTCAAAAAATAATAGCTTCAATTATAAATTATTGCTCTCGTCCATTACTGATAATT
	GecuE^9       TGGATGCAACTCCCATGTYATTTATAGAGTAGAAGATATGCTTTATGCTAGCCATGGAGTAACTGTCAAAAAATAATAGCTTCAATTATAAATTATTGCTCTCGTCCATTACTGATAATT
	GlicC^15     TGGATGCAACTCCCATGTTATTTATAGAGTAGAAGATATGCTTTATGCTAGCCATGGARTAACTGTCAAAAAATAATAGCTTCAATTATAAATTATTGCTCTCGTCCATTACTGATAATT
	GlicP^17      TGGATGCAAYTCCCATGTTATTTATAGAGTAGAAGATATGCTTTATGCTAGCCATGGARTAACTGTCAAAAAATAATAGCTTCAATTATAAATTATTGCTCTCGTCCATTACTGATAATT
	GlicE^20      TGGATGCAAYTCCCATGTTATTTATAGAGTASAAGATATGCTTTATGCTAGCCATGGARTAACTGTCAAAAAATAATAGCTTCAATTATAAATTATTGCTCTCGTCCATTACTGATAATT
	GlicE^21      TGGATGCAAYTCCCATGTTATTTATAGAGTAGAAGATATGCTTTATGCTAGCCATGGARTAACTGTMAAAAAATAATAGCTTCAATTATAAATTATTGCTCTCGTCCATTACTGATAATT
	GlicE^22       TGGATGCAAYTCCCATGTTATTTATAGAGTAGAAGATATGCTTTATGCTAGCCATGGAGTAACTGTMAAAAAATAATAGCTTCAATTATAAATTATTGCTCTCGTCCATTACTGATAATT
	GlicE^23       TGGATGCAANTCCCATGTTATTTATAGAGTAGAAGATATGCTTTATGCTAGCCATGGAGTAACTGTCAAAAAATAATAGCTTCAATTATAAATTATTGCTCTCGTCCATTACTGATAATT
	GlicE^24      TGGATGCAATTCCCATGTTATTTATAGAGTAGAAGATATGCTTTATGCTAGCCATGGAGTAACTGTCAAAAAATAATAGCTTCAATTATAAATTATTGCTCTCGTCCATTACTGATAATT
	GmorB^27    TGGATGCAACTCCCATGTTATTTATRGAGTAGAAGATATGCTTTATGCTAGCCATGGAGTAACTGTCAAAAAATAATAGCTTCAATTATAAATTATTGCTCTCGTCCATTACTGATAATT
	GpasB^28    TGGATGCAACTCCCATGTTATTTATAGAGTAGAAGATATGCTTTATGCTAGCCATGGAGTAACTGTCAAAAAATAATAGSTTCAATTATAAATTATTGCCCTCGTCCATTACTGATAATT


19 120
	GecuC^1     ACTTTTGAGAGATAACTAAACAAGCCCCAAACGTAATAACTTTGTATTTTCTGGAATATGCGCACCGGCTTTATAGCTAATGCATCTATCAATTCATGCTACAGAGTAGAGGGCTTCTCT
	GecuP^4     ACTTTTGAGAGATAACTAAACAAGCCCCAAACGTAATAACTTTGTATTTTCTGGAATATGCGCACCGGCTTTATAGCTAATGCATCTATCAATTCATGCTACAGAGTAGAGGGCTTCTCT
	GecuP^5     ACTTTTGAGAGATAACTAAACAAGCCCCAAACGTAATAACTTTGTATTTTCTGGAATATGCGCACCGGCTTTATAGCTAATGCATCTATCAATTCATGCTACAGAGTAGAGGGCTTCTCT
	GecuP^6      ACTTTTGAGAGATAACTAAACAAGCCCCAAACGTAATAACTTTGTATTTTCTGGAATATGCGCACCGGCTTTATAGCTAATGCATCTATCAATTCATGCTACAGAGTAGAGGGCTTCTCT
	GecuP^7      ACTTTTGAGAGATAACTAAACAAGCCCCAAACGTAATAACTTTGTATTTTCTGGAATATGCGCACCGGCTTTATAGCTAATGCATCTATCAATTCATGCTACAGAGTAGAGGGCTTCTCT
	GecuE^8      ACTTTTGAGAGATAACTAAACAAGCCCCAAACGTAATAACTTTGTATTTTCTGGAATATGCGCACCGGCTTTATAGCTAATGCATCTATCAATTCATGCTACAGAGTAGAGGGCTTCTCT
	GecuE^9       ACTTTTGAGAGATAACTAAACAAGCCCCAAACGTAATAACTTTGTATTTTCTGGAATATGCGCACCGGCTTTATAGCTAATGCATCTATCAATTCATGCTACAGAGTAGAGGGCTTCTCT
	GecuE^10       ACTTTTGAGAGATAACTAAACAAGCCCCAAACGTAATAACTTTGTATTTTCTGGAATATGCGCACCGGCTTTATAGCTAATGCATCTATCAATTCATGCTACAGAGTAGARGGCTTCTCT
	GecuE^11      ACTTTTGAGAGATAACTAAACAAGCCCCAAACGTAATAACTTTGTATTTTCTGGAATATGCGCACCGGCTTTATAGCTAATGCATCTATCAATTCATGCTACAGAGTAGAGGGCTTCTCT
	GlicC^15     ACTTTTGAGAGATAACTAAACAAGCCCCAAACGTAATAACTTTGTATTTTCNGGAATATGCGCACCGGCTTTATAGCTAATGCATCTATCAATTCATGCTACAGAGTAGAGGGCTTCTCT
	GlicP^17      ACTTTTGAGAGATAACTAAACAAGCCCCAAACGTAATAACTTTGTATTTTCTGGAATATGCGCACCGGCTTTATAGCTAATGCATCTATCAATTCATGCTACAGAGTAGAGGGCTTCTCT
	GlicE^20      ACTTTTGAGAGATAACTAAACAAGCCCCAAACGTAATAACTTTGTATTTTCTGGAATATGCGCACCGGCTTTATAGCTAATGCATCTATCAATTCATGCTACAGAGTAGAGGGCTTCTCT
	GlicE^21      ACTTTTGAGAGATAACTAAACAAGCCCCAAACGTAATAACTTTGTATTTTCTGGAATATGCGCACCGGCTTTATAGCTAATGCATCTATCAATTCATGCTACAGAGTAGAGGGCTTCTCT
	GlicE^22       ACTTTTGAGAGATAACTAAACAAGCCCCAAACGTAATAACTTTGTATTTTCTGGAATATGCGCACCGGCTTTATAGCTAATGCATCTATCAATTCATGCTACAGAGTAGAGGGCTTCTCT
	GlicE^23       ACTTTTGAGAGATAACTAAACAAGCCCCAAACGTAATAACTTTGTATTTTCTGGAATATGCGCACCGGCTTTATAGCTAATGCATCTATCAATTCATGCTACAGAGTAGAGGGCTTCTCT
	GlicE^24      ACTTTTGAGAGATAACTAAACAAGCCCCAAACGTAATAACTTTGTATTTTCTGGAATATGCGCACCGGCTTTATAGCTAATGCATCTATCAATTCATGCTACAGAGTAGAGGGCTTCTCT
	GlicE^25      ACTTTTGAGAGATAACTAAACAAGCCCCAAACGTAATAACTTTGTATTTTCTGGAATATGCGCACCGGCTTTATAGCTAATGCATCTATCAATTCATGCTACAGAGTAGAGGGCTTCTCT
	GmorB^27    ACTTTTGAGAGATAACTAAACAAGCCCCAAACGTAATAACTTTGTATTTTCTGGAATATGCGCACCGGCTTTATAGCTAATGCATCTATCAATTCATGCTACAGAGTAGAGGGCTTCTCT
	GpasB^28    ACTTTTGAGAGATAACTAAACAAGCCCCAAACGTAATAACTTTGTATTTTCTGGAATATGCGCACCGGCTTTATAGCTAATGCATCTATCAATTCATGCTACAGAGTAGAGGGCTTCTCT


18 120
	GecuC^1     GGCAAATATTTGTTTCAGAAATGTTAGATATCACCGCTAATTCNTCCACNTTCAAATGGCGATCTGCTAATACCATTTCTTCAATAATTCAAATATTTTGAGGCGTTATCAGTTCAATTG
	GecuP^4     GGCAAATATTTGTTTCAGAAATGT----TATCACCGCTAATTCCTCCACTTTCAAATGGCGTTCTGCTAATACCATTTCTTCAATAATTCAAATATTTTGAGGCGTTATCAGTTCAATTG
	GecuP^5      GGCAAATATTTGTTTCAGAAATGTTAGATATCACCGCTAATTCCTCCACTTTCAAATGGCGWTCTGCTAATACCATTTCTTCAATAATTCAAATATTTTGAGGCGTTATCAGTTCAATTG
	GecuE^8      GGCAAATATTTGTTTCAGAAATGTTAGATATCACCGCYAATTCCTCCACWTTCAAATGGCGATCTGCTAATACCATTTCTTCAATAATTCAAATATTTTGAGGCGTTATCAGTTCAATTG
	GecuE^9       GGCAAATATTTGTTTCAGAAATGTTAGATATCACCGCTAATTCCTCCACTTTCAAATGGCGATCTGCTAATACCATTTCTTCAATAATTCAAATATTTTGAGGCGTTATCAGTTCAATTG
	GecuE^10       GGCAAATATTTGTTTCAGAAATGT----TATCACCGCTAATTCCTCCACTTTCAAATGGCGATCTGCTAATACCATTTCTTCAATAATTCAAATATTTTGAGGCGTTATCAGTTCAATTG
	GecuE^11      GGCAAATATTTGTTTCAGAAATGTTAGATATCACCGCTAATTCCTCCACTTTCAAATGGCGATCTGCTAATACCATTTCTTCAATAATTCAAATATTTTGARGCGTTATCAGTTCAATTG
	GlicC^15     GGCAAATATTTGTTTCAGAAATGTTAGATATCACCGCTAATTCCTCCACTTTCAAATGGCGATCTGCTAATACCATTTCTTCAATAATTCAAATATTTTGAGGCGTTATYAGTTCAATTG
	GlicP^17      GGCAAATAYTTGTTTCWGAAATGTTAGATATCACCGCTAATTCCTCCACTTTCAAATGGCGATCTGCTAATACCATTTCTTCAATAATTCAAATATTTTGAGGCGTTATCAGTTCAATTG
	GlicE^20      GGCAAATACTTGTTTCTGAAATGTTAGATATCACCGCTAATTCCTCCACTTTCAAATGGCGATCTGCTAATACCATTTCTTCAATAATTCAAATATTTTGAGGCGTTATCAGTTCAATTG
	GlicE^21      GGCAAATATTTGTTTCAGAAATGTTAGATATCACCGCTAATTCCTCCACTTTCAAATGGCGATCTGCWAATACCATTTCTTCAATAATTCAAATATTTTGAGGCGTTATCAGTTCAATTG
	GlicE^22      GGCAAATATTTGTTTCAGAAATGTTAGATATCACCGCTAATTCCTCCACTTTCAAATGGCGATCTGCTAATACCATTTCTTCAATAATTCAAATATTTTGAGGCGTTATCAGTTCAATTG
	GlicE^23       GGCAAATATTTGTTTCAGAAATGTTAGATATCACCGCTAATTCCTCCACTTTCAAATGGCGATCTGCTAATACCATTTCTTCAATAATTCAAATATTTTGAGGCGTTATCAGTTCAATTG
	GlicE^24       GGCAAATATTTGTTTCAGAAATGTTAGATATCACCGCTAATTCCTCCACTTTCAAATGGCGATCTGCTAATACCATTTCTTCAATAATTCAAATATTTTGAGGCGTTATCAGTTCAATTG
	GlicE^25      GGCAAATATTTGTTTCAGAAATGTTAGATATCACCGCTAATTCCTCCACTTTCAAATGGCGATCTGCTAATACCATTTCTTCAATAATTCAAATATTTTGAGGCGTTATCAGTTCAATTG
	GmorB^27    GGCAAATATTTGTTTCAGAAATGTTAGATATCACCGCTAATTCCTCCACTTTCAAATGGCGATCTGCTAATACCATTTCTTCAATAATTCAAATATTTTGAGGCGTTATCAGTTCAATTG
	GpasB^28    KGCAAATATTTGTTTCAGAAATGT----TATCACCGCTAATTCCTCCACTTTCAAATGGCGTTCTGCTAATACCATTTCTTCAATAATTCAAATATTTTGAGGCGTTATCAGTTCAATTG
	GpasB^29    TGCAAATATTTGTTTCAGAAATGT----TATCACCGCTAATTCCTCCACTTTCAAATGGCGWTCTGCTAATACCATTTCTTCAATAATTCAAATATTTTGAGGCGTTATCAGTTCAATTG


15 120
	GecuC^1     GAACTTTGTATTCTTTTATCTTATTTGCTTTGTATACGAGTTGTAAATGTGACTTACTAATGCGAATATCTCTGGAACGCTTTCATAATAATAGCTTGNGCTNTTCAGATATTGAATTGA
	GecuP^4     GAACTTTGTATTCTTTTATCTTATTTGCTTTGTATACGAGTTGTAAATGTGACTTACTAATGCGAATATCTCTGGAACGSTTTCATAATAATAGCTTGGGCTGTTCAGATATTGAATTGA
	GecuP^5     GNACTTTGTATTCTTTTATCTTATTTGCTNTGTATACGAGTTGTAAATGTGACTTACTAATGCGAATATCTCTGGAACGCTTTCATAATAATAGCTTGNGCTNTTCAGATATTGAATTGA
	GecuE^8      GAACTTTGTATTCTTTTATCTTATTTGCTTTGTATACGAGTTGTAAATGTGACTTACTAATGCGAATATCTCTGGAACGGTTTCATAATAATAGCTTGGGCTGTTCAGATATTGAATTGA
	GecuE^9       GAACTTTGTATTCTTTTATCTTATTTGCTTTGTATACGAGTTGTAAATGTGACTTACTAATGCGAATATCTCTGGAACGSTTTCATAATAATAGCTTGRGCTRTTCAGATATTGAATTGA
	GecuE^10       GAACTTTGTATTCTTTTATCTTATTTGCTTTGTATACGAGTTGTAAATGTGACTTACTAATGCGAATATCTCTGGAACGGTTTCATAATAATAGCTTGGGCTGTTCAGATATTGAATTGA
	GecuE^11      GAACTTTGTATTCTTTTATCTTATTTGCTTTGTATACGAGTTGTAAATGTGACTTACTAATGCGAATATCTCTGGAACGGTTTCATAATAATAGCTTGGGCTGTTCAGATATTGAATTGA
	GlicC^15     GAACTTTGTATTCTTTTATCTTATTTGCTTTGTATNCGAGTTGTAAA-GTGACTTACTAATGCGAATATCTCTGGAACGCTTTCATAATAATAGCTTGAGCTATTCAGATATTGAATTGA
	GlicP^17      GAACTTTGTATTCTTTTATCTTATTTGCTTTGTATACGAGTTGTAAATGTGACTTACTAATGCGAATATCTCTGGAACGGTTTCATAATAATAGCTTGGGCTGTTCAGATATTGAATTGA
	GlicE^20      GAACTTTGTATTCTTTTATCTTATTTGCTTTGTATACGAGTTGTAAATGTGACTTACTAATGCGAATATCTCTGGAACGCTTTCATAATAATAGCTTGGGCTGTTCAGATATTGAATTGA
	GlicE^21       GAACTTTGTATTCTTTTATCTTATTTGCTTTGTATACGAGTTGTAAATGTGACTTACTAATGCGAATATCTCTGGAACGGTTTCATAATAATAGCTTGGGCTGTTCAGATATTGAATTGA
	GlicE^22      GAACTTTGTATTCTTTTATCTTATTTGCTTTGTATACGAGTTGTAAATGTGACTTACTAATGCGAATATCTCTGGAACGCTTTCATAATAATAGCTTGGGCTGTTCAGATATTGAATTGA
	GlicE^23      GAACTTTGTATTCTTTTATCTTATTTGCTTTGTATACGAGTTGTAAATGTGACTTACTAATGCGAATATCTCTGGAACGGTTTCATAATAATAGCTTGGGCTGTTCAGATATTGAATTGA
	GmorB^27    GAACTTTGTATTCTTTTATCTYATTTGCTTTGTATAYGAGTTGTAAATGTGACTTACTAATGCGAATATCTCTGGAACGSTTTCATAATAATAGCTTGGGCTGTTCAGATATTGAATTGA
	GpasB^28    GAACTTTGTATTCTTTTATCTTATTTGCTTTGTATACGAGTTGTAAATGTGACTTACTAATGCGAATATCTCTGGAACGCTTTCATAATAATAGCTTGAGCTATTCAGATATTGAATTGA


18 120
	GecuC^1     AAAGATGCCAGTTACTCATCAAATAGTAGCTTAGTRAAGGATGAAGCTGTAGCAAGYATGAAGAAGGAGATGGAAAGATTGCAAAAGGCGATTCGGAAAAATGAAGACTCTTTCCAAGAA
	GecuP^4     AAAGATGCCAGTTACTCATCAAATAGTAGCTTAGTGAAGGATGAAGCTGTAGCAAGCATGAAGAAGGAGATGGAAAGATTGCAAAAGGCGATTCGGAAAAATGAAGACTCTTTCCAAGAA
	GecuP^5     AAAGATGCCAGTTACTCATCAAATARTAGYTTAGTRAAGGATGAAGCTGTAGCAAGYATGAAGAAGGAGATGGAAAGATTGCAAAAGGCGATTCGGAAAAATGAAGACTCTTTCCAAGAA
	GecuP^6      AAAGATGCCAGTTACTCATCAAATAGTAGCTTAGTGAAGGATGAAGCTGTAGCAAGCATGAAGAAGGAGATGGAAAGATTGCAAAAGGCGATTCGGAAAAATGAAGACTCTTTCCAAGAA
	GecuP^7      AAAGATGCCAGTTACTCATCAAATAGTAGCTTAGTGAAGGATGAAGCTGTAGCAAGCATGAAGAAGGAGATGGAAAGATTGCAAAAGGCGATTCGGAAAAATGAAGACTCTTTCCAAGAA
	GecuE^8      AAAGATGCCAGTTACTCATCAAATAGTAGCTTAGTGAAGGATGAAGCTGTAGCAAGCATGAAGAAGGAGATGGAAAGATTRCAAAAGGCGATTCGGAAAAATGAAGACTCTTTCCAAGAA
	GecuE^9       AAAGATGCCAGTTACTCATCAAATAGTAGCTTAGTGAAGGATGAAGCTGTAGCAAGCATGAAGAAGGAGATGGAAAGATTGCAAAAGGCGATTCGGAAAAATGAAGACTCTTTCCAAGAA
	GecuE^10       AAAGATGCCAGTTACTCATCAAATAGTAGCTTAGTAAAGGATGAAGCTGTAGCAAGTATGAAGAAGGAGATGGAAAGATTGCAAAAGGCGATTCGGAAAAATGAAGACTCTTTCCAAGAA
	GecuE^11       AAAGATGCCAGTTACTCATCAAATARTAGYTTAGTGAAGGATGAAGCTGTAGCAAGCATGAAGAAGGAGATGGAAAGATTGCAAAAGGCGATTCGGAAAAATGAAGACTCTTTCCAAGAA
	GlicC^15     AAAGATGCCAGTTACTCATCAAATAGTAGCTTAGTGAAGGATGAAGCTGTAGCAAGCATGAAGAAGGAGATGGAAAGATTGCAAAAGGCGATTCGGAAAAATGAAGACTCTTTCCAAGAA
	GlicP^17      AAAGATGCCAGTTACTCATCAAATAGTAGCTTAGTAAAGGATGAAGCTGTAGCAAGTATGAAGAAGGAGATGGAAAGATTGCAAAAGGCGATTCGGAAAAA-GAAGACTCTTT-CAAGAA
	GlicE^20      AAAGATGCCAGTTACTCATCAAATAGTAGCTTAGTRAAGGATGAAGCTGTAGCAAGYATGAAGAAGGAGATGGAAAGATTGCAAAAGGCGATTCGGAAAAATGAAGACTCTTTCCAAGAA
	GlicE^21      AAAGATGCCAGTTACTCATCAAATAGTAGCTTAGTRAAGGATGAAGCTGTAGCAAGYATGAAGAAGGAGATGGAAARATTGCAAAAGGCGATTCGGAAAAATGAAGACTCTTTCCAAGAA
	GlicE^22       AAAGATGCCAGTTACTCATCAAATAGTAGCTTAGTAAAGGATGAAGCTGTAGCAAGTATGAAGAAGGAGATGGAAAGATTGCAAAAGGCGATTCGGAAAAATGAAGACTCTTTCCAAGAA
	GlicE^23       AAAGATGCCAGTTACTCATCAAATAGTAGCTTAGTGAAGGATGAAGCTGTAGCAAGCATGAAGAAGGARATGGAAAGATTGCAAAAGGCGATTCGGAAAAATGAAGACTCTTTCCAAGAA
	GlicE^24      AAAGATGCCAGTTACTCATCAAATAGTAGCTTAGTGAAGGATGAAGCTGTAGCAAGCATGAAGAAGGAGATGGAAAGATTGCAAAAGGCGATTCGGAAAAATGAAGACTCTTTCCAAGAA
	GmorB^27    AAAGATGCCAGTTACTCATCAAATAGTAGCTTAGTRAAGGATGAAGCTGTAGCAAGYATGAAGAAGGAGATGGAAAGATTGCAAAAGGCGATTCGGAAAAATGAAGACTCTTTCCAAGAA
	GpasB^28    AAAGATGCCAGTTACTCATCAAATARTAGYTTAGTGAAGGATGAAGCTGTAGCAAGCATGAAGAAGGAGATGGAAAGATTGCAAAAGGCGATTCGGAAAAATGAAGACTCTTTCCAAGAA


17 120
	GecuC^1     TTGGAATCCAACGATAAAACTATTTTTGGGCCTCCCGTAGACATATCGCAGCTCACYTACATCTATCYCTTTCAYAATGGGTTTGTAACTAGGGTTTCGAAGTTTGTAATATATTTCTAA
	GecuP^4      TTGGAATCCAACKATAAAACTATTTTTGGGCCTCCCGTAGACATATCGCAGCTCACCTACATCTATCYCTTT-ATAATGGGTTTGTAACTAGGGTTTCGAAGTTTGTAATATAYTTCTAA
	GecuE^8      TTGGAATCCAACGATAAAACTATTTTTGGGCCTCCCGTAGACATATCGCAGCTCACCTACATYTATCCCTTTCATAATGGGTTTGTAACTAGGGTTTCGAAGTTTGTAATATATTTCTAA
	GecuE^9       TTGGAATCCAACNATAAAACTATTTTTGGGCCTCCCGTAGACATATCGCAGCTCACCTACATCTATCYCTTTCATAATGGGTTTGTAACTAGGGTTTCGAAGTTTGTAATATANTTCTAA
	GecuE^10       TTGGAATCCAACGATAAAACTATTTTTGGGCCTCCCGTAGACATATCGCAGCTCACYTACATCTATCYCTTTCAYAATGGGTTTGTAACTAGGGTTTCGAAGTTTGTAATATATTTCTAA
	GecuE^11       TTGGAATCCAACKATAAAACTATTTTTGGGCCTCCCGKAGACATATCGCAGCTCACCTACATCTATCYCTTTCATAATGGGTTTGTAACTAGGGTTTCGAAGTTTGTAATATAYTTCTAA
	GecuE^12      TTGGAATCCAACKATAAAACTATTTTTGGGCCTCCCGTAGACATATCGCAGCTCACCTACATCTATCYCTTTCATAATGGGTTTGTAACTAGGGTTTCGAAGTTTGTAATATAYTTCTAA
	GlicC^15     TTGGAATCCAACGATAAAACTATTTTTGGGCCTCCCGTAGACATATCGCAGCTCACNTACATCTATCTCTTTCACAATGGGTTTGTAACTAGGGTTTCGAAGTTTGTAATATATTTCTAA
	GlicP^17      TTGGAATCCAACGATAAAACTATTTTTGGGCCTCCCGTAGACATATCGCAGCTCACCTACATCTATCCCTTTCATAATGGGTTTGTAACTAGGGTTTCGAAGTTTGTAATATATTTCTAA
	GlicE^20      TTGGAATCCAACGATAAAACTATTTTTGGGCCTCCCGTAGACATATCGCAGCTCACCTACATCTATCCCTTTCATAATGGGTTTGTAACTAGGGTTTCGAAGTTTGTAATATATTTCTAA
	GlicE^21       TTGGAATCCAACGATAAAACTATTTTTGGGCCTCCCGTAGACATATCGCAGCTCACCTACATCTATCCCTTTCATAATGGGTTTGTAACKAGGGTTTCGAAGTTTGTAATATATTTCTAA
	GlicE^22       TTGGAATCCAACGATAAAACTATTTTTGGGCCTCCCGTAGACATATCGCAGCTCACCTACATCTATCYCTTTCAYAATGGGTTTGTAACTAGGGTTTCGAAGTTTGTAATATATTTCTAA
	GlicE^23      TTGGAATCCAACKATAAAACTATTTTTGGGCCTCCCGTAGACATATCGCAGCTCACCTACATCTATCTCTTTCAYAATGGGTTTGTAACTAGGGTTTCGAAGTTTGTAATATAYTTCTAA
	GlicE^24      TTGGAATCCAACGATAAARCTATTTTTGGGCCTCCCGTAGACATATCGCAGCTCACCTACATCTATCYCTTTCAYAATGGGTTTGTAACTAGGGTTTCGAAGTTTGTAATATATTTCTAA
	GmorB^27    TTGGAATCCAACKATAAAACTATTTTTGGGCCTCCCGTAGACATATCGCAGCTCACCTACATCTATCYCTTTCATAATGGGTTTGTAACTAGGGTTTCGAAGTTTGTAATATAYTTSTAA
	GpasB^28    TTGGAATCCAACKATAAAACTATTTTTGGGCCTCCCGTAGACATATCGCAGCTCACCTACATCTATCYCTTTCATAATGGGTTTGTAACTAGGGTTTCGAAGTTTGTAATATAYTTCTAA
	GpasB^29    TTGGAATCCAACGATAAAACTATTTTTGGGCCTCCCGTAGACATATCGCAGCTCACCTACATCTATCCCTTTCATAATGGGTTTGTAACTAGGGTTTCGAAGTTTGTAATATATTTCTAA


15 120
	GecuC^1     AGGCAATATTTATTTATCCATGCTATTGGATCGGTATATCAATCACAAATATCGCAGGGAGCATAATAATATTTCTCCGTCTTAGACCCATATGCGCTCCGAAGATTGTGGTTATATTTT
	GecuP^4     AGGCAATATTTATTTATCCATGCTATTGGATCGGTATATCAATCACAAATATCGCAGGGAGCATAATAATATTTCTCCGTCTTAGACCCATATGCGCTCCGAAGATTGTGGTTATATTTT
	GecuE^8      AGGCAATATTTATTTATCCATGCTATTGGATCGGTATATCAATCACAAATATCGCAGGGAGCATAATAATATTTCTCCGTCTTAGACCCATATGCGCTCCGAAGATTGTGGTTGTATTTT
	GecuE^9       AGGCAATATTTATTTATCCATGCTATTGGATCGGTATATCAATCACAAATAGCGCAGGGAGCATAATAATATTTCTCCGTCTTAGACCCATATGCGCTCCGAAGATTGTGGTTATATTTT
	GecuE^10       AGGCAATATTTATTTATCCATGCTATTGGATCGGTATATCAATCACAAATAGCGCAGGGAGCATAATAATATTTCTCCGTCTTAGACCCATATGCGCTCCGAAGATTGTGGTTATATTTT
	GlicC^15     AGGCAATATTTATTTATCCATGCTATTGGATCGGTATATCAATCACAAATATCGCAGGGAGCATAATAATATTTCTCCGTCTTAGACCCATATGCGCTCCGAAGATTGTGGTTATATTTT
	GlicP^17      AGGCAATATTTATTTATCCATGNTATTGGATCGGTATATCAATCACAAATATCGCAGGGAGCATAATAATATTTCTCCGTCTTAGACCCATATGCGCTCCGAAGATTGTGGTTATATTTT
	GlicP^18      AGGCAATATTTATTTATCCATGCTATTGGATCGGTATATCAATCACAAATATCGCAGNGAGCATAATAATATTTCTCCGTCTTAGACCTATATGCGCTCCGAAGATTGTGGTTATATTTT
	GlicE^20      AGGCAATATTTATTTATCCATGCTATTGGATCGGTATATCAATCACAAATATCGCAGGGAGCATAATAATATTTCTCCGTCTTAGACCCATATGCGCTCCGAAGATTGTGGTTATATTTT
	GlicE^21      AGGCAATATTTATTTATCCATGCTATTGGATCGGTATATCAATCACAAATATCGCAGGGAGCATAATAATATTTCTCCGTCTTAGACCCATATGCGCTCCGAAGATTGTGGTTATATTTT
	GlicE^22       AGGCAATATTTATTTATCCATGCTATTGGATCGGTATATCAATCACAAATAKCGCAGGGAGCATAATAATATTTCTCCGTCTTAGACCCATATGCGCTCCGAAGATTGTGGTTATATTTT
	GlicE^23       AGGCAATATTTATTTATCCATGCTATTGGATCGGTATATCAATCACAAATATCGCAGGGAGCATAATAATATTTCTCCGTCTTAGACCCATATGCGCTCCGAAGATTGTGGTTATATTTT
	GlicE^24      AGGCAATATTTATTTATCCATGCTATTGGATCGGTATATCAATCACAAATATCGCAGGGAGCATAATAATATTTCTCCGTCTTAGACCCATATGCGCTCCGAAGATTGTGGTTATATTTT
	GmorB^27    AGGCAATATTTATTTATCCATGCTATTGGATCGGTATATCAATCACAAATATCGCAGGGAGCATAATAATATTTCTCCGTCTTAGACCCATATGCGCTCCGAAGATTGTGGTTATATTTT
	GpasB^28    AGGCAATATTTATTTATCCATGCTATTGGATCGGTATATCAATCACAAATATCGCAGGGAGCATAATAATATTTCTCCGTCTTAGACCCATATGCGCTCCGAAGATTGTGGTTATATTTT


17 120
	GecuC^1     TACAAATGCTAATATTTTACGAATATTGATAAAAAATTGATTGAAATGAATGTAATAACGTCTGAACGCACGCACTTCAGAGGGGATGACCCACTACAATACATTTGTTGACGTTTTCTT
	GecuP^4     TRCAAATGCTAATATTTTACGAATATTGATAAAAAATTGATTGAAATGAATGTAATAACGTCTGAACGCACGCACTTCAGAGGGGATGACCCACTACAATACATTTGTTGACGTTTTCTT
	GecuP^5     TACAAATGCTAATATTTTACGAATATTGATAAAAAATTGATTGAAATGAATGTAATAACGTCTGAACGCACGCACTTCAGAGGGGATGACCCACTAYAATACATTTGTTGACGTTTTCTT
	GecuP^6      TACAAATGCTAATATTTTACGAATATTGATAAAAAATTGATTGAAATGAATGTAATAACGTCTGAACGCACGCACTTCAGAGGGGATGACCCACTACAATACATTTGTTGACGTTTTCTT
	GecuE^8      TRCAAATGCTAATATTTTACGAATATTGATAAAAAATTGATTGAAATGAATGTAATAACGTCTGAACGCACGCACTTCAGAGGGGATGACCCACTACAATACATTTGTTGACGTTTTCTT
	GecuE^9       TACAAATGCTAATATTTTACGAATATTGATAAAAAATTGATTGAAATGAATGTAATAACGTCTGAACGCACGCACTTCAGAGGGGATGACCCACTACAATACATTTGTTGACGTTTTCTT
	GecuE^10       TACAAATGCTAATATTTTACGAATATTGATAAAAAATTGATTGAAATGAATGTAATAACGTCTGAACGCACGCACTTCAGAGGGGATGACCCACTACAATACATTTGTTGACGTTTTCTT
	GecuE^11      TRCAAATGCTAATATTTTACGAATATTGATAAAAAATTGATTGAAATGAATGTAATAACGTCTGAACGCACGCACTTCAGAGGGGATGACCCACTACAATACATTTGTTGACGTTTTCTT
	GlicC^15     TACAAATGCTAATATTNTACGAATATTGATAAAAAATTGATTGAAATGAATGTAATAACGTCTGAACGCACGCACTTCAGAGGNGATGACCCACTACAATACATTTGTTGACGTTTTCTT
	GlicP^17      TACAAATGCTAATATTTTACGAATATTGATAAAAAATTGATTGAAATNAATGTAATAACGTCTGAACGCACGCACTTCAGAGGGGATGACCCACTACAATACATTTGTTGACGTTTTCTT
	GlicE^20      TACAAATGCTAATATTTTACGAATATTGATAAAAAATTGATTGAAATGAATGTAATAACGTCTGAACGCACGCACTTCAGAGGGGATGACCCACTACAATACATTTGTTGACGTTTTCTT
	GlicE^21      TACAAATGCTAATATTTTACGAATATTGATAAAAAATTGATTGAAATGAATGTAATAACGTCTGAACGCACGCACTTCAGAGGGGATGACCCACTACAATACATTTGTTGACGTTTTCTT
	GlicE^22       TACAAATGCTAATATTTTACGAATATTGATAAAAAATTGATTGAAATGAATGTAATAACGTCTGAACGCACGCACTTCAGAGGGGATGACCCACTACAATACATTTGTTGACGTTTTCTT
	GlicE^23       TACAAATGCTAATATTTTACGAATATTGATAAAAAATTGATTGAAATGAATGTAATAACGTCTSAACGCACGCACTTCAGAGGGGATGACCCACTACAATACATTTGTTGACGTTTTCTT
	GlicE^24      TACAAATGCTAATATTTTACGAATATTGATAAAAAATTGATTGAAATGAATGTAATAACGTCTSAACGCACGCACTTCAGAGGGGATGACCCACTACAATACATTTGTTGACGTTTTCTT
	GmorB^27    TACAAATGCTAATATTTTACGAATATTGATAAAAAATTGATTGAAATGANTGTAATAACGTCTGAACGCACGCACTTCAGAGGGGATGACCCACTACAATACATTTGTTGACGTTTTCTT
	GpasB^28    TACAAATGCTAATATTTTRCGAATATTGATAAAAAATTGATTGAAATGAATGTAATAACGTCTGAACGCACGCACTTCAGAGGGGATGACCCACTACAATACATTTGTTGACGTTTTCTT


19 120
	GecuC^1     AAAATTCGTTATTTATTTACTTTGTACTTCCGYAAAACGTAGCGGAAACAACAGCGGTTACGCAGTATTATCTCTTTTAGCTAAGTGAAGAGGTTGGTACATAACTGTTTCCATCTCTCT
	GecuP^4     AAAATTCGTTATTTATTTACTTTGTACTTCCGYAAAACGTAGCGGAAACAACAGCGGTTACGCAGTATTATCTCTTTTAGCTAAGTGAAGAGGTTGGTACATAACTGTTTCCATCTCTCT
	GecuP^5     AAAATTCGTTATTTATTTACTTTGTACTTCCGTAAAACGTAGCGGAAACAACAGCGGTTACGCAGTATTATCTCTTTTAGCTAAGTGAAGAGGTTGGTACATAACTGTTTCCATCTCTCT
	GecuP^6      AAAATTCGTTATTTATTTACTTTGTACTTCCGCAAAACGTAGCGGAAACAACRGCGGTTACGCAGTATTATCTCTTTTAGCTAAGTGAAGAGGTTGGTACATAACTGTTTCCATCTCTCT
	GecuE^8      AAAATTCGTTATTTATTTACTTTGTACTTCCGYAAAACGTAGCGGAAACAACAGCGGTTACGCAGTATTATCTCTTTTAGCTAAGTGAAGAGGTTGGTACATAACTGTTTCCATCTCTCT
	GecuE^9       AAAATTCGTTATTTATTTACTTTGTACTTCCGCAAAACGTAGCGGAAACAACAGCGGTTACGCAGTATTATCTCTTTTAGCTAAGTGAAGAGGTTGGTACATAACTGTTTCCATCTCTCT
	GecuE^10       AAAATTCGTTATTTATTTACTTTGTACTTCCGYAAAACGTAGCGGAAACARCAGCGGTTACGCAGTATTATCTCTTTTAGCTAAGTGAAGAGGTTGGTACATAACTGTTTCCATCTCTCT
	GecuE^11      AAAATTCGTTATTTATTTACTTTGTACTTCCGCAAAACGTAGCGGAAACAACAGCGGTTACGCAGTATTATCTCTTTTAGCTAAGTGAAGAGGTTGGTACATAACTGTTTCCATCTCTCT
	GlicC^15     AAAATTCGTTATTTATTTACTTTGTACTTCCGTAAAACGTAGC-GAAACAACAGCGGTTACGCAGTATTATCTCTTTTAGCTAAGTGAAGAGGTTGGNACATAACTGTTTCCATCTCTCT
	GlicP^17      AAAATTCGTTATTTATTTACTTTGTACTTCCGCAAAACGTAGCGGAAACARCAGCGGTTACGCAGTATTATCTCTTTTAGCTAAGTGAAGAGGTTGGTACATAACTGTTTCCATCTCTCT
	GlicE^20      AAAATTCGTTATTTATTTACTTTGTACTTCCGCAAAACGTAGCGGAAACAGCAGCGGTTACGCAGTATTATCTCTTTTAGCTAAGTGAAGAGGTTGGTACATAACTGTTTCCATCWCTCT
	GlicE^21      AAAATTCGTTATTTATTTACTTTGTACTTCCGCAAAACGTAGCGGAAACARCAGCGGTTACGCAGTATTATCTCTTTTAGCTAAGTGAAGAGGTTGGTACATAACTGTTTCCATCTCTCT
	GlicE^22      AAAATTCGTTATTTATTTACTTTGTACTTCCGTAAAACGTAGCGGAAACAACAGCGGTTACGCAGTATTATCTCTTTTAGCTAAGTGAAGAGGTTGGTACATAACTGTTTCCATCTCTCT
	GlicE^23       AAAATTCGTTATTTATTTACTTTGTACTTCCGCAAAACGTAGCGGAAACARCAGCGGTTACGCAGTATTATCTCTTTTAGCTAAGTGAAGAGGTTGGTACATAACTGTTTCCATCTCTCT
	GlicE^24       AAAATTCGTTATTTATTTACTTTGTACTTCCGYAAAACGTAGCGGAAACARCAGCGGTTACGCAGTATTATCTCTTTTAGCTAAGTGAAGAGGTTGGTACATAACTGTTTCCATCTCTCT
	GlicE^25      AAAATTCGTTATTTATTTACTTTGTACTTCCGYAAAACGTAGCGGAAACARCAGCGGTTACGCAGTATTATCTCTTTTAGCTAAGTGAAGAGGTTGGTACATAACTGTTTCCATCTCTCT
	GlicE^26      AAAATTCGTTATTTATTTACTTTGTACTTCCGYAAAACGTAGCGGAAACAACAGCGGTTACGCAGTATTATCTCTTTTAGCTAAGTGAAGAGGTTGGTACATAACTGTTTCCATCTCTCT
	GmorB^27    AAAATTCGTTATTTATTTACTTTGTACTTCCG-AAAACGTAGCGGAAACANCAGCGGTTACGCAGTATTATCTCTTTTAGCTAAGTGAAGAGGTTGGTACATAACTGTTTCCATCTCTCT
	GpasB^28    AAAATTCGTTATTTATTTACTTTGTACTTCCGCAAAACGTAGCGGAAACAACAGCGGTTACGCAGTATTATCTCTTTTAGCTAAGTGAAGAGGTTGGNACATAACTGTTTCCATCTCTCT


16 120
	GecuC^1     GTCTGTGATTTTGAAGATACGAAGAAGCTCTGAATGTCTTCCCGCAGAACTCGCACTTGTAGTTCTTTTCRCCAGTATGGATCCTTCTGTGGACTATCAAGGAATATTTGCGGGCAAAAT
	GecuP^4     GTCTGTGATTTTGAAGATACGAAGAAGCTCTGAATGTCTTCCCGCAGAACTCGCACTTGTAGTTCTTTTCACCAGTATGGATCCTTCTGTGGACTATCAAGGAATATTTGCGRGCAAAAT
	GecuP^5      GTCTGTGATTTTGAAGATACGAAGAAGCTCTGAATGTCTTCCCGCAGAACTCGCACTTGTAGTTCTTTTCACCAGTATGGATCCTTCTGTGGACTATCAAGGAATATTTGCGRGCAAAAT
	GecuE^8      GTCTGTGATTTTGAAGATACGAAGAAGCTCTGAATGTCTTCCCGCAGAACTCGCACTTGTAGTTCTTTTCACCAGTATGGATCCTTCTGTGGACTATCAAGGAATATTTGCGGGCAAAAT
	GecuE^9       GTCTGTGATTTTGAAGATACGAAGAAGCTCTGAATGTCTTCCCGCAGAACTCGCACTTGTAGTTCTTTTCACCAGTATGGATCCTTCTGTGGACTATCAAGGAATATTTGCGRGCAAAAT
	GlicC^15     GTCTGTGATTTTGAAGATACGAAGAAGCTCTGAATGTCTTCCCGCAGAACTCGCACTTGTAGTTCTTTTCACCAGTATGGATCCTTCTGTGGACTATCAAGGAATATTT-CGGGCAAAAT
	GlicP^17      GTCTGTGATTTTGAAGATACGAAGAAGCTCTGAATGTCTTCCNGCAGAACTCGCACTTGTAGTTCTTTTCACCAGTATGGATCCTTCTGTGGACTATCAAGGAATATTTGCGGGCAAAAT
	GlicP^18      GTCTGTGATTTTGAAGATACGAAGAAGCTCTGAATGTCTTCCNGCAGAACTCGCACNTGTAGTTCTTTTCACCAGTATGGATCCTTCTGTGGACTATCAAGGAATATTTGCGNGCAAAAT
	GlicE^20      GTCTGTGATTTTGAAGATACGAAGAAGCTCTGAATGTCTTCCCGCAGAACTCGCACTTGTAGTTCTTTTCACCAGTATGGATCCTTCTGTGGACTATCAAGGAATATTTGCGGGCAAAAT
	GlicE^21       GTCTGTGATTTTGAAGATACGAAGAAGCTCTGAATGTCTTCCCGCAGAACTCGCACTTGTAGTTCTTTTCACCAGTATGGATCCTTCTGTGGACTATCAAGGAATATTTGCGRGCAAAAT
	GlicE^22       GTCTGTGATTTTGAAGATACGAAGAAGCTCTGAATGTCTTCCCGCAGAACTCGCACTTGTAGTTCTTTTCRCCAGTATGGATCCTTCTGTGGACTATCAAGGAATATTTGCGGGCAAAAT
	GlicE^23      GTCTGTGATTTTGAAGATACGAAGAAGCTCTGAATGTCTTCCCGCAGAACTCGCACTTGTAGTTCTTTTCRCCAGTATGGATCCTTCTGTGGACTATCAAGGAATATTTGCGRGCAAAAT
	GlicE^24      GTCTGTGATTTTGAAGATACGAAGAAGCTCTGAATGTCTTCCCGCAGAACTCGCACTTGTAGTTCTTTTCACCAGTATGGATCCTTCTGTGGACTATCAAGGAATATTTGCGGGCAAAAT
	GmorB^27    GTCTGTGATTTTGAAGATACGAAGAAGCTCTGAATGTCTTCCCGCAGAACTCGCACTTGTAGTTCTTTTCRCCAGTATGGATCCTTCTGTGGACTATCAAGGAATATTTGCGGGCAAAAT
	GpasB^28    GTCTGTGATTTTGAAGATACGAAGAAGCTCTGAATGTCTTCCCGCAGAACTCGCACTTGTAGTTCTTTTCACCAGTATGGATCCTTCTGTGGACTATCAAGGAATATTTGCGGGCAAAAT
	GpasB^29    GTCTGTGATTTTGAAGATACGAAGAAGCTCTGAATGTCTTCCCGCAGAACTCGCACTTGTAGTTCTTTTCACCAGTATGGATCCTTCTGTGGACTATCAAGGAATATTTGCGGGCAAAAT


21 120
	GecuC^1     TACCGAACACCTCAGGCAAACATGTTTCCGTATACCATTTAGCTGTAACTGTTTTCTGTTCATCAAACGTAATTGCACATATCAGACTCATATTTCTAAAGCATACCGCATACATAACTG
	GecuP^4     TACCGAACACCTCAGGCAAACATGTTTCCGTRTACCATTTAGCTGTAACTGTTTTCTGTTCATCAAACGTAATTGCACATATCAGACTCATATTTCTAAAGCATACCGCATACATAACTG
	GecuP^5     TACCGAACACCTCAGGCAAACATGTTTCCGTATACCATTTAGCTGTAACTGTTTTCTGTTCATCAAACGTAATTGCACATATCAGACTCATATTTCTAAAGCATACCGCATACATAACTG
	GecuP^6      TACCGAACACCTCAGGCAAACATGTTTCCGTNTACCATTTAGCTGTAACTGTTTTCTGTTCATCAAACGTAATTGCACATATCAGACTCATATTTCTAAAGCATACCGCATACATAACTG
	GecuP^7      TACCGAACACCTCAGGCAAACATGTTTCCGTATACCATTTAGCTGTAACTGTTTTCTGTTCATCAAACGTAATTGCACATATCAGACTCATATTTCTAAAGCATACCGCATACATAACTG
	GecuE^8      TACCGAACACCTCAGGCAAACATGTTTCCGTATACCATTTAGCTGTAACTGTTTTCTGTTCATCAAACGTAATTGCACATATCAGACTCATATTTCTAAAGCATACCGCATACATAACTG
	GecuE^9       TACCGAACACCTCAGGCAAACATGTTTCCGTATACCATTTAGCTGTAACTGTTTTCTGTTCATCAAACGTAATTGCACATATCAGACTCATATTTCTAAAGCATACCGCATACATAACTG
	GecuE^10       TACCGAACACCTCAGGCAAACATGTTTCCGTATACCATTTAGCTGTAACTGTTTTCTGTTCATCAAACGTAATTGCACATATCAGACTCATATTTCTAAAGCATACCGCATACATAACTG
	GecuE^11      TACCGAACACCTCAGGCAAACATGTTTCCGTATACCATTTAGCTGTAACTGTTTTCTGTTCATCAAACGTAATTGCACATATCAGACTCATATTTCTAAAGCATACCGCATACATAACTG
	GlicC^15     TACCGAACACCTCAGGCAAACATGTTTCCGTATACCATTTAGCTGTAACTGTTTTCTGTTCATCAAACGTAATTGCACATATCAGACTCATATTTCTAAAGCATACCGCATACATAACTG
	GlicP^17      TACCGAACACCTCAGGCAAACATGTTTCCGTATACCATTTAGCTGTAACTGTTTTCTGTTCATCAAACGTAATTGCACATATCAGACTCATATTTCTAAAGCATACCGCATACATAACTG
	GlicE^20      TACCGAACACCTCAGGCAAACATGTTTCCGTATACCATTTAGCTGTAACTGTTTTCTGTTCATCAAACGTAATTGCACATATCAGACTCATATTTCTAAAGCATACCGCATACATAACTG
	GlicE^21      TACCGAACACCTCAGGCAAACATGTTTCCGTATACCATTTAGCTGTAACTGTTTTCTGTTCATCAAACGTAATTGCACATATCAGACTCATATTTCTAAAGCATACCGCATACATAACTG
	GlicE^22      TACCGAACACCTCAGGCAAACATGTTTCCGTATACCATTTAGCTGTAACTGTTTTCTGTTCATCAAACGTAATTGCACATATCAGACTCATATTTCTAAAGCATACCGCATACATAACTG
	GlicE^23       TACCGAACACCTCAGGCAAACATGTTTCCGTATACCATTTAGCTGTAACTGTTTTCTGTTCATCAAACGTAATTGCACATATCAGACTCATATTTCTAAAGCATACCGCATACATAACTG
	GlicE^24       TACCGAACACCTCAGGCAAACATGTTTCCGTATACCATTTAGCTGTAACTGTTTTCTGTTCATCAAACGTAATTGCACATATCAGACTCATATTTCTAAAGCATACCGCATACATAACTG
	GlicE^25      TACCGAACACCTCAGGCAAACATGTTTCCGTATACCATTTAGCTGTAACTGTTTTCTGTTCATCAAACGTAATTGCACATATCAGACTCATATTTCTAAAGCATACCGCATACATAACTG
	GlicE^26      TACCGAACACCTCAGGCAAACATGTTTCCGTATACCATTTAGCTGTAACTGTTTTCTGTTCATCAAACGTAATTGCACATATCAGACTCATATTTCTAAAGCATACCGCATACATAACTG
	GmorB^27    TACCGAACACCTCAGGCAAACATGTTTCCGTATACCATTTAGCTGTAACTGTTTTCTGTTCATCAAACGTAATTGCACATATCAGACTCATATTTCTAAAGCATACCGCATACATAACTG
	GpasB^28    TACCGAACACCTCAGGCAAACATGTTTCCGTATACCATTTAGCTGTAACTGTTTTCTGTTCATCAAACGTAATTGCACATATCAGACTCATATTTCTAAAGCATACCGCATACATAACTG
	GpasB^29    TACCGAACACCTCAGGCAAACATGTTTCCGTATACCATTNAGCTGTAACTGTTTTCTGTTCATCAAACGTAATTGCACATATCAGACTCATATTTCTAAAGCATACCGCATACATAACTG


22 120
	GecuC^1     CTTTACATTTCTGTCAACTACTGTAATACATTATATTACCTANGTCATAACAGTCATGTCTATAAAACAGCGGAAAATATTTCGTTAGAAATATTTATGTTTCGAAAAATNTATCCTATG
	GecuP^4     CTTTACATTTCTGTCAACTACTGTAATACATTATATTACCTACGTCATAACAGTCATGTCTATAAAACAGCGGAAAATATTTCGTTAGAAAYATTTATGTTTCGAAAAATGTATCCTATG
	GecuP^5      CTTTACATTTCTGTCAACTACTGTAATACATTATATTACCTACGTCATAACAGTCATGTCTATAAAACAGCGGAAAATATTTCGTTAGAAATATTTATGTTTCGAAAAATGTATCCTAYG
	GecuP^6      YTTTACATTTCTGTCAACTACTGTAATACATTATATTACCTACGTCATAACAGTCATGTCTATAAAACAGCGGAAAATATTTCGTTAGAAATATTTATGTTTCGAAAAATGTATCCTAYG
	GecuE^8      CTTTACATTTCTGTCAACTACTGTAATACATTATATTACCTACGTCATAACAGTCATGTCTATAAAACAGCGGAAAATATTTCGTTAGAAATATTTATGTTTCGAAAAATGTATCCTAYG
	GecuE^9       CTTTACATTTCTGTCAACTACTGTAATACATTATATTACCTACGTCATAACAGTCATGTCTATAAAACAGCGG-AAATATTTCGTTAGAAATATTTAT-TTTCGAAAAATGTATCCTAYG
	GecuE^10       CTTTACATTTCTGTCAACTACTGTAATACATTATATTACCTACGTCATAACAGTCATGTCTATAAAACAGCGGAAAATATTTCGTTAGAAATATTTATGTTTCGAAAAATGTATCCTATG
	GecuE^11       CTTTACATTTCTGTCAACTACTGTAATACATTATATTACCTACGTCATAACAGTCATGTCTATAAAACAGCGGAAAATATTTCGTTAGAAATATTTATGTTTCGAAAAATGTATCCTATG
	GecuE^12      CTTTACATTTCTGTCAACTACTGTAATACATTATATTACCTACGTCATAACAGTCATGTCTATAAAACAGCGGAAAATATTTCGTTAGAAATATTTATGTTTCGAAAAATGTATCCTAYG
	GlicC^15     CTTTACATTTCTGTCAACTACTGTAATACATTATATTACCTACGTCATAACAGTCATGTCTATAAAACAGCGGAAAATATTTCGTTAGAAATATTTATGTTTCGAAAAATATATCCTATG
	GlicC^16     CTTTACATTTCTGTCAACTACTGTAATACATTATATTACCTACGTCATAACAGTCATGTCTATAAAACAGCGGAAAATATTTCGTTAGAAATATTTATGTTTCGAAAAATATATCCTATG
	GlicP^17      CTTTACATTTCTGTCAACTACTGTAATACATTATATTACCTACGTCATAACAGTCATGTCTATAAAACAGCGGAAAATATTTCGTTAGAAATATTTATGTTTCGAAAAATRTATCCTATG
	GlicE^20      CTTTACATTTCTGTCAACTACTGTAATACATTATATTACCTACGTCATAACAGTCATGTCTATAAAACAGCGGAAAATATTTCGTTAGAAATATTTATGTTTCGAAAAATATATCCTATG
	GlicE^21      CTTTACATTTCTGTCAACTACTGTAATACATTATATTACCTACGTCATAACAGTCATGTCTATAAAACAGCGGAAAATATTTCGTTAGAAATATTTATGTTTCGAAAAATATATCCTATG
	GlicE^22      CTTTACATTTCTGTCAACTACTGTAATACATTATATTACCTACGTCATAACAGTCATGTCTATAAAACAGCGGAAAATATTTCGTTAGAAATATTTATGTTTCGAAAAATATATCCTATG
	GlicE^23       CTTTACATTTCTGTCAACTACTGTAATACATTATATTACCTACGTCATAACAGTCATGTCTATAAAACAGCGGAAAATATTTCGTTAGAAATATTTATGTTTCGAAAAATATATCCTATG
	GlicE^24       CTTTACATTTCTGTCAACTACTGTAATACATTATATTACCTACGTCATAACAGTCATGTCTATAAAACAGCGGAAAATATTTCGTTAGAAATATTTATGTTTCGAAAAATRTATCCTATG
	GlicE^25      CTTTACATTTCTGTCAACTACTGTAATACATTATATTACCTACGTCATAACAGTCATGTCTATAAAACAGCGGAAAATATTTCGTTAGAAATATTTATGTTTCGAAAAATATATCCTATG
	GlicE^26      CTTTACATTTCTGTCAACTACTGTAATACATTATATTACCTACGTCATAACAGTCATGTCTATAAAACAGCGGAAAATATTTCGTTAGAAATATTTATGTTTCGAAAAATRTATCCTATG
	GmorB^27    CTTTACATTTCTGTCAACTACTGTAATACATTATATTACCTACGTCATAACAGTCATGTCTATAAAACAGCGGAAAATATTTCGTTAGAAATATTTATGTTTCGAAAAATGTATCCTATG
	GpasB^28    TTTTACATTTCTGTCAACTACTGTAATACATTATATTGCCTACGTCATAACAGTCATGTCTATAAAACAGCGGAAAATATTTCGTTAGAAATATTTATGTTTCGAAAAATGTATCCTATG
	GpasB^29    CTTTACATTTCTGTGAACTACTGTAATACATTATATTACCTACGTCATAACAGTCATGTCTATAAAACAGCGGAAAATATTTCGTTAGAAATATTTATGTTTCGAAAAATGTATCCTATG


19 120
	GecuC^1     GTCCACACCACCTGGCGGCAGAAAGGCCCCATTAGCCTCTTGGTTGCCGCTTTAGCGTAAAAAGCTATTTACACGCGGAAAACTATTGTAGGTTTTCTAGTTTTGATACTACGGTTCTCA
	GecuP^4     GTCCACACCACCTGGCGGCAGAAAGGCCCCATTAGCCTCTTGGTTGCCGCTTTAGCGTAAAAAGCTATTTACACGCGGAAAACTATTGTAGGTTTTCTAGTTTTGATACTACGGTTCTCA
	GecuP^5      GTCCACACCACCTGGCGGCAGAAAGGCCCCATTAGCCTCTTGGTTGCCGCTTTAGCGTAAAAAGCTATTTACACGCGGAAAACTATTGTAGGTTTTCTAGTTTTGATACTACGGTTCTCA
	GecuP^6      GTCCACACCACCTGGCGGCAGAAAGGCCCCATTAGCCTCTTGGTTGCCGCTTTAGCGTAAAAAGCTATTTACACGCGGAAAACTATTGTAGGTTTTCTAGTTTTGATACTACGGTTCTCA
	GecuE^8      GTCCACACCACCTGGCGGCAGAAAGGCCCCATTAGCCTCTTGGTTGCCGCTTTAGCGTAAAAAGCTATTTACACGCGGAAAACTATTGTAGGTTTTCTAGTTTTGATACTACGGTTCTCA
	GecuE^9       GTCCACACCACCTGGCGGCAGAAAGGCCCCATTAGCCTCTTGGTTGCCGCTTTAGCGTAAAAAGCTATTTACACGCGGAAAACTATTGTAGGTTTTCTAGTTTTGATACTACGGTTCTCA
	GecuE^10       GTCCACACCACCTGGCGGCAGAAAGGCCCCATTAGCCTCTTGGTTGCCGCTTTAGCGTAAAAAGCTATTTACACGCGGAAAACTATTGTAGGTTTTCTAGTTTTGATACTACGGTTCTCA
	GecuE^11      GTCCACACCACCTGGCGGCAGAAAGGCCCCATTAGCCTCTTGGTTGCCGCTTTAGCGTAAAAAGCTATTTACACGCGGAANACTATTGTAGGTT-TCTAGTTTTGATACTACGGTTCTCA
	GlicC^15     GTCCACACCACCTGGCGGCAGAAAGGCCCCATTAGCCTCTTGGTTGCCGCTTTAGCGTAAAAAGCTATTTACACGCGGAAAACTATTGTAGGTTTTCTAGTTTTGATACTACGGTTCTCA
	GlicP^17      GTCCACACCACCTGGCGGCAGAAAGGCCCCATTAGCCTCTTGGTTGCCGCTTTAGCGTAAAAAGCTATTTACACGCGGAAAACTATTGTAGGTTTTCTAGTTTTGATACTACGGTTCTCA
	GlicE^20      GTCCACACCACCTGGCGGCAGAAAGGCCCCATTAGCCTCTTGGTTGCCGCTTTAGCGTAAAAAGCTATTTACACGCGGAAAACTATTGTAGGTTTTCTAGTTTTGATACTACGGTTCTCA
	GlicE^21      GTCCACACCACCTGGCGGCAGAAAGGCCCCATTAGCCTCTTGGTTGCCGCTTTAGCGTAAAAAGCTATTTACACGCGGAAAACTATTGTAGGTTYTCTAGTTTTGATACTACGGTTCTCA
	GlicE^22       GTCCACACCACCTGGCGGCAGAAAGGCCCCATTAGCCTCTTGGTTGCCGCTTTAGCGTAAAAAGCTATTTACACGCGGAAAACTATTGTAGGTTTTCTAGTTTTGATACTACGGTTCTCA
	GlicE^23       GTCCACACCACCTGGCGGCAGAAAGGCCCCATTAGCCTCTTGGTTGCCGCTTTAGCGTAAAAAGCTATTTACACGCGGAAAACTATTGTAGGTTCTCTAGTTTTGATACTACGGTTCTCA
	GlicE^24      GTCCACACCACCTGGCGGCAGAAAGGCCCCATTAGCCTCTTGGTTGCCGCTTTAGCGTAAAAAGCTATTTACACGCGGAAAACTATTGTAGGTTYTCTAGTTTTGATACTACGGTTCTCA
	GlicE^25      GTCCACACCACCTGGCGGCAGAAAGGCCCCATTAGCCTCTTGGTTGCCGCTTTAGCGTAAAAAGCTATTTACACGCGGAAAACTATTGTAGGTTCTCTAGTTTTGATACTACGGTTCTCA
	GmorB^27    GTCCACACCACCTGGCGGCAGAAAGGCCCCATTAGCCTCTTGGTTGCCGCTTTAGCGTAAAAAGCTATTTACACGCGGAAAACTATTGTAGGTTTTCTAGTTTTGATACTACGGTTCTCA
	GpasB^28    GTCCACACCACCTGGCGGCAGAAAGGCCCCATTAGCCTCTTGGTTGCCGCTTTAGCGTAAAAAGCTATTTACACGCGGAAAACTATTGTAGGTTTTCTAGTTTTGATACTACGGTTCTCA
	GpasB^29    GTCCACACCACCTGGCGGCAGAAAGGCCCCATTAGCCTCTTGGTTGCCGCTTTAGCGTAAAAAGCTATTTACACGCGGAAAACTATTGTAGGTTTTCTAGTTTTGATACTACGGTTCTCA


20 120
	GecuC^1     GTAATATATGATGGTATTTTCCTMAAAAATTGCAAATTCGGAAACCTTTGCAGCGACATCAGTCAGATTTCTAAGGTGTACATGTGCCCACCCGCGCTTCCATAYATATCCATGCATATA
	GecuP^4     GTAATATATGATGGTATTTTCCTMAAAAATTGCAAATTCGGAAACCTTTGCAGCGACATCAGTCAGATTTCTAAGGTGTACATGTGCCCACCCGCGCTTCCATATATATCCATGCATATA
	GecuP^5      GTAATATATGATGGTATTTTCCTCAAAAATTGCAAATTCGGAAACCTTTGCAGCGACATCAGTCAGATTTCTAAGGTGTACATGTGCCCACCCGCGCTTCCATATATATCCATGCATATA
	GecuP^6      GTAATATATGATGGTATTTTCCTMAAAAATTGCAAATTCGGAAACCTTTGCAGCGACATCAGTCAGATTTCTAAGGTGTACATGTGCCCACYCGCGCTTCCATATATATCCATGCATATA
	GecuE^8      GTAATATATGATGGTATTTTCCTMAAAAATTGCAAATTCGGAAACCTTTGCAGCGACATCAGTCAGATTTCTAAGGTGTACATGTGCYCACCCGCGCTTCCATATATATCCATGCATATA
	GecuE^9       RTAATATATGATGGTATTTTCCTCAAAAATTGCAAATTCGGAAACCTTTGCAGCGACATCAGTCAGATTTCTAAGGTGYACATGTGCCCACCCGCGCTTCCATATATATCCATGCATATA
	GecuE^10       GTAATATATGATGGTATTTTCCTMAAAAATTGCAAATTCGGAAACCTTTGCAGCGACATCAGTCAGATTTCTAAGGTGTACATGTGCCCACCCGCGCTTCCATATATATCCATGCATATA
	GecuE^11      GTAATATATGATGGTATTTTCCTCAAAAATTGCAAATTCGGAAACCTTTGCAGCGACATCAGTCAGATTTCTAAGGTGTACATGTGCCCACCCGCGCTTCCATATATATCCATGCATATA
	GlicC^15     GTAATATATGATGGTATTTTCCTCAAAAATTGCAAATTCGGAAACCTTTGCAGCGACATCAGTCAGATTTCTAAGGTGTACATGTGCCCACCCGCGCTTCCATATATATCCATGCATATA
	GlicP^17      GTAATATATGATGGTATTTTCCTCAAAAATTGCAAATTCGGAANCCTTTGCAGCGACATCAGTCAGATTTCTAAGGTGTACATGTGCCCACCCGCGCTTCCATATATATCCATGCATATA
	GlicE^20      GTAATATATGATGGTATTTTCCTCAAAAATTGCAAATTCGGAAACCTTTGCAGCGACATCAGTCAGATTTCTAAGGTGTACATGTGCCCACCCGCNCTTCCATATATATCCATGCATATA
	GlicE^21      GTAATATATGATGGTATTTTCCTCAAAAATTGCAAATTCGGAAACCTTTGCAGCGACATCAGTCAGATTTCTAAGGTGTACATGTGCCCACCCGCGCTTCCATATATATCCATGCATATA
	GlicE^22      GTAATATATGATGGTATTTTCCTCAAAAATTGCAAATTCGGAAACCTTTGCAGCGACATCAGTCAGATTTCTAAGGTGTACATGTGCCCACCCGCRCTTCCATATATATCCATGCATATA
	GlicE^23       GTAATATATGATGGTATTTTCCTMAAAAATTGCAAATTCGGAAACCTTTGCAGCGACATCAGTCAGATTTCTAAGGTGTACATGTGCCCACCCGCGCTTCCATATATATCCATGCATATA
	GlicE^24       GTAATATATGATGGTATTTTCCTCAAAAATTGCAAATTCGGAAACCTTTGCAGCGACATCAGTCAGATTTCTAAGGTGTACATGTGCCCACCCGCGCTTCCATATATATCCATGCATATA
	GlicE^25      GTAATATATGATGGTATTTTCCTAAAAAATTGCAAATTCGGANACCTTTGCAGCGACATCAGTCAGATTTCTAAGGTGTACATGTGCCCACCCGCGCTTCCATATATATCCATGCATATA
	GlicE^26      GTAATATATGATGGTATTTTCCTMAAAAATTGCAAATTCGGARACCTTTGCAGCGACATCAGTCAGATTTCTAAGGTGTACATGTGCCCACCCGCGCTTCCATATATATCCATGCATATA
	GmorB^27    GTAATATATGATGGTATTTTCCTCAAAAATTGCAAATTCGGAAACCTTTGCAGCGACATCAGTCAGATTTCTAAGGTGTACATGTGCCCACCCGCGCTTCCATATATATCCATGCATATA
	GpasB^28    GTAATATATGATGGTATTTTCCTCAAAAATTGCAAATTCGGAAACCTTTGCAGCGACATCAGTCAGATTTCTAAGGTGTACATGTGCCCACCCGCGCTTCCACATATATCCATGCATATA
	GpasB^29    GTAATATATGATGGTATTTTCCTCAAAAATTGCAAATTCGGAAACCTTTGCAGCGACATCAGTCAGATTTCTAAGGTGTACATGTGCCCACCCGCGCTTCCATATATATCCATGCATATA


15 120
	GecuC^1     AAACCGCTAGCTGTNTTGTTAGGNTTCCAATTTTTACCAGTGGTTCATCGGCAATCGTTTTCTTATCTCTTCTTTTCTTGCTGTTGTCTCAGTTAGCTTTTACGAGTCTCCAAAGCAATC
	GecuP^4     AAACCGCTAGCTGTTTTGTTAGGTTTCCAATTTTTACCAGTGGTTCATCGGCAATCGTTTTCYTATCTCTYCTTTTCTTGCTGTTGTCTCAGTTAGCTTTTACGAGTCTCCAAAGCAATC
	GecuE^8      AAACCGCTAGCTRTTTTGTTAGGTTTCCAATTTTTACCAGTGGTTCATCGGCAATYGTTTTCTTATCTCTCCTTTTCTTGCTGTTGTCTCAGTTAGCTTTT-CGAGTCTCCAAAGCAATC
	GecuE^9       AAACCGCTAGCTGTTTTGTTAGGTTTCCAATTTTTACCAGTGGTTCATCGGCAATCGTTTTCYTATCTCTYCTTTTCTTGCTGTTGTCTCAGTTAGCTTTTACGAGTCTCCAAAGCAATC
	GecuE^10       AAACCGCTAGCTRTTTTGTTAGGTTTCCAATTTTTACCAGTGGTTCATCGGCAATCGTTTTCTTATCTCTCCTTTTCTTGCTGTTGTCTCAGTTAGCTTTTACGAGTCTCCAAAGCAATC
	GlicC^15     AAACCGCTAGCTGTTTTGTTAGGTTTCCAATTTTTACCAGTGGTTCATCGGCAATCGTTTTCTTATCTCTYCTTTTCTTGCTGTWGTCTCAGTTAGCTTTTACGAGTCTCCAAAGCAATC
	GlicP^17      AAACCGCTAGCTGTTTTGTTAGGTTTCCAATTTTTACCAGTGGTTCATCGGCAATCGTTTTCTTATCTCTCCTTTTCTTGCTGTTGTCTCAGTTAGCTTTTACGAGTCTCCAAAGCAATC
	GlicE^20      AAACCGCTAGCTGTTTTGTTAGGTTTCCAATTTTTACCAGTGGTTCATCGGCAATCGTTTTCTTATCTCTYCTTTTCTTGCTGTTGTCTCAGTTAGCTTTTACGAGTCTCCAAAGCAATC
	GlicE^21      AAACCGCTAGCTGTTTTGTTAGGTTTCCAATTTTTACCAGTGGTTCATCGGCAATC-TTTTCTTATCTCTNCTTTTCTTGCTGTTGTCTCAGTTAGCTTTTACGAGTCTCCAAAGCAATC
	GlicE^22       AAACCGCTAGCTGTTTTGTTAGGTTTCCAATTTTTACCAGTGGTTCATCGGCAATCGTTTTCTTATCTCTYCTTTTCTTGCTGTTGTCTCAGTTAGCTTTTACGAGTCTCYAAAGCAATC
	GlicE^23       AAACCGCTAGCTGTTTTGTTAGGTTTCCAATTTTTACCAGTGGTTCATCGGCAATCGTTTTCTTATCTCTYCTTTTCTTGCTGTTGTCTCAGTTAGCTTTTACGAGTCTCCAAAGCAATC
	GlicE^24      AAACCGCTAGCTGTTTTGTTAGGTTTCCAATTTTTACCAGTGGTTCATCGGCAATCKTTTTCTTATCTCTTC-TTTCNTGCTGTTGTCTCAGTTAGCTTTTACGAGTCTCCAAAGCAATC
	GlicE^25      AAACCGCTAGCTGTTTTGTTAGGTTTCCAATTTTTACCAGTGGTTCATCGGCAATCGTTTTCTTATCTCTYCTTTTCTTGCTGTTGTCTCAGTTAGCTTTTACGAGTCTCCAAAGCAATC
	GmorB^27    AAACCGCTAGCTGTTTTGTTAGGTTTCCAATTTTTACCAGTGGTTCATCGGCAATCGTTTTCTTATCTCTCCTTTTCTTGCTGTTGTCTCAGTTAGCTTTTACGAGTCTCCAAAGCAATC
	GpasB^28    AAACCGCTAGCTGTTTTGTTAGGTTTCCAATTTTTACCAGTGGTTCATCGGCAATCGTTTTCTTATCTCTYCTTTTCTTGCYGTTGTCTCAGTTAGCTTTTACGAGTCTCCAAAGCAATC


19 120
	GecuC^1     TTTTCCTTTTGTAATGGAAATCAACGAAGAATAAATATTATCTTTTTATTCTCCAAAAATGCCCAAAAGACAATGAATCGTGTAAAAGAAGAAATCGTACACCAGAACTAAAATTAGACG
	GecuP^4     TTTTCCTTTTGTAATGGAAATCAACGAAGAATAAATATTATCTTTTTATTCTCMAAAAATGCCCAAAAGACAATGAATCGTGTAAAAGAAGAAATCGTACACCAGAACTAAAATTAGACG
	GecuP^5     TTTTCCTTTTGTAATGGAAATCAACGAAGAATAAATATTATCTTTTTATTCTCCAAAAATGCCCAAAAGACAATGAATCGTGTAAAAGAAGAAATCGTACACCAGAACTAAAATTAGACG
	GecuP^6      TTTTCCTTTTGTAATGGAAATCAACGAAGAATAAATATTATCTTTTTATTCTCCAAAAATGCCCAAAAGACAATGAATCGTGTAAAAGAAGAAATCGYACACCAGAACTAAAAYTAGACG
	GecuE^8      TTTTCCTTTTGTAATGGAAATCAACGAAGAATAAATATTATCTTTTTATTCTCCAAAAATGCCCAAAAGACAATGAATCGTGTAAAAGAAGAAATCGYACACCAGAACTAAAAYTAGACG
	GecuE^9       TTTTCCTTTTGTAATGGAAATCAACGAAGAATAAATATTATCTTTTTATTCTCCAAAAATGCCCAAAAGACAATGAATCGTGTAAAAGAAGAAATCGTACACCAGAACTAAAATTAGACG
	GecuE^10       TTTTCCTTTTGTAATGGAAATCAACGAAGAATAAATATTATCTTTTTATTCTCCAAAAATGCCCAAAAGACAATGAATCGTGTAAAAGAAGAAATCGTACACCAGAACTAAAATTAGACG
	GecuE^11      TTTTCCTTTTGTAATGGAAATCAACGAAGAATAAATATTATCTTTTTATTCTCCAAAAATGCCCAAAAGACAATGAATCGTGTAAAAGAAGAAATCGTACACCAGAACTAAAATTAGACG
	GlicC^15     TTTTCCTTTTGTAATGGAAATCAACGAAGAATAAATATTATCTTTTTATTCTCCAAAAATGCCCAAAAGACAATGAATCGTGTAAAAGAAGAAATCGTACACCAGAACTAAAACTAGACG
	GlicP^17      TTTTCCTTTTGTAATGGAAATCAACGAAGAATAAATATWATCTTTTTATTCTCCAAAAATGCCCAAAAGACAATGAATCGTGTAAAAGAAGAAATCGTACACCAGAACTAAAACTAGACG
	GlicE^20      TTTTCCTTTTGTAATGGAAATCAACGAAGAATAAATATTATCTTTTTATTCTCCAAAAATGCCCAAAAGACAATGAATCGTGTAAAAGAAGAAATCGTACACCAGAACTAAAACTAGACG
	GlicE^21      TTTTCCTTTTGTAATGGAAATCAACGAAGAATAAATATWATCTTTTTATTCTCCAAAAATGCCCAAAAGACAATGAATCGTGTAAAAGAAGAAATCGTACACCAGAACTAAAACTAGACG
	GlicE^22      TTTTCCTTTTGTAATGGAAATCAACGAAGAATAAATATTATCTTTTTATTCTCCAAAAATGCCCAAAAGACAATGAATCGTGTAAAAGAAGAAATCGTACACCAGAACTAAAACTAGACG
	GlicE^23       TTTTCCTTTTGTAATGGAAATCAACGAAGAATAAATATWATCTTTTTATTCTCCAAAAATGCCCAAAAGACAATGAATCGTGTAAAAGAAGAAATCGTACACCAGAACTAAAACTAGACG
	GlicE^24       TTTTCCTTTTGTAATGGAAATCAACGAAGAATAAATATAATCTTTTTATTCTCCAAAAATGCCCAAAAGACAATGAATCGTGTAAAAGAAGAAATCGTACACCAGAACTAAAACTAGACG
	GlicE^25      TTTTCCTTTTGTAATGGAAATCAACGAAGAATAAATATTATCTTTTTATTCTCCAAAAATGCCCAAAAGACAATGAATCGTGTAAAAGAAGAAATCGTACACCAGAACTAAAACTAGACG
	GlicE^26      TTTTCCTTTTGTAATGGAAATCAACGAAGAATAAATATWATCTTTTTATTCTCCAAAAATGCCCAAAAGACAATGAATCGTGTAAAAGAAGAAATCGTACACCAGAACTAAAACTAGACG
	GmorB^27    TTTTCCTTTTGTAATGGAAATCAACGAAGAATAAATATTATCTTTTTATTCTCCAAAAATGCCCAAAAGACAATGAATCGTGTAAAAGAAGAAATCGTACACCAGAACTAAAATTAGACG
	GpasB^28    TTTTCCTTTTGTAATGGAAATCAACGAAGAATAAATATTATCTTTTTATTCTCCAAAAATGCCCAAAAGACAATGAATCGTGTAAAAGAAGAAATCGTACACCAGAACTAAAATTAGACG


18 120
	GecuC^1     TTCGAAATGGCGTTATAAGTAAAACTAGGATAATTATTCCGTTGATAAGCCATTGTTTGAGGGTTATTGTCAGGCATAAAAGCAGGCCACATTTCTCTACTGAAAGAATTAGATGCTCTA
	GecuP^4     TTCGAAATKRCGTTATAAGTAAAACTAGGATAATTATTCCGTTGATAAGCCATTGTTTGAGGGTTATTGTCAGGCATAAAAGCAGGCCACATTTCTCTACTGAAAGAATTAGATGCTCTA
	GecuP^5     TTCGAAATGGCGTTATAAGTAAAACTAGGATAATTATTCCGTTGATAAGCCATTGTTTGAGGGTTATTGTCAGGCATAAAAGCAGGCCACATTTCTCTACTGAAAGAATTAGATGCTCTA
	GecuP^6      TTCGAAATGGCGTTATAAGTAAAACTAGGATAATTATTCCGTTGATAAGCCATTGTTTGAGGGTTATTGTCAGGCATAAAAGCAGGCCACATTTCTCTACTGAAAGAATTAGATGCTCTA
	GecuP^7      TTCGAAATGGCGTTATAAGTAAAACKAGGATAATTATTCCGTTGATAAGCCATTGTTTGAGGGTTATTGTCAGGCATAAAAGCAGGCCACATTTCTCTACTGAAAGAATTAGATGCTCTA
	GecuE^8      TTCGAAATGGYGTTATAAGTAAAACTAGGATAATTATTCCGTTGATAAGCCATTGTTTGAGGGTTATTGTCAGGCATAAAAGCAGGCCACATTTCTCTACTGAAAGAATTAGATGCTCTA
	GecuE^9       TTCGAAATGGCGTTATAAGTAAAACTAGGATAATTATTCCGTTGATAAGCCATTGTTTGAGGGTTATTGTCAGGCATAAAAGCAGGCCACATTTCTCTACTGAAAGAATTAGATGCTCTA
	GecuE^10       TTCGAAATGGCGTTATAAGTAAAACTAGGATAATTATTCCGTTGATAAGCCATTGTTTGAGGGTTATTGTCAGGCATAAAAGCAGGCCACATTTCTCTACTGAAAGAATTAGATGCTCTA
	GecuE^11      TTCGAAATGGCGTTATAAGTAAAACTAGGATAATTATTCCGTTGATAAGCCATTGTTTGAGGGTTATTGTCAGGCATAAAAGCAGGCCACATTTCYCTACTGAAAGAATTAGATGCTCTA
	GlicC^15     TTCGAAATGGCGTTATAAGTAAAACTAGGATAATTATTCCGTTGATAAGCCATTGTTTGAGGGTTATTGTCAGGCATAAAAGCAGGCCACATTTCTCTACTGAAAGAATTAGATGCTCTA
	GlicP^17      TTCGAAATGGCGTTATAAGTAAAACTAGGATAATTATTCCGTTGATAAGCCATTGTTTGAGGGTTATTGTCAGGCATAAAAGCAGGCCACATTTCCCTACTGAAAGAATTAGATGCTCTA
	GlicE^20      TTCGAAATGGCGTTATAAGTAAAACTAGGATAATTATTCCGTTGATAAGCTATTGTTTGAGGGTTATTGTCAGGCATAAAAGCAGGCCACATTTCCCTACTGAAAGAATTAGATGCTCTA
	GlicE^21      TTCGAAATGGCGTTATAAGTAAAACTAGGATAATTATTCCGTTGATAAGYCATTGTTTGAGGGTTATTGTCAGGCATAAAAGCAGGCCACATTTCTCTACTGAAAGAATTAGATGCTCTA
	GlicE^22       TTCGAAATGGCGTTATAAGTAAAACTAGGATAATTATTCCGTTGATAAGCCATTGTTTGAGGGTTATTGTCAGGCATAAAAGCAGGCCACATTYCCCTACTGAAAGAATTAGATGCTCTA
	GlicE^23       TTCGAAATGGCGTTATAAGTAAAACTAGGATAATTATTCCGTTGATAAGCCATTGTTTGAGGGTTATTGTCAGGCATAAAAGCAGGCCACATTTCYCTACTGAAAGAATTAGATGCTCTA
	GlicE^24      TTCGAAATGGCGTTATAAGTAAAACTAGGATAATTATTCCGTTGATAAGCCATTGTTTGAGGGTTATTGTCAGGCATAAAAGCAGGCCACATTTCYCTACTGAAAGAATTAGATGCTCTA
	GmorB^27    TTCGAAATGGCGTTATAAGTAAAACTAGGATAATTATTCCGTTGATAAGCCATTGTTTGAGGGTTATTGTCAGGCATAAAAGCAGGCCACATTTCTCTACTGAAAGAATTAGATGCTCTA
	GpasB^28    TTCGAAATGGCGTTATAAGTAAAACTAGGATAATTATTCCGTTGATAAGCCATTGTTTGAGRGTTATTGTCAGGCATAAAAGCAGGCCACATTTCTCTACTGAAAGAATTAGATGCTCTA


16 120
	GecuC^1     TTTACGCAAGGTGACATAGAAAGAAGAATGGGTAACCAACCRATACTTATGATGGATAGAGAAAAAGCTTCTATACCAGATTTACAAATAGAGTTTTTAGATTCAGTGTGTATACCGACC
	GecuP^4     TTTACGCAAGGTGACATAGAAAGAAGAATGGGTAACCAACCRATACTTATGATGGATAGAGAAAAAGCTTCTATACCAGATTTACAAATAGAGTTTTTAGATTCAGTGTGTATACCGACC
	GecuP^5     TTTACGCAAGGTGACATAGAAAGAAGAATGGNTAACCAACCGATACTTATGATGGATAGAGAAAAAGCTTCTATACCAGATTTACAAATAGAGTTTTTAGATTCAGTGTGTATACCGACC
	GecuP^6      TTTACGCAAGGTGACATAGAAAGAAGAATGGGTAACCAACCAATACTTATGATGGATAGAGAAAAAGCTTCTATACCAGATTTACAAATAGAGTTTTTAGATTCAGTGTGTATACCGACC
	GecuE^8      TTTACGCAAGGTGACATAGAAAGAAGAATGGGTAACCAACCRATACTTATGATGGATAGAGAAAAAGCTTCTATACCAGATTTACAAATAGAGTTTTTAGATTCAGTGTGTATACCGACC
	GecuE^9       TTTACGCAAGGTGACATAGAAAGAAGAATGGGTAACCAACCRATACTTATGATGGATAGAGAAAAAGCTTCTATACCAGATTTACAAATAGAGTTTTTAGATTCAGTGTGTATACCGACC
	GecuE^10       TTTACGCAAGGTGACATAGAAAGAAGAATGGGTAACCAACCGATACTTATGATGGATAGAGAAAAAGCTTCTATACCAGATTTACAAATAGAGTTTTTAGATTCAGTGTGTATACCGACC
	GlicC^15     TTTACGCAAGGTGACATAGAAAGGAGAATGGGTAACCAACCAATACTTATGATGGATAGAGAAAAAGCTTCTATACCAGATTTACAAATAGAGTTTTTAGATTCAGTGTGTATACCGACC
	GlicP^17      TTTACGCAAGGTGACATAGAAAGAAGAATGGGTAACCAACCRATACTTATGATGGATAGAGAAAAAGCTTCTATACCAGATTTACAAATAGAGTTTTTAGATTCAGTGTGTATACCGACC
	GlicE^20      TTTACGCAAGGTGACATAGAAAGAAGAATGGGTAACCAACCAATACTTATGATGGATAGAGAAAAAGCTTCTATACCAGATTTACAAATAGAGTTTTTAGATTCAGTGTGTATACCGACC
	GlicE^21       TTTACGCAAGGTGACATAGAAAGAAGAATGGGTAACCAACCGATACTTATGATGGATAGAGAAAAAGCTTCTATACCAGATTTACAAATAGAGTTTTTAGATTCAGTGTGTATACCGACC
	GlicE^22       TTTACGCAAGGTGACATAGAAAGAAGAATGGGTAACCAACCAATACTTATGATGGATAGAGAAAAAGCTTCTATACCAGATTTACAAATAGAGTTTTTAGATTCAGTGTGTATACCGACC
	GlicE^23      TTTACGCAAGGTGACATAGAAAGAAGAATGGGTAACCAACCGATACTTATGATGGATAGAGAAAAAGCTTCTATACCAGATTTACAAATAGAGTTTTTAGATTCAGTGTGTATACCGACC
	GlicE^24      TTTACGCAAGGTGACATAGAAAGAAGAATGGGTAACCAACCAATACTTATGATGGATAGAGAAAAAGCTTCTATACCAGATTTACAAATAGAGTTTTTAGATTCAGTGTGTATACCGACC
	GmorB^27    TTTACGCAAGGTGACATAGAAAGAAGAATGGGTAACCAACCRATACTTATGATGGATAGAGAAAAAGCTTCTATACCAGATTTACAAATAGAGTTTYTAGATTCAGTGTGTATACCGACC
	GpasB^28    TTTACGCAAGGTGACATAGAAAGAAGAATGGGTAACCAACCAATACTTATGATGGATAGAGAAAAAGCTTCTATACCAGATTTACAAATAGAGTTTTTAGATTCAGTGTGTATACCGACC


18 120
	GecuC^1     GGGATTTTGTTGTTGTTATTGCTATTGCCGCTTCCGTCGATGCTACCGCCGCCTATGATGGTAATGTCGTTACTATTCTTGTTATTGTTCGATTCGTCTACGGTCGGTTCGGTCGTATTG
	GecuP^4     GGGATTTTGTCGTTGTTATTGCTATTGCCGCTTCCGTCGATGCTACCGCCGCCTATGATGGTAATGTCGTTACTATTCTTGTTATTGTTCGATTCGTCTACGGTCGGTTCGGTCGTATTG
	GecuP^5     GGGATTNNNTTGTTGTTATTGCTATTGCCGCTTCCGTCGATGCTACCGCCGCCTATGATGGTAATGTCGTTACTATTCTTGTTATTGTTCGATTCGTCTACGGTCGGTTCGGTCGTATTG
	GecuP^6      GGGATTTTGTNGTTGTTATTGCTATTGCCGCTTCCGTCGATGCTACCGNCGCCTATGATGGTAATGTCGTTACTATTCTTGTTATTGTTCGATTCGTCTACGGTCGGTTCGGNCGTATTG
	GecuE^8      GGGATTTTGTTGTTGTTATTGCTATTGCCGCTTCCGTCGATGCTACCGCCGCCTATGATGGTAATGTCGTTACTATTCTTGTTATTGTTCGATTCGTCTACGGTCGGTTCGGTCGTATTG
	GecuE^9       GGGATTTTGTTGTTGTTATTGCTATTGCCGCTTCCGTCGATGCTACCGCCGCCTATGATGGTAATGTCGTTACTATTCTTGTTATTGTTCGATTCGTCTACGGTCGGTTSGGTCGTATTG
	GecuE^10       GGGATTTTGTTGTTGTTATTGCTATTGCCGCTTCCGTCGATGCTACCGCCGCCTATGATGGTAATGTCGTTACTATTCTTGTTATTGTTCGATTCGTCTACGGTCGGTTCGGTCGTATTG
	GecuE^11      GGGATTTTGTTGTTGTTATTGCTATTGCCGCTTCCGTCGATNCTACCNCCGCCTATGATGGTAATGTCGTTACTATTCTTGTTATTGTTCGATTCGTCTACGGTCGGTTCGGTCGTATTG
	GlicC^15     GGGATTTTGTTGTTGTTATTGCTATTGCCGCTTCCGTCGATGCTACCKCCGCCTATGATGGTAATGTCGTTACTATTCTTGTTATTGTTCGATTCGTCTACGGTCGGTTCGGTCGTATTG
	GlicP^17      GGGATTTTGTTGTTGTTATTGCTATTGCCGCTTCCGTCGATGCTACCGCCGCCTATGATGGTAATGTCGTTACTATTCTTGTTATTGTTCGATTCGTCTACGGTCGGTTCGGTCGTATTG
	GlicE^20      GGGATTTTGTTGTTGTTATTGCTATTGCCGCTTCCGTCGATGCTACCGCCGCCTATGATGGTAATGTCGTTACTATTCTTGTTATTGTTCGATTCGTCTACGGTCGGTTCGGTCGTATTG
	GlicE^21      GGGATTTTGTTGTTGTTATTGCTATTGCCGCTTCCGTCGATGCTACCGCCGCCTATGATGGTAATGTCGTTACTATTCTTGTTATTGTTCGATTCGTCTACGGTCGGTTCGGTCGTATTG
	GlicE^22       GGGATTTTGTTGTTGTTATTGCTATTGCCGCTTCCGTCGATGCTACCGCCGCCTATGATGGTAATGTCGTTACTATTCTTGTTATTGTTCGATTCGTCTACGGTCGGTTCGGTCGTATTG
	GlicE^23       GGGATTTTGTTGTTGTTATTGCTATTGCCGCTTCCGTCGATGCTACCGCCGCCTATGATGGTAATGTCGTTACTATTCTTGTTATTGTTCGATTCGTCTACGGTCGGTTCGGTCGTATTG
	GlicE^24      GGGATTTTGTTGTTGTTATTGCTATTGCCGCTTCCGTCGATGCTACCGCCGCCTATGATGGTAATGTCGTTACTATTCTTGTTATTGTTCGATTCGTCTACGGTCGGTTCGGTCGTATTG
	GlicE^25      GGGATTTTGTTGTTGTTATTGCTATTGCCGCTTCCGTCGATGCTACCGCCGCCTATGATGGTAATGTCGTTACTATTCTTGTTATTGTTCGATTCGTCTACGGTCGGTTCGGTCGTATTG
	GmorB^27    GGGATTTTGTTGTTGTTATTGCTATTGCCGCTTCCGTCGATGCTACCGCCGCCTATGATGGTAATGTCGTTACTATTCTTGTTATTGTTCGATTCGTCTACGGTCGGTTCGGTCGTATTG
	GpasB^28    GGGATTTTGTTGTTGTTATTGCTATTGCCGCTTCCGTCGATGCTACCGCCGCCTATGATGGTAATGTCGTTACTATTCTTGTTATTGTTCGATTYGTCTACGGTCGGTTCGGTCGTATTG


17 120
	GecuC^1     AAATTTTTCATAAATTTACCCTGAGAAACACATTTCAGTACTTATAGATACGGGATACATCTGAAAGTAAGTGGCTTTTGTATGTGATTATATTGTCATTTATTTGTAGAAATATATCCT
	GecuP^4     AAATTTTTCATAAATTTACCCTGAGAAACACATTTCAGTACTTATAGATACGGGATACATCTGAAAGTAAGTGGCTTTTGTATGTGATTATATTGTCATTTATTTGTAGAAATATATCCT
	GecuP^5     AAATTTTTCATAAATTTACCCTGAGAAACAYATTTCAGTACTTATAGATACGGGATACATCYGAAAGTAAGTGGCTTTTGTATGTGATTATATTGTCATTTATTTGTAGAAATATATCCT
	GecuP^6      AAATTTTTCATAAATTTACCCTGAGAAACACATTTCAGTACTTATAGATACGGGATACATCTGAAAGTAAGTGGCTTTTGTATGTGATTATATTGTCATTTATTTGTAGAAATATATCCT
	GecuE^8      AAATTTTTCATAAATTTACCCTGAGAAACAT-TTTCAGTACTTATAGATACGGGATACATCTGAAAGTAAGTGGCTTTTGTATGTGATTATATTGTCATTTATTTGTAGAAATATATCCT
	GecuE^9       AAATTTTTCATAAATTTACCCTGAGAAACAT-TTTCAGTACTTATAGATACGGGATACATCYGAAAGTAAGTGGCTTTTGTATGTGATTATATTGTCATTTATTTGTAGAAATATATCCT
	GecuE^10       AAATTTTTCATAAATTTACCCTGAGAAACAT-TTTCAGTACTTATAGATACGGGATACATYYGAAAGTAAGTGGCTTTTGTATGTGATTATATTGTCATTTATTTGTAGAAATATATCCT
	GlicC^15     AAATTTTTCATAAATTTACNCTGAGAAACACATTTCANTACTTATAGATACGGGATACATCTGAAAGTAAGTGGCTTTTGTATGTGATTATATTGTCATTTATTTGTAGAAATATATCCT
	GlicP^17      AAATTTTTCATAAATTTACCCTGAGAAACAYATTTCAGTACTTATAGATACGGGATACATCTGAAAGTAAGTGGCTTTTGTATGTGATTATATTGTCATTTATTTGTAGAAATATATCCT
	GlicE^20      AAATTTTTCATAAATTTACCCTGAGAAACAT-TTTCAGTACTTATAGATACGGGATACATCYGAAAGTAAGTGGCTTTTGTATGTGATTATATTGTCATTTATTTGTAGAAATATATCCT
	GlicE^21      AAATTTTTCATAAATTTACCCTGAGAAACATATTTCAGTACTTATAGATACGGGATACATCYGAAAGTAAGTGGCTTTTGTATGTGATTATATTGTCATTTATTTGTAGAAATATATCCT
	GlicE^22       AAATTTTTCATAAATTTACCCTGAGAAACAYATTTCAGTACTTATAGATACGGGATACATCTGAAAGTAAGTGGCTTTTGTATGTGATTATATTGTCATTTATTTGTAGAAATATATCCT
	GlicE^23       AAATTTTTCATAAATTTACCCTGAGAAACAYATTTCAGTACTTATAGATACGGGATACATCTGAAAGTAAGTGGCTTTTGTATGTGATTATATTGTCATTTATTTGTAGAAATATATCCT
	GlicE^24      AAATTTTTCATAAATTTACCCTGAGAAACATATTTCAGTACTTATAGATACGGGATACATCTGAAAGTAAGTGGCTTTTGTATGTGATTATATTGTCATTTATTTGTAGAAATATATCCT
	GlicE^25      AAATTTTTCATAAATTTACCCTGAGAAACACATTTCAGTACTTATAGATACGGGATACATCTGAAAGTAAGTGGCTTTTGTATGTGATTATATTGTCATTTATTTGTAGAAATATATCCT
	GmorB^27    AAATTTTTCATAAATTTACCCTGAGAAACAY-TTTCAGTACTTATAGATACGGGATACATYYGAAAGTAAGTGGCTTTTGTATGTGATTATATTGTCATTTATTTGTAGAAATATATYCT
	GpasB^28    AAATTTTTCATAAATTTACCCTGAGAAACACATTTCAGTACTTATAGATACGGGATACATCTGAAAGTAAGTGGCTTTTGTATGTGATTATATTGTCATTTATTTGTAGAAATATATCCT


17 120
	GecuC^1     TGGTAAAYCCTAAGGAAACAATCACCATTCAATCATCTGCGACCACAATGGACTTCTTATCATCCGCAGCTCATCAGTAATCGATATGGAAGATTGCAGTATCAAGGTGGCTAATCAAAC
	GecuP^4     TGGTAAAYCCTAAGGAAACAATCACCATTCAATCATCTGCGACCACAATGGACTTCTTATCATCCGCAGCTCATCAGTAATCGATATGGAAGATTGCAGTATCAAGGTGGCTAATCAAAC
	GecuP^5     TGGTAAATCCTAAGGAAACAATCACCATTCAATCATCTGCGACCACAATGGACTTCTTATCATCCGCAGCTCATCAGTAATCGATATGGAAGATTGCAGTATCAAGGTGGCTAATCAAAC
	GecuE^8      TGGTAAACCCTAAGGAAACAATCACCATTCAATCATCTGCGACCACAATGGACTTCTTATCATCCGCAGCTCATCAGTAATCGATATGGAAGATTGCAGTATCAAGGTGGCTAATCAAAC
	GecuE^9       TGGTAAATCCTAAGGAAACAATCACCATTCAATCATCTGCGACCACAATGGACTTCTTATCATCCGCAGCTCATCAGTAATCGATATGGAAGATTGCAGTATCAAGGTGGCTAATCAAAC
	GecuE^10       TGGTAAAYCCTAAGGAAACAATCACCATTCAATCATCTGCGACCACAATGGACTTCTTATCATCCGCAGCTCATCAGTAATCGATATGGAAGATTGCAGTATCAAGGTGGCTAATCAAAC
	GecuE^11      TGGTAAACCCTAAGGAAACAATCACCATTCAATCATCTGCGACCACAATGGACTTCTTATCATCCGCAGCTCATCAGTAATCGATATGGRAGATTGCAGTATCAAGGTGGCTAATCAAAC
	GlicC^15     TGGTAAACCCTAAGGAAACAATCACCATTCAATCATCTGCGACCACAATGGACTTCTTATCATCCGCAGCTCATCAGTAATCGATATGGAAGATTGCAGTATCAAGGTGGCTAATCAAAC
	GlicP^17      TGGTAAACCCTAAGGAAACAATCACCATTCAATCATCTGCGACCAGAATGGACTTCTTATCATCCGCAGCTCATCAGTAATCGATATGGAAGATTGCAGNATCAAGGTGGCTAATCAAAC
	GlicE^20      TGGTAAACCCTAAGGAAACAATCACCATTCAATCATCTGCGACCACAATGGACTTCTTATCATCCGCAGCTCATCAGTAATCGATATGGAAGATTGCAGTATCAAGGTGGCTAATCAAAC
	GlicE^21      TGGTAAACCCTAAGGAAACAATCACCATTCAATCATCTGCGACCACAATGGACTTCTTATCATCCGCAGCTCATCAGTAATCGATATGGAAGATTGCAGTATCAAGGTGGCTAATCAAAC
	GlicE^22       TGGTAAACCCTAAGGAAACAATCACCATTCAATCATCTGCGACCACAATGGACTTCTTATCATCCGCAGCTCATCAGTAATCGATATGGAAGATTGCAGTATCAAGGTGGCTAATCAAAC
	GlicE^23       TGGTAAACCCTAAGGAAACAATCACCATTCAATCATCTGCGACCACAATGGACTTCTTATCATCCGCAGCTCATCAGTAATCGATATGGAAGATTGCAGTATCAAGGTGGCTAATCAAAC
	GlicE^24      TGGTAAAYCCTAAGGAAACAATCACCATTCAATCATCTGCGACCASAATGGACTTCTTATCATCCGCAGCTCATCAGTAATCGATATGGAAGATTGCAGTATCAAGGTGGCTAATCAAAC
	GmorB^27    TGGTAAAYCCTAAGGAAACAATCACCATTCAATCATCTGCGACCACAATGGACTTCTTATCATCCGCAGCTCATCAGTAATCGATATGGRAGATTGCAGTATCAAGGTGGCTAATCAAAC
	GpasB^28    TGGTAAACCCTAAGGAAACAATCACCATTCAATCATCTGCGACCACAATGGACTTCTTATCATCCGCAGCTCATCAGTAATCGATATGGAAGATTGCAGTATCAAGGTGGCTAATCAAAC
	GpasB^29    TGGTAAACCCTAAGGAAACAATCACCATTCAATCATCTGCGACCACAATGGACTTCTTATCATCCGCAGCTCATCAGTAATCGATATGGAAGATTGCAGTATCAAGGTGGCTAATCAAAC


17 120
	GecuC^1     GTCCTCGCGGGTATAGAAAAAGAGCAAGTCCGGTTATTATCGGGGTTACATCTTCTCGTACGGTGAATAAAAACTTACGCATATAAGTATAATAGGTTACATAAGGTGGGCAACTTGCAA
	GecuP^4     GTCCTCGCGGGTATAGAAAAAGAGCAAGTCCGGTTATTATCGGGGTTACATCTTCTCGTACGGTGAATAAAAACTTACGCATATAAGTATAATAGGTTACATAAGGTGGGCAACTTGCAA
	GecuP^5      GTCCTCGCGGGTATAGAAAAAGAGCAAGTCCGGTTATTATCGGGGTTACATCTTCTCGTACGGTGAATAAAAACTTACGCATATAAGTATAATAGGTTACATAAGGTGGGCAACTTGCAA
	GecuE^8      GTCCTCGCGGGTATAGAAAAAGAGCAAGTCCGGTTATTATCGGGGTTACATCTTCTCGTACGGTGAATAAAAACTTACGCATATAAGTATAATAGGTTACATAAGGTGGGCAACTTGCAA
	GecuE^9       GTCCTCGCGGGTATAGAAAAAGAGCAAGTCCGGTTATTATCGGGGTTACATCTTCTCGTACGGTGAATAAAAACTTACGCATATAAGTATAATAGGTTACATAAGGTGGGCAACTTGCAA
	GecuE^10       GTCCTCGCGGGTATAGAAAAAGAGCAAGTCCGGTTATTATCGGGGTTACATCTTCTCGTACGGTGAATAAAAACTTACGCATATAAGTATAATAGGTTACATAAGGTGGGCAACTTGCAA
	GlicC^15     GTCCTCGCGGGTATAGAAAAAGAGCAAGTCCGGTTATTATCGGGGTTACATCTTCTCGTACGGTGAATAAAAACTTACGCATATAAGTATAATAGGTTACATAAGGTGGGCAACTTGCAA
	GlicP^17      GTCCTCGCGGGTATAGAAAAAGAGCAAGTCCGGTTATTATCGGGGTTACATCTTCTCGTACGGTGAATAAAAACTTACGCATATAAGTATAATAGGTTACATAAGGTGGGCAACTTGCAA
	GlicE^20      GTCCTCGCGGGTATAGAAAAAGAGCAAGTCCGGTTATTATCGGGGTTACATCTTCTCGTACGGTGAATAAAAACTTACGCATATAAGTATAATAGGTTACATAAGGTGGGCAACTTGCAA
	GlicE^21      GTCCTCGCGGGTATAGAAAAAGAGCAAGTCCGGTTATTATCGGGGTTACATCTTCTCGTACGGTGAATAAAAWCTTACGCATATAAGTATAATAGGTTACATAAGGTGGGCAACTTGCAA
	GlicE^22       GTCCTCGCGGGTATAGAAAAAGAGCAAGTCCGGTTATTATCGGGGTTACATCTTCTCGTACGGTGAATAAAAACTTACGCATATAAGTATAATAGGTTACATAAGGTGGGCAACTTGCAA
	GlicE^23       GTCCTCGCGGGTATAGAAAAAGAGCAAGTCCGGTTATTATCGGGGTTACATCTTCTCGTACGGTGAATAAAAACTTACGCATATAAGTATAATAGGTTACATAAGGTGGGCAACTTGCAA
	GlicE^24      GTCCTCGCGGGTATAGAAAAAGAGCAAGTCCGGTTATTATCGGGGTTACATCTTCTCGTACGGTGAATAAAAACTTACGCATATAAGTATAATAGGTTACATAAGGTGGGCAACTTGCAA
	GlicE^25      GTCCTCGCGGGTATAGAAAAAGAGCAAGTCCGGTTATTATCGGGGTTACATCTTCTCGTACGGTGAATAAAAACTTACGCATATAAGTATAATAGGTTACATAAGGTGGGCAACTTGCAA
	GmorB^27    GTCCTCGCGGGTATAGAAAAAGAGCAAGTCCGGTTATTATCGGGGTTACATCTTCTCGTACGGTGAATAAAAACTTACGCATATAAGTATAATAGGTTACATAAGGTGGGCAACTTGCAA
	GpasB^28    GTCCTCGCGGGTATAGAAAAAGAGCAAGTCCGGTTATTATCGGGRTTACATCTTCTCGTACGGTGAATAAAAACTTACGCATATAAGTATAATAGGTTACATAAGGTGGGCAACTTGCAA
	GpasB^29    GTCCTCGCGGGTATAGAAAAAGAGCAAGTCCGGTTATTATCGGGATTACATCTTCTCGTACGGTGAATAAAAACTTACGCATATAAGTATAATAGGTTACATAAGGTGGGCAACTTGCAA


22 120
	GecuC^1     GTTTGGCCTAACTCAGGTTATCGNTTCACCCACTAGAATTGGAATAAAT--TCTCTCTCTCTTCTAGATGTTATCATAACCAGCACTGGTGTTANACGATGGGATGTAGTAGATC-TGGG
	GecuC^2     GTTTGGCCTAACTCAGGTTATCGATTCACCCACTAGAATTGGAATAANT--TCTCTCTCTCTTCTAGATGTTATMATAACCAGCACTGGTGTTACACGATGGGATGTAGTAGATC-TGGG
	GecuP^4     GTTTGGCCTAACTCAGGTTATCGATTCACCCACTAGAATTGGAATAAATNNTCTCTCTCTCTTCTAGATGTTATCATAACCAGCACTGGTGTTACACGATGGGATGTAGTAGATC-TGGG
	GecuP^5     GTTTGGCCTAACTCAGGTTATCGATTCACCCACTAGAATTGGAATAAAT--TCTCTCTCTCTTCTAGATGTTATCATAACCAGCACTGGTGTTACACGATGGGATGTAGTAGATC-TGGG
	GecuP^6      GTTTGGCCTAACTCAGGTTATCGATTCACCCACTAGAATTGGAATAAATNNTCTCTCTCTCTTCTAGATGTTATCATAACCAGCACTGGTGTTACACGATGGGATGTAGTAGATC-TGGG
	GecuP^7      GTTTGGCCTAACTCAGGTTATCGATTCACCCACTAGAATTGGAATAAAT--TCTCTCTCTCTTCTAGATGTTATCATAACCAGCACTGGTGTTACACGATGGGATGTAGTAGATC-TGGG
	GecuE^8      GTTTGGCCTAACTCAGGTTATCGATTCACCCACTAGAATTGGAATAAAT--TCTCTCTCTCTTCTAGATGTTATCATAACCAGCACTGGTGTTACACGATGGGATGTAGTAGATC-TGGG
	GecuE^9       GTTTGGCCTAACTCAGNTTATCGATTCACCCACTAGAATTGGAATAAAT--TCTCTCTCTCTTCTAGATGTTATCATAACCAGCACTGGTGTTACACGATGGGATGTAGTAGATC-TGGG
	GecuE^10       GTTTGGCCTAACTCAGGTTATCGATTCACCCACTAGAATTGGAATAAAT--TCTCTCTCTCTTCTAGATGTTATCATAACCAGCACTGGTGTTACACGATGGGATGTAGTAGATC-TGGG
	GecuE^11       GTTTGGCCTAACTCAGGTTATYGATTCACCCACTAGAATTGGAATAAAT--TCTCTCTCTCTTCTAGATGTTATCATAACCAGCACTGGTGTTACACGATGGGATGTAGTAGATC-TGGG
	GecuE^12      GTTTGGCCTAACTCAGGTTATCGATTCACCCACTAGAATTGGAATAAAT--TCTCTCTCTCTTCTAGATGTTATCATAACCAGCACTGGTGTTACACGATGGGATGTAGTAGATC-TGGG
	GlicC^15     GTTTGGCCTAACTCAGGTTATCGATTCACCCACTAGAATTGGAATAAAT--TCTCTCTCTCTTCTAGATGTTATCATAACCAGCACTGGTGTTACACGATGGGATGTAGTAGATCNTGGG
	GlicP^17      GTTTGGCCTAACTCAGGTTATCGATTCACCCACTAGAATTGGAATAAAT--TCTCTCTCTCTTCTAGATGTTATCATAACCAGCACTGGTGTTACACGATGGGATGTAGTAGATC-TGGG
	GlicE^20      GTTTGGCCTAACTCARGTTATCGATTCACCCACTAGAATTGGAATAAAT--TCTCTCTCTCTTCTAGATGTTATCATAACCAGCACTGGTGTTACACGATGGGATGTAGTAGATC-TGGG
	GlicE^21      GTTTGGCCTAACTCAGGTTATCGATTCACCCACTAGAATTGGAATAAAT--TCTCTCTCTCTTCTAGATGTTATCATAACCAGCACTGGTGTTACACGATGGGATGTAGTAGATC-TGGG
	GlicE^22      GTTTGGCCTAACTCAGGTTATCGATTCACCCACTAGAATTGGAATAAAT--TCTCTCTCTCTTCTAGATGTTATCATAACCAGCACTGGTGTTACACGATGGGATGTAGTAGATC-TGGG
	GlicE^23       GTTTGGCCTAACTCAGGTTATCGATTCACCCACTAGAATTGGAATAAATTCTCTCTCTCTCTTCTAGATGTTATCATAACCAGCACTGGTGTTACACGATGGGATGTAGTAGATC-TGGG
	GlicE^24       GTTTGGCCTAACTCAGGTTATCGATTCACCCACTAGAATTGGAATAAATTCTCTCTCTCTCTTCTAGATGTTATCATAANCAGCACTGGTGTTACACGATGGGATGTAGTAGATC-TGGG
	GlicE^25      GTTTGGCCTAACTCAGGTTATCGATTCACCCACTAGAATTGGAATAAAT--TCTCTCTCTCTTCTAGATGTTATCATAACCAGCACTGGTGTTACACGATGGGATGTAGTAGATC-TGGG
	GmorB^27    GTTTGGCCTAACTCAGGTTATCGATTCACCCACTAGAATTGGAATAAAT--TCTCTCTCTCTTCTAGATGTTATCATAACCAGCACTGGTGTTACACGATGGGATGTAGTAGATC-TGGG
	GpasB^28    GTTTGGCCTAACTCAGGTTATYGATTCACCCACTAGAATTGGAATAAAT--TCTCTCTCTCTTCTAGATGTTATCATAACCAGCACTGGTGTTACACGATGGGATGTAGTAGATC-TGGG
	GpasB^29    GTTTGGCCTAACTCAGGTTATCGATTCACCCACTAGAATTGGAATAAAT--TCTCTCTCTCTTCTAGATGTTATCNTAACCAGCACTGGTGTTACACGATGGGATGTAGTAGATC-TGGG


19 120
	GecuC^1     ATTTTTGTTGAATTTTAGTTTCCTATTCTGATGC----AGTGGAAAACTCTACGATTATATTTCCTACGTTCCTAACGTTGCACAGTGGTAATTTGTGCCTGCAGCTTCSAACTTATATG
	GecuP^4     ATTTTTGTTGAATTTTAGTTTCCTATTCTGATGC----AGTGGAAAACTCTACGATTATATTTCCTACGTTCCTAACGTTGCACAGTGGTAATTTGTGCCTGCAGCTTCCAACTTATATG
	GecuP^5     ATTTTTGTTGAATTTTAGTTTCCTATTCTGATGC----AGTGGAAAACTCTACGATTATATTTCCTACGTTCCTAACGTTGCACAGTGGTAATTTGTGCCTGCAGCTTCCAACTTATATG
	GecuP^6      ATTTTTGTTGAATTTTAGTTTCCTATTCTGATGC----AGTGGAAAACTCTACGATTATATTTCCTACGTTCCTAACGTTGCACAGTGGTAATTTGTGCCTGCAGCTTCCAACTTATATG
	GecuE^8      ATTTTTGTTGAATTTTAGTTTCCTATTCTGATGYGGAAAGTGGAAAACTCTACGATTATATTTCCTACGTTCCTAACGTTGCACAGTGGTAATTTGTGCCTGCAGCTTCCAACTTATATG
	GecuE^9       ATTTTTGTTGAATTTTAGTTTCCTATTCTGATGC----AGTGGAAAACTCTACGATTATATTTCCTACGTTCCTAACGTTGCACAGTGGTAWTTTGTGCCTGCAGCTTCCAACTTATATG
	GecuE^10       ATTTTTGTTGAATTTTAGTTTCCTATTCTGATGC----AGTGGAAAACTCTACGATTATATTTCCTACGTTCCTAACGTTGCACAGTGGTAATTTGTGCCTGCAGCTTCCAACTTATATG
	GecuE^11      ATTTTTGTTGAATTTTAGTTTCCTATTCTGATGC----AGTGGAAAACTCTACGATTATATTTCCTACGTTCCTAACGTTGCACAGTGGTAATTTGTGCCTGCAGCTTCCAACTTATATG
	GlicC^15     ATTTTTGTTGAATTTTAGTTTCCTATTCTGATGC----AGTGGAAAACTCTACGATTATATTTCCTACGTTCCTAACGTTGCACAGTGGTAATTTGTGNCTGCAGCTTCCAACTTATATG
	GlicP^17      ATTTTTGTTGAATTTTAGTTTCCTATTCTGATGC----AGTGGAAAACTCTACGATTATATTTCCTACGTTCCTAACGTTGCACAGTGGTAATTTGTGCCTGCAGCTTCCAACTTATATG
	GlicE^20      ATTTTTGTTGAATTTTAGTTTCCTATTCTGATGC----AGTGGAAAACTCTACGATTATATTTCCTACGTTCCTAACGTTGCACAGTGGTAATTTGTGCCTGCAGCTTCCAACTTATATG
	GlicE^21      ATTTTTGTTGAATTTTAGTTTCCTATTCTGATGC----AGTGGAAAACTCTACGATTATATTTCCTACGTTCCTAACGTTGCACAGTGGTAATTTGTGCCTGCAGCTTCCAACTTATATG
	GlicE^22       ATTTTTGTTGAATTTTAGTTTCCTATTCTGATGC----AGTGGAAAACTCTACGATTATATTTCCTACGTTCCTAACGTTGCACAGTGGTAATTTGTGCCTGCAGCTTCCAACTTATATG
	GlicE^23       ATTTTTGTTGAATTTTAGTTTCCTATTCTGATGC----AGTGGAAAACTCTACGATTATATTTCCTACGTTCCTAACGTTGCACAGTGGTAATTTGTGCCTGCAGCTTCCAACTTATATG
	GlicE^24      ATTTTTGTTGAATTTTAGTTTCCTATTCTGATGC----AGTGGAAAACTCTACGATTATATTTCCTACGTTCCTAACGTTGCACAGTGGTAATTTGTGCCTGCAGCTTCCAACTTATATG
	GlicE^25      ATTTTTGTTGAATTTTAGTTTCCTATTCTGATGC----AGTGGAAAACTCTACGATTATATTTCCTACGTTCCTAACGTTGCACAGTGGTAATTTGTGCCTGCAGCTTCCAACTTATATG
	GmorB^27    ATTTTTGTTGAATTTTAGTTTCCTATTCTGATGC----AGTGGAAAA-TCTACGATTATATTTCCTACGTTCCTAACGTTGCACAGTGGTAATTTGTGCCTGCAGCTTCNAACTTATATG
	GpasB^28    ATTTTTGTTGAATTTTAGTTTCCTATTCTGATGC----AGTGGAAAACTCTACGATTATATTTCCTACGTTCCTAACGTTGCACAGTGGTAATTTGTGCCTGCAGCTTCCAACTTATATG
	GpasB^29    ATTTTTGTTGAATTTTAGTTTCCTATTCTGATGC----AGTGGAAAACTCTACGATTATATTTCCTACGTTCCTAACGTTGCACAGTGGTAATTTGTGCCTGCAGCTTCCAACTTATATG


19 120
	GecuC^1     CTAGTTGAAACCTTGGTATCGTAATAAAGATGTAATTGTTTCTACCTGTTGTAAAATCCTTATAATTTATACCTTATGTGTTTTGTCAATAATGTTTCGKTACTCACGGCCGTAANAGAC
	GecuP^4     CTAGTTGAAACCTTGGTATCGTAATAAAGATGTAATTGTTTCTACCTGTTGTAAAATCCTTATAATTTATACCTTATGTGTTTTGTCAATAATGTTTCGKTACTCACGGCCGTAATAGAC
	GecuP^5      CTAGTTGAAACCTTGGTATCGTAATAAAGATGTAATTGTTTCTACCTGTTGTAAAATCCTTATAATTTATACCTTATGTGTTTTGTCAATAATGTTTCGNTACTCACGGCCGTAATAGAC
	GecuE^8      CTAGTTGAAACCTTGGTATCGTAATAAAGATGTAATTGTTTCTACCTGTTGTAAAATCCTTATAATTTATACCTTATGTGTTTTGTCAATAATGTTTCGKTACTCACGGCCGTAATAGAC
	GecuE^9       CTAGTTGAAACCTTGGTATCGTAATAAAGATGTAATTGTTTCTACCTGTTGTAAAATCCTTATAATTTATACCTTATGTGTTTTGTCAATAATGTTTCGGTACTCACGGCCGTAATAGAC
	GecuE^10       CTAGTTGAAACCTTGGTATCGTAATAAAGATGTAATTGTTTCTACCTGTTGTAAAATCCTTATAATTTATACCTTATGTGTTTTGTCAATAATGTTTCGKTACTCACGGCCGTAATAGAC
	GecuE^11      CTAGTTGAAACCTTGGTATCGTAATAAAGATGTAATTGTTTCTACCTGTTGTAAAATCCTTATAATTTATACCTTATGTGTTTTGTCAATAATGTTTCGGTACTCACGGCCGTAATAGAC
	GlicC^15     CTAGTTGAAAYCTTGGTATCGTAATAAAGATGTARTTGTTTCTACCTGTTGTAAAATCCTTATAATTTATACCTTATGTGTTTTGTCAATAATGTTTCGTTACTCACGGCCGTAATAGAC
	GlicP^17      CTAGTTGAAACCTTGGTATCGTAATAAAGATGTAGTTGTTTCTACCTGTTGTAAAATCCTTATAATTTATACCTTATGTGTTTTGTCAATAATGTTTCGTTACTCACGGCCGTAATAGAC
	GlicE^20      CTAGTTGAAAYCTTGGTATCGTAATAAAGATGTAATTGTTTCTACCTGTTGTAAAATCCTTATAATTTATACCTTATGTGTTTTGTCAATAATGTTTCGTTACTCACGGCCGTAATAGAC
	GlicE^21      CTAGTTGAAACCTTGGTATCGTAATAAAGATGTAATTGTTTCTACCTGTTGTAAAATCCTTATAATTTATACCTTATGTGTTTTGTCAATAATGTTTCGTTACTCACGGCCGTAATAGAC
	GlicE^22      CTAGTTGAAAYCTTGGTATCGTAATAAAGATGTAATTGTTTCTACCTGTTGTAAAATCCTTATAATTTATACCTTATGTGTTTTGTCAATAATGTTTCGTTACTCACGGCCGTAATAGAC
	GlicE^23       CTAGTTGAAAYCTTGGTATCGTAATAAAGATGTAATTGTTTCTACCTGTTGTAAAATCCTTATAATTTATACCTTATGTGTTTTGTCAATAATGTTTCGTTACTCACGGCCGTAATAGAC
	GlicE^24       CTAGTTGAAAYCTTGGTATCGTAATAAAGATGTARTTGTTTCTACCTGTTGTAAAATCCTTATAATTTATACCTTATGTGTTTTGTCAATAATGTTTCGTTACTCACGGCCGTAATAGAC
	GlicE^25      CTAGTTGAAAYCTTGGTATCGNAATAAAGATGTAATTGTTTCTACCTGTTGTAAAATCCTTATAATTTATACCTTATGTGTTTTGTCAATAATGTTTCGTTACTCACGGCCGTAATAGAC
	GlicE^26      CTAGTTGAAAYCTTGGTATCGTAATAAAGATGTAATTGTTTCTACCTGTTGTAAAATCCTTATAATTTATACCTTATGTGTTTTGTCAATAATGTTTCGTTACTCACGGCCGTAATAGAC
	GmorB^27    CTAGTTGAAACCTTGGTATCGTAATAAAGATGTAATTGTTTCTACCTGTTGTAAAATCCTTATAATTTATACCTTATGTGTTTTGTCAATAATGTTTCGGTACTCACGGCCGTAATAGAC
	GpasB^28    CTAGTTGAAACCTTGGTATCGTAATAAAGATGTAATTGTTTCTACCTGTTGTAAAATCCTTATAATTTATACCTTATGTGTTTTGTCAATAATGTTTCGTTACTCACGGCCGTAATAGAC
	GpasB^29    CTAGTTGAAACCTTGGTATCGTAATAAAGATGTAATTGTTTCTACCTGTTGTAAAATCCTTATAATTTATACCTTATGTGTTTTGTCAATAATGTTTCGTTACTCACGGCCGTAATAGAC


18 120
	GecuC^1     CAGAATTTCCTAAAAGCTAATGGAATTAGACATAAATTAGGAGNACNCTATCACCCTGCTAYAAATGGGCAGGCTGAGAGGTATGTACAAACGATAAAGAGTAAGTTGAANGCGTTGACA
	GecuC^2     CAGAATTTCCTAAAAGCTAATGGAATTAGACATAAATTAGGAGNACNCTATCACCCTGCTACAAATGGGCAGGCTGAGAGGTATGTACAAACGATAAAGAGTAAGTTGAANGCGTTGACA
	GecuP^4     CAGAATTTCCTAAAAGCTAATGGAATTAGACATAAATTAGGAGCACCCTATCACCCTGCTACAAATGGGCAGGCTGAGAGGTATGTACAAACGATAAAGAGTAAGTTGAAGGCGTTGACA
	GecuP^5     CAGAATTTCCTAAAAGCTAATGGAATTAGACATAAATTAGGAGCACCCTATCACCCTGCTACAAATGGGCAGGCTGAGAGGTATGTACAAACGATAAAGAGTAAGTTGAAGGCGTTGACA
	GecuP^6      CAGAATTTCCTAAAAGCTAATGGAATTAGACATAAATTAGGAGCACCCTATCACCCTGCTACAAATGGGCAGGCTGAGAGGTATGTACAAACGATAAAGAGTAAGTTGAAGGCGTTGACA
	GecuE^8       CAGAATTTCCTAAAAGCTAATGGAATTAGACATAAATTAGGAGCACCCTATCACCCTGCTACAAATGGGCAGGCTGAGAGGTATGTACAAACGATAAAGAGTAAGTTGAAGGCGTTGACA
	GecuE^9       CAGAATTTCCTAAAAGCTAATGGAATTAGACATAAATTAGGAGNACMCTATCACCCTGCTACAAATGGGCAGGCTGAGAGGTATGTACAAACGATAAAGAGTAAGTTGAANGCGTTGACA
	GecuE^10      CAGAATTTCCTAAAAGCTAATGGAATTAGACATAAATTAGGAGCACCCTATCACCCTGCTACAAATGGGCAGGCTGAGAGGTATGTACAAACGATAAAGAGTAAGTTGAAGGCGTTGACA
	GlicC^15     CAGAATTTCCTAAAAGCTAATGGAATTAGACATAAATTAGGAGYACMCTATCACCCTGCTACAAATGGGCAGGCTGAGAGGTATGTACAAACGATAAAGAGTAAGTTGAARGCGTTGACA
	GlicP^17      CAGAATTTCCTAAAAGCTAATGGAATTAGACATAAATTAGGAGCACCCTATCACCCTGCTACAAATGGGCAGGCTGAGAGGTATGTACAAACGATAAAGAGTAAGTTGAAGGCGTTGACA
	GlicE^20      CAGAATTTCCTAAAAGCTAATGGAATTAGACATAAATTAGGAGNACNCTATCACCCTGCTACAAATGGGCAGGCTGAGAGGTATGTACAAACGATAAAGAGTAAGTTGAANGCGTTGACA
	GlicE^21      CAGAATTTYCTAAAAGCTAATGGAATTAGACATAAATTAGGAGCACCCTATCACCCTGCTACAAATGGGCAGGCTGAGAGGTATGTACAAACGATAAAGAGTAAGTTGAAGGCGTTGACA
	GlicE^22       CAGAATTTCCTAAAAGCTAATGGAATTAGACATAAATTAGGAGYACMCTATCACCCTGCTACAAATGGGCAGGCTGAGAGGTATGTACAAACGATAAAGAGTAAGTTGAARGCGTTGACA
	GlicE^23       CAGAATTTCCTAAAAGCTAATGGAATTAGACATAAATTAGGAGCACMNTATCACCCTGCTACAAATGGGCAGGCTGAGAGGTATGTACAAACGATAAAGAGTAAGTTGAAGGCGTTGACA
	GlicE^24      CAGAATTTCCTAAAAGCTAATGGAATTAGACATAAATTAGGAGYACMCTATCACCCTGCTACAAATGGGCAGGCTGAGAGGTATGTACAAACGATAAAGAGTAAGTTGAARGCGTTGACA
	GmorB^27    CAGAATTTCCTAAAAGCTAATGGAATTAGACATAAATTAGGAGCACCCTATCACCCTGCTACAAATGGGCAGGCTGAGAGGTATGTACAAACGATAAAGAGTAAGTTGAAGGCGTTGACA
	GpasB^28    CAGAATTTCCTAAAAGCTAATGGAATTAGACATAAATTAGGAGCACMCTATCACCCTGCTACAAATGGGCAGGCTGAGAGGTATGTACAAACGATAAAGAGTAAGTTGAAGGCGTTGACA
	GpasB^29    CAGAATTTCCTAAAAGCTAATGGAATTAGACATAAATTAGGAGCACCCTATCACCCTGCTACAAATGGGCAGGCTGAGAGGTATGTACAAACGATAAAGAGTAAGTTGAAGGCGTTGACA


20 120
	GecuC^1     CCGAAACTTTTCAACCATGTTAGAGTGATWGGTCTCGAGATGTCGCTTCAGCTTACTTGGGAGCATATACTCGGTCGCTAGAACTTTCAAACAGAGCACACACTGCGG--TCTCTCTTCA
	GecuP^4     CCGAAACTTTTCAACCATGTTAGAGTGATTGGTCTCGAGATGTCGCTTCAGCTTACTTGGGAGCATATACTCGGTCGCTAGAACTTTCAAACAGAGCACACACTGCGG--TCTCTCTTCA
	GecuP^5     CCGAAACTTTTCAACCATGTTAGAGTGATTGGTCTCGAGATGTCGCTTCAGCTTACTTGGGAGCATATACTCGGTCGCTAGAACTTTCAAACAGAGCACACACTGCGG--TCTCTCTTCA
	GecuP^6      CCGAAACTTTTCAACCATGYTAGAGTGATTGGTCTCGAGATGTCGCTTCAGCTTACTTGGGAGCATATACTCGGTCGCTAGAACTTTCAAACAGAGCACACACTGCGG--TCTCTCTTCA
	GecuE^8      CCGAAACTTTTCAACCATGTTAGAGTGATTGGTCTCGAGATGTCGCTTCAGCTTACTTGGGAGCATATACTCGGTCGCTAGAACTTTCAAACAGAGCACACAYTGCGG--TCTCTCTTCA
	GecuE^9       CCGAAACTTTTCAACCATGTTAGAGTGATTGGTCTCGAGATGTCGCTTCAGCTTACTTGGGAGCATATACTCGGTCGCTAGAACTTTCAAACAGAGCACACACTGCGG--TCTCTCTTCA
	GecuE^10       CCGAAACTTTTCAACCATGTTAGAGTGATTGGTCTCGAGATGTCGCTTCAGCTTRCTTGGGAGCATATACTCGGTCGCTAGAACTTTCAAACAGAGCACACWCTGCGG--TCTCTCTTCA
	GecuE^11      CCGNAACTTTTCAACCATGTTAGAGTGATTGGTCTCGAGATGTCGCTTCAGCTTACTTGGGAGCATATACTCGGTCNCTAGAACTTTCAAACAGAGCACACACTGCGG--TCTCTCTTCA
	GlicC^15     CCGAAACTTTTCAACCATGTTAGAGTGATTGGTCTCGAGATGTCGCTTCAGCTTACTTGGGAGCATNTACTCGGTCGCTAGAACTTTCAAACAGAGCACACTCTGCGG--TCTCTCTTCA
	GlicP^17      CCGAAACTTTTCAACCATGTTAGAGTGATTGGTCTCGAGATGTCGCTTCAGCTTACTTGGGAGCATATACTCGGTCGCTAGAACTTTCAAACAGAGCACACTCTGCGG--TCTCTCTTCA
	GlicP^18      CCGAAACTTTTCAACCATGTTAGAGTGATTGGTCTCGAGATGTCGCTTCAGCTTACTTGGGAGCATATACTCGGTCGCTAGAACTTTCAAACAGAGCACACACTGCGG--TCTCTCTTCA
	GlicE^20      CCGAAACTTTTCAACCATGTTAGAGTGATTGGTCTCGAGATGTCGCTTCAGCTTGCTTGGGAGCATATACTCGGTCGCTAGAACTTTCAAACAGAGCACACACTGCGG--TCTCTCTTCA
	GlicE^21      CCGAAACTTTTCAACCATGTTAGAGTRATTGGTCTCGAGATGTCGCTTCAGCTTACTTGGGAGCATATACTCGGTCGCTAGAACTTTCAAACAGAGCACACACTGCGGNNTCTCTCTTCA
	GlicE^22       CCGAAACTTTTCAACCATGTTAGAGTGATTGGTCTCGAGATGTCGCTTCAGCTTACTTGGGAGCATATACTCGGTCGCTAGAACTTTCAAACAGAGCACACACTGCGG--TCTCTCTTCA
	GlicE^23       CCGAAACTTTTCAACCATGTKAGAGTGATTGGTCTCGAGATGTCGCTTCAGCTTACTTGGGAGCATATACTCGGTCGCTAGAACTTTCAAACAGAGCACACACTGCGG--TCTCTCTTCA
	GlicE^24      CCGAAACTTTTCAACCATGTTAGAGTGATTGGTCTCGAGATGTCGCTTCAGCTTACTTGGGAGCATATACTCGGTCGCTAGAACTTTCAAACAGAGCACACWCTGCGG--TCTCTCTTCA
	GlicE^25      CCGAAACTTTTCAACCATGTTAGAGTRATTGGTCTCGAGATGTCGCTTCAGCTTACTTGGGAGCATATACTCGGTCGCTAGAACTTTCAAACAGAGCACACWCTGCGG--TCTCTCTTCA
	GmorB^27    CCGAAACTTTTCAGCCATGTTAGAGTGATTGGTCTCGAGATGTCGCTTCAGCTTACTTGGGAGCATATACTCGGTCGCTAGAACTTTCAAACAGAGCACACACTGCGG--TCTCTCTTCA
	GpasB^28    CCGAAACTTTTCAACCATGTTAGAGTGATTGGTCTCGAGATGTCGCTTCAGCTTACTTGGGAGCATATACTCGGTCGCTAGAACTTTCAAACAGAGCACACACTGCGG--TCTCTCTTCA
	GpasB^29    CCGAAACTTTTCAACCATGTTAGAGTGATTGGTCTCGAGATGTCGCTTCAGCTTACTTGGGAGCATATACTCGGTCGCTAGAACTTTCAAACAGAGCACACACTGCGG--TCTCTCTTCA


17 120
	GecuC^1     GTTCGTACGCAGCGAGCGTCAAAGGAYCACCACTACCAACCCAAACTTTTCAAATTTATATTGTTCCATGAAGCAGAAAAAGGAACTTCGGTTCCATCCATATTCCTCTCCGTTTTCTCC
	GecuP^4     GTTCGTACGCAGCGAGCGTCAAAGGACCACCACTACCAACCCAAACTTTTCAAATTTATATTGTTCCATGAAGCAGAAAAAGGAACTTCGGTTCCATCCATATTCCTCTCCGTTTYCTCC
	GecuE^8      GTTCGTACGCAGCGAGCGTCAAAGGACCACCACTACCAACCCAAACTTTTCAAATTTATATTGTTCCATGAAGCAGAAAAAGGAACTTCGGTTCCATCCATATTCCTCTCCGTTTTCTCC
	GecuE^9       GTTCGTACGCAGCGAGCGTCAAAGGATCACCACTACCAACCCAAACTTTTCAAATTTATATTGTTCCATGAAGCAGAAAAAGGAACTTCGGTTCCATCCATATTCCTCTCCGTTTTCTCC
	GecuE^10       GTTCGTACGCAGCGAGCGTCAAAGGACCACCACTACCAACCCAAACTTTTCAAATTTATATTGTTCCATGAAGCAGAAAAAGGAACTTCGGTTCCATCCATATTCCTCTCCGTTTTCTCC
	GlicC^15     GTTCGTACGCAGCGAGCGTCAAAGGAYCACCACTACCAACCCAAACTTTTCAAATTTATATTGTTCCATGAAGCAGAAAAAGGAACTTCGGTTCCATCCATATTCCTCTCCGTTTTCTCC
	GlicP^17      GTTCGTACGCAGCGAGCGTCAAAGGACCACCACTACCAACCCAAACTTTTCAAATTTATATTGTTCCATGAAGCAGAAAAAGGAACTTCGGTTNNATCCATATTCNTCTCCGTTTTCTCC
	GlicE^20      GTTCGTACGCAGCGAGCGTCAAAGGACCACCACTACCAACCCAAACTTTTCAAATTTATATTGTTCCATGAAGCAGAAAAAGGAACTTCGGTTCCATCCATATTCCTCTCCGTTTTCTCC
	GlicE^21      GTTCGTACGCAGCGAGCGTCAAAGGACCACCACTACCAACCCAAACTTTTCAAATTTATATTGTTCCATGAAGCAGAAAAAGGAACTTCGGTTCCATCCATATTCCTCTCCGTTTTCTCC
	GlicE^22      GTTCGTACGCAGCGAGCGTCAAAGGACCACCACTACCAACCCAAACTTTTCAAATTTATATTGTTCCATGAAGCAGAAAAAGGAACTTCGGTTCCATCCATATTCCTCTCCGTTTTCTCC
	GlicE^23       GTTCGTACGCAGCGAGCGTCAAAGGACCACCACTACCAACCCAAACTTTTCAAATTTATATTGTTCCAYGAAGCAGAAAAAGGAACTTCGGTTCCATCCATATTCCTCTCCGTTTTCTCC
	GlicE^24       GTTCGTACGCAGCGAGCGTCAAAGGACCACCACTACCAACCCAAACTTTTCAAATTTATATTGTTCCATGAAGCAGAAAAAGGAACTTCGGTTCCATCCATATTCCTCTCCGTTTTCTCC
	GlicE^25      GTTCGTACGCAGCGAGCGTCAAAGGACCACYACTACCAACCCAAACTTTTCAAATTTATATTGTTCCATGAAGCAGAAAAAGGAACTTCGGTTCCATCCATATTCCTCTCCGTTTTCTCC
	GlicE^26      GTTCGTACGCAGCGAGCGTCAAAGGACCACCACTACCAACCCAAACTTTTCAAATTTATATTGTTCCATGAAGCAGAAAAAGGAACTTCGGTTCCATCCATATTCCTCTCCGTTTTCTCC
	GmorB^27    GTTCGTACGCAGCGAGCGTCAAAGGACCACCACTACCAACCCAAACTTTTCAAATTTATATTGTTCCATGAAGCAGAAAAAGGAACTTCGGTTCCATCCATATTCCTCTCCGTTTTCTCC
	GpasB^28    GTTCGTACGCAGCGAGCGTCAAAGGACCACCACTACCAACCCAAACTTTTCAAATTTATATTGTTCCATGAAGCAGAAAAAGGAACTTCGGNTNNATNCATATTCCTCTCCGTTTTCTCC
	GpasB^29    GTTCGTACGCAGCGAGCGTCAAAGGACCACCACTACCAACCCAAACTTTTCAAATTTATATTGTTCCATGAAGCAGAAAAAGGAACTTCGGTTYCATCCATATTCNTCTCCGTTTTCTCC


16 120
	GecuC^1     GGCTGGCTCTACTCTAGAAACGACTACAGCANCGCTGAAGCATCCGGAAAGAAGAAACCACGTGGAAAATTATCAATTCTCCCGACCTATTCCTTGTTCTAGGGCACCACGATAAAACAT
	GecuP^4     GGCTGGCTCTACTCTAGAAACGACTMCAGCACCGCTGAAGCATCCGGAAAGAAGAAACCASGTGGAAAATTATCAATTCTCCCGACCTATTCCTTGTTCTAGGGCACCACGATAAAACAT
	GecuP^5      GGCTGGCTCTACTCTAGAAACGACTACAGCACCGCTGAAGCATCCGGAAAGAAGAAACCACGTGGAAAATTATCAATTCTCCCGACCTATTCCTTGTTCTAGGGCACCACGATAAAACAT
	GecuE^8       GGCTGGCTCTACTCTAGAAACGACTMCAGCACCGCTGAAGCATCCGGAAAGAAGAAACCASGTGGAAAATTATCAATTCTCCCGACCTATTCCTTGTTCTAGGGCACCACGATAAAACAT
	GecuE^9       GGCTGGCTCTACTCTAGAAACGACTACAGCACCGCTGAAGCATCCGGAAAGAAGAAACCACGTGGAAAATTATCAATTCTCCCGACCTATTCCTTGTTCTAGGGCACCACGATAAAACAT
	GlicC^15     GGCTGGCTCTACTCTAGAAACGACTACAGCACCGCTGAAGCATCCGGAAAGAAGAAACCACGTGGAAAATTATCAATTCTCCCGNCCTATTCCTTGTTCTAGGGCACCACGATAAAACAT
	GlicP^17      GGCTGGCTCTACTCTAGAAACGACTACAGCACCGCTGAAGCATCCGGAAAGAAGAAACCACGTGGAAAATTATCAATTCTCCCGACCTATTCCTTGTTCTAGGGCACCACGATAAAACAT
	GlicE^20      GGCTGGCTCTACTCTAGAAACGACTACAGCACCGCTGAAGCATCCGGAAAGAAGAAACCACGTGGAAAATTATCAATTCTCCCGACCTATTCCTTGTTCTAGGGCACCACGATAAAACAT
	GlicE^21      GGCTGGCTCTACTCTAGAAACGACTACAGCACCGCTGAAGCATCCGGAAAGAAGAAACCACGTGGAAAATTATCAATTCTCCCGACCTATTCCTTGTTCTAGSGCACCACGATAAAACAT
	GlicE^22       GGCTGGCTCTACTCTAGAAACGACTACAGCACCGCTGAAGCATCCGGAAAGAAGAAACCACGTGGAAAATTATCAATTCTCCCGACCTATTCCTTGTTCTAGGGCACCACGATAAAACAT
	GlicE^23       GGCTGGCTCTACTCTAGAAACGACTACAGCACCGCTGAAGCATCCGGAAAGAAGAAACCACGTGGAAAATTATCAATTCTCCCGACCTATTCCTTGTTCTAGGGCACCACGATAAAACAT
	GlicE^24      GGCTGGCTCTACTCTAGAAACGACTACAGCACCGCTGAAGCATCCGGAAAGAAGAAACCACGTGGAAAATTATCAATTCTCCCGACCTATTCCTTGTTCTAGGGCACCACGATAAAACAT
	GlicE^25      GGCTGGCTCTACTCTAGAAACGACTACAGCACCGCTGAAGCATCCGGAAAGAAGAAACCACGTGGAAAATTATCAATTCTCCCGACCTATTCCTTGTTCTAGGGCACCACGATAAAACAT
	GmorB^27    GGCTGGCTCTACTCTAGAAAYGACTACAGCACCGCTGAAGCATCCGGAAAGAAGAAACCACGTGGAAAATTATCAATTCTCCCGACCTATTCCTTGTTCTAGGGCACCACGATAAAACAT
	GpasB^28    GGCTGGCTCTACTCTAGAAACGACTACAGCACCGCTGAAGCATCCGGAAAGAAGAAACCACGTGGAAAATTATCAATTCTCCCGACCTATTCCTTGTTCTAGGGCACCACGATAAAACAT
	GpasB^29    GGCTGGCTCTACTCTAGAAACGACTMCAGCACCGCTGAAGCATCCGGAAAGAAGAAACCASGTGGAAAATTATCAATTCTCCCGACCTATTCCTTGTTCTAGGGCACCACGATAAAACAT


19 120
	GecuC^1     GGTAAATCCTCTTTATAGGTCCCCGCAACTGGATGTGTTACAGTTCTCCTCGCGGTTATCTAAAATCTTCGGATRTCCACTTCGCGATGCAGTCTCAACTGTTYCCGATATTTTGAATTT
	GecuP^4     GGTAAATCCTCTTTATAGGTCCCCGCAACTGGATGTGTTACAGTTCTCCTCGCGGTTATCTAAAATCTTCGGATGTCCACTTCGCGATGCAGTCTCAACTGTTCCCGATATTTTGAATTT
	GecuP^5      GGTAAATCCTCTTTATAGGTCCCCGCAACTGGATGTGTTACAGTTCTCCTCGCGGTTATCTAAAATCTTCGGATGTCCACTTCGNGATGCAGTCTCAACTGTTYCCGATATTTTGAATTT
	GecuP^6      GRTAAATCCTCTTTATARGTCCCCGCAACTGGATGTGTTACAGTTCTCCTCGCGGTTATCTAAAATCTYCGGATGTCCACTTCGCGATGCAGTCTCAACTGTTCCCGATATTTTGAATTT
	GecuE^8      GGTAAATCCTCTTTATAGGTCCCCGCAACTGGATGTGTTACAGTTCTCCTCGCGGTTATCTAAAATCTTCGGATGTCCACTTCGCGATGCAGTCTCAACTGTTCCCGATATTTTGAATTT
	GecuE^9       GGTAAATCCTCTTTATAGGTCCCCGCAACTGGATGTGTTACAGTTCTCCTCGCGGTTATCTAAAATCTTCGGATGTCCACTTCGCGATGCAGTCTCAACTGTTCCCGATATTTTGAATTT
	GecuE^10      GRTAAATSCTCTTTATARGTCCCCGCAACTGGATGTGTTACAGTTCTCCTCGCGGTTATCTAAAATCTTCGGATGTCCACTTCGCGATGCAGTCTCAACTGTTYCCGATATTTTGAATTT
	GlicC^15     GGTAAATCCTCTTTATAGGTCCCCGCAACTGGATGTGTTACAGTTCTCCTCGCGGTTATCTAAAATCTTCGGATGTCCACTTCGCGATGCAGTCTCAACTGTTYCCGATATTTTGAATTT
	GlicP^17      GGTAAATNCTCTTTATAGGTCCCCGCAACTGGATGTGTTACAGTTCTCCTCGCGGTTATCTAAAATCTTCGGATGTCCACTTNGCGATGCAGTCTCAACTGTTNCCGATATTTTGAATTT
	GlicP^18      GGTAAATCCTCTTTATAGGTCCCCGCAACTGGATGTGTTACAGTTCTCCTCGCGGTTATCTAAAATCTTCGGATGTCCACTTCGCGATGCAGTCTCAACTGTTCCCGATATTTTGAATTT
	GlicE^20      GGTAAATCCTCTTTATAGGTCCCCGCAACTGGATGTGTTACAGTTCTCCTCGCGGTTATCTAAAATCTTCSGATGTCCACTTCGCGATGCAGTCTCAACTGTTCCCGATATTTTGAATTT
	GlicE^21      GGTAAATCCTCTTTATAGGTCCCCGCAACTGGATGTGTTACAGTTCTCCTCGCGGTTATCTAAAATCTTCGGATGTCCACTTCGCGATGCAGTCTCAACTGTTCCCGATATTTTGAATTT
	GlicE^22      GGTAAATCCTCTTTATAGGTCCCCGCAACTGGATGTGTTACAGTTCTCCTTGCGGTTATCTAAAATCTTCGGATGTCCACTTCGCGATGCAGTCTCAACTGTTCCCGATATTTTGAATTT
	GlicE^23       GGTAAATCCTCTTTATAGGTCCCCGCAACTGGATGTGTTACAGTTCTCCTCGCGGTTATCTAAAATCTTCGGATGTCCACTTCGCGATGCAGTCTCAACTGTTCCCGATATTTTGAATTT
	GlicE^24       GGTAAATCCTCTTTATAGGTCCCCGCAACTGGATGTGTTACAGTTCTCCTTGCGGTTATCTAAAATCTTCGGATGTCCACTTCGCGATGCAGTCTCAACTGTTCCCGATATTTTGAATTT
	GlicE^25      GGTAAATCCTCTTTATAGGTCCCCGCAACTGGATGTGTTACAGTTCTCCTCGCGGTTATCTAAAATCTTCGGATGTCCACTTCGCGATGCAGTCTCAASTGTTCCCGATATTTTGAATTT
	GmorB^27    GATAAATCCTCTTTATAAGTCCCCGCAACTGGATGTGTTACAGTTCTCCTCGCGGTTATCTAAAATCTTCGGATGTCCACTTCGCGATGCAGTCTCAACTGTTCCCGATATTTTGAATTT
	GpasB^28    GGTAAATCCTCTTTATAGGTCCCCGCAACTGGATGTGTTACAGTTCTCCTCGCGGTTATCTAAAATCTTCGGATGTCCACTTCGCGATGCAGTCTCAACTGTTCCCGATATTTTGAATTT
	GpasB^29    GGTAAATCCTCTTTATAGGTCCCCGCAACTGGATGTGTTACAGTTCTCCTCGCGGTTATCTAAAATCTTCGGATGTCCACTTCGCGATGCAGTCTCAACTGTTCCCGATATTTTGAATTT


17 120
	GecuC^1     ATCCGTTACTTTTGGGAAGCTCTGTATAATAACTCACTACTTAGCTTTGCTTAGTTATGTTTGTTCTAATAAATTATGGCATAAATACCAATAAAAATCCAAAARNCATACATGCCTTGG
	GecuP^4     ATCCGTTACTTTTGGGAAGCTCTGTATAATAACTCACTACTTAGCTTTGCTTAGTTATGTTTGTTCTAATAAATTATGGCATAAATACCAATAAARATCCAAAAGACATACATGCCTTGG
	GecuP^5      ATCCGTTACTTTTGGGAAGCTCTGTATAATAACTCACTACTTAGCTTTGCTTAGTTATGTTTGTTCTAATAAATTATGGCATAAATACCAATAAAAATCCAAAAAACATACATGCCTTGG
	GecuE^8      ATCCGTTACTTTTGGGAAGCTCTGTATAATAACTCACTACTTAGCTTTGCTTAGTTATGTTTGTTCTAATAAATTATGGCATAAATACCAATAAAAATCCAAAAAACATACATGCCTTGG
	GecuE^9       ATCCGTTACTTTTGGGAAGCTCTGTATAATAACTCACTACTTAGCTTTGCTTAGTTATGTTTGTTCTAATAAATTATGGCATAAATACCAATAAAAATCCAAAAAACATACATGCCTTGG
	GecuE^10      ATCCGTTACTTTTGGGAAGCTCTGTATAATAACTCACTACTTAGCTTTGCTTAGTTATGTTTGTTCTAATAAATTATGGCATAAATACCAATAAAAATCCAAAAAACATACATGCCTTGG
	GlicC^15     ATCCGTTACTTTTGGGAAGCTCTGTATAATAACTCACTACTTAGCTTTGCTTAGTTATGTTTGTTCTAATAAATTATGGCATAAATACCAATAAAAATCCAAAAGACATACATGCCTTGG
	GlicP^17      ATCCGTTACTTTTGGGAAGCTCTGTATAATAACTCACTACTTAGCTTTGCTTAGTTATGTTTGTTCTAATAAATTATGGCATAAATACCAATAAAAATCCAAAA-ACATACATGCCTTGG
	GlicE^20      ATCCGTTACTTTTGGGAAGCTCTGTATAATAACTCACTACTTAGCTTTGCTTAGTTATGTTTGTTCTAATAAATTATGGCATAAATACCAATAAAAATCCAAAAGACATACATGCCTTGG
	GlicE^21      ATCCGTTACTTTTGGGAAGCTCTGTATAATAACTCACTACTTAGCTTTGCTTAGTTATGTTTGTTCTAATAAATTATGGCATAAATACCAATAAAAATCCAAAAGACATACATGCCTTGG
	GlicE^22      ATCCGTTACTTTTGGGAAGCTCTGTATAATAACTCACTACTTAGCTTTGCTTAGTTATGTTTGTTCTAATAAATTATGGCATAARTACCAATAAAAATCCAAAARACATACATGCCTTGG
	GlicE^23       ATCCGTTACTTTTGGGAAGCTCTGTATAATAACTCACTACTTAGCTTTGCTTAGTTATGTTTGTTCTAATAAATTATGGCATAAATACCAATAAAAATCCAAAARACATACATGCCTYGG
	GlicE^24       ATCCGTTACTTTTGGGAAGCTCTGTATAATAACTCACTACTTAGCTTTGCTTAGTTATGTTTGTTCTAATAAATTATGGCATAAATACCAATAAAAATCCAAAAAACATACATGCCTTGG
	GlicE^25      ATCCGTTACTTTTGGGAAGCTCTGTATAATAACTCACTACTTAGCTTTGCTTAGTTATGTTTGTTCTAATAAATTATGGCATAAATACCAATAAAAATCCAAAARACATACATGCCTTGG
	GlicE^26      ATCCGTTACTTTTGGGAAGCTCTGTATAATAACTCACTACTTAGCTTTGMTTAGTTATGTTTGTTCTAATAAATTATGGCATAAATACCAATAAAAATCCAAAARACATACATGCCTTGG
	GmorB^27    ATCCGTTACTTTTGGGAAGCTCTGTATAATAACTCACTACTTAGCTTTGCTTAGTTATGTTTGTTCTAATAAATTATGGCATAAATACCAATAAAAATCCAAAAAACATACATGCCTTGG
	GpasB^28    ATCCGTTACTTTTGGGAAGCTCTGTATAATAACTCACTACTTAGCTTTGCTTAGTTATGTTTGTTCTAATAAATTATGGCATAAATACCAATAAAAATCCAAAAAACATACATGCCTTGG


18 120
	GecuC^1     AGCGACTGCTGTATGTCTAGGTCGACTATGTGTACGATTTTCACTCTTCGCTTAGGTACATGCAGATTGTACGTTCACCCACCATGTAGTTCTAACAGCCGCTTTATAAGGTCCTCTGTA
	GecuP^4     AGCGACTGCTGTATGTCTAGGTCGACTATGTGTACGATTTTCACTCTTCGCTTAGGTACATGCAGATTGTACGTTCACCCACCATGTAGTTCTAACAGCCGCTTTATAAGGTCCTCTGTA
	GecuP^5      AGCGACTGCTGTATGTCTAGGTCGACTATGTGTACGATTTTCACTCTTCGCTTAGGTACATGCAGATTGTACGTTCACCCACCATGTAGTTCTAACAGCCGCTTTATWAGGTCCTCTGTA
	GecuP^6      AGCGACTGCTGTATGTCTAGGTCGACTATGTGTACGATTTTCACTCTTCGCTTAGGTACATGCAGATTGTACGTTCACCCACCATGTAGTNCTAACAGCCGCTTTATAAGGTCCTCTGTA
	GecuE^8      AGCGACTGCTGTATGTCTAGGTCGACTATGTGTACGATTTTCACTCTTCGCTTAGGTACATGCAGATTGTACGTTCACCCACCATGTAGTTCTAACAGCCGCTTTATAAGGTCCTCTGTA
	GecuE^9       AGCGACTGCTGTATGTCTAGGTCGACTATGTGTACGATTTTCACTCTTCGCTTAGGTACATGCAGATTGTACGTTCACCCACCATGTAGTTCTAACAGCCGCTTTATAAGGTCCTCTGTA
	GecuE^10       AGCGACTGCTGTATGTCTAGGTCGACTATGTGTACGATTTTCACTCTTCGCTTAGGTACATGCAGATTGTACGTTCACCCACCATGTAGTTCTAACAGCCGCTTTATAAGGTCCTCTGTA
	GecuE^11      AGCGACTGCTGTATGTCTAGGTCGACTATGTGTACGATTTTCACTCTTCGCTTAGGTACATGCAGATTGTACGTTCACCCACCATGTAGTTCTAACAGCCGCTTTATAAGGTCCTCTGTA
	GlicC^15     AGCGACTGCTGTATGTCTAGGTCGACTATGTGTACGATTTTCACTCTTCGCTTAGGTACATGCAGATTGTACGTTCACCCACCATGTAGTTCTAACAGCCGCTTTATAAGGTCCTCTGTA
	GlicP^17      AGCGACTGCTGTATGTCTANGTCGACTATGTGTACGATTTTCACTCTTCGCTTAGGTACATGCAGATTGTACGTTCACCCACCATGTAGTTCTAACAGCCGCTTTATAAGGTCCTCTGTA
	GlicE^20      AGCGACTGCTGTATGTCTAGGTCGACTATGTGTACGATTTTCACTCTTCGCTTAGGTACATGCAGATTGTACGTTCACCCACCATGTAGTTCTAACAGCCGCTTTATAAGGTCCTCTGTA
	GlicE^21      AGCGACTGCTGTATGTCTAGGTCGACTATGTGYACGATTTTCACTCTTCGCTTAGGTACATGCAGATTGTACGTTCACCCACCATGTAGTTCTAACAGCCGCTTTATAAGGTCCTCTGTA
	GlicE^22      AGCGACTGCTGTATGTCTAGGTCGACTATGTGTACGATTTTCACTCTTCGCTTAGGTACATGCAGATTGTACGTTCACCCACCATGTAGTTCTAACAGCCGCTTTATAAGGTCCTCTGTA
	GlicE^23       AGCGACTGCTGTATGTCTAGGTCGACTATGTGTACGATTTTCACTCTTCGCTTAGGTACATGCAGATTGTACGTTCACCCACCATGTAGTTCTAACAGCCGCTTTATAAGGTCCTCTGTA
	GlicE^24       AGCGACTGCTGTATGTCTAGGTCGACTATGTGTACGATTTTCACTCTTCGCTTAGGTACATGCAGATTGTACGTTCACCCACCATGTAGTTCTAACAGCCGCTTTATAAGGTCCTCTGTA
	GlicE^25      AGCGACTGCTGTATGTCTAGGTCGACTATGTGTACGATTTTCACTCTTCGCTTAGGTACATGCAGATTGTACGTTCACCCACCATGTAGTTCTAACAGCCGCTTTATAAGGTCCTCTGTA
	GmorB^27    AGCGACTGCTGTATGTCTAGGTCGACTATGTGTACGATTTTCACTCTTCGCTTAGGTACATGCAGATTGTACGTTCACCCACCATGTAGTTCTAACAGCCGCTTTATAAGGTCCTCTGTA
	GpasB^28    AGCGACTGCTGTATGTCTAGGTCGACTATGTGTACGATTTTCACTCTTCGCTTAGGTACATGCAGATTGTACGTTCACCCACCATGTAGTTCTAACAGCCGCTTTATAAGGTCCTCTGTA


19 120
	GecuC^1     GAACTTTGTATGCTTTCATCTTTTTTGTTGCGATGCAATTTCCATGTCATGTAGTACTCTGAACAATGTTTTCTAATAACCCTCTTATCGTATCTCCTTTAGACAATACACTAATTGAAA
	GecuP^4     GAACTTTGTATGCTTTCATCTTTTTTGTTGCGATGCAATTTCCATGTCATGTAGTACTCTGAACAATGTTTTCTAATAACCCTCTTATCGTATCTCCTTTAGACGATACACTAATTGAAA
	GecuP^5      GAACTTTGTATGCTTTCATCTTTTTTGTTGCGATGCAATTTCCATGTCATGTAGTACTCTGAACAATGTTTTCTAATAACCCTCTTATCGTATCTCCTTTAGACGATACACTAATTGAAA
	GecuP^6      GAWCTTTGTATGCTTTCATCTTTTTTGTTGCGATGCAATTTCCATGTCATGTAGTACTCTGAACAATGTTTTCTAATAACCCTCTTATCGTATCTCCTTTAGACGATACACTAATTGAAA
	GecuE^8       GAWCTTTGTATGCTTTCATCTTTTTTGTTGCGATGCAATTTCCATGTCATGTARTACTCTGAACAATGTTTTCTAATAACCCTCTTATCGTATCTCCTTTAGACGATACACTAATTGAAA
	GecuE^9       GATCTTTGTATGCTTTCATCTTTTTTGTTGCGATGCAATTTCCATGTCATGTAGTACTCTGAACAATGTTTTCTAATAACCCTCTTATCGTATCTCCTTTAGACGATACACTAATTGAAA
	GecuE^10      GAACTTTGTATGCTTTCATCTTTTTTGTTGCGATGCAATTTCCATGTCATGTAGTACTCTGAACAATGTTTTCTAATAACCCTCTTATCGTATCTCCTTTAGACGATACACTAATTGAAA
	GlicC^15     GAACTTTGTATGCTTTCATCTTTTTTGTTGCGATGCAATTTCCATGTCATGTAGTACTCTGAACAATGTTTTCTAATAACCCTCTTATCGTATCTCCTTTAGACGATACACTAATTGAAA
	GlicP^17      GAACTTTGTATGCTTTCATCTTTTTTGTTGCGATGCAATTTCCATGTCATGTAGTACTCTGAACAATGTTTTCTAATAACCCTCTTATCGTATCTCCTTTAGACGATACACTAATTGAAA
	GlicP^18      GAACTTTGTATGCTTTCATCTTTTTTGTTGCGATGCAATTTCCATGTCATGTAGTACTCTGAACAATGTTTTCTAATAACCCTCTTATCGTATCTCCTTTAGACGATACACTAATTGAAA
	GlicE^20      GAACTTTGTATGCTTTCATCTTTTTTGTTGCGATGCAATTTCCATGTCATGTAGTACTCTGAACAATGTTTTCTAATAACCCTCTTATCGTATCTCCTTTAGACGATACACTAATTGAAA
	GlicE^21      GAACTTTGTATGCTTTCATCTTTTTTGTTGCGATGCAATTTCCATGTCATGTAGTACTCTGAACAATGTTTTCTAATAACCCTCTTATCGTATCTCCTTTAGACGATACACTAATTGAAA
	GlicE^22      GAACTTTGTATGCTTTCATCTTTTTTGTTGCGATGCAATTTCCATGTCATGTAGTACTCTGAACAATGTTTTCTAATAACCCTCTTATCGTATCTCCTTTAGACGATACACTAATTGAAA
	GlicE^23       GAACTTTGTATGCTTTCATCTTTTTTGTTGCGATGCAATTTCCATGTCATGTAGTACTCTGAACAATGTTTTCTAATAACCCTCTTATCGTATCTCCTTTAGACGATACACTAATTGAAA
	GlicE^24      GAACTTTGTATGCTTTCATCTTTTTTGTTGCGATGCAATTTCCATGTCATGTAGTACTCTGAACAATGTTTTCTAATAACCCTCTTATCGTATCTCCTTTAGACGATACACTAATTGAAA
	GlicE^25      GAACTTTGTATGCTTTCATCTTTTTTGTTGCGATGCAATTTCCATGTCATGTAGTAYTCTGAACAATGTTTTCTAATAACCCTCTTATCGTATCTCCTTTAGACGATACACTAATTGAAA
	GmorB^27    GAACTTTGTATGCTTTCATCTTTTTTGTTGCGATGCAATTTCCATGTCATGTAATACTCTGAACAATGTTTTCTAATAACCCTCTTATCGTATCTCCTTTAGACGATACACTAATTGAAA
	GpasB^28    GAACTTTGTATGCTTTCATCTTTTTTGTTGCGATGCAATTTCCATGTCATGTAGTACTCTGAACAATGTTTTCTAATAACCCTCTTATCGTATCTCCTTTAGACGATACACTAATTGAAA
	GpasB^29    GAWCTTTGTATGCTTTCATCTTTTTTGTTGCGATGCAATTTCCATGTCATGTAGTACTCTGAACAATGTTTTCTAATAACCCTCTTATCGTATCTCCTTTAGACGATACACTAATTGAAA


21 120
	GecuC^1     ATTAGAATGCACCGTAATGCTTTGGAATGTGACTTTGTCTCGCANAATCTGCACCATTGGATCGATTTGGTATTTGGTTATAAGCAGCAAGGGCAGCCTGCGATAGAGTCAGTCAATGTG
	GecuP^4     ATTAGAATGCACCGTAATGCTTTGGAATGTGACTTTGTCTCGCAAAATCTGCACCATTGGATCGATTTGGTATTTGGTTATAAGCAGCAAGGRCAGCCTGCGATAGAGTCAGTCAATGTG
	GecuP^5      ATTAGAATGCACCGTAATGCTTTGGAATGTGACTTTGTCTCGCAAAATCTGCACCATTGGATYGATTTGGTATTTGGTTATAAGCAGCARGGRCAGCCTGCGATAGAGTCAGTCAATGTG
	GecuP^6      ATTAGAATGCACCGTAATGCTTTGGAATGTGACTTTGTCTCGCAAAATCTGCACCATTGGATTGATTTGGTATTTGGTTATAAGCAGCAAGGACAGCCTGCGATAGAGTCAGTCAATGTG
	GecuE^8      ATTAGAATGCACCGTAATGCTTTGGAATGTGACTTTGTCTCGCAAAATCTGCACCATTGGATYGATTTGGTATTTGGTTATAAGCAGCAAGGACAGCCTGCGATAGAGTCAGTCAATGTG
	GecuE^9       ATTAGAATGCACCGTAATGCTTTGGAATGTGACTTTGTCTCGCAAAATCTGCACCATTGGATCGATTTGGTATTTGGTTATAAGCAGCAAGGRCAGCCTGCGATAGAGTCAGTCAATGTG
	GecuE^10       ATTAGAATGCACCGTAATGCTTTGGAATGTGACTTTGTCTCGCAAAATCTGCACCATTGGATYGATTTGGTATTTGGTTATAAGCAGCAAGGACAGCCTGCGATAGAGTCAGTCAATGTG
	GecuE^11      ATTAGAATGCACCGTAATGCTTTGGAATGTGACTTTGTCTCGCAAAATCTGCACCATTGGATYGATTTGGTATTTGGTTATAAGCAGCAAGGACAGCCTGCGATAGAGTCAGTCAATGTG
	GlicC^15     ATTAGAATGCACCGTAATGCTTTGGAATGTGACTTTGTCTCGCAAAATCTGCACCATTGGATYGATTTGGTATTTGGTTATAAGCAGCAAGGRCAGCCTGCGATAGAGTCAGTCAATGTG
	GlicP^17      ATTAGAATGCACCGTAATGCTTTGGAATGTGACTTTGTCTCGCAAAATCTGCACCATTGGATYGATTTGGTATTTGGTTATAAGCAGCAAGGRCAGCCTGCGATAGAGTCAGTCAATGTG
	GlicP^18      ATTAGAATGCACCGTAATGCTTTGGAATGTGACTTTGTCTCGCAAAATCTGCACCATTGGATCGATTTGGTATTTGGTTATAAGCAGCAAGGRCAGCCTGCGATAGAGTCAGTCAATGTG
	GlicE^20      ATTAGAATGCACCGTAATGCTTTGGAATGTGACTTTGTCTCGCAAAATCTGCACCATTGGATCGATTTGGTATTTGGTTATAAGCAGCAAGGGCAGCCTGCGATAGAGTCAGTCAATGTG
	GlicE^21      ATTAGAATGCACCGTAATGCTTTGGAATGTGACTTTGTCTCGCAAAATCTGCACCATTGGATCGATTTGGTATTTGGTTATAAGCAGCAAGGACAGCCTGCGATAGAGTCAGTCAATGTG
	GlicE^22      ATTAGAATGCACCGTAATGCTTTGGAATGTGACTTTGTCTCGCAAAATCTGCACCATTGGATTGATTTGGTATTTGGTTATAAGCAGCAAGGACAGCCTGCGATAGAGTCAGTCAATGTG
	GlicE^23       ATTAGAATGCACCGTAATGCTTTGGAATGTGACTTTGTCTCRCAAAATCTGCACCATTGGATCGATTTGGTATTTGGTTATAAGCAGCAAGGGCAGCCTGCGATAGAGTCAGTCAATGTG
	GlicE^24       ATTAGAATGCACCGTAATGCTTTGGAATGTGACTTTGTCTCGCAAAATCTGCACCATTGGATYGATTTGGTATTTGGTTATAAGCAGCAAGGRCAGCCTGCGATAGAGTCAGTCAATGTG
	GlicE^25      ATTAGAATGCACCGTAATGCTTTGGAATGTGACTTTGTCTCGCAAAATCTGCACCATTGGATCGATTTGGTATTTGGTTATAAGCAGCAAGGRCAGCCTGCGATAGAGTCAGTCAATGTG
	GlicE^26      ATTAGAATGCACCGTAATGCTTTGGAATGTGACTTTGTCTCGCAAAATCTGCACCATTGGATCGATTTGGTATTTGGTTATAAGCAGCAAGGRCAGCCTGCGATAGAGTCAGTCAATGTG
	GmorB^27    ATTAGAATGCACCGTAATGCTTTGGAATGTGACTTTGTCTCGCAAAATCTGCACCATTGGATCGATTTGGTATTTGGTTATAAGCAGCAAGGGCAGCCTGCGATAGAGTCAGTCAATGTG
	GpasB^28    ATTAGAATGCACCGTAATGCTTTGGAATGTGACTTTGTCTCGCAAAATCTGCACCATTGGATCGATTTGGTATTTGGTTATAAGCAGCAAGGRCAGCCTGCGATAGAGTCAGTCAATGTG
	GpasB^29    ATTAGAATGCACCGTAATGCTTTGGAATGTGACTTTGTCTCGCAAAATCTGCACCATTGGATCGATTTGGTATTTGGTTATAAGCAGCAAGGRCAGCCTGCGATAGAGTCAGTCAATGTG


17 120
	GecuC^1     TGCCAAAAATTCAAAACTAAATATATGTACCGTAAAATGGGATGAAATTGATTCTGTGNGATGACTTTGATATCCAGTCGGACTTTATATATTTATTGAAAATMATGTTTCAGTTTCGTT
	GecuP^4     TGCCAAAAATTCAAAACTAAATATATGTACCGTAAAATGGGATGAAATTGATTCTGTGGGATGACTTTGATATCCAGTCGGACTTTATATATTTATTGAAAATCATGTTTCAGTTTCGTT
	GecuP^5      TGCCAAAAATTCAAAACTAAATATATGTACCGTAAAATGGGATGAAATTGATTCTGTGGGATGACTTTGATATCCAGTCGGACTTTATATATTTATTGAAAATCATGTTTCAGTTTCGTT
	GecuE^8      TGCCAAAAATTCAAAACTAAATATATGTACCGTAAAACGGGATGAAATTGATTCTGTGGGATGACTTTGATATCCAGTCGGACTTTATATATTTATTGAAAATCATGTTTCAGTTTCGTT
	GecuE^9       TGCCAAAAATTCAAAACTAAATATATGTACCGTAAAATGGGATGAAATTGATTCTGTGGGATGACTTTGATATCCAGTCGGACTTTATATATTTATTGAAAATCATGTTTCAGTTTCGTT
	GlicC^15     TGCCAAAAATTCAAAACTAAATATATGTACCGTAAAATGGGATGAAATTGATTCTGTGGGATGACTTTGATATCCAGTCGGACTTTATATATTTATTGAAAATCATGTTTCAGTTTCGTT
	GlicC^16     TGCCAAAAATTCAAAACTAAATATTTGNACCGTAAAATGGGATGAAATTGATTCTGTGGGATGACTTTGATATCCAGTCGGACTTTATATATTTATTGAAAATCATGTTTCAGTTTCGTT
	GlicP^17      TGCCAAAAATTCAAAACTAAATATTTGTACCGTAAAATGGGATGAAATTGATTCTGTGGGATGACTTTGATATCCAGTCGGACTTTATATATTTATTGAAAATCATGTTTCAGCTTCGTT
	GlicE^20      TGCCAAAAATTCAAAACTAAATATATGTACCGTAAAATGGGATGAAATTGATTCTGTGGGATGACTTTGATATCCAGTCGGACTTTATATATTTATTGAAAATCATGTTTCAGTTTCGTT
	GlicE^21      TGCCAAAAATTCAAAACTAAATATATGTACCGTAAAATGGGATGAAATTGATTCTGTGGGATGACTTTGATATCCAGTCGGACTTTATATATTTATTGAAAATCATGTTTCAGTTTCGTT
	GlicE^22      TGCCAAAAATTCAAAACTAAATATATGTACCATAAAATGGGATGAAATTGATTCTGTGGGATGACTTTGATATCCAGTCGGACTTTATATATTTATTGAAAATCATGTTTCAGTTTCGTT
	GlicE^23       TGCCAAAAATTCAAAACTAAATATATGTACCGTAAAATGGGATGAAATTGATTCTGTGGGATGACTTTGATATCCAGTCGGACTTTATATATTTATTGGAAATCATGTTTCAGTTTCGTT
	GlicE^24       TGCCAAAAATTCAAAACTAAATATATGTACCGTAAAATGGGATGAAATTGATTCTGTGGGATGACTTTGATATCCAGTCGGACTTTATATATTTATTGAAAATCATGTTTCAGTTTCGTT
	GlicE^25      TGCCAAAAATTCAAAACTAAATATATGTACCGTAAAATGGGATGAAATTGATTCTGTGGGATGACTTTGATATCCAGTCGGACTTTATATATTTATTGAAAATCATGTTTCAGTTTCGTT
	GlicE^26      TGCCAAAAATTCAAAACTAAATATTTGTACCGTAAAATGGGATGAAATTGATTCTGTGGRATGACTTTGATATCCAGTCGGACTTTATATATTTATTGAAAATCATSTTTCAGTTTCGTT
	GmorB^27    TGCCAAAAATTCAAAACTAAATATATGTACCGTAAAATGGGATGAAATTGATTCTGTGGGATGACTTTGATATCCAGTCGGACTTTATATATTTATTGAAAATCATGTTTCAGTTTCGTT
	GpasB^28    TGCCAAAAATTCAAAACTAAATATATGTACCGTAAAATGGGATGAAATTGATTCTGTGGGATGACTTTGATATCCAGTCGGACTTTATATATTTATTGAAAATCATGTTTCAGTTTCGTT


19 120
	GecuC^1     TTACAACCACAAAAAATATGGCAGCTTTTAGCAATGAAACCAGCCCSCTATTACGTATGACCTCAAACGAAACCGCCGCAAAGCTGATTATCCCCTTTATCTTCGGAACTTCTTTATTGC
	GecuP^4     TTACAACCACAAAAAATATGGCAGCTTTTAGCAATGAAACCAGCCCGCTATTACGTATGACCTCAAACGAAACCGCCGCAAAGCTGATTATCCCCTTTATCTTCGGAACTTCTTTATTGC
	GecuP^5      TTACAACCACAAAAAATATGGCAGCTTTTAGCAATGAAACCAGCCCGCTATTACGTATGACCTCAAACGAAACCGCCGCAAAGCTGATTATCCCCTTTATCTTCGGAACTTCTTTATTGC
	GecuP^6      TTACAACCACAAAAAATATGGCAGCTTTTAGCAATGAAACCAGCCCGCTATTTCGTATGACCTCAAACGAAACCGCCGCAAAGCTGNTTATCCCCTTTATCTTCGGAACTTCTTTATTGC
	GecuE^8      TTACAACCACAAAAAATATGGCAGCTTTTAGCAATGAAACCAGCCCGCTATTACGTATGACCTCAAACGAAACCGCCGCAAAGCTGATTATCCCCTTTATCTTCGGAACTTCTTTATTGC
	GecuE^9       TTACAACCACAAAAAATATGGCAGCTTTTAGCAATGAAACCAGCCCGCTATTACGTATGACCTCAAACGAAACCGCCGCAAAGCTGATTATCCCCTTTATCTTCGGAACTTCTTTATTGC
	GecuE^10       TTACAACCACAAAAAATATGGCAGCTTTTAGCAATGAAACCAGCCCGCTATTACGTATGACCTCAAACGAAACCGCCGCAAAGCTGATTATCCCCTTTATCTTCGGAACTTCTTTATTGC
	GecuE^11      TTACAACCACAAAAAATATGGCAGCTTTTAGCAATSAAACCAGCCCGCTATTACGTAYGACCTCAAACGAAACCGCCGCAAAGCTGATTATCCCCTTTATCTTCGGAACTTCTTTATTGC
	GlicC^15     TTACAACCACAAAAAATATGGCAGCTTTTAGCAATGAAACCAGCCCGCTATTACGTATGACCTCAAACGAAACCGCCGCAAAGCTGATTATCCCCTTTATCTTCGGAACTTCTTTATTGC
	GlicP^17      TTACAACCACAAAAAATATGGCAGCTTTTAGCAAT-AAACCAGCCCGCTATTACGTANGACCTCAAACGAAACCGCCGCAAAGCTGATTA-CCCCTTTATCTTCGGAACTTCTTTATTGC
	GlicE^20      TTACAACCACAAAAAATATGGCAGCTTTTAGCAATSAAACCAGCCCGCTATTACGTAYGACCTCAAACGAAACCGCCGCAAAGCTGATTATCCCCTTTATCTTCGGAACTTCTTTATTGC
	GlicE^21      TTACAACCACAAAAAATATGGCAGCTTTTAGCAATSAAACCAGCCCGCTATTACGTAYGACCTCAAACGAAACCGCCGCAAAGCTGATTATCCCCTTTATCTTCGGAACTTCTTTATTGC
	GlicE^22       TTACAACCACAAAAAATATGGCAGCTTTTAGCAATSAAACCAGCCCGCTATTACGTAYGACCTCAAACGAAACCGCCGCAAAGCTGATTATCCCCTTTATCTTCGGAACTTCTTTATTGC
	GlicE^23       TTACAACCACAAAAAATATGGCAGCTTTTAGCAATGAAACCAGCCCGCTATTACGTATGACCTCAAACGAAACCGCCGCAAAGCTGATTATCCCCTTTATCTTCGGAACTTCTTTATTGC
	GlicE^24      TTACAACCACAAAAAATATGGCAGCTTTTAGCAATGAAACCAGCCCGCTATTACGTATGACCTCAAACGAAACCGCCGCAAAGCTGATTATCCCCTTTATCTTCGGAACTTCTTTATTGC
	GlicE^25      TTACAACCACAAAAAATATGGCAGCTTTTAGCAATGAAACCAGCCCGCTATTACGTATGACCTCAAACGAAACCGCCGCAAAGCTGATTATCCCCTTTATCTTCGGAACTTCTTTATTGC
	GmorB^27    TTACAACCACAAAAAATATGGCAGCTTTTAGCAATGAAACCAGCCCGCTATTACGTATGACCTCAAACGAAACCGCCGCAAAGCTGATTATCCCCTTTATCTTCGGAACTTCTTTATTGC
	GpasB^28    TTACAACCACAAAAAATATGGCAGCTTTTAGCAATGAAACCAGCCCGCTATTACGTATGACCTCAAACGAAACCGCCGCAAAGCTGATTATCCCCTTTATCTTCGGAACTTCTTTATTGC
	GpasB^29    TTACAACCACAAAAAATATGGCAGCTTTTAGCAATGAAACCAGCCCGCTATTACGTATGACCTCAAACGAAACCGCCGCAAAGCTGATTATCCCCTTTATCTTCGGAACTTCTTTATTGC


19 120
	GecuC^1     ANAGAAAAAAGAACCGTCTGTTTATAGTCTTCCTCTTCAGACCA-ATTTTTTGTATCATCCGAGCGACATAAAGTAATTTCGAAGGCGGAGTTYCTCGACGTATTTCTAGGATTTCATAT
	GecuP^4     AGAGAAAAAAGAACCGTCTGTTTATAGTCTTCCTCTTCAGACCA-ATTTTTTGTATCATCCGAGCGACATAAAGTAATTTCGAAGGCGGAGTTYCTCGACGTATTTCTAGGATTTCATAT
	GecuP^5      AGAGAAAAAAGAACCGTCTGTTTATAGTCTTCNTCTTCAGACCA-ATTTTTTGTATCATCCGAGCGACATAAAGTAATTTCGAAGGCGGAGTTYCTCGACGTATTTCTAGGATTTCATAT
	GecuP^6      AGAGAAAAAAGAACCGTCTGTTTATAGTCTTCCTCTTCAGACCATWTTTTTTGTATCATCCGAGCGACATAAAGTAATTTCGAAGGCGGAGTTCCTCGACGTATTTCTAGGATTTCATAT
	GecuE^8      AGAGAAAAAAGRACCGTCTGTTTATAGTCTTCCTCTTCAGACCA-ATTTTTTGTATCATCCGAGCGACATAAAGTAATTTCGAAGGCGGAGTTYCTCGACGTATTTCTAGGATTTCATAT
	GecuE^9       AGAGAAAAAAGAACCGTCTGTTTATAGTCTTCCTCTTCAGACCA-ATTTTTTGTATCATCCGAGCGACATAAAGTAATTTCGAAGGCGGAGTTCCTCGACGTATTTCTAGGATTTCATAT
	GecuE^10       AGAGAAAAAAGRACCGTCTGTTTATAGTCTTCCTCTTCAGACCA-ATTTTTTGTATCATCCGAGCGACATAAAGTAATTTCGAAGGCGGAGTTCCTCGACGTATTTCTAGGATTTCATAT
	GecuE^11      AGAGAAAAAAGAACCGTCTGTTTATAGTCTTCCTCTTCAGACCAATTTTTTTGTATCATCCGAGCGACATAAAGTAATTTCGAAGGCGGAGTTTCTCGACGTATTTCTAGGATTTCATAT
	GlicC^15     AGAGAAAAAAGGACCGTCTGTTTATAGTCTTCCTCTTCAGACCA-ATTTTTTGTATCATCCGAGCGACATAAAGTAATTTCGAAGGCGGAGTTTCTCGACGTATTTCTAGGATTTCATAT
	GlicP^17      AGA-AAAAAAGGACCGTCTGTTTATAGTCTTCCTCTTCAGACCA-ATTTTTTGTATCATCCGAGCGACATAAAGTAATTTCGAAGGCGGAGTTTCTCGACGTATTTCTAGGATTTCATAT
	GlicE^20      AGAGAAAAAAGGACCGTCTGTTTATAGTCTTCCTCTTCAGACCA-ATTTTTTGTATCATCCGAGCGACATAAAGTAATTTCGAAGGCGGAGTTTCTCGACGTATTTCTAGGATTTCATAT
	GlicE^21      AGAGAAAAAAGGACCGTCTGTTTATAGTCTTCCTCTTCAGACCA-ATTTTTTGTATCATCCGAGCGACATAAAGTAATTTCGAAGGCGGAGTTTCTCGACGTATTTCTAGGATTTCATAT
	GlicE^22       AGAGAAAAAAGRACCGTCTGTTTATAGTCTTCCTCTTCAGACCA-ATTTTTTGTATCATCCGAGCGACATAAAGTAATTTCGAAGGCGGAGTTTCTCGACGTATTTCTAGGATTTCATAT
	GlicE^23       AGAGAAAAAAGGACCGTCTGTTTATAGTCTTCCTCTTCAGACCA-ATTTTTTGTATCATCCGAGCGACATAAAGTAATTTCGAAGGCGGAGTTTCTCGACGTATTTCTAGGATTTCATAT
	GlicE^24      AGAGAAAAAAGGACCGTCTGTTTATAGTCTTCCTCTTCAGACCA-ATTTTTTGTATCATCCGAGCGACATAAAGTAATTTCGAAGGCGGAGTTTCTCGACGTATTTCTAGGATTTCATAT
	GlicE^25      AGAGAAAAAAGGACCGTCTGTTTATAGTCTTCCTCTTCAGACCA-ATTTTTTGTATCATCCGAGCGACATAAAGTAATTTCGAAGGCGGAGTTTCTCGACGTATTTCTAGGATTTCATAT
	GmorB^27    AGAGAAAAAAGGACCGTCTGTTTATAGTCTTCCTCTTCAGACCA-ATTTTTTGTATCATCCGAGCGACATAAAGTAATTTCGAAGGCGGAGTTTCTCGACGTATTTCTAGGATTTCATAT
	GpasB^28    AGAGAAAAAAGAACCGTCTGTTTATAGTCTTCCTCTTCAGACCA-ATTTTTTGTATCATCCGAGCGACATAAAGTAATTTCGAAGGCGGAGTTYCTCGACGTATTTCTAGGATTTCATAT
	GpasB^29    AGAGAAAAAAGAACCGTCTGTTTATAGTCTTCCTCTTCAGACCA-ATTTTTTGTATCATCCGAGCGACATAAAGTAATTTCGAAGGCGGAGTTYCTCGACGTATTTCTAGGATTTCATAT


19 120
	GecuC^1     TATTTGAATTGGTGCAAACTTTCACATAAATTATTGAATTTTTATAAATGTGAATGTAAAAAGGATCTAATAGCAAAGGCTATTTTTACATACGTACCCATATCATGGAAACGTAAAGTG
	GecuP^4     TATTTGAATTGGTGCAAACTTTCACATAAATTATTGAGTTTTTATAAATGTGAATGTAAAAAGGATCTAATAGCAAAGGCTATTTTTACATACGTACCCATATCATGGAAACGTAAAGTG
	GecuP^5      TATTTGAATTGGTGCAAACTTTCACATAAATTATTGAGTTTTTATAAATGTGAATGTAAAAAGGATCTAATAGCAAAGGCTATTTTTACATACGTACCCATATCATGGAAACGTAAAGTG
	GecuP^6      TATTTGAATTGGTGCAAACTTTCACATAAATTATTGAGTTTTTATAAATGTGAATGTAAAAAGGATCTAATAGCAAAGGCTATTTTTACATACGTACCCATATCATGGAAACGTAAAGTG
	GecuE^8       TATTTGAATTGGTGCAAACTTTCACATAAATTATTGAGTTTTTATAAATGTGAATGTAAAAAGGATCTAATAGCAAAGGCTATTTTTACATACGTACCCATATCATGGAAACGTAAAGTG
	GecuE^9       TATTTGAATTGGTGCAAACTTTCACATAAATTATTGAGTTTTTATAAATGTGAATGTAAAAAGGATCTAATAGCAAAGGCTATTTTTACATACGTACCCATATCATGGAAACGTAAAGTG
	GecuE^10      TATTTGAATTGGTGCAAACTTTCACATAAATTATTGAGTTTTTATAAATGTGAATGTAAAAAGGATCTAATAGCAAAGGCTATTTTTACATACGTACCCATATCATGGAAACGTAAAGTG
	GlicC^15     TATTTGAATTGGTGCAAACTTTCACATAAATTATTGAGTTTTTATAAATGTGAATGTAAAAARGATCTAATAGCAAAGGCTATTTTTACATACGTACCCATATCATGGAAACGTAAAGTG
	GlicC^16     TATTTGAATCGGTGCAAACTTTCACATAAATTATTGAGTTTTTATAAATGTGAATGTAAAAAGGATCTAATAGCAAAGGCTATTTTTACATACGTACCCACATCATGGAAACGTAAAGNG
	GlicP^17      TATTTGAATTGGTGCAAACTTTCACATAAATTATTGAGTTTTTATAAATGTGAATGTAAAAAGGATCTAATAGCAAAGGCTATTTTTACATACGTACCCATATCATGGAAACGTAAAGTG
	GlicP^18      TATTTGAATTGGTGCAAACTTTCACATAAATTATTGAGTTTTTATAAATGTGAATGTAAAAARGATCTAATAGCAAAGGCTATTTTTACATACGTACCCATATCATGGAAACGTAAAGTG
	GlicE^20      TATTTGAATTGGTGCAAACTTTCACATAAATTATTGAGTTTTTATAAATGTGAATGTAAAAAGGATCTAATAGCAAAGGCTATTTTTACATACGTACCCATATCATGGAAACGTAAAGTG
	GlicE^21      TATTTGAATTGGTGCAAACTTTCACATAAATTATTGAGTTTTTATAAATGTGAATGTAAAAARGATCTAATAGCAAAGGCTATTTTTACATACGTACCCATATCATGKAAACGTAAAGTG
	GlicE^22      TATTTGAATTGGTGCAAACTTTCACATAAATTATTGAGTTTTTATAAATGTGAATGTAAAAAGGATCTAATAGCAAAGGCTATTTTTACATACGTACCCATATCATGKAAACGTAAAGTG
	GlicE^23       TATTTGAATTGGTGCAAACTTTCACATAAATTATTGAGTTTTTATAAATGTGAATGTAAAAAGGATCTAATAGCAAAGGCTATTTTTACATACGTACCCATATCATGGAAACGTAAAGTG
	GlicE^24       TATTTGAATTGGTGCAAACTTTCACATAAATTATTGAGTTTTTATAAATGTGAATGTAAAAAGGATCTAATAGCAAAGGCTATTTTTACATACGTACCCATATCATGTAAACGTAAAGTG
	GmorB^27    TATTTGAATTGGTGCAAACTTTCACATAAATTATTGAGTTTTTATAAATGTGAATGTAAAAAAGATCTAATAGCAAAGGCTATTTTTACATACGTACCCATATCATGGAAACGTAAAGTG
	GpasB^28    TATTTGAATTGGTGCAAACTTTCACATAAATTATTGAGTTTTTATAAATGTGAATGTAAAAAGGATCTAATAGCAAAGGCTATTTTTACATACGTACCCATATCATGGAAACGTAAAGTG
	GpasB^29    TATTTGAATTGGTGCAAACTTTCACATAAATTATTGAGTTTTTATAAATGTGAATGTAAAAAGGATCTAATAGCAAAGGCTATTTTTACATACGTACCCATWTCATGGAAACGTAAAGTG


19 120
	GecuC^1     GAACGAGAAAACTTACGTGAAGACGGTATGACGTCAGCATGTAGCTCGGTACAATGAATTTCCCCGAACGGATGAATGTTACGACAGGAAACGATACGGTATAG--TCCGATTACTATCG
	GecuP^4     GAACGAGAAAACTTACGTGAAGRCGGTRTGACGTCAGCATGTAGCTCGGTACAATGAATTTCCCCGAACGGATGAATGTTACGACAGGAAACGRTACGGYATAG--TCCGATTACTATCG
	GecuP^5      GAACGAGAAAACTTACGTGAAGGCGGTRTGACGYCAGCATGTAGCTCGGTACAATGAATTTCCCCGAACGGATGAATGTTACGACAGGAAACGATACGGTATAG--TCCGATTACTATCG
	GecuE^8      GAACGAGAAAACTTACGTGAAGGCGGTATGACGCCAGCATGTAGCTCGGTACAATGAATTTCCCCGAACGGATGAATGTTACGACAGGAAACGATACGGTATAG--TCCGATTACTATCG
	GecuE^9       GAACGAGAAAACTTACGTGAAGRCGGTATGACGYCAGCATGTAGCTCGGTACAATSAATTTCCCCGAACGGATGAATGTTACGACAGGAAACGATACGGYATAG--TCCGATTACTATCG
	GecuE^10       GAACGAGAAAACTTACGTGAAGRCGGTATGACGTCAGCATGTAGCTCGGTACAATGAATTTCCCCGAACGGATGAATGTTACGACAGGAAACGATACGGYATAG--TCCGATTACTATCG
	GecuE^11      GAACGAGAAAACTTACGTGAAGGCGGTATGACGYCAGCATGTAGCTCGGTACAATGAATTTCCCCGAACGGATGAATGTTACGACAGGAAACGATACGGTATAG--TCCGATTACTATCG
	GlicC^15     GAACGAGAAAACTTACGTGAAGGCGGTATGACGTCAGCATGTAGCTCGGTACAATGAATTTCCCCGAACGGATGAATGTTACGACAGGAAACGATACGGTATAG--TCTGATTACTATCG
	GlicC^16     GAACGAGAAAACTTACGTGAAGGCGGTATGACGTCAGCATGTAGCTCGGTACAATGAATTTCCCCGAACGGATGAATGTTACGACAGGAAACGATACGGTATAG--TCTGATTACTATCG
	GlicP^17      GAACGAGAAAACTTACGTGAAGGCGGTATGACGTCAGCATGTAGCTCGGTACAATGAATTTCCCCGAACGGATGAATGTTACGACAGGAAACGATACGGTATAG--TCNGATTACTATCG
	GlicP^18      GAACGAGAAAACTTACGTGAAGGCGGTATGACGTCAGCATGTAGCTCGGTACAATGAATTTCCCCGAACGGATGAATGTTACGACAGGAAACGATACGGTATAG--TCYGATTACTATCG
	GlicE^20      GAACGAGAAAACTTACGTGAAGGCGGTATGACGTCAGCATGTAGCTCGGTACAATGAATTTCCCCGAACGGATGAATGTTACGACAGGAAACGATACGGTATAG--TCYGATTACTATCG
	GlicE^21      GAACGAGAAAACTTACGTGAAGGCGGTATGACGTCAGCATGTAGCTCGGTACAATGAATTTCCCCGAACGGATGAATGTTACGACAGGAAACGATACGGTATAG--TCYGATTACTATCG
	GlicE^22       GAACGAGAAAACTTACGTGAAGGCGGTATGACGTCAGCATGTAGCTCGGTACAATGAATTTCCCCGAACGGATGAATGTTACGACAGGAAACGATACGGTATAG--TCCGATTACTATCG
	GlicE^23       GAACGAGAAAACTTACGTGAAGGCGGTATGACGTCAGCATGTAGCTCGGTACAATGAATTTCCCCGAACGGATGAATGTTACGACAGGAAACGATACGGTATAGNNTCCGATTACTATCG
	GlicE^24      GAACGAGAAAACTTACGTGAAGGCGGTATGACGTCAGCATGTAGCTCGGTACAATGAATTTCCCCGAACGGATGAATGTTACGACAGGAAACGATACGGTATAG--TCCGATTACTATCG
	GmorB^27    GAACGAGAAAACTTACGTGAAGACGGTATGACGTCAGCATGTAGCTCGGTACAATGAATTTCCCCGAACGGATGAATGTTACGACAGGAAACGATACGGTATAG--TCCGATTACTATCG
	GpasB^28    GAACGAGAAAACTTACGTGAAGGCGGTATGACGTCAGCATGTAGCTCGGTACAATGAATTTCCCCGAACGGATGAATGTTACGACAGGAAACGATACGGTATAG--TCCGATTACTATCG
	GpasB^29    GAACGAGAAAACTTACGTGAAGGCGGTATGACGTCAGCATGTAGCTCGGTACAATGAATTTCCCCGAACGGATGAATGTTACGACAGGAAACGATACGGTATAG--TCCGATTACTATCG


15 120
	GecuC^1     CAGGTAGCTAAGTAAATTATGWCTTGCCGCCTTTGTGTACAGCAGATTACGATTTGTATTTGTACAACCTATACGCAAAATTTCAATTTCGAAATTTCTATCTTCGATGTGTAAAATTTC
	GecuP^4      CAGGTAGCTAAGTAAATTATGTCTTGCCGCCTTTGTGTACAGCAGATTACGATTTGTATTTGTACAACCTATACGCAAAATTTCAATTTCGAAATTTCTATCTTCGATGTGTAAAATTTC
	GecuE^8      CAGGTAGCTGAGCAAATTATGTCTTGCCGCCTTTGTGTACAGCAGATTACGATTTGTATTTGTACAACCTATACGCAAAATTTCAATTTCGAAATTTCTATCTTCGATGTGTAAAATTTC
	GecuE^9      CAGGTAGCTAAGTAAATTATGTCTTGCCGCCTTTGTGTACAGCAGATTAYGATTTGTATTTGTACAACCTATACGCAAAATTTCAATTTCGAAATTTCTATCTTCGATGTGTAAAATTTY
	GlicC^15     CAGGTAGCTAAGTAAATTATGWCTTGCCGCCTTTGTGTACAGCAGATTACGATTTGTWTTTGTACAACCTATACGCAAAATTTCAATTTCGAAATTTCTATCTTCGATGTGTAAAATTTY
	GlicC^16     CAGGTAGCTAAGTAAATTATGTCTTGCCGCCTTTGTGTACAGCAGATTAYGATTTGTATTTGTACAACCTATACGCAAAATTTCAATTTCGAAATTTCTATCTTCGATGTGTAAAATTTC
	GlicP^17      CAGGTAGCTAAGTAAATTATGTCTTGCCGCCTTTGTGTACAGCAGATTACGATTTGTATTTGTACAACCTATACGCAAAATTTCAATTTCGAAATTTCTATCTTCGATGTGTAAAATTTC
	GlicE^20      CAGGTAGCTANGTAAATTATGTCTNGCCGCCTTTGTGTACAGCAGATTACGATTTGTATTTGTACAACCTATACGCAAAATTTCAATTTCGAAATTTCTATCTTCGATGTGTAAAATTTC
	GlicE^21      CAGGTAGCTAAGTAAATTATGTCTTGCCGCCTTTGTGTACAGCAGATTAYGATTTGTATTTGTACAACCTATACGCAAAATTTCAATTTCGAAATTTCTATCTTCGATGTGTAAAATTTC
	GlicE^22       CAGGTAGCTAAGTAAATTATGACTTGCCGCCTTTGTGTACAGCAGATTACGATTTGTATTTGTACAACCTATACGCAAAATTTCAATTTCGAAATTTCTATCTTCGATGTGTAAAATTTC
	GlicE^23       CAGGTAGCTAAGTAAATTATGTCTTGCCGCCTTTGTGTACAGCAGATTANGATTTGTATTTGTACAACCTATACGCAAAATTTCAATTTCGAAATTTCTATCTTCGATGTGTAAAATTTC
	GlicE^24      CAGGTAGCTAAGTAAATTATGWCTTGCCGCCTTTGTGTACAGCAGATTACGATTTGTATTTGTACAACCTATACGCAAAATTTCAATTTCGAAATTTCTATCTTCGATGTGTAAAATTTY
	GmorB^27    CAGGTAGCTAAGTAAATTATGNCTTGCCGCCTTTGTGTACAGCAGATTANGATTTGTATTTGTACAACCTATACGCAAAATTTCAATTTCGAAATTTCTATCTTCGATGTGTAAAATTTC
	GpasB^28    CAGGTAGCTAAGTAAATTATGTCTTGCCGCCTTTGTGTACAGYAGATTACGATTTGTWTTTGTACAACCTATACGCAAAATTTCAATTTCGAAATTTCTATCTTCGATGTGTAAAATTTY
	GpasB^29    CAGGTAGCTAAGTAAATTATRTCTTGCCGCCTTTGTGTACAGCAGATTACGATTTGTATTTGTACAACCTATACGCAAAATTTCAATTTCGAAATTTCTATCTTCGATGTGTAAAATTTY


17 120
	GecuC^1     CAAGAGCTGCCACCSCTTGATCATCGCTCTTATCGACTATCNCAGCTTCGCTATAAACACACTCCTACACTAGGATTTACGACCTGAGCTTCATTTATTTATTTTTCAAATAAAAGTCAA
	GecuP^4     CAAGAGCTGCCACCGCTTGATCATCGCTCTTATCGACTATCGCAGCTTCGCTATAAACACACTCCTACACTAGGATTTACGACCTGAGCTTCATTTATTTATTTTTCAAATAAAAGTCAA
	GecuP^5     CAAGAGCTGCCACCGCTTGATCATCGCTCTTATCGACTATCGCAGCTTCGCTATAAACACACTCCTACACTAGGATTTACGACCTGAGCTTCATTTATTTATTTTTCAAATAAAAGTCAA
	GecuP^6      CAAGAGCTGCCACCSCYTGATCATCGCTCTTATCGACTATCGCAGCTTCGCTATAAAMACACTCCTACACTAGGATTTACGACCTGAGCTTCATTTATTTATTTTTCAAATAAAAGTCAA
	GecuE^8      CAAGAGCTGCCACCGCTTGATCATCGCTCTTATCGACTATCGCAGCTTCGCTATAAACACACTCCTACACTAGGATTTACGACCTGAGCTTCATTTATTTATTTTTCAAATAAAAGTCAA
	GecuE^9       CAAGAGCTGCCACCSCYTGATCATCGCTCTTATCGACTATCGCAGCTTCGCTATAAACACACTCCTACACTAGGATTTACGACYTGAGCTTCATTTATTTATTTTTCAAATAAAAGTCAA
	GecuE^10       CAAGAGCTGCCACCGCTTGATCATCGCTCTTATCGACTATCGCAGCTTCGCTATAAACACACTCCTACACTAGGATTTACGACCTGAGCTTCATTTATTTATTTTTCAAATAAAAGTCAA
	GlicC^15     CAAGAGCTGCCACCCCCTGATCATCGCTCTTATCGACTATCGCAGCTTCGCTATAAACACACTCCTACACTAGGATTTACGACCTGAGCTTCATTTATTTATTTTTCAAATAAAAGTCAA
	GlicP^17      CAAGAGTTGCCACCCCCTGATCATCGCTCTTATCGACTATCGCAGCTTCGCTATAAACACACTCCTACACTAGGATTTACGACCTGAGCTTCATTTATTTATTTTTCAAATAAAAGTCAA
	GlicE^20      CAAGAGCTGCCACCCCCTGATCATCGCTCTTATCGACTATCGCAGCTTCGCTATAAACACACTCCTACACTAGGATTTACGACCTGAGCTTCATTTATTTATTTTTCAAATAAAAGTCAA
	GlicE^21      CAAGAGCTGCCACCCCCTGATCATCGCTCTTATCGACTATCGCAGCTTCGCTATAAACACACTCCTACACTAGGATTTACGACCTGAGCTTCATTTATTTATTTTTCAAATAAAAGTCAA
	GlicE^22       CAAGAGCTGCCACCSCYTGATCATCGCTCTTATCGACTATCGCAGCTTCGCTATAAACACACTCCTACACTAGGATTTACGACCTGAGCTTCATTTATTTATTTTTCAAATAAAAGTCAA
	GlicE^23       CAAGAGYTGCCACCCCCTGATCATCGCTCTTATCGACTATCGCAGCTTCGCTATAAACACACTCCTACACTAGGATTTACGACCTGAGCTTCATTTATTTATTTTTCAAATAAAAGTCAA
	GlicE^24      CAAGAGCTGCCACCSCYTGATCATCGCTCTTATCGACTATCGCAGCTTCGCTATAAACACACTCCTACACTAGGATTTACGACCTGAGCTTCATTTATTTATTTTTCAAATAAAAGTCAA
	GlicE^25      CAAGAGCTGCCACCCCCTGATCATCGCTCTTATCGACTATCGCAGCTTCGCTATAAACACACTCCTACACTAGGATTTACGACCTGAGCTTCATTTATTTATTTTTCAAATAAAAGTCAA
	GmorB^27    CAAGAGCTGCCACCGCTTGATCATCGCTCTTATCGACTATCGCAGCTTCGCTATAAACACACTCCTACACTAGGATTTACGACCTGAGCTTCATTTATTTATTTTTCAAATAAAAGTCAA
	GpasB^28    CAAGAGCTGCCACCCCCTGATCATCGCTCTTATCGACTATCGCAGCTTCGCTATAAACACACTCCTACACTAGGATTTACGACTTGAGCTTCATTTATTTATTTTTCAAATAAAAGTCAA


21 120
	GecuC^1     GAGACACAAGCAAAGATCTGGYATATTTCATAAAACYTCTACCACTTATACCCCTCAGCAAAATGGCGTAGCCGAAAGAGCAAACCGACCGCTTGTTGAAAAGACTAAATGCATGATTTT
	GecuP^4     GAGACACAAGCAAAGATCTGGYRTATTTCATAAAACYTCTACCACTTATACCCCTCAGCAAAATGGCGTAGCCGAAAGAGCAAACCGACCGCTTGTTGAAAAGACTAAATGCATGATTTT
	GecuP^5      GAGACACAAGCAAAGATCTGGCATATTTCATAAAACNTCTACCACTTATACCCCTCAGCAAAATGGCGTAGCCGAAAGAGCAAACNGACCGCTTGTTGAAAAGACTAAATGCATGATTTT
	GecuP^6      GAGACACAAGCAAAGATCTGGCATATTTCATAAAACCTCTACCACTTATACCCCTCAGCAAAATGGCGTAGCCGAAAGAGCAAACCGACCGCTTGTTGAAAAGACTAAATGCATGATTTT
	GecuE^8      GAGACACAAGCWAAGATCTGGCATATTTCATAAAACCTCTACCACTTATACCCCTCAGCAAAATGGCGTAGCCGAAAGAGCAAACCGACCGCTTGTTGAAAAGACTAAATGCATGATTTT
	GecuE^9       GAGACACAAGCAAAGATCTGGCATATTTCATAAAACCTCTACCACTTATACCCCTCAGCAAAATGGCGTAGCCGAAAGAGCAAACCGACCGCTTGTTGAAAAGACTAAATGCATGATTTT
	GecuE^10       GAGACACAAGCAAAGATCTGGTATATTTCATAAAACTTCTACCACTTATACCCCTCAGCAAAATGGCGTAGCCGAAAGAGCAAACCGACCGCTTGTTGAAAAGAC--AATGCATGATTTT
	GecuE^11       GAGACACAAGCAAAGATCTGGTATATTTCATAAAACTTCTACCACTTATACCCCTCAGCAAAATGGCGTAGCCGAAAGAGCAAACCGACCGCTTGTTGAAAAGACNNAATGCATGATTTT
	GecuE^12      GAGACACAAGCWAAGATCTGGYATATTTCATAAAACYTCTACCACTTATACCCCTCAGCAAAATGGCGTAGCCGAAAGAGCAAACCGACCGCTTGTTGAAAAGACTAAATGCATGATTTT
	GlicC^15     GAGACACRAGCAAAGATCTGGCATATTTCATAAAACYTCTACCACTTATACCCCTCAGCAAAATGGCGTAGCCGAAAGAGCAAAYCGACCGCTTGTTGAAAAGACTAAATGCATGATTTT
	GlicP^17      GAGACACRAGCAAAGATCTGGCATATTTCATAAAACYTCTACCACTTATACCCCTCAGCAAAATGGCGTAGCCGAAAGAGCAAAYCGACCGCTTGTTGAAAAGACTAAATGCATGATTTT
	GlicP^18      GAGACACAAGCAAAGATCTGGCATATTTCATAAAACCTCTACCACTTATACCCCTCAGCAAAATGGCGTAGCCGAAAGAGCAAACCGACCGCTTGTTGAAAAGACTAAATGCATGATTTT
	GlicE^20      GAGACACGAGCAAAGATCTGGCATATTTCATAAAACTTCTACCACTTATACCCCTCAGCAAAATGGCGTAGCCGAAAGAGCAAATCGACCGCTTGTTGAAAAGACTAAATGCATGATTTT
	GlicE^21      GAGACACAAGCAAAGATCTGGCATATTTCATAAAACCTCTACCACTTATACCCCTCAGCAAAATGGCGTAGCCGAAAGAGCAAACCGACCGCTTGTTGAAAAGACTAAATGCATGATTTT
	GlicE^22       GAGACACWAGCAAAGATCTGGCATATTTCATAAAACYTCTACCACTTATACCCCTCAGCAAAATGGCGTAGCCGAAAGAGCAAAYCGACCGCTTGTTGAAAAGACTAAATGCATGATTTT
	GlicE^23       GAGACACWAGCAAAGATCTGGCATATTTCATAAAACYTCTACCACTTATACCCCTCAGCAAAATGGCGTAGCCGAAAGAGCAAAYCGACCGCTTGTTGAAAAGACTAAATGCATGATTTT
	GlicE^24      GAGACACAAGCAAAGATCTGGCATATTTCATAAAACCTCTACCACTTATACCCCTCAGCAAAATGGCGTAGCCGAAAGAGCAAACCGACCGCTTGTTGAAAAGACTAAATGCATGATTTT
	GlicE^25      GAGACACRAGCAAAGATCTGGCATATTTCATAAAACYTCTACCACTTATACCCCTCAGCAAAATGGCGTAGCCGAAAGAGCAAAYCGACCGCTTGTTGAAAAGACTAAATGCATGATTTT
	GmorB^27    GAGACACAAGCAAAAATCTGGCATATTTCATAAAACCTCTACCACTTATACCCCTCAGCAAAATGGCGTAGCCGAAAGAGCAAACCGACCGCTTGTTGAAAAGACTAAATGCATGATTTT
	GpasB^28    GAGACACAAGCWAAGATCTGGYATATTTCATAAAACYTCTACCACTTATACCCCTCAGCAAAATGGCGTAGCCGAAAGAGCAAACCGACCGCTTGTTGAAAAGACTAAATGCATGATTTT
	GpasB^29    GAGACACAAGCTAAGATCTGGCATATTTCATAAAACCTCTACCACTTATACCCCTCAGCAAAATGGCGTAGCCGAAAGAGCAAACCGACCGCTTGTTGAAAAGACTAAATGCATGATTTT


18 120
	GecuC^1     ACGAAAAAAATATTTRTGTGTACCGTTGCTAAAACATTTATCTTACATCTGCATGCCCCGGCTATGTACTCTATCGAGAGATCGAAACGTTGAGACGTCTACAAATGGCGTAAAGTATGT
	GecuP^4     ACGAAAAAAATATTTGTGTGTACCGTTGCTAAAACATTTATCTTACATCTGCATGCCCCGGCTATGTACTCTATCGAGAGATCGAAACGTTGAGACGTCTACAAATGGCGTAAAGTATGT
	GecuP^5     ACGAAAAAAATATTTGTGTGTACCGTTGCTAAAACATTTATCTTACATCTGCATGCCCCGGCTATGTACTCTATCGAGAGATCGANACGTTGAGACGTCTACAAATGGCGTAAAGTATGT
	GecuP^6      ACGAAAAAAATATTTGTGTGTTCCGTTGCTAAAACATTTATCTTACATCTGCATGCCCCGGCTATGTACTCTATCGAGAGATCGAAACGTTGAGACGTCTACAAATGGCGTAAAGTATGT
	GecuP^7      ACGAAAAAAATATTTGTGTGTACCGTTGCTAAAACATTTATCTTACATCTGCATGCCCCGGCTATGTACTCTATCGAGAGATCGAAACGTTGAGACGTCTACAAATGGCGTAAAGTATGT
	GecuE^8      ACGAAAAAAATATTTGTGTGTACCGTTGCTAAAACATTTATCTTACATCTGCATGCCCCGGCTATGTACTCTATCGAGAGATCGAAACGTTGAGACGTCTACAAATGGCGTAAAGTATGT
	GecuE^9       ACGAAAAAAATATTTGTGTGTACCGTTGCTAAAACATTTATCTTACATCTGCATGCCCCGGCTATGTACTCTATCGAGAGATCGAAACGTTGAGACGTCTACAAATGGCGTAAAGTATGT
	GecuE^10       ACGAAAAAAATATTTGTGTGTACTGTTGCTAAAACATTTATCTTACATCTGCATGCCCCGGCTATGTACTCTATCGAGAGATCGAAACGTTGAGACGTCTACAAATGGCGTAAAGTATGT
	GecuE^11      ACGAAAAAAATATTTGTGTGTACCGTTGCTAAAACATTTATCTTACATCTGCATGCCCCGGCTNTGTACTCTATCGAGAGATCGAAACGTTGAGACGTCTACAAATGGCGTAAAGTATGT
	GlicC^15     ACGAAAAAAATATTTGTGTGTACCGTTGCTAAAACATTTATCTTACATCTGCATGCCCCGGCTATGTACTCTATCGAGAGATCGAAACGTTGAGACGTCTACAAATGGCGTAAAGTATGT
	GlicP^17      ACGAAAAAAATATTTGTGTGTACCGTTGCTAAAACATTTATCTTACATCTGCATGCCCCGGCTATGTACTCTATCGAGAGATCGAAACGTTGAGACGTCTACAAATGGCGTAAAGTATGT
	GlicE^20      ACGAAAAAAATATTTGTGTGTACCRTTGCTAAAACATTTATCTTACATCTGCATGCCCCGGCTATGTACTCTATCGAGAGATCGAAACGTTGAGACGTCTACAAATGGCGTAAAGTATGT
	GlicE^21      ACGAAAAAAATATTTGTGTGTACCRTTGCTAAAACATTTATCTTACATCTGCATGCCCCGGCTATGTACTCTATCGAGAGATCGAAACGTTGAGACGTCTACAAATGGCGTAAAGTATGT
	GlicE^22       ACGAAAAAAATATTTGTGTGTACCGTTGCTAAAACATTTATCTTACATCTGCATGCCCCGGCTATGTACTCTATCGAGAGATCGAAACGTTGAGACGTCTACAAATGGCGTAAAGTATGT
	GlicE^23       ACGAAAAAAATATTTGTGTGTACCGTTGCTAAAACATTTATCTTACATCTGCATGYCCCGGCTATGTACTCTATCGAGAGATCGAAACGTTGAGACGTCTACAAATGGCGTAAAGTATGT
	GlicE^24      ACGAAAAAAATATTTGTGTGTACCGTTGCTAAAACATTTATCTTACATCTGCATGCCCCGGCTATGTACTCTATCGAGAGATCGAAACGTTGAGACGTCTACAAATGGCGTAAAGTATGT
	GmorB^27    ACGAAAAAAATATTTGTGTGTACCGTTGCTAAAACATTTATCTTACATCTGCATGCCCCGGCTATGTACTCTATCGAGAGATCGAAACGTTGAGACGTCTACAAATGGCGTAAAGTATGT
	GpasB^28    ACGAAAAAAATATTTGTGTGTACCGTTGCTAAAACATTTATCTTACATCTGCATGCCCCGGCTATGTACTCTATCGAGAGATCGAAACGTTGAGACGTCTACAAATGGCGTAAAGTATGT


20 120
	GecuC^1     TAATTTACTTTTTTACTTTGAGCGATCTCAAGAATGTTRTCGTGTGAAATATATGTAGGTACCTTTTTCACGAGCTATAAATATGAACGTATTCATGCTTATTTGGATGTGCGCGCTTTT
	GecuP^4     TAATTTACTTTTTTACTTTGAGCGATCTCAAGAATGTTGTCGTSTGAAATATATGTAGGTACYTTTTTCACGAGCTATARATATGAACRTATTCATGCTTATTTGGATGTGCGCGCTTTT
	GecuP^5      TAATTTACTTTTTTACTTTGAGCGATCTCAAGAATGTTGTCGTCTGAAATATATGTAGGTACCTTTTTCACGAGCTATAAATATGAACGTATTCATGCTTATTTGGATGTGCGCGCTTTT
	GecuP^6      TAATTTACTTTTTTACTTTGAGCGATCTCAAGAATGTTNTCGTGTGAAATATATGTAGGTAC-TTTTTCACGAGCTATAAATATGAACGTATTCATGCTTATTTGGATGTGCGCGCTTTT
	GecuE^8      TAATTTACTTTTTTACTTTGAGCGATCTCAAGAATGTTGTCGTSTGAAATATATGTAGGTACYTTTTTCACGAGYTATAAATATGAACGTATTCATGCTTATTTGGATGTGCGCGCTTTT
	GecuE^9       TAATTTACTTTTTTACTTTGAGCGATCTCAAGAATGTTGTCGTGTGAAATATATGTAGGTACTTTTTTCACGAGCTATARATATGAACGTATTCATGCTTATTTGGATGTGCGCGCTTTT
	GecuE^10       TAATTTACTTTTTTACTTTGAGCGATCTCAAGAATGTTGTCGTCTGAAATATATGTAGGTACCTTTTTCACGAGYTATAAATATGAACGTATTCATGCTTATTTGGATGTGCGCGCTTTT
	GecuE^11      TAATTTACTTTTTTACTTTGAGCGATCTCAAGAATGTTRTCGTSTGAAATATATGTAGGTACCTTTTTCACGAGCTATAAATATGAACGTATTCATGCTTATTTGGATGTGCGCGCTTTT
	GlicC^15     TAATTTACTTTTTTACTTTGAGCGATCTCAAGAATGTTGTCGTGTGAAATATATGTAGGTACCTTTTTCACGAGCTATAAATATGAACGTATTCATGCTTATTTGGATGTGCGCGCTTTT
	GlicC^16     TAATTTACTTTTTTACTTTGAGCGATCTCAAGAATNTTGTCGTSTGAAATATATGTAGGTACCTTTTTCACGAGCTATAAATATGAACGTATTCATGYTTATTTGGATGTGCGCGCTTTT
	GlicP^17      TAATTT-CTTTTTTACTTTGAGCGATCTCAAGAATGTTGTCGTNTGAAATATATGTAGGTACCTTTTTCACGAGCTATAAATATGAACGTATTCATGCTTATTTGGATGNNCGCGCTTTT
	GlicE^20      TAATTTACTTTTTTACTTTGAGCGATCTCAAGAATGTTGTCGTSTGAAATATATGTAGGTACCTTTTTCACGAGCTATAAATATGAACGTATTCATGYTTATTTGGATGTGCGCGCTTTT
	GlicE^21      TAATTTACTTTTTTACTTTGAGCGATCTCAAGAATGTTGTCGTGTGAAATATATGTAGGTACCTTTTTCACGAGCTATAAATATGAACGTATTCATGCTTATTTGGATGTGCGCGCTTTT
	GlicE^22       TAATTTACTTTTTTACTTTGAGCGATCTCAAGAATGTTGTCGTCTGAAATATATGTAGGTACCTTTTTCACGAGCTATAAATATGAACGTATTCATGCTTATTTGGATGTGCGCGCTTTT
	GlicE^23       TAATTTACTTTTTTACTTTGAGCGATCTCAAGAATGTTGTCGTCTGAAATATATGTAGGTACCTTTTTCACGAGCTATAAATATGAACGTATTCATGCTTATTTGGATGTGCGCGCTTTT
	GlicE^24      TAATTTACTTTTTTACTTTGAGCGATCTCAAGAATGTTGTCGTGTGAAATATATGTAGGTACCTTTTTCACGAGCTATAAATATGAACGTATTCATGCTTATTTGGATGTGCGCGCTTTT
	GlicE^25      TAATTTACTTTTTTACTTTGAGCGATCTCAAGAATGTTGTCGTSTGAAATATATGTAGGTACCTTTTTCACGAGCTATAAATATGAACGTATTCATGYTTATTTGGATGTGCGCGCTTTT
	GmorB^27    TAATTTACTTTTTTACTTTGAGCGATCTCAAGAATGTTRTCGTGTGAAATATATGTAGGTACCTTTTTCACGAGCTATAAATATGAACGTATTCATGCTTATTTGGATGTGCGCGCTTTT
	GpasB^28    TAATTTACTTTTTTACTTTGARCGATCTCAAGAATGTTGTCGTSTGAAATATATGTAGGTACCTTTTTCACGAGCTATAAATATGAACGTATTCATGCTTATTTGGATGTGCGCGCTTTT
	GpasB^29    TAATTTACTTTTTTACTTTGARCGATCTCAAGAATGTTGTCGTSTGAAATATATGTAGGTACCTTTTTCACGAGCTATAAATATGAACGTATTCATGCTTATTTGGATGTGCGCGCTTTT


20 120
	GecuC^1     AATATTGGCCCACGTGACGACATCCCTTGTTATGCCGWCGTCGCCTAGCGGCGTTCCCCTCCGTATCCGCCTCCGTCGGCGTATGCAACGCCATCTGTGTAATTTGCTCGTGACCGCATC
	GecuP^4     AATATTGGCCCACGTGACGACATCCCTTGTTATGCCGTCGTCGCCTAGCGGCGTTCCCCTCCGTATCCGCCTCCGTCGGCGTATGCAACGCCATCTGTGTAATTTGCTCGTGACCGCATC
	GecuP^5     AATATTGGCCCACGTGACGACATCCCTTGTTATGCCGTCGTCGCCTAGCGGCGNTCCCCTCCGTATCCGCCTCCGTCGGCGTATGCAATGCCATCTGTGT-ATTTGCTCGTGACCGCATC
	GecuP^6      AATATTGGCCCACGTGACGACATCCCTTGTTATGCCGTCGTCGCCTAGCGGCGTTCCCCTCCGTATCCGCCTCCGTCGGCGTATGCAATGCCATCTGTGTAATTTGCTCGTGACCGCATC
	GecuE^8      AATATTGGCCCACGTGACGACATCCCTTGTTATGCCGWCGTCGCCTAGCGGCGTTCCCCTCCGTATCCGCCTCCGTCGGCGTATGCAACGCCATCTGTGTAATTTGCTCGTGACCGCATC
	GecuE^9       AATATTGGCCCACGTGACGACATCYCTTGTTATGCCGWCGTCGCCTAGCGGCGTTCCCCTCCGTATCCGCCTCCGTCGGCGTATGCAACGCCATCTGTGTAATTTGCTCGTGACCGCATC
	GecuE^10       AATATTGGCCCACGTGACGACATCCCTTGTTATGCCGTCGTCGCCTAGCGGCGTTCCCCTCCGTATCCGCCTCCGTCGGCGTATGCAACGCCATCTGTGTAATTTGCTCGTGACCGCATC
	GecuE^11      AATATTGGCCCACGTGACGACATCCCTTGTTATGCCGTCGTCGCCTAGCGGCGTTCCCCTCCGTATCCGCCTCCGTCGGCGTATGCAACGCCATCTGTGTAATTTGCTCGTGACCGCATC
	GlicC^15     AATATTGGCCCACGTGACGACATCCCTTGTTATGCCGTCGTYGCCTAGCGGCGTTCCCCTCCGTATCCGCCTCCGTCGGCGTATGCAACGCCATCTGTGTAATTTGCTCGTGACCGCATC
	GlicP^17      AATATTGGCCCACGTGACGACATCCCTTGTTATGCCGTCGTCGCCTAGCGGCGTTCCCCTCCGTATCCGCCTCCGTCGGCGTATGCAACNCCATCTGTGTAATTTGCTCGTGACCGCATC
	GlicE^20      AATATTGGCCCACGTGACGACATCCCTTGTTATGCCGTCGTCGCCTAGCGGCGTTCCCCTCCGTATCCGCCTCCGTCGGCGTATGCAACGCCATCTGTGTAATTTGCTCGTGACCGCATC
	GlicE^21      AATATTGGCCCACGTGACGACATCCCTTGTTATGCCGTCGTCGCCTAGCGGCGTTCCCCTCCGTATCCGCCTCCGTCGGCGTATGCAACGCCATCTGTGTAATTTGCTCGTGACCGCATC
	GlicE^22      AATATTGGCCCACGTGACGACATCCCTTGTTATGCCGTCGTCRCCTAGCGGCGTTCCCCTCCGTATCCGCCTCCGTCRGCGTATGCAACGCCATCTGTGTAATTTGCTCGTGACCGCATC
	GlicE^23       AATATTGGCCCACGTGACGACATCCCTTGTTATGCCGTCGTCGCCTAGCGGCGTTCCCCTCCGTATCCGCCTCCGTCGGCGTATGCAACGCCATCTGTGTAATTTGCTCGTGACCGCATC
	GlicE^24       AATATTGGCCCACGTGACGACATCCCTTGTTATGCCGTCGTCGCCTAGCGGCGTTCCCCTCCGTATCCGCCTCCGYCGGCGTATGCAACGCCATCTGTGTAATTTGCTCGTGACCGCATC
	GlicE^25      AATATTGGCCCACGTGACGACATCCCTTGTTATGCCGTCGTCGCCTAGCGGCGTTCCCCTCCGTATCCGCCTCCGTCGGCRTATGCAACGCCATCTGTGTAATTTGCTCGTGACCGCATC
	GlicE^26      AATATTGGCCCACGTGACGACATCCCTTGTTATGCCGTCGTCGCCTAGCGGCGTTCCCCTCCGTATCCGCCTCCGTCGGCGTATGCAACGCCATCTGTGTAATTTGCTSGTGACCGCATC
	GmorB^27    AATATTGGCCCACGTGACGACATCCCTTGTTATGCCGTCGTCGCCTAGCGGCGTTCCCCTCCGTATCCGCCTCCGTCGGCGTATGCAAYGCCATCTGTGTAATTTGCTCGTGACCGCATC
	GpasB^28    AATATTGGCCCACGTGACGACATCCCTTGTTATGCCGTCGTCGCCTASCGGCGTTCCCCTCCGTATCCGCCTCCGTCGGCGTATGCAACGCCATCTGTGTAATTTGCTCGTGACCGCATC
	GpasB^29    AATATTGGCCCACGTGACGACATCCCTTGTTATGCCGTCGTCGCCTAGCGGCGTTCCCCTCCGTATCCGCCTCCGTCGGCGTATGCAACGCCATCTGTGTAATTTGCTCGTGACCGCATC


16 120
	GecuC^1     GACATCAAAGCTGGCAAGTAAACTGCCAGGAAAATGCTGGGAATNNTGTATGAAAAAGTCGCTACATCCAGCGTAATGTTTTAGAAGGTTAGAAAGGTACTTCGATAATTTGTAGACAGG
	GecuP^4     GACATCAAAGCTGGCAAGTAAACYGCCAGGAAAATGCTGGGAATTTTGTATGAAAAAGTCGCTACATCCAGCGTAAKGTTTTAGAAGGTTAGAAAGGTACTTCGATAATTTGTAGACAGG
	GecuE^8      GACATCAAAGCTGGCAAGTAAACTGCCAGGAAAATGCTGGGAATTTTGTATGAAAAAGTCGCTACATCCAGCGTAATGTTTTAGAAGGTTAGAAAGGTACTTCGATAATTTGTAGACAGG
	GecuE^9       GACATCAAAGCTGGCAAGTAAACTGCCAGAAAAATGCTGGGAATTTTGTATGAAAAAGTCGCTACATCCAGCGTAATGTTTTAGAAGGTTAGAAAGGTACTTCGATAATTTGTAGACAGG
	GecuE^10       GACATCAAAGCTGGCAAGTAAACTGCCAGRAAAATGCTGGGAATTTTGTATGAAAAAGTCGCTACATCCAGCGTAATGTTTTAGAAGGTTAGAAAGGTACTTCGATAATTTGTAGACAGG
	GecuE^11      GACATCAAAGCTGGCAAGTAAACTGCCAGGAAAATGCTGGGAATTTTGTATGAAAAAGTCGCTACATCCAGCGTAATGTTTTAGNAGGTTAGAAAGGTACTTCGATAATTTGTAGACAGG
	GlicC^15     GACATCAAAGCTGGCAAGTAAACYGCCAGGAAAATGCTGGGAATTTTGTATGAAAAAGTCGCTACATCCAGCGTAAKGTTTTAGAAGGTTAGAAAGGTACTTCGATAATTTGTAGACAGG
	GlicP^17      GACATCAAAGCTGGCAAGTAAACTGCCAGGAAAATGCTGGGAATTTTGTATGAAAAAGTCGCTACATCCAGCGTAATGTTTTAGAAGGTTAGAAAGGTACTTCGATAATTTGTAGACAGG
	GlicE^20      GACATCAAAGCTGGCAAGTAAACYGCCAGGAAAATGCTGGGAATTTTGTATGAAAAAGTCGCTACATCCAGCGTAAKGTTTTAGAAGGTTAGAAAGGTACTTCGATAATTTGTAGACAGG
	GlicE^21      GACATCAAAGCTGGCAAGTAAACYGCCAGGAAAATGCTGGGAATTTTGTATGAAAAAGTCGCTACATCCAGCGTAAKGTTTTAGAAGGTTAGAAAGGTACTTCGATAATTTGTAGACAGG
	GlicE^22       GACATCAAAGCTGGCAAGTAAACTGCCAGGAAAATGCTGGGAATTTTGTATGAAAAAGTCGCTACATCCAGCGTAATGTTTTAGAAGGTTAGAAAGGTACTTCGATAATTTGTAGACAGG
	GlicE^23       GACATCAAAGCTGGCAAGTAAACTGCCAGGAAAATGCTGGGAATTTTGTATGAAAAAGTCGCTACATCCAGCGTAATGTTTTAGAAGGTTAGAAAGGTACTTCGATAATTTGTAGACAGG
	GlicE^24      GACATCAAAGCTGGCAAGTAAACTGCCAGGAAAATGCTGGGAATTTTGTATGAAAAAGTCGCTACATCCAGCGTAATGTTTTAGAAGGTTAGAAAGGTACTTCGATAATTTGTAGACAGG
	GmorB^27    GACATCAAAGCTGGCAAGTAAACTGCCAGGAAAATGCTGGGAATTTTGTATGAAAAAGTCGCTACATCCAGCGTAATGTTTTAGAAGGTTAGAAAGGTACTTCGATAATTTGTAGACAGG
	GpasB^28    GACATCAAAGCTGGCAAGTAAACTGCCAGGAAAATGCTGGGAATTTTGTATGAAAAAGTCGCTACATCCAGCGTAATGTTTTAGAAGGTTAGAAAGGTACTTCGATAATTTGTAGACAGG
	GpasB^29    GACATCAAAGCTGGCAAGTAAACTGCCAGGAAAATGCTGGGAATTTTGTATGAAAAAGTCGCTACATCCAGCGTAATGTTTTAGAAGGTTAGAAAGGTACTTCGATAATTTGTAGACAGG


18 120
	GecuC^1     CCACTGAACGCCCAACGGTAATTTTAGTCTTATTTTCGAAAGTTATAAATTGATATCAAGAGTTTTTCTTCATCTTTTCGGTGTTCTTTTGCCAGCTTTTTTTTCTTTTCGA-TTTTTTT
	GecuP^4     CCACTGAACGCCCAACGGTAATTTTAGTCTTATTTTCGAAAGTTATAAATTGATATCAAGAGTTTTTCTTCATCTTTTCGGTGTTCTTTTGCCAGCTTTTTTTTCTTTTCGA-TTTTTTT
	GecuP^5     CCACTGAACGCCCAACGGTAATTTTAGTCTTATTTTCGAAAGTTATAAATTGATATCAAGAGTTTTTCTTCATCTTTTCGGTGTTCTTTTGCCAGCTTTTTTTTCTTTTCGA-TTTTTTT
	GecuP^6      CCACTGAACGCCCAACGGTAATTTTAGTCTTATTTTCGAAAGTTATAAATTGATATCAAGAGTTTTTCTTCATCTTTTCGGTGTTCTTTTGCCAGCTTTTTTTTCTTTTCGA-TTTTTTT
	GecuP^7      CCACTGAACGCCCAACGGTAATTTTAGTCTTATTTTCGAAAGTTATAAATTGATATCAAGAGTTTTTCTTCATCTTTTCGGTGTTCTTTTGCCAGCTTTTTTTTCTTTTCGA-TTTTTTT
	GecuE^8      CCACTGAACGCCCAACGGTAATTTTAGTCTTATTTTCGAAAGTTATAAATTGATATCAAGAGTTTTTCTTCATCTTTTCGGTGTTCTTTTGCCAGCTTTTTTTTCTTTTCGATTTTTTTT
	GecuE^9       CCACTGAACGCCCAACGGTAATTTTAGTCTTATTTTCGAAAGTTATAAATTGATATCAAGAGTTTTTCTTCATCTTTTCGGTGTTCTTTTGCCAGCTTTTTTTTCTTTTCGA-TTTTTTT
	GecuE^10       CCACTGAACGCCCAACGGTAATTTTAGTCTTATTTTCGAAAGTTATAAATTGATATCAAGAGTTTTTCTTCATCTTTTCGGTGTTCTTTTGCCAGCTTTTTTTTCTTTTCGA-TTTTTTT
	GlicC^15     CCACTGAACGCCCAACGGTAATTTTAGTCTTATTTTCGAAAGTTATAAATTGATATCAAGAGTTTTTCTTCATCTTTTCGGTGTTCTTTTGCCAGCTTTTTTTTCTTTTCGA-TTTTTTT
	GlicP^17      CCACTGAACGCCCAACGGTAATTTTAGTCTT-TTTTCGAAAGTTATAAATTGATATCAAGAGTTTTTCTTCATCTTTTCGGTGTTCTTTTGCCAGCTTTTTTTTCTTTTCG--TTTTTTT
	GlicE^20      CCACTGAACGCCCAACGGTAATTTTAGTCTTATTTTCGAAAGTTATAAATTGATATCAAGAGTTTTTCTTCATCTTTTCGGTGTTCTTTTGCCAGCTTTTTTTTCTTTTCGA-TTTTTTT
	GlicE^21      CCACTGAACGCCCAACGGTAATTTTAGTCTTATTTTCGAAAGTTATAAATTGATATCAAGAGTTTTTCTTCATCTTTTCGGTGTTCTTTTGCCAGCTTTTTTTTCTTTTCGA-TTTTTTT
	GlicE^22       CCACTGAACGCCCAACGGTAATTTTAGTCTTATTTTCGAAAGTTATAAATTGATATCAAGAGTTTTTCTTCATCTTTTCGGTGTTCTTTTGCCAGCTTTTTTTTCTTTTCGA-TTTTTTT
	GlicE^23       CCACTGAACGCCCAACGGTAATTTTAGTCTTATTTTCGAAAGTTATAAATTGATATCAAGAGTTTTTCTTCATCTTTTCGGTGTTCTTTTGCCAGYTTTTTTTTCTTTTCGA-TTTTTTT
	GlicE^24      CCACTGAACGCCCAACGGTAATTTTAGTCTTATTTTCGAAAGTTATAAATTGATATCAAGAGTTTTTCTTCATCTTTTCGGTGTTCTTTTGCCAGCTTTTTTTTCTTTTCGA-TTTTTTT
	GlicE^25      CCACTGAACGCCCAACGGTAATTTTAGTCTTATTTTCGAAAGTTATAAATTGATATCAAGAGTTTTTCTTCATCTTTTCGGTGTTCTTTTGCCAGCTTTTTTTTCTTTTCGA-TTTTTTT
	GmorB^27    CCACTGAACGCCCAACGGTAATTTTAGTCTTATTTTCGAAAGTTATAAATTGATATCAAGAGTTTTTCTTCATCTTTTCGGTGTTCTTTTGCCAGCTTTTTTTTCTTTTCGA-TTTTTTT
	GpasB^28    CCACTGAACGCCCAACGGTAATTTTAGTCTTATTTTCGAAAGTTATAAATTGATATCAAGAGTTTTTCTTCATCTTTTCGGTGTTCTTTTGCCAGCTTTTTTTTCTTTTCGA-TTTTTTT


16 120
	GecuC^1     ATGAAAGTTTTAGAAACGTCTTTCTTTTCAAGAAACATGTAATAATAACCTACATATACCGATTGGGAAAACGAGAAATTAGCTATATCGGTATCCCCTCGTCGCTCTCTCACCGTACAT
	GecuP^4     ATGAAAGTTTTAGAAACGTCTTTCTTTTCAAGAAACATGTAATAATAACCTACATATACCGATTGGGAAAACGAGAAATTAGCTATATCGGTATCCCCTCGTCGCTCTCTCACCGTACAT
	GecuE^8      ATGAAAGTTTTAGAAACGTCTTTCTTTTCAAGAAACATGTAATAATAACCTACATATACCGATTGGGAAAACGAGAAATTAGCTATATCGGTATCCCCTCGTCGCTCTCTCACCGTACAT
	GecuE^9       ATGAAAGTTTTAGAAACGTCTTTCTTTTCAAGAAACATGTAATAATAACCTACATATACCGATTGGGAAAACGAGAAATTAGCTATATCGGTATCCCCTCGTCGCTCTCTCACCGTACAT
	GlicC^15     ATGAAAGTTTTAGAAACGTCTTTCTTTTCAAGAAACATGTAATAATAACCTATATATACCGATTGGGAAAACGAGAAATTAGCTATATCGGTATCCCCTCGTCGCTCTCTCGCCGTACAT
	GlicP^17      ATGAAAGTTTTAGAAACGTCTTTCTTTTCAAGAAACATGTAATAATAACCTATATATACCGATTGGGAAAACGAGAAATTAGCTATATCGGTATCCCCTCGTCGCTCTCTCGCCGTACAT
	GlicP^18      ATGAAAGTTTTAGAAACGTCTTTCTTTTCAAGAAACATGTAATAATAACCTATATATACCGATTGGGAAAACGAGAAATTAGCTATATCGGTATCCCCTCGTCGCTCTCTCGCCGTACAT
	GlicE^20      ATGAAAGTTTTAGAAACGTCTTTCTTTTCAAGAAACATGTAATAATAACCTATATATACCGATTGGGAAAACGAGAAATTAGCTATATCGGTATCCCCTCGTCGCTCTCTCGCCGTACAT
	GlicE^21      ATGAAAGTTTTAGAAACGTCTTTCTTTTCAAGAAACATGTAATAATAACCTAYATATACCGATTGGGAAAACGAGAAATTAGCTATATCGGTATCCCCTCGTCGCTCTCTCGCCGTACAT
	GlicE^22      ATGAAAGTTTTAGAAACGTCTTTCTTTTCAAGAAACATGTAATAATAACCTATATATACCGATTGGGAAAACGAGAAATTAGCTATATCGGTATCCCCTCGTCGCTCTCTCGCCGTACAT
	GlicE^23       ATGAAAGTTTTAGAAACGTCTTTCTTTTCAAGAAACATGTAATAATAACCTATATATACCGATTGGGAAAACGAGAAATTAGCTATATCGGTATCCCCTCGTCGCTCTCTCGCCGTACAT
	GlicE^24       ATGAAAGTTTTAGAAACGTCTTTCTTTTCAAGAAACATGTAATAATAACCTATATATACCGATTGGGAAAACGAGAAATTAGCTATATCGGTATCCCCTCGTCGCTCTCTCGCNGTACAT
	GlicE^25      ATGAAAGTTTTAGAAACGTCTTTCTTTTCAAGAAACATGTAATAATAACCTATATATACCGATTGGGAAAACGAGAAATTWGCTATATCGGTATCCCCTCGTCGCTCTCTCGCCGTACAT
	GmorB^27    ATGAAAGTTTTAGAAACGTCTTTCTTTTCAAGAAACATGTAATAATAACCTATATATACCGATTGGGAAAACGAGAAATTAGCTATATCGGTATCCCCTCGTCGCTCTCTCGCCGTACAT
	GpasB^28    ATGAAAGTTTTAGAAACGTCTTTCTTTTCAAGAAACATGTAATAATAACCTAYATATACCGATTGGGAAAAYGAGAMATTAGCTATATCGGTATCCCCTYGTCGCTCTCTCGCCGTACAT
	GpasB^29    ATGAAAGTTTTAGAAACGTCTTTCTTTTCAAGAAACATGTAATAATAACCTATATATACCGATTGGGAAAATGAGACATTAGCTATATCGGTATCCCCTTGTCGCTCTCTCGCCGTACAT


17 120
	GecuC^1     GGCGAATACTTGTTTCACAAATGTTAGATATCACTGCTAATTCCTTCACTTCCAAACGGCGATATGCTGATACCATTTCTTCAATAATTSAAATGTTTTGAAGCGTTATCAGCTCAATTG
	GecuP^4     GGCGAATACTTGTTTCACAAATGTTAGATATCACTGCTAATTCCTTCACTTCCAAACGGCGATATGCTGATACCATTTCTTCAATAATTGAAATGTTTTGAAGCGTTATCAGCTCAATTG
	GecuP^5     GGCGAATACTTGTTTCACAAATGTTAGATATCACTGCTAATTCCTTCACTTCCAAACGGCGATATGCTGATACYATTTCTTCAATAATTGAAATGTTTTGAAGCGTTATCAGCTCAATTG
	GecuP^6      GGCGAATACTTGTTTCACAAATGTTAGATATCACTGCTAATTCCTTCACTTCCAAACGGCGATATGCTGATACCATTTCTTCAATAATTGAAATGTTTTGAAGCGTTATCAGCTCAATTG
	GecuP^7      GGCNAATACTTGTTTCACAAATGTTAGATATCACTGCTAATTCCTTCACTTCCAAACGGCGATATGCTGATACCATTTCTTCAATAATTGAAATGTTTTGAAGCGTTATCAGCTCAATTG
	GecuE^8      GGCGAATACTTGTTTCACAAATGTTAGATATCACTGCTAATTCCTTCACTTCCAAACGGCGATATGCTGATACCATTTCTTCAATAATTGAAATGTTTTGAAGCGTTATCAGCTCAATTG
	GecuE^9       GGCGAATACTTGTTTCACAAATGTTAGATATCACTGCTAATTCCTTCACTTCCAAACGGCGATATGCTGATACCATTTCTTCAATAATTGAAATGTTTTGAAGCGKTATCAGCTCAATTG
	GlicC^15     GGCGAATACTTGTTTCACAAATGTTAGATATCACTGCTAATTTCTTCACTTCCAAACGGCGATATGCTGATACCATTTCTTCAATAATTGAAATGTTTTGAAGCGTTATCAGCTCAATTG
	GlicP^17      GGCRAATACTTGTTTCACAAATGTTAGATATCACTRCTAATTCCTTCACTTCCAAACGGCGATATGCTGATACCATTTCTTCAATAATTGAAATGTTTTGAAGCGTTATCAGCTCAATTG
	GlicP^18      GGCGAATACTTGTTTCACAAATGTTAGATATCACTGCTAATTTCTTCACTTCCAAACGGCGATATGCTGATACCATTTCTTCAATAATTGAAATGTTTTGAAGCGTTATCAGCTCAATTG
	GlicE^20      GGCGAATACTTGTTTCACAAATGTTAGATATCACTGCTAATTCCTTCACTTCCAAACGGCGATATGCTGATACCATTTCTTCAATAATTGAAATGTTTTGAAGCGTTATCAGCTCAATTG
	GlicE^21       GGCRAATACTTGTTTCACAAATGTTAGATATCACTRCTAATTCCTTCACTTCCAAACGGCGATATGCTGATACCATTTCTTCAATAATTGAAATGTTTTGAAGCGTTATCAGCTCAATTG
	GlicE^22       GGCGAATACTTGTTTCACAAATGTTAGATATCACTGCTAATTCCTTCACTTCCAAACGGCGATATGCTGATACCATTTCTTCAATAATTGAAATGTTTTGAAGCGTTATCAGCTCAATTG
	GlicE^23      GGCGAATACTTGTTTCACAAATGTTAGATATCACTGCTAATTCCTTCACTTCCAAACGGCGATATGCTGATACCATTTCTTCAATNATTGAAATGTTTTGAAGCGTTATCAGCTCAATTG
	GlicE^24      GGCGAATACTTGTTTCACAAATGTTAGATATCACTGCTAATTCCTTCACTTCCAAACGGCGATATGCTGATACCATTTCTTCAATAATTGAAATGTTTTGAAGCGTTATCAGCTCAATTG
	GmorB^27    GGCGAATACTTGTTTCACAAATGTTAGATATCACTGCTAATTCCTTCACTTCCAAACGGCGATATGCTGATACCATTTCTTCAATAATTGAAATGTTTTGAAGCGTTATCAGCTCAATTG
	GpasB^28    GGCGAATACTTGTTTCACAAATGTTAGATATCACTGCTAATTCCTTCACTTCCAAACGGCGATATGCTGATACCATTTCTTCAATAATTGAAATGTTTTGAAGCGTTATCAGCTCAATTG


16 120
	GecuC^1     ATGGTAGGTCGTGAAGGAGTCGAAAACGAAAGTCATGATTGTCGCCCAAGGATGAGTATNACAGAGCGGAACATAAACGTCACTCATGATCTTCTGGAGCGCGACCGACGTTTGAAAATT
	GecuP^4     ATGGTAGGTCGTGAAGGRGTCGAAAACGAAAGTCATGATTGTCGCCYAAGGATGAGTATTACGGAGCGGAACATAAACGTCACTCATGATCTTCTGGAGCGCGACCGACGTTTGAAAATT
	GecuP^5      ATGGTAGGTCGTGAAGGGGTCGAAAACGAAAGTCATGATTGTCGCCCAAGGATGAGTATTACGGAGCGGAACATAAACGTCACTCATGATCTTCTGGAGCGCGACCGACGTTTGAAAATT
	GecuE^8      ATGGTAGGTCGTGAAGGAGTCGAAAACGAAAGTCATGATTGTCGCCYAAGGATGAGTATTACRGAGCGGAACATAAACGTCACTCATGATCTTCTGGAGCGCGACCGACGTTTGAAAATT
	GecuE^9       ATGGTAGGTCGTGAAGGAGTCGAAAACGAAAGTCATGATTGTCGCCTAAGGATGAGTATTACGGAGCGGAACATAAACGTCACTCATGATCTTCTGGAGCGCGACCGACGTTTGAAAATT
	GecuE^10       ATGGTAGGTCGTGAAGGAGTCGAAAACGAAAGTCATGATTGTCGCCCAAGGATGAGTATTACAGAGCGGAACATAAACGTCACTCATGATCTTCTGGAGCGCGACCGACGTTTGAAAATT
	GecuE^11      ATGGTAGGTCGTGAAGGAGTCGAAAACGAAAGTCATGATTGTCGCCCAAGGATGAGTATTACAGAGCGGAACATAAACGTCACTCATGATCTTCTGGAGCGCGACCGACGTTTGAAMATT
	GlicC^15     ATGGTAGGTCGTGAAGGAGTCGAAAACGAAAGTCATGATTGTCGCCCAAGGATNAGTATTACNGAGCGGAACATAAACGTCACTCATGATCTTCTGGAGCGCGACCGACGTTTGAAAATT
	GlicP^17      ATGGTAGGTCGTGAAGGAGTCGAAAACGAAAGTCATGATTGTCGCCCAAGGATGAGTATTACAGAGCGGAACATAAACGTCACTCATGATCTTCTGGAGCGCGACCGACGTTTGAAAATT
	GlicE^20      ATGGTAGGTCGTGAAGGAGTCGAAAACGAAAGTCATGATTGTCGCCCAAGGATGAGTATTACAGAGCGGAACATAAACGTCACTCATGATCTTCTGGAGCGCGACCGACGTTTGAAAATT
	GlicE^21      ATGGTAGGTCGTGAAGGAGTCGAAAACGAAAGTCATGATTGTCGCCCAAGGATGAGTATTACAGAGCGGAACATAAACGTCACTCATGATCTTCTGGAGCGCGACCGACGTTTGAAAATT
	GlicE^22       ATGGTAGGTCGTGAAGGAGTCGAAAACGAAAGTCATGATTGTCGCCCAAGGATGAGTATTACAGAGCGGAACATAAACGTCACTCATGATCTTCTGGAGCGCGACCGACGTTTGAAAATT
	GlicE^23      ATGGTAGGTCGTGAAGGAGTCGAAAACGAAAGTCATGATTGTCGCCCAAGGATGAGTATTACNGAGCGGAACATAAACGTCACTCATGATCTTCTGGAGCGCGACCGACGTTTGAAAATT
	GmorB^27    ATGGTAGGTCGTGAAGGAGTCGAAAACGAAAGTCATGATTGTCGCCTAAGGATGAGTATTACGGAGCGGAACATAAACGTCACTCATGATCTTCTGGAGCGCGACCGACGTTTGAAAATT
	GpasB^28    ATGGTAGGTCGTGAAGCAGTCGAAAACGAAAGTCATGATTGTCGCCCAAGGATGAGTATTACAGAGCGGAACATAAACGTCACTCATGATCTTCTGGAGCGCGACCGACGTTTGAAAATT
	GpasB^29    ATGGTAGGTCGTGAAGCAGTCGAAAACGAAAGTCATGATTGTCGCCCAAGGATGAGTATTACAGAGCGGAACATAAACGTCACTCATGATCTTCTGGAGCGCGACCGACGTTTGAAAATT


17 120
	GecuC^1     CACAGGNCATAGTAACTGTATTTTACAGAGCGTAGTAACTTCTATTTCAATTTCCTGGAAAATATACGAAAGAATATTGAAGGCAAGNTAAGAACAAGTTTATAAAGAACTGCCTGAGAA
	GecuP^4     CACAGGACATAGTAACTGTATTTTACAGAGCGTAGTAACTWCTATTTCAATTTCCTGGAAAAKATACGAAAGAATATTGAAGGCAAGCTAAGAACNAGTTTATAAAGAACTNCCTGAGAA
	GecuP^5      CACAGGACATAGTAACTGTATTTTACAGAGCGTAGTAACTTCTATTTCAATTTCCTGGAAAATATACGAAAGAATATTGAAGGCAAGCYAAGAACAAGTTTATAAAGAACTGCCTGAGAA
	GecuE^8       CACAGGACATAGTAACTGTATTTTACAGAGCGTAGTAACTWCTATTTCAATTTCCTGGAAAAKATACGAAAGAATATTGAAGGCAAGCTAAGAACAAGTTTATAAASAACTGCCTGAGAA
	GecuE^9       CACAGGACATAGTAACTGTATTTTACAGAGCGTAGTAACTWCTATTTCAATTTCCTGGAAAATATACGAAAGAATATTGAAGGCRAGCTAAGAACAAGTTTATAAAGAACTGCCTGAGAA
	GecuE^10      CACAGGACATAGTAACTGTATTTTACAGAGCGTAGTAACTWCTATTTCAATTTCCTGGAAAAKATACGAAAGAATATTGAAGGCAAGCYAAGAACAAGTTTATAAAGAACTGCCTGAGAA
	GlicC^15     CACAGGACATAGTAACTGTATTTTACAGAGCGTAGTAACTACTATTTCAATTTCCTGGAAAAGATACGAAAGAATATTGAAGGCAAGCTAAGAACAAGTTTATAAAGAACTGCCTGAGAA
	GlicP^17      CACAGGACATAGTAACTGTATTTTACAGAGCGTAGTAACTACTATTTCAATTTCCTGG-AAATATACGAAAGAATATTGAAGGCAAGCTAAGAACAAGTTTA-AAAGAACTGCCTGAGAA
	GlicE^20      CACAGGACATAGTAACTGTATTTTACAGAGCGTAGTAACTACTATTTCAATTTCCTGGAAAATATACGAAAGAATATTGAAGGCAAGCTAAGAACAAGTTTATAAAGAACTGCCTGAGAA
	GlicE^21      CACAGGACATAGTAACTGTATTTTACAGAGCGTAGTAACTTCTATTTCAATTTCCTGGAAAATATACGAAAGAATATTGAAGGCAAGCTAAGAACAAGTTTATAAACAACTGCCTGAGAA
	GlicE^22      CACAGGACATAGTAACTGTATTTTACAGAGCGTAGTAACTTCTATTTCAATTTCCTGGAAAATATACGAAAGAATATTGAAGRCAAGCTAAGAACAAGTTTATAAAGAACTGCCTGAGAA
	GlicE^23       CACAGGACATAGTAACTGTATTTTACAGAGCGTAGTAACTWCTATTTCAATTTCCTGGAAAATATACGAAAGAATATTGAAGGCAAGCTAAGAACAAGTTTATAAASAACTGCCTGAGAA
	GlicE^24       CACAGGACATAGTAACTGTATTTTACAGAGCGTAGTAACTTCTATTTCAATTTCCTGGAAAATATACGAAAGAATATTGAAGGCAAGCTAAGAACAAGTTTATAAAGAACTGCCTGAGAA
	GlicE^25      CACAGGACATAGTAACTGTATTTTACAGAGCGTAGTAACTTCTATTTCAATTTCCTGGAAAATATACGAAAGAATATTGAAGGCAAGCTAAGAACAAGTTTATAAACAACTGCCTGAGAA
	GmorB^27    CACAGGGCATAGTAACTGTATTTTACAGAGCGTAGTAACTTCTATTTCAATTTCCTGGAAAATATACGAAAGAATATTGAAGGCAAGCTAAGAACAAGTTTATAAAGAACTGCCTGAGAA
	GpasB^28    CACAGGACATAGTAACTGTATTTTACAGAGCGTAGTAACTWCTATTTCAATTTCCTGGAAAAKATAYGAAAGAATATTGAAGGCAAGCTAAGAACAAGTTTATAAAGAACTGCCTGAGAA
	GpasB^29    CACAGGACATAGTAACTGTATTTTACAGAGCGTAGTAACTTCTATTTCAATTTCCTGGAAAATATACGAAAGAATATTGAAGGCAAGCTAAGAACAAGTTTATAAAGAACTGCCTGAGAA


19 120
	GecuC^1     TCGGCTAGAATCAGTCTGGTTACAGGCGTCGAGACGTCCGCTTCGGCGTCATCATTGCGATGAACGCGTTCTGTCATCAACCTCCGATGATGTAAGGAAGATGATAAACACCTTTCAATT
	GecuP^4     TCGGCTAGAATCAGTCTGGTTACAGGCGTCGAGACGTCCGCTTCGGCGTCATCATTGCGATGAACGCGTTCTGTCATCAACCTCCGATGATGTAAGGAAGATGATAAACACCTTTCAAYT
	GecuP^5     TCGGCTAGAATCAGTCTGGTTACAGGCGTCGAGACGTCCGCTTCGGCGTCATCATTGCGATGAACGCGTTCTGTCATCAACCTCCGATGATGTAAGGAAGATGATAAACACCTTTCAATT
	GecuP^6      TCGGCTAGAATCAGTCTGGTTACAGGCGTCGAGACGTCCGCTTCGGCGTCATCATTGCGATGAACGCGTTCTGTCATCAACCTCCGATGATGTAAGGAAGATGATAAACACCTTTCAATT
	GecuE^8      TCGGCTAGAATCAGTCTGGTTACAGGCGTCGAGACGTCCGCTTCGGCGTCATCATTGCGATGAACGCGTTCTGTCATCAACCTCCGATGATGTAAGGAAGATGATAAACACCTTTCAATT
	GecuE^9       TCGGCTAGAATCAGTCTGGTTACAGGCGTCGAGACGTCCGCTTCGGCGTCATCATTGCGATGAACGCGTTCTGTCATCAACCTCCGATGATGTAAGGNAGATGATAAACACCTTT-AATT
	GecuE^10       TCGGCTAGAATCAGTCTGGTTACAGGCGTCGAGACGTCCGCTTCGGCGTCATCATTGCGATGAACGCGTTCTGTCATCAACCTCCGATGATGTAAGGAAGATGATAAACACCTTTCAATT
	GecuE^11       TCGGCTAGAATCAGTCTGGTTACAGGCGTCGAGACGTCCGCTTCGGCGTCATCATTGCGATGAACGCGTTCTGTCATCAACCTCCGATGATGTAAGGAAGATGATAAACACCTTTCAATT
	GecuE^12      TCGGCTAGAATCAGTCTGGTTACAGGCGTCGAGACGTCCGCTTCGGCGTCATCATTGCGATGAACGCGTTCTGTCATCAACCTCCGATGATGTAAGGAAGATGATAAACACCTTTCAATT
	GlicC^15     TCGGCTAGAATCAGTCTGGTTACAGGCGTCGAGACGTCCGCTTCGGCGTCATCATTGCGATGAACGCGTTCTGTCATCAACCTCCGATGATGTAAGGAAGATGATAAACACCTTTCAATT
	GlicP^17      TCGGCTAGAATCAGTCTGGTTACAGGCGTCGAGACGTCCGCTTCGGCGTCATCATTGCGATGAACGCGTTCTGTCATCAACCTCCGATGATGTAAGGAAGATGATAAACACCTTTCAATT
	GlicE^20      TCGGCTAGAATCAGTCTGGTTACAGGCGTCGAGACGTCCGCTTCGGCGTCATCATTGCGATGAACGCGTTCTGTCATCAACCTCCGATGATGTAAGGAAGATGATAAACACCTTTCAATT
	GlicE^21      TCGGCTAGAATCAGTCTGGTTACAGGCGTCGAGACGTCCGCTTCGGCGTCATCATTGCGATGAACGCGTTCTGTCATCAACCTCCGATGATGTAAGGAAGATGATAAACACCTTTCAATT
	GlicE^22       TCGGCTAGAATCAGTCTGGTTACAGGCGTCGAGACGTCCGCTTCGGCGTCATCATTGCGATGAACGCGTTCTGTCATCAACCTCCGATGATGTAAGGMAGATGATAAACACCTTTCAAYT
	GlicE^23       TCGGCTAGAATCAGTCTGGTTACAGGCGTCGAGACGTCCGCTTCGGCGTCATCATTGCGATGAACGCGTTCTGTCATCAACCTCCGATGATGTAAGGAAGATGATAAACACCTTTCAAYT
	GlicE^24      TCGGCTAGAATCAGTCTGGTTACAGGCGTCGAGACGTCCGCTTCGGCGTCATCATTGCGATGAACGCGTTCTGTCATCAACCTCCGATGATGTAAGGAAGATGATAAACACCTTTCAAYT
	GlicE^25      TCGGCTAGAATCAGTCTGGTTACAGGCGTCGAGACGTCCGCTTCGGCGTCATCATTGCGATGAACGCGTTCTGTCATCAACCTCCGATGATGTAAGGAAGATGATAAACACCTTTCAACT
	GmorB^27    TCGGCTAGAATCAGTCTGGTTACAGGCGTCGAGACGTCCGCTTCGGCGTCATCATTGCGATGAACGCGTTCTGTCATCAACCTCCGATGATGTAAGGAAGATGATAAACACCTTTCAAYT
	GpasB^28    TCGGCTAGAATCAGTCTGGTTACAGGCGTCGAGACGTCCGCTTCGGCGTCATCATTGCGATGAACGCGTTCTGTCATCAACCTCCGATGATGTAAGGAAGATGATAAACACCTTTCAATT


18 120
	GecuC^1     ACGATCGACAAAGGGACCTTCCGATGGGGCCTACCAAGCAGAGATCGCCGRGGTCTGCGTATGAAAAGATGCTGGCCACCCTGTACAGTAAGGAGAAGTACGTTGTCCACTACCGCAACC
	GecuC^2     ACGATCGACAAAGGGACCTTCCGATGGGGCCTACCAAGCAGAGATCGCCGGGGTCTGCGTATGAAAAGATGCTGGCCACCCTGTACAGTAAGGAGAAGTACGTTGTCCACTACCGCAACC
	GecuC^3     ACGATCGACAAAGGGACCTTCCGATGGGGCCTACCAAGCAGAGATCGCCGGGGTCTGCGTATGAAAAGATGCTGGCCACCCTGTACAGTAAGGAGAAGTACGTTGTCCACTACCGCAACC
	GecuP^4     ACGATCGACAAAGGGACCTTCCGATGGGGCCTACCAAGCAGAGATCGCCGGGGTCTGCGTATGAAAAGATGCTGGCCANCCTGTACAGTAAGGAGAANTACGTTGTCCACTACCGCAACC
	GecuP^5      ACGATCGACAAAGGGACCTTCCGATGGGGCCTACCAAGCAGAGATCGCCGGGGTCTGCGTATGAAAAGATGCTGGCCACCCTGTACAGTAAGGAGAAGTACGTTGTCCACTACCGCAACC
	GecuE^8       ACGATCGACAAAGGGACCTTCCGATGGGGCCTACCAAGCAGAGATCGCCGGGGTCTGCGTATGAAAAGATGCTGGCCACCCTGTACAGTAAGGAGAAGTACGTTGTCCACTACCGCAACC
	GecuE^9       ACGATCGACAAAGGGACCTTCCGATGGGGCCTACCAAGCAGAGATCGCCGGGGTCTGCGTATGAAAAGATGCTGGCCACCCTGTACAGTAAGGAGAAGTACGTTGTCCACTACCGCAACC
	GecuE^10      ACGATCGACAAAGGGACCTTCCGATGGGGCCTACCAAGCAGAGATCGCCGRGGTCTGCGTATGAAAAGATGCTGGCCACCCTGTACAGTAAGGAGAAGTACGTTGTCCACTACCGCAACC
	GecuE^11      ACGATCGACAAAGGGACCTTCCGATGGGGCCTACCAAGCAGAGATCGCCGGGGTCTGCGTATGAAAAGATGCTGGCCACCCTGTACAGTAAGGAGAAGTACGTTGTCCACTACCGCAACC
	GlicC^15     ACGATCGACAAAGGGACCTTCCGATGGGGCCTACCAAGCAGAGAYCGCCGGGGTCTGCGTAYGAAAARATGYTGGCCACCCTGTACAGTAAGGAGAAGTACGTTGTCCACTACCGCAACC
	GlicP^17      ACGNTCGACAAAGGGACCTTCCGATGGGGCCTACCAAGCAGAGATCGCCGGGGTCTGCGTATGAAAAGATGCTGGCCACCCTGTACAGTAAGGAGAAGTACGTTGTCCACTACCGCAACC
	GlicP^18      ACGATCGACAAAGGGACCTTCCGATGGGGCCTACCAAGCAGAGATCGCCGGGGTCTGCGTATGAAAAGATGCTGGCCACCCTGTACAGTAAGGAGAAGTACGTTGTCCACTACCGCAACC
	GlicE^20      ACGATNGACAAAGGGACCTTCCGATGGGGCCTACCAAGCAGAGATCGCCGGGGTCTGCGTATGAAAAGATGCTGGCCACCCTGTACAGTAAGGAGAAGTACGTTGTCCACTACCGCAACC
	GlicE^21      ACGATCGACAAAGGGACCTTCCGATGGGGCCTACCAAGCAGAGATCGCCGGGGTCTGCRTATGAAAAGATGCTGGCCACCCTGTACAGTAAGGAGAAGTACGTTGTCCACTACCGCAACC
	GlicE^22       ACGATCGACAAAGGGACCTTCCGATGGGGCCTACCAAGCAGAGATCGCCGGGGTCTGCRTATGAAAAGATGCTGGCCACCCTGTACAGTAAGGAGAAGTACGTTGTCCACTACCGCAACC
	GmorB^27    ACGATCGACAAAGGGACCWTCCGATGGGGCCTACCAAGCAGAGATCGCCGGGGTCTGCNTATGAAAAGATGCTGGCCACCCTGTACAGTAAGGAGAAGTACGTTGTCCACTACCGCAACC
	GpasB^28    ACGATCGACAAAGGGACCTTCCGATGGGGCCTACCAAGCAGAGATCGCCGRGGTCTGCGTATGAAAAGATGCTGGCCACCCTGTACAGTAAGGAGAAGTACGTTGTCCACTACCGCAACC
	GpasB^29    ACGATCGACAAAGGGACCTTCCGATGGGGCCTACCAAGCAGAGATCGCCGGGGTCTGCGTATGAAAAGATGCTGGCCACCCTGTACAGTAAGGAGAAGTACGTTGTCCACTACCGCAACC


21 120
	GecuC^1     GAGGACAAAAGCATTTGAACATTTTGTAGGCGTTACTGCAGCAAGSGAAACTWTTATAGTTCGATTTMTACTTTTGTAACTTATTGTAAGTAACAAGGTCGAAAATGTTTACCTTTTGAG
	GecuP^4     GAGGACAAAAGCATTTGAACATTTTGTAGGCGTTACTGCAGCAAGSGAAASTTTTATAGTTCGATTTCTACTTTTGTAACTTATTGTAAGTAACAAGGTCGAAAATGTTTACCTTTTGAG
	GecuP^5     GAGGAC-AAAGCATTTGAACATTTTGTAGGCGTTACTGCAGNAAGGAAA--TTTTATAGTTCGATTTCTACTTTTGTAACTTATTGTAAGTAACAAGGTCGAAAATGTTTACCTTTTGAG
	GecuP^6      GAGGACAAAAGCATTTGAACATTTTGTAGGCGTTACTGCAGCAAGCGAAACTTTTATAGTTCGATTTCTACTTTTGTAACTTATTGTAAGTAACAAGGTCGAAAATGTTTACCTTTTGAG
	GecuP^7      GAGGACAAAAGCATTTGAACATTTTGTAGGCGTTACTGCAGTAAGGGAAGCTTTTATAGTTCGATTTCTACTTTTGTAACTTATTGTAAGTAACAAGGTCGAAAATGTTTACCTTTTGAG
	GecuE^8      GAGGACAAAAGCATTTGAACATTTTGTAGGCGTTACTGCAGCAAGCGAAACTTTTATAGTTCGATTTCTACTTTTGTAACTTATTGTAAGTAACAAGGTCGAAAATGTTTACCTTTTGAG
	GecuE^9       GAGGACAAAAGCATTTGAACATTTTGTAGGCGTTACTGCAGCAAGCGAAACTTTTATAGTTCGATTTCTACTTTTGTAACTTATTGTAAGTAACAAGGTCGAAAATGTTTACCTTTTGAG
	GecuE^10       GAGGACAAAAGCATTTGAACATTTTGTAGGCGTTACTGCAGTAAGGGAAGCTTTTATAGTTCGATTTCTACTTTTGTAACTTATTGTAAGTAACAAGGTCGAAAATGTTTACCTTTTGAG
	GecuE^11      GAGGACAAAAGCATTTGAACATTTTGTAGGCGTTACTGCAGCAAGCGAAACTTTTATAGTTCGATTTCTACTTTTGTAACTTATTGTAAGTAACAAGGTCGAAAATGTTTACCTTTTGAG
	GlicC^15     GAGGAC-AAAGCATTTGAACATTTTGTAGGCGTTACTGCAGCAAGGGAAAGTTTTATAGTTCGATTTCTACTTTTGTAACTTATTGTAAGTAACAAGGTCGAAAATGTTTACCTTTTGAG
	GlicC^16     GAGGAC-AAAGCATTTGAACATTTTGTAGGCGTTACTGCAGCAAGGGAAAGTTTTATAGTTCGATTTCTACTTTTGTAACTTATTGTAAGTAACAAGGTCGAAAATGTTTACCTTTTGAG
	GlicP^17      GAGGACAAAAGCATTTGAACATTTTGTAGGCGTTACTGCAGCAAGGGAAAGTTTTATAGTTCGATTTCTACTTTTGTAACTTATTGTAAGTAACAAGGTCGAAAATGTTTACCTTTTGAG
	GlicE^20      GAGGAC-AAAGCATTTGAACATTTTGTAGGCGTTACTGCAGCAAGGGAAAGTTTTATAGTTCGATTTCTACTTTTGTAACTTATTGTAAGTARCAAGGTCGAAAATGTTTACCTTTTGAG
	GlicE^21      GAGGAC-AAAGCATTTGAACATTTTGTAGGCGTTACTGCAGCAAGGGAAAGTTTTATAGTTCGATTTCTACTTTTGTAACTTATTGTAAGTAACAAGGTCGAAAATGTTTACCTTTTGAG
	GlicE^22      GAGGAC-AAAGCATTTGAACATTTTGTAGGCGTTACTGCAGCAAGGGAAAGTTTTATAGTTCGATTTCTACTTWTGTAACTTATTGTAAGTAACAAGGTCGAAAATGTTTACCTTTTGAG
	GlicE^23       GAGGAC-AAAGCATTTGAACATTTTGTAGGCGTTACTGCAGCAAGGGAAAGTTTTATAGTTCGATTTCTACTTTTGTAACTTATTGTAAGTAACAAGGTCGAAAATGTTTACCTTTTGAG
	GlicE^24       GAGGAC-AAAGCATTTGAACATTTTGTAGGCGTTACTGCAGCAAGGGAAAGTTTTATAGTTCGATTTCTACTTTTGTAACTTATTGTAAGTAACAAGGTCGAAAATGTTTACCTTTTGAG
	GlicE^25      GAGGAC-AAAGCATTTGAACATTTTGTAGGCGTTACTGCAGCAAGGGAAAGTTTTATAGTTCGATTTCTACTTTTGTAACTTATTGTAAGTAACAAGGTCGAAAATGTTTACCTTTTGAG
	GlicE^26      GAGGACAAAAGCATTTGAACATTTTGTAGGCGTTACTGCAGCAAGRGAAASTTTTATAGTTCGATTTCTACTTTTGTAACTTATTGTAAGTAACAAGGTCGAAAATGTTTACCTTTTGAG
	GmorB^27    GAGGACAAAAGCATTTGAACATTTTGTAGGCGTTACTGCAGCAAGSGAAASTTTTATAGTTCGATTTCTACTTTTGTAACTTATTGTAAGTAACAAGGTCGAAAATGTTTACCTTTTGAG
	GpasB^28    GAGGACAAAAGCATTTGAACATTTTGTAGGCGTTACTGCAGYAAGSGAARCTTTTATAGTTCGATTTCTACTTTTGTAACTTATTGTAAGTAACAAGGTCGAAAATGTTTACCTTTTGAG


20 120
	GecuC^1     CATCATTTCGAAAGGCTACAAAATGCCAAGACCTAAYTGGTTCTTGAGATATGGTAAAGCTGGCAATGATTTTATTCGATTTGGTCATAACGTTGAYTATTTGGATGATGTAGAAGACAA
	GecuP^4     CATCATTTCGAAAGGCTACAAAATGCCAAGACCTAATTGGTTCTTGAGATATGGTAAAGCTGGCAATGATTTTATTCGATTTGGTCATAACGTTGACTATTTGGATGATGTAGAAGACAA
	GecuP^5     CATCATTTCGAAAGGCTACAAAATGCCAAGACCTAAYTGGTTCTTGAGATATGGTAAAGCTGGCAATGATTTTATTCGATTTGGTCATAACGTTGAYTATTTGGATGATGTAGAAGACAA
	GecuP^6      CATCATTTCGAAAGGCTACAAAATGCCAAGACCTAAYTGGTTCTTGAGATATGGTAAAGCTGGCAATGATTTTATTCGATTTGGTCATAACGTTGACTATTTGGATGATGTAGAAGACAA
	GecuP^7      CATCATTTCGAAAGGCTACAAAATNCCAAGACCTAATTGGTTCNTGAGATATGGTAAAGCTGGNAATGATTTTATTCGATTTGGTCATAACGTTGACTATTTGGATGATGTAGAAGACAA
	GecuE^8      CATCATTTCGAAAGGCTACAAAATGCCAAGACCTAATTGGTTCTTGAGATATGGTAAAGCTGGCAATGATTTTATTCGATTTGGTCATAACGTTGACTATTTGGATGATGTAGAAGACAA
	GecuE^9       CATCATTTCGAAAGGCTACAAAATGCCAAGACCTAACTGGTTCTTGAGATATGGTAAAGCTGGCAATGATTTTATTCGATTTGGTCATAACGTTGACTATTTGGATGATGTAGAAGACAA
	GecuE^10       CATCATTTCGAAAGGCTACAAAATGCCAAGACCTAAYTGGTTCTTGAGATATGGTAAAGCTGGCAATGATTTTATTCGATTTGGTCATAACGTTGAYTATTTGGATGATGTAGAAGACAA
	GecuE^11      CATCATTTCGAAAGGCTACAAAATGCCAAGACCTAAYTGGTTCTTGAGATATGGTAAAGCTGGCAATGATTTTATTCGATTTGGTCATAACGTTGACTATTTGGATGATGTAGAAGACAA
	GlicC^15     CATCATTTCGAAAGGCTACAAAATGCCAAGACCTAACTGGTTCTTGAGATATGGTAAAGCTGGNAATGATTTTATTCGATTNGGTCATAACGTTGANTATTTGGATGATGTAGAAGACAA
	GlicP^17      CATCATTTCGAAAGGCTACAAAATGCCAAGACCTAATTGGTTCTTGAGATATGGTAAAGCTGGCAATGATTTTATTCGATTTGGTCATAACGTTGACTATTTGGATGATGTAGAAGACAA
	GlicE^20      CATCATTTCGAAAGGCTACAAAATGCCAAGACCTAAYTGGTTCTTGAGATATGGTAAAGCTGGYAATGATTTTATTCGATTTGGTCATAACGTTGAYTATTTGGATGATGTAGAAGACAA
	GlicE^21      CATCATTTCGAAAGGCTACAAAATGCCAAGACCTAACTGGTTCTTGAGATATGGTAAAGCTGGCAATGATTTTATTCGATTTGGTCATAACGTTGACTATTTGGATGATGTAGAAGACAA
	GlicE^22       CATCATTTCGAAAGGCTACAAAATGCCAAGACCTAACTGGTTCTTGAGATATGGTAAAGCTGGYAATGATTTTATTCGATTYGGTCATAACGTTGAYTATTTGGATGATGTAGAAGACAA
	GlicE^23       CATCATTTCGAAAGGCTACAAAATGCCAAGACCTAATTGGTTCTTGAGATATGGTAAAGCTGGCAATGATTTTATTCGATTTGGTCATAACGTTGACTATTTGGATGATGTAGAAGACAA
	GlicE^24      CATCATTTCGAAAGGCTACAAAATGCCAAGACCTAAYTGGTTCTTGAGATATGGTAAAGCTGGCAATGATTTTATTCGATTTGGTCATAACGTTGACTATTTGGATGATGTAGAAGACAA
	GlicE^25      CATCATTTCGAAAGGCTACAAAATGCCAAGACCTAAYTGGTTCTTGAGATATGGTAAAGCTGGCAATGATTTTATTCGATTTGGTCATAACGTTGACTATTTGGATGATGTAGAAGACAA
	GmorB^27    CATCATTTCGAAAGGCTACAAAATGCCAAGACCTAACTGGTTCTTGAGATATGGTAAAGCTGGCAATGATTTTATTCGATTTGGTCATAACGTTGACTATTTGGATGATGTAGAAGACAA
	GpasB^28    CATCATTTCGAAAGGCTACAAAATGCCAAGACCTAATTGGTTCTTGAGATATGGTAAAGCTGGCAATGATTTTATTCGATTTGGTCATAACGTTGACTATTTGGATGATGTAGAAGACAA
	GpasB^29    CATCATTTCGAAAGGCTACAAAATGCCAAGACCTAACTGGTTCTTGAGATATGGTAAAGCTGGCAATGATTTTATTCGATTTGGTCATAACGTTGACTATTTGGATGATGTAGAAGACAA


21 120
	GecuC^1     GACTTTACGACCACATAAACGCCCTCGTAAGGATGGCGACGTCGGATCTTCATCAAACCGTGAACGAATAAGGAAATATTACACCTTACATTGTAAATATTCGCTTCTRGAACGCGGTCG
	GecuP^4     GACTTTACGACCACATAAACGCCCTCGTAAGGATGGCGACGTCGGATCTTCATCAAACCGTGAACGAATAAGGAAATATTACACCTTACATTGTAAATATTCGCTTCTAGAACGCGGTCG
	GecuP^5      GACTTTACGACCACATAAACGCCCTCGTAAGGATGGCGACGTCGGATCTTCATCAAACCGTGAACGAATAAGGAAATATTACACCTTACATTGTAAATATTCGCTTCTRGAACGCGGTCG
	GecuE^8      GACTTTACGACCACATAAACGCCCTCGTAAGGATGGCGACGTCGGATCTTCATCAAACCGTGAACGAATAAGGAAATATTACACCTTACATTGTAAATATTCGCTTCTRGAACGCGGTCG
	GecuE^9       GACTTTACGACCACATAAACGCCCTCGTAAGGATGGCGACGTCGGATCTTCATCAAACCGTGAACGAATAAGGAAATATTACACCTTACATTGTAAATATTCGCTTCTAGAACGCGGTCG
	GecuE^10       GACTTTACGACCACATAAACGCCCTCGTAAGGATGGCGACGTCGGATCTTCATCAAACCGTGAACGAATAAGGAAATATTACACCTTACATTGTAAATATTCGCTTCTAGAACGCGGTCG
	GecuE^11       GACTTTACGACCAYATAAACGCCCTCGTAAGGATGGCGACGTCGGATCTTCATCAAACCGTGAACGAATAAGGAAATATTACACCTTACATTGTAAATATTCGCTTCTAGAACGCGGTCG
	GecuE^12      GACTTTACGACCACATAAACGCCCTCGTAAGGATGGCGACGTCGGATCTTCATCAAACCGTGAACGAATAAGGAAATATTACACCTTACATTGTAAATATTCGCTTCTAGAACGCGGTCG
	GlicC^15     GACTTTACGACCACATAAACGCCCTCGTAAGGATNGCGACGTCGGATCTTCATCAAACCGTGAACGAATAAGGAAATATTACACCTTACATTGTAAATATTCGCTTCTAGAACGCGGTCG
	GlicC^16     GACTTTACGACCACATAAACGCCCTCGTAAKGATGGCGACGTCGGATCTTCATCAAACCGTGAACGAATAAGGAAATATTACACCTTACATTGTAAATATTCGCTTCTAGAACGCGGTCG
	GlicP^17      GACTTTACGACCACATAAACGCCCTCGTAAGGATGGCGACGTCGGATCTTCATCAAACCGTGAACGAATAAGGAAATATTACACCTTACATTGTAAATATTCGCTTCTAGAACGCGGTCG
	GlicP^18      GACTTTACGACCACATAAACGCCCTCGTAAGGATGGCGACGTCGGATCTTCATCAAACCGTGAACGAATAAGGAAATATTACACCTTACATTGTAAATATTCGCTTCTAGAACGCGGTCG
	GlicE^20      GACTTTACGACCACATAAACGCCCTCGTAAGGATGGCGACGTCGGATCTTCATCAAACCGTGAACGAATAAGGAAATATTACACCTTACATTGTAAATATTCGCTTCTAGAACGCGGTCG
	GlicE^21      GACTTTACGACCACATAAACGCCCTCGTAAGGATGGCGACGTCGGATCTTCATCAAACCGTGAACGAATAAGGAAATATTACACCTTACATTGTAAATATTCGCTTCTAGAACGCGGTCG
	GlicE^22       GACTTTACGACCACATAAACGCCCTCGTAAGGATGGCGACGTCGGATCTTCATCAAACCGTGAACGAATAAGGAAATATTACACCTTACATTGTAAATATTCGCTTCTAGAACGCGGTCG
	GlicE^23       GACTTTACGACCACATAAACGCCCTCGTAAGGATGGCGACGTCGGATCTTCATCAAACCGTGAACGAATAAGGAAATATTACACCTTACATTGTAAATATTCGCTTCTAGAACGCGGTCG
	GlicE^24      GACTTTACGACCACATAAACGCCCTCGTAAGGATGGCGACGTCGGATCTTCATCAAACCGTGAACGAATAAGGAAATATTACACCTTACATTGTAAATATTCGCTTCTAGAACGCGGTCG
	GlicE^25      GACTTTACGACCACATAAACGCCCTCGTAAGGATGGCGACGTCGGATCTTCATCAAACCGTGAACGAATAAGGAAATATTACACCTTACATTGTAAATATTCGCTTCTAGAACGCGGTCG
	GmorB^27    GACTTTACGACCACATAAACGCCCTCGTAAGGATGGCGACGTCGGATCTTCATCAAACCGTGAACGAATAAGGAAATATTACACCTTACATTGTAAATATTCGCTTCTAGAACGCGGTCG
	GpasB^28    GACTTTACGACCACATAAACGCCCTCGTAAGGATGGCGACGTCGGATCTTCATCAAACCGTGAACGAATAAGGAAATATTACACCTTACATTGTAAATATTCGCTTCTAGAACGCGGTCG
	GpasB^29    GACTTTACGACCACATAAACGCCCTCGTAAGGATGGCGACGTCGGATCTTCATCAAACCGTGAACGAATAAGGAAATATTACACCTTACATTGTAAATATTCGCTTCTAGAACGCGGTCG


15 120
	GecuC^1     GGATTCTTTATCTGGTCGAGTCCATTATCCAATAATGTGGATCCAGCCCT-TTTTCTGACAACTTTTCCGAGCAAATACCTGCAATAGGTCGAGTAATTATCAAACAATGTAGCTGTAGT
	GecuP^4     GGATTCTTTATCTGGTCGAGTCCATTATCCAATAATGTGGATCCAGCCCTRTTTTCTGACAACTTTTCCGAGCAAATACCTGCAATAGGTCGAGTAATTATCAAACAATGTAGCTGTAGT
	GecuE^8      GGATTCTTTATCTGGTCGAGYCCATTATCCAATAATGTGGATCCAGCCCTGTTTTCTGACAACTTTTCCGAGCAAATACCTGCAATAGGTCGAGTAATTATCAAACAATGTAGCTGTAGT
	GecuE^9       GGATTCTTTATCTGGTCGAGTCCATTATCCAATAATGTGGATCCAGCCCTGTTTTCTGACAACTTTTCCGAGCAAATACCTGCAATAGGTCGAGTAATTATCAAACAATGTAGCTGTAGT
	GecuE^10      GGATTCTTTATCTGGTCGAGTCCGTTATCCAATAATGTGGATCCAGCCCTATTTTCTGACAACTTTTCCGAGCAAATACCTGCAATAGGTCGAGTAATTATCAAACAATGTAGCTGTAGT
	GlicC^15     GGATTCTTTATCTGGTCGAGTCCATTATCCAATAATGTGGATCCAGCCCTATTTTCTGACAACTTTTCCGAGCAAATACCTGCAATAGGTCGAGTAATTATCAAACAATGTAGCTGTAGT
	GlicP^17      GGATTCTTTATCTGGTCGAGTCCATTATCCAATAATGTGGATCCAGCCCTATTTTCTGACAACTTTTCCGAGCAAATACCTGCAATAGGTCGAGTAATTANCAAACAATGTAGCTGTAGT
	GlicE^20      GGATTCTTTATCTGGTCGAGTCCATTATCCAATAATGTGGATCCAGCCCTATTTTCTGACAACTTTTCCGAGCAAATACCTGCAATAGGTCGAGTAATTATCAAACAATGTAGCTGTAGT
	GlicE^21      GGATTCTTTATCTGGTCGAGTCCGTTATCCAATAATGTGGATCCAGCCCTATTTTCTGACAACTTTTCCGAGCAAATACCTGCAATAGGTCGAGTAATTATCAAACAATGTAGCTGTAGT
	GlicE^22      GGATTCTTTATCTGGTCGAGTCCATTATCCAATAATRTGGATCCAGCCCTATTTTCTRACAACTTTTCCGAGCAAATACCTGCAATAGGTCGAGTAATTATCAAACAATGTAGCTGTAGT
	GlicE^23       GGATTCTTTATCTGGTCGAGTCCATTATCCAATAATRTGGATCCAGCCCTATTTTCTRACAACTTTTCCGAGCAAATACCTGCAATAGGTCGAGTAATTATCAAACAATGTAGCTGTAGT
	GlicE^24       GGATTCTTTATCTGGTCGAGTCCATTATCCAATAATGTGGATCCAGCCCTRTTTTCTGACAACTTTTCCGAGCAAATACCTGCAATAGGTCGAGTAATTATCAAACAATGTAGCTGTAGT
	GlicE^25      GGATTCTTTATCTGGTCGAGTCCRTTATCCAATAATGTGGATCCAGCCCTATTTTCTGACAACTTTTCCGAGCAAATACCTGCAATAGRTCGAGTAATTATCAAACAATGTAGCTGTAGT
	GmorB^27    GGATTCTTTATCTGGTCGAGTCCATTATCCAATAATGTGGATCCAGCCCTATTTTCTGACAACTTTTCCGAGCAAATACCTGCAATAGGTCGAGTAATTAYCAAACAATGTAGCTGTAGT
	GpasB^28    GGATTCTTTATCTGGTCGAGTCCATTATCCAATAATGTGAATCCAGCCCTGTTTTCTGACAACTTTTCCGAGCAAATACCTGCAATAGGTCGAGTAATTATCAAACAATGTAGCTGTAGT


16 120
	GecuC^1     TGAAGCGTGGTGAACCAAACAAGGGTCACAAGAGAAAATCCTCCAACAGAAGCTTCGAAGAAAAAAAGAAAAGGTTTCACAAGCCTTTGTGACCCTTGAATATATGTAGTTATTACCTTG
	GecuP^4      TGAAGCGTGGTGAACCAAACAAGGGTCACAAGAGAAAATCCTCCAACAGAAGCTTCGAAGAAAAAAAGAAAAGGYTTCACAAGCCTTTGTGACCCTTGAATATATGTAGTTATTACCTTG
	GecuE^8      TGAAGCGTGRTGAACCAAACAAGGGTCACAAGAGAAAATCCTCCAACAGAAGCTTCGAAGAAAAAAAGAAAAGGYTTCACAAGCCTTTGTGACCCTTGAATATATGTAGTTATTACCTTG
	GecuE^9       TGAAGCGTGATGAACCAAACAAGGGTCACAAGAGAAAATCCTCCAACAGAAGCTTCGAAGAAAAAAAGAAAAGGTTTCACAAGCCTTTGTGACCCTTGAATATATGTAGTTATTACCTTG
	GecuE^10       TGAAGCGTGGTGAACCAAACAAGGGTCAYAAGAGRAAATCCTCCAACAGAAGCTTCGAAGAAAAAAAGAAAASGTTTCACAAGCCTTTGTGACCCTTGAATATATGTAGTTATTACCTTG
	GecuE^11       TGAAGCGTGGTGAACCAAACAAGGGTCACAAGAGAAAATCCTCCAACAGAAGCTTCGAAGAAAAAAAGAAAAGGTTTCACAAGCCTTTGTGACCCTTGAATATATGTAGTTATTACCTTG
	GlicC^15     TGAAGCGTGGTGAACCAAACAAGGGTCACAAGAGAAAATCCTCCAACAGAAGCTTCGAAGAAAAAAAGAAAAGGTTTCACAAGCCTTTGTGACCCTTGAATATATGTAGTTATTACCTTG
	GlicP^17      TGAAGCGTGGTGAACCAAAYAAGGGTCACAAGAGAAAATCCTCCAACAGAAGCTTCGAAGAAAAAAAGAAAARGTTTCACAAGCCTTTGTGACCCTTGAATATATRTAGTTATTACCTTG
	GlicE^20      TGAAGCGTGATGAACCAAACAAGGGTCACAAGAGAAAATCCTCCAACAGAAGCTTCGAAGAAAAAAAGAAAAGGTTTCACAAGCCTTTGTGACCCTTGAATATATGTAGTTATTACCTTG
	GlicE^21      TGAAGCGTGGTGAACCAAACAAGGGTCAYAAGAGAAAATCCTCCAACAGAAGCTTCGAAGAAAAAAAGAAAAGGTTTCACAAGCCTTTGTGACCCTTGAATATATGTAGTTATTACCTTG
	GlicE^22      TGAAGCGTGGTGAACCAAACAAGGGTCATAAGAGAAAATCCTCCAACAGAAGCTTCGAAGAAAAAAAGAAAAGGTTTCACAAGCCTTTGTGACCCTTGAATATATGTAGTTATTACCTTG
	GlicE^23       TGAAGCGTGGTGAACCAAACAAGGGTCACAAGAGAAAATCCTCCAACAGAAGCTTCGAAGAAAAAAAGAAAAGGTTTCACAAGCCTTTGTGACCCTTGAATATATGTAGTTATTACCTTG
	GlicE^24       TGAAGCGTGATGAACCAAACAAGGGTCACAAGAGAAAATCCTCCAACAGAAGCTTCGAAGAAAAAAAGAAAAGGTTTCACAAGCCTTTGTGACCCTTGAATATATGTAGTTATTACCTTG
	GlicE^25      TGAAGCGTGGTGAACCAAACAAGGGTCACAAGAGGAAATCCTCCAACAGAAGCTTCGAAGAAAAAAAGAAAAGGTTTCACAAGCCTTTGTGACCCTTGAATATATGTAGTTATTACCTTG
	GmorB^27    TGAAGCGTGATGAACCAAACAAGGGTCACAAGAGAAAATCCTCCAACAGAAGCTTCGAAGAAAGAAAGAAAAGGTTTCACAAGCCTTTGTGACCCTTGAATATATGTAGTTATTACCTTG
	GpasB^28    TGAAGCGTGATGAACCAAACAAGGGTCACAAGAGAAAATCCTCCAACAGAAGCTTCGAAGAAAAAAAGAAAAGGTTTCACAAGCCTTTGTGACCCTTGAATATATGTAGTTATTACCTTG


18 120
	GecuC^1     AGGTTAGAGTGAACAATTACTTTCTTATTTTTTGAGTTATACCCAGAAACATCAACGCTGCAAAAATAACAATCATTTGAATGATTTTTTTGCTCTCCCCATACTATGGGTACTGCAAAT
	GecuP^4     AGGTTAGAGTGAACAATTACTTTCTTATTTTTGGAGTTATACCCAGAAACATCAACGCTGCAAAAATAACAATCATTTGAATGATTTTTTTGCTCTYCCCATACTATGGGTACTGCAAAT
	GecuP^5      AGGTTAGAGTGAACAATTACTTTCTTATTTTTGGAGTTATACCCAGAAACATCAACGCTSCAAAAATAACAATCATTTGAATGATTTTTTTGCTCTCCCCATACTATGGGTACTGCAAAT
	GecuE^8       AGGTTAGAGTGAACAATTACTTTCTTATTTTTGGAGTTATACCCAGAAACATCAACGCTSCAAAAATAACAATCATTTGAATGATTTTTTTGCTCTCCCCATACTATGGGTACTGCAAAT
	GecuE^9      AGGTTAGAGTGAACAATTACTTTCTTATTTTTGGAGTTATACCCAGAAACATCAACGCTSCAAAAATAACAATCATTTGAATGATTTTTTTGCTCTYCCCATACTATGGGTACTGCAAAT
	GlicC^15     AGGTTAGAGTGAACAATTACTTTCTTATTTTTGGAGTTATACCCAGAAACATCAACGCTGCAAAAATAACAATCATTTGAATGATTTTTTTGCTCTCCCCATACTATGGGTACTGCAAAT
	GlicC^16     AGGTTAGAGTGAACAATTACTTTCTTATTTTTGGAGTTATACCCAGAAACATCAACGCTGCAAAAATAACAATCATTTGAATGATTTTTTTGCTCTCCCCATACTATGGGTACTGCAAAT
	GlicP^17      AGGTTAGAGTGAACAATTACTTTCTTATTTTTGGNGTTATACCCAGAAACATCAACGCTGCAAAAATAACAATCATTTGAATGATTTTTTTGCTCTCCCCATACTATGGGTACTGCAAAT
	GlicP^18      AGGTTAGAGTGAACAATTACTTTCTTATTTTTGGAGTTATACCCAGAAACATCAACGCTGCAAAAATAACAATCATTTGAATGATTTTTTTGCTCTCCCCATACTATGGGTACTGCAAAT
	GlicE^20      AGGTTAGAGTGAACAATTACTTTCTTATTTTTGGAGTTATAYCCAGAAACATCAACGCTGCAAAAATAACAATCATTTGAATGATTTTTTTGCTCTCCCCATACTATGGGTACTGCAAAT
	GlicE^21      AGGTTAGAGTGAACAATTACTTTCTTATTTTTGGAGTTATACCCAGAAACATCAACGCTGCAAAAATAACAATCATTTGAATGATTTTTTTGCTCTCCCCATACTATGGGTACTGCAAAT
	GlicE^22      AGGTTAGAGTGAACAATTACTTTCTTATTTTTGGAGTTATACCCAGAAACATCAACGCTGCAAAAATAACAATCATTTGAATGATTTTTTTGCTCTCCCCATACTATGGGTACTGCAAAT
	GlicE^23       AGGTTAGAGTGAACAATTACTTTCTTATTTTTGGAGTTATACCCAGAAACATCAACGCTGCAAAAATAACAATCATTTGAATGATTTTTTTGCTCTCCCCATACTATGGGTACTGCAAAT
	GlicE^24       AGGTTAGAGTGAACAATTACTTTCTTATTTTTGGAGTTATAYCCAGAAACATCAACGCTGCAAAAATAACAATCATTTGAATGATTTTTTTGCTCTCCCCATACTATGGGTACTGCAAAT
	GlicE^25      AGGTTAGAGTGAACAATTACTTTCTTATTTTTGGAGTTATACCCAGAAACATCAACGCTGCAAAAATAACAATCATTTGAATGATTTTTTTGCTCTCCCCATACTATGGGTACTGCAAAT
	GmorB^27    AGGTTAGAGTGAACAATTACTTTCTTATTTTTGGAGTTATACCCAGAAACATCAACGCTGCAAAAATAACAATCATTTGAATGATTTTTTTGCTCTCCCCATACTATGGGTACTGCAAAT
	GpasB^28    AGGTTAGAGTGAACAATTACTTTCTTATTTTTKGAGTTATACCCAGAAACATCAACGCTGCAAAAATAACAATCATTTGAATGATTTTTTTGCTCTCCCCATACTATGGGTACTGCAAAT
	GpasB^29    AGGTTAGAGTGAACAATTACTTTCTTATTTTTTGAGTTATACCCAGAAACATCAACGCTGCAAAAATAACAATCATTTGAATGATTTTTTTGCTCTCCCCATACTATGGGTACTGCAAAT


16 120
	GecuC^1     AGAGTATTCCATGAAGGAGCCTTTTCAAAGTTCMATTCGATTTCAGCAGGAGTTCTGGAGCCACTGCTTTACTTACTCTACACCGTTGATATTCCTACATCAGAAGAAACGACAATAGAT
	GecuP^4     AGAGTATTCCATGAAGGAGCCTTTTCAAAGTTCCATTCGATTWCAGCAGGAGTTCTGGAGCCACTGCTTTACTTACTCTACACCGTTGATATTCCTACATCAGAAGAAACGACAATAGAT
	GecuP^5      AGAGTATTCCATGAAGGAGCCTTTTCAAAGTTCCATTCGATTTCAGNAGGAGNTCTGGAGCCACTGCTTTACTTACTCTACACCGTTGATATTCCTACATCAAAAGAAACGACAATAGAT
	GecuE^8      AGAGTATTCCATGAAGGAGCCTTTTCAAAGTTCCATTCGATTTCAGCAGGAGTTCTGGAGCCACTGCTTTACTTACTCTACACCGTTGATATTCCTACATCAAAAGAAACGACAATAGAT
	GecuE^9       AGAGTATTCCATGAAGGAGCCTTTTCAAAGTTCCATTCGATTTCAGCAGGAGTTCTGGAGCCACTGCTTTACTTACTCTACACCGTTGATATTCCTACATCAGAAGAAACGACAATAGAT
	GlicC^15     AGAGTATTCCATGAAGGAGCC-TTTCAAAGTTCCATTCGATTTCAGCAGGAGTTCTGGAGCCACTGCTTTACTTACTCTACACCGTTGATATTCCTACATCANAAGAAACGANAATAGAT
	GlicP^17      AGAGTATTCCATGAAGGAGCCTTTTCAAAGTTCCATTCGATTTCAGCAGGAGTTCTGGAGCCACTGCTTTACTTACTCTACACCGTTGATATTCCTACATCAGAAGAAACGACAATAGAT
	GlicE^20      AGAGTATTCCATGAAGGAGCCTTTTCAAAGTTCCATTCGATTTCAGCAGGAGTTCTGGAGCCACTGCTTTACTTACTCTACACCGTTGATATTCCTACATCANAAGAAACGANAATAGAT
	GlicE^21      AGAGTATTCCATGAAGGAGCCTTTTCAAAGTTCCATTCGATTTCAGCAGGAGTTCTGGAGCCACTGCTTTACTTACTCTACACCGTTGATATTCCTACATCAGAAGAAACGATAATAGAT
	GlicE^22      AGAGTATTCCATGAAGGAGCCTTTTCAAAGTTCCATTCGATTTCAGCAGGAGTTCTGGAGCCACTGCTTTACTTACTCTACACCGTTGATATTCCTACATCAAAAGAAACGACAATAGAT
	GlicE^23       AGAGTATTCCATGAAGGAGCCTTTTCAAAGTTCCATTCGATTTCAGCAGGAGTTCTGGAGCCACTGCTTTACTTACTCTACACCGTTGATATTCCTACATCARAAGAAACGAYAATAGAT
	GlicE^24       AGAGTATTCCATGAAGGAGCCTTTTCAAAGTTCCATTCGATTTCAGCAGGAGTTCTGGAGCCACTGCTTTACTTACTCTACACCGTTGATATTCCTACATCAGAAGAAACGATAATAGAT
	GlicE^25      AGAGTATTCCATGAAGGAGCCTTTTCAAAGTTCCATTCGATTTCAGCAGGAGTTCTGGAGCCACTGCTTTACTTACTCTACACCGTTGATATTCCTACATCAGAAGAAACGAYAATAGAT
	GlicE^26      AGAGTATTCCATGAAGGAGCCTTTTCAAAGTTCCATTCGATTTCAGCAGGAGTTCTGGAGCCACTGCTTTACTTACTCTACACCGTTGATATTCCTACATCAGAAGAAACGATAATAGAT
	GmorB^27    AGAGTATTCCATGAAGGAGCCTTTTCAAAGTTCCATTCGATTTCAGCAGGAGTTCTGGAGCCACTGCTTTACTTACTCTACACCGTTGATATTCCTACATCAGAAGAAACGACAATAGAT
	GpasB^28    AGAGTATTCCATGAAGGAGCCTTTTCAAAGTTCCATTCGATTTCAGCAGGAGTTCTGGAGCCACTGCTTTACTTACTCTACACCGTTGATATTCCTACATCAGAAGAAACGATAATAGAT


17 120
	GecuC^1     TCTGTAACTCTATACGCAGATGACATCTCTATTCTCGTTGTG-TTTCTCTAACTNTCTGCATCGTTGAAGATCTGTTCACCCGTACAAACACTAGCCGCACCTTTCGTCTNATGTTTGCA
	GecuP^4     TCTGTAACTCTATACGCAGATGACATCTCTATTCTCGTTGTGCTTTCTCTAACTGTCTGCATCGTTGAAGATCTGTTCACCCGTACAAACACTAGCCGCACCTTTCGTCTTATGTTTGCA
	GecuE^8      TCTGTAACTCTATACGCAGATGACATCTCTATTCTCGTTGTGCTTTCTCTAACTGTCTGCATCGTTGAAGATCTGTTCACCYGTACAAACACTAGCCGCACCTTTCGTCTTATGTTTGCA
	GecuE^9       TCTGTAACTCTATACGCAGATGACATCTCTATTCTCGTTGTGYTTTCTCTAACTRTCTGCATCGTTGAAGATCTGTTCACCCGTACAAACACTAGCCGCACCTTTCGTCTTATGTTTGCA
	GecuE^10      TCTGTAACTCTATACGCAGATGACATCTCTATTCTCGTTGTGCTTTCTCTAACTGTCTGCATCGTTGAAGATCTGTTCACCCGTACAAACACTAGCCGCACCTTTCGTCTKATRTTTGCA
	GlicC^15     TCTGTAACTCTATACGCAGATGACATCTCTATTCTCGTTGTGCTTTCTCTAACTGTCTGCATCGTTGAAGATCTGTTCACCCGTACAAACACTAGCCGCACCTTTCGTCTTATGTTTGCA
	GlicP^17      TCTGTAACTCTATACGCAGATGACATYTCTATTCTCGTTGTGCTTTCTCTAACTGTCTGCATCGTTGAAGATCTGTTCACCCGTACAAACACTAGCCGCACCTTTCGTCTTATGTTTGCA
	GlicE^20      TCTGTAACTCTATACGCAGATGACATNTCTATTCTCGTTGTGCTTTCTCTAACTGTCTGCATCGTTGAAGATCTGTTCACCNGTACAAACACTAGCCGCACCTTTCGTCTTATGTTTGCA
	GlicE^21      TCTGTAACTCTATACGCAGATGACATCTCTATTCTCGTTGTGCTTTCTCTAACTRTCTGCATCGTTGAAGATCTGTTCACCCGTACAAACACTAGCCGCACCTTTCGTCTTATGTTTGCA
	GlicE^22      TCTGTAACTCTATACGCAGATGACATCTCTATTCTCGTTGTGCTTTCTCTAACTGTCTGCATCGTTGAAGATCTGTTCACCCGTACAAACACTAGCCGCACCTTTCGTCTTATGTTTGCA
	GlicE^23       TCTGTAACTCTATACGCAGATGACATYTCTATTCTCGTTGTGCTTTCTCTAACTGTCTGCATCGTTGAAGATCTGTTCACCCGTACAAACACTAGCCGCACCTTTCGTCTTATGTTTGCA
	GlicE^24       TCTGTAACTCTATACGCAGATGACATCTCTATTCTCGTTRTGCTTTCTCTAACTGTCTGCATCGTTGAAGATCTGTTCACCCGTACAAACACTAGCCGCACCTTTCGTCTTATGTTTGCA
	GlicE^25      TCTGTAACTCTATACGCAGATGACATYTCTATTCTCGTTGTGYTTTCTCTARCTGTCTGCATCGTTGAAGATCTGTTCACCCGTACAAACACTAGCCGCACCTTTCGTCTTATGTTTGCA
	GlicE^26      TCTGTAACTCTATACGCAGATGACATCTCTATTCTCGTTGTGCTTTCTCTAACTGTCTGCATCGTTGAAGATCTGTTCACCCGTACAAACACTAGCCGCACCTTTCGTCTTATGTTTGCA
	GmorB^27    TCTGTAACTCTATACGCAGATGACATCTCTATTCTCGTTGTGCTTTCTCTAACTGTCTGCATCGTTGAAGATYTGTTCACCCGTACAAACACTAGCCGCACCTTTCGTCTTATGTTTGCA
	GpasB^28    TCTGTAACTCTATACGCAGATGACATYTCTATTCTCGTTGTGCTTTCTCTAACTGTCTGCATCGTTGAAGATCTGTTCACCCGTACAAACACTAGCCGCACCTTTCGTCTTATGTTTGYA
	GpasB^29    TCTGTAACTCTATACGCAGATGACATYTCTATTCTCGTTGTGCTTTCTCTAACTRTCTGCATCGTTGAAGATCTGTTCACCCGTACAAACACTAGCCGCACCTTTCGTCTTATGTTTGCA


19 120
	GecuC^1     GGCGAATACCTGTTTCAGAAATGTTAGACATCACTRCTAATTCCTTCACTTCCAAACGGCGACCTGCTAATACCATTTCTTCAATAATTCARATGTTTTGAGGCGTAATCAGTTCAATTG
	GecuP^4     GGCGAATACCTGTTTCAGAAATGTTAGACATCACTACTAATTCCTTCACTTCCAAACGGCGACCTGCTAATACCATTTCTTCAATAATTCAAATGTTTTGAGGCGTAATCAGTTCAATTG
	GecuP^5     GGCGAATACCTGTTTCAGAAATGTTAGACATCACTGCTAATTCCTTCACTTCCAAACGGCGACCTGCTAATACCATTTCTTCAATAATTCAGATGTTTTGAGGCGTGATCAGTTCAATTG
	GecuP^6      GGCGAATACCTGTTTCAGAAATGTTAGACATCACTGCTAATTCCTTCACTTCCAAACGGCGACCTGCTAATACCATTTCTTCAATAATTCAGATGTTTTGAGGCGTGATCAGTTCAATTG
	GecuE^8      GGCGAATACCTGTTTCAGAAATGTTAGACATCACTGCTAATTCCTTCACTTCCAAACGGCGACCTGCTAATACCATTTCTTCAATAATTCAGATGTTTTGAGGCGTGATCAGTTCAATTG
	GecuE^9       GGCGAATACCTGTTTCAGAAATGTTAGACATCACTGCTAATTCCTTCACTTCCAAACGGCGACCTGCTAATACCATTTCTTCAATAATTCARATGTTTTGAGGCGTRATCAGTTCAATTG
	GecuE^10       GGCGAATACCTGTTTCAGAAATGTTAGACATCACTGCTAATTCCTTCACTTCCAAACGGCGACCTGCTAATACCATTTCTTCAATAATTCARATGTTTTGAGGCGTAATCAGTTCAATTG
	GecuE^11       GGCGAATACCTGTTTCASAAATGTTAGACATCACTGCTAATTCCTTCACTTCCAAACGGCGACCTGCTAATACCATTTCTTCAATAATTCAGATGTTTTGAGGCGTGATCAGTTCAATTG
	GecuE^12      GGCGAATACCTGTTTCAGAAATGTTAGACATCACTGCTAATTCCTTCACTTCCAAACGGCGACCTGCTAATACCATTTCTTCAATAATTCARATGTTTTGAGGCGTAATCAGTTCAATTG
	GlicC^15     GGCGAATACCTGTTTCAGAAATGTTAGACATCACTGCTAATTCCTTCACTTCCAAACGGCGACCTGCTAATACCATTTCTTCAATAATTCAGATGTTTTGAGGCGTGATCAGTTCAATTG
	GlicP^17      GGCGAATACCTGTTTCAGAAATGTTAGACATCACNGNNANTTCCTTCACTTCCAAACGGCGACCTGCTAATACCATTTCTTCAATAATTCAGATGTTTTGAGGCGTGATCAGTTCAATTG
	GlicE^20      GGCGAATACCTGTTTCAGAAATGTTAGACATCACTGCTAATTCCTTCACTTCCAAACGGCGACCTGCTAATACCATTTCTTCAATAATTCAGATGTTTTGAGGCGTGATCAGTTCAATTG
	GlicE^21      GGCGAATACCTGTTTCAGAAATGTTAGACATCACTGCTAATTCCTTCACTTCCAAACGGCGACCTGCTAATACCATTTCTTCAATAATTCAGATGTTTTGAGGCGTGATCAGTTCAATTG
	GlicE^22       GGCGAATACCTGTTTCAGAAATGTTAGACATCACTGCTAATTCCTTCACTTCCAAACGGCGACCTGCTAATACCATTTCTTCAATAATTCAGATGTTTTGAGGCGTGATCAGTTCAATTG
	GlicE^23       GGCGAATACCTGTTTCAGAAATGTTAGACATCACTGCTAATTCCTTCACTTCCAAACGGCGACCTGCTAATACCATTTCTTCAATAATTCAGATGTTTTGAGGCGTGATCAGTTCAATTG
	GlicE^24      GGCGANTACCTGTTTCAGAAATGTNAGACATCACTGCTAATTCCTTCACTTCCAAACGGCGACCTGCTAATACCATTTCTTCAATAATTCAGATGTTTTGAGGCGTGATCAGTTCAATTG
	GlicE^25      GGCGAATACCTGTTTCAGAAATGTTAGACATCACTGCTAATTCCTTCACTTCCAAACGGCGACCTGCTAATACCATTTCTTCAATAATTCAGATGTTTTGAGGCGTGATCAGTTCAATTG
	GmorB^27    GGCGAATACCTGTTTCAGAAATGTTAGACATCACTGCTAATTCCTTCACTTCCAAACGGCGACCTGCTAATACCATTTCTTCAATAATTCAGATGTTTTGAGGCGTGATCAGTTCAATTG
	GpasB^28    GGCGAATACCTGTTTCAGAAATGTTAGACATCACTGCTAATTCCTTCACTTCCAAACGGCGACCTGCTAATACCATTTCTTCAATAATTCAGATGTTTTGAGGCGTGATCAGTTCAATTG


24 120
	GecuC^1     AAGAAAGTCTTTGCCGATGCCGAAAAAACTNAGTTTTTCCAATAAAATACGATGGTTTATGAGGTCGAACACACGTGGAAGGTCCGGGTAGACAACATCCAATTGGCCACCCCTATCGAC
	GecuP^4     AAGAAAGTCTTTGCCGATGCCGAAAAAACTCAGTTTTTCCAATAAAATACGATGGTTTATGAGGTCGAACACACGTGGAAGGTCCGGGTAGACAACATCCAATTGGCCACCCCTATCGAC
	GecuP^5     AAGAAAGTCTTTGCCGATGCCGAAAAAAATCAGTTTTTCCAATAAAATACGATGGTTTATGAGGTCGAACACACGTGGAAGGTCCGGGTAGACAACATCCAATTGGCCACCCCTATCGAC
	GecuP^6      AAGAAAGTCTTTGCCGATGCCGAAAAAA-TNAGTTTTTCCAATAAAATACGATGGTTTATGANGTCGAACACACGTGGAAGGTCCGGGTAGACAACATCCAATTGGCCACCCCTATCGAC
	GecuP^7      AAGAAAGTCTTTGCCGATGCCGAAAAAAATCAGTTTTTCCAATAAAATACGATGGTTTATGAGGTCGAACACACGTGGAAGGTCCGGGTAGACAACATCCAATTGGCCACCCCTATCGAC
	GecuE^8      AAGAAAGTCTTTGCCGATGCCGAAAAAAATCAGTTTTTCCAATAAAATACGATGGTTTATGAGGTCGAACACACGTGGAAGGTCCGGGTAGACAACATCCAATTGGCCACCCCTATCGAC
	GecuE^9       AAGAAAGTCTTTGCCGATGCCGAAAAAAMTCAGTTTTTCCAATAAAATACGATGGTTTATGAGGTCGAACACACGTGGAAGGTCCGGGTAGACAACATCCAATTGGCCACCCCTATCGAC
	GecuE^10       AAGAAAGTCTTTGCCGATGCCGAAAAAACTCAGTTTTTCCAATAAAATACGATGGTTTATGAGGTCGAACACACGTGGAAGGTCCGGGTAGACAACATCCAATTGGCCACCCCTATCGAC
	GecuE^11       AAGAAAGTCTTTGCCGATGCCGAAAAAAMTCAGTTTTTCCAATAAAATACGATGGTTTATGAGGTCGAACACACGTGGAAGGTCCGGGTAGACAACATCCAATTGGCCACCCCTATCGAC
	GecuE^12      AAGAAAGTCTTTGCCGATGCCGAAAAAAMTCAGTTTTTCCAATAAAATACGATGGTTTATGAGGTCGAACACACGTGGAAGGTCCGGGTAGACAACATCCAATTGGCCACCCCTATCGAC
	GlicC^15     AAGMAAGTCTTTGCCGATGCCGAAAAAACTCAGTTTTTCCAATAAAATACGATGGTTTATNAGGTCGAACACACGTGGAAGGTCCGGGTAGACAACATCCAATTGGCCACCCCTATCGAC
	GlicP^17      AAGAAAGTCTTTGCCGATGCCGAAAAAACTCAGTTTTTCCAATAAAATACGATGGTTTATGAGGTCGAACACACGTGGAAGGTCCGGGTAGACAACATCCAATTGGCCACYCCTATCGAC
	GlicP^18      AAGAAAGTCTTTGCCGATGCCG-AAAAACTCAGTTTTTCCAATAAAATACGATGGTTTATGAGGTCGAACACACGTGGAAGGTCCGGGTAGACAACATCCAATTGGCCACCCCTATCGAC
	GlicP^19      AAGAAAGTCTTTGCCGATGCCGAAAAAACTCAGTTTTTCCAATAAAATACGATGGTTTATGAGGTCGAACACACGTGGAAGGTCCGGGTAGACAACATCCAATTGGCYACCCCTATCGAC
	GlicE^20      AAGAAAGTCTTTGCCGATGCCGAAAAAACTCAGTTTTTCCAATAAAATACGATGGTTTATGAGGTCGAACACACGTGGAAGGTCCGGGTAGACAACATCCAATTGGCCACCCCTATCGAC
	GlicE^21      AAGAAAGTCTTTGCCGATGCCGAAAAAACTCAGTTTTTCCAATAAAATACGATGGTTTATGAGGTCGAACACACGTGGAAGGTCCGGGTAGACAACATCCAATTGGCCACCCCTATCGAC
	GlicE^22      AAGAAAGTCTTTGCCGATGCCGAAAAAACTCAGTTTTTCCAATAAAATACGATGGTTTATGAGGTCGAACACACGTGGAAGGTCCGGGTAGACAACATCCAATTGGCCACCCCTATCGAC
	GlicE^23       AAGAAAGTCTTTGCCGATGCCGAAAAAACTCAGTTTTTCCAATAAAATACGATGGTTTATGAGGTCGAACACACGTGGAAGGTCCGGGTAGACAACATCCAATTGGCCACCCCTATCGAC
	GlicE^24       AAGAAAGTCTTTGCCGATGCCGAAAAAACTCAGTTTTTCCAATAAAATACGATGGTTTATGAGGTCGAACACACGTGGAAGGTCCGGGTAGACAACATCCAATTGGCCACYCCTATCGAC
	GlicE^25      AAGAAAGTCTTTGCCGATGCCGAAAAAACTCAGTTTTTCCAATAAAATACGATGGTTTATGAGGTCGAACACACGTGGAAGGTCCGGGTAGACAACATCCAATTGGCCACCCCTATCGAC
	GlicE^26      AAGAAAGTCTTTGCCGATGCCGAAAAAACTCAGTTTTTCCAATAAAATACGATGGTTTATGAGGTCGAACACACGTGGAAGGTCCGGGTAGACAACATCCAATTGGCCACCCCTATCGAC
	GmorB^27    AAGAAAGTCTTTGCCGATGCCGAAAAAAATCAGTTTTTCCAATAAAATACGATGGTTTATGAGGTCGAACACACGTGGAAGGTCCGGGTAGACAACATCCAATTGGCCACCCCTATCGAC
	GpasB^28    AAGAAAGTCTTTGCCGATGCCGAAAAAAATCAGTTTTTCCAATAAAATACGATGGTTTATGAGGTCGAACACACGTGGAAGGTCCGGGTAGACAACATCCAATTGGCCACCCCTATCGAC
	GpasB^29    AAGAAAGTCTTTGCCGATGCCGAAAAAAMTCAGTTTTTCCAATAAAATACGATGGTTTATGAGGTCGAACACACGTGGAAGGTCCGGGTAGACAACATCCAATTGGCCACCCCTATCGAC


18 120
	GecuC^1     CCTAGTTTCTAGCGACGATAATATCTTTCCAATTGTTAGGTTGTTTACCTTGAATGTATTTCCCTAAAAGACTAGTAAACAAAGTATTTATAATTTATTATTTTCATTGGAAAAAACAGA
	GecuP^4     CCTAGTTTCTAGCGACGATAATATCTTTCCAATTGTTAGGTTGTTTACCTTGAATGTATTTCCCTAAAAGACTAGTAAACAAAGTATTTATAATTTATTATTTTCATTGGAAAAAACAGA
	GecuP^5     CCTAGTTTCTAGCGACGATAATATCTTTCCAATTGTTAGGTTGTTTACCTTGAATGTATTTCCCTAAAAGACTAGTAAACAAAGTATTTATAATTTATTATTTTCATTGGAAAAAACAGA
	GecuP^6      CCTAGTTTCTAGCGACGATAATATCTTTCCAATTGTTAGGTTGTTTACCTTGAATGTATTTCCCTAAAAGACTAGTAAACAAAGTATTTATAATTTATTATTTTCATTGGAAAAAACAGA
	GecuE^8      CCTAGTTTCTAGCGACGATAATATCTTTCCAATTGTTAGGTTGTTTACCTTGAATGTATTTCCCTAAAAGACTAGTAAACAAAGTATTTATAATTTATTATTTTCATTGGAAAAAACAGA
	GecuE^9       CCTAGTTTCTAGCGACGATAATATCTTTCCAATTGTTAGGTTGTTTACCTTGAATGTATTTCCCT-AAAGACTAGTAAACAAAGTATTTATAATTTATTATTTTCATTGGAAAAAACAGA
	GecuE^10       CCTAGTTTCTAGCGACGATAATATCTTTCCAATTGTTAGGTTGTTTACCTTGAATGTATTTCCCTAAAAGACTAGTAAACAAAGTATTTATAATTTATTATTTTCATTGGAAAAAACAGA
	GlicC^15     CCTAGTTTCTAGYGACGATAATATCTTYCCAATTGTTAGGTTGTTTACCTTGAATGTATTTCCCTAAAAGACTAGTAAACAAAGTATTTATAATTTATTATTTTCATTGGAAAAAACAGA
	GlicP^17      CCTAGTTTCTAGYGACGATAATATCTTYCCAATTGTTAGGTTGTTTACCTTGAATGTATTTCCCTAAAAGACTAGTAAACAAAGTATTTATAATTTATTATTTTCATTGGAAAAAACAGA
	GlicP^18      CCTAGTTTCTAGCGACGATAATATCTTTCCAATTGTTAGGTTGTTTACCTTGAATGTATTTCCCTAAAAGACTAGTAAACAAAGTATTTATAATTTATTATTTTCATTGGAAAAAACAGA
	GlicE^20      CCTAGTTTCTAGCGACGATAATATCTTTCCAATTGTTAGGNTGTTTACCTTGAATGTATTTCCCTAAAAGACTAGTAAACAAAGTATTTATAATTTATTATTTTCATTGGAAAAAACAGA
	GlicE^21      CCTAGTTTCTAGYGACGATAATATCTTYCCAATTGTTAGGTTGTTTACCTTGAATGTATTTCCCTAAAAGACTAGTAAACAAAGTATTTATAATTTATTATTTTCATTGGAAAAAACAGA
	GlicE^22       CCTAGTTTCTAGYGACGATAATATCTTYCCAATTGTTAGGTTGTTTACCTTGAATGTATTTCCCTAAAAGACTAGTAAACAAAGTATTTATAATTTATTATTTTCATTGGAAAAAACAGA
	GlicE^23       CCTAGTTTCTAGCGACGATAATATCTTTCCAATTGTTAGGTTGTTTACCTTGAATGTATTTCCCTAAAAGACTAGTAAACAAAGTATTTATAATTTATTATTTTCATTGGAAAAAACAGA
	GlicE^24      CCTAGTTTCTAGCGACGATAATATCTTTCCAATTGTTAGGTTGTTTACCTTGAATGTATTTCCCTAAAAGACTAGTAAACAAAGTATTTATAATTTATTATTTTCATTGGAAAAAACAGA
	GlicE^25      CCTAGTTTCTAGCGACGATAATATCTTTCCAATTGTTAGGTTGTTTACCTTGAATGTATTTCCCTAAAAGACTAGTAAACAAAGTATTTATAATTTATTATTTTCATTGGAAAAAACAGA
	GmorB^27    CCTAGTTTCTAGCGACGATAATATCTTTCCAATTGTTAGGTTGTTTACCTTGAATGTATTTCCCTAAAAGACTAGTAAACAAAGTATTTATAATTTATTATTTTCATTGGAAAAAACAGA
	GpasB^28    CCTAGTTTCTAGCGACGATAATATCTTTCCAATTGTTAGGTTGTTTACCTTGAATGTATTTCCCTAAAAGACTAGTAAACAAAGTATTTATAATTTATTATTTTCATTGGAAAAAACAGA


19 120
	GecuC^1     CCTATGAAGTGTTCCATCTGTCATGTATTTGATCACCGTTCTTTCCGATGTGCAATCTTCAAAACGTATTGCGTATCCCACCTCGTTTCCAAGCTTCACGTCCATTTCGTGAGCTACTCT
	GecuP^4     CCTATGAAGTGTTCCATCTGTCATGTATTTGATCACCGTTCTTTCCGATGTGCAATCTTCAAAACGTATTGCGTATCCCACCTCGTTTCCAAGCTTCACGTCCATTTCGTGAGCTACTCT
	GecuP^5     CCTATGAAGTGTTCCATCTGTCATGTATTTGATCACCGTTCTTTCCGAYGTGCAATCTTCAAAACGTATTGCGTATCCCACCTCGTTTCCAAGCTTCACGTCCATTTCGTGAGCTACTCT
	GecuP^6      CCTATGAAGTGTTCCATCTGTCATGTATTTGATCACCGTTCTTTCCGATGTGCAATCTTCAAAACGTATTGCGTATCCCACCTCGTTTCCAAGCTTCACGTCCATTTCGTGAGCTACTCT
	GecuP^7      CCTATGNAGTGTTCCATCTGTCATGTATTTGATCACCGTTCTTTCCGATGTGCAATCTTCAAAACGTATTGCGTATCCCACCTCGTTTCCAAGCTTCACGTCCATTTCGTGAGCTACTCT
	GecuE^8      CCTATGAAGTGTTCCATCTGTCATGTATTTGATCACCGTTCTTTCCGATGTGCAATCTTCAAAACGTATTGCGTATCCCACCTCGTTTCCNAGCTTCACGTCCATTTCGTGAGCTACTCT
	GecuE^9       CCTATGAAGTGTTCCATCTGTCATGTATTTGATCACCGTTCTTTCCGATGTGCAATCTTCAAAACGTATTGCGTATCCCACCTCGTTTCCAAGCTTCACGTCCATTTCGTGAGCTACTCT
	GecuE^10       CCTATGAAGTGTTCCATCTGTCATGTATTTGATCACCGTTCTTTCCGAYGTGCAATCTTCAAAACGTATTGCGTATCCCACCTCGTTTCCAAGCTTCACGTCCATTTCRTGAGCTACTCT
	GlicC^15     CCTATGAAGTGTTCCATCTGTCATGTATTTGATCACCGTTCTTTCCGATGTGCAATCTTCAAAACGTATTGCGTATCCCACCTCGTTTCCAAGCTTCACGTCCATTTCGTGAGCTACTCT
	GlicP^17      CCTATGAAGTGTTCCATCTGTCATGTATTTGATCACCGTTCTTTCCGATGTGCAATCTTCAAAACGTATTGCGTATCCCACCTCGTTTCCAAGCTTCACGTCCATTTCGTGAGCTACTCT
	GlicP^18      CCTATGAAGTGTTCCATCTGTCATGTATTTGATCACCGTTCTTTCCGATGTGCAATCTTCAAAACGTATTGCGTATCCCACCTCGTTTCCAAGCTTCACGTCCATTTCGTGAGCTACTCT
	GlicE^20      CCTATGAAGTGTTCCATCTGTCATGTATTTGATCACCGTTCTTTCCGATGTGCAATCTTCAAAACGTATTGCGTATCCCACCTCGTTTCCAAGCTTCACGTCCATTTCGTGAGCTACTCT
	GlicE^21      CCTATGAAGTGTTCCATCTGTCATGTATTTGATCACCGTTCTTTCCGATGTRCAATCTTCAAAACGTATTGCGTATCCCACCTCGTTTCCAAGCTTCACGTCCATTTCGTGAGCTACTCT
	GlicE^22      CCTATGAAGTGTTCCATCTGTCATGTATTTGATCACCGTTCTTTCCGATGTGCAATCTTCAAAACGTATTGCGTATCCCACCTCGTTTCCAAGCTTCACGTCCATTTCGTGAGCTACTCT
	GlicE^23       CCTATGAAGTGTTCCATCTGTCATGTATTTGATCACCGTTCTTTCCGATGTGCAATCTTCAAAACGTATTGCGTATCCCACCTCGTTTCCAAGCTTCACGTCCATTTCGTGAGCTACTCT
	GlicE^24       CCTATGAAGTGTTCCATCTGTCATGTATTTGATCACCGTTCTTTCCGATGTRCAATCTTCAAAACGTATTGCGTATCCCACCTCGTTTCCAAGCTTCACGTCCATTTCGTGAGCTACTCT
	GlicE^25      CCTATGAAGTGTTCCATCTGTCATGTATTTGATCACCGTTCTTTCCGATGTGCAATCTTCAAAACGTATTGCGTATCCCACCTCGTTTCCAAGCTTCACGTCCATTTCGTGAGCTACTCT
	GmorB^27    CCTATGAAGTGTTCCATCTGTCATGTATTTGATCACCGTTCTTTCCGATGTGCAATCTTCAAAACGTATTGCGTATCCCACCTCGTTTCCAAGCTTCACGTCCATTTCGTGAGCTACTCT
	GpasB^28    CCTATGAAGTGTTCCATCTGTCATGTATTTGATCACCGTTCTTTCCGAYGTGCAATCTTCAAAACGTATTGCGTATCCCACCTCGTTTCCAAGCTTCACGTCCATTTCGTGAGCTACTCT


23 120
	GecuC^1     GGYGAATACTTGTTTCAGAAATGCTAGACATCACTGCTAATTTCTTCATTGTCAAACGGTGATCTGCTAAT--ACCATTTCCTCAATAATTGAAATGTTTTGAGGCGTTACTAGTTCAAC
	GecuP^4     GGCGAATACTTGTTTCAGAAATGCTAGACAWCACTGCTAATTTCTTCATTGTCAAACGGTGATCTGCTAAT--ACCATTTYCTCAATAATTGAAATGTTTTGAGGCGTTACTAGTTCAAC
	GecuP^5     GGCGAATACTTGTTTCAGAAATGCTAGACAWCACTGCTAATTTCTTCATTGTCAAACGGTGATCTGCTAAT--ACCATTNCCTCAATAATTGAAATGTTTTGAGGCGTTACTAGTTCAAC
	GecuP^6      GGCGAATACTTGTTTCAGAAATGCTAGACAWCACTGCTAATTTCTTCATTGTCAAACGGTGATCTGCTAAT--ACCATTTCCTCAATAATTGAAATGTTTTGAGGCGTTACTAGTTCAAC
	GecuP^7      GGYGAATACTTGTTTCAGAAATGCTAGACAWCACTGCTAATTTCTTCATTGTCAAACGGTGATCTGCTAAT--ACCATTTCCTCAATAATTGAAATGTTTTGAGGCGTTACTAGTTCAAC
	GecuE^8      GGYGAATACTTGTTTCAGAAATGCTAGACATCACTGCTAATTTCTTCATTGTCAAACGGTGATCTGCTAAT--ACCATTTCCTCAATAATTGAAATGTTTTGAGGCGTTACTAGTTCAAC
	GecuE^9       GGCGAATACTTGTTTCAGAAATGCTAGACATCACTGCTAATTTCTTCATTGTCAAACGGTGATCTGCTAAT--ACCATTTCCTCAATAATTGAAATGTTTTGAGGCGTTACTAGTTCAAC
	GecuE^10       GGCGAATACTTGTTTCAGAAATGCTAGACATCACTGCTAATTTCTTCATTGTCAAACGGTGATCTGCTAAT--ACCATTTCCTCAATAATTGAAATGTTTTGAGGCGTTACTAGTTCAAC
	GecuE^11      GGNGAATACTTGTTTCAGAAATGCTAGACATCACTGCTAATTTCTTCATTGTCAAACGGTGATCTGCTAAT--ACCATTTCCTCAATAATTGAAATGTTTTGAGGCGTTACTAGTTCAAC
	GlicC^15     GGCGAATACTTGTTTCAGAAATGCTAGACATCACTGCTAATTTCTTCATTGTCAAACGGTGATCTGCTAAT--ACCATTTCCTCAATAATTGAAATGTTTTGANGCGTTACTAGTTCAAC
	GlicP^17      GGCGAATACTTGTTTCAGAAATGCTWGACATCACTGCTAATTTCTTCATTGTCAAACGGTGATCTGCTAAT--ACCATTTCCTCAATAATTGAAATGTTTTGAGGCGTTACTAGTTCANC
	GlicP^18      GGCGAATACTTGTTTCAGAAATGCTAGACATCACTGCTAATTTCTTCATTGTCAAACGGTGATCTGCTAAT--ACCATTTCCTCAATAATTGAAATGTTTTGAGGCGTTACTAGTTCAAC
	GlicP^19      GGCGAATACTTGTTTCAGAAATGCTNGACATCACTGCTAATTTCTTCATTGTCAAACGGTGATCTGCTAAT--ACCATTTCCTCAATAATTGAAATGTTTTGAGGCGTTACTAGTTCAAC
	GlicE^20      GGCGAATACTTGTTTCAGAAATGCTAGACATCACTGCTAATTTCTTCATTGTCAAACGGTGATCTGCTAAT--ACCATTTCCTCAATAATTGAAATGTTTTGAGGCGTTACTAGTTCAAC
	GlicE^21      GGCGAATACTTGTTTCAGAAATGCTAGACATCACTGCTAATTTCTTCATTGTCAAACGGTGATCTGCTAAT--ACCATTTCCTCAATAATTGAAATGTTTTGAGGCGTTACTAGTTCAAC
	GlicE^22      GGCGAATACTTGTTTCAGAAATGCTAGACATCACTGCTAATTTCTTCATTGTCAAACGGTGATCTGCTAAT--ACCATTTCCTCAATAATTGAAATGTTTTGAGGCGTTACTAGTTCAAC
	GlicE^23       GGCGAATACTTGTTTCAGAAATGCTAGACATCACTGCTAATTTCTTCATTGTCAAACGGTGATCTGCTAAT--ACCATTTCCTCAATAATTGAAATGTTTTGAGGCGTTACTAGTTCAAC
	GlicE^24       GGCGAATACTTGTTTCAGAAATGCTAGACATCACTGCTAATTTCTTCATTGTCAAACGGTGATCTGCTAATNNACCATTTCCTCAATAATTGAAATGTTTTGAGGCGTTACTRGTTCAAC
	GlicE^25      GGCGAATACTTGTTTCAGAAATGCTAGACATCACTGCTAATTTCTTCATTGTCAAACGGTGATCTGCTAAT--ACCATTTCCTCAATAATTGAAATGTTTTGAGGCGTTACTAGTTCAAC
	GlicE^26      GGCGAATACTTGTTTCAGAAATGCTAGACATCACTGCTAATTTCTTCATTGTCAAACGGTGATCTGCTAAT--ACCATTTCCTCAATAATTGAAATGTTTTGAGGCGTTACTAGTTCAAC
	GmorB^27    GGCGAATACTTGTTTCAGAAATGCTAGACATCACTGCTAATTTCTTCATTGTCAAACGGTGATCTGCTAAT--ACCATTTCCTCAATAATTGAAATGTTTTGAGGCGTTACTAGTTCAAC
	GpasB^28    GGCGAATACTTGTTTCAGAAATGCTAGACATCACTGCTAATTTCTTCATTGYCAAACGGTGATCTGCTAAT--ACCATTTCCTCAATAATTGAAATGTTTTGAGGCGTTATTAGTTCAAC
	GpasB^29    GGCGAATACTTRTTTCAGAAATGCTAGACATCACTGCTAATTTCTTCATTGTCAAACGGTGATCTGCTAAT--ACCATTTCCTCAATAATTGAAATGTTTTGAGGCGTTACTAGTTCAAC


17 120
	GecuC^1     ACAAACAAAAACAACTGACGTTATCTACACCAAAA-TGTTTGGTTTTGGTCACAACTAAGAATTATCTCGCGGAAAGTAAAAATACGATAAACGTTTATCAGAGAAAACAAAATATCGTA
	GecuP^4     ACAAACAAAAACAACTGACGTTATCTACACCAAAATTGTTTGGTTTTGGTCACAACTAAGAATTATCTCGCGGAAAGTAAAAATACGATAAACGTTTATCAGAGAAAACAAAATATCGTA
	GecuP^5     ACAAACAAAAACAACTGACGTTATCTACACCAAAATTGTTTGGTTTTGGTCACAACTAAGAATTATCTCGCGGAAAGTAAAAATACGATAAACGTTTATCAGAGAAAACAAAATATCGTA
	GecuP^6      ACAAACAAAAACAACTGACGTTATCTAYACCAAAATTGTTTGGTTTTGGTCACAACTAAGAATTATCTCGCGGAAAGTAAAAATACGATAAACGTTTATCAGAGAAAACAAAATATCRTA
	GecuE^8      ACAAACAAAAACAACTGACGTTATCTACACCAAAATTGTTTGGTTTTGGTCACAACTAAGAATTATCTCGCGGAAAGTAAAAATACGATAAACGTTTATCAGAGAAAACAAAATATCGTA
	GecuE^9       ACAAACAAAAACAACTGACGTTATCTAYACCAAAATTGTTTGGTTTTGGTCACAACTAAGAATTATCTCGCGGAAAGTAAAAATACGATAAACGTTTATCAGAGAAAACAAAATATCGTA
	GecuE^10       ACAAACAAAAACAACTGACGTTATCTACACCAAAATTGTTTGGTTTTGGTCACAACTAAGAATTATCTCGCRGAAAGTAAAAATACGATAAACGTTTATCAGAGAAAACAAAATATCGTA
	GlicC^15     ACAAACAAAAACAACTGACGTTATCTAYACCAAAATTGTTTGGTTTTGGTCACAACTAAGAATTATCTCGCGGAAAGTAAAAATACGATAAACGTTTATCAGAGAAAACAAAATATCRTA
	GlicP^17      ACAAACAAAAACAACTGACGTTATCTANACCAAAATTGTTTGGTTTTGGTCACAACTAAGAATTATCTCGCGGAAAGTAAAAATACGATAAACGTTTATCAGAGAAAACAAAATATCGTA
	GlicE^20      ACAAACAAAAACAAYTGACGTTATCTACACCAAAATTGTTTGGTTTTGGTCACAACTAAGAATTATCTCGCGGAAAGTAAAAATAYGATAAACGTTTATCAGAGAAAACAAAATATCGTA
	GlicE^21      ACAAACAAAAACAACTGACGTTATCTATACCAAAATTGTTTGGTTTTGGTCACAACTAAGAATTATCTCGCGGAAAGTAAAAATACGATAAACGTTTATCAGAGAAAACAAAATATCGTA
	GlicE^22       ACAAACAAAAACAACTGACGTTATCTATACCAAAATTGTTTGGTTTTGGTCACAACTAAGAATTATCTCGCGGAAAGTAAAAATACGATAAACGTTTATCAGAGAAAACAAAATATCATA
	GlicE^23       ACAAACAAAAACAACTGACGTTATCTACACCAAAATTGTTTGGTTTTGGTCACAACTAAGAATTATCTCGCGGAAAGTAAAAATACGATAAACGTTTATCAGAGAAAACAAAATATCGTA
	GlicE^24      ACAAACAAAAACAAYTGACGTTATCTACACCAAAATTGTTTGGTTTTGGTCACAACTAAGAATTATCTCGCGGAAAGTAAAAATAYGATAAACGTTTATCAGAGAAAACAAAATATCGTA
	GlicE^25      ACAAACAAAAACAAYTGACGTTATCTAYACCAAAATTGTTTGGTTTTGGTCACAACTAAGAATTATCTCGCGGAAAGTAAAAATAYGATAAACGTTTATCAGAGAAAACAAAATATCRTA
	GmorB^27    AYAAACAAAAACAACTGACGTTATCTATACCAAAATTGTTTGGTTTTGGTCACAACTAAGAATTATCTCGCGGAAAGTAAAAATACGATAAACGTTTATCAGAGAAAACAAAATATCRTA
	GpasB^28    ACAAACAAAAACAACTGACGTTATCTACACCAAAATTGTTTGGTTTTGGTCACAACTAAGAATTATCTCGCGGAAAGTAAAAATACGATAAACGTTTATCAGAGAAAACAAAATATCGTA


23 120
	GecuC^1     ACGATAAATGCCGGCAAAACCTTCAATTNTTCGAAAATGTTTTTTTAGCATACATTTGCAAGCATTGGCAAACATTTGCTGGCAATGACCATAATGTA-TTTTTTTCTAATTTTACTGTA
	GecuP^4     ACGATAAATGCCGGCAAAACCTTCAATTGTTCGAAAATGTTTTTTTAGCATACATTTGCAAGCATTGGCAAACATTTGCTGGCAATGACCATAATGTA-TTTTTTTCTAATTTTACTGTA
	GecuP^5     ACRATAAATGCCGGCAAAACCTTCAATTGTTCGAAAAWGTTTTTTTAGCATACATTTGCAAGCATTGGCAAACATTTGCTGGCAATGACCATAATGTA-TTTTTTTCTAATTTTACTGTA
	GecuP^6      ACGATAAATGCCGGYAAAACCTTCAATTGTTCGAAAATGTTTTTTTAGCATACATTTGCAAGCATTGGCAAACATTTGCTGGCAATGACCATAATGTA-TTTTTTTCTAATTTTACTGTA
	GecuP^7      ACGATAAATGCCGGCAAAACCTTCAATTGTTCGAAAATGTTTTTTTAGCATACATTTGCAAGCATTGGCAAACATTTGCTGGCAATGACCATAATGTA-TTTTTTTCTAATTTTACTGTA
	GecuE^8      ACGATAAATGCCGGCAAAACCTTCAATTGTTCGAAAATGTTTTTTTAGCAWACATTTGCAAGCATTGGCAAACATTTGCTGGCAATGACCATAATGTA-TTTTTTTCTAATTTTACTGTA
	GecuE^9       ACGATAAATGCCGGCAAAACCTTCAATTGTTCGAAAATGTTTTTTTAGCATACATTTGCAAGCATTGGCAAACATTTGCTGGCAATGACCATAATGTA-TTTTTTTCTAATTTTACTGTA
	GecuE^10       ACGATAAATGCCGGCAAAACCTTCAATTGTTCGAAAATGTTTTTTTAGCATACATTTGCAAGCATTGGCAAACATTTGCTGGCAATGACCATAATGTA-TTTTTTTCTAATTTTACTGTA
	GecuE^11      ACGATAAATGCCGGYAAAACCTTCAATTGTTCGAAAATGTTTTTTTAGCATACATTTGCAAGCATTGGCAAACATTTGCTGGCAATGACCATAATGTA-TTTTTTTCTAATTTTACTGTA
	GlicC^15     ACGATAAATGCCGGCAAAACCTTCAATTGTTCGAAAATGTTTTTTTAGCATACATTTGCAAGCATTGGCAAACATTTGCTGGCAATGACCATAATGTA-TTTTTTTCTAATTTTACTGTA
	GlicC^16     ACGATAAATGCCNGCAAAACCTTCAATTGTTCGAAAATGTTTTTTTAGCATACATTTGCAAGCATTGGCAAACATTTGCTGGCAATGACCATAATGTA-TTTTTTTCTAATTTTACTGTA
	GlicP^17      ACGATAAATGCCGGCAAAACCTTCAATTGTTCGAAAATGTTTTTTTAGCATACATTTGCAAGCATTGGCAAACATTTGCTGGCAATGACCATAATGTA-TTTTTTTCNAATTTTACTGTA
	GlicP^18      ACGATAAATGCCGGCAAAACCTTCAATTGTTCGAAAATGTTTTTTTAGCAWACATTTGCAAGCATTGGCAAACATTTGCTGGCAATGACCATAATGTA-TTTTTTTCTAATTTT-CTGTA
	GlicE^20      ACGATAAATGCCGGCAAAACCTTCAATTGTTCGAAAATGTTTTTTTAGCATACATTTGCAAGCATTGGCAAACATTTGCTGGCAATGACCATAATGTA-TTTTTTTCTAATTTTACTGTA
	GlicE^21      ACGATAAATGCCGGCAAAACCTTCAATTGTTCGAAAATGTTTTTTTAGCATACATTTRCAAGCATTGGCAAACATTTGCTGGCAATGACCATAATGWA-TTTTTTTCTARTTTTACTGTA
	GlicE^22      ACGATAAATGCCGGCAAAACCTTCAATTGTTCGAAAATGTTTTTTTAGCATACATTTGCAAGCATTGGCAAACATTTGCTGGCAATGACCATAATGTATTTTTTTTCTAATTTTACTGTA
	GlicE^23       ACGATAAATGCCGGCAAAACCTTCAATTGTTCGAAAATGTTTTTTTAGCATACATTTGCAAGCATTGGCAAACATTTGCTGGCAATGACCATAATGTA-TTTTTTTCTAATTTTACTGTA
	GlicE^24       ACGATAAATGCCGGCAAAACCTTCAATTGTTCGAAAATGTTTTTTTAGCATACATTTGCAAGCATTGGCAAACATTTGCTGGCAATGACCATAATGTA-TTTTTTTCTAATTTTACTGTA
	GlicE^25      ACGATAAATGCCGGCAAAACCTTCAATTGTTCGAAAATGTTTTTTTAGCATACATTTGCAAGCATTGGCAAACATTTGCTGGCAATGACCATAATGTA-TTTTTTTCTAATTTTACTGTA
	GlicE^26      ACGATAAATGCCGGCAAAACCTTCAATTGTTCGAAAATGTTTTTTTAGCAWACATTTGCAAGCATTGGCAAACATTTGCTGGCAATGACCATAATGTA-TTTTTTTCTAATTTTACTGTA
	GmorB^27    ACGATAAATGCCGGCAAAACCTTCAATTGTTCGAAAATGTTTTTTTAGCATACATTTGCAAGCATTGGCAAACATTTGCTGGCAATGACCATAATGTA-TTTTTTTCTAATTTTACTGTA
	GpasB^28    ACGATAAATGCCGGCAAAACCTTCAATTGTTCGAAAATGTTTTTTTAGCATACATTTGCAAGCATTGGCAAACATTTGCTGGCAATGACCATAATGTA-TCTTTTTCTAATTTTACTGTA
	GpasB^29    ACGATAAATGCCGGCAAAACCTTCAATTGTTCGAAAATGTTTTTTTAGCATACATTTGCAAGCATTGGCAAACATTTGCTGGCAATGACCATAATGTA-TCTTTTTCTAATTTTACTGTA


15 120
	GecuC^1     AAGATTTCGGATAGCGGATCCGGATTCGAGGTTTCGGATAATGGATCCGGATTCGAGATTTCGGATAATGGATCCGGACCCGAGATTTCGGATAACGGATCCGGATCCGAAGTTTTGGAT
	GecuP^4     AAGATTTCGGATAGCGGATCCGGATTCGAGGTTTCGGATAATGGATCCGGATTCGAGATTTCGGATAATGGATCCGGACCCGAGATTTCGGATAACGGATCCGGATCCGAAGTTTTGGAT
	GecuP^5      AAGATTTCGGATAGCGGATCCGGATTCGAGGTTTCGGATAATGGATCCGGATTCGAGATTTCGGATGATGGATCCGGACCCGAGATTTCGGATAACGGATCCGGATCCGAAGTTTTGGAT
	GecuP^6      AAGATTTCGGATAGCGGATCTGGATTCGAGGTTTCGGATAATGGATCCGGATTCGAGATTTCGCATAATGGATCCGGACCCGAGATTTCGGATAACGGATCCGGATCCGAAGTTTTGGAT
	GecuE^8      AAGATTTCGGATAGCGGATCCGGATTCGAGGTTTCGGATAATGGATCCGGATTCGAGATTTCGGATAATGGATCCGGACCCGAGATTTCGGATAACGGATCCGGATCCGAAGTTTTGGAT
	GecuE^9       AAGATTTCGGATAGCGGATCCGGATTCGAGGTTTCGGATAATGGATCCGGATTCGAGATTTCGGATAATGGATCCGGACCCGAGATTTCGGATAACGGATCCGGATCCGAAGTTTTGGAT
	GecuE^10       AAGATTTCGGATAGCGGATCCGGATTCGAGGTTTCGGATAATGGATCCGGATTCGAGATTTCGGATAATGGATCCGGACCCGAGATTTCGGATAACGGATCCGGATCCGAAGTTTTGGAT
	GecuE^11      AAGATTTCGGATAGCGGATCCGGATTCGAGGTTTCGGATAATGGATCCGGATTCGAGATTTCGGATAATGGATCCGGACCCGAGATTTCGGATAACGGATCCGGATCCGAAGTTTTGGAT
	GlicC^15     AAGATTTCGGATAGCGGATCCGGATTCGAGGTTTCGGATAATGGATCCGGATTCGAGATTTCGGATAATGGATCCGGACCCGAGATTTCGGATAACGGATCCGGATCCGAAGTTTTGGAT
	GlicP^17      AAGATTTCGGATAGCGGATCCGGATTCGAGGTTTCGGATAATGGATCCGGATTCGAGATTTCGGATAATGGATCCGGACCCGAGATTTCGGATAACGGATCCGGATCCGAAGTTTTGGAT
	GlicP^18      AAGATTTCGGATAGCGGATCCGGATTCGAGGTTTCGGATAATGGATNCGGATTCGAGATTTCGGATAATGGATCCGGACCCGAGATTTCGGATAACGGATCCGGATCCGAAGTTTTGGAT
	GlicE^20      AAGATTTCGGATAGCGGATCCGGATTCGAGGTTTCGGATAATGGATCCGGATTCGAGATTTCGGATAATGGATCCGGACCCGAGATTTCGGATAACGGATCCGGATCCGAAGTTTTGGAT
	GlicE^21      AAGATTTCGGATAGCGGATCCGGATTCGAGGTTTCGGATAATGGATCCGGATTCGAGATTTCGGATAATGGATCCGGACCCGAGATTTCGGATAACGGATCCGGATCCGAAGTTTTGGAT
	GmorB^27    AAGATTTCGGATAGCGGATCCGGATTCGAGGTTTCGGATAATGGATCCGGATTCGAGATTTCGGATAATGGATCCGGACCCGAGATTTCGGATAACGGATCCGGATCCGAAGTTTTGGAT
	GpasB^28    AAGATTTCGGATAGCGGATCCGGATTCGAGGTTTCGGATAATGGATCCGGATTCGAGATTTCGGATRATGGATCCGGACCCGAGATTTCGGATAACGGATCCGGAYCCGAAGTTTTGGAT


21 120
	GecuC^1     TGCGAATTACGTCGCATCCTTTGCGAAAACAAAGAAGATGGCATATGAGAGGATCTCGATTAGCGTCCAAATGTAGTAAGTATATAATCACCGGCCTCGTTTGCTAATGCGTCTATTTCG
	GecuP^4     TGCGAATTACGTCGCATCCTTTGCGAAAACAAAGAAGATGGCATATGAGAGGATCTCGATTAGCGTCCAAATGTAGTAAGTATATAATCACCGGCCTCGTTTGCTAATGCGTCTATTTCG
	GecuP^5     TGCGAATTACGTCGCATCCTTTGCGAAAACAAAGAAGATGGCATATGAGAGGATCTCGATTAGCGTCCAAATGTAGTAAGTATATAATCACCGGCCTCGTTTGCTAATGCGTCTATTTCG
	GecuP^6      TGCGAATTACGTCGCATCCTTTGCGAAAACAAAGAAGATGGCATATGAGAGGATCTCGATTAGCGTCCAAATGTAGTAAGTATATAATCACCGGCCTCGTTTGCTAATGCGTCTATTTCG
	GecuP^7      TGCGAATTACGTCGCATCCTTTGCGAAAACAAAGAAGATGGCATATGAGAGGATCTCGATTAGCGTCCAAATGTAGTAAGTATATAATCACCGGCCTCGTTTGCTAATGCGTCTATTTCG
	GecuE^8      TGCGAATTACGTCGCATCCTTTGCGAAAACAAAGAAGATGGCATATGAGAGGATCTCGATTAGCGTCCAAATGTAGTAAGTATATAATCACCGGCCTCGTTTGCTAATGCGTCTATTTCG
	GecuE^9       TGCGAATTACGTCGCATCCTTTGCGAAAACAAAGAAGATGGCATATGAGAGGATCTCGATTAGCGTCCAAATGTAGTAAGTATATAATCACCGGCCTCGTTTGCTAATGCGTCTATTTCG
	GecuE^10       TGCGAATTACGTCGYATCCTTTGCGAAAACAAAGAAGATGGCATATGAGAGGRTCTCGATTAGCGTCCAAATGTAGTAAGTATATAATCACCGGCCTCGTTTGCTAATGCGTCTATTTCG
	GecuE^11      TGCGAATTACGTCGCATCCTTTGCGAAAACAAAGAAGATGGCATATGAGAGGATCTCGATTAGCGTCCAAATGTAGTAAGTATATAATCACCGGCCTCGTTTGCTAATGCGTCTATTTCG
	GlicC^15     TGCGAATTACGTCGCATCCTTTGCGAAAACAAAGAAGATGGCATATGAGAGGATCTCGATTAGCGTCCAAATGTAGTAAGTATATAATCACCGGCCTCGTTTGCTAATGCGTCTATTTCG
	GlicP^17      TGCGAATTACGTCGCATCCTTTGCGAAAACAAAGAAGATGGCATATGAGAGGATCTCGATTAGCGTNCAAATGTAGTAAGTATATAATCACCGGCCTCGTTTGCTAATGCGTCTATTTCG
	GlicP^18      TGCGAATTACGTCGCATCCTTTGCGAAAACAAAGAAGATGGCATATGAGAGGATCTCGATTAGCGTCCAAATGTAGTAAGTATATAATCACCGGCCTCGTTTGCTAATGCGTCTATTTCG
	GlicE^20      TGCGAATTACGTCGCATCCTTTGCGAAAACAAAGAAGATGGCATATGAGAGGATCTCGATTAGCGTCCAAATGTAGTAAGTATATAATCACCGGCCTCGTTTGCTAATGCGTCTATTTCG
	GlicE^21      TGCGAATTACGTCGCATCCTTTGCGAAAACAAAGAAGATGGCATATGAGAGGATCTCGATTAGCGTCCAAATGTAGTAAGTATATAATCACCGGCCTCGTTTGCTAATGCGTCTATTTCG
	GlicE^22      TGCGAATTACGTCGCATCCTTTGCGAAAACAAAGAAGATGGCATATGAGAGGRTCTCGATTAGCGTCCAAATGTAGTAAGTATATAATCACCGGCCTCGTTTGCTAATGCGTCTATTTCG
	GlicE^23       TGCGAATTACGTCGCATCCTTTGCGAAAACAAAGAAGATGGCATATGAGAGGATCTCGATTAGCGTCCAAATGTAGTAAGTATATAATCACCGGCCTCGTTTGCTAATGCGTCTATTTCG
	GlicE^24       TGCGAATTACGTCGCATCCTTTGCGAAAACAAAGAAGATGGCATATGAGAGGATCTCGATTAGCGTCSAAATGTAGTAAGTATATAATCACCGGCCTCGTTTGCTAATGCGTCTATTTCG
	GlicE^25      TGCGAATTACGTCGCATCCTTTGCGAAAACAAAGAAGATGGCATATGAGAGGRTCTCGATTAGCGTCCAAATGTAGTAAGTATATAATCACCGGCCTCGTTTGCTAATGCGTCTATTTCG
	GlicE^26      TGCGAATTACGTCGCATCCTTTGCGAAAACAAAGAAGATGGCATATGAGAGGRTCTCGATTAGCGTCCAAATGTAGTAAGTATATAATCACCGGCCTCGTTTGCTAATGCGTCTATTTCG
	GmorB^27    TGCGAATTACGTCGCATCCTTTGCGAAAACAAAGAAGATGGCATATGAGAGGATCTCGATTAGCGTCCAAATGTAGTAAGTATATAATCACCGGCCTCGTTTGCTAATGCGTCTATTTCG
	GpasB^28    TGCGAATTACGTCGCATCCTTTGCGAAAACAAAGAAGATGGCATATGAGAGGGTCTCGATTAGCGTCCAAATGTAGTAAGTATATAATCACCGGCCTCGTTTGCTAATGCGTCTATTTCG


19 120
	GecuC^1     CTCGCRAAGGTGTAGTTTTGATTGATATAACACCGGCTGAGATTTCCAGTTCTAAAATTGTGCCTCATTACCTCTGCTAAAAATTCCTAAAATTGCCGCTAAAGCTGTTACTTTTTTTAT
	GecuP^4     CTCGCAAAGGTGTAGTTTTGATTGATATAACACCGGCTGAGATTTCCAGTTCTAAAATTGTGCCTCATTACCTCTGCTAAAAATTCCTAAAATTGCCGCTAAAGCTGTTACTTTTTTTAT
	GecuE^8      CTCGCAAAGGTGTAGTTTTGATTGATATAACACCGGCTGAGATTTCCAGTTCTAAAATTGTGCCTCATTACCTCTGCTAAAAATTCCTAAAATTGCCGCTAAAGCTGTTACTTTTTTTAT
	GecuE^9       CTCGCRAAGGTGTAGTTTTGATTGATATAACACCGGYTGAGATTTCCAGTTCTAAAATTGTNCCTCATTACCTCTGCTAAAAATTCCTAAAATTGCCGCTAAAGCTGTTACTTTTTTTAT
	GecuE^10       CTCGCAAAGGTGTAGTTTTGATTGATATAACACCGGCTGAGATTTCCAGTTCTAAAATTGTGCCTCATTACCTCTGCTAAAAATTCCTAAAATTGCCGCTAAAGCTGTTACTTTTTTTAT
	GecuE^11       CTCGCGAAGGTGTAGTTTTGATTGATATAACACCGGCTGAGATTTCCAGTTCTAAAATTGTGCCTCATTACCTCTGCTAAAAATTCCTAAAATTGCCGCTAAAGCTGTTACTTTTTTTAT
	GecuE^12      CTCGCNAAGGTGTAGTTTTGATTGATATAACACCGGCTGAGATTTCCAGTTCTAAAATNGTGCCTCATTANCTCTGCTAAAAATTCCTAAAATTGCCGCTAAAGCTGTTACTTTTTTTAT
	GlicC^15     CTYGCAAAGGTGTAGTTTTGATTGATATAACACCGGCTGAGATTTCCAGTTCTAAAATTGTGCCTCATTACCTCTGCTAAAAATTCCTAAAATTGCCGCTAAAGCTGTTACTTTTTTTAT
	GlicP^17      CTCGCRAAGGTGTAGTTTTGATTGATATAACACCGGCTGAGATTTCCAGTTCTAAAATTGTGCCTCATTACCTCTGCTAAAAATTCCTAAAATTGCCGCTAAAGCTGTTACTTTTTTTAT
	GlicP^18      CTNGCNAAGNTGTAGTTTTGATTGATATAACACCGGCTGAGATTTCCAGTTNTAAAATTGTGCCTCATTACCTCTGCTAAAAATTCCTAAAATTGCCGCTAAAGCTGTTACTTTTTTTAT
	GlicE^20      CTCGCAAAGGTGTAGTWTTGATTGATATAACACCGGCTGAGATTTCCAGTTCTAAAATTGTGCCYCATTACCTCTGCTAAAAATTCCTAAAATTGCCGCTRAAGCTGTTACTTTTTTTAT
	GlicE^21      CTCGCAAAGGTGTAGTTTTGATTGATATAACACCGGCTGAGATTTCCAGTTCTAAAATTGTGCCTCATTACCTCTGCTAAAAATTCCTAAAATTGCCGCTAAAGCTGTTACTTTTTTTAT
	GlicE^22      CTCGCRAAGGTGTAGTTTTGATTGATATAACACCGGCTGAGATTTCCAGTTCTAAAATTGTGCCTCATTACCTCTGCTAAAAATTCCTAAAATTGCCGCTAAAGCTGTTACTTTTTTTAT
	GlicE^23       CTCGCRAAGGTGTAGTTTTGATTGATATAACACCGGCTGAGATTTCCAGTTCTAAAATYGTGCCTCATTACCTCTGCTAAAAATTCCTAAAATTGCCGCTAAAGCTGTTACTTTTTTTAT
	GlicE^24       CTCGCAAAGGTGTAGTTTTGATTGATATAACACCGGCTGAGATTTCCAGTTCTAAAATYGTGCCTCATTACCTCTGCTAAAAATTCCTAAAATTGCCGCTAAAGCTGTTACTTTTTTTAT
	GlicE^25      CTCGCRAAGGTGTAGTTTTGATTGATATAACACCGGCTGAGATTTCCAGTTCTAAAATTGTGCCTCATTACCTCTGCTAAAAATTCCTAAAATTGCCGCTRAAGCTGTTACTTTTTTTAT
	GlicE^26      CTCGCGAAGGTGTAGTTTTGATTGATATAACACCGGCTGAGATTTCCAGTTCTAAAATTGTGCCTCATTACCTCTGCTAAAAATTCCTAAAATTGCCGCTAAAGCTGTTACTTTTTTTAT
	GmorB^27    CTCGCAAAGGTGTAGTTTTGATTGATATAACACCGGCTGAGATTTCCAGTTCTAAAATTGTGCCTCATTACCTCTGCTAAAAATTCCTAAAATTGCCGCTAAAGCTGTTACTTTTTTTAT
	GpasB^28    CTCGCRAAGGTGTAGTTTTGATTGATATAACACCGGCTGAGATTTCCAGTTCTAAAATTGTGCCTCATTACCTCTGCTAAAAATTCCTAAAATTGCCGCTAAAGCTGTTACTTTTTTTAT


18 120
	GecuC^1     GCACTGTATTGAACAGGTGGAAGCGGTTACGTCATACAGAACAAAAGCGGTAGCATCGACGATTATACCACGGAATAAGTACGATGGGAGAAATAGGACAAAATCGNGCGAACGAATTTG
	GecuP^4     GCACTGTATTGAACAGGTGGAAGCGGTTACGTCATACAGAACAAAAGCGGTAGCATCGACGATTATACCACGGAATAAGTACGATGGGAGAAATAGGACAAAATCGTGCGAACGAATTTG
	GecuP^5     GCACTGTATTGAACAGGTGGAAGCGGTTACGTCATACAGAACAAAAGCGGTAGCATCGACGATTATACCACGGAATAAGTACGATGGGAGAAATAGGACAAAATCGTGCGAACGAATTTG
	GecuP^6      GCACTGTATTGAACAGGTKGAAGCGGTTACGTCATACAGAACAAAAGCGGTAGCATCGACGATTATACCACGGAATAAGTACGATGGGAGAAATAGGACAAAATCGTGCGAACGAATTTG
	GecuE^8      GCACTGTATTGAACAGGTGGAAGCGGTTACGTCATACAGAACAAAAGCGGTAGCATCGACGATTATACCACGGAATAAGTACGATGGGAGAAATAGGACAAAATCGTGCGAACGAATTTG
	GecuE^9       GCACTGTATTGAACAGGTGGAAGCGGTTACGTCATACAGAACAAAAGCGGTAGCATCGACGATTATACCACGGAATAAGTACGATGGGAGAAATAGGACAAAATCGTGCGAACGAATTTG
	GecuE^10       GCACTGTATTGAACAGGTGGAAGCGGTTACGTCATACAGAACAAAAGCGGTAGCATCGACGATTATACCACGGAATAAGTACGATGGGAGAAATAGGACAAAATCGTGCGAACGAATTTG
	GecuE^11      GCACTGTATTGAACAGGTGGAAGCGGTTACGTCATACAGAACAAAAGCGGTAGCATCGACGATTATACCACGGAATAAGTACGATGGGAGAAATAGGACAAAATCGKGCGAACGAATTTG
	GlicC^15     GCACTGTATTGAACAGGTAGAAGCGGTTACGTCATACAGAACAAAAGCGGTAGCATCGACGATTATACCACGGAATAAGTACGATGGGAGAAATAGGACAAAATCGNGCGAACGAATTTG
	GlicP^17      GCACTGTATTGAACAGGTGGAAGCGGTTACGTCATACAGAACAAAAGCGGTAGCATCGACGATTATACCNCGGAATAAGTACGATGGGAGAAATAGGACAAAATCGTGCGAACGAATTTG
	GlicE^20      GCACTGTATTGAACAGGTGGAAGCGGTTACGTCATACAGAACAAAAGCGGTAGCATCGACGATTATACCACGGAATAAGTACGATGGGAGAAATAGGACAAAATCGTGCGAACGAATTTG
	GlicE^21      GCACTGTATTGAACAGGTGGAAGCGGTTACGTCATACAGAACAAAAGCGGTAGCATCGACGATTATACCACGGAATAAGTACGATGGGAGAAATAGGACAAAATCGTGCGAACGAATTTG
	GlicE^22       GCACTGTATTGAACAGGTGGAAGCGGTTACGTCATACAGAACAAAAGCGGTAGCATCGACGATTATACCACGGAATAAGTACGATGGGAGAAATAGGACAAAATCGTGCGAACGAATTTG
	GlicE^23       GCACTGTATTGAACAGGTGGAAGCGGTTACGTCATACAGAACAAAAGCGGTAGCATCGACGATTATACCACGGAATAAGTACGATGGGAGAAATAGGACAAAATCGTGCGAACGAATTTG
	GlicE^24      GCACTGTATTGAACAGGTGGAAGCGGTTACGTCATACAGAACAAAAGCGGTAGCATCGACGATTATACCACGGAATAAGTACGATGGGAGAAATAGGACAAAATCGTGCGAACGAATTTG
	GmorB^27    GCACTGTATTGAACAGGTGGAAGCGGTTACGTCATACAGAACAAAAGCGGTAGCATCGACGATTATACCACGGAATAAGTACGATGGGAGAAATAGGACAAAATCGTGCGAACGAATTTG
	GpasB^28    GCACTGTATTGAACAGGTGGAAGCGGTTACGTCATACAGAACAAAAGCGGTAGCATCGACGATTATACYACGGAATAAGTACGATGGGAGAAATAGGACAAAATCGTGCGAACGAATTTG
	GpasB^29    GCACTGTATTGAACAGGTGGAAGCGGTTACGTCATACAGAACAAAAGCGGTAGCATCGACGATTATACTACGGAATAAGTACGATGGGAGAAATAGGACAAAATCGTGCGAACGAATTTG


24 120
	GecuC^1     TNATCTTTGATGTTGTTTATCACTGTGAAAATAATTACTTTTTCCTTGTCTTTGCTCTAATAGTCTTTCNTGATAAATAATATCATGCAACAAAGCATCTGAATCCTCATGCGNCATGGC
	GecuC^2     TGATCTTTGATGTTGTTTATCACTGTGAAAATAATTACTTTTTCCTTGTCTTTGCTCTAATAGTCTTTCCTGATAAATAATATCATGCAACAAAGCATCTGAATCCTCATGCGTCATGGC
	GecuP^4     TGATCTTTGATGTTGTTTATCACTGTGAAAATAATTACTTTTTCCTTGTCTTTGCTCTAATAGTCTTTCCTGATAAATAATATCATGCAACAAAGCATCTGAATCCTCATGCGTCATGGC
	GecuP^5     TGATCTTTGATGTTGTTTATCACTGTGAAAATAATTACTTTTTCCTTGTCTTTGCTCTAATAGTCTTTCCTGATAAATAATATCATGCAACAAAGCATCTGAATCCTCATGCGTCATGGC
	GecuP^6      TGATCTTTGATGTTGTTTATCACTGTGAAAATAATTACTTTTTCCTTGTCTTTGCTCTAATAGTCTTTCCTGATAAATAATATCAKGCAACAAAGCATCTGAATCCTCATGCGTCATGGC
	GecuP^7      TGATCTTTGATGTTGTTTATCACTGTGAAAATAATTACTTTTTCCTTGTCTTTGCTCTAATAGTCTTTCCTGATAAATAATATCATGCAACAAAGCATCTGAATCCTCATGCGTCATGGC
	GecuE^8      TGATCTTTGATGTTGTTTATCACTGTGAAAATAATTACTTTTTCCTTGTCTTTGCTCTAATAGTCTTTCCTGATAAATAATATCATGCAACAAAGCATCTGAATCCTCATGCGTCATGGC
	GecuE^9       TGATCTTTGATGTTGTTTATCACTGTGAAAATAATTACTTTTTCCTTGTCTTTGCTCTAATAGTCTTTCCTGATAAATAATATCATGCAACAAAGCATCTGAATCCTCATGCGTCATGGC
	GecuE^10       TGATCTTTGATGTTGTTTATCACTGTGAAAATAATTACTTTTTCCTTGTCTTTGCTCTAATAGTCTTTCCTGATAAATAATATCATGCAACAAAGCATCTGAATCCTCATGCGTCATGGC
	GecuE^11      TGATCTTTGATGTTGTTTATCACTGTGAAAATAATTACTTTTTCCTTGTCTTTGCTCTAATAGTCTTTCCTGATAAATAATATCATGCAACAAAGCATCTGAATCCTCATGCGTCATGGC
	GecuE^12      TGATCTTTGATGTTGTTTATCMCTGTGAAAATAATTACTTTTTCCTTGTCTTTGCTCTAATAGNCTTTCCTGATAAATAATATCAKGCAACAAAGCATCTGAATCCTCATGCGTCATGGC
	GlicC^15     TGATCTTTGATGTTGTTTATCACTGTGAAAATAATTACTTTTTCCTTGTCTTTGCTCTAATAGTCTTTCCTGATAAATAATATCATGCAACAAAGCATCTGAATCCTCATGCGTCATGGC
	GlicP^17      TGATCTTTGATGTTGTTTATCACTGTGAAAATAATTACTTTTTYCTTGTCTTTGCTCTAATAGTCTTTCCTGATAAATAATATCATGCAACAAAGCATCTGAATCCTCATGCGTCATGGC
	GlicP^18      TGATCTTTGATGTTGTTTATCACTGTGAAAATAATTACTTTTTCNTTGTCTTTGCTCTAATAGTCTTTCCTGATAAATAATATCATGCAACAAAGCATCTGAATCCTCATGCGTCATGGC
	GlicE^20      NGATCTTTGATGTTGTTTATCACTGTGAAAATAATTACTTTTTCCTTGTCTTTGCTCTAATAGTCTTTCCTGATAAATAATATCATGCAACAAAGCATCTGAATCCTCATGCGTCATGGC
	GlicE^21      TGATCTTTGATGTTGTTTATCACTGTGAAAATAATTACTTTTTCCTTGTCTTTGCTCTAATAGTCTTTCCTGATAAATAATATCATGCAACAAAGCATCTGAATCCTCATGCGTCATGGC
	GlicE^22      TGATCTTTGATGTTGTTTATCACTGTGAAAATAATTACTTTTTCCTTGTCTTTGCTCTAATAGTCTTTCCTGATAAATAATATCATGCAACAAAGCATCTGAATCCTCATGCGTCATGGC
	GlicE^23       TGATCTTTGATGTTGTTTATCACTGTGAAAATAATTACTTTTTCCTTGTCTTTGCTCTAATAGTCTTTCCTGATAAATAATATCATGCAACAAAGCATCTGAATCCTCATGCGTCATGGC
	GlicE^24       TGATCTTTGATGTTGTTTATCACTGTGAAAATAATTACTTTTTCCTTGTCTTTGCTCTAATAGTCTTTCCTGATAAATAATATCATGCAACAAAGCATCTGAATCCTCATGCGTCATGGC
	GlicE^25      TGATCTTTGATGTTGTTTATCACTGTGAAAATAATTACTTTTTCCTTGTCTTTGCTCTAATAGTCTTTCCTGATAAATAATATCATGCAACAAAGCATCTGAATCCTCATGCGTCATGGC
	GlicE^26      TGATCTTTGATGTTGTTTATCACTGTGAAAATAATTACTTTTTCCTTGTCTTTGCTCTAATAGTCTTTCCTGATAAATAATATCATGCAACAAAGCATCTGAATCCTCATGCGTCATGGC
	GmorB^27    TGATCTTTGATGTTGTTTATCACTGTGAAAATAATTACTTTTTCCTTGTCTTTGCTCTAATAGTCTTTCCTGATAAATAATATCATGCAACAAAGCATCTGAATCCTCATGCGTCATGGC
	GpasB^28    TSATCTTTGATGTWGTTTATCACTGTGAAAATAATTACTTTTTCCTTGTCTTTGCTCTAATAGTCTTTCYTGATAAATAATATCATGCAACAAAGCATCTGAATCCTCATGCGTCATGGC
	GpasB^29    TSATCTTTGATGTWGTTTATCACTGTGAAAATAATTACTTTTTCCTTGTCTTTGCTCTAATAGTCTTTCYTGATAAATAATATCATGCAACAAAGCATCTGAATCCTCATGCGTCATGGC


19 120
	GecuC^1     TTTAGCCAATCAGTGAGCGCTGCAGCTCTGKAACCATAGTACCAGACTGTATCCAATTCCTTACYTGTATGATTATGAAGAACTGCCATCTCCCGTAATTTCTCAAGTAAGCTCCATGTC
	GecuP^4     TTTAGCCAATCAGTGAGCGCCGCAGCTCTGTAACCATAGTACCAGACTGTATCCAATTCCTTACTTGTATGATTATGAAGAACTGCCATCTCCCGTAATTTCTCAAGTAAGCTCCATGTC
	GecuP^5     TTTAGCCAATCAGTGAGCGCTGCAGCTCTGGAACCATAGTACCAGACTGTATCCAATTCCTTACCTGTATGATTATGAAGAACTGCCATCTCCCGTAATTTCTCAAGTAAGCTCCATGTC
	GecuP^6      TTTAGCCAATCAGTGAGCGCYGCAGCTCTGTAACCATAGTACCAGACTGTATCCAATTCCTTACTTGTATGATTATGAAGAACTGCCATCTCCCGTAATTTCTCAAGTAAGCTCCATGTC
	GecuP^7      TTTAGCCAATCAGTGAGCGCNGCAGCTCTGTAACCATAGTACCAGACTGTATCCAATTCCTTACTTGTATGATTATGAAGAACTGCCATCTCCCGTAATTTCTCAAGTAAGCTCCATGTC
	GecuE^8      TTTAGCCAATCAGTGAGCGCYGCAGCTCTGTAACCATAGTACCAGACTGTATCCAATTCCTTACTTGTATGATTATGAAGAACTGCCATCTCCCGTAATTTCTCAAGTAAGCTCCATGTC
	GecuE^9       TTTAGCCAATCAGTGAGCGCYGCAGCTCTGTAACCATAGTACCAGACTGTATCCAATTCCTTACTTGTATGATTATGAAGAACTGCCATCTCCCGTAATTTCTCAAGTAAGCTCCATGTC
	GecuE^10       TTTAGCCAATCAGTGAGCGCTGCAGCTCTGTAACCATAGTACCAGACTGTATCCAATTCCTTACTTGTATGATTATGAAGAACTGCCATCTCCCGTAATTTCTCAAGTAAGCTCCATGTC
	GecuE^11      TTTAGCCAATCAGTGAGCGCTGCAGCTCTGTAACCATAGTACCAGACTGTATCCAATTCCTTACTTGTATGATNATGAAGAACTGCCATCTCCCGTAATTTCTCAAGTAAGCTCCATGTC
	GlicC^15     TTTAGCCAATCAGTGAGCGCCGCAGCTCTGTAACCATAGTACCAGACTGTATCCAATTCCTTACTTGTATGATTATGAAGAACTGCCATCTCCCGTAATTTCTCAAGTAAGCTCCATGTC
	GlicP^17      TTTAGCCAATCAGTGAGCGCCGCAGCTCTGTAACCATAGTACCAGACTGTATCCAATTCCTTACTTGTATGATTATGAAGAACTGCCATCTCCCGTAATTTCTCAAGTAAGCTCCATGTC
	GlicE^20      TTTAGCCAATCAGTGAGCGCCGCAGCTCTGTAACCATAGTACCAGACTGTATCCAATTCCTTACTTGTATGATTATGAAGAACTGCCATCTCCCGTAATTTCTCAAGTAAGCTCCATGTC
	GlicE^21      TTTAGCCAATCAGTGAGCGCYGCAGCTCTGGAACCATAGTACCAGACTGTATCCAATTCCTTACTTGTATGATTATGAAGAACTGCCATCTCCCGTAATTTCTCAAGTAAGCTCCATGTC
	GlicE^22       TTTAGCCAATCAGTGAGCGCCGCAGCTCTGTAACCATAGTACCMGACTGTATCCAATTCCTTACTTGTATGATTATGAAGAACTGCCATCTCCCGTAATTTCTCAAGTAAGCTCCATGTC
	GlicE^23       TTTAGCCAATCAGTGAGCGCCGCAGCTCTGTAACCATAGTACCAGACTGTATCCAATTCCTTACTTGTATGATTATGAAGAACTGCCATCTCCCGTAATTTCTCAAGTAAGCTCCATGTC
	GlicE^24      TTTAGCCAATCAGTGAGCGCCGCAGCTCTGTAACCATAGTACCAGACTGTATCCAATTCCTTACTTGTATGATTATGAAGAACTGCCATCTCCCGTAATTTCTCAAGTAAGCTCCATGTC
	GlicE^25      TTTAGCCAATCAGTGAGCGCCGCAGCTCTGTAACCATAGTACCMGACTGTATCCAATTCCTTACTTGTATGATTATGAAGAACTGCCATCTCCCGTAATTTCTCAAGTAAGCTCCATGTC
	GmorB^27    TTTAGCCAATCAGTGAGCGCTGCAGCTCTGTAACCATAGTACCAGACTGTATCCAATTCCTTACTTGTATGATTATGAAGAACTGCCATCTCCCGTAATTTCTCAAGTAAGCTCCATGTC
	GpasB^28    TTTAGCCAATCAGTGAGCGCTGCAGCTCTGTAACCATAGTACCAGACTGTATCCAATTCCTTACTTGTATGATTATGAAGAACTGCCATCTCCCGTAATTTCTCAAGTAAGCTCCATGTC


21 120
	GecuC^1     TGAATCGGTTCAACCGTGGAAGAAAAACAAAGCTANNGTGTTTGCTGTTATCCAATTTTTAGCCGATGTAAAATGTTGGTCAATGGAAATTTATTTGAAAGTGAAAGCTGTATAGTAATA
	GecuP^4     TGAATCGGTTCAACCGTGGAAGAAAAACAAAGCTAGTGTGTTTGCTGTTATCCAATTTTTAGCCGATGTAAAATGTTGGTCAATGGAAATTTATYTGAAAGTGAAAGCTGTATAGTAATA
	GecuP^5     TGAATCGGTTCAACCGTGGAAGAAAAACAAAGCTAGTGTGTTTGCTGTTATCCAATTTTTAGCGGATGTAAAATGTTGGTCAATGGAAATTTATTTGAAAGTGNAAGCTGTATAGTAATA
	GecuP^6      TGAATCGGTTCAACCGTGGAAGAAAAACAAAGCTAGTGTGTTTGCTGTTATCCAATTTTTAGCCGATGTAAAATGTTGGTCAATGGAAATTTATTTGAAAGTGAAAGCTGTATAGTAATA
	GecuP^7      TGAATCGGTTCAACCGTGGAAGAAAAACAAAGCTAGTGTGTTTGCTGTTATCCAATTTTTAGCSGATGTAAAATGTTGGTCAATGGAAATTTATTTGAAAGTGAAAGCTGTATAGTAATA
	GecuE^8      TGAATCGGTTCAACCGTGGAAGAAAAACAAAGCTAGTGTGTTTGCTGTTATCCAATTTTTAGCCGATGTAAAATGTTGGTCAATGGAAATTTATTTGAAAGTGAAAGCTGTATAGTAATA
	GecuE^9       TGAATCGGTTCAACCGTGGAAGAAAAACAAAGCTAGTGTGTTTGCTGTTATCCAATTTTTAGCCGATGTAAAATGTTGGTCAATGGAAATTTATTTGAAAGTGAAAGCTGTATAGTAATA
	GecuE^10       TGAATCGGTTCAACCGTGGAAGAAAAACAAAGCTAGTGTGTTTGCTGTTATCCAATTTTTAGCGGATGTAAAATGTTGGTCAATGGAAATTTATTTGAAAGTGAAAGCTGTATAGTAATA
	GlicC^15     TGAATCGGTTCAACCGTGGAAGAAAAACAAAGCTAGTGTGTTTGCTGTTATCCAATTTTTAGCCGATGTAAAATGTTGGTCAATGGAAATTTATTTGAAAGTGAAAGCTGTATAGTAATA
	GlicC^16     TGAATCGGTTCAACCGTGGAAGAAAAACAAAGCTAGTGTGTTTGCTGTTATCCAATTTTTAGCCGATGTAAAATGTTGGTCAATGGAAATTTATTTGAAAGTGAAAGCTGTATAGTAATA
	GlicP^17      TGAATCGGTTCAACCGTGGAAGAAAAACAAAGCTAGTGTGTTTGCTGTTATCCAATTTTTAGCCGATGTAAAATGTTGGTCAATGGAAATTTATTTGAAAGTGAAAGCTGTATAGTAATA
	GlicE^20      TGAATCGGTTCAACCGTGGAAGAAAAACAAAGCTAGTGTGTTTGCTGTTATCCAATTTTTAGCCGATGTAAAATGTTGGTCAATGGAAATTTATTTGAAAGTGAAAGCTGTATAGTAATA
	GlicE^21      TGAATCGGTTCAACCGTGGAAGAAAAACAAAGCTAGTGTGTTTGCTGTTATCCAATTTTTAGCCGATGTAAAATGTTGGTCAATGGAAATTTATTTGAAAGTGAAAGCTGTATAGTAATA
	GlicE^22      TGAATCGGTTCAACCGTGGAAGAAAAACAAAGCTAGTGTGTTTGCTGTTATCCAATTTTTAGCCGATGTAAAATGTTGGTCAATGGAAATTTATTTGAAAGTGAAAGCTGTATAGTAATA
	GlicE^23       TGAATCGGTTCAACCGTGGAAGAAAAACAAAGCTAGTGTGTTTGCTGTTATCCAATTTTTAGCCGATGTAAAATGTTGGTCAATGGAAATTTATTTGAAAGTGAAAGCTGTATAGTAATA
	GlicE^24       TGAATCGGTTCAACCGTGGAAGAAAAACAAAGCTAGTGTGTTTGCTGTTATCCAATTTTTAGCCGATGTAAAATGTTGGTCAATGGAAATTTATTTGAAAGTGAAAGCTGTATAGTAATA
	GlicE^25      TGAATCGGTTCAACCGTGGAAGAAAAACAAAGCTAGTGTGTTTGCTGTTATCCAATTTTTAGCCGATGTAAAATGTTGGTCAATGGAAATTTATTTGAAAGTGAAAGCTGTATAGTAATA
	GlicE^26      TGAATCGGTTCAACCGTGGAAGAAAAACAAAGCTAGTGTGTTTGCTGTTATCCAATTTTTAGCCGATGTAAAATGTTGGTCAATGGAAATTTATTTGAAAGTGAAAGCTGTATAGTAATA
	GmorB^27    TGAATCGGTTCAACCGTGGAAGAAAAACAAAGCTAGTGTGTTTGCTGTTATCCAATTTTTAGCCGATGTAAAATGTTGGTCAATGGAAATTTATTTGAAAGTGAAAGCTGTATAGTAATA
	GpasB^28    TGAATCGGTTCAACCGTGGAAGAAAAACAAAGCTA--GTGTTTGCTGTTATCCWATTTTTAGCCGATGTAAAATGTTGGTCAATRGAAATTTATTTGAAAGTGAAAGCTGTATAGTAATA
	GpasB^29    TGAATCGGTTCAACCGTGGAAGAAAAACAAAGCTANNGTGTTTGCTGTTATCCAATTTTTAGCCGATGTAAAATGTTGGTCAATRGAAATTTATTTGAAAGTGAAAGCTGTATAGTAATA


18 120
	GecuC^1     TTTCTTCTAACAAATTGTTGTTGCAATAGCGTCAAAGTTCTCCCTAGATACCTGGCATGTTGTATCCTGCCTATTGTGGTCTATTGCTGCATTGGCCACTAGCATGATCGTGTTGGCACT
	GecuP^4     TTTCTTCTAACAAATTGTTGTTGCAATAGCGTCAAAGTTCTCCCTAGATACCTGGCATGTTGTATCCTGCCTATTGTGGTCTATTGCTGCATTGGCCACTAGCATGATCGTGTTGGCACT
	GecuP^5      TTTCTTCTAACAAATTGTTGTTGCAATAGCGTCAAAGTTCTCCCTAGATACCTGGCATGTTGTATCCTGCCTATTGTGGTCTATTGCTGCATTGGCCACTAGCATGATCGTGTTGNCACT
	GecuP^6      TTTCNTCTAACAAATTGTTGTTGCAATAGCGTCAAAGTTCTCCCTAGATACCTGGCATGTTGTATCCTGCCTATTGTGGTCTATTGCTGCATTGGCCACTAGCATGATCGTGTTGGCACT
	GecuE^8       TTTCTTCTAACAAATTGTTGTTGCAATAGCGTCAAAGTTCTCCCTAGATACCTGGCATGTTGTATCCTGCCTATTGTGGTCTATTGCTGCATTGGCCACTAGCATGATCGTGTTGGCACT
	GecuE^9       TTTCTTCTAACAAATTGTTGTTGCAATAGCGTCAAAGTTCTCCCTAGATACCTGGCATGTTGTATCCTGCCTATTGTGGTCTATTGCTGCATTGGCCACTAGCATGATCGTGTTGGCACT
	GecuE^10      TTTCTTCTAACAAATTGTTGTTGCAATAGCGTCAAAGTTCTCCCTAGATACCTGGCATGTTGTATCCTGCCTATTGTGGTCTATTGCTGCATTGGCCACTAGCATGATCGTGTTGGCACT
	GlicC^15     TTTCTTCTAACAAATTGTTGTTGCAATAGCGTCAAAGTTCTCCCTAGATACCTGGCATGTTGTATCCTGCCTATTGTGGTCTATTGCTGCATTGGCCACTAGCATGATCGTGTTGGCACT
	GlicP^17      TTTCTTCTAACAAATTGTTGTTGCAATAGCGTCAAAGTTCTCCCTAGATACCTGGCATGTTGTATCCTGCCTATTGTGGTCTATTGCTGCATTGGCCACTAGCATGATCGTGTTGGCACT
	GlicE^20      TTTCTTCTAACAAATTGTTGTTGCAATAGCGTCAAAGTTCTCCCTAGATACCTGGCATGTTGTATCCTGCCTATTGTGGTCTATTGCTGCATTGGCCACTAGCATGATCGTGTTGGCACT
	GlicE^21      TTTCTTCTAACAAATTGTTGTTGCAATAGCGTCAAAGTTCTCCCTAGATACCTGGCATGTTGTATCCTGCCTATTGTGGTCTATTGCTGCATTGGCCACTAGCATGATCGTGTTGGCACT
	GlicE^22      TTTCTTCTAACAAATTGTTGTTGCAATAGCGTCAAAGTTCTCCCTAGATACCTGGCATGTTGTATCCTGCCTATTGTGGTCTATTGCTGCATTGGCCACTAGCATGATCGTGTTGGCACT
	GlicE^23       TTTCTTCTAACAAATTGTTGTTGCAATAGCGTCAAAGTTCTCCCTAGATACCTGGCATGTTGTATCCTGCCTATTGTGGTCTATTGCTGCATTGGCCACTAGCATGATCGTGTTGGCACT
	GlicE^24       TTTCTTCTAACAAATTGTTGTTGCAATAGCGTCAAAGTTCTCCCTAGATACCTGGCATGTTGTATCCTGCCTATTGTGGTCTATTGCTGCATTGGCCACTAGCATGATCGTGTTGGCACT
	GlicE^25      TTTCTTCTAACAAATTGTTGTTGCAATAGCGTCAAAGTTCTCCCTAGATACCTGGCATGTTGTATCCTGCCTATTGTGGTCTATTGCTGCATTGGCCACTAGCATGATCGTGTTGGCACT
	GmorB^27    TTTCTTCTAACAAATTRTTGTTGCAATAGCGTCAAAGTTCTCCCTAGATACCTGGCATGTTGTATCCTGCCTATTGTGGTCTATTGCTGCATTGGCCACTAGCATGATCGTGTTGGCACT
	GpasB^28    TTTCTTCTAACAAATTGTTGTTGCAATAGCGTCAAAGTTCTCCCTAGATACCTGGCATGTTGTATCCTGCCTATTGTGGTCTATTGCTGCATTGGCCACTAGCATGATCGTGTTGGCACT
	GpasB^29    TTTCTTCTAACAAATTGTTGTTGCAATAGCGTCAAAGTTCTCCCTAGATACCTGGCATGTTGTATCCTGCCTATTGTGGTCTATTGCTGCATTGGCCACTAGCATGATCGTGTTGGCACT


17 120
	GecuC^1     GTTTCAGACGCTGAGTACGTCATAAACAAATATGACGTAAATACAAAGATTCGTGATTTTCACTGTGTATGTATGTATGTATTCAAGGCACAACTTCAACCAATGTTGTATATTCTGAGT
	GecuP^4     GTTTCAGACGCTGAGTAYGTCATAAACAAATATGACGTAAATACAAAGATTCGTGATTTTCACTGTGTATGTATGTATGTATTCAAGGCACAACTTCAACCAATGTTGTATATTCTGAGT
	GecuP^5     GTTTCAGACGCTGAGTATGTCATAAACAAATATGACGTAAATACAAAGATTCGTGATTTTCACTGTGTATGTATGTATGTATTCAAGGCACAACTTCAACCAATGTTGTATATTCTGAGT
	GecuP^6      GTTTCAGACGCTGAGTACGTCATAAACAAATATGACGTAAATACAAAGATTCGTGATTTTCACTGTGTATGTATGTATGTATTCAAGGCACAACTTCAACCAATGTTGTATATTCTRAGT
	GecuE^8      GTTTCARACGCTGAGTACGTCATAAACAAATATGACGTAAATACAAAGATTCGTGATTTTCACTGTGTATGTATGTATGTATTCAAGGCACAACTTCAACCAATGTTGTATATTCTGAGT
	GecuE^9       GTTTCAGACGCTGAGTACGTCATAAACAAATATGACGTAAATACAAAGATTCGTGATTTTCACTGTGTATGTATGTATGTATTCAAGGCACAACTTCAACCAANGTTGTATATTCTGAGT
	GecuE^10       GTTTCAGACGCTGAGTACGTCATAAACAAATATGACGTAAATACAAAGATTCGTGATTTTCACTGTGTATGTATGTATGTATTCAAGGCACAACTTCAACCAATGTTGTATATTCTGAGT
	GecuE^11      GTTTCAGACGCTGAGTACGTCATAAACAAATATGACGTAAATACAAAGATTCGTGATTTTCACTGTGTATGTATGTATGTATTCAAGGCACAACTTCAACCAATGTTGTATATTCTGAGT
	GlicC^15     GTTTCAGACGCTGAGTACGTCATAAACAAATATGACGTAAATACAAAGATTCGTGATTTTCACTGTGTATGTATGTATGTATTCAAGGCACAACTTCAACCAATGTTGTATATTCTGAGT
	GlicP^17      GTTTCAGACGCTGAGTACGTCATAAACAAATATGACGTAAATACAAAGATTCGTGATTTTCACTGTGTATGTATGTATGTATTCAAGGCACAACTTCAACCAATGTTGTATATTCTGAGT
	GlicE^20      GTTTCAGACGYTGAGTACGTCATAAACAAAWATGACGTAAATACAAAGATTCGTGATTTTCACTGTGTATGTATGTATGTATTCAAGGCACAACTTCAAYCAATGTTGTATATTCTGAGT
	GlicE^21      GTTTCAGACGCTGAGTACGTCATAAACAAAWATGACGTAAATACAAAGATTCGTGATTTTCACTGTGTATGTATGTATGTATTCAAGGCACAACTTCAACCAATGTTGTATATTCTGAGT
	GlicE^22       GTTTCAGACGCTGAGTACGTCATAAACAAATATGACGTAAATACAAAGATTCGTGATTTTCACTGTGTATGTATGTATGTATTCAAGGCACAACTTCAACCAATGTTGTATATTCTGAGT
	GlicE^23       GTTTCAGACGYTGAGTACGTCATAAACAAATATGACGTAAATACAAAGATTCGTGATTTTCACTGTGTATGTATGTATGTATTCAAGGCACAACTTCAACCAATGTTGTATATTCTGAGT
	GlicE^24      GTTTCAGACGCTGAGTACGTCATAAACAAATATGACGTAAATACAAAGATTCGTGATTTTCACTGTGTATGTATGTATGTATTCAAGGCACAACTTCAACCAATGTTGTATATTCTGAGT
	GmorB^27    GTTTCAGACGCTGAGTACGTCATAAACAAATATGACGTAAATACAAAGATTCGTGATTTTCACTGTGTATGTATGTATGTATTCAAGGCACAACTTCAACCAATGTTGTATATKCTGAGT
	GpasB^28    GTTTCAGACGCTGTGTAMGTCATAAACAAATATGACGTAAATACAAAGATTCGTGATTTTCACTGTGTATGTATGTATGTATTCAAGGCACAACTTCAACCAATGTTGTATATTCTGAGT


16 120
	GecuC^1     ANCGTTGTTTTAGATGTCGTAATTTGTGCCACCCGCTAATGTTCAAGAAACGTACCAGATGGCGTTATTCCCAACTGTACCAGTTTTTCTCAATTATCTCTAAACATTCAAATGCAACAA
	GecuP^4     AGCGTTGTTTTAGATGTCGTAATTTGTGCCACCCGCTAATGTTCAAGAAACGTACCAGATGGCGTTATTCCCAACTGTACCAGTTTTTCTCAATTATCTCTAAACATTCAAATGCAACAA
	GecuP^5      AGCGTTGTTTTAGATGTCGTAATTTGTGCCACCCGCTAATGTTCAAGAAACGTACCAGATGGCGTTATTCCCAACTGTACCAGTTTTTCTCAATTATCTCTAAACATTCAAATGCAACAA
	GecuE^8      AGCGTTGTTTTAGATGTCGTAATTTGTGCCACCCGCTAATGTTCAAGAAACGTACCAGATGGCGTTATTCCCAACTGTANCAGTTTTTCTCAATTATCTCTAAACATTCAAATGCAACAA
	GecuE^9       AGCGTTGTTTTAGATGTCGTAATTTGTGCCACCCGCTAATGTTCAAGAAACGTACCAGATGGCGTTATTCCCAACTGTAYCAGTTTTTCTCAATTATCTCTAAACATTCAAATGCAACAA
	GecuE^10       AGCGTTGTTTTAGATGTCGTAATTTGTGCCACCCGCTAATGTTCAAGAAACGTACCAGATGGCGTTATTCCCAACTGTACCAGTTTTTCTCAATTATCTCTAAACATTCAAATGCAACAA
	GlicC^15     AGCGTTGTTTTAGATGTCGTAATTTGTGCCACCCGCTAATGTTCAAGAAACGTACCARATGGCGTTATTCCCAACTGTACCAGTTTTTCTCAATTATCTCTAAACATTCAAATGCAACAA
	GlicP^17      AGCGTTGTTTTAGATGTCGTAATTTGTGCCACCCGCTAATGTTCAAGAAACGTACCAGATGGCGTTATTCCCAACTGTACCAGTTTTTCTCAATTATCTCTAAACATTCAAATGCAACAA
	GlicE^20      AGCGTTGTTTTAGATGTCGTAATTTGTGCCACCCGCTAATGTTCAAGAAACGTACCAGATGGCGTTATTCCCAACTGTACCAGTTTTTCTCAATTATCTCTAAACATTCAAATGCAACAA
	GlicE^21      AGCGTTGTTTTAGATGTCGTAATTTGTGCCACCCGCTAATGTTCAAGAAACGTACCAGATGGCGTTATTCCCAACTGTACCAGTTTTTCTCAATTATCTCTAAACATTCAAATGCAACAA
	GlicE^22       AGCGTTGTTTTAGATGTCGTAATTTGTGCCACCCGCTAATGTTCAAGAAACGTACCAGATGGCGTTATTCCCAACTGTACCAGTTTTTCTCAATTATCTCTAAACATTCAAATGCAACAA
	GlicE^23       AGCGTTGTTTTAGATGTCGTAATTTGTGCCACCCGCTAATGTTCAAGAAACGTACCAGATGGCGTTATTCCCAACTGTACCAGTTTTTCTCAATTATCTCTAAACATTCAAATGCAACAA
	GlicE^24      AGCGTTGTTTTAGATGTCGTAATTTGTGCCACCCGCTAATGTTCAAGAAACGTACCAGATGGCGTTATTCCCAACTGTACCAGTTTTTCTCAATTATCTCTAAACATTCAAATGCAACAA
	GmorB^27    AGCGTTGTTTTAGATGTCGTAATTTGTGCCACCCGCTAATGTTCAAGAAACGTACCAGATGGCGTTATTCCCAACTGTACCAGTTTTTCTCAATTATCTCTAAACATTCAAATGCAACAA
	GpasB^28    AGCGTTGTTTTAGATGTCGTAATTTGTGCCACCCGCTAATGTTCAAGAAACGTACCAGATGGCGTTATTCCCAACTGTACCAGTTTTTCTCAATTATCTCTAAACATTCAAATGCAACAA
	GpasB^29    AGCGTTGTTTTAGATGTCGTAATTTGTGCCACCCGCTAATGTTCAAGAAACGTACCAGATGGCGTTATTCCCAACTGTACCAGTTTTTCTCAATTATCTCTAAACATTCAAATGCAACAA


19 120
	GecuC^1     TGCACTTTCATTGCGACCATCACATGCTAAACATTTTCCCTTGTTCAAATATGCGTATTTGTTAGCATCCGATAATTCTAATCGACTTTTTTCCTCTTTCGAAAGACCAGCTAGCATACT
	GecuP^4     TGCACTTTCATTGCGACCATCACATGCTAAACATTTTCCCTTGTTCAAATATGCGTATTTGTTAGCATCCGATAATTCTAATCGACTTTTTTCCTCTTTCGAAAGACCAGCTAGCATACT
	GecuP^5     TGCACTTTCATTGCGACCATCACATGCTAAACATTTTCCCTTGTTCAAATATGCGTATTTGTTAGCATCCGATAATTCTAATCGACTTTTTTCCTCTTTCGAAAGACCAGCTAGCATACT
	GecuP^6      TGCACTTTCATTGCGACCATCACATGCTAAACATTTTCCCTTGTTCAAATATGCGTATTTGTTAGCATCCGATAATTCTAATCGACTTTTTTCCTCTTTCGAAAGACCAGCTAGCATACT
	GecuE^8      TGCACTTTCATTGCGACCATCACATGCTAAACATTTTCCCTTGTTCAAATATGCGTATTTGTTAGCATCCGATAATTCTAATCGACTTTTTTCCTCTTTCGAAAGACCAGCTAGCATACT
	GecuE^9       TGCACTTTCATTGCGACCATCACATGCTAAACATTTTCCCTTGTTCAAATATGCGTATTTGTTAGCATCCGATAATTCTAATCGACTTTTTTCCTCTTTCGAAAGACCAGCTAGCATACT
	GecuE^10       TGCACTTTCATTGCGACCATCACATGCTAAACATTTTCCCTTGTTCAAATATGCGTATTTGTTAGCATCCGATAATTCTAATCGACTTTTTTCCTCTTTCGAAAGACCAGCTAGCATACT
	GecuE^11      TGCACTTTCATTGCGACCATCACATGCTAAACATTTTCCCTTGTTCAAATATGCGTATTTGTTAGCATCCGATAATTCTAATCGACTTTTTTCCTCTTTCGAAAGACCAGCTAGCATACT
	GlicC^15     TGCACTTTCATTGCGACCATCACATGCTAAACATTTTCCCTTGTTCAAATATGCATATTTGTTAGCATCCGATAATTCTAATCGACTTTTTTCCTCTTTCGAAAGACCAGCTAGCATACT
	GlicP^17      TGCACTTTCATTGCGACNATCACATGCTAAACATTTTCCCTTGTTCAAATATGCATATTTGTTAGCATCCGATAATTCTAATCGACTTTTTTCCTCTTTCGAAAGACCAGCTAGCATACT
	GlicE^20      TGCACTTTCATTGCGACCATCACATGCTAAACATTTTCCCTTGTTCAAATATGCGTATTTGTTAGCATCCGATAATTCTAATCGACTTTTTTCCTCTTTCGAAAGACCAGCTAGCATACT
	GlicE^21      TGCACTTTCATTGCGACCATCACATGCTAAACATTTTCCCTTGTTCAAATATGCRTATTTGTTAGCATCCGATAATTCTAATCGACTTTTTTCCTCTTTCGAAAGACCAGCTAGCATACT
	GlicE^22      TGCACTTTCATTGCGACCATCACATGCTAAACATTTTCCCTTGTTCAAATATGCGTATTTGTTAGCATCCGATAATTCTAATCGACTTTTTTCCTCTTTCGAAAGACCAGCTAGCATACT
	GlicE^23       TGCACTTTCATTGCGACCATCACATGCTAAACATTTTCCCTTGTTCAAATATGCGTATTTGTTAGCATCCGATAATTCTAATCGACTTTTTTCCTCTTTCGAAAGACCAGCTAGCATACT
	GlicE^24       TGCACTTTCATTGCGACCATCACATGCTAAACATTTTCCCTTGTTCAAATATGCRTATTTGTTAGCATCCGATAATTCTAATCGACTTTTTTCCTCTTTCGAAAGACCAGCTAGCATACT
	GlicE^25      TGCACTTTCATTGCGACCATCACATGCTAAACATTTTCCCTTGTTCAAATATGCGTATTTGTTAGCATCCGATAATTCTAATCGACTTTTTTCCTCTTTCGAAAGACCAGCTAGCATACT
	GlicE^26      TGCACTTTCATTGCGACCATCACATGCTAAACATTTTCCCTTGTTCAAATATGCRTATTTGTTAGCATCCGATAATTCTAATCGACTTTTTTCCTCTTTCGAAAGACCAGCTAGCATACT
	GmorB^27    TGCACTTTCATTGCGACCATCACATGCTAAACATTTTCCCTTGTTCAAATATGCGTATTTGTTAGCATCCGATAATTCTAATCGACTTTTTTCCTCTTTYGAAAGACCAGCTAGCATACT
	GpasB^28    TGCACTTTCATTGCGACCATCACATGCTAAACATTTTCCCTTGTTCAAATATGCGTATTTGTTAGCATCCGATAATTCTAATCGACTTTTTTCCTCTTTCGAAAGACCAGCTAGCATACT


18 120
	GecuC^1     TTTGCCACATTCTATCCGATTCTGTTTTCTAAACTTCCAAATATAGTGAATACTAAGTATGGATGAGAGTATCTAACTAAAAATACTCTAATCACTGAAAATGTGAAAATAATAATAAAA
	GecuP^4     TTTGCCACATTCTATCCGATTCTGTTTTCTAAACTTCCAAATATAGTGAATACTAAGTATGGATGAGAGTATCTAACTAAAAATACTCTAATCACTGAAAATGTGAAAATAATAATAAAA
	GecuP^5     TTTGCCACATTCTATCCGATTCTGTTTTCTAAACTTCCAAATATAGTGAATACTAAGTATGGATGAGAGTATCTAACTAAAAATACTCTAATCACTGAAAATGTGAAAATAATAATAAAA
	GecuP^6      TTTGCCACATTCTATCCGATTCTGTTTTCTAAACTTCCAAATATAGTGAATACTAAGTATGGATGAGAGTATCTAACTAANAATACTCTAATCACTGAAAATGTGAAAATAATAATAAAA
	GecuE^8      TTTGCCACATTCTATCCGATTCTGTTTTCTAAACTTCCAAATATAGTGAATACTAAGTATGGATGAGAGTATCTAACTAAAAATACTCTAATCACTGAAAATGTGAAAATAATAATAAAA
	GecuE^9       TTTGCCACATTCTATCCGATTCTGTTTTCTAAACTTCCAAATATAGTGAATACTAAGTATGGATGAGAGTATCTAACTAAAAATACTCTAATCACTGAAAATGTGAAAATAATAATAAAA
	GecuE^10       TTTGCCACATTCTATCCGATTCTGTTTTCTAAACTTCCAAATATAGTGAATACTAAGTATGGATGAGAGTATCTAACTAAAAATACTCTAATCACTGAAAATGTGAAAATAATAATAAAA
	GecuE^11      TTTGCCACATTCTATCCGATTCTGTTTTCTAAACTTCCAAATATAGTGAATACTAAGTATGGATGAGAGTATCTAACTAAAAATACTCTAATCACTGAAAATGTGAAAATAATAATAAAA
	GlicC^15     TTTGCCACATTCTATCCGATTCTGTTTTCTAAACTTCCAAATATAGTGAATACTAAGTATGGATGAGAGTATCTAACTAAAAATACTCTAATCACTGAAAATGTGAAAATAATAAT-AAA
	GlicP^17      TTTGCCACATTCTATCCGATTCTGTTTTCTAAACTTCCAAATATAGTGAATACTAAGTATGGATGAGAGTATCTAACTAAAAATACTCTAATCACTGAAAATGTGAAAATAATAATAAAA
	GlicE^20      TTTGCCACATTCTATCCGATTCTGTTTTCTAAACTTCCAAATATAGTGAATACTAAGTATGGATGAGAGTATCTAACTAAAAATACTCTAATCACTGAAAATGTGAAAATAATAATAAAA
	GlicE^21      TTTGCCACATTCTATCCGATTCTGTTTTCTAAACTTCCAAATATAGTGAATACTAAGTATGGATGAGAGTATCTAACTAAAAATACTCTAATCACTGAAAATGTGAAAATAATAATAAAA
	GlicE^22       TTTGCCACATTCTATCCGATTCTGTTTTCTAAACTTCCAAATATAGTGAATACTAAGTATGGATGAGAGTATCTAACTAAAAATACTCTAATCACTGAAAATGTGAAAATAATAATAAAA
	GlicE^23       TTTGCCACATTCTATCCGATTCTGTTTTCTAAACTTCCAAATATAGTGAATACTAAGTATGGATGAGAGTATCTAACTAAAAATACTCTAATCACTGAAAATGTGAAAATAATAATAAAA
	GlicE^24      TTTGCCACATTCTATCCGATTCTGTTTTCTAAACTTCCAAATATAGTGAATACTAAGTATGGATGAGAGTATCTAACTAAAAATACTCTAATCACTGAAAATGTGAAAATAATAATAAAA
	GlicE^25      TTTGCCACATTCTATCCGATTCTGTTTTCTAAACTTCCAAATATAGTGAATACTAAGTATGGATGAGAGTATCTAACTAAAAATACTCTAATCACTGAAAATGTGAAAATAATAATAAAA
	GmorB^27    TTTGCCACATTCTATCCGATTCTGTTTTCTAAACTTCCAAATATAGTGAATACTAAGTATGGATGAGAGTATCTAACTAAAAATACTCTAATCACTGAAAATGTGAAAATAATAATAAAA
	GpasB^28    TTTRCCACATTCTATCCGATTCTGTTTTCTAAACTTCCAAATATAGTGAATACTAAGTATGGATGAGAGTATCTAACTAAAAATACTCTAATCACTGAAAATGTGAAAATAATAATAAAA


18 120
	GecuC^1     CCTGAACAACTTCCGTATTCTCCAGATAAGACTCCAAACGATTGCTATTTAGTACGTAGGTTGAACGAATATTTACAGAAAACCCCATGTTACACGGAAGAAAGTTRTAATTGCTGCTGT
	GecuP^4     CCTGAACAACTTCCGTATTCTCCAGATAAGACTCCAAACGATTGCTATTTAGTACGTAGGTTGAACGAATATTTACAGAAAACCCCATGTTACACGGAAGAAAGTTGTAATTGCTGCTGT
	GecuP^5     CCTGAACAACTTYCGTATTCTCCAGATAAGACTCCAAACGATTGCTATTTAGTACGTAGGTTGAACGAATATTTACAGAAAACCCCATGTTACACGGAAGAAAGTTRTAATTGCTGCTGT
	GecuP^6      CCTGAACAACTTCCGTATTCTCCAGATAAGACNCCAAACGATTNCTATTTAGTACGTAGGTTGAACGAATATTTACAGAAAACCCCATGTTACACGGAAGAAAGTTRTAATTGCTGCTGT
	GecuE^8      CCTGAACAACTTYCGTATTCTCCAGATAAGACTCCAAACGATTGCTATTTAGTACGTAGGTTGAACGAATATTTACAGAAAACCCCATGTTACACGGAAGAAAGTTATAATTGCTGCTGT
	GecuE^9       CCTGAACAACTTCCGTATTCTCCAGATAAGACTCCAAACGATTGCTATTTAGTACGTAGGTTGAACGAATATTTACAGAAAACCCCATGTTACACGGAAGAAAGTTATAATTGCTGCTGT
	GecuE^10      CCTGAACAACTTYCGTATTCTCCAGATAAGACTCCAAACGATTGCTATTTAGTACGTAGGTTGAACGAATATTTACAGAAAACCCCATGTTACACGGAAGAAAGTTRTAATTGCTGCTGT
	GlicC^15     CCTGAACAACTTYCGTATTCTCCAGATAAGACTCCAAACGATTGCTATTTAGTACGTAGGTTGAACGAATATTTACAGAAAACCCCATGTTACACGGAAGAAAGTTGTAATTGCTGCTGT
	GlicP^17      CCTGAACAACTTTCGTATTCTCCAGATAANACTCCAAACGATTGCTATTTAGTACGTAGGTTGAACGAATATTTACAGAAAACCCCATGTTACANGGAAGAAAGTTGTAATTGCTGCTGT
	GlicE^20      CCTGAACAACTTCCGTATTCTCCAGATAAGACTCCAAACGATTGCTATTTAGTACGTAGGTTGAACGAATATTTACAGAAAACCCCATGTTACACGGAAGAAAGTTGTAATTGCTGCTGT
	GlicE^21      CCTGAACAACTTCCGTATTCTCCAGATAAGACTCCAAACGATTGCTATTTAGTACGTAGGTTGAACGAATATTTACAGAAAACCCCATGTTACACGGAAGAAAGTTGTAATTGCTGCTGT
	GlicE^22       CCTGAACAACTTTCGTATTCTCCAGATAAGACTCCAAACGATTGCTATTTAGTACGTAGGTTGAACGAATATTTACAGAAAACCCCATGTTACACGGAAGAAAGTTGTAATTGCTGCTGT
	GlicE^23       CCTGAACAACTTCCGTATTCTCCAGATAAGACTCCAAACGATTGCTATTTAGTACGTAGGTTGAACGAATATTTACAGAAAACCCCATGTTACACGGAAGAAAGTTGTAATTGCTGCTGT
	GlicE^24      CCTGAACAACTTTCGTATTCTCCAGATAAGACTCCAAACGATTGCTATTTAGTACGTAGGTTGAACGAATATTTACAGAAAACCCCATGTTACACGGAAGAAAGTTGTAATTGCTGCTGT
	GlicE^25      CCTGAACAACTTYCGTATTCTCCAGATAAGACTCCAAACGATTGCTATTTAGTACGTAGGTTGAACGAATATTTACAGAAAACCCCATGTTACACGGAAGAAAGTTRTAATTGCTGCTGT
	GmorB^27    CCTGAACAACTTTCGTATTCTCCAGATAAGACTCCAAACGATTGCTATTTAGTACGTAGGTTGAACGAATATTTACAGAAAACCCCATGTTACACGGAAGAAAGTTGTAATTGCTGCTGT
	GpasB^28    CCTGAACAACTTCCGTATTCTCCAGATAAGACTCCAAACGATTGCTATTTAGTACGTAGGTTGAACGAATATTTACAGAAAACCCCATGTTACACGGAAGAAAGTTGTAATTGCTGCTGT
	GpasB^29    CCTGAACAACTTCCGTATTCTCCAGATAAGACTCCAAACGATTGCTATTTAGTACGTAGGTTGAACGAATATTTACAGAAAACCCCATGTTACACGGAAGAAAGTTGTAATTGCTGCTGT


19 120
	GecuC^1     TTTCATAATTGGTGTTGAAAATTTTCCCATTCTCTTCCGGCTTATCCGTACAATTTCTACTTGTTGTGGTGCTTGAAGTGGAGTTGACATTTAGGGAATGTATATTACAATATTACCATA
	GecuP^4     TTTCATAATTGGTGTTGAAAATTTTCCCATTCTCTTCCGGCTTATCCGTACAATTTCTACTTGTTGTGGTGCTTGAAGTGGAGTTGACATTTAGGGAATGTATATTACAATATTACCATA
	GecuP^5     TTTCATAATTGGTGTTGAAAATTTTCCCATTCTCTTCCGGCTTATCCGTACAATTTCTACTTGTTGTGGTGCTTGAAGTGGAGTTGACATTTAGGGAATGTATATTACAATATTACCATA
	GecuP^6      TTTCATAATTGGTGTTGAAAATTTTCCCATTCTCTTCCGGCTTATCCGTACAATTTCTACTTGTTGTGGTGCTTGAAGTGGAGTTGACATTTAGGGAATGTATATTACAATATTACCATA
	GecuE^8      TTTCATAATTGGTGTTGAAAATTTTCCCATTCTCTTCCGGCTTATCCGTACAATTTCTRCTTGTTGTGGTGCTTGAAGTGGAGTTGACATTTAGGGAATGTATATTACAATATTACCATA
	GecuE^9       TTTCATAATTGGTGTTGAAAATTTTCCCATTCTCTTCCGGCTTATCCGTACAATTTCTACTTGTTGTGGTGCTTGAAGTGGAGTTGACATTTAGGGAATGTATATTACAATATTACCATA
	GecuE^10       TTTCATAATTGGTGTTGAAAATTTTCCCATTCTCTTCCGGCTTATCCGTACAATTTCTACTTGTTGTGGTGCTTGAAGTGGAGTTGACATTTAGGGAATGTATATTACAATATTACCATA
	GecuE^11      TTTCATAATTGGTGTTGAAAATTTTCCCATTCTCTTCCGGCTTATCCGTACAATTTCTACTTGTTGTGGTGCTTGAAGTGGAGTTGACATTTAGGGAATGTATATTACAATATTACCATA
	GlicC^15     TTTCATAATTGGTGTTGAAAATTTTCCCATTCTCTTCCGGCTTATCCGTACAATTTCTACTTGTTGTGGTGCTTGAAGTGGAGTTGACATTTAGGGAATGTATATTACAATATTACCATA
	GlicP^17      TTTCATAATTGGTGTTGAAAATTTTCCCATTCTCTTCCGGCTTATCCRTACAATTTCTACTTGTTGTGGTGCTTGAAGTGGAGTTGACATTTAGGGAATGTATATTACAATATTACCATA
	GlicE^20      TTTCATAATTGGTGTTGAAAATTTTCCCATTCTCTTCCGGCTTAYCCGTACAATTTCTACTTGTTGTGGTGCTTGAAGTGGAGTTGACATTTAGGRAATGTATATTACAATATTACCATA
	GlicE^21      TTTCATAATTGGTGTTGAAAATTTTCCCATTCTCTTCCGGCTTACCCGTACAATTTCTACTTGTTGTGGTGCTTGAAGTGGAGTTGACATTTAGGAAATGTATATTACAATATTACCATA
	GlicE^22       TTTCATAATTGGTGTTGAAAATTTTCCCATTCTCTTCCGGCTTATCCGTACAATTTCTACTTGTTGTGGTGCTTGAAGTGGAGTTGACATTTAGGGAATGTATATTACAATATTACCATA
	GlicE^23       TTTCATAATTGGTGTTGAAAATTTTCCCATTCTCTTCCGGCTTATCCRTACAATTTCTACTTGTTGTGGTGCTTGAAGTGGAGTTGACATTTAGGGAATGTATATTACAATATTACCATA
	GlicE^24      TTTCATAATTGGTGTTGAAAATTTTCCCATTCTCTTCCGGCTTATCCRTACAATTTCTACTTGTTGTGGTGCTTGAAGTGGAGTTGACATTTAGGGAATGTATATTACAATATTACCATA
	GlicE^25      TTTCATAATTGGTGTTGAAAATTTTCCCATTCTCTTCCGGCTTATCCRTACAATTTCTACTTGTTGTGGTGCTTGAAGTGGAGTTGACATTTAGGGAATGTATATTACAATATTACCATA
	GmorB^27    TTTCATAATTGGTGTTGAAAATTTTCCCATTCTCTTCCGGCTTATCCRTACAATTTCTACTTGTTGTGGTGCTTGAAGTGGAGTTGACATTTAGGGAATGTATATTACAATATTACCATA
	GpasB^28    TTTCATAATTGGTGTTGAAAATTTTCCCATTCTCTTCCGGCTTATCCGTACAATTTCTACTTGTTGTGGTGCTTGAAGTGGAGTTGACATTTAGGGAATGTATATTACAATATTACCATA
	GpasB^29    TTTCATAATTGGTGTTGAAAATTTTCCCATTCTCTTCCGGCTTATCCGTACAATTTCTACTTGTTGTGGTGCTTGAAGTGGAGTTGACATTTAGGGAATGTATATTACAATATTACCATA


17 120
	GecuC^1     GACAATTTCATGAACAGTGTCCYAGAGCCAAAGTTTCNCAAGCAGTCAACTGCCAACGCAAATGAACTGCGGAGTRGGGGGTGCCTCTACTGCGMTAGCA-TTTATATTATNTTAGTTTT
	GecuP^4     GACAATTTCATGAACAGTGTCCTAGAGCCAAAGTTTCACANGCAGTCAACTGCCAACGCAAATGAACTGCGGAGT-GGGGGTGCCTCTANTGCGATAGCACTTTATATTATGTTAGTTTT
	GecuP^5      GACAATTTCATGAACAGTGTCCYAGAGCCAAAGTTTCACAAGCNGTCAACTGCCAACGCAAATGAACTGCGGAGTRGGGGGTGCCTCTAYTGCGATAGCACTTTATATTATGTTAGTTTT
	GecuE^8      GACAATTTCATGAACAGTGTCCTAGAGCCAAAGTTTCACAAGCAGTCAACTGNCAACGCAAATGAACTGCGGAGTGGGGGGTGCCTCTAYTGCGATAGCACTTTATATTATGTTAGTTTT
	GecuE^9       GACAATTTCATGAACAGTGTCCTAGAGCCAAAGTTTCACAAGCAGTCAACTGCCAACGCAAATGAACTGCGGAGTGGGGGGTGCCTCTAYTGCGATAGCACTTTATATTATGTTAGTTTT
	GecuE^10       GACAATTTCATGAACAGTGNCCTAGAGCCAAAGTTTCACAAGCAGTCAACTGCCAACGCAAATGAACTGCGGAGTGGGGGGTGCCTCTANTGCGATAGCACTTTATATTATGTTAGTTTT
	GecuE^11      GACAATTTCATGAACAGTGTCCTAGAGCCAAAGTTTCACAAGCAGTCAACTGCCAACGCAAATGAACTGCGGAGTGGGGGG-GCCTCTATTGCGATAGCACTTTATATTATGTTAGTTTT
	GlicC^15     GACAATTTCATGAACAGTGTCCCAGAGCCAAAGTTTCACAAGCAGTCAACTGCCAACNCAAATGAACNGCGGAGNAGGGGG-GCCTCTACTGCGATAGCACTTTATATTATGTTCGTTTT
	GlicC^16     GACAATTTCATGAACAGTGTCCYAGAGCCAAAGTTTCACAAGCAGTCAACTGCCAACGCAAATGAACTGCGGAGTAGGGGGTGCCTCTACTGCGATAGCACTTTATATTATGTTAGTTTT
	GlicP^17      GACAATTTCATGAACAGTGTCCTAGAGCCAAAGTTTCACAAGCAGTCAACTGCCAACGCAAATGAACTGCGGAGTAGGGGG-GCCTCTACTGCGATAGCACTTTATATTATGTTAGTTTT
	GlicE^20      GAYAATTTCATGAACAGTGTCCYAGAGCCAAAGTTTCACAAGCAGTCAACTGCCAACGCAAATGAACTGCGGAGTAGGGGGTGCCTCTACTGCGATAGCACTTTATATTATGTTAGTTTT
	GlicE^21      GACAATTTCATGAACAGTGTCCTAGAGCCAAAGTTTCACAAGCAGTCAACTGCCAACGCAAATGAACTGCGGAGTRGGGGGTGCCTCTACTGCGATAGCACTTTATATTATGTTAGTTTT
	GlicE^22       GACAATTTCATGRACAGTGTCCYAGRGCCAAAGTTTCACAAGCAGTCAACTGCCAACGCAAATGAACTGCGGAGTAGGGGGTGCCTCTACTGCGATAGCACTTTATATTATGTTAGTTTT
	GlicE^23       GANAATTTCATGAACAGTGTCCNAGAGCCAAAGTTTCACAAGCAGTCAACTGCCAACGCAAATGAACTGCGGAGTAGGGGGTGCCTCTACTGCGATAGCNCTTTATATTATGTTAG-TTT
	GlicE^24      GACAATTTCATGAACAGTGTCCYAGAGCCAAAGTTTCACAAGCAGTCAACTGCCAACGCAAATGAACTGCGGAGTRGGGGGTGCCTCTAYTGCGATAGCACTTTATATTATGTTAGTTTT
	GmorB^27    GACAATTTCATGAACASTGTCCYAGAGCCAAAGTTTCACAAGNAGTCAACTGCCAACGCAAATGAACTGCGGAGTRGGGGGTGCCTCTACTGCGATAGCACTTTATATTATGTTAGTTTT
	GpasB^28    GACAATTTCATGAACAGTGTCCTAGAGCCAAAGTTTCACAAGCAGTCAACTGCCAACGCAAATGAACTGCGGAGTGGGGGGTGCCTCTATTGCGATAGCACTTTATATTATGTTAGTTTT


20 120
	GecuC^1     CAAATCGTATRTATGTATATGTACGATGTATAACAGCAAATTATCGAAAATTACAAGAATCTAGAAGATGAGTTTGTTGACAGCCTATTATGTATACACGCCTGCGACATGGGGGTGATA
	GecuC^2     CAAATCGTATGTATGTATATGTACGATGTATAACAGCAAATTATCGAAAATTACAAGAATCTAGAAGATGAGTTTGTTGACAGCCTATTATGTATACACGCCTGCGACATGGGGGTGATA
	GecuP^4     CAAATCGTATGTATGTATATGTACGATGTATAACAGCAAATTATCGAAAATTACAAGAATCTAGAAGATGAGTTTGTTGACAGCCTATTATGTATACACGCCTGCGACATGGGGGTGATA
	GecuP^5     CAAATCGTATGTATGTATATGTACGATGTATAACAGCAAATTATCGAAAATTACAAGAATCTAGAAGATGAGTTTGTTGACAGCCTATTATGTATACACGCCTGCGACATGGGGGTGATA
	GecuP^6      CAAATCGTATGTATGTATATGTACGATGTATAACAGCAAATTATCGAAAATTACAAGAATCTAGAAGATGAGTTTGTTGACAGCCTATTATGTATACACGCCTGCGACATGGGGGTGATA
	GecuP^7      CAAATCGTATGTATGTATATGTACGATGTATAACAGCAAATTATCGAAAATTACAAGAATCTAGAAGATGAGTTTGTTGACAGCCTATTATGTATACACGCCTGCGACATGGGGG-GATA
	GecuE^8      CAAATCGTATGTATGTATATGTACGATGTATAACAGCAAATTATCGAAAATTACAAGAATCTAGAAGATGAGTTTGTTGACAGCCTATTATGTATACACGCCTGCGACATGGGGGTGATA
	GecuE^9       CAAATCGTATGTATGTATATGTACGATGTATAACAGCAAATTATCGAAAATTACAAGAATCTAGAAGATGAGTTTGTTGACAGCCTATTATGTATACACGCCTGCGACATGGGGGTGATA
	GecuE^10       CAAATCGTATGTATGTATATGTACGATGTATAACAGCAAATTATCGAAAATTACAAGAATCTAGAAGATGAGTTTGTTGACAGCCTATTATGTATACACGCCTGCGACATGGGGGTGATA
	GecuE^11      CAAATCGTATGTATGTATATGTACGATGTATAACAGCAAATTATCGAAAATTACAAGAATCTAGAAGATGAGTTTGTTGACAGCCTATTATGTATACACGCCTGCGACATGGGGGTGATA
	GlicC^15     CAAATCGTATGTATGTATATGTACGATGTATAACAGCAAATTATCGAAAATTACAAGAATCTAGAAGATGAGTTTGTTGACAGCCTATTATGTATACACGCCTGCGACATGGGGGTGATA
	GlicC^16     CAAATCGTATGTATGTATATGTACGATGTATAACAGCNAATTATCGAAAATTACAAGAATCTAGAAGATGAGTTTGTTGACAGCCTATTATGTATACACGCCTGCGACATGGGGG-GATA
	GlicP^17      CAAATCGTATGTATGTATATGTACGATGTATAACAGCAAATTATCGAAAATTACAAGAATCTAGAAGATGAGTTTGTTGACAGCCTATTATGTATACACGCCTGCGACATGGGGGTGATA
	GlicE^20      CAAATCGTATGTATGTATATGTACGATGTATAACAGCAAATTATCGAAAATTACAAGAATCTAGAAGATGAGTTTGTTGACAGCCTATTATGCATACACGCCTGCGACATGGGGGTGATA
	GlicE^21      CAAATCGTATGTATGTATATGTACGATGTATAACAGCAAATTATCGAAAATTACAAGAATCTAGAAGATGAGTTTGTTGACAGCCTATTATGTATACACGCCTGCGACATGGGGGTGATA
	GlicE^22       CAAATCGTATGTATGTATATGTACGATGTATAACAGCAAATTATCGAAAATTACAAGAATCTAGAAGATGAGTTTGTTGACAGCCTATTATGTATACACGCCTGCGACATGGGGGTGATA
	GlicE^23       CAAATCGTATGTATGTATATGTACGATGTATAACAGCAAATTATCGAAAATTACAAGAATCTAGAAGATGAGTTTGTTGACAGCCTATTATGTATACACGCCTGCGACATGGGGGTGATA
	GlicE^24      CAAATCGTATGTATGTATATGTACGATGTATAACAGCAAATTATCGAAAATTACAAGAATCTAGAAGATGAGTTTGTTGACAGCCTATTATGTATACACGCCTGCGACATGGGGGTGATA
	GmorB^27    CAAATCGTATGTATGTATATGTACGATGTATAACAGCAAATTATCGAAAATTACAAGAATCTAGAAGATGAGTTTGTTGACAGCCTATTATGTATACACGCCTGCGACATGGGGGTGATA
	GpasB^28    CAAATCGTATGTATGTATATGTACGATGTATAACAGCAAATTATCGAAAATTACAAGAATCTAGAAGATGAGTTTGTTGACAGCCTATTATGTATACACGCCTGCGACATGGGGGTGATA


19 120
	GecuC^1     GTAGAAGAATCGCATCTTGTAGACATAATTATGTGTTGGATGACATTGATAAGCAGTCARTAAAGCTAATATTGTACGTACAAACACATTTTATGTATCTTTCAATGGTACTATTCATAG
	GecuP^4     GTAGAAGAATCGCATCTTGTAGACATAATTATGTGTTGGATGACATTGATAAGCAGTCAATAAAGCTAATATTGTACGTACAAACACATTTTATGTATCTTTCAATGGTACTATTCATAG
	GecuP^5      GTAGAAGAATCGCATCTTGTAGACATAATTATGTGTTGGATGACATTGATAAGCAGTCAATAAAGCTAATATTGTACGTACAAACACATTTTATGTATCTTTCAATGGTACTATTCATAG
	GecuP^6      GTAGAAGAATCGCATCTTGTAGACATAATTATGTGTTGGATGACATTGATAAGCAGTCAATAAAGCTAATATTGTACGTACAAACACATTTTATGTATCTTTCAATGGTACTATTCATAG
	GecuE^8      GTAGAAGAATCGCATCTTGTAGACATAATTATGTGTTGGATGACATTGATAAGCAGTCAATAAAGCTAATATTGTACGTACAAACACATTTTATGTATCTTTCAATGGTACTATTCATAG
	GecuE^9       GTAGAAGAATCGCATCTTGTAGACATAATTATGTGTTGGATGACATTGATAAGCAGTCAATAAAGCTAATATTGTACGTACAAACACATTTTATGTATCTTTCAATGGTACTATTCATAG
	GecuE^10       GTAGAAGAATCGCATCTTGTAGACATAATTATGTGTTGGATGACATTGATAAGCAGTCAATAAAGCTAATATTGTACGTACAAACACATTTTATGTATCTTTCAATGGTACTATTCATAG
	GecuE^11      GTAGAAGAATCGCATCTTGTAGACATAATTATGTGTTGGATGACATTGATAAGCAGTCAATAAAGCTAATATTGTACGTACAAACACATTTTATGTATCTTTCAATGGTACTATTMATAG
	GlicC^15     GTAGAAGAATCGCATCTTGTAGACATAATTATGTGTTGGATGACATTGATAAGCAGTCAATAAAGCTAATATTGTACGTACAAACACATTTTATGTATCTTTCAATGGTACTATTCATAG
	GlicP^17      GTAGAAGAATCGCATCTTGTAGACATAATTATGTGTTGGATGACATTGATAAGCAGTCAATAAAGCTAATATTGTACGTACAAACACATTTTATGTATCTTTCAATGGTACTATTCATAG
	GlicE^20      GTAGAAGAATCGCATCTTGTAGACATAATTATGTGTTGGATGACATTGATAAGCAGTCAATAAAGCTAATATTGTACGTACAAACACATTTTATGTATCTTTCAATGGTACTATTCATAG
	GlicE^21      GTAGAAGAATCGCATCTTGTAGACATAATTATGTGTTGGATGACATTGATAAGCAGTCAATAAAGCTAATATTGTACGTACAAACACATTTTATGTATCTTTCAATGGTACTATTCATAG
	GlicE^22       GTAGAAGAATCGCATCTTGTAGACATAATTATGTGTTGGATGACATTGATAAGCAGTCAATAAAGCTAATATTGTACGTACAAACACATTTTATGTATCTTTCAATGGTACTATTCATAG
	GlicE^23       GTAGAAGAATCGCATCTTGTAGACATAATTATGTGTTGGATGACATTGATAAGCAGTCAATAAAGCTAATATTGTACGTACAAACACATTTTATGTATCTTTCAATGGTACTATTCATAG
	GlicE^24      GTAGAAGAATCGCATCTTGTAGACATAATTATGTGTTGGATGACATTGATAAGCAGTCAATAAAGCTAATATTGTACGTACAAACACATTTTATGTATCTTTCAATGGTACTATTCATAG
	GlicE^25      GTAGAAGAATCGCATCTTGTAGACATAATTATGTGTTGGATGACATTGATAAGCAGTCAATAAAGCTAATATTGTACGTACAAACACATTTTATGTATCTTTCAATGGTACTATTCATAG
	GmorB^27    GTAGAAGAATCGCATCTTGTAGACATAATTATGTGTTGGATGACATTGATAAGCAGTCAATAAAGCTAATATTGTACGTACAAACACATTTTATGTATCTTTCAATGGTACTATTCATAG
	GpasB^28    GTAGAAGAATCGCATCTTGTAGACATAATTATGTGTTGGATGACATTGATAAGCAGTCAATAAAGCTAATATTGTACGTACAAACACATTTTATGTATCTTTCAATGGTACTATTCATAG
	GpasB^29    GTAGAAGAATCGCATCTTGTAGACATAATTATGTGTTGGATGACATTGATAAGCAGTCAATAAAGCTAATATTGTACGTACAAACACATTTTATGTATCTTTCAATGGTACTATTCATAG


19 120
	GecuC^1     GCAGATCAACGATTCACGAATTTGATATCAATCATTGATCTTCGTGAAGAACCAAGACCCCAAAGGCTTGCGGTAGACGTATCCAGAGGACGACGCCGACACGAGCTGTACCTCWTCGAT
	GecuP^4     GCAGATCAACGATTCACGAATTTGATATCAATCATTGATCTTCGTGAAGAACCAAGACCCCAAAGGCTTGCGGTAGACGTATCCAGAGGACGACGCCGACACGAGCTGTACCTCTTCGAT
	GecuP^5      GCAGATCAACGATTCACGAATTTGATATCAATCATTGATCTTCGTGAAGAACCAAGACCYCAAAGGCTTGCGGTAGACGTATCCAGAGGACGACGCCGACACGAGCTGTACCTCTTCGAT
	GecuE^8      GCAGATCAACGATCCACGAATTTGATATCAATCATTGATCTTCGTGAAGAACCAAGACCCCAAAGGCTTGCGGTAGACGTATCCAGAGGACGACGCCGACACGAGCTGTACCTCTTCGAT
	GecuE^9       GCAGATCAACGATTCACGAATTTGATATCAATCATTGATCTTCGTGAAGAACCAAGACCCCAAAGGCTTGCGGTAGACGTATCCAGAGGACGACGCCGACACGAGCTGTACCTCWTCGAT
	GecuE^10       GCAGATCAACGATCCACGAATTTGATATCAATCATTGATCTTCGTGAAGAACCAAGACCCCAAAGGCTTGCGGTAGACGTATCCAGAGGACGACGCCGACACGAGCTGTACCTCTTCGAT
	GecuE^11      GCAGATCAACGATNCACGAATTTGATATCAATCNTTGATCTTCGTGAAGAACCAAGACCCCAAAGGCTTGCGGTAGACGTATCCAGAGGACGACGCCGACACGAGCTGTACCTCTTCGAT
	GlicC^15     GCAGATCAACGATTCACGAATTTGATATCAATCATTGATCTTCGTGAAGAACCAAGACCCCAAAGGCTTGCGGTAGACGTATCCAGAGGACGACGCCGACACGAGCTGTACCTCTTCGAT
	GlicP^17      GCAGATCAACGATTCACGAATTTGATATCAATCATTGATCTTCGTGAAGAACCAAGACCCCAAAGGCTNGCGGTAGACGTATCCAGAGGACGACGCCGACACGAGCTGTACCTCTTCGAT
	GlicP^18      GCAGATCAACGATTCACGAATTTGATATCAATCATTGATCTTCGTGAAGAACCAAGACCCCAAAGGCTTGCGGTAGACGTATCCAGAGGACGACGCCGACACGAGCTGTACCTCTTCGAT
	GlicP^19      GCAGATCAACGATYCACGAATTTGATATCAATCATTGATCTTCGTGAAGAACCAAGACCCCAAAGGCTTGCGGTAGACGTATCCAGAGGACGACGCCGACACGAGCTGTACCTCTTCGAT
	GlicE^20      GCAGATCAACGATTCACGAATTTGATATCAATCATTGATCTTCGTGAAGAACCAAGACCCCAAAGGCTTGCGGTAGACGTATCCAGAGGACGACGCCGACACGAGCTGTACCTCTTCGAT
	GlicE^21       GCAGATCAACGATCCACGAATTTGATATCAATCATTGATCTTCGTGAAGAACCAAGACCCCAAAGGCTTGCGGTAGACGTATCCAGAGGACGACGCCGACACGAGCTGTACCTCTTCGAT
	GlicE^22       GCAGATCAACGATYCACGAATTTGATATCAATCATTGATCTTCGTGAAGAACCAAGACCCCAAAGGCTTGCGGTAGACGTATCCAGAGGACGACGCCGACACGAGCTGTACCTCTTCGAT
	GlicE^23      GCAGATCAACGATTCACGAATTTGATATCAATCATTGATCTTCGTGAAGAACCAAGACCCCAAAGGCTTGCGGTAGACGTATCCAGAGGACGACGCCGACACGAGCTGTACCTCTTCGAT
	GlicE^24      GCAGATCAACGATCCACGAATTTGATATCAATCATTGATCTTCGTGAAGAACCAAGACCCCAAAGGCTTGCGGTAGACGTATCCAGAGGACGACGCCGACACGAGCTGTACCTCTTCGAT
	GmorB^27    GCAGATCAACGATYCACGAATTTGATATCAATCATTGATCTTCGTGAAGAACCAAGACCYCAAAGGCTTGCGGTAGACGTATCCAGAGGACGACGCCGACACGAGCTGTACCTCTTCGAT
	GpasB^28    GCAGATCAACGATCCACGAATTTGATATCAATCATTGATCTTCGTGAAGAACCAAGACCCCAAAGGCTTGCGGTAGACGTATCCAGAGGACGACGCCGACACGAGCTGTACCTCTTCGAT
	GpasB^29    GCAGATCAACGATCCACGAATTTGATATCAATCATTGATCTTCGTGAAGAACCAAGACCCCAAAGGCTTGCGGTAGACGTATCCAGAGGACGACGCCGACACGAGCTGTACCTCTTCGAT


15 120
	GecuC^1     TCGAAATACACATTTACGTTATTAGGAGTATATTTCTTTTCGATRTCCCAATNTGGTGGGTTAGCAAAAACTTCATTTACATGATCGACAAATCTAAAAAACCGCAGGAATATTTTAGAT
	GecuP^4     TCGAAATACACATTTACGTTATTAGGAGTATATTTCTTTTCGATGTCCCAATCTGGTGAGTTAGCAAAAACTTCATTTACATGATCGACAAATCTAAAAAACCGCAGGAATATTTTAGAT
	GecuP^5     TCGAAATACACATTTACGTTATTAGGAGTATATTTCTTTTCGATGTCCCAATCTGGTGGGTTAGCAAAAACTTCATTTACATGATCGACAAATCTARAAAACCGCAGGAATATTTTAGAT
	GecuP^6      TCRAAATACACATTTACGTTAYTAGGAGTATATTTCTTTTCGATGTCCCAATCTGGTGGGTTAGCAAAAACTTCATTTACATGATCGACAAATCTAAAAAACCGCAGGAATATTTTAGAT
	GecuP^7      TCGAAATACACATTTACGTTATTAGGAGTATATTTCTTTTCGATGTCCCAATCTGGTGGGTTAGCAAAAACTTCATTTACATGATCGACAAATCTAAAAAACCGCAGGAATATTTTAGAT
	GecuE^8       TCGAAATACACATTTACGTTAYTAGGAGTATATTTCTTTTCGATGTCCCAATCTGGTGGGTTAGCAAAAACTTCATTTACATGATCGACAAATCTAAAAAACCGCAGGAATATTTTAGAT
	GlicC^15     TCGAAATACACATTTACGTTATTAGGAGTATATTTCTTTTCGATGTCCCAATCTGGTGGGTTAGCAAAAACTTCATTTACATGATCGACAAATCTAAAAAACCGCAGGAATATTTTAGAT
	GlicP^17      TCGAAATACACATTTACGTTATTAGGAGTATATTTCTTTTCGATGTCCCAATCTGGTGGGTTAGCAAAAACTTCATTTACATGATCGACAAATCTAAAAAACCGCAGGAATATTTTAGAT
	GlicE^20      TCGAAATACACATTTACGTTATTAGGAGTATATTTCTTTTCGATGTCCCAATCTGGTGGGTTAGCAAAAACTTCANTTACATGATCGACAAATCTAAAAAACCGCAGGAATATTTTAGAT
	GlicE^21      TCGAAATACACATTTACGTTAYTAGGAGTATATTTCTTTTCGATGTCCCAATCTGGTGGGTTAGCAAAAACTTCATTTACATGATCGACAAATCTAAAAAACCGCAGGAATATTTTAGAT
	GlicE^22       TCGAAATACACATTTACGTTATTAGGAGTATATTTCTTTTCGATGTCCCAATCTGGTGGGTTAGCAAAAACTTCATTTACATGATCGACAAATCTAAAAAACCGCAGGAATATTTTAGAT
	GlicE^23       TCGAAATACACATTTACGTTATTAGGAGTATATTTCTTTTCGATGTCCCAATCTGGTGGGTTAGCAAAAACTTCATTTACATGATCGACAAAYCTAAAAAACCGCAGGAATATTTTAGAT
	GlicE^24      TCGAAATACACATTTACGTTATTAGGAGTATATTTCTTTTCGATGTCCCAATCTGGTGGGTTAGCAAAAACTTCATTTACATGATCGACAAATCTAAAAAACCGCAGGAATATTTTAGAT
	GmorB^27    TCGAAATACACATTTACGTTATTAGGAGTATATTTCTTTTCGATGTCCCAATCTGGTGGGTTAGCAAAAACTTCATTTACATGATCGACAAATCTAAAAAACCGCAGGAATATTTTAGAT
	GpasB^28    TCGAAATACACATTTACGTTAYTAGGAGTATATTTCTTTTCGATGTCCCAATCTGGTGGGTTAGCAAAAACTTCATTTACATGATCGACAAATCTAAAAAACCGCAGGAATATTTTAGAT


16 120
	GecuC^1     TGGAGACAAGACTGAGAGAGAAAGTGGAAGAACAATTGGAAGAAAGTCAGACATGGTTTAGAGATGAAACAAGCAGGTACRCRTGTGCTTCATAGATATGGAAAATGCATTMGATGGGAT
	GecuP^4     TGGAGACAAGACTGAGAGAGAAAGTGGAAGAACAATTGGAAGAAAGTCAGACATGGTTTAGAGATGAAACAAGCAGGTACACGTGTGCTTCATAGATATGGAAAATGCATTCGATGGGAT
	GecuP^5      TGGAGACAAGACTGAGAGAGAAAGTGGAAGAACAATTGGAAGAAAGTCAGACATGGTTTAGAGATGAAACAAGCAGGTACACGTGTGCTTCATAGATATGGAAAATGCATTCGATGGGAT
	GecuE^8      TGGAGACAAGACTGAGAGAGAAAGTGGAAGAACAATTGGAAGAAAGTCAGACATGGTTTAGAGATGAAACAAGCAGGTACACGTGTGCTTCATAGATATGGAAAATGCATTCGATGGGAT
	GecuE^9       TGGAGACAAGACTGAGAGAGAAAGTGGAAGAACAATTGGAAGAAAGTCAGACATGGTTTAGAGATGAAACAAGCAGGTACACGTGTGCTTCATAGATATGGAAAATGCATTCGATGGGAT
	GecuE^10       TGGAGACAAGACTGAGAGAGAAAGTGGAAGAACAATTGGAAGAAAGTCAGACATGGTTTAGAGATGAAACAAGCAGGTACACGTGTGCTTCATAGATATGGAAAATGCATTCGATGGGAT
	GecuE^11      TGGAGACAAGACTGAGAGAGAAAGTGGAAGAACAATTGGAAGAAAGTCAGACATGGTTTAGAGATGAAACAAGCAGGTACACGTGTGCTTCATAGATATGGAAAATGCATTCGATGGGAT
	GlicC^15     TGGAGACAAGACTGAGAGAGAAAGTGGAAGAASAATTGGAAGAAAGTCAGACATGGTTTAGAGATGAAACAAGSAGGTACACGTGTGCTTCATAGATATGGAAAATGCATTCGATGGGAT
	GlicP^17      TGGAGACAAGACTGAGAGAGAAAGTGGAAGAACAATTGGAAGAAAGTCAGACATGGTTTAGAGATGAAACAAGCAGGTACACGTGTGCTTCATAGATATGGAAAATGCATTCGATGGGAT
	GlicP^18      TGGAGACAAGACTGAGAGAGAAAGTGGAAGAACAATTGGAAGAAAGTCAGACATGGTTTAGAGATGAAACAAGCAGGTACACGTGTGCTTCATAGATATGGAAAATGCATTCGATGGGAT
	GlicE^20      TGGAGACAAGACTGAGAGAGAAAGTGGAAGAACAATTGGAAGAAAGTCAGACATGGTTTAGAGATGAAACAAGSAGGTACACGTGTGCTTCATAGATATGGAAAATGCATTCGATGGGAT
	GlicE^21       TGGAGACAAGACTGAGAGAGAAAGTGGAAGAACAATTGGAAGAAAGTCAGACATGGTTTAGAGATGAAACAAGCAGGTACACGTGTGCTTCATAGATATGGAAAATGCATTCGATGGGAT
	GlicE^22      TGGAGACAAGACTGAGAGAGAAAGTGGAAGAACAATTGGAAGAAAGTCAGACATGGTTTAGAGATGAAACAAGCAGGTACACGTGTGCTTCATAGATATGGAAAATGCATTCGATGGGAT
	GmorB^27    TGGAGACAAGACTGAGAGAGAAAGTGGAAGAACAATTGGAAGAAAGTCAGACATGGTTTAGAGATGAAACAAGCAGGTACGCATGTGCTTCATAGATATGGAAAATGCATTCGATGGGAT
	GpasB^28    TGGAGACAAGACTGAGAGAGAAAGTGGAAGAASAATTGGAAGAAAGTCAGACATGGTTTAGAGATGAAACAAGCAGGTACACGTGTGCTTCATAGATATGGAAAAYGCATTCGATGGGAT
	GpasB^29    TGGAGACAAGACTGAGAGAGAAAGTGGAAGAAGAATTGGAAGAAAGTCAGACATGGTCTAGAGATGAAACAAGCAGGTACACGTGTGCTTCATAGATATGGAAAATGCATTCGATGGGAT


19 120
	GecuC^1     TGCGATGCGCTTTTATGATTGATAACTAATTTATTTTTGATCAATGAGGGAAAATGCTTCTATCACATACAATAATGCAANAGTCATTAGCATACAAATACTTTTTTGGGGGCAAGGGAC
	GecuP^4     TGCGATGCGCTTTTATGATTGATAACTAATTTATTTTTGATCAATGAGGGAAAATGCTTCTATCACATACAATAATGCAACAGTCATTAGCATACAAATACTTTTTTGGGGGCAAGGGAC
	GecuP^5      TGCGATGCGCTTTTATGATTGATAACTAATTTATTTTTGATCAATGAGGGAAAATGCTTCTATCACATACAATAATGCAAYAGTCATTAGCATACAAATACTTTTTTGGGGGCAAGGGAC
	GecuE^8      TGCGATGCGCTTTTATGATTGATAACTAATTTATTTTTGATCAATGAGGGAAAATGCTTCTATCACATACAATAATGCAACAGTCATTAGCATACAAATACTTTTTTGGGGGCAAGGGAC
	GecuE^9       TGCGATGCGCTTTTATGATTGATAACTAATTTATTTTTGATCAATGAGGGAAAATGCTTCTATCACATACAATAATGCAACAGTCATTAGCATACAAATACTTTTTTGGGGGCAAGGGAC
	GecuE^10       TGCGATGCGCTTTTATGATTGATAACTAATTTATTTTTGATCAATGAGGGAAAATGCTTCTATCACATACAATAATGCAAYAGTCATTAGCATACAAATACTTTTTTGGGGGCAAGGGRC
	GecuE^11      TGCGATGCGCTTTTATGATTGATAACTAATTTATTTTTGATCAATGAGGGRAAATGCTTCTATCACATACAATAATGCAAYAGTCATTAGCATACAAATACTTTTTTGGGGGCAAGGGRC
	GlicC^15     TGCGATGCGCTTTTATGATTGATAACTAATTTATTTTTGATCAATGAGGGAAAATGCTTCTATCACATACAATAATGCAAYAGTCATTAGCATACAAATACTTTTTTGGGGGCAAGGGAC
	GlicC^16     TGCGATGCGCTTTTATGATTGATAACTAATTTATTTTTGATCAATGAGGGAAAATGCTTCTATYACATACAATAATGCAACAGTCATTAGCATACAAAYACTTTTTTGGGGGCAAGGGAC
	GlicP^17      TGCGATGCGCTTTTATGATTGATAACTAATTTATTTTTGATCAATCAGGGAAAATGCTTCTATCACATACAATAATGCAACAGTCATTAGCATACAAATACTTTTTTGGGGGCAATGGAC
	GlicE^20      TGCGATGCGCTTTTATGATTGATAACTAATTTATTTTTGATCAATGAGGGAAAATGCTTCTATCACATACAATAATGCAACAGTCATTAGCATACAAATACTTTTTTGGGGGCAAGGGAC
	GlicE^21      TGYGATGCGCTTTTATGATTGATAACTAATTTATTTTTGATCAATGAGGGAAAATGCTTCTATCACATACAATAATGCAACAGTCATTAGCATACAAATACTTTTTTGGGGGCAAGGGAC
	GlicE^22      TGCGATGCGCTTTTATGATTGATAACTAATTTATTTTTGATCAATGAGGGAAAATGCTTCTATCACATACAATAATGCAAYAGTCATTAGCATACAAATACTTTTTTGGGGGCAAGGGAC
	GlicE^23       TGCGATGCGCTTTTATGATTGATAACTAATTTATTTTTGATCAATGAGGGAAAATGCTTCTATCACATACAATAATGCAACAGTCATTAGCATACAAATACTTTTTTGGGGGCAAGGGAC
	GlicE^24       TGCGATGCGCTTTTATGATTGATAACTAATTTATTTTTGATCAATGAGGGAAAATGCTTCTATCACATACAATAATGCAAYAGTCATTAGCATACAAATACTTTTTTGGGGGCAAGGGAC
	GlicE^25      TGCGATGCGCTTTTATGATTGATAACTAATTTATTTTTGATCAATGAGGGAAAATGCTTCTATCACATACAATAATGCAACAGTCATTAGCATACAAATACTTTTTTGGGGGCAAGGGAC
	GmorB^27    TGCGATGCGCTTTTATGATTGATAACTAATTTATTTTTGATCAATSAGGGAAAATGCTTCTATCACATACAATAATGCAAYAGTCATTAGCATACAAATACTTTTTTGGGGGCAAKGGAC
	GpasB^28    TGCGATGCGCTTTTATGATTGATAACTAATTTATTTTTGATCAATGAGGGRAAATGCTTCTATCACATACAATAATGCAACAGTCATTAGCATACAAATACTTTTTTGGGGGCAAGGGAC
	GpasB^29    TGCGATGCGCTTTTATGATTGATAACTAATTTATTTTTGATCAATGAGGGGAAATGCTTCTATCACATACAATAATGCAACAGTCATTAGCATACAAATACTTTTTTGGGGGCAAGGGAC


18 120
	GecuC^1     GGAAAACAAAACGGATCGATCGATTGCCCGAAAACAAATAAAACAAAATAGCGAAAAGCGGTTATTAGTAAGACGGTTATCTTCGTTGTGCGCATGCCAACATTACCGATTCAAGATTGG
	GecuP^4     GGAAAACAAAACGGATCGATCGATTGCCCGAAAACAAATAAAACAAAATAGCGAAAAGCGGTTATTAGTAAGACGGTTATCTTCGTTGTGCGCATGCCAACATTACCGATTCAAGATTGG
	GecuP^5      GGAAAACAAAACGGATCGATCGATTGCCCGAAAACAAATAAAACAAAATAGCGAAAAGCGGTTATTAGTAAGACGGTTATCTTCGTTGTGNGCATGCCAACATTACCGATTCAAGATTGG
	GecuE^8      GGAAAACAAAACGGATCGATCGATTGCCCGAAAACAAATAAAACAAAATAGCGAAAAGCGGTTATTAGTAAGACGGTTATCTTCGTTGTGCGCATGCCAACATTACCGATTCAAGATTGG
	GecuE^9       GGAAAACAAAACGGATCGATCGATTGCCCGAAAACAAATAAAACAAAATAGCGAAAAGCGGTTATTAGTAAGACGGTTATCTTCGTTGTGCGCATGCCAACATTACCGATTCAAGATTGG
	GecuE^10       GGAAAACAAAACGGATCGATCGATTGCCCGAAAACAAATAAAACAAAATAGCGAAAAGCGGTTATTAGTAAGACGGTTATCTTCGTTGTGCGCATGCCAACATTACCGATTCAAGATTGG
	GecuE^11      GGAAAACAAAACGGATCGATCGATTGCCCGAAAACAAATAAAACAAAATAGCGAAAAGCGGTTATTAGTAAGACGGTTATCTTCGTTGTGCGCATGCCAACATTACCGATTCAAGATTGG
	GlicC^15     GGAAAACAAAACGGATCGATCGATTGCCCGAAAACAAATAAAACAAAATAGCGAAAAGCGGTTATTAGNNAGACGGTTATCTTCGTTGTGCGCATGCCAACATTACCGATTCAAGATTGG
	GlicP^17      GGAAAACAAAACGGATCGNTCGATTGCCCGAAAACAAATAAAACAAAATAGCGAAAAGCGGTTATTAGTAATACGGNTATCTTCGTTGTGCGCATGCCAACATTACCGATTCAAGATTGG
	GlicE^20      GGAAAACAAAACGGATCGATCGATTGCCCGAAAACAAATAAAACAAAATAGCGAAAAGCGGTTATTAGTAAGACGGTTATCTTCGTTGTGCGCATGCCAACATTACCGATTCAAGATTGG
	GlicE^21      GGAAAACAAAACGGATCGATCGATTGCCCGAAAACAAATAAAACAAAATAGCGAAAAGCGGTTATTAGTAAGACGGTTATCTTCGTTGTGCGCATGCCAACATTACCGATTCAAGATTGG
	GlicE^22       GGAAAACAAAACGGATCGATCGATTGCCCGAAAACAAATAAAACAAAATAGCGAAAAGCGGTTATTAGTAAGACGGTTATCTTCGTTGTGCGCATGCCAACATTACCGATTCAAGATTGG
	GlicE^23       GGAAAACAAAACGGATCGATCGATTGCCCGAAAACAAATAAAACAAAATAGCGAAAAGCGGTTATTAGTAAGACGGTTATCTTCGTTGTGCGCATGCCAACATTACCGATTCAAGATTGG
	GlicE^24      GGAAAACAAAACGGATCGATCGATTGCCCGAAAACAAATAAAACAAAATAGCGAAAAGCGGTTATTAGTAAGACGGTTATCTTCGTTGTGCGCATGCCAACATTACCGATTCAAGATTGG
	GlicE^25      GGAAAACAAAACGGATCGATCGATTGCCCGAAAACAAATAAAACAAAATAGCGAAAAGCGGTTATTAGTAAGACGGTTATCTTCGTTGTGCGCATGCCAACATTACCGATTCAAGATTGG
	GmorB^27    GGAAAACAAAACGGATCGATCGATTGCCCGAAAACAAATAAAACAAAATAGCGAAAAGCGGTTATTAGTAAGACGGTTATCTTCGTTGTGCGCATGCCAACATTACCGATTCAAGATTGG
	GpasB^28    GGAAAACAAAACGGATCGATCGATTGCCCGAAAACAAATAAAACAAAATAGCGAAAAGCGGTTATTAGTAAGACGGTTATCTTCGTTGTGCGCATGCCAACATTACCGATTCAAGATTGG
	GpasB^29    GGAAAACAAAACGGATCGATCGATTGCCCGAAAACAAATAAAACAAAATAGCGAAAAGCGGTTATTAGTAAGACGGTTATCTTCGTTGTGCGCATGCCAACATTACCGATTCAAGATTGG


20 120
	GecuC^1     GGCGAATACTTGTTTCAGAAATTCTTTCACTTTCAAACGGCGATCTGCTAATACCATTTCTTCGATAATTGAAATGTTTTGAGGCGTTATCAGTTCAATTGGCCGGCGCTCATCATCATC
	GecuP^4     GGCGAATACTTGTTTCAGAAATTCTTTCACTTTCAAATGGCGATCTGCTAATACCATTTCTTTGATAATTGAAATGTTTTGAGGCGTTATCAGTTCAATTGGCCGGCGCTCATCATCATC
	GecuP^5      NGCGAATACTTGTTTCAGAAATTCTTTCACTTTCAAA-GGCGATCTGCTAATACCATTTCTTNGATAATTGAAATGTTTTGAGGCGTTATCAGTTCAATTGNCCGGCGCTCATCATCATC
	GecuE^8      GGCGAATACTTGTTTCAGAAATTCTTTCACTTTCAAACGGCGATCTGCTAATACCATTTCTTCGATAATTGAAATGTTTTGAGGCGTTATCAGTTCAATTGGCCGGCGCTCATCATCATC
	GecuE^9       GGCGAATACTTGTTTCAGAAATTCTTTCACTTTCAAACGGCGATCTGCTAATACCATTTCTTCGATAATTGAAATGTTTTGAGGCGTTATCAGTTCAATTGGCCGGCGCTCATCATCATC
	GecuE^10       RGCGAATACTTGTTTCAGAAATTCTTTCACTTTCAAAYGGCGATCTGCTAATACCATTTCTTYGATAATTGAAATGTTTTGAGGCGTTATCAGTTCAATTGRCCGGCGCTCATCATCATC
	GecuE^11       GGCGAATACTTGTTTCAGAAATTCTTTCACTTTCAAATGGCGATCTGCTAATACCATTTCTTTGATAATTGAAATGTTTTGAGGCGTTATCAGTTCAATTGGCCGGCGCTCATCATCATC
	GecuE^12      GGCGAATACTTGTTTCAGAAATTCTTTCACTTTCAAACGGCGATCTGCTAATACCATTTCTTCGATAATTGAAATGTTTTGAGGCGTTATCAGTTCAATTGGCCGGCGCTCATCATCATC
	GlicC^15     GGCGAATACTTGTTTCAGAAATTCTTTCACTTTCAAACGGCGATCTGCTAATACCATTTGTTCGATAATTGAAATGTTTTGAGGCGTTATCAGTTCAATTGGCCGGCGCTCATCATCATC
	GlicP^17      GGCGAATACTTGTTTCAGAAATTCTTTCACTTTCAAACGGCGATCTGCTAATACCATTTSTTCGATAATTGAAATGTTTTGAGGCGTTATCAGTTCAATTGGCCGGCGCTCATCATCATC
	GlicE^20      GGCGAATACTTGTTTCAGAAATTCTTTCACTTTCAAA-GGCGATCTGCTAATACCATTTCTTNGATAATTGAAATGTTTTGAGGCGTTATCAGTTCAATTGGCCGGCGCTCATCATCATC
	GlicE^21      GGCGAATACTTGTTTCAGAAATTCTTTCACTTTCAAACGGCGATCTGCTAATACCATTTCTTCGATAATTGAAATGTTTTGAGGCGTTATCAGTTCAATTGGCCGGCGCTCATCATCATC
	GlicE^22      GGCGAATACTTGTTTCAGAAATTCTTTCACTTTCAAACGGCGATCTGCTAATACCATTTCTTCGATAATTGAAATGTTTTGAGGCGTTATCAGTTCAATTGGCCGGCGCTCATCATCATC
	GlicE^23       GGCGAATACTTGTTTCAGAAATTCTTTCACTTTCAAAYGGCGATCTGCTAATACCATTTCTTYGATAATTGAAATGTTTTGAGGCGTTATCAGTTCAATTGGCCGGCGCTCATCATCATC
	GlicE^24       GGCGAATACTTGTTTCAGAAATTCTTTCACTTTCAAACGGCGATCTGCTAATACCATTTCTTCGATAATTGAAATGTTTTGAGGCGTTATCAGTTCAATTGGCCGGCGCTCATCATCATC
	GlicE^25      GGCGAATACTTGTTTCAGAAATTCTTTCACTTTCAAAYGGCGATCTGCTAATACCATTTSTTYGATAATTGAAATGTTTTGAGGCGTTATCAGTTCAATTGGCCGGCGCTCATCATCATC
	GlicE^26      GGCGAATACTTGTTTCAGAAATTCTTTCACTTTCAAAYGGCGATCTGCTAATACCATTTCTTYGATAATTGAAATGTTTTGAGGCGTTATCAGTTCAATTGGCCGGCGCTCATCATCATC
	GmorB^27    GGCGAATACTTGTTTCAGAAATTCTTTCACTTTCAAATGGCGATCTGCTAATACCATTTCTTTGATAATTGAAATGTTTTGAGGCGTTATCAGTTCAATTGGCCGGCGCTCATCATCATC
	GpasB^28    GGCGAATACTTGTTTCAGAAATTCTTTCACTTTCAAATGGCGATCTGCTAATACCATTTCTTTGATAATTGAAATGTTTTGAGGCGTTATCAGTTCAATTGGCCGGCGCTCATCATCATC
	GpasB^29    GGCGAATACTTGTTTCAGAAATTCTTTCACTTTCAAAYGGCGATCTGCTAATACCATTTCTTYGATAATTGAAATGTTTTGAGGCGTTATCAGTTCAATTGGCCGGCGCTCATCATCATC


19 120
	GecuC^1     GCAGTACATCCTGGTTGTCAGAGAACAGTTTTATGGACTTGTGTTTGACACACCTAATCAGGAATATTCNGGTRCCCATATCGATAGCAAATATTTGTACTTGAAAAACAGAAGCATATC
	GecuP^4     GCAGTACATCCTGGTTGTCAGAGAACAGTTTTATGGACTTGTGTTTGACACACCTAATCAGGAATATTCCGGTACCCATATCGATAGCAAATATTTGTACTTGAAAAACAGAAGCATATC
	GecuP^5     GCAGTACATCCTGGTTGTCAGAGAACAGTTTTATGGACTTGTGNTTGACACACCTAATCAGGAATATTCCGGTRCCCATATCGATAGCAAATATTTGTACTTGAAAAACAGAAGCATATC
	GecuP^6      GCAGTACATCCTGGTTGTCAGAGAACAGTTTTATGGACTTGTGTTTGACACACCTAATCAGGAATATTCCGGTRCCCATATCGATAGCAAATATTTGTACTTGAAAAACAGAAGCATATC
	GecuP^7      GCAGTACATCCTGGTTGTCAGAGAACAGTTTTATGGACTTGTGTTTGACACACCTAATCAGGAATATTCCGGTRCCCATATCGATAGCAAATATTTGTACTTGAAAAACAGAAGCATATC
	GecuE^8      GCAGTACATCCTGGTTGTCAGAGAACAGTTTTATGGACTTGTGTTTGACACACCTAATCAGGAATATTCCGGTACCCATATCGATAGCAAATATTTGTACTTGAAAAACAGAAGCATATC
	GecuE^9       GCAGTACATCCTGGTTGTCAGAGAACAGTTTTATGGACTTGTGTTTGACACACCTAATCAGGAATATTCCGGTACCCATATCGATAGCAAATATTTGTACTTGAAAAACAGAAGCATATC
	GecuE^10       GCAGTACATCCTGGTTGTCAGAGAACAGTTTTATGGACTTGTGTTTGACACACCTAATCAGGAATATTCCGGTRCCCATATCGATAGCAAATATTTGTACTTGAAAAACAGAAGCATATC
	GecuE^11      GCAGTACATCCTGGTTGTCAGAGAACAGTTTTATGGACTTGTGTTTGACACACCTAATCAGGAATATTCCGGTGCCCATATCGATAGCAAATATTTGTACTTGAAAAACAGAAGCATATC
	GlicC^15     GCAGTACATCCTGGTTGTCAGAGAACAGTTTT-TGGACTTGTGTTTGACACACCTAATCAGGAATATTCCGGTACCCATATCGATAGCAAATATTTGTACTTGAAAAACAGAAGCATATC
	GlicP^17      GCAGTACATCCTGGTTGTCAGAGAACAGTTTTATGGACTTGTGTTTGACACACCTAATCAGGAATATTCCGGTACCCATATCGATAGCAAATATTTGTACTTGAAAAACAGAAGCATATC
	GlicE^20      GCAGTACATCCTGGTTGTCAGAGAACAGTTTTATGGACTTGTGTTTGACACACCTAATCAGGAATATTCCGGTACCCATATCGATAGCAAATATTTGTACTTGAAAAACAGAAGCATATC
	GlicE^21      GCAGTACATCCTGGTTGTCAGAGAACAGTTTTATGGACTTGTGTTTGACACACCTAATCAGGAATATTCCGGTACCCATATCGATAGCAAATATTTGTACTTGAAAAACAGAAGCATATC
	GlicE^22       GCAGTACATCCTGGTTGTCAGAGAACAGTTTTATGGACTTGTGTTTGACACACCTAATCAGGAATATTCCGGTRCCCATATCGATAGCAAATATTTGTACTTGAAAAACAGAAGCATATC
	GlicE^23       GCAGTACATCCTGGTTGTCAGAGAACAGTTTTATGGACTTGTGTTTGACACACCTAATCAGGAATATTCCGGTACCCATATCGATAGCAAATATTTGTACTTGAAAAACAGAAGCATATC
	GlicE^24      GCAGTACATCCTGGTTGTCAGAGAACAGTTTTATGGACTTGTGTTTGACACACCTAATCAGGAATATTCCGGTACCCATATCGATAGCAAATATTTGTACTTGAAAAACAGAAGCATATC
	GlicE^25      GCAGTACATCCTGGTTGTCAGAGAACAGTTTTATGGACTTGTGTTTGACACACCTAATCAGGAATATTCCGGTRCCCATATCGATAGCAAATATTTGTACTTGAAAAACAGAAGCATATC
	GmorB^27    GCAGTACATCCTGGTTGTCAGAGAACAGTTTTATGGACTTGTGTTTGACACACCTAATCAGGAATATTCCGGTACCCATATCGATAGCAAATATTTGTACTTGAAAAACAGAAGCATATC
	GpasB^28    GCAGTACATCCTGGTTGTCAGAGAACAGTTTTATGGACTTGTGTTTGACACACCTAATCAGGAATATTCCGGTACCCATATCGATAGCAAATATTTGTACTTGAAAAACAGAAGCATATC


19 120
	GecuC^1     AAAATTTTTACTGTCGCATTTCGCAAGAGTTATTACAGTGATGGCCAATCGAACCAATACAACCAAAGGAAGACAACCCACCTGTAACTGATTTC---AGGAAACTTTGCTTTGGGAATA
	GecuP^4     AAAATTTTTACTGTCGCATTTCGCAAGAGTTATTACAGTGATGGCCAATCGAACCAATACAACCAAAGGAAGACAACCCACCTGTAACTGATTTC---AGGAAACTTTGCTTTGGGAATA
	GecuP^5      AAAATTTTTACTGTCGCATTTCGCAAGGGTTATTACAGTGATGGCCAATCGAACCAATACAGCCAAAGGAAGACAACCCACCTGTAACTGATTTC---AGGAAACTTTGCTTTGGGAATA
	GecuE^8      AAAATTTTTACTGTCGCATTTCGCAAGAGTTATTACAGTGATGGCCAATCGAACCAATACAACCAAAGGAAGACAACCCACCTGTAACTGATTTC---AGGAAACTTTGCTTTGGGAATA
	GecuE^9       AAAATTTTTACTGTCGCATTTCGCAAGAGTTATTACAGTGATGGCCAATCGAACCAATACAACCAAAGGAAGACAACCCACCTGTAACTGATTTC---ARGAAACTTTGCTTTGRGAATA
	GecuE^10       AAAATTTTTACTGTCGCATTTCGCAAGAGTTATTACAGTGATGGCCAATCGAACCAATACAACCAAAGGAAGACAACCCACCTGTAACTGATTTC---AGGAAACTTTGCTTTGGGAATA
	GecuE^11      AAAATTTTTACTGTCGCATTTCGCAAGAGTTATTACAGTGATGGCCAATCGAACCAATACAACCAAAGGAAGACAACCCACCTGTAACTGATTTC---AGGAAACTTTGCTTTGGGAATA
	GlicC^15     AAAATGTTTACTGTCGCATTTCGCAAGAGTTATTACAGTGATGGCCAATCGAACCAATACAACCAAAGGAAGACAACCCACCTGTAACTGATTTC---AGGAAACTTTGCTTTGGGAATA
	GlicC^16     AAAATTTTTACTGTCGCATTTCGCAAGAGTTATTACAGTGATGGCCAATCGAACCAATACAACCAAAGGAAGACAACCCACCTGTAACTGATTTC---AGGAAACTTTGCTTTGGGAATA
	GlicP^17      AAAATTTTTACTGTCGCATTTCGCAAGAGTTATTACAGTGATGGCCAATCGAACCAATACAACCAAAGGAAGACAACCCACCTGTAACTGATTTC---AGGAAACTTTGCTTTGGGAATA
	GlicE^20      AAAATTTTTACTGTCGCATTTCGCAAGAGTTATTACAGTGATGGCCAATCGAACCAATACAACCAAAGGAAGACAACCCACCTGTAACTGATTTC---AGGAAACTTTGCTTTGGGAATA
	GlicE^21      AAAATTTTTACTGTCGCATTTCGCAAGAGTTATTACAGTGATGGCCAATCGAACCAATACAACCAAAGGAAGACAACCCACCTGTAACTGATTTC---AGGAAACTTTGCTTTGGGAATA
	GlicE^22      AAAATTTTTACTGTCGCATTTCGCAAGAGTTATTACAGTGATGGCCAATCGAACCAATACAACCAAAGGAAGACAACCCACCTGTAACTGATTTCNNNAGGAAACTTTGCTTTGGGAATA
	GlicE^23       AAAATTTTTACTGTCGCATTTCGCAAGAGTTATTACAGTGATGGCCAATCGAACCAATACAACCAAAGGAAGACAACCCACCTGTAACTGATTTC---AGGAAACTTTGCTTTGGGAATA
	GlicE^24       AAAATTTTTACTGTCGCATTTCGCAAGAGTTATTACAGTGATGGCCAATCGAACCAATACAACCAAAGGAAGACAACCCACCTGTAACTGATTTC---AGGAAACTTTGCTTTGGGAATA
	GlicE^25      AAAATTTTTACTGTCGCATTTCGCAAGAGTTATTACAGTGATGGCCAATCGAACCAATACAACCAAAGGAAGACAACCCACCTGTAACTGATTTC---AGGAAACTTTGCTTTGGGAATA
	GmorB^27    AAAATTTTTACTGTCGCATTTCGCAAGAGTTATTACAGTGATGGCCAATCGAACCAATACAACCAAAGGAAGACAACCCACCTGTAACTGATTTC---ARGAAACTTTGCTTTGGGAATA
	GpasB^28    AAAATTTTTACTGTCGCATTTCGCAAGAGTTATTACAGTGATGGCCAATCAAACCAATACAACCAAAGGAAGACAACCCACCTGTAACTGATTTC---AGGAAACTTTGCTTTAGGAATA
	GpasB^29    AAAATTTTTACTGTCGCATTTCGCAAGAGTTATTACAGTGATGGCCAATCGAACCAATACAACCAAAGGAAGACAACCCACCTGTAACTGATTTC---AGGAAACTTTGCTTTGGGAATA


19 120
	GecuC^1     TTACTTGCAATATTCTTTCACCATGCTGCCTCATCTTTTCGAAAATACTCCTTCCYAATCCTTTGTCATCGATCGGAATATCCACTCTCGGACCGCACAGCACATTATCAACTCGTTGAA
	GecuP^4     TTACTTGCAATATTCTTTCACCATRCTGCCTCATCTTTTCGAAAATACTCCTTCCCAATCCTTTGTCATCRATCGGAATATCCACTCTYGGACCGCACAGCACRTTATCAACTCGTTGAA
	GecuP^5     TTACTTGCAATATTCTTTCACCATGCTGCCTCATCTTTTCGAAAATACTCCTTCCCAATCCTTTGTCATCGATCGGAATATCCACTCTCGGACCGCACAGCACATTATCAACTCGTTGAA
	GecuP^6      TTACTTGCAATATTCTTTCACCATGCTGCCTCATCTTTTCGAAAATACTCCTTCCCAATCCTTTGTCATCGATCGGAATATCCACTCTCGGACCGCACAGCACATTATCAACTCGTTGAA
	GecuE^8      TTACTTGCAATATTCTTTCACCATRCTGCCTCATCTTTTCGAAAATACTCCTTCCCAATCCTTTGTCATCGATCGGAATATCCACTCTYGGACCGCACAGCACRTTATCAACTCGTTGAA
	GecuE^9       TTACTTGCAATATTCTTTCACCATACTGCCTCATCTTTTCGAAAATACTCCTTCCCAATCCTTTGTCATCGATCGGAATATCCACTCTTGGACCGCACAGCACGTTATCAACTCGTTGAA
	GecuE^10       TTACTTGCAATATTCTTTCACCATACTGCCTCATCTTTTCGAAAATACTCCTTCCCAATCCTTTGTCATCGATCGGAATATCCACTCTTGGACCGCACAGCACGTTATCAACTCGTTGAA
	GecuE^11      TTACTTGCAATATTCTTTCACCATRCTGCCTCATCTTTTCGAAAATACTCCTTCCCAATCCTTTGTCATCGATCGGAATATCCACTCTYGGACCGCACAGCACRTTATCAACTCGTTGAA
	GlicC^15     TTACTTGCAATATTCTTTCACCATRCTGCCTCATCTTTTCGAAAATAYTCCTTCCCAATCCTTTGTCATCGATCGGAATATCCACTCTYGGACCGCACAGCACRTTATCAACTCGTTGAA
	GlicP^17      TTACTTGCAATATTCTTTCACCATGCTGCCTCATCTTTTCGAAAATACTCCTTCCCAATCCTTTGTCATCGATCGGAATATCCACTCTCGGACCGCACAGCACATTATCAACTCGNTGAA
	GlicP^18      TTACTTGCAATATTCTTTCACCATRCTGCCTCATCTTTTCGAAAATACTCCTTCCCAATCCTTTGTCATCGATCGGAATATCCACTCTYGGACCGCACAGCACRTTATCAACTCGTTGAA
	GlicE^20      TTACTTGCAATATTCTTTCACCATGCTGCCTCATCTTTTCGAAAATACTCCTTCCCAATCCTTTGTCATCGATCGGAATATCCACTCTCGGACCGCACAGCACATTATCAACTCGTTGAA
	GlicE^21      TTACTTGCAATATTCTTTCACCATRCTGCCTCATCTTTTCGAAAATAYTCCTTCCCAATCCTTTGTCATCGATCGGAATATCCACTCTYGGACCGCACAGCACRTTATCAACTCGTTGAA
	GlicE^22       TTACTTGCAATATTCTTTCACCATGCTGCCTCATCTTTTCGAAAATACTCCTTCCCAATCCTTTGTCATCGATCGGAATATCCACTCTCGGACCGCACAGCACATTATCAACTCGTTGAA
	GlicE^23       TTACTTGCAATATTCTTTCACCATRCTGCCTCATCTTTTCGAAAATACTCCTTCCCAATCCTTTGTCATCGATCGGAATATCCACTCTYGGACCGCACAGCACRTTATCAACTCGTTGAA
	GlicE^24      TTACTTGCAATATTCTTTCACCATGCTGCCTCATCTTTTCGAAAATACTCCTTCCCAATCCTTTGTCATCGATCGGAATATCCACTCTCGGACCGCACAGCACATTATCAACTCGTTGAA
	GmorB^27    TTACTTGCAATATTCTTTCACCATRCTGCCTCATCTTTTCGAAAATACTCCTTCCCAATCCTTTGTCATCGATCGGAATATCCACTCTYGGACCGCACAGCACRTTATCAACTCGTTGAA
	GpasB^28    TTACTTGCAATATTCTTTCACCATACTGCCTCATCTTTTCGAAAATACTCCTTCCCAATCCTTTGTCATCGATCGGAATATCCACTCTTGGACCGCACAGCACGTTATCAACTCGTTGAA
	GpasB^29    TTACTTGCAATATTCTTTCACCATACTGCCTCATCTTTTCGAAAATACTCCTTCCCAATCCTTTGTCATCGATCGGAATATCCACTCTTGGACCGCACAGCACGTTATCAACTCGTTGAA


16 120
	GecuC^1     TGAAACGACATGTCAAGTCTTCCTCATTTTTTCCAAGTCTCAAACGAAGTTTTATTATCTACGTATCTACAAG--NNACGTACATACGCAGCTATTTACCTTTGACTATCCCACGCATAA
	GecuP^4     TGAAACGACATGTCAAGTCTTCCTCATTTTTTCCAAGTCTCAAACGAAGTTTTAYTATCTACGTATCTACAAG----ACGTACATACGCAGCTATTTACCTTTGACTATCCCACGCATAA
	GecuP^5     TGAAACGACATGTCAAGTCTTCCTCATTTTTTCCAAGTCTCAAACGAAGTTTTATTATCTACGTATCTACARG----ACGTACATACGCAGCTATTTACCTTTGACTATCCCACGCATAA
	GecuP^6      TGAAACGACATGTCAAGTCTTCCTCATTTTTTCCAAGTCTCAAACGAAGTTTTAYTATCTACGTATCTACAAG--NNACGTACATACGCAGCTATTTACCTTTGACTATCCCACGCATAA
	GecuE^8      TGAAACGACATGTCAAGTCTTCCTCATTTTTTCCAAGTCTCAAACGAAGTTTTATTATCTACGTATCTACAAGACGTACGTACATACGCAGCTATTTACCTTTGACTATCCCACGCATAA
	GecuE^9       TGAAACGACATGTCAAGTCTTCCTCATTTTTTCCAAGTCTCAAACGAAGTTTTATTATCTACGTATCTACAAG----ACGTACATACGCAGCTATTTACCTTTGACTATCCCACGCATAA
	GecuE^10       TGAAACGACATGTCAAGTCTTCCTCATTTYTTCCAAGTCTCAAACGAAGTTTTATTATCTACGTATCTACAAG----ACGTACATACGCAGCTATTTACCTTTGACTATCCCACGCATAA
	GlicC^15     TGAAACGACATGTCAAGTCTTCCTCATTTTTTCCAAGTCTCAAACGAAGTTTTATTATCTACGTATCTACAAG----ACGTACATACGCAGCTATTTACCTTTGACTATCCCACGCATAA
	GlicP^17      TGAAACGACATGTCAAGTCTTCCTCATTTTTTCCAAGTCTCAAACGAAGTTTTATTATCTACGTATCTACAAG----ACGTACATACGCAGCTATTTACCTTTGACTATCCCACGCATAA
	GlicE^20      TGAAACGACATGTCAAGTCTTCCTCATTTTTTCCAAGTCTCAAACGAAGTTTTATTATCTACGTATCTACAAGACGTACGTACATACGCAGCTATTTACCTTTGACTATCCCACGCATAA
	GlicE^21      TGAAACGACATGTCAAGTCTTCCTCATTTTTTCCAAGTCTCAAACGAAGTTTTATTATCTACGTATCTACAAG----ACGTACATACGCAGCTATTTACCTTTGACTATCCCACGCATAA
	GlicE^22       TGAAACGACATGTCAAGTCTTCCTCATTTTTTCCAAGTCTCAAACGAAGTTTTATTATCTACGTATCTACAAGACGTACGTACATACGCAGCTATTTACCTTTGACTATCCCACGCATAA
	GlicE^23       TGAAACGACATGTCAAGTCTTCCTCATTTTTTCCAAGTCTCAAACGAAGTTTTATTATCTACGTATCTACAAG----ACGTACATACGCAGCTATTTACCTTTGACTATCCCACGCATAA
	GlicE^24      TGAAACGACATGTCAAGTCTTCCTCATTTTTTCCAAGTCTCAAACGAAGTTTTATTATCTACGTATCTACAAG----ACGTACATACGCAGCTATTTACCTTTGACTATCCCACGCATAA
	GmorB^27    TGAAACGACATGTCAAGTCTTCCTCATTTTTTCCAAGTCTCAAACGAAGTTTTAYTATCTACGTATCTACAAG----ACGTACATACGCAGCTATTTACCTTTGACTATCCCACGCATAA
	GpasB^28    TGAAACGACATGTCAAGTCTTCCTCATTTYTTCCAAGTCTCAAACGAAGTTTTATTATCTACGTATCTACARG----ACGTACATACGCAGCTATTTACCTTTGACTATCCCACGCATAA


20 120
	GecuC^1     GGCTAGTCTAGCGAATTTGGCTCTACGGTACAGAAAGTTATCCATCAAGAAGACCAACGCCAACTGTTCTATATATTTCAATAACAGATGCCTGAAGTTGGAYTTGATTCCTAAATATAT
	GecuP^4     GGCTAGTCTAGCGAATTTGGCTCTACGGTACAGAAAGTTATCCATCAAGAAGACCAACGCCAACTGTTCTATATATTTCAATAACAGATGCCTGAAGTTGGACTTGATTCCTAAATATAT
	GecuP^5     GGCTAGTCCAGCGAATTTGGCTCTACGGTACAGAAAGTTATCCATCAAGAAGACCAACGCCGACTGTTCTATATATTTCAATAACAGATGCCTGAAGTTGGACTTGATTCCTAAATATAT
	GecuP^6      GGCTAGTCYAGCGAATTTGGCTCTACGGTACAGAAAGTTATCCATCAAGAAGACCAACGCCRACTGTTCTATATATTTCAATAACAGATGCCTGAAGTTGGACTTGATTCCTAAATATAT
	GecuE^8      GGCTAGTCTAGCGAATTTGGCTCTACGGTACAGAAAGTTATCCATCAAGAAGACCAACGCCAACTGTTCTATATATTTCAATAACAGATGCCTGAAGTTGGACTTGATTCCTAAATATAT
	GecuE^9       GGCTAGTCTAGCGAATTTGGCTCTACGGTACAGAAAGTTATCCATCAAGAAGACCAACGCCAACTGTTCTATATATTTCAATAACAGATGCCTGAAGTTGGACTTGATTCCTAAATATAT
	GecuE^10       GGCTAGTCTAGCGAATTTGGCTCTACGGTACAGAAAGTTATCCATCAAGAAGACCAACGCCAACTGTTCTATATATTTCAATAACAGATGCCTGAAGTTGGACTTGATTCCTAAATATAT
	GecuE^11      GGCTAGTCTAGCGAATTTGGCTCTACGGTACAGAAAGTTATCCATCAAGAAGACCAACGCCAACTGTTCTATATATTTCAATAACAGATGCCTGAAGTTGGNCTTGATTCCTAAATATAT
	GlicC^15     GGCTAGTCTAGCGAATTTGGCTCTACGGWACAGAAAGTTATCCATCAAGAAGACCAACRCCAACTGYTCTATATATTTCAATAACAGATGCCTGAAGTTGGACTTGATTCCTAAATATAT
	GlicP^17      GGCTAGTCTAGCGAATTTGGCTCTACGGTACAGAAAGTTATCCATCAAGAAGACCAACGCCAACTGTTCTATATATTTCAATAACAGATGCCTGAAGTTGGACTTGATTCCTAAATATAT
	GlicP^18      GGCTAGTCTAGCGAATTTGGCTCTACGGTACAGAAAGTTATCCATCAAGAAGACCAACGCCAACTGTTCTATATATTTCAATAACAGATGNCTGAAGTTGGACTTGATTCCTAAATATAT
	GlicE^20      GGCTAGTCTAGCGAATTTGGCTCTACGGTACAGAAAGTTATCCATCAAGAAGACCAACGCCAACTGTTCTATATATTTCAATAACAGATGCCTGAAGTTGGACTTGATTCCTAAATATAT
	GlicE^21      GGCTAGTCTAGCGAATTTGGCTCTACGGTACAGAAAGTTATCCATCAAGAAGACCAACGCCAACTGTTCYATATATTTCAATAACAGATGCCTGAAGTTGGACTTGATTCCTAAATATAT
	GlicE^22       GGCTAGTCTAGCGAATTTGGCTCTACGGTACAGAAAGTTATCCATCAAGAAGACCAACGCCAACTGTTCTATATATTTCAATAACAGATGCCTGAAGTTGGACTTGATTCCTAAATATAT
	GlicE^23       GGCTAGTCTAGCGAATTTGGCTCTACGGTACAGAAAGTTATCCATCAAGAAGACCAACGCCAACTGTTCTATATATTTCAATAACAGATGCCTGAAGTTGGACTTGATTCCTAAATATAT
	GlicE^24      GGCTAGTCTAGCGAATTTGGCTCTACGGTACAGAAAGTTATCCATCAAGAAGACCAACGCCAACTGTTCYATATATTTCAATAACAGATGCCTGAAGTTGGACTTGATTCCTAAATATAT
	GlicE^25      GGCTAGTCTAGCGAATTTGGCTCTACGGTACAGAAAGTTATCCATCAAGAARACCAACGCCAACTGTTCYATATATTTCAATAACAGATGCCTGAAGTTGGACTTGATTCCTAAATATAT
	GmorB^27    GGCTAGTCTAGCGAATTTGGCTCTACGGTACAGAAAGTTATCCATCAAGAAGACCAACGCCAACTGTTCTATATATTTCAATAACAGATGCCTGAAGTTGGACTTGATTCCTAAATATAT
	GpasB^28    GGCTAGTCYAGCGAATTTGGCTCTACGGTACAGAAAGTTATCCATCAAGAAGACCAACGCCRACTGTTCTATATATTTCAATAACAGATGCCTGAAGTTGGACTTGATTCCTAAATATAT
	GpasB^29    GGCTAGTCYAGCGAATTTGGCTCTACGGTACAGAAAGTTATCCATCAAGAAGACCAACGCCRACTGTTCTATATATTTCAATAACAGATGCCTGAAGTTGGACTTGATTCCTAAATATAT


15 120
	GecuC^1     GCAAACAAGTACGTGGTGATTACTTATTTCACGACAGCTGAGTTTATGCTAACAGAAAGGTACATTCCTAACACGCTTAGCGATATCCAACGGCGGAAGGCGCAACTATATTATAAAGCC
	GecuP^4     GCAAACAAGTACGTGGTGATTACTTATTTCACGACAGCTGAGTTTATGCTAACAGAAAGGTACATTCCTAACACGCTTAGCGATATCCAACGGCGGAAGGCGCAACTATATTATAAAGCC
	GecuP^5      GCAAACAAGTACGTGGTGATTACTTATTTCACGACAGCTGAGTTTATGCTAACAGAAAGGTACATTCCTAACACGCTTAGCGATATCCAACGGCGGAAGGCACAACTATATTATAAAGCC
	GecuE^8      GCAAACAAGTACGTGGTGATTACTTATTTCACGACAGCTGAGTTTATGCTAACAGAAAGGTACATTCCTAACACGCTTAGCGATATCCAACGGCGGAAGGCACAACTATATTATAAAGCC
	GlicC^15     GCAAACAAGTACGTGGTGATTACTTATTTCACGACAGCTGAGTTTATGCTAMCAGAAAGGTACATTCCTAACACGCTTAGCGATATCCAACGGCGGAAGGCACAACTATATTATAAAGCC
	GlicP^17      GCAAACAAGTACGTGGTGATTACTTATTTCACGACAGCTGAGTTTATGCTAACAGAAAGGTACATTCCTAACACGCTTAGCGATATCCAACGGCGGAAGGCGCAACTATATTATAAAGCC
	GlicE^20      GCAAACAAGTACGTGGTGATTACTTATTTCACGACAGCTGAGTTTATGCTAACAGAAAGGTACATTCCTAACACGCTTAGCGATATCCAACGGCGGAAGCCACAACTATATTATAAAGCC
	GlicE^21      GCAAACAAGTACGTGGTGATTACTTATTTCACGACAGCTGAGTTTATGCTAACAGAAAGGTACATTCCTAACACGCTTAGCGATATCCAACGGCGGAAGGCGCAACTATATTATAAAGCC
	GlicE^22      GCAAACAAGTACGTGGTGATTACTTATTTCACGACAGCTGAGTTTATGCTAACAGAAAGGTACATTCCTAACACGCTTAGCGATATCCAACGGCGGAAGGCACAACTATATTATAAAGCC
	GlicE^23       GCAAACAAGTACGTGGTGATTACTTATTTCACGACAGCTGAGTTTATGCTAACAGAAAGGTACATTCCTAACACGCTTAGCGATATCCAACGGCGGAAGGCGCAACTATATTATAAAGCC
	GlicE^24       GCAAACAAGTACGTGGTGATTACTTATTTCACGACAGCTGAGTTTATGCTAACAGAAAGGTACATTCCTAACACGCTTAGCGATATCCAACGGCGGAAGGCACAACTATATTATAAAGCC
	GlicE^25      GCAAACAAGTACGTGGTGATTACTTATTTCACGACAGCTGAGTTTATGCTAACAGAAAGGTACATTCCTAACACGCTTAGCGATATCCAACGGCGGAAGGCGCAACTATATTATAAAGCC
	GmorB^27    GCAAACAAGTACGTGGTGATTACTTATTTCACGACAGCTGAGTTTATGCTAACAGAAAGGTACATTCCTAACACGCTTAGCGATATCCAACGGCGGAAGGCACAACTATATTATAAAGCC
	GpasB^28    GCAAACAAGTACGTGGTGATTACTTATTTCACGACAGCTGAGTTTATGCTAACAGAAAGGTACATTCCTAACACGCTTAGCGATATCCAACGGCGGAAGGCGCAASTATATTATAAAGCC
	GpasB^29    GCAAACAAGTACGTGGTGATTACTTATTTCACGACAGCTGAGTTTATGCTAACAGAAAGGTACATTCCTAACACGCTTAGCGATATCCAACGGCGGAAGGCGCAACTATATTATAAAGCC


17 120
	GecuC^1     TTTATCTGACTATATTTCGTTTCTTCCTGATTTATTCTATCATTTGCGCATTTTTTCATAACCTCCATACTATTTCTTATAGTTCGTACTTGCTTCCTGTTACAATTACTAGATCCTCCG
	GecuP^4     TTTATCTGACTATATTTCGTTTCTTCCTGATTTATTCTATCATTTGCGCATTTTTTCATAACCTCCATACTATTTCTTATAGTTCGTACTTGCTTCCTGTTACAATTACTAGATCCTCCG
	GecuP^5      TTTATCTGACTATATTTCGTTTCTTCCTGATTTATTCTATCATTTGCGCATTTTTTCATAACCTCCATACTATTTCTTATAGTTCGTACTTGCTTCCTGTTACAATTACTAGATCCTCCG
	GecuE^8      TTTATCTGACTATATTTCGTTTCTTCCTGATTTATTCTATCATTTGCGCATTTTTTCATAACCTCCATACTATTTCTTATAGTTCGTACTTGCTTCCTGTTACAATTACTAGATCCTCCG
	GecuE^9       TTTATCTGACTATATTTCGTTTCTTCCTGATTTATTCTATCATTTGCGCATTTTTTCATAACCTCCATACTATTTCTTATAGTTCGTACTTGCTTCCTGTTACAATTACTAGATCCTCCG
	GecuE^10       TTTATCTGACTATATTTCGTTTCTTCCTGATTTATTCTATCATTTGCGCATTTTTTCATAACCTCCATACTATTTCTTATAGTTCGTACTTGCTTCCTGTTACAATTACTAGATCCTCCG
	GecuE^11      TTTATCTGACTATATTTCGTTTCTTCCTGATTTATTCTATCATTTGCGCATTTTTTCATAACCTCCATACTATTTCTTATAGTTCGTACTTGCTTCCTGTTACAATTACTAGATCCTCCG
	GlicC^15     TTTATCTGACTATATTTCGTTTCTTCNTGATTTATTCTATCATTTGCGCATTTTTTCATAACCTCCATACTATTTCTTATAGTTCGTACTTGCTTCCTGTTACAATTACTAGATCCTCCG
	GlicC^16     TTTATCTGACTATATTTCGTTTCTTCCTGATTTATTCTATCATTTGCGCATTTTTTCATAACCTCCATACTATTTCTTATAGTTCGTACTTGCTTCCTGTTACAATTACTAGATCCTCCG
	GlicP^17      TTTATCTGACTATATTTCGTTTCTTCNTGATTTATTNTATCATTTGCGCATTTTTTCATAACCTCCATACTATTTCTTATAGTTCGTACTTGCTTCCTGTTACAATTACTAGATCCTCCG
	GlicE^20      TTTATCTGACTATATTTCGTTTCTTCCTGATTTATTCTATCATTTGCGCATTTTTTCATAACCTCCATACTATTTCTTATAGTTCGTACTTGCTTCCTGTTACAATTACTAGATCCTCCG
	GlicE^21       TTTATCTGACTATATTTCGTTTCTTCYTGATTTATTCTATCATTTGCGCATTTTTTCATAACCTCCATACTATTTCTTATAGTTCGTACTTGCTTCCTGTTACAATTACTAGATCCTCCG
	GlicE^22       TTTATCTGACTATATTTCGTTTCTTCNTGATTTATTCTATCATTTGCGCATTTTTTCATAACCTCCATACTATTTCTTATAGTTCGTACTTGCTTCCTGTTACAATTACTAGATCCTCCG
	GlicE^23      TTTATCTGACTATATTTCGTTTCTTCTTGATTTATTCTATCATTTGCGCATTTTTTCATAACCTCCATACTATTTCTTATAGTTCGTACTTGCTTCCTGTTACAATTACTAGATCCTCCG
	GmorB^27    TTTATCTGACTATATTTCGTTTCTTCCTGATTTATTCTATCATTTGCGCATTTTTTCATAACCTCCATACTATTTCTTATAGTTCGTACTTGCTTCCTGTTACAATTACTAGATCCTCCG
	GpasB^28    TTTATCTGACTATATTTCGTTTCTTCCTGATTTATTCTATCATTTGCGCATTTTTTCATAACCTCCATACTATTTCTTATAGTTCGTACTTGCTTCCTGTTACAATTACTAGATCCTCCG
	GpasB^29    TTTATCTGACTATATTTCGTTTCTTCCTGATTTATTCTATCATTTGCGCATTTTTTCATAACCTCCATACTATTTCTTATAGTTCGTACTTGCTTCCTGTTACAATTACTAGATCCTCCG


16 120
	GecuC^1     AAGCCAACGCAGGAATTTTCAAATGAGACCTTGCGGNAGNGATGTCGTGGTTGCTGTGAAATGGAGGGAGAGCGCTTTGAATATCTCATTTGAGTTTTTGCCATTGCAGTTTATTCATAA
	GecuP^4     AAGCCAACGCAGGAATTTTCAAATGAGACCTTGCGGCAGAGATGTCGTGGTTGCTGTGAAATGGAGGGAGAGCGCTTTGAATATCTCATTTGAGTTTTTGCCATTGCAGTTTATTCATAA
	GecuP^5     AAGCCAACGCAGGAATTTTCAAATGAGACCTTGCGGCAGAGATGTCGTGGTTGCTGTGAAATGGAGGGAGAGCGCKTTGAATATCTCATTTGAGTTTTTGCCATTGCAGTTTATTCATAA
	GecuE^8      AAGCCAACGCAGGAATTTTCAAATGAGACCTTGCGGYAGRGATGTCGTGGTTGCTGTGAAATGGAGGGAGAGCGCTTTGAATATCTCATTTGAGTTTTTGCCATTGCAGTTTATTCATAA
	GecuE^9       AAGCCAACGCAGGAATTTTCAAATGAGACCTTGCGGCAGAGATGTCGTGGTTGCTGTGAAATGGAGGGAGAGCGCTTTGAATATCTCATTTGAGTTTTTGCCATTGCAGTTTATTCATAA
	GecuE^10       AAGCCAACGCAGGAATTTTCAAATGAGACCTTGCGGCAGRGATGTCGTGGTTGCTGTGAAATGGAGGGAGAGCGCYTTGAATATCTCATTTGAGTTTTTKCCATTGCAGTTTATTCATAA
	GecuE^11      AAGCCAACGCAGGAATTTTCAAATGAGACCTTGCGGCAGAGATGTCGTGGTTRCTGTGAAATGGAGGGAGRGCGCTTTGAATATCTCATTTGAGTTTTTGCCATTGCAGTTTATTCATAA
	GlicC^15     AAGCCAACGCAGGAATTTTCAAATGAGACCTTGCGGCAGAGATGTCGTGGTTGCTGTGAAATGGAGGGAGAGCGCTTTGAATATCTCATTTGAGTTTTTGCCATTGCASTTTATTCATAA
	GlicP^17      AAGCCAACGCAGGAATTTTCAAATGAGACCTTGCGGCAGAGATGTCGTGGTTRCTGTGAAATGGAGGG-GRGCGCTTTGAATATCTCATTTGAGTTTTTGCCATTGCAGTTTATTCATAA
	GlicE^20      AAGCCAACGCAGGAATTTTCAAATGAGACCTTGCGGCAGAGATGTCGTGGTTGCTGTGAAATGGAGGGAGAGCGCTTTGAATATCTCATTTGAGTTTTTGCCATTGCAGTTTATTCATAA
	GlicE^21      AAGCCAACGCAGGAATTTTCAAATGAGACCTTGCGGCAGAGATGTCGTGGTTGCTGTGAAAYGGAGGGAGAGCGCTTTGAATATCTCATTTGAGTTTTTGCCATTGCAGTTTATTCATAA
	GlicE^22       AAGCCAACGCAGGAATTTTCAAATGAGACCTTGCGGCAGAGATGTCGTGGTTGCTGTGAAATGGAGGGAGAGCGCTTTGAATATCTCATTTGAGTTTTTGCCATTGCAGTTTATTCATAA
	GlicE^23       AAGCCAACGCAGGAATTTTCAAATGAGACCTTGCGGCAGAGATGTCGTGGTTRCTGTGAAATGGAGGGAGRGCGCTTTGAATATCTCATTTGAGTTTTTGCCATTGCAGTTTATTCATAA
	GlicE^24      AAGCCAACGCAGGAATTTTCAAATGAGACCTTGCGGCAGAGATGTCGTGGTTGCTGTGAAAYGGAGGGAGAGCGCTTTGAATATCTCATTTGAGTTTTTGCCATTGCAGTTTATTCATAA
	GmorB^27    AAGCCAACGCAGGAATTTTCAAATGAGACCTTGSGGCAGAGATGTCGTGGTTGCTGTGAAATGGAGGGAGAGCGCTTTGAATATCTCATTTGAGTTTTTGCCATTGCAGTTTATTCATAA
	GpasB^28    AAGCCAACGCAGGAATTTTCAAATGAGACCTTGCGGCAGAGATGTCGTGGTTGCTGTGAAATGGAGGGAGAGCGCTTTGAATATCTCATTTGAGTTTTTGCCATTGCAGTTTATTCATAA


18 120
	GecuC^1     TCAAACTATAGAGGAATATCACCGCTAGNAGTTGCTAATAAAATATACTACCCAGTCGGACGCTTATCATCGGGAATCGTGATCTGTCAACCTTAGAAATTACACAAGAACACAAATGAA
	GecuP^4     TCAAACTATAGAGGAATATCACCGCTAGTAGTTGCTAATAAAATATACTACCCAGTCGGACGCTTATCATCGGGAATCGTGATCTGTCAACCTTAGAAATTACACAAGAACACAAATGAA
	GecuP^5     TCAAACTATAGAGGAATATCACCGCTAGTAGTTGCTAATAAAATATACTACCCAGTCGGACGCTTATCATCGGGAATCGTGATCTGTCAAYCTTAGAAATTACACAAGAACACAAATGAA
	GecuP^6      TCAAACTATAGAGGAATATCACCGCTAGTAGTTGCTAATAAAATATACTACCCAGTCGGACGCTTATCATCGGGAATCGTGATCTGTCAACCTTAGAAATTACACAAGAACACAAATGAA
	GecuP^7      TCAAACTATAGAGGAATATCACCGCTAGTAGTTGCTAATAAAATATACTACCCAGTCGGACGCTTATCATCGGGAATCGTGATCTGTCAACCTTAGAAATTACACAAGAACACAAATGAA
	GecuE^8      TCAAACTATAGAGGAATATCACCGCTAGTAGTTGCTAATAAAATATACTACCCAGTCGGACGCTTATCATCGGGAATCGTGATCTGTCAACCTTAGAAATTACACAAGAACACAAATGAA
	GecuE^9       TCAAACTATAGAGGAATATCMCCGCTAGTAGTTGCTAATAAAATATACTACCCARTCGGACGCTTATCATCGGGAATCGTGATYTGTCAACCTTAGAAATTACACAAGAACACAAATGAA
	GecuE^10       TCAAACTATAGAGGAATATCACCGCTAGTAGTTGCTAATAAAATATACTACCCAGTCGGACGCTTATCATCGGGAATCGTGATCTGTCAACCTTAGAAATTACACAAGAACACAAATGAA
	GecuE^11      TCAAACTRTAGAGGAATATCACCGCTAGTAGTTGCTAATAAAATATACTACYCAGTCGGACGCTTATCATCGGGAATCGTGATYTGTCAACCTTAGAAATTACACAAGAAYACAAATGAA
	GecuE^12      TCAAACTATAGAGGAATATCACCGCTAGTAGTTGCTAATAAAATATACTACCCAGTCGGACGCTTATCATCGGGAATCGTGATCTGTCAACCTTAGAAATTACACAAGAACACAAATGAA
	GlicC^15     TCAAACTATAGAGGAATATCACCGCTAGTAGTTGCTAATAAAATATACTACCCAGTCGGACGCTTATCATCGGGAATCGTGATCTGTCAACCTTAGAAATTACACAAGAACACAAATGAA
	GlicP^17      TCAAACTATAGAGGAATATCACCGCTAGTAGTTGCTAATAAAATATACTACCCARTCGGACGCTTATCATCGGGAATCGTGATTTGTCAACCTTAGAAATTACACAAGAACACAAATGAA
	GlicE^20      TCAAACTATAGAGGAATATCACCGCTAGTAGTTGCTAATAAAATATACTACCCARTCGGACGCTTATCATCGGGAATCGTGATYTGTCAACCTTAGAAATTACACAAGAACACAAATGAA
	GlicE^21       TCAAACTATAGAGGAATATCACCGCTAGTAGTTGCTAATAAAATATACTACCCAGTCGGACGCTTATCATCGGGAATCGTGATCTGTCAACCTTAGAAATTACACAAGAACACAAATGAA
	GlicE^22       TCAAACTATWGAGGAATATCACCGCTAGTAGTTGCTAATAAAATATACTACCCAGTCGGACGCTTATCATCGGGAATCGTGATCTGTCAACCTTAGAAATTACACAAGAACACAAATGAA
	GlicE^23      TCAAACTATAGAGGAATATCACCGCTAGTAGTTGCTAATAAAATATACTACCCAGTCGGACGCTTATCATCGGGAATCGTGATCTGTCAACCTTAGAAATTACACAAGAACACAAATGAA
	GmorB^27    TCAAACTATAGAGGAATATCMCCGCTAGTAGTTGCTAATAAAATATACTACCCARTCGGACGCTTATCATCGGGAATCGTGATYTGTCAACCTTAGAAATTACACAAGAACACAAATGAA
	GpasB^28    TCAAACTATAGAGGAATATCACCGCTAGTAGTTGCTAATAAAATATACTACCCAGTCGGACGCTTATCATCGGGAATCGTGATCTGTCAACCTTAGAAATTACACAAGAACACAAATGAA


19 120
	GecuC^1     ATTCCGCTGTAATCGTTATAATAAGTGTAAACGTGAATAAGGCTARAGGTTGTAAAGTACAAACATTACATTGGCGATGAAATAAAGGGGAAGATGAGCACCTWCGGAATACAAATGGAA
	GecuP^4     ATTCCGCTGTAATCGTTATAATAAGTGTAAACGTGAATAAGGCTARAGGTTGTAAAGTACAAACATTACATTGGCGATGAAATAAAGGGGAAGATGAGCACCTWCGGAATACAAATGGAA
	GecuP^5     ATTCCGCTGTAATCGTTATAATAAGTGTAAACGTGAATAAGGCTAGAGGTTGTAAAGTACAAACATTACATTGGCGATGAAATAAAGGGGAAGATGAGCACCTTCGGAATACAAATGGAA
	GecuP^6      ATTCCGCTGTAATCGTTATAATAAGTGTAAAYGTGAATAAGGCTAAAGGTTGTAAAGTACAAACATTACATTGGCGATGAAATAAAGGGGAAGATGAGCACCTACGGAATACAAATGGAA
	GecuP^7      ATYCCGCTGTAATCGTTATAATAAGTGTAAACGTGAATAAGGCTAAAGGTTGTAAAGTACAAACATTACATTGGCGATGAAATAAAGGGGAAGATGAGCACCTACGGAATACAAATGGAA
	GecuE^8      ATTCCGCTGTAATCGTTATAATAAGTGTAAACGTGAATAAGGCTAGAGGTTGTAAAGTACAAACATTACATTGGCGATGAAATAAAGGGGAAGATGAGCACCTTCGGAATACAAATGGAA
	GecuE^9       ATTCCGCTGTAATCGTTATAATAAGTGTAAACGTGAATAAGGCTAAAGGTTGTAAAGTACAAACATTACATTGGCGATGAAATAAAGGGGAAGATGAGCACCTACGGAATACAAATGGAA
	GecuE^10       ATTCCGCTGTAATCGTTATAATAAGTGTAAAYGTGAATAAGGCTARAGGTTGTAAAGTACAAACATTACATTGGCGATGAAATAAAGGGGAAGATGAGCACCTWCGGAATACAAATGGAA
	GecuE^11      ATTCCGCTGTAATCGTTATAATAAGTGTAAAYGTGAATAAGGCTARAGGTTGTAAAGTACAAACATTACATTGGCGATGAAATAAAGGGGAAGATGAGCACCTWCGGAATACAAATGGAA
	GlicC^15     ATTCCGCTGTAATCGTTATAATAAGTGTGAACGTGAATAAGGCTAAAGGTTGTAAAGTACAAACATTACATTGGCGATGAAATAAAGGGGAAGATGAGCACCTACGGAATACAAATGGAA
	GlicP^17      ATTCCGCTGTAATCGTTATAATAAGTGTGAACGTGAATAAGGCTAAAGGTTGTAAAGTACAAACATTACATTGGCGATGAAATAAAGGGGAAGATGAGCACCTACGGAATACAAATGGAA
	GlicE^20      ATTCCGCTGTAATCGTTATAATAAGTGTGAACGTGAATAAGGCTAAAGGTTGTAAAGTACAAACATTACATTGGCGATGAAATAAAGGGGAAGATGAGCACCTACGGAATACAAATGGAA
	GlicE^21      ATTCCGCTGTAATCGTTATAATAAGTGTRAACGTGAATAAGGCTARAGGTTGTAAAGTACAAACATTACATTGGCGATGAAATAAMGGGGAAGATGAGCACCTWCGGAATACAAATGGAA
	GlicE^22       ATTCCGCTGTAATCGTTATAATAAGTGTAAACGTGAATAAGGCTARAGGTTGTAAAGTACAAACATTACATTGGCGATGAAATAAAGGGGAAGATGAGCACCTWCGGAATACAAATGGAA
	GlicE^23       ATTCCGCTGTAATCGTTATAATAAGTGTAAACGTGAATAAGGCTAGAGGTTGTAAAGTACAAACATTACATTGGCGATGAAATAAAGGGGAAGATGAGCACCTTCGGAATACAAATGGAA
	GlicE^24      ATTCCGCTGTAATCGTTATAATAARTGTAAACGTGAATAAGGCTAGAGGTTGTAAAGTACAAACATTACATTGGCGATGAAATAAAGGGGAAGATGAGCACCTTCGGAATACAAATGGAA
	GlicE^25      ATTCCGCTGTAATCGTTATAATAAGTGTRAACGTGAATAAGGCTARAGGTTGTAAAGTACAAACATTACATTGGCGATGAAATAAAGGGGAAGATGAGCACCTWCGGAATACAAATGGAA
	GmorB^27    ATTCCGCTGTAATCGTTATAATAAGTGTAAACGTGAATAAGGCTAAAGGTTGTAAAGTACAAACATTACATTGGCGATGAAATAAAGGGGAAGATGAGCACCTACGGAATACAAATGGAA
	GpasB^28    ATTCCGCTGTAATCGTTATAATAAGTGTAAACGTGAATAAGGCTAAAGGTTGTAAAGTACAAACATTACATTGGCGATGAAATAAAGGGGAAGATGAGCACCTACGGAATACAAATGGAA


18 120
	GecuC^1     TTAGATTATTCGTAGTTATGTAATTGTCTTGAATTGAKACGGACAATCTTGATACAAGAAAAAATTTCTCTGCACGTAAGCAGTCGATAAGTCAGAAATTACCGTCCCTCCCTGACTTGA
	GecuP^4     TTAGATTATTCGTAGTTATGTAATTGTCTTGAATTGAGACGGACAATCTTGATACAAGAAAAAATTTCTCTGCACGTAAGCAGTCGATAAGTCAGAAATTACCGTCCCTCCCTGACTTGA
	GecuP^5      TTAGATTATTCGTAGTTATGTAATTGTCTTGAATTGAGACGNACAATCTTGATACAAGAAAAAATTTCTCTGCACGTAAGCAGTCGATAAGTCAGAAATTACCGTNCCTCCCTGACTTGA
	GecuE^8      TTAGATTATTCGTAGTTATGTAATTGTCTTGAATTGAGACGGACAATCTTGATACAAGAAAAAATTTCTCTGCACGTAAGCAGTCGATAAGTCAGAAATTACCGTCCCTCCCTGACTTGA
	GecuE^9       TTAGATTATTCGTAGYTATGTAATTGTCTTGAATTGAGACGGACAATCTTGATACAAGAAAAAATTTCTCTGCACGTAAGCAGTCGATAAGTCAGAAATTACCGTCCCTCCCTGACTTGA
	GecuE^10       TTAGATTATTCGTAGTTATGTAATTGTCTTGAATTGAGACGGACAATCTTGATACAAGAAAAAATTTCTCTGCACGTAAGCAGTCGATAAGTCAGAAATTACCGTCCCTCCCTGACTTGA
	GecuE^11      TTAGATTATTCGTAGTTATGTAATTGTCTTGRATTGAGACGGACAATCTTGATACAAGAAAAAATTTCTSTGCACRTAAGCAGTCGATAAGTCAGAAATTACCGTCCCTCCCTGACTTGA
	GlicC^15     TTAGATTATTCGTAGTTATGTAATTGTCTTGAATTGAGACGGACAATCTTGATACAAGAAAAAATTTCTCTGCACGTAAGCAGTCGATAAGTCAGAAATTACCGTCCCTCCCTGACTTGA
	GlicP^17      TTAGATTATTCGTAGTTATGTAATTGTCTTGAATTGAGACGGACAATCTTNATACAAGAAAAAATTTCTCTKCACGTNAGCAGTCGATAAGTCAGANATTACCGTCCCTCCCTGACTTGA
	GlicE^20      TTAGATTATTCGTAGTTATGTAATTGTCTTGAATTGAGACGGACAATCTTGATACAAG-AAAAATTTCTCTGCACGTAAGCAGTNGATAAGTCAGARATTACCGTCCCTCCSTGACTTGA
	GlicE^21      TTAGATTATTCGTAGTTATGTAATTGTCTTGAATTGAGACGGACAATCTTGATACAAGAAAAAATTTCTCTGCACGTAAGCAGTCGATAAGTCAGAAATTACCGTCCCTCCCTGACTTGA
	GlicE^22      TTAGATTATTCGTAGTTATGTAATTGTCTTGAATTGAGACGGACAATCTTGATACAAGAAAAAATTTCTCTGCACGTAAGCAGTCGATAAGTCAGAAATTACCGTCCCTCCCTGACTTGA
	GlicE^23       TTAGATTATTCGTAGTTATGTAATTGTCTTGAATTGAGACGGACAATCTTGATACAAGAAAAAATTTCTCTGCACGTAAGCAGTCGATAAGTCAGAGATTACCGTCCCTCCCTGACTTGA
	GlicE^24       TTAGATTATTCGTAGYTATGTAATTGTCTTGAATTGAGACGGACAATCTTGATACAAGAAAAAATTTCTYTGCACGTAAGCAGTCGATAAGTCAGAAATTACCGTCCCTCCCTGACTTGA
	GlicE^25      TTAGATTATTCGTAGTTATGTAATTGTCTTGAATTGAGACGGACAATCTTGATACAAGAAAAAATTTCTCTGCACGTRAGCAGTCGATAAGTCAGARATTACCGTCCCTCCCTGACTTGA
	GlicE^26      TTAGATTATTCGTAGTTATGTAATTGTCTTGAATTGAGACGGACAATCTTGATACAAGAAAAAATTTCTCTGCACGTAAGCAGTCGATAAGTCAGAAATTACCGTCCCTCCCTGACTTGA
	GmorB^27    TTAGATTATTCGTAGTTATGTAATTGTCTTGAATTGAGACGGACAATCTTGATACAAGAAAAAATTTCTCTGCACGTRAGCAGTCGATAAGTCAGAAATTACCGTCCCTCCCTGACTTGA
	GpasB^28    TTAGATTATTCGTAGTTATGTAATTGTCTTGAATTGAGACGGACAATCTTGATACAAGAAAAAATTTCTCTGCACGTAAGCAGTCGATAGGTCAGAAATTACCGTCCCTCCCTGACTTGA


23 120
	GecuC^1     AGAAGGAAAGTTCAAAACAGCAAGCTGAATATGARAAAAAATTAGAAAAACTGATCAAGAGCACAAATGAATATCAAGTTATTTTAGGGTGAGTGTAATTTTATTTTCACTTTTATCGTA
	GecuP^4     AGAAGGAAAGTTCAAAACAGCAAGCTGAATATGAGAAAAAATTAGAAAAACTGATCAAGAGCACAAATGAATATCAAGTTATTTTAGGGTGAGTGTAATTTTATTTTCACTTTTATCGTA
	GecuP^5      AGAAGGAAAGTTCAAAACAGCAAGCTGAATATGAGAAAAAATTAGAAAAACTGATCAAGAGCACAAATGAATATCAAGTTATTTTAGGGTGAGTGTAATTTTATTTTCACTTTTATCGTA
	GecuP^6      AGAAGGAAAGTTCAAAACAGCAAGCTGAATATGAGAAAAAATTAGAAAAACTGATCAAGAGCACAAATGAATATCAAGTTATTTTAGGGTGAGTGTAATTTTATTTTCAYTTTTATCGTA
	GecuE^8      AGAAGGAAAGTTCAAAACAGCAAGCTGAATATGAGAAAAAATTAGAAAAACTGATCAAGAGCACAAATGAATATCAAGTTATTTTAGGGTGAGTGTAATTTTATTTTCACTTTTATCGTA
	GecuE^9       AGAAGGAAAGTTCAAAACAGCAAGCTGAATATGAGAAAAAATTAGAAAAACTGATCAAGAGCACAAATGAATATCAAGTTATTTTAGGGTGAGTGTAATTTTATTTTCACTTTTATCGTA
	GecuE^10       AGAAGGAAAGTTCAAAACAGCAAGCTGAATATGAGAAAAAATTAGAAAAACTGATCAAGAGCACAAATGAATATCAAGTTATTTTAGGGTGAGTGTAATTTTATTTTCACTTTTATCGTA
	GecuE^11      AGAAGGAAAGTTCAAAACAGCAAGCTGAATATGAGAAAAAATTAGAAAAACTGATCAAGAGCACAAATGAATATCAAGTTATTTTAGGGTGAGTGTAATTTTATTTTCACTTTTATCGTA
	GlicC^15     AGAAGGAAAGTTCAAAACAGCAAGCTGAATATGAGAAAAAATTAGAAAAACTGATCAAGAGCACAAATGAATATCAAGTTATTTTAGGGTGAGTGTAATTTTATTTTCACTTTTATCGTA
	GlicC^16     AGAAGGAAAGTTCAAAACAGCAAGCTGAATATGAGAAAAAATTAGAAAAACTGATCAAGAGCACAAATGAATATCAAGTTATTTTAGGGTGAGTGTAATTTTATTTTCACTTTTATCGTA
	GlicP^17      AGAAGGAAAGTTCAAAACAGCAAGCTGAATATGAGAAAAAATTAGAAAAACTGATCAAGAGCACAAATGAATATCAAGTTATTTTAGGGTGAGTGTAATTTTATTTTCACTTTTATCGTA
	GlicP^18      AGAAGGANAGTTCAAAACAGCAAGCTGAATATGAGAAAAAATTAGAAAAACTGATCAAGAGCACAAATGAATATCAAGTTATTTTAGGGTGAGTGTAATTTTATTTTCACTTTTATCGTA
	GlicP^19      AGAAGGAAAGTTCAAAACAGCAAGCTGAATATGAGAAAAAATTAGAAAAACTGATCAAGAGCACAAATGAATATCAAGTTATTTTAGGGTGAGTGTAATTTTATTTTCACTTTTATCGTA
	GlicE^20      AGAAGGAAAGTTCAAAACAGCAAGCTGAATATGAGAAAAAATTAGAAAAACTGATCAAGAGCACAAATGAATATCAAGTTATTTTAGGGTGAGTGTAATTTTATTTTCACTTTTATCGTA
	GlicE^21      AGAAGGAAAGTTCAAAACAGCAAGCTGAATATGAGAAAAAATTAGAAAAACTGATCAAGAGCACAAATGAATATCAAGTTATTTTAGGGTGAGTGTAATTTTATTTTCACTTTTATCGTA
	GlicE^22      AGAAGGAAAGTTCAAAACAGCAAGCTGAATATGAGAAAAAATTAGAAAAACTGATCAAGAGCACAAATGAATATCAAGTTATTTTAGGGTGAGTGTAATTTTATTTTCACTTTTATCGTA
	GlicE^23       AGAAGGAAAGTTCAAAACAGCAAGCTGAATATGAGAAAAAATTAGAAAAACTGATCAAGAGCACAAATGAATATCAAGTTATTTTAGGGTGAGTGTAATTTTATTTTCACTTTTATCGTA
	GlicE^24       AGAAGGAAAGTTCAAAACAGCAAGCTGAATATGAGAAAAAATTAGAAAAACTGATCAAGAGCACAAATGAATATCAAGTTATTTTAGGGTGAGTGTAATTTTATTTTCACTTTTATCGTA
	GlicE^25      AGAAGGAAAGTTCAAAACAGCAAGCTGAATATGAGAAAAAATTAGAAAAACTGATCAAGAGCACAAATGAATATCAAGTTATTTTAGGGTGAGTGTAATTTTATTTTCACTTTTATCGTA
	GlicE^26      AGAAGGAAAGTTCAAAACAGCAAGCTGAATATGAGAAAAAATTAGAAAAACTGATCAAGAGCACAAATGAATATCAAGTTATTTTAGGGTGAGTGTAATTTTATTTTCACTTTTATCGTA
	GmorB^27    AGAAGGAAAGTTCAAAACAGCAAGCTGAATATGAGAAAAAATTAGAAAAACTGATCAAGAGCACAAATGAATATCAAGTTATTTTAGGGTGAGTGTAATTTTATTTTCACTTTTATSGTA
	GpasB^28    AGAAGGAAAGTTCAAAACAGCAAGCTGAATATGARAAAAAATTAGAAAAACTGATCAAGAGCACAAATGAATATCAAGTTATTTTAGGGTGAGTGTAATTTTATTTTCACTTTTATCGTA
	GpasB^29    AGAAGGAAAGTTCAAAACAGCAAGCTGAATATGAGAAAAAATTAGAAAAACTGATCAAGAGCACAAATGAATATCAAGTTATTTTAGGGTGAGTGTAATTTTATTTTCACTTTTATCGTA


20 120
	GecuC^1     GCCACCCATCAATGACGGCTCACCAACTACCATTACGTCCTGGAAGTGAAAAAGAAACTTCACTCA---AATAATAATAATGCTTGGTCACAAAGTTATATGTAAAAACAAATACAATAG
	GecuP^4     GCCACCCATCAATGACGGCTCACCAACTACCATTACGTCCTGGAAGTAAAAAAGAAACTTCACTCAAATAATAATAATAATGCTTGGTCACAAAGTTATATGTAAAAACAAATACAATAG
	GecuP^5      GCCACCCATCAGTGACGGCTCACCAACTACCATTACGTCCTGGAAGTGAAAAAGAAACTTCACTCA---AATAATAATAATGCTTGGTCACAAAGTTATATGTAAAAACAAATACAATAG
	GecuE^8      GCCACCCATCAGTGACGGCTCACCAACTACCATTACGTCCTGGAAGTGAAAAAGAAACTTCACTCA---AATAATAATAATGCTTGGTCACAAAGTTATATGTAAAAACAAATACAATAG
	GecuE^9       GCCACCCATCAATGACGGCTCACCAACTACCATTACGTCCTGGAAGTGAAAAAGAAACTTCACTCA---AATAATAATAATGCTTGGTCACAAAGTTATATGTAAAAACAAATACAATAG
	GecuE^10       GCCACCCATCAATGACGGCTCACCAACTACCATTACGTCCTGGAAGTGAAAAAGAAACTTCACTCA---AATAATAATAATGCTTGGTCACAAAGTTATATGTAAAAACAAATACAATAG
	GecuE^11      GCCACCCATCAGTGACGGCTCACCAACTACCATTACGTCCTGGAAGTGAAAAAGAAACTTCACTCA---AATAATAATAATGCTTGGTCACAAAGTTATATGTAAAAACAAATACAATAG
	GecuE^12      GCCACCCATCAGTGACGGCTCACCAACTACCATTACGTCCTGGAAGTGAAAAAGAAACTTCACTCA---AATAATAATAATGCTTGGTCACAAAGTTATATGTAAAAACAAATACAATAG
	GlicC^15     GCCACCCATCAGTGACGGCTCACCAACTACCATTACGTCCTGGAAGTGAAAAAGAAACTTCACTCA---AATAATAATAATGCTTGGTCACAAAGTTATATGTAAAAACAAATACAATAG
	GlicP^17      GCCACCCATCAGTGACNGCTCACCAACTACCATTACGTCCTGGAAGTGAAAAAGAAACTTCACTCA---AATAATAATAATGCTTGGTCACAAAGTTATATGTAAAAACAAATACAATAG
	GlicP^18      GCCACCCATCAGTGACGGCTCACCAACTACCATTACGTCCTGGAAGTGAAAAAGAAACTTCACTCA---AATAATAATAATGCTTGGTCACAAAGTTATATGTAAAAACAAATACAATAG
	GlicE^20      GCCACCCATCANTGACGGCTCACCAACTACCATTACGTCCTGGAAGNGAAAAAGAANCTTCACTCA---AATAATAATAATGCTTGGTCACAAAGTTATATGTAAAAACAAATACAATAG
	GlicE^21      GCCACCCATCAATGACGGCTCACCAACTACCATTACGTCCTGGAAGYGAAAAAGAAACTTCACTCA---AATAATAATAATGCTTGGTCACAAAGTTATATGTAAAAACAAATACAATAG
	GlicE^22       GCCACCCATCAATGACGGCTCACCAACTACCATTACGTCCTGGAAGCGAAAAAGAAACTTCACTCA---AATAATAATAATGCTTGGTCACAAAGTTATATGTAAAAACAAATACAATAG
	GlicE^23       GCCACCCATCAGTGACGGCTCACCAACTACCATTACGTCCTGGAAGTGAAAAAGAAACTTCACTCA---AATAATAATAATGCTTGGTCACAAAGTTATATGTAAAAACAAATACAATAG
	GlicE^24      GCCACCCATCARTGACGGCTCACCAACTACCATTACGTCCTGGAAGYGAAAAAGAAACTTCACTCA---AATAATAATAATGCTTGGTCACAAAGTTATATGTAAAAACAAATACANTAG
	GlicE^25      GCCACCCATCARTGACGGCTCACCAACTACCATTACGTCCTGGAAGTGAAAAAGAAACTTCACTCA---AATAATAATAATGCTTGGTCACAAAGTTATATGTAAAAACAAATACAATAG
	GmorB^27    GCCACCCATCAGTGACGGCTCACCAACTACCATTACGTCCTGGAAGTGAAAAAGAAACTTCACTCA---AATAATAATAATGCTTGGTCACAAAGTTATATGTAAAAACAAATACAATAG
	GpasB^28    GCCACCCATCARTGACGGCTCACCAACTACCATTACGTCCTGGAAGTGAAAAAGAAACTTCACTCA---AATAATAATAATGCTTGGTCACAAAGTTATATGTAAAAACAAATACAATAG
	GpasB^29    GCCACCCATCAGTGACGGCTCACCAACTACCATTACGTCCTGGAAGTGAAAAAGAAACTTCACTCA---AATAATAATAATGCTTGGTCACAAAGTTATATGTAAAAACAAATACAATAG


18 120
	GecuC^1     TTGTTGAAAAGAGTAATTATTGTTATTGTATTAGTTAGTCTRCCGACCGCGTAAGAAAGTGCAGGAGTAAAAATATAAAACAGAGTTATAACTAGTCTGGGCAAACAGCGGTAACAGTCA
	GecuP^4      TTGTTGAAAAGAGTAATTATTGTTATTGTATTAGTTAGTCTACCGACCGCGTAAGAAAGTGCAGGAGTAAAAATATAAAACAGAGTTATAACTAGTCTGGGCAAACAGCGGTAACAGTCA
	GecuE^8      TTGTTGAAAAGAGTAATTATTGTTATTGTATTAGTTAGTCTACCGACCGCGTAAGAAAGTGCAGGAGTAAAAATATAAAACAGAGTTATAACTAGTCTGGGCAAACAGCGGTAACAGTCA
	GecuE^9       TTGTTGAAAAGAGTAATTATTGTTATTGTATTAGTTAGTCTACCGACCGCGTAAGAAAGTGCAGGAGTAAAAATATAAAACAGAGTTATAACTAGTCTGGGCAAACAGCGGTAACAGTCA
	GecuE^10       TTGTTGAAAAGAGTAATTATTGTTATTGTATTAGTTAGTCTRCCGACCGCGTAAGAAAGTGCAGGAGTAAAAATATAAAACAGAGTTATAACTAGTCTGGGCAAACAGCGGTAACAGTCA
	GecuE^11      TTGTTGAAAAGAGTAATTATTGTTATTGTATTAGTTAGTCTRCCGACCGCGTAAGAAAGTGCAGGAGTAAAAATATAAAACAGAGTTATAACTAGTCTGGGCAAACAGCGGTAACAGTCA
	GlicC^15     TTGTTGAAAAGAGTAATTATTGTTATTGTATTAGTTAGTCTACCGACCGCGTAAGAAAGTGCAGGAGTAAAAATATAAAACAGAGTTATAACTAGTCTGGGCAAACAGCGGTAACAGTCA
	GlicP^17      TTGTTGAAAAGAGTAATTATTGTTATTGTATTAGTTAGTCTACCGACCGCGTAAGAAAGTGCAGGAGTAAAAATATAAAACAGAGTTATAACTAGTCTGGGCAAACAGCGGTAACAGTCA
	GlicP^18      TTGTTGAAAAGAGTAATTATTGTTATTGTATTAGTTAGTCTACCGACCGCGTAAGAAAGTGCAGGAGTAAAAATATAAAACAGAGTTATAACTAGTCTGGGCAAACAGCGGTAACAGTCA
	GlicE^20      TTGTTGAAAAGAGTAATTATTGTTATTGTATTAGTTAGTCTACCGACCGCGTAAGAAAGTGCAGGAGTAAAAATATAAAACAGAGTTATAACTAGTCTGGGCAAACAGCGGTAACAGTCA
	GlicE^21      TTGTTGAAAAGAGTAATTATTGTTATTGTATTAGTTAGTCTACCGACCGCGTAAGAAAGTGCAGGAGTAAAAATATAAAACAGAGTTATAACTAGTCTGGGCAAACAGCGGTAACAGTCA
	GlicE^22       TTGTTGAAAAGAGTAATTATTGTTATTGTATTAGTTAGTCTACCGACCGCGTAAGAAAGTGCAGGAGTAAAAATATAAAACAGAGTTATAACTAGTCTGGGCAAACAGCGGTAACAGTCA
	GlicE^23       TTGTTGAAAAGAGTAATTATTGTTATTGTATTAGTTAGTCTACCGACCGCGTAAGAAAGTGCAGGAGTAAAAATATAAAACAGAGTTATAACTAGTCTGGGCAAACAGCGGTAACAGTCA
	GlicE^24      TTGTTGAAAAGAGTAATTATTGTTATTGTATTAGTTAGTCTACCGACCGCGTAAGAAAGTGCAGGAGTAAAAATATAAAACAGAGTTATAACTAGTCTGGGCAAACAGCGGTAACAGTCA
	GlicE^25      TTGTTGAAAAGAGTAATTATTGTTATTGTATTAGTTAGTCTACCGACCGCGTAAGAAAGTGCAGGAGTAAAAATATAAAACAGAGTTATAACTAGTCTGGGCAAACAGCGGTAACAGTCA
	GmorB^27    TTGTTGAAAAGAGTAATTATTGTTATTGTATTAGTTAGTCTACCGACCGCGTAAGAAAGTGCAGGAGTAAAAATATAAAACAGAGTTATAACTAGTCTGGGCAAACAGCGGTAACAGTCA
	GpasB^28    TTGTTGAAAAGAGTAATTATTGTTATTGTATTAGTTAGTCTACCGACCGCGTAAGAAAGTGCAGGAGTAAAAATATAAAACAGAGTTATAACTAGTCTGGGCAAACAGCGGTAACAGTCA
	GpasB^29    TTGTTGAAAAGAGTAATTATTGTTATTGTATTAGTTAGTCTACCGACCGCGTAAGAAAGTGCAGGAGTAAAAATATAAAACAGAGTTATAACTAGTCTGGGCAAACAGCGGTAACAGTCA


18 120
	GecuC^1     TAGTTTTCGGAGGTCCGTGGCCTCNCAACTCTCTCAGAGTAAGGTGTTCCCGTAGTATTTACCTTACTCCTGTACATGTTGGCAAACGCTAAGGAAGACGTTCTATCGAGCGCAAGCACT
	GecuP^4     TAGTTTTCGGAGGTCCGTGGCCTCGCAACTCTCTCAGAGTAAGGTGTTCCCGTAGTATTTACCTTACTCCTGTATATGTTGGCAAACGCTAAGGAAGACGTTCTATCGAGCGCAAGCACT
	GecuP^5      TAGTTTTCGGAGGTCCGTGGCCTCGCAACTCTCTCAGAGTAAGGTGTTCCCGTAGTATTTACCTTACTCCTGTAYATGTTGGCAAACGCTAAGGAAGACRTTCTATCGAGCGCAAGCACT
	GecuP^6      TAGTTTTCGGAGGTCCGTGGCCTCGCAACTCTCTCAGAGTAAGGTGTTCCCGTAGTATTTACCTTACTCCTGTACATGTTGGCAAACGCTAAGGAAGACGTTCTATCGAGCGCAAGCACT
	GecuE^8      TAGTTTTCGGAGGTCCGTGGCCTCGCAACTCTCTCAGAGTAAGGTGTTCCCGTAGTATTTACCTTACTCCTGTACATGTTGGCAAACGCTAAGGAAGACGTTCTATCGAGCGCAAGCACT
	GecuE^9       TAGTTTTCGGAGGTCCGTGGCCTCGCAACTCTCTCAGAGTAAGGTGCTCCCGTAGTATTTACCTTACTCCTGTACATGTTGGCAAACGCTAAGGAAGACGTTCTATCGAGCGCAAGCACT
	GecuE^10       TAGTTTTCGGAGGTCCGTGGCCTCGCAACTCTCTCAGAGTAAGGTGTTCCCGTAGTATTTACCTTACTCCTGTACATGTTGGCAAACGCTAAGGAAGACRTTCTATCGAGCGCAAGCACT
	GecuE^11      TAGTTTTCGGAGGTCCGTGGCCTCACAACTCTCTCAGAGTAAGGTGTTCCCGTAGTATTTACCTTACTCCTGTACATGTTGGCAAACGCTAAGGAAGACGTTCTATCGAGCGCAAGCACT
	GlicC^15     TAGTTTTCGGAGGTCCGTGGCCTCGCAACTCTCTCAGAGTAAGGTGTTCCCGTAGTATTTACCTTACTCCTGTANATGTTGGCAAACGCTAAGGAAGACGTTCTATCGAGCGCAAGCACT
	GlicP^17      TAGTTTTCGGAGGTCCGTGGCCTCGCAACTCTCTCAGAGTAAGGTGTTYCCGTAGTATTTACCTTACTCCTGTACATGTTGGCAAACGCTAAGGAAGACGTTCTATCGAGCGCAAGCACT
	GlicE^20      TAGTTTTCGGAGGTCCGTGGCCTCGCAACTCTCTCAGAGTAAGGTGTTCCCGTAGTATTTACCTTACTCCTGTACATGTTGGCAAACGCTAAGGAAGACGTTCTATCGAGCGCAAGCACT
	GlicE^21      TAGTTTTCGGAGGTCCGTGGCCTCGCAACTCTCTCAGAGTAAGGTGTTCCCGTAGTATTTACCTTACTCCTGTAYATGTTGGCAAACGCTAAGGAAGACGTTCTATCGAGCGCAAGCACT
	GlicE^22       TAGTTTTCGGAGGTCCGTGGCCTCGCAACTCTCTCAGAGTAAGGTGTTCCCGTAGTATTTACCTTACTCCTGTACATGTTGGCAAACGCTAAGGAAGACGTTCTATCGAGCGCAAGCACT
	GlicE^23       TAGTTTTCGGAGGTCCGTGGCCTCGCAACTCTCTCAGAGTAAGGTGTTCCCGTAGTATTTACCTTACTCCTGTACATGTTGGCAAACGCTAAGGAAGACGTTCTATCGAGCGCAAGCACT
	GlicE^24      TAGTTTTCGGAGGTCCGTGGCCTCGCAACTCTCTCAGAGTAAGGTGTTCCCGTAGTATTTACCTTACTCCTGTAYATGTTGGCAAACGCTAAGGAAGACGTTCTATCGAGCGCAAGCACT
	GmorB^27    TAGTTTTCGGAGGTCCGTGGCCTCGCAACTCTCTCAGAGTAAGGTGTTCCCGTAGTATTTACCTTACTCCTGTACATGTTGGCAAACGCTAAGGAAGACGTTCTATCGAGCGCAAGCACT
	GpasB^28    TAGTTTTCGGAGGTCCGTGGCCTCGCAACTCTCTCAGAGTAAGGTGTTCCCGTAGTATTTACCTTACTCCTGTACATGTTGGCAAACGCTAAGGAAGACGTTCTATCGAGCGCAAGCACT
	GpasB^29    TAGTTTTCGGAGGTCCGTGGCCTCGCAACTCTCTCAGAGTAAGGTGTTCCCGTAGTATTTACCTTACTCCTGTACATGTTGGCAAACGCTAAGGAAGACGTTCTATCGAGCGCAAGCACT


20 120
	GecuC^1     ATTATGCAGGAAGAAATGAGTAAGCAGAATCATGTRTAAAGCAAATGTTGTTTTGTGTATGAAGCAAAATTATTTCAAGGGGCAGAAAGAAATTGGTTGAAAGAAATCACTGGTCTCAAC
	GecuP^4     ATTATGCAGGAAGAAATGAGTAAGCAGAATCATGTRTAAAGCAAATGTTGTTTTGTGTATGAAGCAAAATTATTTCAAGGGGCAGAAAGAAATTGGTTGAAAGAAATCACTGGTCTCAAC
	GecuP^5     ATTATGCAGGAAGAAATGAGTAAGCAGAATCATGTATAAAGCAAATGTTGTTTTGTGTATGAAGCAAAATTATTTCRAGGGGCAGAAAGAAATTGGTTGAAAGAAATCACTGGTCTCAAC
	GecuP^6      ATTATGCAGGAAGAAATGAGTAAGCAGAATCATGTAT-AAGCAAATGTTGTTTTGTGTACGAAGCAAAATTATTTCAAGGGGCAGAAAGAAATTGGTTGAAAGAAATCACTGGTCTCAAC
	GecuP^7      ATTATGCAGGAAGAAATGAGTAAGCAGAATCATGTATAAAGCAAATGTTGTTTTGTGTAYGAAGCAAAATTATTTCAAGGGGCAGAAAGAAATTGGTTGAAAGAAATCACTGGTCTCAAC
	GecuE^8      ATTATGCAGGAAGAAATGAGTAAGCAGAATCATGTRT-AAGCAAATGTTGTTTTGTGTAYGAAGCAAAATTATTTCAAGGGGCAGAAAGAAATTGGTTGAAAGAAATCACTGGTCTCAAC
	GecuE^9       ATTATGCAGGAAGAAATGAGTAAGCAGAATCATGTGT-AAGCAAATGTTGTTTTGTGTATGAAGCAAAATTATTTCAAGGGGCAGAAAGAAATTGGTTGAAAGAAATCACTGGTCTCAAC
	GecuE^10       ATTATGCAGGAAGAAATGAGTAAGCAGAATCATGTRTAAAGCAAATGTTGTTTTGTGTATGAAGCAAAATTATTTCAAGGGGCAGAAAGAAATTGGTTGAAAGAAATCACTGGTCTCAAC
	GecuE^11      ATTATGCAGGAAGAAATGAGTAAGCAGAATCATGTNTAAAGCAAATGTTGTTTTGTGTATGAAGCAAAATTATTTCAAGGGGCAGAAAGAAATTGGTTGAAAGAAATCACTGGTCTCAAC
	GlicC^15     ATTATGCAGGAAGAAATGAGTAAGCAGAATCATGTATAAAGCAAATGTTGTTTTGTGTATGAAGCAAAATTATTTCAAGGGGCAGAAAGAAATTGGTTGAAAGAAATCACTGGTCTCAAC
	GlicP^17      ATTATGCAGGAAGAAATGWGTAAGCAGAATCATGTATAAAGCAAATGTTRTTTTGTGTATGAAGCAAAATTATTTCAAGGGGCAGAAAGAAATTGGTTGAAAGAAATCACTGGTCTCAAC
	GlicE^20      ATTATGCAGGAAGAAATGAGTAAGCAGAATCATSTATAAAGCAAATGTTGTTTTGTGTATGAAGCAAAATTATTTCAARGGGCAGAAAGAAATTGGTTGAAAGAAATCACTGGTCTCAAC
	GlicE^21      ATTATGCAGGAAGAAATGAGTAAGCAGAATCATGTATAAAGCAAATGTTGTTTTGTGTATGAAGCAAAATTATTTCAAGGGGCAGAAAGAAATTGGTTGAAAGAAATCACTGGTCTCAAC
	GlicE^22       ATTATGCAGGAAGAAATGAGTAAGCAGAATCATGTATAAAGCAAATGTTGTTTTGTGTATGAAGCAAAATTATTTCAAGGGGCAGAAAGAAATTGGTTGAAAGAAATCACTGGTCTCAAC
	GlicE^23       ATTATGCAGGAAGAAATGTGTAAGCAGAATCATGTATAAAGCAAATGTTGTTTTGTGTATGAAGCAAAATTATTTCAAGGGGCAGAAAGAAATTGGTTGAAAGAAATCACTGGTCTCAAC
	GlicE^24      ATTATGCAGGAAGAAATGAGTAAGCAGAATCATNTATAAAGCAAATGTTGTTTTGTGTATGAAGCAAAATTATTTCAA-GGGCAGAAAGAAATTGGTTGAAAGAAATCACTGGTCTCAAC
	GlicE^25      ATTATGCAGGAAGAAATGAGTAAGCAGAATCATGTATAAAGCAAATGTTGTTTTGTGTATGAAGCAAAATTATTTCAAGGGGCAGAAAGAAATTGGTTGAAAGAAATCACTGGTCTCAAC
	GmorB^27    ATTATGCAGGAAGAAATGAGTAAGCAGAATCATGTATAAAGCAAATGTTGTTTTGTGTATGAAGCAAAATTATTTCRAGGGGCAGAAAGAAATTGGTTGAAAGAAATCACTGGTCTCAAC
	GpasB^28    ATTATGCAGGAAGAAATGAGTAAGCAGAATCATGTATAAAGCAAATGTTGTTTTGTGTATGAAGCAAAATTATTTCAAGGGGCAGAAAGAAATTGGTTGAAAGAAATCACTGGTCTCAAC
	GpasB^29    ATTATGCAGGAAGAAATGAGTAAGCAGAATCATGTATAAAGCAAATGTTGTTTTGTGTATGAAGCAAAATTATTTCAAGGGGCAGAAAGAAATTGGTTGAAAGAAATCACTGGTCTCAAC


19 120
	GecuC^1     ATTACTTTTGATTGGCGTTTTCTGTATAGCAGGAGATCAGCTGATTGAAGGTTGTTTGATCACCAATTGTCCTAGAGGAGGTAAAAGGAGTGGGAAGATGAGTCATCTCGAAGCAGCCAA
	GecuP^4     ATTACTTTTGATTGGCGTTTTCTGTATAGCAGGRGATCAGCTGATTGAAGGTTGTTTGATCACCAATTGTCCTAGAGGAGGTAAAAGGAGTGGGAAGATGAGTCATCTCGAAGCAGCCAA
	GecuP^5     ATTACTTTTGATTGGCGTTTTCTGTATAGCAGGAGATCAGCTGATTGAAGGTTGTTTGATCACCAATTGTCCTAGAGGAGGTAAAAGGAGTGGGAAGATGAGTCATCTCGAAGCAGCCAA
	GecuP^6      ATTACTTTTGATTGGCGTTTTCTGTATAGCAGGAGATCAGCTGATTGAAGGTTGTTTGATCACCAATTGTCCTAGAGGAGGTAAAAGGAGTGGGAAGATGAGTCATCTCGAAGCAGCCAA
	GecuP^7      ATTACTTTTGATTGGCGTTTTCTGTATAGCAGGAGATCAGCTGATTGAAGGTTGTTTGATCACCAATTGTCCTAGAGGAGGWAAAAGGAGTGGGAAGATGAGTCATCTCGAAGCAGCCAA
	GecuE^8      ATTACTTTTGATTGGCGTTTTCTGTATAGCAGGAGATCAGCTGATTGAAGGTTGTTTGATCACCAATTGTCCTAGAGGAGGTAAAAGGAGTGGGAAGATGAGTCATCTCGAAGCAGCCAA
	GecuE^9       ATTACTTTTGATTGGCGTTTTCTGTATAGCAGGAGATCAGCTGATTGAAGGTTGTTTGATCACCAATTGTCCTAGAGGAGGTAAAAGGAGTGGGAAGATGAGTCATCTCGAAGCAGYCAA
	GecuE^10       ATTACTTTTGATTGGCGTTTTCTGTATAGCAGGAGATCAGCTGATTGAAGGTTGTTTGATCACCAATTGTCCTAGAGGAGGTAAAAGGAGTGGGAAGATGAGTCATCTCGAAGCAGCCAA
	GecuE^11      ATTACTTTTGATTGGCGTTTTCTGTATAGCAGGAGATCAGCTGATTGAAGGTTGTTTGATCACCAATTGTCCTAGAGGAGGTAAAAGGAGTGGGAAGATGAGTCATCTCGAAGCAGCCAA
	GlicC^15     ATTACTTTTGATTGGCGTTTTCTGTATAGCAGGAGATCAKCTGATTGAAGGTTGTTTGATCACCAATTGTCCTAGAGGAGGTAAAAGGAGTGGGAAGATGAGTCATCTCGAAGCAGCCAA
	GlicP^17      ATTACTTTTGATTGGCGTTTTCTGTATAGCAGGAGATCAGCTGATTGAAGGTTGTTTGATCACCAATTGTCCTAGAGGAGGTAAAAGGAGTGGGAAGATGAGTCATCTCGAAGCAGCCAA
	GlicE^20      ATTACTTTTGATTGGCGTTTTCTGTATAGCAGGAGATCAGCTGATTGAAGGTTGTTTGATCACCAATTGTCCTAGAGGAGGTAAAAGGAG-GGGAAGATGAGTCATCTCGAAGCAGCCAA
	GlicE^21      ATTACTTTTGATTGGCGTTTTCTGTATAGCAGGAGATCAGCTGATTGAAGGNTGTTTGATCACCAATTGTCCTAGAGGAGG-AAAAGGAGTGGGAAGATGAGTCATYTCGAAGCAGCCAA
	GlicE^22      ATTACTTTTGATTGGCGTTTTCTGTATAGCAGGAGATCAGCTGATTGAAGGTTGTTTGATCACCAATTGTCCTAGAGGAGGTAAAAGGAGTGGGAAGATGAGTCATCTCGAAGCAGCCAA
	GlicE^23       ATTACTTTTGATTGGCGTTTTCTGTATAGCAGGAGATCAGCTGATTGAAGGTTGTTTGATCACCAATTGTCCWAGAGGAGGTAAAAGGAGTGGGAAGATGAGTCATCTCGAAGCAGCCAA
	GlicE^24       ATTACTTTTGATTGGCGTTTTCTGTATAGCAGGAGATCAGCTGATTGAAGGTTGTTTGATCACCAATTGTCCTAGAGGAGGTAAAAGGAGTGGGAAGATGAGTCATCTCGAAGCAGCCAA
	GlicE^25      ATTACTTTTGATTGGCGTTTTCTGTATAGCAGGAGATCAGCTGATTGAAGGTTGTTTGATCACCAATTGTCCTAGAGGAGGTAAAAGGAGTGGGAARATGAGTCATCTCGAAGCAGCCAA
	GmorB^27    ATTACTTTTGATTGGCGTTTTCTGTATAGCAGGAGATCAGCTGATTGAAGGTTGTTTGATCACCAATTGTCCTAGAGGAGGTAAAAGGAGTGGGAAGATGAGTCATCTCGAAGCAGCCAA
	GpasB^28    ATTACTTTTGATTGGCGTTTTCTGTATAGCAGGAGATCAGCTGATTGAAGGTTGTTTGATCACCAATTGTCCTAGAGGAGGTAAAAGGAGTGGGAAGATGAGTCATCTCGAAGCAGCCAA


18 120
	GecuC^1     CACTTTCCCTCTTTAGTAATTGCAGTCGACTC-CTGATGTGTATCGAAATAAAATTGCAAGTAAGTGGAGAATGAACGGTTGTAGGGATGGAACACGTGCCTAATAGTGAATCTCGCAAA
	GecuP^4     CACTTTCCCTCTTTAGTAATTGCAGTCGACTC-CTGATGTGTATCGAAATAAAATTGCAAGTAAGTGGAGAATGAACGGTTGTAGGGATGGAACACGTGCCTAATAGTGAATCTCGCAAA
	GecuP^5      CACTTTCCCTCTTTAGTAATTGCAGTCGACTC-CTGATGTGTATCGAAATAAAATTGCAAGTAAGTGGAGAATGAACGGTTGTAGGGATGGAACACGTGCCTAATAGTGAATCTCGCAAA
	GecuE^8      CACTTTCCCTCTTTAGTAATTGCAGTCGACTC-CTGATGTGTATCGAAATAAAATTGCAAGTAAGTGGAGAATGAACGGTTGTAGGGATGGAACACGTGCCTAATAGTGAATCTCGCAAA
	GecuE^9       CACTTTCCCTCTTTAGTAATTGCAGTCGACTC-CTGATGTGTATCGAAATAAAATTGCAAGTAAGTGGAGAATGAACGGTTGTAGGGATGGAACACGTGCCTAATAGTGAATCTCGCAAA
	GecuE^10       CACTTTCCCTCTTTAGTAATTGCAGTCGACTC-CTGATGTGTATCGAAATAAAATTGCAAGTAAGTGGAGAATGAACGGTTGTAGGGATGGAACACGTGCCTAATAGTGAATCTCGCAAA
	GecuE^11      CACTTTCCCTCTTTAGTAATTGCAGTCGACTC-CTGATGTGTATCGAAATAAAATTGCAAGTAAGTGGAGAATGAACGGTTGTAGGGATGGAACACGTGCCTAATAGTGAATCTCGCAAA
	GlicC^15     CACTTTCCCTCTTTAGTAATTGCAGTCGACTC-CTGATGTGTATCGAAATAAAATTGCAAGTAAGTGGAGAATGAACGGTTGTAGGGATGGAACACGTGCCTAATAGTGAATCTCGCAAA
	GlicP^17      CACTTTCCCTCTTTAGTAATTGCAGTCGACTCNCWRATGTGTMTCGAAATAAAATTGCAAGTAAGTGGAGAATGAACGGTTGTAGGGATGGAACACGTGCCTAATAGTGAATCTCGCAAA
	GlicE^20      CACTTTCCCTCTTTAGTAATTGCAGTCGACTC-CTGATGTGTATCGAAATAAAATTGCAAGTAAGTGGAGAATGAACGGTTGTAGGGATGGAACACGTGCCTAATAGTGAATCTCGCAAA
	GlicE^21      CACTTTCCCTCTTTAGTAATTGCAGTCGACTC-CTGATGTGTATCGAAATAAAATTGCAAGTAAGTGGAGAATGAACGGTTGTAGGGATGGAACACGTGYCTAATAGTGAATCTCGCAAA
	GlicE^22      CACTTTCCCTCTTTAGTAATTGCAGTCGACTC-CTGATGTGTATCGAAATAAAATTGCAAGTAAGTGGAGAATGAACGGTTGTAGGGATGGAACACGTGCCTAATAGTGAATCTCGCAAA
	GlicE^23       CACTTTCCCTCTTTAGTAATTGCAGTCGACTC-CTGATGTGTATCGAAATAAAATTGCAAGTAAGTGGAGAATGAACGGTTGTAGGGATGGAACACGTGCCTAATAGTGAATCTCGCAAA
	GlicE^24       CACTTTCCCTCTTTAGTAATTGCAGTCGACTC-CTGATGTGTATCGAAATAAAATTGCAAGTAAGTGGAGAATGAACGGTTGTAGGGATGGAACACGTGCCTAATAGTGAATCTCGCAAA
	GlicE^25      CACTTTCCCTCTTTAGTAATTGCAGTCGACTC-CTGATGTGTATCGAAATAAAATTGCAAGTAAGTGGAGAATGAACGGTTGTAGGGATGGAACACGTGCCTAATAGTGAATCTCGCAAA
	GlicE^26      CACTTTCCCTCTTTAGTAATTGCAGTCGACTC-CTGATGTGTATCGAAATAAAATTGCAAGTAAGTGGAGAATGAACGGTTGTAGGGATGGAACACGTGCCTAATAGTGAATCTCGCAAA
	GmorB^27    CACTTTCCCTCTTTAGTAATTGCAGTCGACTC-CTGATGTGTATCGAAATAAAATTGCAAGTAAGTGGAGAATGAACGGTTGTAGGGATGGAACACGTGCCTAATAGTGAATCTCGCAAA
	GpasB^28    CACTTTCCCTCTTTAGTAATTGCAGTCGACTC-CTGATGTGTATCGAAATAAAATTGCAAGTAAGTGGAGAATGAACGGTTGTAGGGATGGAACACGTGCCTAATAGTGAATCTCGCAAA


15 120
	GecuC^1     AAGCAAATTCAAGTCGGCGTACTCGATGATGTCGGAGCAGCTTAGGGGCAGTCGCTGGTCGATAAGCTTTCGAATTGACTTCCTTNAACCCTCTTCTTACTGTCTCACTCACATTGGTTT
	GecuP^4     AAGCAAATTCAAGTCGGCGTACTCGATGATGTCGGAGCAGCTTAGGGGCAGTCGCTGGTCGATAAGCTTTCGAGTTGACTTCCTTCAACCCTCTTCTTACTGTCTCACTCACATTAGTTT
	GecuE^8      AAGCAAATTCAAGTCGGCGTACTCGATGATGTCGGAGCAGCTTAGGGGCAGTCGCTGGTCGATAAGCTTTCGAATTGACTTCCTTCAACCCTCTTCTTACTGTCTCACTCACATTRGTTT
	GlicC^15     AAGCAAATTCAAGTCGGCGTACTCNATGATGTCGGAGCAGCTTAGGGGCAGTCGCTGGTCGATAAGCTTTCGAATTGACTTCCTTCAACCCTCTTCTTACTGTCTCACTCACATTAGTTT
	GlicP^17      AASCAAATTCAAGTCGGCGTACTCGATGATGTCGGAGCAGCTTAGGGGCAGTCGCTGGTCGATAAGCTTTCGAATTGACTTCCTTCAACCCTCTTCTTACTGTCTCRCTCACATTAGTTT
	GlicP^18      AAGCAAATTCAAGTCGGCGTACTCGATGATGTCGGRGCAGCTTAGGGGCAGTCGCTGGTCGATAAGCTTTCGAATTGACTTCCTTCAACCCTCTTCTTACTGTCTCACTCACATTAGTTT
	GlicE^20      AAGCAAATTCAAGTCGGCGTACTCGATGATGTCGGRGCAGCTTAGGGGCAGTCGCTGGTCGATAAGCTTTCGAATTGACTTCCTTCAACCCTCTTCTTACTGTCTCACTCACATTAGTTT
	GlicE^21      AAGCAAATTCAAGTCGGCGTACTCGATGATGTCGGAGCAGCTTAGGGGCAGTCGCTGGTCGATAAGCTTTCGAATTGACTTCCTTCAACCCTCTTCTTACTGTCTCACTCACATTAGTTT
	GlicE^22       AAGCAAATTCAAGTCGGCGYACTCGATGATGTCGGAGCAGCTTAGGGGCAGTCGCTGGTCGATAAGCTTTCGARTTGACTTCCTTCAACCCTCTTCTTACTGTCTCACTCACATTRGTTT
	GlicE^23       AAGCAAATTCAAGTYGGCGTACTCGATGATGTCGGAGCAGCTTAGGGGCAGTCGCTGGTCGATAAGCTTTCGAATTGACTTCCTTCAACCCTCTTCTTACTGTCTCACTCACATTAGTTT
	GlicE^24      AAGCAAATTCAAGTCGGCGTACTCGATGATGTCGGAGCAGCTTAGGGGCAGTCGCTGGTCGATAAGCTTTCGAATTGACTTCCTTCAACCCTCTTCTTACTGTCTCACTCACATTAGTTT
	GlicE^25      AAGCAAATTCAAGTCGGCGTACTCGATGATGTCRGRGCAGCTTAGGGGCAGTCGCTGGTCGATAAGCTTTCGAATTGACTTCCTTCAACCCTCTTCTTACTGTCTCACTCACATTAGTTT
	GmorB^27    AAGCAAATTCAAGTCGGCGTACTCGATGATGTCGGAGCAGCTTAGGGGCAGTCGCTGGTCGATAAGCTTTCGAATTGACTTCCTTCAACCCTCTTCTTACTGTCTCACTCACATTAGTTT
	GpasB^28    AAGCAAATTCAAGTCGGCRTACTCGATGATGTCGGAGCAGCTTAGGGGCAGTCGCTGGTCGATAAGCTTTCGAATTGACTTCCTTCAACCCTCTTCTTACTGTCTCACTCACATTAGTTT
	GpasB^29    AAGCAAATTCAAGTCGGCGTACTCGATGATGTCGGAGCAGCTTA-GGGCAGTCGCTGGTCGATAAGCTTTCGAATTGACTTCCTTCAACCCTCTTCTTACTGTCTCACTCACATTAGTTT


17 120
	GecuC^1     TCTGGAGTCGCTGCATTACCTGGCGTAAAAAAAATGAGAAGTAAATATAATCTGAAAACGCAAGCTAAATTACATTTTGAAAATGTAAARCAGGCAAAGAAAAAACGTARATCTATAAAA
	GecuP^4     TCTGGAGTCGCTGCATTACCTGGCGTAAAAAAAATGAGAAGTAAATATAATCTGAAAACGCAAGCTAAATTACATTTTGAAAATGTAAAGCAGGCAAAGAAAAAACGTAAATCTATAAAA
	GecuP^5     TCTGGAGTCGCTGCATTACCTGGCGTAAAAAAAATGAGAAGTAAATATAATCTGAAAACGCAAGCTAAATTACATTTTGAAAATGTAAAGCAGGCAAAGAAAAAACGTAAATCTATAAAA
	GecuP^6      TCTGGAGTCGCTGCATTACCTGGCGTAAAAAAAATGAGAAGTAAATATAATCTGAAAACGCAAGCTAAATTACATTTTGAAAATGTAAAACAGGCAAAGAAAAAACGTAGATCTATAAAA
	GecuE^8      TCTGGAGTCGCTGCATTACCTGGCGTAAAAAAAATGAGAAGTAAATATAATCTGAAAACGCAAGCTAAATTACATTTTGAAAATGTAAAGCAGGCAAAGAAAAAACGTAAATCTATAAAA
	GecuE^9       TCTGGAGTCGCTGCATTACCTGGCGTAAAAAAAATGAGAAGTAAATATAATCTGAAAACGCAAGCTAAATTACATTTTGAAAATGTAAARCAGGCAAAGAAAAAACGTAAATCTATAAAA
	GecuE^10       TCTGGAGTCGCTGCATTACCTGGCGTAAAAAAAATGAGAAGTAAATATRATCTGAAAACGCAAGCTAAATTACATTTTGAAAATGTAAARCAGGCAAAGAAAAAACGTARATCTATAAAA
	GlicC^15     TCTGGAGTCGCTGCATTACCTGGCGTAAAAAAAATGAGAAGTAAATATAATCTGAAAACGCAAGCTAAATTACATTTTGAAAATGTAAA-CAGGCAAAGAAAAAACGTAAATCTATAAAA
	GlicP^17      TCTGGAGTCGCTGCATTACCTGGCGTAAAAAAAATGAGAAGTAAATATAATCTGAAAACGCAAGCTAAATTACATTTTGAAAATGTAAARCAGGCAAAGAAAAAACGTAAATCTATAAAA
	GlicE^20      TCTGGAGTCGCTGCATTACCTGGCGTAAAAAAAATGAGAAGTAAATATAATCTGAAAACGCAAGCTAAATTACATTTTGAAAATGTAAAGCAGGCAAAGAAAAAACGTAAATCTATAAAA
	GlicE^21      TCTGGAGTCGCTGCATTACCTGGCGTAAAAAAAATGAGAAGTAAATATAATCTGAAAACGCAAGCTAAATTACATTTTGAAAATGTAAAGCAGGCAAAGAAAAAACGTAAATCTATAAAA
	GlicE^22       TCTGGAGTCGCTGCATTACCTGGCGTAAAAAAAATGAGAAGTAAATATAATCTGAAAACGCAAGCTAAATTACATTTTGAAAATGTAAAGCAGGCAAAGAAAAAACGTAAATCTATAAAA
	GlicE^23       TCTGGAGTCGCTGCATTACCTGGCGTAAAAAAAATGAGAAGTAAATATAATCTGAAAACGCAAGCTAAATTACATTTYGAAAATGTAAAGCARGCAAAGAAAAAACGTAAATCTATAAAA
	GlicE^24      TCTGGAGTCGCTGCATTACCTGGCGTAAAAAAAATGAGAAGTAAATATAATCTGAAAACGCAAGCTAAATTACATTTTGAAAATGTAAAGCAGGCAAAGAAAAAACGTAAATCTATAAAA
	GlicE^25      TCTGGAGTCGCTGCATTACCTGGCGTAAAAAAAATGAGAAGTAAATATAATCTGAAAACGCAAGCTAAATTACATTTTGAAAATGTAAAGCAGGCAAAGAAAAAACGTAAATCTATAAAA
	GmorB^27    TCTGGAGTCGCTGCATTACCTGGCGTAAAAAAAATGAGAAGTAAATATAATCTGAAAACGCAAGCTAAATTACATTTTGAAAATGTAAAGCAGGCAAAGAAAAAACGTAAATCTATAAAA
	GpasB^28    TCTGGAGTCGCTGCATTACCTGGCGTAAAAAAAATGAGAAGTAAATATAATCTGAAAACGCAAGCTAAATTACATTTTGAAAATGTAAAGCARGCAAAGAAAAAACGTAAATCTATAAAA


23 120
	GecuC^1     ATGTTTGCTGCCATAGAATAAAAAATCACGTTTTATACCCGATGAACCAACAAAATATCGCGAGYTGGAGAAAAGTTACAGCCGACATAAAGGCAATACTTTATTTTTGAGTACTTGATT
	GecuP^4     ATGTTTGCTGCCATAGAATAAAAAATCACGTTTTATACYCGATGAACCAACAAAATATCGCGAGYTGGAGAAAAGTTACARCCGACATAARGGCAATACTTTATTTTTGAGTACTTGATT
	GecuP^5     ATGTTTGCTGCCATAGAATAAAAAATCACGTTTTATACTCGATGAACCAACAAAATATCGCGAGTTGGAGAAAAGTTACARCCGACATAAGGGCAATACTTTATTTTTGAGTACTTGATT
	GecuP^6      ATGTTTGCTGCCATAGAATAAAAAATCACGTTTTATACYCGATGAACCAACAAAATATCGCGAGTTGGAGAAAAGTTACAGCCGACATAARGGCAATACTTTATTTTTGAGTACTTGATT
	GecuP^7      ATGTTTGCTGCCATAGAATAAAAAATCACGTTTTATACTCGATGAACCAACAAAATATCGCGAGTTGGAGAAAAGTTACAACCGACATAARGGCAATACTTTATTTTTGAGTACTTGATT
	GecuE^8      ATGTTTGCTGCCATAGAATAAAAAATCACGTTTTATACTCGATGAACCAACAAAATATCGCGAGTTGGAGAAAAGTTACAACCGACATAAGGGCAATACTTTATTTTTGAGTACTTGATT
	GecuE^9       ATGTTTGCTGCCATAGAATAAAAAATCACGTTTTATACYCGATGAACCAACAAAATATCGCGAGTTGGAGAAAAGTTACAGCCGACATAARGGCAATACTTTATTTTTGAGTACTTGATT
	GecuE^10       ATGTTTGCTGCCATAGAATAAAAAATCACGTTTTATACCCGATGAACCAACAAAATATCGCGAGCTGGAGAAAAGTTACAGCCGACATAAAGGCAATACTTTATTTTTGAGTACTTGATT
	GecuE^11       ATGTTTGCTGCCATAGAATAAAAAATCACGTTTTATACYCGATGAACCAACAAAATATCGCGAGTTGGAGAAAAGTTACARCCGACATAAAGGCAATACTTTATTTTTGAGTACTTGATT
	GecuE^12      ATGTTTGCTGCCATAGAATAAAAAATCACGTTTTATACTCGATGAACCAACAAAATATCGCGAGTTGGAGAAAAGTTACAACCGACATAAAGGCAATACTTTATTTTTGAGTACTTGATT
	GlicC^15     ATGTTTGCTGCCATAGAATAAAAAATCACGTTTTATACYCGATGAACCAACAAAATATCGCGAGTTGGAGAAAAGTTACARCCGACATAARGGCAATACTTTATTTTTGAGTACTTGATT
	GlicP^17      ATGTTTGCTGCCATAGAATAAAAAATCACGTTTTATACNCGATGAACCAACAAAATATCGCGAGTTGGAGAAAAGTTACANCCGACATAANGGCAATACTTTATTTTTGAGTACTTGATT
	GlicP^18      ATGTTTGCTGCCATAGAATAAAAAATCACGTTTTATACNCGATGAACCAACAAAATATCGCGAGTTGGAGAAAAGTTACANCCGACATAANGGCAATACTTTATTTTTGAGTACTTGATT
	GlicE^20      ATGTTTGCTGCCATAGAATAAAAAATCACGTTTTATACNCGATGAACCAACAAAATATCGCGAGTTGGAGAAAAGTTACANCCGACATAANGGCAATACTTTATTTTTGAGTACTTGATT
	GlicE^21      ATGTTTGCTGCCATAGAATAAAAAATCACGTTTTATACTCGATGAACCAACAAAATATCGCGAGTTGGAGAAAAGTTACAACCGACATAAGGGCAATACTTTATTTTTGAGTACTTGATT
	GlicE^22      ATGTTTGCTGCCATAGAATAAAAAATCACGTTTTATACTCGATGAACCAACAAAATATCGCGAGTTGGAGAAAAGTTACAACCGACATAAGGGCAATACTTTATTTTTGARTACTTGATT
	GlicE^23       ATGTTTGCTGCCATAGAATAAAAAATCACGTTTTATACYCGATGAACCAACAAAATATCGCGAGTTGGAGAAAAGTTACARCCGACATAARGGCAATACTTTATTTTTGAGTACTTGATT
	GlicE^24       ATGTTTGCTGCCATAGAATAAAAAATCACGTTTTATACYCGATGAACCAACAAAATATCGCGAGTTGGAGAAAAGTTACARCCGACATAARGGCAATACTTTATTTTTGAGTACTTGATT
	GlicE^25      ATGTTTGCTGCCATAGAATAAAAAATCACGTTTTATACCCGATGAACCAACAAAATATCGCGAGTTGGAGAAAAGTTACAGCCGACATAAAGGCAATACTTTATTTTTGAGTACTTGATT
	GlicE^26      ATGTTTGCTGCCATAGAATAAAAAATCACGTTTTATACYCGATGAACCAACAAAATATCGCGAGTTGGAGAAAAGTTACARCCGACATAARGGCAATACTTTATTTTTGAGTACTTGATT
	GmorB^27    ATGTTTGCTGCCATAGAATAAAAAATCACGTTTTATACYCGATGAACCAACAAAATATCGCGAGTTGGAGAAAAGTTACARCCGACATAARGGCAATACTTTATTTTTGAGTACTTGATT
	GpasB^28    ATGTTTGCTGCCATAGAATAAAAAATCACGTTTTATACCCGATGAACCAACAAAATATCGCGAGTTGGAGAAAAGTTACAGCCGACATAAAGGCAATACTTTATTTTTGAGTACTTGATT
	GpasB^29    ATGTTTGCTGCCATAGAATAAAAAATCACGTTTTATACCCGATGAACCAACAAAATATCGCGAGTTGGAGAAAAGTTACAGCCGACATAAAGGCAATACTTTATTTTTGAGTACTTGATT


17 120
	GecuC^1     ATTACTCCACTCTGACCTCGTTTCTGACCTGTTGAAAACCATGTGATTGATGACTTTATAATTATTTTAGCTGTTATGGCATATAACGCCGTAATCTTCTTGCGCAATCTTCAAYTGAGT
	GecuP^4     ATTACTCCACTCTGACCTCGTTTCTGACCTGTTGAAAACCATGTGATTGATGACTTTATAATTATTTTAGCTGTTATGGCATATAACGCCGTAATCTTCTTGCGCAATCTTCAACTGAGT
	GecuP^5      ATTACTCCACTCTGACCTCGTTTCTGACCTGTTGAAAACCATGTGATTGATGACTTTATAATTATTTTAGCTGTTATGGCATATAACGCCGTAATCTTCTTGCGCAATCTTCAACTGART
	GecuE^8      ATTACTCCACTCTGACCTCGTTTCTGACCTGTTGAAAACCATGTGATTGATGACTTTATAATTATTTTAGCTGTTATGGCATATAACGCCGTAATCWTCTTGCGCAATCTTCAACTGART
	GecuE^9       ATTACTCCACTCTGACCTCGTTTCTGACCTGTTGAAAACCATGTGATTGATGACTTTATAATTATTTTAGCTGTTATGGCATATAACGCCGTAATCTTCTTGCGCAATCTTCAACTGAGT
	GecuE^10       ATTACTCCACTCTGACCTCGTTTCTGACCTGTTGAAAACCATGTGATTGATGACTTTATAATTATTTTAGCTGYTATGGCATATAACGCCGTAATCTTCTTGCGCAATCTTCAAYTGART
	GecuE^11      ATTACTCCACTCTGACCTCGTTTCTGACCTGTTGAAAACCATGTGATTGATGACTTTATAATTATTTTAGCTGTTATGGCATATAACGCCGTAATCTTCTTGCGCAATCTTCAACTGANT
	GlicC^15     ATTACTCCACTCTGACCTCGTTTCTGACCTGTTGAAAACCATGTGATTGATGACTTTATAATTATTTTAGCTGTTATGGCATATAACGCCGTAATCTTCTTGCGCAATCTTCAACTGART
	GlicP^17      ATTACTCCACTCTGACCTCGTTTCTGACCTGTTGAAAACCATGTGATTGATGACTTTATAATTATTTTAGCTGTTATGGCATATAACGCCGTAATCTTCTTGCGCAATCTTCAACTGAGT
	GlicE^20      ATTACTCCACTCTGACCTCGTTTCTGACCTGTTGAAAACCATGTGATTGATGACTTTATAATTATTTTAGCTGTTATGGCATATAACGCCGTAATCTTCTTGCGCAATCTTCAACTGART
	GlicE^21      ATTACTCCACTCTGACCTCGTTTCTGACCTGTTGAAAACCATGTGATTGATGACTTTATAATTATTTTAGCTGTTATGGCATATAACGCCGTAATCTTCTTGCGCAATCTTCAACTGART
	GlicE^22       ATTACTCCACTCTGACCTCGTTTCTGACCTGTTGAAAACCATGTGATTGATGACTTTATAATTATTTTAGCTGTTATGGCATATAACGCCGTAATCTTCTTGCGCAATCTTCAACTGART
	GlicE^23       ATTACTCCACTCTGACCTCGTTTCTGACCTGTTGAAAACCATGTGATTGATGACTTTATAATTATTTTAGCTGTTATGGCATATAACGCCGTAATCTTCTTGCGCAATCTTCAACTGART
	GlicE^24      ATTACTCCACTCTGACCTCGTTTCTGACCTGTTGAAAACCATGTGATTGATGACTTTATAATTATTTTAGCTGTTATGGCATATAACGCCGTAATCTTCTTGCGCAATCTTCAACTGAGT
	GlicE^25      ATTACTCCACTCTGACCTCGTTTCTGACCTGTTGAAAACCATGTGATTGATGACTTTATAATTATTTTAGCTGTTATGGCATATAACGCCGTAATCTTCTTGCGCAATCTTCAACTGART
	GmorB^27    NTTACTCCACTCTGACCTCGTTTCTGACCTGTTGAAAACCATGTGATTGATGACTTTATAATTATTTTAGCTGTTATGGCATATAACGCCGTAATCTTCTTGCGCAATCTTCAANTGAGT
	GpasB^28    ATTACTCCACTCTGACCTCGTTTCTGACCTGTTGAAAACCATGTGATTGATGACTTTATAATTATTTTAGCTGTTATGGCATATAACGCCGTAATCTTCTTGCGCAATCTTCAACTGANT


19 120
	GecuC^1     TCTTTGAGCCGCGTTATTCGTTTGAGGCGCAAACAAAGCGAAGAATGCCAACAACCCTTACTGGAAATATTTCAACATCTCATGTCAGAGATTGCTTTGTCATTGGTTTGAATTGATGAG
	GecuP^4     TCTTTGAGCCGCGTTATTCGTTTGAGGCGCAAACAAAGCGAAGAATGCCAACAACCYTTACTGGAAATATTTCAACATCTCATGTCAGAGATTGCTTTGTCATTGGTTTGAATTGATGAG
	GecuP^5     TCTTTGAGCCGCGTTATTCGTTTGAGGCGCAAACAAAGCGAAGAATGCCAACAACCCTTACTGGAAATATTTCAACATCTCATGTCAGAGATTGCTTTGTCATTGGTTTGAATTGATGAR
	GecuP^6      TCTTTGAGCCGCGTTATTCGTTTGAGGCGCAAACAAAGCGAAGAATGCCAACAACCCTTACTGGAAATATTTCAACATCTCATGTCAGAGATTGCTTTGTCATTGGTTTGAATTGATGAG
	GecuP^7      TCTTTGAGCCGCGTTATTCGTTTGAGGCGCAAACAAAGCGAAGAATGCCAACAACCCTTACTGGAAATATTTCAACATCTCATGTCAGNGATTGCTTTGTCATTGGTTTGAATTGATGAG
	GecuE^8      TCTTTGAGCCGCGTTATTCGTTTGAGGCGCAAACAAAGCGAAGAATGCCAACAACCCTTACTGGAAATATTTCAACATCTCATGTCAGAGATTGCTTTGTCATTGGTTTGAATTGATGAG
	GecuE^9       TCTTTGAGCCGCGTTATTCGTTTGAGGCGCAAACAAAGCGAAGAATGCCAACAACCCTTACTGGAAATATTTCAACATCTCATGTCAGAGATTGCTTTGTCATTGGTTTGAATTGATGAG
	GecuE^10       TCTTTGAGCCGCGTTATTCGTTTGAGGCGCAAACAAAGCGAAGAATGCCAACAACCCTTACTGGAAATATTTCAACATCTCATGTCAGAGATTGCTTTGTCATTGGTTTGAATTGATGAG
	GecuE^11      TCTTTGAGCCGCGTTATTCGTTTGAGGCGCAAACAAAGCGAAGAATGCCAACAACCCTTACTGGAAATATTTCAACATCTYATGTCAGAGATTGCTTTGTCATTGGTTTGAATTGATGAG
	GlicC^15     TCTTTGAGCCGCGTTATTCGTTTGAGGCGCAAACAAAGCGAAGAATGCCAACAACCCTTACTGGAAATATTTCAACATCTCATGTCAGAGATTGCTTTGTCATTGGTTTGAATTGATGAG
	GlicP^17      TCTTTGAGCCGCGTTATTCGTTTGAGGCGCAAACAAAGCGAAGAATGCCAACAACCCTTACTGGAAATATTTCAACATCTCATGTCAGAGATTGCTTTGTCATTGGTTYGAATTGATGAG
	GlicE^20      TCTTTGAGCCGCGTTATTCGTTTGAGGCGCAAACAAAGCGAAGAATGCCAACAACCCTTACTGGAAATATTTCAACATCTCATGTCAGAGATTGCTTTGTCATTGGTTTGAATTGATGAG
	GlicE^21      TCTTTGAGCCGCGTTATTCGTTTGAGGCGCAAACAAAGCGAAGAATGCCAACAACCCTTACTGGAAATATTTCAACATCTCATGTCAGAGATTGCTTTGTCATTGGTTTGAATTGATGAG
	GlicE^22       TCTTTGAGCCGCGTTATTCGTTTGAGGCGCAAACAAAGCGAAGAATGCCAACAACCCTTACTGGAAATATTTCAACATCTCATGTCAGAGATTGCTTTGTCATTGGTTTGAATTGATGAG
	GlicE^23       TCTTTGAGCCGCGTTATTCGTTTGAGGCGCAAACAAAGCGAAGAATGCCAACAACCCTTACTGGAAATATTTCAACATCTCATGTCAGAGATTGCTTTGTCATTGGTTTGAATTGATGAG
	GlicE^24      TCTTTGAGCCGCGTTATTCGTTTGAGGCGCAAACAAAGCGAAGAATGCCAACAACCCTTACTGGAAATATTTCAACATCTCATGTCAGAGATTGCTTTGTCATTGGTTTGAATTGATGAG
	GlicE^25      TCTTTGAGCCGCGTTATTCGTTTGAGGCGCAAACAAAGCGAAGAATGCCAACAACCCTTACTGGAAATATTTCAACATCTCATGTCAGAGATTGCTTTGTCATTGGTTTGAATTGATGAG
	GmorB^27    TCTTTGAGCCGCGTTATTCGTTTGAGGCGCAAACAAAGCGAAGAATGCCAACAAMCCTTACTGGAAATATTTCAACATCTCATGTCAGAGATTGCTTTGTCATTGGTTTGAATTGATGAG
	GpasB^28    TCTTTGAGCCGCGTTATTCGTTTGAGGCGCAAACAAAGCGAAGAATGCCAACAACCCTTACTGGAAATATTTCAACATCTCATGTCAGAGATTGCTTTGTCATTGGTTTGAATTGATGAG


20 120
	GecuC^1     GGGAGAATACTTGTTTCAGAAATGTTAGATTTCACTGCTAATTCCTTCTCTTTCAAACGGCGATGTGCTAATACCATTTCTTCAATAATTGAAATRTTTTGAGGCGTTATCAGTTCAATT
	GecuP^4     GGGCGAATACTTGTTTCAGAAATGTTAGATTTCACTGCTRATTCCTTCTCTTTCAAACGGCGATGTGCTAATACCATTTCTTCAATAATTGAAATGTTTTGAGGCGTTATCAGTTCAATT
	GecuP^5     GGGCGAATACTTGTTTCAGAAATGTTAGATTTCAYTGCTAATTCSTTCTCTTTCAAACGGCGATGTGCTAATACCATTTCTTCAATAATTGAAATGTTTTGAGGCGTTATCAGTTCAATT
	GecuP^6      GGG-GAATACTTGTTTCAGAAATGTTAGATTTCACTGCTNATTCCTNNTCTTTCAAACGGCGATGTGCTAATACCATTTCTTCAATAATTGAAAT-TTTTGAGGCGTTATCAGTTCAATT
	GecuP^7      GGGCGAATACTTGTTTCAGAAATGTTAGATTTCACTGCTGATTCCGTCTCTTTCAAACGGCGATGTGCTAATACCATTTCTTCAATAATTGAAATGTGTTGAGGCGTTATCAGTTCAATT
	GecuE^8      GGGMGAATACTTGTTTCAGAAATGTTAGATTTCACTGCTAATTCCTTCTCTTTCAAACGGCGATGTGCTAATACCATTTCTTCAATAATTGAAATRTTTTGAGGCGTTATCAGTTCAATT
	GecuE^9       GGG-GAATACTTGTTTCAGAAATGTTAGATTTCACTGCTNATTCCNTCTCTTTCAAACGGCGATGTGCTAATACCATTTCTTCAATAATTGAAATGTKTTGAGGCGTTATCAGTTCAATT
	GecuE^10       GGGAGAATACTTGTTTCAGAAATGTTAGATTTCACTGCTAATTCCTTCTCTTTCAAACGGCGATGTGCTAATACCATTTCTTCAATAATTGAAATRTTTTGAGGCGTTATCAGTTCAATT
	GecuE^11       GGGAGAATACTTGTTTCAGAAATGTTAGATTTCACTGCTAATTCCTTCTCTTTCAAACGGCGATGTGCTAATACCATTTCTTCAATAATTGAAATRTTTTGAGGCGTTATCAGTTCAATT
	GecuE^12      GGGCGAATACTTGTTTCAGAAATGTTAGATTTCACTGCTRATTCCTTCTCTTTCAAACGGCGATGTGCTAATACCATTTCTTCAATAATTGAAATGTTTTGAGGCGTTATCAGTTCAATT
	GlicC^15     GGGAGAATACTTGTTTCAGAAATGTTAGATTTCACTGCTAATTCCTTCTCTTTCAAACGGCGATGTGCTAATACCATTTCTTCAATAATTGAAATGTTTTGAGGCGTTATCAGTTCAATT
	GlicP^17      GGG-GAATACTTGTTTCAGAAATGTTAGATTTCACTGCTAATTCCTTCTCTTTCAAACGGCGATGTGCTAATACCATTTCTTCAATAATTGAAATGTTTTGAGGCGTTATCAGTTCAATT
	GlicE^20      GGGAGAATACTTGTTTCAGAAATGTTAGATTTCACTGCTAATTCCTTCTCTTTCAAACGGCGATGTGCTAATACCATTTCTTCAATAATTGAAATGTTTTGAGGCGTTATCAGTTCAATT
	GlicE^21      GGGCGAATACTTGTTTCAGAAATGTTAGATTTCACTGCTRATTCCTTCTCTTTCAAACGGCGATGTGCTAATACCATTTCTTCAATAATTGAAATGTTTTGAGGCGTTATCAGTTCAATT
	GlicE^22       GGRAGAATACTTGTTTCAGAAATGTTAGATTTCACTGCTAATTCCTTCTCTTTCAAACGGCGATGTGCTAATACCATTTCTTCAATAATTGAAATGTTTTGAGGCGTTATCAGTTCAATT
	GlicE^23       GGGMGAATACTTGTTTCAGAAATGTTAGATTTCACTGCTAATTCCTTCTCTTTCAAACGGCGATGTGCTAATACCATTTCTTCAATAATTGAAATGTTTTGAGGCGTTATCAGTTCAATT
	GlicE^24      GGG-GAATACTTGTTTCAGAAATGTTAGATTTCACTGCTNATTCCTTCTCTTTCAAACGGCGATGTGCTAATACCATTTCTTCAATAATTGAAATGTTTTGNGGCGTTATCAGTTCAATT
	GlicE^25      GGGMGAATACTTGTTTCAGAAATGTTAKATTTCACTGCTAATTCCTTCTCTTTCAAACGGCGATGTGCTAATACCATTTCTTCAATAATTGAAATGTTTTGAGGCGTTATCAGTTCAATT
	GmorB^27    GGGAGAATACTTGTTTCAGAAATGTTAGATTTCACTGCTAATTCCTTCTCTTTCAAACGGCGATGTGCTAATACCATTTCTTCAATAATTGAAATGTTTTGAGGCGTTATCAGTTCAATT
	GpasB^28    GGGAGAATACTTGTTTCAGAAATGTTAGATTTCACTGCTAATTCCTTCTCTTTCAAACGGCGATGTGCTAATACCATTTCTTCAATAATTGAAATATTTTGAGGCGTTATCAGTTCAATT


18 120
	GecuC^1     CGAAAACATCAAAATGGCGTGGTTTCCTATGAAATTAGATTTCGGGCGCAGCAGAGAGCTTCGTCGTTAGCGAATTACCTTTTTTTGGTAAGCGAATGTTCTAATATTATCCCGCGTACA
	GecuP^4     CGAAAACATCAAAATGGCGTGGTTTCCTATGAAATTAGATTTCGGGCGCAGCAGAGAGCTTCGTCGTTAGCGAATTACCTTTTTTTGGTAAGCGAATGTTCTAATATTATCCCGCGTACA
	GecuP^5      CGAAAACATCAANATGGCGTGGTTTCCTATGAAATTAGATTTCGGGCGCAGCAGAGAGCTTCGTCGTTAGCGAATTACCTTTTTTTGGTAAGCGAATGTTCTAATATTATCCCGCGTACA
	GecuE^8      CGAAAACATCAAAATGGCGTGGTTTCCTATGAAATTAGATTTCGGGCGCAGCAGAGAGCTTCGTCGTTAGCGAATTACCTTTTTTTGGTAAGCGAATGTTCTAATATTATCCCGCGTACA
	GecuE^9       CGAAAACATCAAAATGGCGTGGTTTCCTATGAAATTAGATTTCGGGCGCAGCAGAGAGCTTCGTCGTTAGCGAATTACCTTTTTTTGGTAAGCGAATGTTCTAATATTATCCCGCGTACA
	GecuE^10       CGAAAACATCAAAATGGCGTGGTTTCCTATGAAATTAGATTTCGGGCGCAGCAGAGAGCTTCGTCGTTAGCGAATTACCTTTTTTTGGTAAGCGAATGTTCTAATATTATCCCGCGTACA
	GlicC^15     CGAAAACATCAAAATGGCGTGGTTTCCTATGAAATTAGATTTCGGGCGCAGCAGAGAGCTTCGTCGTTAGCGAATTACCTTTTTTTGGTAAGCGAATGTTCTAATATTATCCCGCGTACA
	GlicC^16     CGAAAACATCAAAATGGCGTGGTTTCCTATGAAATTAGATTTCGGGCGCAGCAGAGAGCTTCGTCGTTANCGAATTACCTTTTTTTGGTAAGNGAATGTTCTAATATTATCCCGCGTACA
	GlicP^17      CGAAAACATCAAAATGGCGTGGTTTCCTATGAAATTAGATTTCGGGCGCAGCAGAGAGCTTCGTCGTTAGCGAATTACCTTTTTTTGGTAAGCGAATGTTCTAATATTATCCCGCGTACA
	GlicE^20      CGAAAACATCAAAATGGCGTGGTTTCCTATGAAATTAGATTTCGGGCGCAGCAGAGAGCTTCGTCGTTAGCGAATTACCTTTTTTTGGTAAGCGAATGTTCTAATATTATCCCGCGTACA
	GlicE^21      CGAAAACATCAAAATGGCGTGGTTTCCTATGAAATTAGATTTCGGGCGCAGCAGAGAGCTTCGTCGTTAGCGAATTACCTTTTTTTGGTAAGCGAATGTTCTAATATTATCCCGCGTACA
	GlicE^22       CGAAAACATCAAAATGGYGTGGTTTCCTATGAAATTAGATTTCGGGCGCAGCAGAGAGCTTCGTCGTTAGCGAATTACCTTTTTTTGGTAAGCGAATGTTCTAATATTATCCCGCGTACA
	GlicE^23       CGAAAACATCAAAATGGCGTGGTTTCCTATGAAATTAGATTTCGGGCGCAGCAGAGAGCTTCGTCGTTAGCGAATTACCTTTTTTTGGTAAGCGAATGTTCTAATATTATCCCGCGTACA
	GlicE^24      CGAAAACATCAAAATGGCGTGGTTTCCTATGAAATTAGATTTCGGGCGCAGCAGAGAGCTTCGTCGTTAGCGAATTACCTTTTTTTGGTAAGCGAATGTTCTAATATTATCCCGCGTACA
	GlicE^25      CGAAAACATCAAAATGGYGTGGTTTCCTATGAAATTAGATTTCGGGCGCAGCAGAGAGCTTCGTCGTTAGCGAATTACCTTTTTTTGGTAAGCGAATGTTCTAATATTATCCCGCGTACA
	GmorB^27    CGAAAACATCAAAATGGCGTGGTTTCCTATGAAATTAGATTTCGGGCGCAGCAGAGAGCTTCGTCGTTAGCGAATTACCGTTTTTTGGTAAGCGAATGTTCTAATATTATCCCGCGTACA
	GpasB^28    CGAAAACATCAAAATGGCGTGGTTTCCTATGAAATTAGATTTCGGGCGCAGCAGAGAGCTTCGTCGTTAGCGAATTACCTTTTTTTGGTAAGCGAATGTTCTAATATTATCCCGCGTACA
	GpasB^29    CGAAAACATCAAAATGGCGTGGTTTCCTATGAAATTAGATTTCGGGCGCAGCAGAGAGCTTCGTCGTTAGCGAATTACCTTTTTTTGGTAAGCGAATGTTCTAATATTATCCCGCGTACA


18 120
	GecuC^1     GTCCAAACGACCTCCAAATTACCAAAATTATCCTAGAATAAACCATTCTACAGATAGTGCTAACATTTTACATATATTMCGGTGATGCTCAAGTTCAACGTAATAAAAAAATCCTTTTTT
	GecuP^4     GTCCAAACGACCTCCAAATTACCAAAATTATCCTAGAATAAACCATTCTACAGATAGTGCTAACATTTTACATATAYTMCGGTGATGCTCAAGTTCAACGTAATAAAAAAATCCTTTTTT
	GecuP^5      GTCCAAACGACCTCCAAATTACCAAAATTATCCTAGAATAAACCATTCTACAGATAGTGCTAACATTTTACATATATTCCGGTGATGCTCAAGTTCAACGTAATAAAAAAATCCTTTTTT
	GecuE^8      GTCCAAACGACCTCCAAATTACCAAAATTATCCTAGAATAAACCATTCTACAGATAGTGCTAACATTTTACATATATTNCGGTGATGCTCAAGTTCAACGTAATAAAAAAATCCTTTTTT
	GecuE^9       GTCCAAACGACCTCCAAATTACCAAAATTATCCTAGAATAAACCATTCTACAGATAGTGCTAACATTTTACATATATTNCGGTGATGCTCAAGTTCAACGTAATAAAAAAATCCTTTTTT
	GecuE^10       GTCCAAACGACCTCCAAATTACCAAAATTATCCTAGAATAAACCATTCTACAGATAGTGCTAACATTTTACATATATTMCGGTGATGCTCAAGTTCAACGTAATAAAAAAATCCTTTTTT
	GecuE^11      GTCCAAACGACCTCCAAATTACCAAAATTATCCTAGAATAAACCATTCTACAGATAGTGCTAACATTTTACATATATTACGGTGATGCTCAAGTTCAACGTAATAAAAAAATCCTTTTTT
	GlicC^15     GTCCAAACRACCTCCAAATTACCAAAATTATCCTAGAATAAACCATTCTACAGATAGTGCTAACATTTTACATATATTCCGGTGATGCTCAAGTTCAACGTAATAAAAAAATCCTTTTTT
	GlicP^17      GTCCAAACRACCTCCAAATTACCAAAATTATCCTAGAATAAACCATTCTACAGATAGTGCTAACATTTTACATATATTCCGGTGATGCTCAAGTTCAACGTAATAAAAAAATCCTTTTTT
	GlicE^20      GTCCAARCGACCTCCAAATTACCAAAATTATCCTAGAATAAACCATTCTACAGATAGTGCTAACATTTTACATATATTCCGGTGATGCTCAAGTTCAACGTAATAAAAAAATCCTTTTTT
	GlicE^21      GTCCAAACGACCTCCAAATTACCAAAATTATCCTAGAATAAACCATTCTACAGATAGTGCTAACATTTTACATATATTMCGGTGATGCTCAAGTTCAACGTAATAAAAAAATCCTTTTTT
	GlicE^22       GTCCAAACRACCTCCAAATTACCAAAATTATCCTAGAATAAACCATTCTACAGATAGTGCTAACATTTTACATATATTCCGGTGATGCTCAAGTTCAACGTAATAAAAAAATCCTTTTTT
	GlicE^23       GTCCAAACGACCTCCAAATTACCAAAATTATCCTAGAATAAACCATCCTACAGATAGTGCTAACATTTTACATATATTCCGGTGATGCTCAAGTTCAACGTAATAAAAAAATCCTTTTTT
	GlicE^24      GTCCAAACGACCTCCAAATTACCAAAATTATCCTAGAATAAACCATYCTACAGATAGTGCTAACATTTTACATATATTMCGGTGATGCTCAAGTTCAACGTAATAAAAAAATCCTTTTTT
	GlicE^25      GTCCAAACAACCTCCAAATTACCAAAATTATCCTAGAATAAACCATTCTACAGATAGTGCTAACATTTTACATATATTCCGGTGATGCTCAAGTTCAACGTAATAAAAAAATCCTTTTTT
	GmorB^27    GTCCAAACGACCTCCAAATTACCAAAATTATCCTAGAATAAACCATTCTACAGATAGTGCTAACATTTTACATATATTCCGGTGATGCTCAAGTTCAACGTAATAAAAAAATCCTTTTTT
	GpasB^28    GTCCAAACGACCTCCAAATTACCAAAATTATCCTAGAATAAACCATTCTACAGATAGTGCTAACATTTTACATATATTCCGGTGATACTCAAGTTCAACGTAATAAAAAAATCCTTTTTT
	GpasB^29    GTCCAAACGACCTCCAAATTACCAAAATTATCCTAGAATAAACCATTCTACAGATAGTGCTAACATTTTACATATATTCCGGTGATACTCAAGTTCAACGTAATAAAAAAATCCTTTTTT


21 120
	GecuC^1     TGCATTCTTTTCATTTCTCTCTAATCGAATATGTGATGCATTTAGATTCCACGTGTAAGTTTCCAATACTGGTTTGCGAACATTTCAGACAGTTTGTACAATTACATTTAGGATTTGAGA
	GecuP^4     TGCATTCTTTTCATTTCTCTCTAATCGAATATGTGATGCATTTAGATTCCACGTGTAAGTTTCCAATACTGGTTTGCGAACATTTCAGACAGTTTGTACAATTACATTTAGGATTTGAGA
	GecuP^5     TGCATTCTTTTCATTTCTCTCTTATCGAATATGTGATGCATTTAGATTCCACGTGTAAGTTTCCAATACTGGTTTGCGAACATTTCAGACAGTTTGTACAATTACATTTAGGATTTGAGA
	GecuP^6      TGCATTCTTTTCATTTCTCTCTAATCGAATATGTGATGCATTTAGATTCCACGTGTAAGTTTCCAATACTGGTTTGCGAACATTTCAGACAGTTTGTACAATTACATTTAGGATTTGAGA
	GecuP^7      TGCATTCTTTTCATTTCTCTCTAATCGAATATGTGATGCATTTAGATTCCACGTGTAAGTTTCCAATACTGGTTTGCAAACATTTCAGACAGTTTGTACAATTACATTTAGGATTTGAGA
	GecuE^8      TGCATTCTTTTCATTTCTCTCTAATCGAATATGTGATGCATTTAGATTCCACGTGTAAGTTTCSAATACTGGTTTGCGAACATTTCAGACAGTTTGTACAATTACATTTAGGATTTGAGA
	GecuE^9       TGCATTCTTTTCATTTCTCTCTAATCGAATATGTGATGCATTTAGATTCCACGTGTAAGTTTCGAATACTGGTTTGCGAACATTTCAGACAGTTTGTACAATTACATTTAGGATTTGAGA
	GecuE^10       TGCATTCTTTTCATTTCTCTCTAATCGAATATGTGATGCATTTAGATTCCACGTGTAAGTTTCCAATACTGGTTTGCGAACATTTCAGACAGTTTGTACAATTACATTTAGGRTTTGAGA
	GecuE^11      TGCATTCTTTTCATTTCTCTCTAATCGAATATGTGATGCATTTAGATTCCACGTGTAAGTTTCCAATACTGGTTTGCGAACATTTCAGACAGTTTGTACAATTACATTTAGGATTTGAGA
	GlicC^15     TGCATTCTTTTCATTTCTCTCTAATCGAATATGTGATGCATTTAGATTCCACGTGTAAGTTTCCAATACTGGTTTGCGAACATTTCAGACAGTTTGTACAATTACATTTAGGATTTGAGA
	GlicC^16     TGCATTCTTTTCATTTCTCTCTAATCGAATATGTGATGCATTTAGATTCCACGTGTAAGTTTCCAATACTNGTTTGCGAACATTTCAGACAGTTTGTACAATTACATTTAGGATTTGAGA
	GlicP^17      TGCATTCTTTTCATTTCTCTCTAATCGAATATGTGATGCATTTAGATTCCACGTGTAAGTTTCNAATACTGGTTTGCGAACATTTCAGACAGTTTGTACAATTACATTTAGGATTTGAGA
	GlicE^20      TGCATTCTTTTCATTTCTCTCTAATCGAATATGTGATGCATTTAGATTCCACGTGTAAGTTTCCAATRCTGGTYTGCGAACATTTCAGACAGTTTGTACAATTACATTTAGGATTTGAGA
	GlicE^21      TGCATTCTTTTCATTTCTCTCTAATCGAATATGTGATGCATTTAGATTCCACGTGTAAGTTTCCAATACTGGTTTGCGAACATTTCAGACAGTTTGTACAATTACATTTAGGATTTGAGA
	GlicE^22       TGCATTCTTTTCATTTCTCTCTAATCGAATATGTGATGCATTTAGATTCCACGTGTAAGTTTCCAATACTGGTTTGCGAACATTTCAGACAGTTTGTACAATTACATTTAGGATTTGAGA
	GlicE^23       TGCATTCTTTTCATTTCTCTCTAATCGAATATGTGATGCATTTAGATTCCACGTGTAAGTTTCCAATRCTGGTTTGCGAACATTTCAGACAGTTTGTACAATTACATTTAGGATTTGAGA
	GlicE^24      TGCATTCTTTTCATTTCTCTCTAATCGAATATGTGATGCATTTAGATTCCACGTGTAAGTTTCCAATACTGGTTTGCGAACATTTCAGACAGTTTGTACAATTACATTTAGGATTTGAGA
	GlicE^25      TGCATTCTTTTCATTTCTCTCTAATCGAATATGTGATGCATTTAGATTCCACGTGTAAGTTTCCAATACTGGTTTGCGAACATTTCAGACAGTTTGTACAATTACATTTAGGATTTGAGA
	GmorB^27    TGCATTCTTTTCATTTCTCTCTAATCGAATATGTGATGCATTTAGATTCCACGTGTAAGTTTCCAATACTGGTTTGCGAACATTTCAGACAGTTTGTACAATTACATTTAGGATTTGAGA
	GpasB^28    TGCATTCTTTTCATTTCTCTCTAATCGAATATGTGATGCATTTAGATTCCACGTGTAAGTTTCCAATACTGGTTTGCGAACATTTCAGACAGTTTGTACAATTACATTTAGGATTTGAGA
	GpasB^29    TGCATTCTTTTCATTTCTCTCTAATCGAATATGTGATGCATTTAGATTCCACGTGTAAGTTTCCAATACTGGTTTGCGAACATTTCAGACAGTTTGTACAATTACATTTAGGATTTGAGA


17 120
	GecuC^1     TACTTTATATGGACAAAATTTATACTTTACTATACTACTAATAGTTGACTAACTACTATTATGAAGAAATATAACAAACAATAAACATTGGCAACACGTAAACAAGAAAAAACACGATAA
	GecuP^4     TACTTTATATGGACAAAATTTMTACTTTACTATACTACTAATAGTTGACTAACTACTATTATGAAGAAATATAACAAACAATAAACATTGGCAACACGTAAACAAGAAAAAACACGATAA
	GecuP^5      TACTTTATATGGACAAAATTTMTACTTTACYATACTACTAATAGTTGACTAAYTACTATTATGAAGAAATATAACAAACAATAAACATTGGCAACACGTAAACAAGAAAAAACACGATAA
	GecuE^8      TACTTTATATGGACAAAATTTATACTTTACYATACTACTAATAGTTSACTAAYTACTATTATGAAGAAATATAACAAACAATAAACATTGGCAACACGTAAACAAGAAAAAACACGATAA
	GecuE^9       TACTTTATATGGACAAAATTTATACTTTACYATACTACTAATAGTTGACTAAYTACTATTATGAARAAATATAACAAACAATAAACATTGGCAACACGTAAACAAGAAAAAACACGATAA
	GecuE^10       TACTTTATATGGACAAAATTTATACTTTACTATACTACTAATAGTTGACTAACTACTATTATGAARAAATATAACAAACAATAAACATTGGCAACACGTAAACAAGAAAAAACACGATAA
	GecuE^11      TACTTTATATGGACAAAATTTMTACTTTACTATACTACTAATAGTTGACTAACTACTATTATGAAGAAATATAACAAACAATAAACATTGGCAACACGTAAACAAGAAAAAACACGATAA
	GlicC^15     TACATTATATKGACAAAATTTATACTTTACTATACTACTAATAGTTGACTAACTACTATTATGAAGAAATATAACAAACAATAAACATTGGCAACACGTAAACAAGAAAAAACACGATAA
	GlicP^17      TACTTTATATGGACAAAATTTCTACTTTACTATACTACTAATAGTTGACTAACTACTATTATGAAGAAATATAACAAACAATAAACATTGGCAACACGTAAACAAGAAAAAACACGATAA
	GlicE^20      TACTTTATATGGACAAAATTTATACTTTACTATACTACTAATAGTTGACTAACTACTATTATGAAGAAATATAACAAACAATAAACATTGGCAACACGTAAACAAGAAAAAACACGATAA
	GlicE^21      TACTTTATATGGACAAAATTTATACTTTACTATACTACTAATAGTTGACTAACTACTATTATGAAGAAATATAACAAACAATAAACATTGGCAACACGTAAACAAGAAAAAACACGATAA
	GlicE^22       TACTTTATATGGACAAAATTTATACTTTACYATACTACTAATAGTTGACTAAYTACTATTATGAAGAAATATAACAAACAATAAACATTGGCAACACGTAAACAAGAAAAAACACGATAA
	GlicE^23       TACTTTATATGGACAAAATTTATACTTTACTATACTACTAATAGTTGACTAACTACTATTATGAAGAAATATAACAAACAATAAACATTGGCAACACGTAAACAAGAAAAAACACGATAA
	GlicE^24      TACTTTATATGGACAAAATTTMTACTTTACTATACTACTAATAGTTGACTAACTACTATTATGAAGAAATATAACAAACAATAAACATTGGCAACACGTAAACAAGAAAAAACACGATAA
	GmorB^27    TACTTTATATGGACAAAATTTMTACTTTACYATACTACTAATAGTTGACTAAYTACTATTATGAAGAAATATAACAAACAATAAACATTGGCAACACGTAAACAAGAAAAAACACGATAA
	GpasB^28    TACTTTATATGGACAAAATTTMTACTTTACTATACTACTAATAGTTGACTAACTACTATTATGAAGAAATATAACAAACAATAAACATTGGCAACACGTAAACAAGAAAAAACACGATAA
	GpasB^29    TACTTTATATGGACAAAATTTMTACTTTACYATACTACTAATAGTTGACTAAYTACTATTATGAAGAAATATAACAAACAATAAACATTGGCAACACGTAAACAAGAAAAAACACGATAA


21 120
	GecuC^1     ATGTAGGATAAATGAAAAAACTTTTCCGATAAAATGTTCCCTGCCCAAAATCTTGGTCCACTTCTCAATAGTAATAGTAAACCTTTATATCATAATATACAAGAAAGTGTGAAACACGTC
	GecuP^4     ATGTAGGATAAATGAAAAAACTTTTCCGRTAAAATGTTCCCTGCCCAAAATCTTGGTCCACTTCTCAATAGTAATAGTAAACCTTTATATCATAATATACAAGAARGTGTGRAACACGTC
	GecuP^5      ATGTAGGATAAATGAAAAAACTTTTCCGATAAAATGTTCCCTGCCCAAAATCTTGGTCCACTTCTCAATAGTAATAGTAAACCTTTATATNATAATATACAAGAAAGTGTGRAACACGTC
	GecuE^8      ATGTAGGATAAATGAAAAAACTTTTCCGGTAAAATGTTCCCTGCCCAAAATCTTGGTCCACTTCTCAATAGTAATAGTAAACCTTTATATCATAATATACAAGAAAGTGTGAAACACGTC
	GecuE^9       ATGTAGGATAAATGAAAAAACTTTTCCGATAAAATGTTCCCTGCCCAAAATCTTGGTCCACTTCTCAATAGTAATAGTAAACCTTTATATCATAATATACAAGAAAGTGTGAAACACGTC
	GecuE^10       ATGTAGGATAAATGAAAAAACTTTTCCGATAAAATGTTCCCTGCCCAAAATCTTGGTCCACTTCTCAATAGTAATAGTAAACCTTTATATCGTAATATACAAGAAAGTGTGAAACACGTC
	GecuE^11      ATGTARGATAAATGAAAAAACTTTTYCGATAAAATGTTCCCTGCCCAAAATCTTGGTCCACTTCTCAATAGTAATAGTAAACCTTTATATCATAATATACAAGAAAGTGTGAAACACGTC
	GlicC^15     ATGTAGGATAAATGAAAAAACTTTTCCGATAAAATGTTCCCTGCCCAAAATCTTGGTCCACTTCTCAATAGTAATAGTAAACCTTTATATCATAATATACAAGAAAGTGTGGAACACGTC
	GlicC^16     ATGTAGGATAAATGAAAAAACTTTTCCGATAAAATGTTCCCTGCCCAAAATCTTGGTCCACTTCTCAATAGTAATAGTAAACCTTTATATCATAATATACAAGAAAGTGTGGAACACGTC
	GlicP^17      ATGTAGGATAAATGAAAAAACTTTTCCKATAAAATGTTCCCTGCCCAAAATCTTGGTCCACTTCTCAATAGTAATAGTAAACCTTTATATCATAATATACAAGAAAGTGTGGAACACGTC
	GlicP^18      ATGTANGATAAATGAAAAAACTTTTCCGATAAAATGTTCCCTGCCCAAAATCTTGGTCCACTTCTCAATAGTAATAGTAAACCTTTATATCATAATATACAAGAAAGTGTGNAACACGTC
	GlicE^20      ATGTAGGATAAATGAAAAAACTTTTCCGATAAAATGTTCCCTGCCCAAAATCTTGGTCCACTTCTCAATAGTAATAGTAAACCTTTATATCATAATATACAAGAAAGTGTGGAACACGTC
	GlicE^21      ATGTAGGATAAATGAAAAAACTTTTCCKATAAAATGTTCCCTGCCCAAAATCTTGGTCCACTTCTCAATAGTAATAGTAAACCTTTATATCATAATATACAAGAAAGTGTGRAACACGTC
	GlicE^22      ATGTAGGATAAATGAAAAAACTTTTCCGATAAAATGTTCCCTGCCCAAAATCTTGGTCCACTTCTCAATAGTAATAGTAAACCTTTATATCATAATATACAAGAAAGTGTGRAACACGTC
	GlicE^23       ATGTAGGATAAATGAAAAAACTTTTCCKATAAAATGTTCCCTGCCCAAAATCTTGGTCCACTTCTCAATAGTAATAGTAAACCTTTATATCATAATATACAAGAAAGTGTGGAACACGTC
	GlicE^24       ATGTAGGATAAATGAAAAAACTTTTCCGATAAAATGTTCCCTGCCCAAAATCTTGGTCCACTTCTCAATAGTAATAGTAAACCTTTATATCATAATATACAAGAAAGTGTGGAACACGTC
	GlicE^25      ATGTAGGATAAATGAAAAAACTTTTCCGATAAAATGTTCCCTGYCCAAAATCTTGGTCCACTTCTCAATAGTAATAGTAAACCTTTATATCATAATATACAAGAAAGTGTGRAACACGTC
	GlicE^26      ATGTAGGATAAATGAAAAAACTTTTCCGATAAAATGTTCCCTGCCCAAAATCTTGGTCCACTTCTCAATAGTAATAGTAAACCTTTATATCATAATATACAAGAAAGTGTGGAACACGTC
	GmorB^27    ATGTAGGATAAATGAAAAAACTTTTCCGATAAAATGTTCCCTGCCCAAAATCTTGGTCCACTTCTCAATAGTAATAGTAAACCTTTATATCATAATATACAAGAAAGTGTGGAACACGTC
	GpasB^28    ATGTAGGATAAATGAAAAAACTTTTCCGATAAAATGTTCCCTGYCCAAAATCTTGGTCCACTTCTCAATAGTAATAGTAAACCTTTATATCATAATATACAAGAAAGTGYGGAACACGTC
	GpasB^29    ATGTAGGATAAATGAAAAAACTTTTCCGATAAAATGTTCCCTGCCCAAAATCTTGGTCCACTTCTCAATAGTAATAGTAAACCTTTATATCATAATATACAAGAAAGTGYGGAACACGTC


20 120
	GecuC^1     ACATTGTTGGACACTTGAAAATTCACGGGGAACTAACGTACCTCATTTTCAAGATAAAAAGTCTTGTTTATGCAGAAAATCCTGGAAACAGAGAACAACTTCTTCCTAGGAATCTGGATG
	GecuP^4     ACATTGTTGGACACTTGAAAATTCACGGGGAACTAACGTACCTCATTTTCAAGATAAAAAGTCTTGTTTATGCAGAAAATCCTGGAAACAGAGAACAACTTCTTCCTAGGAATCTGGATG
	GecuP^5     ACATTGTTGGACACTTGAAAATTCACGGGGAACTAACGTACCTCATTTTCAAGATAAAAAGTCTTGTTTATGCAGAAAATCCTGGAAACAGAGAACAACTTCTTCCTAGGAATCTGGATG
	GecuP^6      ACATTGTTGGACACTTGAAAATTCACGGGGAACTAACGTACCTCATTTTCAAGATAAAAAGTCTTGTTTATGCAGAAAATCCTGGAAACAGAGAACAACTTCTTCCTAGGAATCTGGATG
	GecuE^8      ACATTGTTGGACACTTGAAAATTCACGGGGAACTAACGTACCTCATTTTCAAGATAAAAAGTCTTGTTTATGCAGAAAATCCTGGAAACAGAGAACAACTTCTTCCTAGGAATCTGGATG
	GecuE^9       ACATTGTTGGACACTTGAAAATTCACGGGGAACTAACGTACCTCATTTTCAAGATAAAAAGTCTTGTTTATGCAGAAAATCCTGGAAACAGAGAACAACTTCTTCCTAGGAATCTGGATG
	GecuE^10       ACATTGTTGGACACTTGAAAATTCACGGGGAACTAACGTACCTCATTTTCAAGATAAAAAGTCTTGTTTATGCAGAAAATCCTGGAAACAGAGAACAACTTCTTCCTAGGAATCTGGATG
	GecuE^11      ACATTGTTGGACACTTGAAAATTCACGGGGAACTAACGTACCTCATTTTCAARATAAAAAGTCTTGTTTATGCAGAAAATCCTGGAAACAGAGAACAACTTCTTCCTAGGAATCTGGATG
	GlicC^15     ACATTGTTGGACACTTGAAAATTCACGGGGAACTAACGTACCTCATTTTCAAGATAAAAAGTCTTGTTTATGCAGAAAATCCTGGAAACAGAGAACAACTTCTTCCTAGGAATCTGGATG
	GlicP^17      ACATTGTTGGACACTTGAAAATTCACGGGGAACTAACGTACCTCATTTTCAAGATAAAAAGTCTTGTTTATGCAGAAAATCCTGGAAACAGAGAACAACTTCTTCCTAGGAATCTGGATG
	GlicP^18      ACATTGTTGGACACTTGAAAATTCACGGGGAACTAACGTACCTCATTTTCAAGATAAAAAGTCTTGTTTATGCAGAAAATCCTGGAAACAGAGAACAACTTCTTCCTAGGAATCTNGATG
	GlicE^20      ACATTGTTGGACACTTGAAAATTCACGGGGAACTAACGTACCTCATTTTCAAGATAAAAAGTCTTGTTTATGCAGAAAATCCTGGAAACAGAGAACAACTTCTTCCTAGGAATCTGGATG
	GlicE^21      ACATTGTTGGACACTTGAAAATTCACGGGGAACTAACGTACCTCATTTTCAAGATAAAAAGTCTTGTTTATGCAGAAAATCCTGGAAACAGAGAACAACTTCTTCCTAGGAATCTGGATG
	GlicE^22      ACATTGTTGGACACTTGAAAATTCACGGGGAACTAACGTACCTCATTTTCAAGATAAAAAGTCTTGTTTATGCAGAAAATCCTGGAAACAGAGAACAACTTCTTCCTAGGAATCTGGATG
	GlicE^23       ACATTGTTGGACACTTGAAAATTCACGGGGAACTAACGTACCTCATTTTCAAGATAAAAAGTCTTGTTTATGCAGAAAATCCTGGAAACAGAGAACAACTTCTTCCTAGGAATCTGGATG
	GlicE^24       ACATTGTTGGACACTTGAAAATTCACGGGGAACTAACGTACCTCATTTTCAAGATAAAAAGTCTTGTTTATGCAGAAAATCCTGGAAACAGAGAACAACTTCTTCCTAGGAATCTGGATG
	GlicE^25      ACATTGTTGGACACTTGAAAATTCACGGGGAACTAACGTACCTCATTTTCAAGATAAAAAGTCTTGTTTATGCAGAAAATCCTGGAAACAGAGAACAACTTCTTCCTAGGAATCTGGATG
	GlicE^26      ACATTGTTGGACACTTGAAAATTCACGGGGAACTAACGTACCTCATTTTCAAGATAAAAAGTCTTGTTTATGCAGAAAATCCTGGAAACAGAGAACAACTTCTTCCTAGGAATCTGGATG
	GmorB^27    ACATTGTTGGACACTTGAAAATTCACGGGGAACTAACGTACCTCATTTTCAAGATAAAAAGTCTTGTTTATGCAGAAAATCCTGGAAACAGAGAACAACTTCTTCCTAGGAATCTGGATG
	GpasB^28    ACATTGTTGGACACTTGAAAATTCACGGGGAACTAACGTACCTCATTTTCAAGATAAAAAGTCTTGTTTATGCAGAAAATCCTGGAAACAGAGAACAACTTCTTCCTAGGAATCTGGATG


15 120
	GecuC^1     AATGATACCACATATCTCACAGTTTCCCTTATGAAATATGACGACATGCAGCAATAAATGTTTTGGTAATCTG-TTTTTGTTGTTACGCAAAGTTGGCTAGCAAACAGCGTCAAATTTTT
	GecuP^4     AATGATACCACATATCTCACAGTTTCCCTTATGAAATATGACGACATGCAGCAATAAATGTTTTGGTAATCTG-TTTTTGTTGTTACGCAAAGTTGGCTAGCAAACAGCGTCAAATTTTT
	GecuE^8       AATGATACCACATATCTCACAGTTTCCCTTATGAAATATGACGACATGCAGCAATAAATGTTTTGGTAATCTG-TTTTTGTTGTTACGCAAAGTTGGCTAGCAAACAGCGTCAAATTTTT
	GlicC^15     AATGATACCACGTATCTCACAGTTTTCCTTATGACATATGACGACATGCAGCAA-AAATGTTTTGGTAATCTG-TTTTTGTTGTTACGCAAAGTTGGCTAGCAAACAGCGTCAAATTTTT
	GlicC^16     AATGATACCACATATCTCNCAGTTTTCCTTATGAAATATGACGACATGCAGCAATAAATGTTTTGGNAATCTG-TTTTTGTTGTTACGCAAAGTTGNCTAGCAAACAGCGTCAAATTTTT
	GlicP^17      AATGATACCACRTATCTCACAGTTTTCCTTATGAMATATGACGACATGCAGCAATAAATGTTTTGGTAATCTG-TTTTTGTTGTTACGCAAAGTTGGCTAGCAAACAGCGTCAAATTTTT
	GlicE^20      AATGATACCACATATCTCACAGTTTTCCTTACGAAATATGACGACATGCAGCAATAAATGTTTTGGTAATCTG-TTTTTGTTGTTACNCAAGGTTGGCTAGCAAACAGCGTCAAATTTTT
	GlicE^21      AATGATACCACRTATCTCACAGTTTTCCTTATGAMATATGACGACATGCAGCAATAAATGTTTTGGTAATCTG-TTTTTGTTGTTACGCAAAGTTGGCTAGCAAACAGCGTCAAATTTTT
	GlicE^22       AATGATACCACATATCTCACAGTTTTCCTTACGAAATATGACGACATGCAGCAATAAATGTTTTGGTAATCTG-TTTTTGTTGTTACGCAAGGTTGGCTAGCAAACAGCGTCAAATTTTT
	GlicE^23       AATGATACCACATATCTCACAGTTTTCCTTATGAAATATGACRACATGCAGCAATAAATGTTTTGGTAATCTGTTTTTTGTTGTTACGCAAAGTTGGCTAGCAAACAGCGTCAAATTTTT
	GlicE^24      AATGATACCACATATCTCACAGTTTTCCTTAYGAAATATGACGACATGCAGCAATAAATGTTTTGGTAATCTG-TTTTTGTTGTTACGCAARGTTGGCTAGCAAACAGCGTCAAATTTTT
	GlicE^25      AATGATACCACATATCTCACAGTTTTCCTTACGAAATATGACGACATGCAGCAATAAATGTTTTGGTAATCTG-TTTTTGTTGTTACGCAAGGTTGGCTAGCAAACAGCGTCAAATTTTT
	GmorB^27    AATGATACCACATATCTCACAGTTTYCCTTATGAAATATGACGACATGCAGCAATAAATGTTTTGGTAATCTG-TTTTTGTTGTTACGCAARGTTGGCTAGCAAACAGCGTCAAATTTTT
	GpasB^28    AATGATACCACATATCTCACAGTTTTCATTACGAAATATGACGACATGCAGCAATAAATGTTTTGGTAATCTG-TTTTTGTTGTTACGCAAGGTTGGCTAGCAAACAGCGTCAAATTTTT
	GpasB^29    AATGATACCACATATCTCACAGTTTTCATTACGAAATATGACGACATGCAGCAATAAATGTTTTGGTAATCTG-TTTTTGTTGTTACGCAAGGTTGGCTAGCAAACAGCGTCAAATTTTT


19 120
	GecuC^1     ACACGTTAGCGGGCCGGTAACTATACATTTTCAACTCACAGTAATTATAATTCAGCGAATAGAAAAGTCACCGAARACAACAATTGACCGAAAGGTACATATATTCGCCGAAATGTGCTA
	GecuP^4     ACACGTTAGCGGGCCGGTAACTATACATTTTCAACTCACAGTAATTATAATTCAGCGAATAGWAAAGTCACCGAARACAACAATTGACCGAAAGGTACATATATTCGCCGAAATGTGCTA
	GecuP^5     ACACGTTAGCGGGCCGGTAACTATACATTTTCAACTCACAGTAATTATAWTTCAGCGAATASAAAAGTCACCGAAAACAACAATTGACCGAAAGGTACATATATTCGCCGAAATGTGCTA
	GecuP^6      ACACGTTAGCGGGCCGGTAACTATACATTTTCAACTCACAGTAATTATAATTCAGCGAATAGAAAAGTCACCGAARACAACAATTGACCGAAAGGTACATATATTCGCCGAAATGTGCTA
	GecuE^8      ACACGTTAGCGGGCCGGTAACTATACATTTTCAAYTCACAGTAATTATAATTCAGCGAATAGAAAAGTCACCGAARACAACAATTGACCGAAAGGTACATATATTCGCCGAAATGTGCTA
	GecuE^9       ACACGTTAGCGGGCCGGTAACTATACATTTTCAACTCACAGTAATTATAATTCAGCGAATAGAAAAGTCACCGAAAACAACAATTGACCGAAAGGTACATATATTNGCCGAAATGTGCTA
	GecuE^10       ACACGTTAGCGGGCCGGTAACTATACATTTTCAAYTCACAGTAATTATAATTCAGCGAATAGAAAAGTCACCGAAGACAACAATTGACCGAAAGGTACATATATTCGCCGAAATGTGCTA
	GecuE^11      ACACGTTAGCGGGCCGGTAACTATACATTTTCAACTCACAGTAATTATAATTCAGCGAATAG-AAAGTCACCGAANACAACAATTGACCGAAAGGTACATATATTCGCCGAAATGTGCTA
	GlicC^15     ACACGTTAGCGGGCCGGTAACTATACATTTTCAACTCACAGTAATTATAATTCAGCGAATAGAAAAGTNACCGAAGACAACAATTGATCGAAAGGTACATATATTCGCCGAAATGTGCTA
	GlicP^17      AYACGTTAGCGGGCCGGTAACTATACATTTTCAACTCACAGTAATTATAATTCAGCGAATAGAAAAGTCACCGAAGACAACAATTGACCGAAAGGTACATATATTCGCCGAAATGTGCTA
	GlicE^20      ATACGTTAGCGGGCCGGTAACTATACATTTTCAACTCACAGTAATTATAATTCAGCGAATAGAAAAGTCACCGAAGACAACAATTGACCGAAAGGTACATATATTCGCCGAAATGTGCTA
	GlicE^21      AYACGTTAGCGGGCCGGTAACTATACATTTTCAACTCACAGTAATTATAATTCAGCGAATAGAAAAGTCACCGAAGACAACAATTGACCGAAAGGTACATATATTCGCCGAAATGTGCTA
	GlicE^22      ACACGTTAGCGGGCCGGTAACTATACATTTTCAACTCACAGTAATTATAATTCAGCGAATAGAAAAGTCACCGAAAACAACAATTGACCGAAAGGTACATATATTCGCCGAAATGTGTTA
	GlicE^23       ACACGTTAGCGGGCCGGTAACTATACATTTTCAACTCACAGTAATTATAATTCAGCGAATAGWAAAGTCACCGAAAACAACAATTGACCGAAAGGTACATATATTCGCCGAAATGTGCTA
	GlicE^24       AYACGTTAGCGGGCCGGTAACTATACATTTTCAACTCACAGTAATTATAATTCAGCGAATAGAAAAGTCACCGAARACAACAATTGACCGAAAGGTACATATATTCGCCGAAATGTGCTA
	GlicE^25      ACACGTTAGCGGGCCGGTAACTATACATTTTCAACTCACAGTAATTATAATTCAGCGAATAGAAAAGTCACCGAARACAACAATTGACCGAAAGGTACATATATTCGCCGAAATGTGCTA
	GlicE^26      ACACGTTAGCGGGCCGGTAACTATACATTTTCAACTCACAGTAATTATAATTCAGCGAATAGAAAAGTCACCGAAGACAACAATTGACCGAAAGGTACATATATTCGCCGAAATGTGCTA
	GmorB^27    ACACGTTAGCGGGCCGGTAACTATACATTTTCAACTCACAGTAATTATAATTCAGCGAATAGAAAAGTCACCGAAAACAACAATTGACCGAAAGGTACATATATTCGCCGAAATGTGCTA
	GpasB^28    ACACGTTAGCGGGCCGGTAACTATACATTTTCAACTCACAGTAATTATAATTCAGCGAATAGAAAAGTCACCGAAAACAACAATTGACCGAAAGGTACATATATTCGCCGAAATGTGCTA


19 120
	GecuC^1     TAGCAAAAGCCTTAGAATTGGTRATGAAAAAGTTCAAATGTAAAAAAGTTTGCTYCTCAGTAATCTAAAAGAAATGTACACTRTGTATCGTACTATAAATGGACCCRAAGCTGGTTTTTC
	GecuP^4     TAGCAAAAGCCTTAGAATTGGTAATGAAAAAGTTCAAATGTAAAAAAGTTTGCTCCTCAGTAATCTAAAAGAAATGTACACTGTGTATCGTACTATAAATGGACCCAAAGCTGGTTTTTC
	GecuP^5      TAGCAAAAGCCTTAGAATTGGTAATGAAAAAGTTCAAATGTAAAAAAGTTTGCTCCTCAGTAATCTAAAAGAAATGTACACTGTGTATCGTACTATAAATGGACCCAAAGCTGGTTTTTC
	GecuE^8      TAGCAAAAGCCTTAGAATTGGTAATGAAAAAGTTCAAATGTAAAAAAGTTTGCTCCTCAGTAATCTAAAAGAAATGTACACTGTGTATCGTACTATAAATGGACCCAAAGCTGGTTTTTC
	GecuE^9       TAGCAAAAGCCTTAGAATTGGTAATGAAAAAGTTCAAATGTAAAAAAGTTTGCTCCTCAGTAATCTAAAAGAAATGTACACTGTGTATCGTACTATAAATGGACCCAAAGCTGGTTTTTC
	GecuE^10      TAGCAAAAGCCTTAGAATTGGTAATGAAAAAGTTCAAATGTAAAAAAGTTTGCTCCTCAGTAATCTAAAAGAAATGTACACTGTGTATCGTACTATAAATGGACCCAAAGCTGGTTTTTC
	GlicC^15     TAGCAAAAGCCTTAGAATTGGTAATGAAAAAGTTCAAATGTAAAAAAGTTTGCTCCTCAGTAATCTAAAAGAAAYGTACACTGTGTATCGTACTATAAATGGACCCAAAGCTGGTTTTTC
	GlicC^16     TAGCAAAAGCCTTAGAATTGGTAATGAAAAAGTTCAAATGTAAAAAAGTTTGCTCCTCAGTAATCTAAAAGAAACGTACACTGTGTATCGTACTATAAATGGACCCAAAGCTGGTTTTTC
	GlicP^17      TAGCAAAAGCCTTAGAATTGGTAATGAAAAAGTTCAAATGTAAAAAAGTTTGCTCCTCAGTAATCTAAAAGAAAYGTACACTGTGTATCGTACTATAAATGGACCCAAAGCTGGTTTTTC
	GlicP^18      TAGCAAAAGCCTTAGAATTGGTAATGAAAAAGTTCAAATGTAAAAAAGTTTGCTCCTCAGTAATCTAAAAGAAACGTACACTGTGTATCGTACTATAAATGGACCCAAAGCTGGTTTTTC
	GlicE^20      TAGCAAAAGCCTTAGAATTGGTAATGAAAAAGTTCAAATGTAAAAAAGTTTGCTCCTCAGTAATCTAAAAGAAACGTACACTGTGTATCGTACTATAAATGGACCCAAAGCTGGTTTTTC
	GlicE^21      TAGCAAAAGCCTTAGAATTGGTAATGAAAAAGTTCAAATGTAAAAAAGTTTGCTCCTCAGTAATCTAAAAGAAACGTACACTGTGTATCGTACTATAAATGGACCCAAAGCTGGTTTTTC
	GlicE^22       TAGCAAAAGCCTTAGAATTGGTAATGAAAAAGTTCAAATGTAAAAAAGTTTGCTCCTCAGTAATCTAAAAGAAACGTACACTGTGTATCGTACTATAAATGGACCCAAAGCTGGTTTTTC
	GlicE^23       TAGCAAAAGCCTTAGAATTGGTAATGAAAAAGTTCAAATGTAAAAAAGTTTGCTCCTCAGTAATCTAAAAGAAAYGTACACTGTGTATCGTACTATAAATGGACCCAAAGCTGGTTTTTC
	GlicE^24      TAGCAAAAGCCTTAGAATTGGTAATGAAAAAGTTCAAATGTAAAAAAGTTTGCTCCTCAGTAATCTAAAAGAAACGTACACTGTGTATCGTACTATAAATGGACCCAAAGCTGGTTTTTC
	GlicE^25      TAGCAAAAGCCTTAGAATTGGTAATGAAAAAGTTCAAATGTAAAAAAGTTTGCTCCTCAGTAATCTAAAAGAAACGTACACTGTGTATCGTACTATAAATGGACCCAAAGCTGGTTTTTC
	GmorB^27    TAGCAAAAGCCTTAGAATTGGTAATGAAAAAGTTCAAATGTAAAAAAGTTTGCTYCTCAGTAATCTAAAAGAAATGYACACTGTGTATCGTACTATAAATGGACCCAAAGCTGGTTTTTC
	GpasB^28    TAGCAAAAGCCTTAGAATTGGTAATGAAAAAGTTCAAATGTAAAAAAGTTTGCTTCTCAGTAATCTAAAAGAAATGCACACTGTGTATCGTACTATAAATGGACCCAAAGCTGGTTTTTC
	GpasB^29    TAGCAAAAGCCTTAGAATTGGTRATGAAAAAGTTCAAATGTAAAAAAGTTTGCTYCTCAGTAATCTAAAAGAAATGTACACTGTGTATCGTACTATAAATGGACCCRAAGCTGGTTTTTC


22 120
	GecuC^1     ACTGGAGGTCGGACGGAAATTCACGATGAAATCGAAAAGGTCGGGAGCATACTGCTTGAAGATCGG-AGGGTCACCATTCGTCAACTCGCTCTTCGGATTCCTGAGACTTCCAACACCAG
	GecuP^4     ACTGGAGGTCGGACGGAAATTCACGATGAAATCGAAAAGGTCGGGAGCATACTGCTTGAAGATCGG-AGGGTCACCATTCGTCAACTCGCTCTTCGGATTCCTGAGACTTCCAACACCAG
	GecuP^5     ACTGGAGGTCGGACGGAAATTCACGATGAAATCGAAAAGGTCGGGAGCATACTGCTTGAAGATCGG-AGGGTCACCATTCGTCAACTCGCTCTTCGGATTCCTGAGACTTCCAACACCAG
	GecuP^6      ACTGGAGGTCGGACGGAAATTCACGATGAAATCGAAAAGGTCGGGAGCATACTGCTTGAAGATCGG-AGGGTCACCATTCGTCAACTCGCTCTTCGGATTCCTGAGACTTCCAACACCAG
	GecuP^7      ACTGGAGGTCGGACGGAAATTCACGATGAAATCGAAAAGGTCGGGAGCATACTGCTTGAAGATCGG-AGGGTCACCATTCGTCAACTCGCTCTTCGGATTCCTGAGACTWCCAACACCAG
	GecuE^8      ACTGGAGGTCGGACGGAAATTCACGATGAAATCGAAAAGGTCGGGAGCATACTGCTTGAAGATCGGNAGGGTCACCATTCGTCAACTCGCTCTTCGGATTCCTGAGACTTCCAACACCAG
	GecuE^9       ACTGGAGGTCGGACGGAAATTCACGATGAAATCGAAAAGGTCGGGRGCATACTGCTTGAAGATCGG-AGGGTNACCATTCGTCAACTCGCTCTTCGGATTCCTGAGACTTCCAACACCAG
	GecuE^10       ACTGGAGGTCGGACGGAAATTCACGATGAAATCGAAAAGGTCGGGAGCATACTGCTTGAAGATCGG-AGGGTCACCATTCGTCAACTCGCTCTTCGGATTCCTGAGACTTCCAACACCAG
	GecuE^11       ACTGGAGGTCGGACGGAAATTCACGATGAAATCGAAAAGGTCGGGAGCATACTGCTTGAAGATCGG-AGGGTCACCATTCGTCAACTCGCTCTTCGGATTCCTGAGACTTCCAACACCAG
	GecuE^12      ACTGGARGWCGGACGGAAATTCACGATGAAATCGAAAAGGTCGGGAGCATACTGCTTGAAGATCGG-AGGGTCACCATTCGTCAACTCGCTCTTCGGATTCCTGAGACTTCCAACACCAG
	GecuE^13      ACTGGAGGTCGGACGGAAATTCACGATGAAATCGAAAAGGTCGGGAGCATACTGCTTGAAGATCGG-AGGGTCACCATTCGTCAANTCGCTCTTCGGATTCCTGAGACTTCCAACACCAG
	GlicC^15     ACTGGAGGTCGGACGGAAATTCACGATGAAATCGAAAAGGTCGGGAGCATACTGCTTGAAGATCGG-AGGGTCACCATTCGTCAACTCGCTCTTCGGATTCCTGAGACTTCCAACACCAG
	GlicP^17      ACTGGAGGTCGGACGGAAATTCACGATGAAATCGAAAAGGTCGGGAGCATACTGCTTGAAGATCGG-ASGGTCACCATTCGTCAACTCGCTCTTCGGATTCCTGAGACTTCCAACACCAG
	GlicP^18      ACTGGAGGTCGGACGGAAATTCACGATGAAATCGAAAAGGTCGGGAGCATACTGCTTGAAGATCGG-AGGGTCACCATTCGTCAACTCGCTCTTCGGATTCCTGAGACTTCCAACACCAG
	GlicE^20      ACTGGAGGTCGGACGGAAATTCACGATGAAATCGAAAAGGTCGGGAGCATACTGCTTGAAGATCGG-AGGGTCACCATTCGTCAACTCGCTCTTCGGATTCCTGAGACTTCCAACACCAG
	GlicE^21      ACTGGAGGTCGGACGGAAATTCACGATGAAATCGAAAAGGTCGGGAGCATACTGCTTGAAGATCGG-AGGGTCACCATTCGTCAACTCGCTCTTCGGATTCCTRAGACTTCCAACACCAG
	GlicE^22       ACTGGAGGTCGGACGGAAATTCACGATGAAATCGAAAAGGTCGGGAGCATACTGCTTGAAGATCGG-AGGGTCACCATTCGTCAACTCGCTCTTCGGATTCCTGAGACTTCCAACACCAG
	GlicE^23       ACTGGAGGTCGGACGGAAATTCACGATGAAATCGAAAAGGTCGGGAGCATACTGCTTGAAGATCGG-AGGGTCACCATTCGTCAACTCGCTCTTCGGATTCCTGAGACTTCCAACACCAG
	GlicE^24      ACTGGAGGTCGGACGGAAATTCACGATGAAATCGAAAAGGTCGGGAGCATACTGCTTGAAGATCGG-ASGGTCACCATTCGTCAACTCGCTCTTCGGATTCCTGAGACTTCCAACACCAG
	GlicE^25      ACTGGAGGTCGGACGGAAATTCACGATGAAATCGAAAAGGTCGGGAGCATACTGCTTGAAGATCGG-AGGGTCACCATTCGTCAACTCGCTCTTCGGATTCCTGAGACTTCCAACACCAG
	GmorB^27    ACTGGAGGTCGGACGGAAATTCACGATGAAATCGAAAAGGTCGGGAGCATACTGCTTGAAGATCGG-AGGGTCACCATTCGTCAACTCGCTCTTCGGATTCCTGAGACTTCCAACACCAG
	GpasB^28    ACTGRARGTCGGACGGAAATTCACGATGAAATCGAAAAGGTCGGGAGCATACTGCTTGAAGATCGG-AGGGTCACCATTCGTCAACTCGCTCTTCGGATTCCTGAGACTTCCAACACCAG


18 120
	GecuC^1     GGCATAGAATTACAACTTGAATTATCTCAATGCRCTAGAAACCGATCTGTCATGCTAGCTACGAAAGGAAACTAAAATGGAATGCAATTATACATACACT-AAAACATAAAATAATCGTT
	GecuP^4     GGCATAGAATTACAACTTGAATTATCTCAATGCGCTAGAAACCGATCTGTCATGCTAGCTACGAAAGGAAACTAAAATGGAATGCARTTATACATACACTAAAAACATAAAATAATCRTT
	GecuP^5     GGCATAGAATTACAACTTGAATTATCTCAATGCGCTAGAAACCGATCTGTCATGCTAGCTACGAAAGGAAACTAAAATGGAATGCAATTATACATACACT-AAAACATAAAATAATCGTT
	GecuP^6      GGCATAGAATTACRACTTGAATTATCTCAATGCGCTAGAAACCGATCTGTCATGCTAGCTACGAAAGGAAACTAAAATGGAATGCAATTATACATACACT-AAAACATAAAATAATCGTT
	GecuE^8      GGCATAGAATTACRACTTGAATTATCTCAATGCGCTAGAAACCGATCTGTCATGCTAGCTACGAAAGGAAACTAAAATGGAATGCAATTATACATACACT-AAAACATAAAATAATCGTT
	GecuE^9       GGCATAGAATTACRACTTGAATTATCTCAATGCGCTAGAAACCGATCTGTCATGCTAGCTACGAAAGGAAACTAAAATGGAATGCARTTATACATACACTAAAAACATAAAATAATCRTT
	GecuE^10       GGCATAGAATTACAACTTGAATTATCTCAATGCRCTAGAAACCGATCTGTCATGCTAGCTACGAAAGGAAACTAAAATGGAATGCAATTATACATACACT-AAAACATAAAATAATCGTT
	GecuE^11      GGCATAGAATTACRACTTGAATTATCTCAATGCGCTAGAAACCGATCTGTCATGCTAGCTACGAAAGGAAACTAAAATGGAATGCARTTATACATACACTAAAAACATAAAATAATCRTT
	GlicC^15     GGCANAGAATTACRACTTGAATTATCTCAATGCGCTAGAAACCGATCTGTCATGCTAGCTACGAAAGGAAACTAAAATGGAATGCARTTATACATACACT-AAAACATAAAATAATCATT
	GlicP^17      GGCATAGAATTACAACTTGAATTATCTCAATGCGCTAGAAACCGATCTGTCATGCTAGCTACGAAAGGAAACTAAAATGGAATGCAGTTATACATACACTAAAAACATAAAATAATCATT
	GlicE^20      GGCATAGAATTACRACTTGAATTATCTCAATGCGCTAGAAACCGATCTGTCATGCTAGCTACGAAAGGAAACTAAAATGGAATGCAGTTATACATACACT-AAAACATAAAATAATCATT
	GlicE^21      GGCATAGAATTACGACTTGAATTATCTCAATGCGCTAGAAACCGATCTGTCATGCTAGCTACGAAAGGAAACTAAAATGGAATGCARTTATACATACACT-AAAACATAAAATAATCATT
	GlicE^22       GGCATAGAATTACRACTTGAATTATCTCAATGCGCTAGAAACCGATCTGTCATGCTAGCTACGAAAGGAAACTAAAATGGAATGCAGTTATACATACACT-AAAACATAAAATAATCATT
	GlicE^23       GGCATAGAATTACGACTTGAATTATCTCAATGCGCTAGAAACCGATCTGYCATGCTAGCTACGAAAGGAAACTAAAATGGAATGCARTTATACATACACT-AAAACATAAAATAATCATT
	GlicE^24      GGCATAGAATTACGACTTGAATTATYTCAATGCGCTAGAAACCGATCTGYCATGCTAGCTACGAAAGGAAACTAAAATGGAATGCAATTATACATACACT-AAAACATAAAATAATCATT
	GlicE^25      GGCATAGAATTACRACTTGAATTATYTCAATGCGCTAGAAACCGATCTGTCATGCTAGCTACGAAAGGAAACTAAAATGGAATGCAATTATACATACACT-AAAACATAAAATAATCATT
	GmorB^27    GGCATAGAATTACGACTTGAATTATCTCAATGCGCTAGAAACCGATCTGTCATGCTAGCTACGAAAGGAAACTAAAATGGAATGCANTTATACATACACTAAAAACATAAAATAATC-TT
	GpasB^28    GGCATAGAATTACGACTTGAATTATCTCAATGCGCTAGAAACCGATCTGTCATGCTAGCTACGAAAGGAAACTAAAATGRAATGCAGTTATACATACACTAAAAACATAAAATAATCATT


18 120
	GecuC^1     TGTCAGAAATTTACCATGTGATAGGGAACTCTTACTTTACCTTTATAAAATTCGTTGAGTTATGTTGCTCCTTTATTTTGCCTTATATTACTTATGTCACTAAATCGCTCCTTGGAGTTG
	GecuP^4     TGTCAGAAATTTACCATGTGATAGGGAACTCTTACTTTACCTTTATAAAATTCGYTGAGTTATGTTGCTCCTTTATTTTGCCTTATATTACTTATGTCACTAAATCGCTCCTTGGAGTTG
	GecuP^5      TGTCAGAAATTTACCATGTGATAGGGAACTCTTACTTTACCTTTATAAAATTCGTTGAGTTATGTTGCTCCTTTATTTTGCCTTATATTACTTATGTCACTAAATCGCTCCTTGGAGTTG
	GecuE^8      TGTCAGAAATTTACCATGTGATAGGGAACTCTTACTTTACCTTTATAAAATTCGTTGAGTTATGTTGCTCCTTTATTTTGCCTTATATTACTTATGTCACTAAATCGCTCCTTGGAGTTG
	GecuE^9       TGTCAGAAATTTACCATGTGATAGGGAACTCTTACTTTACCTTTATAAAATTCGTTGAGTTATGTTGCTCCTTTATTTTGCCTTATATTACTTATGTCACTAAATCGCTCCTTGGAGTTG
	GecuE^10      TGTCAGAAATTTACCATGTGATAGGGAACTCTTACTTTACCTTTATAAAATTCGTTGAGTTATGTTGCTCCTTTATTTTGCCTTATATTACTTATGTCACTAAATCGCTCCTTGGAGTTG
	GlicC^15     TGTCAGAAATTTACCATGTGATAGGGAACTCTTACTTTACCTTTATAAAATTCGTTGAGTTATGTTGCTCCTTTATTTTGCCTTATATTACTTATGTCACTAAATCGCTCCTTGGAGTTG
	GlicP^17      TGTCAGAAATTTACCATGTGATAGGGAACTCTTACTTTACCTTTATAAAATTCGTTGAGTTATGTTGCTCCTTTATTTTGCCTTATATTACTTATGTCACTAAATCGCTCCTTGGAGTTG
	GlicE^20      TGTCAGAAATTTACCATGTGATAGGGAACTCTTACTTTACCTTTATAAAATTCGTTGAGTTATGTTGCTCCTTTATTTTGCCTTATATTACTTATGTCACTAAATCGCTCCTTGGAGTTG
	GlicE^21      TGTCAGAAATTTACCAYGTGATAGGGAACTCTTACTTTACCTTTATAAAATTCGTTGAGTTATGTTGCTCCTTTATTTTGCCTTATATTACTTATGTCACTAAATCGCTCCTTGGAGTTG
	GlicE^22      TGTCAGAAATTTACCATGTGATAGGGAACTCTTACTTTACCTTTATAAAATTCGTTGAGTTATGTTGCTCCTTTATTTTGCCTTATATTACTTATGTCACTAAATCGCTCCTTGGAGTTG
	GlicE^23       TGTCAGAAATTTACCATGTGATAGGGAACTCTTACTTTACCTTTATAAAATTCGTTGAGTTATGTTGCTCCTTTATTTTGCCTTATATTACTTATGTCACTAAATCGCTCCTTGGAGTTG
	GlicE^24       TGTCAGAAATTTACCATGTGATAGGGAACTCTTACTTTACCTTTATAAAATTCGTTGAGTTATGTTGCTCCTTTATTTTGCCTTATATTACTTATGTCACTAAATCGCTCCTTGGAGTTG
	GlicE^25      TGTCAGAAATTTACCATGTGATAGGGAACTCTTACTTTACCTTTATAAAATTCGTTGAGTTATGTTGCTCCTTTATTTTGCCTTATATTACTTATGTCACTAAATCGCTCCTTGGAGTTG
	GlicE^26      TGTCAGAAATTTACCATGTGATAGGGAACTCTTACTTTACCTTTATAAAATTCGTTGAGTTATGTTGCTCCTTTATTTTGCCTTATATTACTTATGTCACTAAATCGCTCCTTGGAGTTG
	GmorB^27    TGTCAGAAATTTACCATGTGATAGGGAACTCTTACTTTACCTTTATAAAATTCGYTGAGTTATGTTGCTCCTTTATTTTGCCTTATATTACTTATGTCACTAAATCGCTCCTTGGAGTTG
	GpasB^28    TGTCAGAAATTTACCATGTGATAGGGAACTCTTACTTTACCTTTATAAAATTCGTTGAGTTATGTTGCTCCTTTATTTTGCCTTATATTACTTATGTCACTAAATCGCTCCTTGGAGTTG
	GpasB^29    TGTCAGAAATTTACCATGTGATAGGGAACTCTTACTTTACCTTTATAAAATTCGTTGAGTTATGTTGCTCCTTTATTTTGCCTTATATTACTTATGTCACTAAATCGCTCCTTGGAGTTG


20 120
	GecuC^1     CGCCCACA--TTTTTGTTTTCGCAACAGAATAATTGCTTTTTTTATTCAAAAATTGTAACTGGTCTTATCAAGTTGAATTGCCAACAACCTCAAAGTAAATAAAAATAATTGTGGTGTAA
	GecuP^4     CGCCCACATTTTTTTGTTTTCGCAGCAGAATAATTGCTTTTT-TATTCAAAAATTGTAACTGGTCTTATCAAGTTGAATTGCCAACAACCTCAAACTAAATAAAAATAATTGCGGTGTAA
	GecuP^5     CGCCCACATTTTTTTGTTTTCGCAGCAGAATAATTGCTTTTTTTATTCAAAAATTGTAACTGGTCTTATCAAGTTGAATTGCCAACAACCTCAAACTAAATAAAAATAATTGTGGTGTAA
	GecuP^6      CGCCCACATTTTTTTGTTTTCGCAGCAGAATAATTGCTTTTT-TATTCAAAAATTGTAACTGGTCTTATCAAGTTGAATTGCCAACAACCTCAAACTAAATAAAAATAATTGCGGTGTAA
	GecuP^7      CGCCCACATTTTTTTGTTTTCGCAGCAGAATAATTGCTTTTTTTATTCAAAAATTGTAACTGGTCTTATCAAGTTGAATCGCCAACAACCTCAAACTAAATAAAAATAATTGTGGTGTAA
	GecuE^8      CGCCCACATTTTTTTGTTTTCGCAGCAGAATAATTGCTTTTTTTATTCAAAAATTGTAACTGGTCTTATCAAGTTGAATTGCCAACAACCTCAAACTAAATAAAAATAATTGCGGTGTAA
	GecuE^9       CGCCCACA--TTTTTGTTTTCGCAGCAGAATAATTGCTTTTTTTATTCAAAAATTGTAACTGGTCTTATCAAGTTGAATTGCCAACAACCTCAAASTAAATAAAAATAATTGYGGTGTAA
	GecuE^10       CGCCCACATTTTTTTGTTTTCGCAGCAGAATAATTGCTTTTTTTATTCAAAAATTGTAACTGGTCTTATCAAGTTGAATTGCCAACAACCTCAAACTAAATAAAAATAATTGTGGTGTAA
	GecuE^11      CGCCCACATTTTTTTGTTTTCGCAGCAGAATAATTGCTTTTTTTATTCAAAAATTGTAACTGGTCTTATCAAGTTGAATTGCCAACAACCTCAAACTAAATAAAAATAATTGTGGTGTAA
	GlicC^15     CRCCCACA-NTTTTTGTTTTCGCAGCAGAATAATTGCTTTTTTTATTCAAAAATTGTAACTGGTCTTATCAAGTTGAATTGCCAACAACCTCAAACTAAATAAAAATAATTGTGATGTAA
	GlicP^17      CGCCCACA--TTTTTGTTTTCGCAGCAGAATAATTGCTTTTTTTATTCAAAAATTGTAACTGGTCTTATCAAGTTGAATTGCCAACAACCTCAAACTAAATAAAAATAATTGTGATGTAA
	GlicE^20      CGCCCACATTTTTTTGTTTTCGCAGCAGAATAATTSCTTTTTTTATTCAAAAATTGTAACTGGTCTTATCAAGTTGAATTGCCAACAACCTCAAACTAAATAAAAATAATTGTGGTGTAA
	GlicE^21      CGCCCACATTTTTTTGTTTTCGCAGCAGAATAATTCCTTTTTTTATTCAAAAATTGTAACTGGTCTTATCAAGTTGAATTGCCAACAACCTCAAACTAAATAAAAATAATTGTGGTGTAA
	GlicE^22       CGCCCACA--TTTTTGTTTTCGCAGCAGAATAATTGCTTTTTTTATTCAAAAATTGTAACTGGTCTTATCAAGTTGAATTGCCAACAACCTCAAAGTAAATAAAAATAATTGTGGTGTAA
	GlicE^23       CGCCCACATTTTTTTGTTTTCGCAGCAGAATAATTGCTTTTTTTATTCAAAAATTGTAACTGGTCTTATCAAGTTGAATTGCCAACAACCTCAAACTAAATAAAAATAATTGTKGTGTAA
	GlicE^24      CGCCCACATTTTTTTGTTTTCGCAGCAGAATAATTGCTTTTTKTATTCAAAAATTGTAACTGGTCTTATCAAGTTGAATTGCCAACAACCTCAAACTAAATAAAAATAATTGTGRTGTAA
	GlicE^25      CGCCCACATTTTTTTGTTTTCGCAGCAGAATAATTGCTTTTTKTATTCAAAAATTGTAACTGGTCTTATCAAGTTGAATTGCCAACAACCTCAAACTAAATAAAAATAATTGTGRTGTAA
	GmorB^27    CGCCCACATTTTTTTGTTTTCGCAGCAGAATAATTGCTTTTTTTATTCAAAAATTGTAACTGGTCTTATCAAGTTGAATTGCCAACAACCTCAAACTAAATAAAAATAATTGTGRTGTAA
	GpasB^28    CGCCCACATTTTTTTGTTTTCGCAGCAGAATAATTGCTTTTTTTATTCAAAAATTGTAACTGGTCTTATCAAGTTGAATTGCCAACAACCTCAAACTAAATAAAAATAATTGTGGTGTAA
	GpasB^29    CGCCCACATTTTTTTGTTTTCGCAGCAGAATAATTGCTTTTTTTATTCAAAAATTGTAACTGGTCTTATCAAGTTGAATTGCCAACAACCTCAAACTAAATAAAAATAATTGTGGTGTAA


16 120
	GecuC^1     AAAAGTACGAGGCAATTCGCTAAGCAAAAGATTTACCGAGGAGTGAACGTCCAAGAACAGCAACCGATGAAGACACCAGTGTGAGTGTTTTACTAACGGCTCAAGAACATAATCATGTCT
	GecuP^4     AAAAGTACGAGGCAATTCGCTAAGCAAAAGATTTACCGAGGAGTGAACGTCCAAGAACAGCAACCGATGAAGACACCAGTGTGAGTGTTTTACTAACGGCTCAAGAACATAATCATGTCT
	GecuE^8       AAAAGTACGAGGCAATTCGCTAAGCAAAAGATTTACCGAGGAGTGAACGTCCAAGAACAGCAACCGATGAAGACACCAGTGTGAGTGTTTTACTAACGGCTCAAGAACATAATCATGTCT
	GecuE^9      AAAAGTACGAGGCAATTCGYYAAGCAAAAGATTTACCGAGGAGTGAACGTCCAAGAACAGCAACCGATGAAGACACCAGTGTGAGTGTTTTACTAACGGCTCAAGAACATAATCATGTCT
	GecuE^10      AAAAGTACGAGGCAATTCGNNAAGCAAAAGATTTACCGAGGAGTGAACGTCCAAGAACAGCAACCGATGAAGACACCAGTGTGAGTGTTTTACTAACGGCTCAAGAACATAATCATGTCT
	GlicC^15     AAAAGTACGAGGCAATTCGYYAAGCAAAAGATTTACCGAGGAGTGAACGTCCAAGAACAGCAACCGATGAAGACACCAGTGTGAGTGTTTTACTAACGGCTCAAGAACATAATCATGTCT
	GlicP^17      AAAAGTACGAGGCAATTCGTCAAGCAAAAGATTTACCGAGGAGTGAACGTCCAAGAACAGCAACCGATGAAGACACCAGTGTGAGTGTTTTACTAACGGCTCAAGAACATAATCATGTCT
	GlicP^18      AAAAGTACGAGGCAATTCGTCAAGCAAAAGATTTACCGAGGAGTGAACGTCCAAGAACAGCAACCGATGAAGACACCAGTGTGAGTGTTTTACTAACGGCTCAAGAACATAATCATGTCT
	GlicE^20      AAAAGTACGAGGCAATTCGTCAAGCAAAAGATTTACCGAGGAGTGAACGTCCAAGAACAGCAACCGATGAAGACACCAGTGTGAGTGTTTTACTAACGGCTCAAGAACATAATCATGTCT
	GlicE^21      AAAAGTACGAGGCAATTCGTCAAGCAAAAGATTTACCGAGGAGTGAACGTCCAAGAACAGCAACCGATGAAGACACCAGTGTGAGTGTTTTACTAACGGCTCAAGAACATAATCATGTCT
	GlicE^22       AAAAGTACGAGGCAATTCGTCAAGCAAAAGATTTACCGAGGAGTGAACGTCCAAGAACAGCAACCGATGAAGACACCAGTGTGAGTGTTTTACTAACGGCTCAAGAACATAATCATGTCT
	GlicE^23       AAAAGTACGAGGCAATTCGTCAAGCAAAAGATTTACCGAGGAGTGAACGTCCAAGAACAGCAACCGATGAAGACACCAGTGTGAGTGTTTTACTAACGGCTCAAGAACATAATCATGTCT
	GlicE^24      AAAAGTACGAGGCAATTCGTCAAGCAAAAGATTTACCGAGGAGTGAACGTCCAAGAACAGCAACCGATGAAGACACCAGTGTGAGTGTTTTACTAACGGCTCAAGAACATAATCATGTCT
	GlicE^25      AAAAGTACGAGGCAATTCGTCAAGCAAAAGATTTACCGAGGAGTGAACGTCCAAGAACAGCAACCGATGAAGACACCAGTGTGAGTGTTTTACTAACGGCTCAAGAACATAATCATGTCT
	GmorB^27    AAAAGTACGAGGCAATTCGYYAAGCAAAAGATTTACCGAGGAGTGAACGTCCAAGAACAGCAACCGATGAAGACACCAGTGTGAGTGTTTTACTAACGGCTCAAGAACATAATCATGTCT
	GpasB^28    AAAAGTACGAGGCAATTCGTCAAGCAAAAGATTTACCGAGGAGTGAACGTCCAAGAACAGCAACCGATGAAGACACCAGTGTGAGTGTTTTACTAACGGCTCAAGAACATAATCATGTCT


16 120
	GecuC^1     GGAACCGGATGTACTCCGCCGCGGTNCGCCAACGACAGATATCCGGCTTTATGCGGTGAAAGCAAGAGGTTGGCAAAGGACGAAAA-GAAGAAARCGACGAAGAAGAGGACGATGACGAG
	GecuP^4      GGAACCGGATGTACTCCGCCGCGGTCCGCCAACGACAGATATCCGGCTTTATGCGGTGAAAGCAAGAGGTTGGCAAAGGACGAAAACGAAGAAAGCGACGAAGAAGAGGACGATGACGAG
	GecuE^8      GGAACCGGATGTACTCCGCCGCGGTCCGCCAACGACAGATATCCGGCTTTATGCGGTGAAAGCAAGAGGTTGGCAAAGGACGAAAACGAAGAAAGCGACGAAGAAGAGGACGATGACGAG
	GecuE^9       GGAACCGGATGTACTCCGCCGCGGTCCGCCAACGACAGATATCCGGCTTTATGCGGTGAAAGCAAGAGGTTGGCAAAGGACGAAAACGAAGAAAGCGACGAAGAAGAGGACGATGACGAG
	GecuE^10       GGAACCGGATGTACTCCGCCGCGGTCCGCCAACGACAGATATCCGGCTTTATGCGGTGAAAGCAAGAGRTTGGCAAAGGACGAAAACGAAGAAAGCGACGAAGAAGAGGACGATGACGAG
	GecuE^11      GGAACCGGATGTACTCCGCCGCGGTCCGCCAACGACAGATATCCGGCTTTATGCGGTGAAAGCAAGAGGTTGGCAAAGGACGAAAACGAAGAAAGCGACGAAGAAGAGGACGATGACGAG
	GlicC^15     GGAACCGGATGTACTCCGCCGCGGTCCGCCAACGACAGATATCCGGCTTTATGCGGTGAAAGCAAGAGGTTGGCAAAGGACGAAAACGAAGAAAGCGACGAAGAAGAGGACGATGACGAG
	GlicP^17      GGAACCGGATGTACTCCGCCGCGGTCCGCCAACGACAGATATCCGGCTTTATGCGGTGAAAGCAAGAGGTTGGCAAAGGACGAAAACGAAGAAAGCGACGAAGAAGAGGACGATGACGAG
	GlicE^20      GGAACCGGATGTACTCCGCCGCGGTCCGCCAACGACAGATATCCGGCTTTATGCGGTGAAAGCAAGAGGTTGGCAAAGGACGAAAACGAAGAAAGCGACGAAGAAGANGACGATGACGAG
	GlicE^21      GGAACCGGATGTACTCCGCCGCGGTCCGCCAACGACAGATATCCGGCTTTATGCGGTGAAAGCAAGAGGTTGGCAAAGGACGAAAACGAAGAAAGCGACGAAGAAGAGGACGATGACGAG
	GlicE^22      GGAACCGGATGTACTCCGCCGCGGTCCGCCAACGACAGATATCCGGCTTTATGCGGTGAAAGCAAGAGGTTGGCAAAGGACGAAAACGAAGAAAGCGACGAAGAAGAGGACGATGACGAG
	GlicE^23       GGAACCGGATGTACTCCGCCGCGGTCCGCCAACGACAGATATCCGGCTTTATGCGGTGAAAGCAAGAGGTTGGCAAAGGACGAAAACGAAGAAAGCGACGAAGAAGAGGACGATGACGAG
	GlicE^24       GGAACCGGATGTACTCCGCCGCGGTCCGCCAACGACAGATATCCGGCTTTATGCGGTGAAAGCAAGAGGTTGGCAAAGGACGAAAACGAAGAAAGCGACGAAGAAGAGGACGATGACGAG
	GlicE^25      GGAACCGGATGTACTCCGCCGCGGTCCGCCAACGACAGATATCCGGCTTTATGCGGTGAAAGCAAGAGGTTGGCAAARGACGAAAACGAAGAAAGCGACGAAGAAGAGGACGATGACGAG
	GmorB^27    GGAACCGGATGTACTCCGCCGCGGTCCGCCAACGACAGATATCCGGCTTTATGCGGTGAAAGCAAGAGGTTGGCAAAGGACGAAAACGAAGAAAGCGACGAAGAAGAGGACGATGACGAG
	GpasB^28    GGAACCGGATGTACTCCGCCGCGGTCCGCCAACGACAGATATCCGGCTTTATGCGGTGAAAGCAAGAGGTTGGCAAAGGACGAAAACGAAGAAAGCGACGAAGAAGAGGACGATGACGAG


19 120
	GecuC^1     AGAAGCTTCCACACGCTGGATCGTTGGACTTCAATTACAAGCATTACCATTCAATTGTYCTGCTTGCGTGCGCTGATGCGGATGGAAACTTTATTTCTGTTGAAAGGGATAATGACTGAC
	GecuP^4     AGAAGCTTCCACACGCTGGATCGTTGGACTTCAATTACAAGCATTACCATTCAATTGTCCTGCTTGCGTGCGCTGATGCGGATGGAAACTTTATTTCTGTTGAAAGGGATAATGACTGAC
	GecuP^5      AGAAGCTTCCACACGCTGGATCGTTGGANTTCAATTACAAGCATTACCATTCAATTGTCCTGCTTGCGTGCGCTGATGCGGATGGAAACTTTATTTCTGTTGAAAGGRATAATGACTGAY
	GecuP^6      AGAAGCTTCCACACGCTGGATCGTTGGACTTCAATTACAAGCATTACCATTCAATTGTCCTGCTTGCGTGCGCTGATGCGGATGGAAACTTTATTTCTGTTGAAAGGGATAATGACTGAY
	GecuE^8      AGAAGCTTCCACACGCTGGATCGTTGGACTTCAATTACAAGCATTACCATTCAATTGTCCTGCTTGCGTGCGCTGATGCGGATGGAAACTTTATTTCTGTTGAAAGGGATAATGACTGAY
	GecuE^9       AGAAGCTTCCACACGCTGGATCGTTGGACTTCAATTACAAGCATTACCATTCAATTGTCCTGCTTGCGTGCGCTGATGCGGATGGAAACTTTATTTCTGTTGAAAGGGATAATGACTGAC
	GecuE^10       AGAAGCTTCCACACGCTGGATCGTTGGACTTCAATTACAAGCATTACCATTCAATTGTCCTGCTTGCGTGCGCTGATGCGGATGGAAACTTTATTTCTGTTGAAAGGGATAATGACTGAY
	GecuE^11      AGAAGCTTCCACACGCTGGATCGTTGGACTTCAATTACAAGCATTACCATTCAATTGTCCTGCTTGCGTGCGCTGATGCGGATGGAAACTTTATTTCTGTTGAAAGGGATAATGACTGAY
	GlicC^15     AGAAGCTTCCACACRCTGGATCGTTGGACTTCAATTACAAGCATTACCATTCAATTGTCCTGCTTGCGTGCGCTGATGCGGATGGAAACTTTATTTCTGTTGAAAGGGATAATGACTGAC
	GlicP^17      AGAAGCTTCCACANGCTGGATNGTTGGACTTCAATTACAAGCATTACCATTCAATTGTCCTGCTTGCGTGCGCTGATGCGGATGGAAACTTTATTTCTGTTGAAAGGGATAATGACTGAT
	GlicP^18      AGAAGCTTCCACACGCTGGATCGTTGGACTTCAATTACAAGCATTACCATTCAATTGTCCTGCTTGCGTGCGCTGATGCGGATGGAAACTTTATTTCTGTTGAAAGGGATAATGACTGAY
	GlicE^20      AGAAGCTTCCACACRNTGGATCGTTGGACTTCAATTACAAGCATTACCATTCAATTGTCCTGCTTGCGTGCGCTGATGCGGATGGAAACTTTATTTCTGTTGAAAGGGATAATGACTGAY
	GlicE^21      AGAAGCTTCCACACGCTGGATGGTTGGACTTCAATTACAAGCATTACCATTCAATTGTCCTGCTTGCGTGCGCTGATGCGGATGGAAACTTTATTTCTGTTGAAAGGGATAATGACTGAT
	GlicE^22       AGAAGCTTCCACACGCTGGATGGTTGGACTTCAATTACAAGCATTACCATTCAATTGTCCTGCTTGCGTGCGCTGATGCGGATGGAAACTTTATTTCTGTTGAAAGGGATAATGACTGAT
	GlicE^23       AGAAGCTTCCACACACTGGATCGTTGGACTTCAATTACAAGCATTACCATTCAATTGTCCTGCTTGCGTGCGCTGATGCGGATGGAAACTTTATTTCTGTTGAAAGGGATAATGACTGAC
	GlicE^24      AGAAGCTTCCACACRCTGGATSGTTGGACTTCAATTACAAGCATTACCATTCAATTGTCCTGCTTGCGTGCGCTGATGCGGATGGAAACTTTATTTCTGTTGAAAGGGATAATGACTGAY
	GmorB^27    AGAAGCTTCCACACGCTGGATCGTTGGACTTCAATTACAAGCATTACCATTCAATTGTCCTGCTTGCGTGCGCTGATGCGGATGGAAACTTTATTTCTGTTGAAAGGGATAATGACTGAT
	GpasB^28    AGAAGCTTCCACACGCTGGATCGTTGGACTTCAATTACAAGCATTACCATTCAATTGTCCTGCTTGCGTGCGCTGATGCGGATGGAAACTTTATTTCTGTTGAAAGGGATAATGACTGAT
	GpasB^29    AGAAGCTTCCACACGCTGGATCGTTGGACTTCAATTACAAGCATTACCATTCAATTGTCCTGCTTGCGTGCGCTGATGCGGATGGAAACTTTATTTCTGTTGAAAGGGATAATGACTGAT


22 120
	GecuC^1     CACCCTAACAAATGACTGTAGCTATTTCACGCAGCCTGGCATCTGGTAACATAAATCATTCAAAAATCCTACTTTTTCGGTGGTCCACGCTTYAGTTTGTTGCTGCAATCGATATTTTAC
	GecuP^4     YACCCTAACAAATGACTGTAGCTATTTCACGCAGCCTGGCATYTGGTAACATAAATCATTCAAAAATCCTACTTTTTCGGTGGTCCACGCTTCAGTTTGTTGCTGCAATCGATATTTTAC
	GecuP^5     YACCCTAACAAATGACTGTAGCTATTTCACRCAGCCTGGCATCTGGTAACATAAATCATTCAAAAATCCTACTTTTTCGGTGGTCCACGCTTCAGTTTGTTGCTGCAATCGATATTTTAC
	GecuP^6      CACCCTAACAAATGACTGTAGCTATTTCACGCAGCCTGGCATCTGGTAACATAAATCATTCAAAAATCCTACTTTTTCGGTGGTCCACGCTTCAGTTTGTTGCTGCAATCGATATTTTAC
	GecuP^7      CACCCTAACAAATGACTGTAGCTATTTCACRCAGCCTGGCATCTGGTAACATAAATCATTCAAAAATCCTACTTTTTCGGTGGTCCACGCTTCAGTTTGTTGCTGCAATCGATATTTTAC
	GecuE^8      CACCCTAACAAATGACTGTAGCTATTTCACGCAGCCTGGCATYTGGTAACATAAATCATTCAAAAATCYYACTTTTTCGGTGGTCCACGCTTCAGTTTGTTGCTGCAATCGATATTTTAC
	GecuE^9       CACCCTAACAAATGACTGTAGCTATTTCACGCAGCCTGGCATCTGGTAACATAAATCATTCAAAAATCCTACTTTTTCGGTGGTCCACGCTTCAGTTTGTTGCTGCAATCGATATTTTAC
	GecuE^10       YACCCTAACAAATGACTGTAGCTATTTCACGCAGCCTGGCATYTGGTAACATAAATCATTCAAAAATCCTACTTTTTCGGTGGTCCACGCTTCAGTTTGTTGCTGCAATCGATATTTTAC
	GecuE^11      CACCCTAACAAATGACTGTAGCTATTTCACGCAGCCTGGCATTTGGTAACATAAATCATTCAAAAATCYYACTTTTTCGGTGGTCCACGCTTCAGTTTGTTGCTGCAATCGATATTTTAC
	GlicC^15     YACCCTAACAAATGACTGTAGCTATTTCACGCAGCCTGGCATTTGGTAACATAAATCATTCAAAAATCCTACTTTTTCGGTGGTCCACGCTTCAGTTTGTTGCTGCAATCGATATTTTAC
	GlicP^17      TACCCTAACAAATGACTGTAGCTATTTCACGCAGCCTGGCATCTGGTAACATAAATCATTCAAAAATCCTACTTTTTCGGTGGTCCACGCTTCAGTTTGTTGCTGCAATCGATATTTTAC
	GlicP^18      CACCCTAACAAATGACTGTAGCTATTTCACGCAGCCTGGCATCTGGTAACATAAATCATTCAAAAATCCTACTTTTTCGGTGGTCCACGCTTCAGTTTGTTGCTGCAATCGATATTTTAC
	GlicE^20      TACCCTAACAAATGACTGTAGCTATTTCACGCAGCCTGGCATYTGGTAACATAAATCATTCAAAAATCCTACTTTTTCGGTGGTCCACGCTTCAGTTTGTTGCTGCAATCGATATTTTAC
	GlicE^21      CACCCTAACAAATGACTGTAGCTATTTCACGCAGCCTGGCATYTGGTAACATAAATCATTCAAAAATCCTACTTTTTCGGTGGTCCACGCTTCAGTTTGTTGCTGCAATCGATATTTTAC
	GlicE^22      YACCCTAACAAATGACTGTAGCTATTTCACGCAGCCTGGCATYTGGTAACATAAATCATTCAAAAATCCTACTTTTTCGGTGGTCCACGCTTCAGTTTGTTGCTGCAATCGATATTTTAC
	GlicE^23       YACCCTAACAAATGACTGTAGCTATTTCACGCAGCCTGGCATTTGGTAACATAAATCATTCAAAAATCCTACTTTTTCGGTGGTCCACGCTTCAGTTTGTTGCTGCAATCGATATTTTAC
	GlicE^24       CACCCTAACAAATGACTGTAGCTATTTCACGCAGCCTGGCATYTGGTAACATAAATCATTCAAAAATCCTACTTTTTCGGTGGTCCACGCTTCAGTTTGTTGCTGCAATCGATATTTTAC
	GlicE^25      CACCCTAACAAATGACTGTAGCTATTTCACGCAGCCTGGCATYTGGTAACATAAATCATTCAAAAATCCTACTTTTTCGGTGGTCCACGCTTCAGTTTGTTGCTGCAATCGATATTTTAC
	GlicE^26      YACCCTAACAAATGACTGTAGCTATTTCACGCAGCCTGGCATYTGGTAACATAAATCATTCAAAAATCCTACTTTTTCGGTGGTCCACGCTTCAGTTTGTTGCTGCAATCGATATTTTAC
	GmorB^27    TACCCTAACAAATGACTGTAGCTATTTCACGCAGCCTGGCATCTGGTAACATAAATCATTCAAAAATCCTACTTTTTCGGTGGTCCACGCTTCAGTTTGTTGCTGCAATCGATATTTTAC
	GpasB^28    CACCCTAACAAATGACTGTAGCTATTTCACGCAGCCTGGCATCTGGTAACATAAATCATTCAAAAATCCTACTTTTTCGGTGGTCCACGCTTCAGTTTGTTGCTGCAATCGATATTTTAC
	GpasB^29    CACCCTAACAAATGACTGTAGCTATTTCACGCAGCCTGGCATCTGGTAACATAAATCATTCAAAAATCCTACTTTTTCGGTGGTCCACGCTTCAGTTTGTTGCTGCAATCGATATTTTAC


15 120
	GecuC^1     CTTAGTAGAGGCAGTCAAGGAAAAGGGAGCCCCTTCACG--ACTCTGTCAATGGATCAGGGCCGCCCTGGAGGAACGCATAATAGTAGCGCCTGGGGGGAAGGCTAATATAAAAGTAAGG
	GecuP^4     CTTAGTAGAGGCAGTCAAGGAAAAGGGAGCCCCTTCACG--ACTCTGTCAATGGATCAGGGCCGCCCTGGAGGAACGCATAATAGTAGCGCCTGGGGGGAAGGCTAATATAAAAGTAAGG
	GecuE^8       CTTAGTAGAGGCAGTCAAGGAAAAGGGAGCCCCTTCACG--ACTCTGTCAATGGATCAGGGACGCCCTGGAGGAACGCATAATAGTAGCGCCTGGGGGGAAGGCTAATATAAAAGTAAGG
	GecuE^9       CTTAGTAGAGGCAGTCAAGGAAAAGGGAGCCCCTTCACG--ACTCTGTCAATGGATCAGGGCCGCCCTGGAGGAACGCATAATAGTAGCGCCTGGGGGGAAGGCTAATATAAAAGTAAGG
	GecuE^10      CTTAGAAGAGGCAGTCAAGGAAAAGGGAGCCCCTTCACG--ACTCTGTCAATGGATCAGGGCCGCCCTGGAGGAACGCATAATAGTAGCGTCTGGGGGGAAGGCTAATATAAAAGTAAGG
	GlicC^15     CTTAGTAGAGGCAGTCAAGGAAAAGGGAGCCCCTTCACG--ACTCTGTCAATGGATCAGGGCCGCCCTGGAGGAACGCATAATAGTAGCGCCTGGGGGGAAGGCTAATATAAAAGTAAGG
	GlicP^17      CTTAGTAGAGGCAGTCAAGGAAAAGGGAGCYCCTTCACG--ACTCTGTCAATGGATCAGGGCCGCCCTGGAGGAACGCATAATAGTAGCGCCTGGGGGSAAGGCTAATATAAAAGTAAGG
	GlicE^20      CTTAGTAGAGGCAGTCAAGGAAAAGGGAGCCCCTTCACG--ACTCTGTCAATGGATCAGGGCCGCCCTGGAGGAACGCATAATAGTAGCGCCTGGGGGGAAGGCTAATATAAAAGTAAGG
	GlicE^21      CTTAGTAGAGGCAGTCAAGGAAAAGGGAGCCCCTTCACG--ACTCTGTCAATGGATCAGGGCCGCCCTGGAGGAACGCATAATAGTAGCGCCTGGGGGGAAGGCTAATATAAAAGTAAGG
	GlicE^22      CTTAGTAGAGGCAGTCAAGGAAAAGGGAGCTCCTTCACG--ACTCTGTCAATGGATCAGGGCCGCCCTGGAGGAACGCATAATAGTAGCGCCTGGGGGGAAGGCTAATATAAAAGTAAGG
	GlicE^23       CTTAGTAGAGGCAGTCAAGGAAAAGGGAGCCCCTTCACGNNACTCTGTCAATGGATCAGGGCCGCCCTGGAGGAACGCATAATAGTAGCGCCTGGGGGGAAGGCTAATATAAAAGTAAGG
	GlicE^24       CTTAGTAGAGGCAGTCAAGGAAAAGGGAGCCCCTTCACG--ACTCTGTCAATGGATCAGGGCCGCCCTGGAGGAACGCATAATAGTAGCGCCTGGGGGGAAGGCTAATATAAAAGTAAGG
	GlicE^25      CTTAGTAGAGGCAGTCAAGGAAAAGGGAGCCCCTTCACG--ACTCTGTCAATGGATCAGGGCCGCCCTGGAGGAACGCATAATAGTAGCGCCTGGGGGGAAGGCTAATATAAAAGTAAGG
	GmorB^27    CTTAGTAGAGGCAGTCAAGGAAAAGGGAGCCACTTCACG--ACTCTGTCAATGGATCAGGGCCGCCCTGGAGGAACGCATAATAGTAGCGCCTGGGGGGAAGGCTAATATAAAAGTAAGG
	GpasB^28    CTTAGTAGAGGCAGTCAAGGGAAAGGGAGCCCCTTCACG--ACTCTGTCAATGGATCAGGGCCGCCCTGGAGGAACGCATAATAGTAGCGCCTGGGGTGAAGGCTAATATAAAAGTAAGG


20 120
	GecuC^1     GCCACACTGATAAATAATAACTCATTTTCAAACGCTTTGCAATTCTATTGGTTATATTTAGAACATTTCTTGTGTTCTTGCATTTTCCCAATGTTATTCACGAACTTACGAAGTAATTTT
	GecuP^4     GCCACACTGATAAATAATAACTCATTTTCAAACGCTTTGCAATTCTATTGGTTATATTTAGAACATTTCTTGTGTTCTTGCATTTTCCCAATGTTATTCACGAACTTACGAAGTAATTTT
	GecuP^5      GCCACACTGATAAATAATAACTCATTTTCAAACGCTTTGCAATTCTATTGGTTATATTTAGAACATTTCTTGTGTTCTTGCATTTTCCCAATGTTATTCACGAACTTACGAAGTAATTTT
	GecuE^8       GCCACACTGATARATAATAACTCATTTTCAAACGCTTTGCAATTCTATTGGTTATATTTAGAACATTTCTTGTGTTCTTGCATTTTCCCAATGTTATTCACGAACTTACGAAGTAATTTT
	GecuE^9       GCCACACTGATAAATAATAACTCATTTTCAAACGCTTTGCAATTCTATTGGTTATATTTAGAACATTTCTTGTGTTCTTGCATTTTCCCAATGTTATTCACGAACTTACGAAGTAATTTT
	GecuE^10      GCCACACTGATAAATAATAACTCATTTTCAAACGCTTTGCAATTCTATTGGTTATATTTAGAACATTTCTTGTGTTCTTGCATTTTCCCAATGTTATTCACGAACTTACGAAGTAATTTT
	GlicC^15     GCCACACTGATAAATAATAACTCATTTTCAAACGCTTTGCAATTCTATTGGTTATATTTAGAACATTTCTTGTGTTCTTGCATTTTCCCAATGTTATTCACGAACTTACGAAGTAATTTT
	GlicP^17      GCCACACTGATAAATAATAACTCATTTTCAAACGCTTTGCAATTCTATTGGTTATATTTAGAACATTTCTTGTGTTCTTGCATTTTCCCAATGTTATTCACGAACTTACGAAGTAATTTT
	GlicP^18      GCCACACTGATAAATAATAACTCATTTTCAAACGCTTTGCAATTCTATTGGTTATATTTAGAACATTTCTTGTGTTCTTGCATTTTCCCAATGTTATTCACGAACTTACGAAGTAATTTT
	GlicP^19      GCCACACTGATARATAATAACTCATTTTCAAACGCTTTGCAATTCTATTGGTTATATTTAGAACATTTCTTGTGTTCTTGCATTTTCCCAATRTTATTCACGAACTTACGAAGTAATTTT
	GlicE^20      GCCACACTGATAAATAATAACTCATTTYCAAACGCTTTGCAATTCTATTGGTTATATTTAGAACATTTCTTGTGTTCTTGCATTTTCCCAATGTTATTCACGAACTTACGAAGTAATTTT
	GlicE^21      GCCACACTGATAAATAATAACTCATTTTCAAACGCTTTGCAATTCTATTGGTTATATTTAGAACATTTCTTGTGTTCTTGCATTTTCCCAATGTYATTCACGAACTTACGAAGTAATTTT
	GlicE^22      GYCACACTGATAAATAATAACTCATTTYCAAACGCTTTGCAATTCTATTGGTTATATTTAGAACATTTCTTGTGTTCTTGCATTTTCCCAATGTTATTCACGAACTTACGAAGTAATTTT
	GlicE^23       GCCACACTGATAAATAATAACTCATTTYCAAACGCTTTGCAATTCTATTGGTTATATTTAGAACATTTCTTGTGTTCTTGCATTTTCCCAATGTTATTCACGAACTTACGAAGTAATTTT
	GlicE^24       GCCACACTGATAAATAATAACTCATTTYCAAACGCTTTGCAATTCTATTGGTTATATTTAGAACATTTCTTGTGTTCTTGCATTTTCCCAATGTTATTCACGAACTTACGAAGTAATTTT
	GlicE^25      GCCACACTGATAAATAATAAYTCATTTTCAAACGCTTTGCAATTCTATTGGTTATATTTAGAACATTTCTTGTGTTCTTGCATTTTCCC-ATGTTATTCACGAACTTACGAAGTAATTTT
	GlicE^26      GCCACACTGATAAATAATAACTCATTTTCAAACGCTTTGCAATTCTATTGGTTATATTTAGAACATTTCTTGTGTTCTTGCATTTTCCCAATGTTATTCACGAACTTACGAAGTAATTTT
	GmorB^27    GCCACACTGATAAATAATAACTCATTTYCAAACGCTTTGCAATTCTATTGGTTATATTTAGAACATTTCTTGTGTTCTTGCATTTTCCCAATGTTATTCACGAACTTACGAAGTAATTTT
	GpasB^28    GCCACACTGATAAATAATAACTCATTTTCAAACGCTTTGCAATTCTATTGGTTATATTTAGAACATTTCTTGTGTTCTTGCATTTTCCCAATGTTATTCACGAACTTACGAAGTAATTTT
	GpasB^29    GCCACACTGATAAATAATAACTCATTTTCAAACGCTTTGCAATTCTATTGGTTATATTTAGAACATTTCTTGTGTTCTTGCATTTTCCCAATGTTATTCACGAACTTACGAAGTAATTTT


21 120
	GecuC^1     TGGTTTCTTCTACAAAACAGCAGAAGAACGCGAGAAATTGGTGCA-AGCGGAA-AGGGATTTCATTGACCAGAGGGTGAAGAAAGTCATCGAATTGAAGAAGAAACTTTGTAATGGCACC
	GecuC^2     TGGTTTCTTCTACAAAACAGCAGAAGAACGCGAGAAATTGGTGCA-AGCGGAA-AGGGATTTCATTGACCAGAGGGTGAAGAAAGTCATCGAATTGAAGAAGAAACTTTGTAATGGCACC
	GecuP^4     TGGTTTCTTCTACAAAACAGCAGAAGAACGCGAGAAATTGGTGCA-AGCGGAA-AGGGATTTCATTGACCAGAGGGTGAAGAAAGTCATCGAATTGAAGAAGAAACTTTGTAATGGCACC
	GecuP^5     TGGTTTYTTCTACAAAACAGCAGAAGAACGCGAGAAATTGGTGCA-AGCGGAA-AGGGATTTCATTGACCAGAGGGTGAAGAAAGTCATCGAATTGAAGAAGAAACTTTGTAATGGCACC
	GecuP^6      TGGTTTCTTCTACAAAACAGCAGAAGAACGCGAGAAATTGGTGCA-AGCGGAA-AGGGATTTCATTGACCAGAGGGTGAAGAAAGTCATCGAATTGAAGAAGAAACTTTGTAATGGCACC
	GecuP^7      TGGTTTCTTCTACAAAACAGCAGAAGAACGCGAGAAATTGGTGCA-AGCGGAA-AGGGATTTCATTGACCAGAGGGTGAAGAAAGTCATCGAATTGAAGAAGAAACTTTGTAATGGCACC
	GecuE^8      TGGTTTCTTCTACAAAACAGCAGAAGAACGCGAGAAATTGGTGCA-AGCGGAA-AGGGATTTCATTGACCAGAGGGTGAAGAAAGTCATCGAATTGAAGAAGAAACTTTGTAATGGCACY
	GecuE^9       TGGTTTCTTCTACAAAACAGCAGAAGAACGCGAGAAATTGGTGCA-AGCGGAA-AGGGATTTCATTGACCAGAGGGTGAAGAAAGTCATCGAATTGAAGAAGAAACTTTGTAATGGCACC
	GecuE^10       TGGTTTCTTCTACAAAACAGCAGAAGAACGCGAGAAATTGGTGCA-AGCGGAA-AGGGATTTCATTGACCAGAGGGTGAAGAAAGTCATCGAATTGAAGAAGAAACTTTGTAATGGCACC
	GecuE^11       TGGTTTCTTCTACAAAACAGCAGAAGAACGCGAGAAATTGGTGCA-AGCGGAA-AGGGATTTCATTGACCAGAGGGTGAAGAAAGTCATCGAATTGAAGAAGAAACTTTGTAATGGCACC
	GecuE^12      TGGTTTCTTCTACAAAACAGCAGAAGAACGCGAGAAATTGGTGCA-AGCGGAA-AGGGATTTCATTGACCAGAGGGTGAAGAAAGTCATCGAATTGAAGAAGAAACTTTGTAATGGCACC
	GlicC^15     TGGTTTCTTCTACAAAACAGCNGAAGAACGCGAGAAATTGGTGCA-AGCGGAA-AGGGATTTCATTGACCAGAGGGTGAAGAAAGTNATCGAATTGAAGAAGAAACTTTGTAATGGCACC
	GlicP^17      TGGTTTCTTCTAYAAAACAGCAGAAGAACGCGAGAAATTGGTGCA-AGCGGAA-AGGGATTTCATTGACCAGAGGGTGAAGAAAGTCATCGAATTGAAGAAGAAACTTTGTAATGGCACC
	GlicE^20      TGGTTTCTTCTACAAAACAGCAGAAGAACGCGAGAAATTGGTGCA-AGCGGAA-AGGGATTTCATTGACCAGAGGGTGAAGAAAGTCATCGAATTGAAGAAGAAACTTTGTAATGGCACC
	GlicE^21      TGGTTTCTTCTACAAAACAGCAGAAGAACGCGAGAAATTGGTGCA-AGCGGAA-AGGGATTTCATTGACCAGAGGGTGAAGAAAGTCATCGAATTGAAGAAGAAACTTTGTAATGGCACY
	GlicE^22       TGGTTTCTTCTACAAAACAGCAGAAGAACGCGAGAAATTGGTGCA-AGCGGAA-AGGGATTTCATTGACCAGAGGGTGAAGAAAGTCATCGAATTGAAGAAGAAACTTTGTAATGGCACC
	GlicE^23       TGGTTTCTTCTAYAAAACAGCAGAAGAACGCGAGAAATTGGTGCANAGCGGAANAGGGATTTCATTGACCAGAGGGTGAAGAAAGTYATCGAATTGAAGAAGAAACTTTGTAATGGCACC
	GlicE^24      TGGTTTCTTCTACAAAACAGCAGAAGAACGCGAGAAATTGGTGCA-AGCGGAA-AGGGATTTCATTGACCAGAGGGTGAAGAAAGTCATCGAATTGAAGAAGAAACTTTGTAATGGCACC
	GlicE^25      TGGTTTCTTCTACAAAACAGCAGAAGAACGCGAGAAATTGGTGCA-AGCGGAA-AGGGATTTCATTGACCAGAGGGTGAAGAAAGTCATCGAATTGAAGAAGAAACTTTGTAATGGCACC
	GmorB^27    TGGTTTCTTCTACAAAACAGCAGAAGAACGCGAGAAATTGGTGCA-AGCGGAA-AGGGATTTCATTGACCAGAGGGTGAAGAAAGTCATYGAATTGAAGAAGAAACTTTGTAATGGCACC
	GpasB^28    TGGTTTCTTCTACAAAACAGCRGAAGAACGCGAGAAATTGGTGCA-AGCGGAA-AGGGATTTCATTGACCAGAGGGTGAAGAAAGTYATCGAATTGAAGAAGAAACTTTGTAATGGCACC


18 120
	GecuC^1     GAAGATATAGCACATACAACAACACAAAATAATAACTGGTTTACGTGAGTTGCTTGCTATGGTTATACGAAATGCCAGCCGACAATATCTAGACCCAGTTTGATAATGNCAAACAATGAC
	GecuP^4     GAAGATATAGCACATACAACAACACAAAATAATAACTGGTTTACGTGAGTTGCTTGCTATGGTTATACGAAATGCCAGCCGACAATATCTAGACCCAGTTTGATAATGTCAAACAATGAC
	GecuP^5     GAAGATATAGCACATACAACAACACAAAATAATAACTGGTTTACGTGAGTTGCTTGCTATGGTTATACGAAATGCCAGCCGACAATATCYAGACCCAGTTTGATAATGTCAAACAATGAC
	GecuP^6      GAAGATATAGCACATACAACAACACAAAATAATAACTGGTTTACGTGAGTTGCTTGCTATGGTTATACGAAATGCCAGCCGACAATATCTAGACCCAGTTTGATAATGTCAAACAATGAC
	GecuE^8      GAAGATATAGCACATACAACAACACAAAATAATAACTGGTTTACGTGAGTTGCTTGCTATGGTTATACGAAATGCCAGCCGACAATATCTAGACCCAGTTTGATAATGTCAAACAATGAC
	GecuE^9       GAAGATATAGCACATACAACAACACAAAATAATAACTGGTTTACGTGAGTTGCTTGCTATGGTTATACGAAATGCCAGCCGACAATATCTAGACCCAGTTTGATAATGTCAAACAATGAC
	GecuE^10       GAAGATATAGCACATACAACAACACAAAATAATAACTGGTTTACGTGAGTTGCTTGCTATGGTTATACGAAATGCCAGCCGACAATATCTAGACCCAGTTTGATAATGTCAAACAATGAC
	GlicC^15     GAAGATATAGCACATACAACAACACAAAATAATAACTGGTTTACGTGAGTTGCTTGCTATGGTTATACGAAATGCCAGCCGACAATATCTAGACCCAGTTTGATAATGTCAAACAATGAC
	GlicP^17      GAAGATATAGCACATACAACAACACAAAATAATAACTGGTTTACGTGAGTTGCTTGCTATNGTTATACGAAATGCCAGCCGACAATATCTAGACCCAGTTTGATAATGTCAAACAATGAC
	GlicE^20      AAAGATATAGCACATATAACAACACAAAATAATAACTGGTTTACGTGAGTTGCTTGCTATGGTTATACGAAATGCCAGCCGACAATATCTAGACCCAGTTTGATAATGTCAAACAATGAC
	GlicE^21      GAAGATATAGCACATACAACAACACAAAATAATAACTGGTTTACGTGAGTTGCTTGCTATGGTTATACGAAATGCCAGCCGACAATATCTAGACCCAGTTTGATAATGTCAAACAATGAC
	GlicE^22      GAAGATATAGCACATACAACAACACAAAATAATAACTGGTTTACGTGAGTTGCTTGCTATGGTTATACGAAATGCCAGCCGACAATATCTAGACCCAGTTTGATAATGTCAAACAATGAC
	GlicE^23       GAAGATATAGCACATACAACAACACAAAATAATAACTGGTTTACGTGAGTTGCTTGCTATGGTTATACGAAATGCCAGCCGACAATATCTAGACCCAGTTTGATAATGTCAAACAATGAC
	GlicE^24       GAAGATATAGCACATACAACAACACAAAATAATAACTGGTTTACGTGAGTTGCTTGCTATGGTTATACGAAATGCCAGCCGACAATATCTAGACCCAGTTTGATAATGTCAAACAATGAC
	GlicE^25      GAAGATATAGCACATACAACAACACAAAATAATAACTGGTTTACGTGAGTTGCTTGCTATGGTTATACGAAATGCCAGCCGACAATATCTAGACCCAGTTTGATAATGTCAAACAATGAC
	GlicE^26      GAAGATATAGCACATACAACAACACAAAATAATAACTGGTTTACGTGAGTTGCTTGCTATGGTTATACGAAATGCCAGCCGACAATATCTAGACCCAGTTTGATAATGTCAAACAATGAC
	GmorB^27    GAAGATATAGCACATACAACAACACAAAATAATAACTGGTTTACGTGAGTTGCTTGCTATGGTTATACGAAATGCCAGCCGACAATATCTAGACCCAGTTTGATAATGTCAAACAATGAC
	GpasB^28    GAAGATATAGCACATACAACAACACAAAATAATAACTGGTTTACGTGAGTTGCTTGCTATGGTTATACGAAATGCCAGCCGACAATATCTAGACCCAGTTTGATAATGTCAAACAATGAC


20 120
	GecuC^1     ATATTCTACAGAACGTAATCAATATGCAGATAATTGTTCATCCTGGCGGTATCTTTGGTATCTTTTTTAYGGCCGATTCTTGTTTCCTTTATGTAATAATATACGTACGCGCCGCTAAAA
	GecuP^4     ATATTCTACAGAACGTAATCAATATGCAGATAATTGTTCATCCTGGCGGTATCTTTGCTATCTTTTTTATGACCGATTCTTGTTTCCTTTATGTAATAATATACGTACGCGCCGCTAAAA
	GecuP^5     ATATTCTACAGAACGTAATCAATATGCAGATAATTGTTCATCCTGGCGGTATCTTTGGTATCTTTTTTATGGCCGATTCTTGTTTCCTTTATGTAATAACATACGTACGCGCCGCTAAAA
	GecuP^6      ATATTCTACAGAACGTAATCAATATGCAGATAATTGTTCATCCTGGCGGTATCTTTGGTATCTTTTTTATGRYCGATTCTTGTTTCCTTTATGTAATAATATACGTACGCGCCGCTAAAA
	GecuE^8      ATATTCTACAGAACGTAATCAATATGCAGATAATTGTTCATCCTGGCGGTATCTTTGGTATCTTTTTTATGGCCGATTCTTGTTTCCTTTATGTAATAATATACGTACGCGCCGCTAAAA
	GecuE^9       ATATTCTACAGAACGTAATCAATATGCAGATAATTGTTCATCCTGGCGGTATCTTTGSTATCTTTTTTATGRCCGATTCTTGTTTCCTTTATGTAATAATATACGTACGCGCCGCTAAAA
	GecuE^10       ATATTCTACAGAACGTAATCAATATGCAGATAATTGTTCATCCTGGCGGTATCTTTGGTATCTTTTTTAYGGCCGATTCTTGTTTCCTTTATGTAATAATATACGTACGCGCCGCTAAAA
	GecuE^11      ATATTCTACAGAACGTAATCAATATGCAGATAATTGTTCATCCTGGCGGTATCTTTGGTATCTTTTTTATGRCCGATTCTTGTTTCCTTTATGTAATAATATACGTACGCGCCGCTAAAA
	GlicC^15     ATATTCTACAGAACGTAATCAATATGCAGATAATTGTTCATCCTGGCGGTATCTTTGSTATCTTTTTTATGRCCGRTTCTTGTTTCCTTTATGTAATAATATACGTACGCGCCGCTAAAA
	GlicP^17      ATATTCTACAGAACGTAATCAATATGCAGATAATTGTTCATCCTGGCGGTATCTTTGSTATCTTTTTTATGRCCGATTCTTGTTTCCTTTATGTAATAATATACGTACGCGCCGCTAAAA
	GlicE^20      ATATTCTACAGAACGTAATCAATATGCAGATAATTGTTCATCCTGGCGGTATCTTTGGTATCTTTTTTATGGCCGATTCTTGTTTCCTTTATGTAATAATATACGTACGCGCCGCTAAAA
	GlicE^21      ATATTCTACAGAACGTAATCAATATGCAGATAATTGTTCATCCTGGCGGTATCTTTGGTATCTTTTTTATGGCCGATTCTTGTTTCCTTTATGTAATAATATACGTACGCGCCGCTAAAA
	GlicE^22      ATATTCTACAGAACGTAATCAATATGCAGATAATTGTTCATCCTGGCGGTATCTTTGGTATCTTTTTTATGGCCGATTCTTGTTTCCTTTATGTAATAATATACGTACGCGCCGCTAAAA
	GlicE^23       ATATTCTACAGAACGTAATCAATATGCAGATAATTGTTCATCCTGGCGGTATCTTTGGTATCTTTTTTATGGCCGATTCTTGTTTCCTTTATGTAATAATATACGTACGCGCCGCTAAAA
	GlicE^24       ATATTCTACAGAACGTAATCAATATGCAGATAATTGTTCATCCTGGCGGTATCTTTGGTATCTTTTTTATGRYCGATTCTTGTTTCCTTTATGTAATAATATACGTACGCGCCGCTAAAA
	GlicE^25      ATATTCTACAGAACGTAATCAATATGCAGATAATTGTTCATCCTGGCGGTATCTTTGGTATCTTTTTTATGGCCGATTCTTGTTTCCTTTATGTAATAATATACGTACGCGCCGCTAAAA
	GlicE^26      ATATTCTACAGAACGTAATCAATATGCAGATAATTGTTCATCCTGGCGGTATCTTTGGTATCTTTTTTATGGCCGATTCTTGTTTCCTTTATGTAATAATATACGTACGCGCCGCTAAAA
	GmorB^27    ATATTCTACAGAACGTAATCAATATGCAGATAATTGTTCATCCTGGCGGTATCTTTGGTATCTTTTTTATGGCCGATTCTTGTTTCCTTTATGTAATAAYATACGTACGCGCCGCTAAAA
	GpasB^28    RTATTCTACAGAACGTAATCAATATGCAGATAATTGTTCATCCTGGCGGTATCTTTGGTATCTTTTTTATGGCCGATTCTTGTTTCCTTTATGTAATAATATACGTACGCGCCGCTAAAA
	GpasB^29    RTATTCTACAGAACGTAATCAATATGCAGATAATTGTTCATCCTGGCGGTATCTTTGGTATCTTTTTTATGGCCGATTCTTGTTTCCTTTATGTAATAATATACGTACGCGCCGCTAAAA


19 120
	GecuC^1     AGGCAATTGTGCACAAGGTATTCAATTTTCTATGAATCTAAGGGACCTTGAAGATTCTATTCGTTCTTTTGATGGAAGCAGCGAATATCCAATCAAAAAATGGGTAACTGAAATAGAGGA
	GecuP^4     AGGCAATTGTGCACAAGGTATTCAATTTTCTATGAATCTAAGGGACCTTGAAGATTCTATTCGTTCTTTTGATGGAAGCAGCGAATATCCAATCRAAAAATGGGTAACTGAAATAGAGGA
	GecuP^5      AGGCAATTGTGCACAAGGTATTCAATTTTCTATGAATCTAAGGGACCTTGAAGATTCTATTCGTTCTTTTGATGGAAGCAGCGAATATCCAATCAAAAAATGGGTAACTGAAATAGAGGA
	GecuP^6      AGGCAATTGTGCACAAGGTATTCAATTTTCTATGAATCTAAGGGACCTTGAAGATTCTATTCGTTCTTTTGATGGAAGCAGCGAATATCCAATCGAAAAATGGGTAACTGAAATAGAGGA
	GecuE^8      AGGCAATTGTGCACAAGGTATTCAATTTTYTATGAATCTAAGGGACCTTGAAGATTCTATTCGTTCTTTTGATGGAAGCAGCGAATATCCAATCRAAAAATGGGTAACTGAAATAGAGGA
	GecuE^9       AGGCAATTGTGCACAAGGTATTCAATTTTYTATGAATCTAAGGGACCTTGAAGATTCTATTCGTTCTTTTGATGGAAGCAGCGAATATCCAATCRAAAAATGGGTAACTGAAATAGAGGA
	GecuE^10       AGGCAATTGTGCACAAGGTATTCAATTTTCTATGAATCTAAGGGACCTTGAAGATTCTATTCGTTCTTTTGATGGAAGCAGCGAATATCCAATCRAAAAATGGGTAACTGAAATAGAGGA
	GecuE^11      AGGCAATTGTGCACAAGGTATTCAATTTTCTATGAATCTAAGGGACCTTGAAGATTCTATTCGTTCTTTTGATGGAAGCAGCGAATATCCAATCRAAAAATGGGTAACTGAAATAGAGGA
	GlicC^15     AGGCAATTGTGCACAAGGTATTCAATTTTCTATGAATCTAAGGGACCTTGAAGATTCTATTCGTTCTTTTGATGGAAGCAGCGAATATCCAATCGAAAAATGGGTAACTGAAATAGAGGA
	GlicP^17      AGGCAATTGTGCACAAGGTATTCAATTTTCTATGAATCTAAGGGACCTTGAAGATTCTATTCGTTCTTTTGATGGAAGCAGCGAATATCCAATCGAAAAATGGGTAACTGAAATAGAGGA
	GlicE^20      AGGCAATTGTGCACAAGGTATTCAATTTTCTATGAATCTAAGGGACCTTGAAGATTCTATTCGTTCTTTTGATGGAAGCAGCGAATATCCAATCGAAAAATGGGTAACTGAAATAGAGGA
	GlicE^21      AGGCAATTGTGCACAAGGTATTCAATTTTCTATGAATCTAAGGGACCTTGAAGATTCTATTCGTTCTTTTGATGGAAGCAGCGAATATCCAATCGAAAAATGGGTAACTGAAATAGAGGA
	GlicE^22       AGGCAATTGTGCACAAGGTATTCAATTTTCTATGAATCTAAGGGACCTTGAAGATTCTATTCGTTCTTTTGATGGAAGCAGCGAATATCCAATCGAAAAATGGGTAACTGAAATAGAGGA
	GlicE^23       AGGCAATTGTGCACAAGGTATTCAATTTTCTATGAATCTAAGGGACCTTGAAGATTCTATTCGTTCTTTTGATGGAAGCAGCGAATATCCAATCAAAAAATGGGTAACTGAAATAGAGGA
	GlicE^24      AGGCAATTGTGCACAAGGTATTCAATTTTCTATGAATCTAAGGGACCTTGAAGATTCTATTCGTTCTTTTGATGGAAGCAGCGAATATCCAATC-AAAAATGGGTAACTGAAATAGAGGA
	GlicE^25      AGGCAATTGTGCACAAGGTATTCAATTTTCTATGAATCTAAGGGACCTTGAAGATTCTATTCGTTCTTTTGATGGAAGCAGCGAATATCCAATCGAAAAATGGGTAACTGAAATAGAGGA
	GmorB^27    AGGCAATTGTGCACAAGGTATTCAATTTTCTATGAATCTAAGGGACCTTGAAGATTCTATTCGTTCTTTTGATGGAAGCAGCGAATATCCAATCRAAAAATGGGTAACTGAAATAGAGGA
	GpasB^28    AGGCAATTGTGCACAAGGTATTCAATTTTCTATGAATCTAAGGGACCTTGAAGATTCTATTCGTTCTTTTGATGGAAGCAGCGAATATCCAATCAAAAAATGGGTAACTGAAATAGAGGA
	GpasB^29    AGGCAATTGTGCACAAGGTATTCAATTTTCTATGAATCTAAGGGACCTTGAAGATTCTATTCGTTCTTTTGATGGAAGCAGCGAATATCCAATCGAAAAATGGGTAACTGAAATAGAGGA


21 120
	GecuC^1     ATAATTGCNGCTATATACATCCCCCCAGATGTAACTCNAGATGTTCTGGAGAATTTTATGGATGCACTTGAAATCTTTTTCTTGAATGAGTCAGTTTTATTTATCGNCGATTTCAATTTT
	GecuP^4     ATAATTGCGGCTATATACATCCCCCCAGATGTAACTCAAGATGTTCTGGAGAATTTTATGGATGCACTTGAAATCTTTTTCTTGAATGAGTCAGTTTTATTTATCGGCGATTT-AATTTT
	GecuP^5     WTAATTGCGGCTATATACATCCCCCCAGATGTAACTCAAGATGTTCTGGAGAATTTTATGGATGCACTTGAAATCTTTTTCTTGAATGAGTCAGTTTTATTTATCGGCGATTTCAATTTT
	GecuP^6      ATAATTGCGGCTATATACATCCCCCCAGATGTAACTCAAGATGTTCTGGAGAATTTTATGGATGCACTTGAAATCTTTTTCTTGAATGAGTCAGTTTTATTTATCGGCGATTTCAATTTT
	GecuP^7      ATAATTGCGGCTATATACATCCCCCCAGATGTAACTCAAGATGTTCTGGAGAATTTTATGGATGCACTTGAAATCTTTTTCTTGAATGAGTCAGTTTTATTTATCGGCGATTTCAATTTT
	GecuE^8      ATAATTGCGGCTATATACATCCCCCCAGATGTAACTCAANATGTTCTGGAGAATTTTATGGATGCACTTGAAATCTTTTTCTTGAATGAGTCAGTTTTATTTATCGGCGATTTCAATTTT
	GecuE^9       ATAATTGCGGCTATATACATCCCCCCAGATGTAACTCAAGATGTTCTGGAGAATTTTATGGATGCACTTGAAATCTTTTTCTTGAATGAGTCAGTTTTATTTATCGGCGATTTCAATTTT
	GecuE^10       ATAATTGCGGMTATATACATCCCCCCAGATGTAACTCAAGATGTTCTGGAGAATTTTATGGATGCACTTGAAATCTTTTTCTTGAATGAGTCAGTTTTATTTATCGGCGATTTCAATTTT
	GecuE^11      ATAATTGCGGCTATATACATCCCCCCAGATGTAACTCAAGATGTTCTGGAGAATTTTATGGATGCACTTGAAATCTTTTTCTTGAATGAGTCAGTTTTATTTATCGGCGATTTCAATTTT
	GlicC^15     ATAATTGCGGCTATATACATCCCCCCAGATGTAACTCAAGATGTTCTGGAGAATTTTATGGATGCACTTGAAATCTTTTTCTTGAATGAGTCAGTTTTATTTATCGGCGATTTCAATTTT
	GlicP^17      NTAATTGCGGCTATATACATCCCCCCAGATGTAACTCAANATGTTCTGGAGAATTTTATGGATGCACTTGAAATCTTTTT-TTGAATGAGTCNGTTTTATTTATCGGCGATTTCAATTTT
	GlicP^18      ATAATTGCGGCTATATACATCCCCCCAGATGTAAYTCAAGATGTTCTGGAGAATTTTATGGATGCACTTGAAATCTTTTTCTTGAATGAGTCAGTTTTATTTATCGGCGATTTCAATTTT
	GlicE^20      ATAATTGCGGCTATATACATCCCCCCAGATGTAACTCRAGATGTTCTGGAGAATTTTATGGATGCACTTGAAATCTTTTTCTTGAATGAGTCAGTTTTATTTATCGGCGATTTCAATTTT
	GlicE^21      WTAATTGCGGCTATATACATCCCCCCAGATGTAACTCAAGATGTTCTGGAGAATTTTATGGATGCACTTGAAATCTTTTTCTTGAATGAGTCAGTTTTATTTATCGGCGATTTCAATTTT
	GlicE^22      ATAATTGCGGCTATATACATYCCCCCAGATGTAACTCAAGATGTTCTGGAGAATTTTATGGATGCACTTGAAATCTTTTTCTTGAATGAGTCAGTTTTATTTATCGGCGATTTCAATTTT
	GlicE^23       ATAATTGCGGNTATATACATCCYCCCAGATGTAACTCAAGATGTTCTGGAGAATTTTATGGATGCACTTGAAATCTTTTTCTTGAATGAGTCAGTTTTATTTATCGGCGATTTCAATTTT
	GlicE^24       ATAATTGCGGCTATATACATYCCCCCAGATGTAACTCAAGATGTTCTGGAGAATTTTATGGATGCACTTGAAATCTTTTTCTTGAATGAGTCAGTTTTATTTATCGGCGATTTCAATTTT
	GlicE^25      MTAATTGCGGCTATATACATCCCCCCAGATGTAACTCAAGATGTTCTGGAGAATTTTATGGATGCACTTGAAATCTTTYTCTTGAATGAGTCAGTTTTATTTATCGGCGATTTCAATTTT
	GlicE^26      ATAATTGCGGCTATATACATCCCCCCAGATGTAACTCAAGATGTTCTGGAGAATTTTATGGATGCACTTGAAATCTTTTTCTTGAATGAGTCAGTTTTATTTATCGGCGATTTCAATTTT
	GmorB^27    ATAATTGCGGCTATATACATCCCCCCAGATGTAACTCAAGATGTTCTGGAGAATTTTATGGATGCACTTGAAATCTTTTTCTTGAATGAGTCAGTTTTATTTATCGGCGATTTCAATTTT
	GpasB^28    ATAATTGCGGCTATATACATCCCCCCAGATGTAACTCAAGATGTTCTGGAGAATTTTATGGATGCACTTGAAATCTTTTTCTTGAATGAGTCAGTTTTATTTATCGGCGATTTCAATTTT


15 120
	GecuC^1     TTTAGATTTCTGTCCAATCGCAATATTGTTTTACGATCAGGCATACGCCTTTCTGGATATTGAGCTCCGTATGTTTGACGTGTAAGYTCAATTGTTGTAGCACTTGATATACGTACAAAA
	GecuP^4     TTTAGATTTCTGTCCAATCGCAATATTGTTTTACGATCAGGCATACGCCTTTCTGGATATTGAGCTTCGTATGTTTGACGTGTAAGTTCAATTGTTGTAGCACTTGATATACGCACAAAA
	GecuP^5     TTTAGATTTCTGTCCAATCGCAATATTGTTTTACGANCAGGCATACGCCTTTCTGGATATTGAGCNCCGTATGTTTGACGTGTAAGTTCAATTGTTGTAGCACTTGATATACGTACAAAA
	GecuP^6      TTTAGATTTCTGTCCAATCGCAATATTGTTTTACGATCAGGCATACGCCTTTCTGGATATTGAGCTCCGTATGTTTGACGTGTAAGTTCAATTGTTGTAGCACTTGATATACGCACAAAA
	GecuE^8      TTTAGATTTCTGTCCAATCGCAATATTGTTTTACGATCAGGCATACGCCTTTCTGGATATTGAGCTCCGTATGTTTGACGTGTAAGTTCAATTGTTGTAGCACTTGATATACGCACAAAA
	GecuE^9       TTTAGATTTCTGTCCAATCGCAATATTGTTTTACGATCAGGCATACGCCTTTCTGGATATTGAGCTCCGTATGTTTGACKTGTAAGTTCAATTGTTGTAGCACTTGATATACGCACAAAA
	GlicC^15     TTTAGATTTCTGTCCAATCGCAATATTGTTTTACGATCAGGCATACGCCTTTCTGGATATTGAGCTCCGTATGTTTGACGTGTAAGTTCAATTGTTGTAGCACTTGATATACGCACAAAA
	GlicP^17      TTTAGATTTCTGTCCAATCGCAATATTGTTTTACGATCAGGCATACGCCTTTCTGGATATTGAGCTCCGTATGTTTGACGTGTAAGTTCAATTGTTRTAGCACTTGATATACGYACAAAA
	GlicE^20      TTTAGATTTCTGTCCAATCGCAATATTGTTTTACGATCAGGCATACGCCTTTCTGGATATTGAGCTCCGTATGTNTGACGTGTAAGTTCAATTGTTATAGCACTTGATATACGTACAAAA
	GlicE^21      TTTAGATTTCTGTCCAATCGCAATATTGTTTTACGATCAGGCATACGCCTTTCTGGATATTGAGCTCCGTATGTTTGACGTGTAAGTTCAATTGTTGTAGCACTTGATATACGYACAAAA
	GlicE^22       TTTAGATTTCTGTCCAATCGCAATATTGTTTTACGATCAGGCATACGCCTTTCTGGATATTGAGCTCCGTATGTTTGACGTGTAAGTTCAATTGTTGTAGCACTTGATATACGTACAAAA
	GlicE^23       TTTAGATTTCTGTCCAATCGCAATATTGTTTTACGATCAGGCATACGCCTTTCTGGATATTGAGCTCCGTATGTTTGACGTGTAAGTTCAATTGTTGTAGCACTTGATATACGCACAAAA
	GlicE^24      TTTAGATTTCTGTCCAATCGCAATATTGTTTTACGATCAGGCATACGCCTTTCTGGATATTGAGCTCCGTATGTTTGACGTGTAAGTTCAATTGTTGTAGCACTTGATATACGTACAAAA
	GmorB^27    TTTAGATTTCTGTCCAATCGCAATATTGTTTTACGATCAGGCATACGCCTTTCTGGATATTGAGCTCCGTATGTTTGACGTGTAAGTTCAATTGTTGTAGCACTTGATATACGTACAAAA
	GpasB^28    TTTAGATTTCTGTCCAATCGCAATATTGTTTTACGATCAGGCATACGCCTTTCTGGATATTGAGCTCCGTATGTTTGACGTGTAAGTTCAATTGTTGTAGCACTTGATATACGYACAAAR


15 120
	GecuC^1     GTAGAATATAACGTTGATAAAAATATATTCGTTTTACTGGTGTTGCAAAATAAGATAACACTTTACCTTATCTAAGCCACACCTACTTCATTCTAAACATGGCACTGCAATG--NATATA
	GecuP^4      NTAGAATATAACGTTGATAAAAATATATTCGTTTTACTGGTGTTGCAAAATAAGATAACACTTTACCTTATCTAAGCCACACCTACTTCATTCTAAACATGGCACTGCAATG--TATATA
	GecuE^8      GTAGAATATAACGTTGATAAAAATATATTCGTTTTACTGGTGTTGCAAAATAAGATAACACTTTACCTTATCTAAGCCACACCTACTTCATTCTAAACATGGCACTGCAATG--TATATA
	GecuE^9      CTAGAATATAACGTTGATAAAAATATATTCGTTTTACTGGTGTTGCAAAATAAGATAACACTTTACCTTATCTAAGCCACACCTACTTCATTCTAAACATGGCACTGCAATG--TATATA
	GlicC^15     GTAGAATATAACGTTGATAAAAATATATTCGTTTTACTGGTGTTGCAAAATAAGATAACACTTTACCTTATCTAAGCCACACCTACTTCATTCTAAACATGGCACTGCAATG--TATATA
	GlicC^16     GTAGAATATAACGTTGATAAAAATATATTCGTTTTACTGGTGTTGCAAAATAAGATAACACTTTACCTTATCTAAGCCACACCTACTTCATTCTAAACATGGCACTGCAATG--TATATA
	GlicP^17      GTAGAATATAACGTTGATAAAAATATATTCGTTTTACTGGTGTTGCAAAATAAGATAACACTTTACCTTATCTAAGCCACWCCTACTTCATTCTAAACATGGCACTGCAATG--TATATA
	GlicP^18      STAGAATATAACGTTGATAAAAATATATTCGTTTTACTGGTGTTGCAAAATAAGATAACACTTTACCTTATCTAAGCCACACNTACTTCATTCTAAACATGGCACTGCAATG--TATATA
	GlicE^20      GTAGAATATAACGTTGATAAAAATATATTCGTTTTACTGGTGTTGCAAAATAAGATAACACTTTACCTTATCTAAGCCACWCCTACTTCATTCTAAACATGGCACTGCAATG--TATATA
	GlicE^21      GTAGAATATAACGTTGATAAAAATATATTCGTTTTACTGGTGTTGCAAAATAAGATAAYACTTTACCTTATCTAAGCCACACCTACTTCATTCTAAACATGGCACTGCAATG--TATATA
	GlicE^22      GTAGAANATAACGTTGATAAAAATATATTCGTTTTACTGGTGTTGCAAAATAAGATAACACTTTACCTTATCTAAGCCACACCTACTTCATTCTAAA-ATGGCACTGCAATG--TATATA
	GlicE^23       GTAGAATATAACGTTGATAAAAATATATTCGTTTTACTGGTGTTGCAAAATAAGATAACACTTTACCTTATCTAAGCCACACCTACTTCATTCTAAACATGGCACTGCAATG--TATATA
	GmorB^27    STAGAATATAACGTTGATAAAAATATATTCGTTTTACTGGTGTTGCAAAATAAGATAACACNTTACCTTATCTAARCCACACCTACTTCATTCTAAACATGGCACTGCAATGNNTATATA
	GpasB^28    CTAGAATATAACGTTGATAAAAATATATTCGTTTTACTGGTGTTGCAAAATAAGATAACACTTTACCTTATCTAAGCCACACCTACTTCATTCTAAACATGGCACTGCAATG--TATATA
	GpasB^29    STAGAATATAACGTTGATAAAAATATATTCGTTTTACTGGTGTTGCAAAATAAGATAACACTTTACCTTATCTAAGCCACWCCTACTTCATTCTAAACATGGCACTGCAATG--TATATA


19 120
	GecuC^1     TAACTGGAAATACAAAGGTAATTGGGTAATTTTGTAGGCGATAAGATGTGTAACCCAGAAAAAGTCGATAAAATACTATTGACATCCGGAAAACATTATTATACCTTGCAAGAGAAAAGA
	GecuP^4     TAACTGGAAATACAAAGGTAATTGGGKAATTTTGTAGGCGATAAGATGTGTAACCCAGAWAAAGTCGATAAAATACTATTGACATCCGGAAAACATTATTATACCTTGCAAGAGAAAAGA
	GecuE^8      TAACTGGAAATACAAAGGTAATTGGGTAATTTTGTAGGCGATAAGATGTGTAACCCAGAAAAAGTCGATAAAATACTATTGACATCCGGAAAACATTATTATACCTTGCAAGAGAAAAGA
	GecuE^9       TAANTGGAAATACAAAGGTAATTGGGTAATTTTGTAGGCGATAAGATGTGTAACCCAGAAAAAGTCGATAAAATACTATTGACATCCGGAAAACATTATTATACCTTGCAAGA-AAAAGA
	GecuE^10       TAACTGGAAATACAAAGGTAATTGGGKAATTTTGTAGGCGATAAGATGTGTAACCCAGATAAAGTCGATAAAATACTATTGACATCCGGAAAACATTATTATACCTTGCAAGAGAAAAGA
	GecuE^11       TAACTGGAAATACAAAGGTAATTGGGGAATTTTGTAGGCGATAAGATGTGTAACCCAGATAAAGTCGATAAAATACTATTGACATCCGGAAAACATTATTATACCTTGCAAGAGAAAAGA
	GecuE^12      TAACTGGAAATACAAAGGTAATTGGGTAATTTTGTAGGCGATAAGATGTGTAACCCAGAAAAAGTCGATAAAATACTATTGACATCCGGAAAACATTATTATACCTTGCAAGAGAAAAGA
	GlicC^15     TAACTGGAAATACAAAGGTAATTGGGTAATTTTGTAGGCGATAMGATGTGTAACCCAGAAAAAGTCGATAAAATACTATTGACATCCGGAAAACATTATTATACCTTGCAAGAGAAAAGA
	GlicP^17      TAACT-GAAATACAAAGGTAATTGGGTAATTTTGTAGGCGATAMGATGTGTAACCCAGAAAAAGTCGATAAAATACTATTGACATCCGGAAAACATTATTATACCTTGCAAGAGAAAAGA
	GlicP^18      TAACTGGAAATACAAAGGTAATTGGGTAATTTTGTAGGCGATAAGATGTGTAACCCAGAAAAAGTCGATAAAATACTATTGACATCCGGAAAACATTATTATACCTTGCAAGAGAAAAGA
	GlicE^20      TAACTGGAAATACAAAGGTAATTGGGTAATTTTGTAGGCGATAAGATGTGTAACCCAGAAAAAGTCGATAAAATACTATTGACATCCGGAAAACATTATTATACCTTGCAAGAGAAAAGA
	GlicE^21      TAACTGGAAATACAAAGGTAATTGGGTAATTTTGTAGGCGATAMGATGTGTAACCCAGAAAAAGTCGATAAAATACTATTGACATCCGGAAAACATTATTATACCTTGCAAGAGAAAAGA
	GlicE^22       TAACTGGAAATACAAAGGTAATTGGGTAATTTTGTAGGCGATAAGATGTGTAACCCAGAWAAAGTCGATAAAATACTATTGACATCCGGAAAACATTATTATACCTTGCAAGAGAAAAGA
	GlicE^23       TAACTGGAAATACAAAGGTAATTGGGTAATTTTGTAGGCGATAAGATGTGTAACCCAGAAAAAGTCGATAAAATACTATTGACATCCGGAAAACATTATTATACCTTGCAAGAGAAAAGA
	GlicE^24      TAACTGGAAATACAAAGGTAATTGGGTAATTTTGTAGGCGATAAGATGTGTAACCCAGAAAAAGTCGATAAAATACTATTGACATCCGGAAAACATTATTATACCTTGCAAGAGAAAAGA
	GlicE^25      TAACTGGAAATACAAAGGTAATTGGGTAATTTTGTAGGCGATAAGATGTGTAACCCAGAAAAAGTCGATAAAATACTATTGACATCCGGAAAACATTATTATACCTTGCAAGAGAAAAGA
	GmorB^27    TAAYTGGAAATACAAAGGTAATTGGGTAATTTTGTAGGCGATAAGATGTGTAACCCAGAAAAAGTCGATAAAATACTATTGACATCCGGAAAACATTATTATACCTTGCAAGAGAAAAGA
	GpasB^28    TAAYTGGAAATACAAAGGTAATTGGGTAATTTTGTAGGCGATAAGATGTGTAACCCAGAAAAARTCGATAAAATACTATTGACATCCGGAAAACATTATTATACCTTGCAAGAGAAAAGA
	GpasB^29    TAACTGGAAATACAAAGGTAATTGGGTAATTTTGTAGGCGATAAGATGTGTAACCCAGAWAAAGTCGATAAAATACTATTGACATCCGGAAAACATTATTATACCTTGCAAGAGAAAAGA


20 120
	GecuC^1     AGAATGGTAAATATTGCGTTGTTATGATATACTCGCAATGCAGAGGTCGCTGGTGAAGTTCACGAAGGTCGTTATTAGTCCGACAGCAAAAATGTTTATTTCTATGAATATCTAATTACA
	GecuP^4     AGAATGGTAAATATTGCGTTGTTATGATATACTCGCAATGCAGAGGTCGCTGGTGAAGTTCACGAAGGTCGTTATTAGTYCGACAGCAAAAATGTTTATTTCTATGAATATCTAATTACA
	GecuP^5     AGAATGGTAAATATTGCGTTGTTATGATATACTCGCAATGCAGAGGTNGCTGGTGAAGTTCACGAANGTCGTTATTAGTCCGACAGCAAAAATGTTTATTTCTATGAATATCTAATTACA
	GecuP^6      AGAATGGTAAATATTGCGTTGTTATGATATACTCGCAATGCAGAGGTSGCTGGTGAAGTTCACGAAGGTYGTTATTAGTCCGACAGCAAAAATGTTTATTTCTATGAATATCTAATTACA
	GecuP^7      AGAATGGTAAATATTGCGTTGTTATGATATACTCGCAATGCAGAGGTCGCTGGTGAAGTTCACNAAGGTCGTTATTAGTCCGACAGCAAAAATGTTTATTTCTATGAATATCTAATTACA
	GecuE^8      AGAATGGTAAATATTGCGTTGTTATGATATACTCGCAATGCAGAGGTCGCTGGTGAAGTTCACGAAGGTCGTTATTAGTCCGACAGCAAAAATGTTTATTTCTATGAATATCTAATTACA
	GecuE^9       AGAATGGTAAATATTGCGTTGTTATGATATACTCGCAATGCAGAGGTCGCTGGTGAAGTTCACGAAGGTCGTTATTAGTYCGACAGCAAAAATGTTTATTTCTATGAATATCTAATTACA
	GecuE^10       AGAATGGTAAATATTGCGKTGTTATRATATACTCGCAATGCAGAGGTCGCYGGTGAAGTTCACGAAGGTYGTTATTAGTCCGACAGCAAAAATGTTTATTTCTATGAATATCTAATTACA
	GecuE^11      AGAATGGTAAATATTGCGTTGTTATGATATACTCGCAATGCAGAGGTCGCTGGTGAAGTTCACGAAGGTCGTTATTAGTCCGACAGCAAAAATGTTTATTTCTATGAATATCTAATTACA
	GlicC^15     AGAATGGTAAATATTGCGTTGTTATGATATACTCGCAATGCAGAGGTCGCTGGTGAAGTTCACGAAGGTCGTTATTAGTCCGACAGCAAAAATGTTTATTTCTATGAATATCTAATTACA
	GlicP^17      AGAATGGTAAATATTGCGNTGTTATGATATACTCGCAATGCAGAGGTCGCTGGTGAAGTTCACGAAGGTNGTTATTAGTCCGACAGCAAAAATGTTTATTTCTATGAATATCTAATTACA
	GlicE^20      AGAATGGTAAATATTGCGTTGTTATGATATACTCGCAATGCAGAGGTCGCTGGTGAAGTTCACGAAGGTCGTTATTAGTCCGACAGCAAAAATGTTTATTTCTATGAATATCTAATTACA
	GlicE^21      AGAATGGTAAATATTGCGTTGTTATGATATACTCGCAATGCAGAGGTCGCTGGTGAAGTTCACGAAGGTCGTTATTAGTCCGACAGCAAAAATGTTTATTTCTATGAATATCTAATTACA
	GlicE^22       AGAATGGTAAATATTGCGTTGTTATGATATACTCGCAATGCAGAGGTCGCTGGTGAAGTTCACGAAGGTCGTTATTAGTCCGACAGCAAAAATGTTTATTTCTATGAATATCTAATTACA
	GlicE^23       AGAATGGTAAATATTGCGTTGTTATGATATACTCGCAATGCAGAGGTCGCTGGTGAAGTTCACGAAGGTCGTTATTAGTCCGACAGCAAAAATGTTTATTTCTATGAATATCTAATTACA
	GlicE^24      AGAATGGTAAATATTGCGTTGTTATGATATACTCGCAATGCAGAGGTCGCTGGTGAAGTTCACGAAGGTYGTTATTAGTCCGACAGCAAAAATGTTTATTTCTATGAATATCTAATTACA
	GlicE^25      AGAATGGTAAATATTGCGGTGTTATGATATACTCGCAATGCAGAGGTCGCTGGTGAAGTTCACGAAGGTTGTTATTAGTCCGACAGCAAAAATGTTTATTTCTATGAATATCTAATTACA
	GmorB^27    AGAATGGTAAATATTGCGTTGTTATGATATACTCGCAATGCAGAGGTCGCTGGTGAAGTTCACGAAGGTTGTTATTAGTCCGACAGCAAAAATGTTTATTTCTATGAATATCTAATTACA
	GpasB^28    AGAATGGTAAATATTGCGTTGTTATGATATACTCGCAATGCAGAGGTCGCTGGTGAAGTTCACGAAGGTCGTTATTAGTCCGACAGCAAAAATGTTTATTTCTATGAATATCTAATTACA
	GpasB^29    AGAATGGTAAATATTGCGTTGTTATGATATACTCGCAATGCAGAGGTCGCTGGTGAAGTTCACGAAGGTCGTTATTAGTCCGACAGCAAAAATGTTTATTTCTATGAATATCTAATTACA


18 120
	GecuC^1     TAAACTTACTACATTACTACTCAGATGTAAATTCTGTTTTTACCACCRTYACCACAAGCTTTGAACTGCCATTGGGCAGTGTAAAGAATGAGCATTGTTACATTATTTCGTACAAGACTT
	GecuC^2     TAAACTTACTACATTACTATTCAGATGTAAATTCTGTTTTTACCACCATTACCACAAGCTTTGAACTGCCATTGGGCAGTGTAAAGAATGAGCATTGTTACATTATTTCGTACAAGACTT
	GecuP^4     TAAACTTACTACATTACTACWCAGATGTAAATTCTGTTTTTACCACCATYACCACAAGCTTTGAACTGCCATTGGGCAGTGTAAAGAATGAGCATTGTTACATTATTTCGTACAAGACTT
	GecuP^5      TAAACTTACTACATTACTACTCAGATGTAAATTCTGTTTTTACCACCGTTACCACAAGCTTTGAACTGCCATTGGGCAGTGTAAAGAATGAGCATTGTTACATTATTTCGTACAAGACTT
	GecuE^8      TAAACTTACTACATTACTACTCAGATGTAAATTCTGTTTTTACCACCRTTACCACAAGCTTTGAACTGCCATTGGGCAGTGTAAAGAATGAGCATTGTTACATTATTTCGTACAAGACTT
	GecuE^9       TAAACTTACTACATTACTACTCAGATGTAAATTCTGTTTTTACCACCATTACCACAAGCTTTGAACTGCCATTGGGCAGTGTAAAGAATGAGCATTGTTACATTATTTCGTACAAGACTT
	GecuE^10      TAAACTTACTACATTACTAYTCAGATGTAAATTCTGTTTTTACCACCATYACCACAAGCTTTGAACTGCCATTGGGCAGTGTAAAGAATGAGCATTGTTACATTATTTCGTACAAGACTT
	GlicC^15     TAAACTTACTACATTACTAYTCAGATGTAAATTCTGTTTTTACCACCATTACCACAAGCTTTGAACTGCCATTGGGCAGTGTAAAGAATGAGCATTGTTACATTATTTCGTACAAGACTT
	GlicP^17      TAAACTTACTACATTACTAYTCAGATGTAAATTCTGTTTTTACCACCATTACCACAAGCTTTGAACTGCCATTGGGCAGTGTAAAGAATGAGCATTGTTACATTATTTCGTACAAGACTT
	GlicE^20      TAAACTTACTACATTACTATTCAGATGTAAATTCTGTTTTTACCACCATTACCACAAGCTTTGAACTGCCATTGGGCAGTGTAAAGAATGAGCATTGTTACATTATTTCGTACAAGACTT
	GlicE^21      TAAACTTACTACATTACTATTCAGATGTAAATTCTGTTTTTACCACCATTACCACAAGCTTTGAACTGCCACTGGGCAGTGTAAAGAATGAGCATTGTTACATTATTTCGTACAAGACTT
	GlicE^22      TAAACTTACTACATTACTACTCAGATGTAAATTCTGTTTTTACCACCATTACCACAAGCTTTGAACTGCCATTGGGCAGTGTAAAGAATGAGCATTGTTACATTATTTCGTACAAGACTT
	GlicE^23       TAAACTTACTACATTACTACTCAGATGTAAATTCTGTTTTTACCACCATTACCACAAGCTTTGAACTGCCATTGGGCAGTGTAAAGAATGAGCATTGTTACATTATTTCGTACAAGACTT
	GlicE^24       TAAACTTACTACATTACTACTCAGATGTAAATTCTGTTTTTACCACCATTACCACAAGCTTTGAACTGCCATTGGGCAGTGTAAAGAATGAGCATTGTTACATTATTTCGTACAAGACTT
	GlicE^25      TAAACTTACTACATTACTACTCAGATGTAAATTCTGTTTTTACCACCATTACCACAAGCTTTGAACTGCCATTGGGCAGTGTAAAGAATGAGCATTGTTACATTATTTCGTACAAGACTT
	GlicE^26      TAAACTTACTACATTACTACTCAGATGTAAATTCTGTTTTTACCACCATTACCACAAGCTTTGAACTGCCATTGGGCAGTGTAAAGAATGAGCATTGTTACATTATTTCGTACAAGACTT
	GmorB^27    TAAACTTACTACATTACTACTCAGATGTAAATTCTGTTTTTACCACCATTACCACAAGCTTTGAACTGCCATTGGGCAGTGTAAAGAATGAGCATTGTTACATTATTTCGTACAAGACTT
	GpasB^28    TAAACTTACTACATTACTACTCAGATGTAAATTCTGTTTTTACCACCGTTACCACAAGCTTTGAACTGCCATTGGGCAGTGTAAAGAATGAGCATTGTTACATTATTTCGTACAAGACTT


18 120
	GecuC^1     ATCAAAAATTCTTACCGATTTCTTTGGTAAGAGGTGTAAAACAGAATAGCAAYAAAATCGAATTATTCTACGTGGTACACGAGCGAGATAAAAGCAAACATCAAAACTAAACATTACTAC
	GecuP^4     ATCAAAAATTCTTACCGATTTCTTTGGTAAGAGGTGTAAAACAGAATAGCAACAAAATCGAATTATTCTACGTGGTACACGAGCGAGATAAAAGCAAACATCAAAACTAAACATTACTAC
	GecuP^5     ATCAAAAATTCTTACCRATTTCTTTGGTAAGAGGTGTAAAACAGAATAGCAAYAAAATCGAATTATTCTACGTGGTACACGAGCGAGATAAAAGCAAACATCAAAACTAAACATTACTAC
	GecuE^8      ATCAAAAATTCTTACCGATTTCTTTGGTAAGAGGTGTAAAACAGAATAGCAACAAAATCGAATTATTCTACGTGGTACACGAGCGAGATAAAAGCAAACATCAAAACTAAACATTACTAC
	GecuE^9       ATCAAAAATTCTTACCGATTTCTTTGGTAAGAGGTGTAAAACAGAATAGCAACAAAATCGAATTATTCTACGTGGTACACGAGCGAGATAAAAGCAAACATCAAAACTAAACATTACTAC
	GecuE^10       ATCAAAAATTCTTACCGATTTCTTTGGTAAGAGGTGTAAAACAGAATAGCAACAAAATCGAATTATTCTACGTGGTACACGAGCGAGATAAAAGCAAACATCAAAACTAAACATTACTAC
	GecuE^11      ATCAAAAATTCTTACCGATTTCTTTGGTAAGAGGTGTAAAACAGAATAGCAACAAAATCGAATTATTCTACGTGGTACACGAGCGAGATAAAAGCAAACATCAAAACTAAACATTACTAC
	GlicC^15     ATCAAAAATTCTTACCGATTTCTTTGGTAAGAGGTGTAAAACAGAATAGCAACAAAATCGAATTATTCTACGTGGTACACGAGCGAGATAAAAGCAAACATCAAAACTAAACATTACTAC
	GlicP^17      ATCAAAAATTCTTACCGATTTCTTTGGTAAGAGGTGTAAAACAGAATAGCAACAAAATCGAATTATTCTACGTGGTACACGAGCGAGATAAAAGCAAACATCAAAACTAAACATTACTAC
	GlicP^18      ATCAAAAATTCTTACCGATTTCTTTGGTAAGAGGTGTAAAACAGAATAGCAAYAAAATCGAATTATTCTACGTGGTACACGAGCGAGATAAAAGCAAACATCAAAACTAAACATTACTAC
	GlicE^20      ATCAAAAATTCTTACCGATTTCTTTGGTAAGAGGTGTAAAACAGAATAGCAA-AAAATCGAATTATTCTACGTGGTACACGAGCGAGATAAAAGCAAACATCAAAACTAAACATTACTAC
	GlicE^21      ATCAAAAATTCTTACCGATTTCTTTGRTAAGAGGTGTAAAACAGAATAGCAATAAAATCGAATTATTCTACGTGGTACACGAGCGAGATAAAAGCAAACATCAAAACTAAACATTACTAY
	GlicE^22       ATCAAAAATTCTTACCGATTTCTTTGGTAAGAGGTGTAAAACAGAATAGCAAYAAAATCGAATTATTCTACGTGGTACACGAGCGAGATAAAAGCAAACATCAAAACTAAACATTACTAC
	GlicE^23       ATCAAAAATTCTTACCGATTTCTTTGGTAAGAGGTGTAAAACAGAATAGCAATAAAATCGAATTATTCTACGTGGTACACGAGCGAGATAAAAGCAAACATCAAAACTAAACATTACTAC
	GlicE^24      ATCAAAAATTCTTACCGATTTCTTTGGTAAGAGGTGTAAAACAGAATAGCAATAAAATCGAATTATTCTACGTGGTACACGAGCGAGATAAAAGCAAACATCAAAACTAAACATTACTAC
	GmorB^27    ATCAAAAATTCTTACCGATTTCTTTGGTAAGAGGTGTAAAACAGAATAGCAAYAAAATCGAATTATTCTACGTGGTACACGAGCGAGATAAAAGCAAACATCAAAACTAAACATTACTAC
	GpasB^28    ATCAAAAATTCTTACCGATTTCTTTGGTAAGAGGTGTAAAACAGAATAGCAACAAAATCGAATTATTCTACGTGGTACACGAGCGAGATAAAAGCAAATATCAAAACTAAACATTACTAC
	GpasB^29    ATCAAAAATTCTTACCGATTTCTTTGGTAAGAGGTGTAAAACAGAATAGCAATAAAATCGAATTATTCTACGTGGTACACGAGCGAGATAAAAGAAAACATCAAAACTAAACATTACTAC


20 120
	GecuC^1     GAATGATATGGTGGGTTTTTTCAATTATACTTATAGGTAAAGTTATGTCNTGCGTTCGCACGGAAAGGTCCGATCGGTTTTCTCTCACTTGCTTTCAATATTTCATAAATTTCCGGAAGG
	GecuP^4     GAATGATATGGTGGGTTTTTTCAATTATACTTATAGGTAAAGTTATGTCCTGCGTTCGCACGGAAAGGTCCGATCGGTTTTCTCTCACTTGCTTTCAATATTTCATAAATTTCCGGAAGG
	GecuP^5      GAATGATATGGTNGGTTTTTTCAATTATACTTATAGGTAAAGTTATGTCCTGCGTTCGCACGGAAAGGTCCGATCGGTTTTCTCTCACTTGCTTTCAATATTTCAT-AATTTCCGGAAGG
	GecuP^6      GAATGATATGGTGGG-TTTTTCAATTATACTTATAGGTAAAGTTATGTCCTGCGTTCGCACSGAAAGGTCCGATCGGTTTTCTCTCNCTTGCTTTCAATATTTCATAAATTTCCGGAAGG
	GecuE^8      GAATGATATGGTGGGTTTTTTCAATTATACTTATAGGTAAAGTTATGTCCTGCGTTCGCACGGAAAGGTCCGATCGGTTTTCTCTCACTTGCTTTCAATATTTCATAAATTTCCGGAAGG
	GecuE^9       GAATGATATGGTGGGTTTTTTCAATTATACTTATAGGTAAAGTTATGTCCTGCGTTCGCACGGAAAGGTCCGATCGGTTTTCTCTCACTTGCTTTCAATATTTCATAAATTTCCGGAAGG
	GecuE^10       GAATGATATGGTGGGTTTTTTCAATTATACTTATAGGTAAAGTTATGTCCTGCGTTCGCACGGAAAGGTCCGATCGGTTTTCTCTCACTTGCTTTCAATATTTCATAAATTTCCGGAAGG
	GecuE^11      GAATGATATGGTGGGTTTTTTCAATTATACTTATAGGTAAAGTTATGTCCTGCGTTCGCACGGAAAGGTCCGATCGGTTTTCTCTCACTTGCTTTCAATATTTCATAAATTTCCGGAAGG
	GlicC^15     GAATGATATGGTGGGTTTTTTCAATTATACTTATAGGTAAAGTTATGTCCTGCGTTCGCACGGAAAGNTCCGATCGGTTTTCTCTCACTTGCTTTCAATATTTCATAAATTTCCGGAAGG
	GlicP^17      GAATGATATGGTGGGTTTTTTCAATTATACTTATAGGTAAAGTTATGTCCTGCGTTCGCACGGAAAGGTCCGATCGGTTTTCTCTCACTTGCTTTCAATATTTCATAAATTTCCGGAAGG
	GlicE^20      GAATGATATGGTGGGTTTTTTCAATTATACTTATAGGTAAAGTTATGTYCTGCGTTCGCACGGAAAGGTCCGATCGGTTTTCTCTCACTTGCTTTCAATATTTCATAAATTTCCGGAAGG
	GlicE^21      GAATGATATGGTGGGTTTTTTCAATTATACTTATAGGTAAAGTTATGTCCTGCGTTCGCACGGAAAGGTCCGATCGGTTTTCTCTCACTTGCTTTCAATATTTCATAAATTTCCGGAAGG
	GlicE^22      GAATGATATGGTGGGTTTTTTCAATTATACTTATAGGTAAAGTTATGTCCTGCGTTCGCACGGAAAGGTCCGATCGGTTTTCTCTCACTTGCTTTCAATATTTCATAAATTTCCGGAAGG
	GlicE^23       GAATGATATGGTGGGTTTTTTCAATTATACTTATAGGTAAAGTTATGTCCTGCGTTCGCACGGAAAGGTCCGATCGGTTTTCTCTCACTTGCTTTCAATATTTCATAAATTTCCGGAAGG
	GlicE^24       GAATGATATGGTGGGTTTTTTCAATTATACTTATAGGTAAAGTTATGTCCTGCGTTCGCACGGAAAGGTCCGATCGGTTTTCTCTCACTTGCTTTCAATATTTCATAAATTTCCGGAAGG
	GlicE^25      GAATGATATGGTGGGTTTTTTCAATTATACTTATAGGTAAAGTTATGTCCTGCGTTCGCACGGAAAGGTCCGATCGGTTTTCTCTCACTTGCTTTCAATATTTCATAAATTTCCGGAAGG
	GlicE^26      GAATGATATGGTGGGTTTTTTCAATTATACTTATAGGTAAAGTTATGTCCTGCGTTCGCACGGAAAGGTCCGATCGGTTTTCTCTCACTTGCTTTCAATATTTCATAAATTTCCGGAAGG
	GmorB^27    GAATGATATGGTGGGTTTTTTCAATTATACTTATAGGTAAAGTTATGTCCTGCGTTCGCACGGAAAGGTCCGATCGRTTTTCTCTCACTTGCTTTCAATATTTCATAAATTTCCGGAAGG
	GpasB^28    GAATGATATGGTGGGTTTTTTCAATTATACTTATAGGTAAAGTTATGTCCTGCGTTCGCACGGAAAGGTCCGATCGGTTTTCTCTCACTTGCTTTCAATATTTCATAAATTTCCGGAAGG
	GpasB^29    GAATGATATGGTGGGTTTTTTCAATTATACTTATAGGTAAAGTTATGTCCTGCGTTCGCACGGAAAGGTCCGATCGGTTTTCTCTCACTTGCTTTCAATATTTCATAAATTTCCGGAAGG


20 120
	GecuC^1     GAGGCGAACCCTTTCATTGTCTCCCATTGTATTATTCAGATTCCGTTGGTTGCGGTGTAATTGTTGGTTTTCCCTTTTTCGGGGCCTTCGACGATTCGTTACTATTGTCCGAACGGAGAC
	GecuP^4     GAGGCGAACCCTTTCATTGTCTCCCATTGTATTATTCAGATTCCGTTGGTTGCGGTGTAATTGTTGGTTTTCCCTTTTTCGGGGCCTTCGACGATTCGTTACTATTGTCCGAACGGAGAC
	GecuP^5     GAGGCGAACCCTTTCATTGTCTCCCATTGTATTATTCAGATTCCGTTGGTTGCGGTGTAATTGTTGGTTTTCCCTTTTTCGGGGCCTTCGACGATTCGTTACTATTGTCCGAACGGAGAC
	GecuP^6      GAGGCGAACCCTTTCATTGTCTCCCATTGTATTATTCAGATTCCGTTGGTTGCGGTGTAATTGTTGGTTTTCCCTTTTTCGGGGCCTTCGACGATTCGTTACTATTGTCCGAACGGAGAC
	GecuE^8      GAGGCGAACCCTTTCATTGTCTCCCATTGTATTATTCAGATTCCGTTGGTTGCGGTGTAATTGTTGGTTTTCCCTTTTTCGGGGCCTTCGACGATTCGTTACTATTGTCCGAACGGAGAC
	GecuE^9       GAGGCGAACCCTTTCATTGTCTCCCATTGTATTATTCAGATTCCGTTGGTTGCGGTGTAATTGTTGGTTTTCCCTTTTTCGGGGCCTTCGACGATTCGTTACTATTGTCCGAACGGAGAC
	GecuE^10       GAGGCGAACCCTTTCATTGTCTCCCATTGTATTATTCAGATTCCGTTGGTTGCGGTGTAATTGTTGGTTTTCCCTTTTTCGGGGCCTTCGACGATTCGTTACTATTGTCCGAACGGAGAC
	GecuE^11       GAGGCGAACCCTTTCATTGTCTCCCATTGTATTATTCAGATTCCGTTGGTTGCGGTGTAATTGTTGGTTTTCCCTTTTTCGGGGCCTTCGACGATTCGTTACTATTGTCCRAACGGAGAC
	GecuE^12      GAGGCGAACCCTTTCATTGTCTCCCATTGTATTATTCAGATTCCGTTGGTTGCGGTGTAATTGTTGGTTTTCCCTTTTTCGGGGCCTTCGACGATTCGTTACTATTGTCCGAACGGAGAC
	GlicC^15     GAGGCGAACCCTTTCATTGTCTCCCATTGTATTATTCAGATTCCGTTGGTTGCGGTGTAATTGTTGGTTTTCCCTTTTTCGGGGCCTTCGACGATTCGTTACTATTGTCCGAACGGAGAC
	GlicP^17      GAGGCGAACCCTTTCATTGTCTCCCATTGTATTATTCAGATTCCGTTGGTTGCGGTGTAATTGTTGGTTTTCCCTTTTTCGGGGCCTTCGACGATTCGTTACTNTTGTCCGAACGGAGAC
	GlicE^20      GAGGCGAACCCTTTCATTGTCTYCCATTGTATTATTCAGATTCCGTTGGTTGCGGTGTAATTGTTGGTTTTCCCTTTTTCGGGGCCTTCGACGATTCGTTACTATTGTCCGAACGGAGAC
	GlicE^21      GAGGCGAACCCTTTCATTGTCTCCCATTGTATTATTCAGATTCCGTTGGTTGCGGTGTAATTGTTGGTTTTCCCTTTTTCGGGGCCTTCGACGAKTCGTTACTATTGTCCGAACGGAGAC
	GlicE^22      GAGGCGAACCCTTTCATTGTCTCCCATTGTATTATTCAGATTCCGTTGGTTGCGGTGTAATTGTTGGTTTTCCCTTTTTCGGGGCCTTCGACGATTCGTTACTATTGTCCGAACGGAGAC
	GlicE^23       GAGGCGAACCCTTTCATTGTCTCCCATTGTATTATTCAGATTCCGTTGGTTGCGGTGTAATTGTTGGTTTTCCCTTTTTCGGGGCCTTCGACGATTCGTTACTATTGTCCGAACGGAGAC
	GlicE^24       GAGGCGAACCCTTTCATTGTCTCCCATTGTATTATTCAGATTCCGTTGGTTGCGGTGTAATTGTTGGTTTTCCCTTTTTCGGGGCCTTCGACGATTCGTTACTATTGTCCGAACGGAGAC
	GlicE^25      GAGGCGAACCCTTTCATTGTCTCCCATTGTATTATTCAGATTCCGTTGGTTGCGGTGTAATTGTTGGTTTTCCCTTTTTCGGGGCCTTCGACGATTCGTTACTATTGTCCGAACGGAGAC
	GlicE^26      GAGGCGAACCCTTTCATTGTCTYCCATTGTATTATTCAGATTCCGTTGGTTGCGGTGTAATTGTTGGTTTTCCCTTTTTCGGGGCCTTCGACGATTCGTTACTATTGTCCGAACGGAGAC
	GmorB^27    GAGGCGAACCCTTTCATTGTCTCCCATTGTATTATTCAGATTCCGTTGGTTGCGGTGTAATTGTTGGTTTTCCCTTTTTCGGGGCCTTCGACGATTCGTTACTATTGTCCGAACGGAGAC
	GpasB^28    GAGGCGAACCCTTTCATTGTCTCCCATTGTATTATTCAGATTCCGTTGGTTGCGGTGTAATTGTTGGTTTTCCCTTTTTCGGGGCCTTCGACGATTCGTTACTATTGTCCGAACGGAGAC


18 120
	GecuC^1     ATGAAGCCYATACTCAACATCCACAAAAGTTGAATGTTTAGATGGGAAATGTAGAAAACAGGCTCATAAGCCCA-TTTTTTGTAAACGGAAACATGAATGGGGAAAAATATTTGTATTTA
	GecuP^4     ATGAAGCCCATACTCAACATCCACAAAAGTTGAATGTTTAGATGGGAAATGTAGAAAACAGGCTCATAAGCCCA-TTTTTTGTAAACGGAAACATCAATGGGGAAAAATATTTGTATTTA
	GecuP^5     ATGAAGCCCATACTCAACATCCACAAAAGTTGAATGTTTAGATGGGAAATGTAGAAAACAGGCTCATAAGCCCA-TTTTTTGTAAACGGAAACATCAATGGGGAAAAATATTTGTATTTA
	GecuP^6      ATGAAGCCYATACTCAACATCCACAAAAGTTGAATGTTTAGATGGGAAATGTAGAAAACAGGCTCATAAGCCCA-TTTTTTGTAAACGGAAACATGAATGGGGAAAAATATTTGTATTTA
	GecuP^7      ATGAAGCCCATACTCAACATCCACAAAAGTTGAATGTTTAGATGGGAAATGTAGAAAACAGGCTCATAAGCCCA-TTTTTTGTAAACGGAAACATGAATGGGGAAAAATATTTGTATTTA
	GecuE^8      ATGAAGCCCATACTCAACATCCACAAAAGTTGAATGTTTAGATGGGAAATGTAGAAAACAGGCTCATAAGCCCA-TTTTTTGTAAACGGAAACATSAATGGGGAAAAATATTTGTATTTA
	GecuE^9       ATGAAGCCCATACTCAACATCCACAAAAGTTGAATGTTTAGATGGGAAATGTAGAAAACAGGCTCATAAGCCCA-TTTTTTGTAAACGGAAACATCAATGGGGAAAAATATTTGTATTTA
	GecuE^10       ATGAAGCCTATACTCAACATCCACAAAAGTTGAATGTTTAGATGGGAAATGTAGAAAACAGGCTCATAAGCCCA-TTTTTTGTAAACGGAAACATGAATGGGGAAAAATATTTGTATTTA
	GecuE^11      ATGAAGCCCATACTCAACATCCACAAAAGTTGAATGTTTAGATGGGAAATGTAGAAAACAGGCTCATAAGCCCA-TTTTTTGTAAACGGAAACATGAATGGGGAAAAATATTTGTATTTA
	GlicC^15     ATGAAGCCCATACTCAACATCCACAAAAGTTGAATGTTTAGATGGGAAATGTAGAAAACAGGCTCATAAGCNCA-TTTTTTGTAAACGGAAACATGAATGGGGAAAAATATTTGTATTTA
	GlicC^16     ATGAAGCCCATACTCAACATCCACAAAAGTTGAATGTTTAGATGGGAAATGTAGAAAACAGGCTCATAAGCCCA-TTTTTTGTAAACGGAAACATGAATGGGGAAAAATATTTGTATTTA
	GlicP^17      ATGAAGCCCATACTCAACATCCACAAAAGTTGAATGTTTAGATGGGAAATGTAGAAAACAGGCTCATAAGCCCA-TTTTTTGTAAACGGAAACATNAATGGGGAAAAATATTTGTATTTA
	GlicE^20      ATGAAGCCCATACTCAACATCCACAAAAGTTGAATGTTTAGATGGGAAATGTAGAAAACAGGCTCATAAGCCCA-TTTTTTGTAAACGGAAACATGAATGGGGAAAAATATTTGTATTTA
	GlicE^21      ATGAAGCCCATACTCAACATCCACAAAAGTTGAATGTTTAGATGGGAAATGTAGAAAACAGGCTCATAAGCCCCTTTTTTTTTAAACGGAAACTTGAATGGGGAAAAATATTTGTATTTA
	GlicE^22      ATGAAGCCCATACTCAACATCCACAAAAGTTGAATGTTTAGATGGGAAATGTAGAAAACAGGCTCATAAGCCCA-TTTTTTGTAAACGGAAACATCAAWGGGGAAAAATATTTGTATTTA
	GlicE^23      ATGAAGCCCATACTCAACATCCACAAAAGTTGAATGTTTAGATGGGAAATGTAGAAAACAGGCTCATAAGCCCA-TTTTTTGTAAACGGAAACATCAAWGGGGAAAAATATTTGTATTTA
	GmorB^27    ATGAAGCCCATACTCAACATCCACAAAAGTTGAATGTTTAGATGGGAAATGTAGAAAACAGGCTCATAAGCCCA-TTTTTTGTAAACGGAAACATCAATGGGGAAAAATATTTGTATTTA
	GpasB^28    ATGAAGCCTATACTCAACATCCACAAAAGTTGAATGTTTAGATGGGAAATGTAGAAAACAGGCTCATAAGCCCA-TTTTTTGTAAACGGAAACATGAATGGGGAAAAATATTTGTATTTA


21 120
	GecuC^1     CCTTATTTACATATCWGCAGCCAAAGAAACAATCATATTTATATCACTGTAATTAYCGCCAAAACAGTAATATATAAACATTCTGGAGCTTCATAACTTCAAAAGCTGGTGTTTGCAKAG
	GecuP^4     CCTTATTTACATATCTGCAGCCAAAGAAACAATCATATTTATATCACTGTAATYACCGCCAAAACAGTAATATATAAACATTCTGGAGCTTCATAACTTCAAAAGCTGGTGTTTGCATAG
	GecuP^5     CCTTATTTACATATCTGCAGCCAAAGAAACAATCATATTTATATCATTGTAATTACCGCCAAAACAGTAATATATAAACATTCTGGAGCTTCATAACTTCAAAAGCTGGTGTTTGCATAG
	GecuP^6      CCTTATTTACATATCTGCAGCCAAAGAAACAATCATATTTATATCACTGTAATTACNGCCAAAACAGTAATATA-AAACATTCTGGAGCTTCATAACTTCAAAA-CTGGTGTTTGCATAG
	GecuE^8      CCTTATTTACATATCWGCAGCCAAAGAAACAATCATATTTATATCACTGTAATTACCGCCAAAACAGTAATATATAAACATTCTGGAGCTTCATAACTTCAAAAGCTGGTGTTTGCAKAG
	GecuE^9       CCTTATTTACATATCTGCAGCCAAAGAAACAATCATATTTATATCACTGTAATTACCGCCAAAACAGTAATATATAAACATTCTGGAGCTTCATAACTTCAAAAGCTGGTGTTTGCAKAG
	GecuE^10       CCTTATTTACATATCTGCAGCCAAAGAAACAATCATATTTATATCACTGTAATTATCGCCAAAACAGTAATATATAAACATTCTGGAGCTTCATAACTTCAAAAGCTGGTGTTTGCATAG
	GecuE^11      CCTTATTTACATATCTGCAGCCAAAGAAACAATCATATTTATATCACTGTAATTACCGCCAAAACAGTAATATATAAACATTCTGGAGCTTCATAACTTCAAAAGCTGGTGTTTGCATAG
	GlicC^15     CCTTATTTACATATCTGCAGCCAAAGAAACAATCATATTTATATCACTGTAATTACCGCCAAAACAGTAATATATAAACATTCTGGAGCTTCATAACTTCAAAAGCTGGTGTTTGCATAG
	GlicP^17      CCTTATTTACATATCTGCAGCCAAAGAAACAATCATATTTATATCACTGTAATTACCGCCAAAACAGTAATATATAAACATTCTGGAGCTTCATAACTTCAAAAGCTGGTGTTTGCATAG
	GlicP^18      CCTTATTTACATATCTGCAGCCAAAGAAACAATCATATTTATATCACTGTAATTACCGCCAAAACAGTAATATATAAACATTCTGGAGCTTCATAACTTCAAAAGCTGGTGTTTGCATAG
	GlicE^20      CCTTATTTACATATCTGCAGCCAAAGAAACAATCATATTTATATCACTGTAATTACCGCCAAAACAGTAATATATAAACATTCTGGAGCTTCATAACTTCAAAAGCTGGTGTTTGCATAG
	GlicE^21      CCTTATTTACATATCTGCAGCCAAAGAAACAATCATAYTTATATCACTGTAATTACCGCCAAAACAGTAATATATAAACATTCTGGAGCTTCATAACTTCAAAAGCTGGTGTTTGCATAG
	GlicE^22      CCTTATTTACATATCTGCAGCCAAAGAAACAATCATATTTATATCACTGTAATTACCGCCAAAACAGTAATATATAAACATTCTGGAGCTTCATAACTTCAAAAGCTGGTGTTTGCATAG
	GlicE^23       CCTTATTTACATATCTGCAGCCAAAGAAACAATCATATTTATATCACTGTAATTACCGCCAAAACAGTAATATATAAACATTCTGGAGCTTCATAACTTCAAAAGCTGGTGTTTGCATAG
	GlicE^24       CCTTATTTACATATCTGCARCCAAAGAAACAATCATATTTATATCACTGTAATTACCGCCAAAACAGTAATATATAAACATTCTGGAGCTTCATAACTTCAAAAGCTGGTGTTTGCATAG
	GlicE^25      CCTTATTTACATATCTGCAGCCAAAGAAACAATCATATTTATATCACTGTAATTACCGCCAAAACAGTAATATATAAACATTCTGGAGCTTCATAACTTCAAAAGCTGGTGTTTGCATAG
	GlicE^26      CCTTATTTACATATCTGCAGCCAAAGAAACAATCATATTTATATCACTGTAATTACCGCCAAAACAGTAATATATAAACATTCTGGAGCTTCATAACTTCAAAAGCTGGTGTTTGCATAG
	GmorB^27    CCTTATTTACATATCWGCAGCCAAAGAAACAATCATATTTATATCAYTGTAATTACCGCCAAAACAGTAATATATAAACATTCTGGAGCTTCATAACTTCAAAAGCTGGTGTTTGCAGAG
	GpasB^28    CCTTATTTACATATCAGCAGCCAAAGAAACAATCATATTTATATCACTGTAATTACCGCCAAAACAGTAATATATAAACATTCTGGAGCTTCATAACTTCAAAAGCTGGTGTTTGCAGAG
	GpasB^29    CCTTATTTACATATNTGCAGCCAAAGAAACAATCATATTTATATCACTNTAATTACCGCCAAAACAGTAATATATAAACATTCTGGAGCTTCATAACTTCAAAAGCTGGTGTTTGCANAG


16 120
	GecuC^1     ACTTGTTCCACTTTCGCGCATTGCAATAATTTTTCTAATAAATTGTCAGTGGTGTAAGATGGGATGTGCTTGCGCATCAGCGAGTTTTTGTTATATATTTATCGTTCGGCGAGTCATCAA
	GecuP^4     ACTTGTTCCACTTTCGCGCATTGCAATAATTTTTCTAATAAATTGTCAGTGGTGTAAGATKGGATGTGCTTGCGCATCAGCGAGTTTTTGTTATATATTTATCGTTCGGCGAGTCATCAA
	GecuP^5     ACTTGTTCCACTTTCGCGCATTGCAATAATTTTTCTAATAAATTGTCAGTGGTGTAAGATGGGATGTGCTTGCGCATCAGCGAGTTTTTGTTATATATTTATCGTTCGGCGAGTCATCAA
	GecuE^8       ACTTGTTCCACTTTCGCGCATTGCAATAATTTTTCTAATAAATTGTCAGTGGTGTAAGATGGGATGTGCTTGCGCATCAGCGAGTTTTTGTTATATATTTATCGTTCGGCGAGTCATCAA
	GecuE^9       ACTTGTTCCACTTTCGCGCATTGCAATAATTTTTCTAATAAATTGTCAGTGGTGTAAGATGGGATGTGCTTGCGCATCAGCGAGTTTTTGTTATATATTTATCGTTCGGCGAGTCATCAA
	GecuE^10      ACTTGTTCCACTTTCGCGCATTGCAATAATTTTTCTAATAAATTGTCAGTGGTGTAAGATGGGATGTGCTTGCGCATCAGCGAGTTTTTGTTATATATTTATCGTTCGGCGAGTCATCAA
	GlicC^15     ACTTGTTCCACTTTCGCGCATTGCAATAATTTTTCTAATAAATTGTCAGTGGTGTAAGATGGGATGTGCTTGCGCATCAGCGAGTTTTTGTTATATATTTATCGTTCGGCGAGTCATCAA
	GlicP^17      ACTTGTTCCACTTTCGCGCATTGCAATAATTTTTCTAATAAATTGTCAGTGGTGTAAGATGGGATGTGCTTGCGCATCAGCGAGTTTTTGTTATATATTTATCGTTCGGCGAGTCATCAA
	GlicE^20      ACTTGTTCCACTTTCGCGCATTGCAATAATTTTTCTAATAAATTGTCAGTGGTGTAAGATGGGATGTGCTTGCGCATCAGCGAGTTTTTGTTATATATTTATCGTTCGGCGAGTCATCAA
	GlicE^21      ACTTGTTCCACTTTCGCGCATTGCAATAATTTTTCTAATAAATTGTCAGTGGTGTAAGATGGGATGTGCTTGCGCATCAGCGAGTTTTTGTTATATATTTATCGTTCGGCGAGTCATCAA
	GlicE^22      ACTTGTTCCACTTTCGCGCATTGCAATAATTTTTCTAATAAATTGTCAGTGGTGTAAGATGGGATGTGCTTGCGCATCAGCGAGTTTTTGTTATATATTTATCGTTCGGCGAGTCATCAA
	GlicE^23       ACTTGTTCCACTTTCGCGCATTGCAATAATTTTTCTAATAAATTGTCAGTGGTGTAAGATGGGATGTGCTTGCGCATCAGCGAGTTTTTGTTATATATTTATCGTTCGGCGAGTCATCAA
	GlicE^24       ACTTGTTCCACTTTCGCGCATTGCAATAATTTTTCTAATAAATTGTCAGTGGTGTAAGATGGGATGTGCTWKCGCATCAGCGAGTTTTTGTTATATATTTATCGTTCGGCGAGTCATCAA
	GlicE^25      ACTTGTTCCACTTTCGCGCATTGCAATAATTTTTCTAATAAATTGTCAGTGGTGTAAGATGGGATGTGCTTGCGCATCAGCGAGTTTTTGTTATATATTTATCGTTCGGCGAGTCATCAA
	GmorB^27    ACTTGTTCCACTTTCGCGCATTGCAATAATTTTTCTAATAAATTGTCAGTGGTGTAAGATGGGATGTGCTTGCGCATCAGCGAGTTTTTGTTATATATTTATCGTTCGGCGAGTCATCAA
	GpasB^28    ACTTGTTCCACTTTCGCGCATTGCAATAATTTTTCTAATAAATTGTCAGTGGTGTAAGATGGGATGTGCTTGCGCATCAGCGAGTTTTTGTTATATATTTATCGTTCGGCGAGTCATCAA


22 120
	GecuC^1     ATTGTATTCTTGTSTACACATACTATTTCTTTACCAAATCAAGCAATAGAAATGCTTATAACTCTGAAATAATTTCTAATATTTTGTAAAAACAATGCATTCCTCGCTAAATTTATTTTA
	GecuP^4     ATTGTATTCTTGTGTACACATACTATTTCTTTACCAAATCAAGCAATAGAAATGCTTATAACTCTGAAATAATTTCTAATATTTTGTAAAAACAATGCATTCCTCGCTAAATTTATTTTA
	GecuP^5     ATTGTATTCTTGTGTACACATACTATTTCTTTACCAAATCAAGCAATAGAAATGCTTATAACTCTGAAATAATTTCTAATATTTTGTAAAAACAATGCATTCCTCGCTAAATTTATTTTA
	GecuP^6      ATTGTAYTCTTGTGTACACATACTATTTCTTTACCAAATCAAGCAATAGAAATGCTTATAACTCTGAAATAATTTCTAATATTTTGTAAAAACAATGCATTCCTCGCTAAATTTATTTTA
	GecuP^7      ATTGTATTCTTGTGTACACATACTATTTCTTTACCAAATCAAGCAATAGAAATGCTTATAACTCTGAAATAATTTCTAATATTTTGTAAAAACAATGCATTCCTCGCTAAATTTATTTTA
	GecuE^8      ATTGTATTCTTGTGTACACATACTAYTTCTTTACCAAATCAAGCAATAGAAATGCTTATAACTCTGAAATAATTTCTAATATTTTGTAAAAACAATGCATTCCTCGCTAAATTTATTTTA
	GecuE^9       ATTGTATTCTTGTGTACACATACTATTTCTTTACCAAATCAAGCAATAGAAATGCTTATAACTCTGAAATAATTTCTAATATTTTGTAAAAACAATGCATTCCTCGCTAAATTTATTTTA
	GecuE^10       ATTGTATTCTTGTGTACACATACTATTTCTTTACCAAATCAAGCAATAGAAATGCTTATAACTCTGAAATAATTTCTAATATTTTGTAAAAACAATGCATTCCTCGCTAAATTTATTTTA
	GecuE^11       ATTGTATTCTTGTGTACACATACTATTTCTTTACCAAATCAAGCAATAGAAATGCTTATAACTCTGAAATAATTTCTAATATTTTGTAAAAACAATGCATTCCTCGCTAAATTTATTTTA
	GecuE^12      ATTGTATTCTTGTGTACACATACTAYTTCTTTACCAAATCAAGCAATAGAAATGCTTATAACTCTGAAATAATTTCTAATATTTTGTAAAAACAATGCATTCCTCGCTAAATTTATTTTA
	GlicC^15     ATTGTATTCTTGTGTACACATACTATTTCTTTACCAAATCAAGCAATAGAAATNCTTATAACTCTGAAATAATTTCTAATATTTTGTAAAAACAATGCATTCCTCGCTAAATTTATTTTA
	GlicP^17      ATTGTATTCTTGTGTACACATACTATTTCTTTACCAAATCAAGCAANAGAAATGCTTATAACTCTGAAATAATTTCTAATATTTTGTAAAAACAATGCATTCCTCGYTAARTTTATTTTA
	GlicP^18      ATTGTATTCTTGTGTACACATACTATTTCTTTACCAAATCAAGCAATAGAAATGCTTATAACTCTGAAATAATTTCTAATATTTTGTAAAAACAATGCATTCCTCGCTAAATTTATTTTA
	GlicE^20      ATTGTATTCTTGTGTACACATACTATTTCTTTACCAAATCAAGCAATAGAAATGCTTATAACTCTGAAATAATTTCTAATATTTTGTAAAAACAATGCATTCCTCGCTAAATTTATTTTA
	GlicE^21      ATTGTATTCTTGTGTACACATACTATTTCTTTACCAAATCAAGCAATAGAAATSCTTATAACTCTGAAATAATTTCTAATATTTTGTAAAAACAATGCATTCCTCGCTAAATTTATTTTA
	GlicE^22      ATTGTATTCTTGTGTACACATACTATTTCTTTACCAAATCAAGCAATAGAAATGCTTATAACTCTGAAATAATTTCTAATATTTTGTAAAAACAATGCATTCCTCGCTAAATTTATTTTA
	GlicE^23       ATTGTATTCTTGTGTACACATACTATTTCTTTACCAAATCAAGCAATAGAAATGCTTATAACTCTGAAATAATTTCTAATATTTTGTAAAAACAATGCATTCCTCGCTAAATTTATTTTA
	GlicE^24       ATTGTATTCTTGTGTACACATACTATTTCTTTACCAAATCAAGCAATAGAAATGCTTATAACTCTGAAATAATTTCTAATATTTTGTAAAAACAATGCATTCCTCGCTAAATTTATTTTA
	GlicE^25      ATTGTATTCTTGTGTACACATACTATTTYTTTACCAAATCAAGCAATAGAAATGCTTATAACTCTGAAATAATTTCTAATATTTTGTAAAAACAATGCATTCCTCGCTAAATTTATTTTA
	GlicE^26      ATTGTATTCTTGTGTACACATACTATTTCTTTACCAAATCAAGCAATAGAAATGCTTATAACTCTGAAATAATTTCTAATATTTTGTAAAAACAATGCATTCCTCGCTAAATTTATTTTA
	GmorB^27    ATTGTATTCTTGTSTACACATACTATTTCTTTACCAAATCAAGCAATAGAAATGCTTATAACTCTGAAATAATTTCTAATATTTTGTAAAAACAATGCATTCCTCGCTAAATTTATTTTA
	GpasB^28    ATTGTATTCTTGTGTACACATACTATTTCTTTACCAAATCAAGCAATAGAAATGCTTATAACTCTGAAATAATTTCTAATATTTTGTAAAAACAATGCATTCCTCGCTAAATTTATTTTA


19 120
	GecuC^1     GTGCTAAAAATCTTACACATGCACATAGTTAGGATGTACACTGTCAAAAGTCGTTTGAAAACTGCACACATTATGGTGTAAGAGAGCACATATTATAGMGTATGTAAGAGATTTTCTACA
	GecuP^4     GTGCTAAAAATCTTACACATGCACATAGTTAGGATGTACACTGTCAAAAGTCGTTTGAAAACTGCACACATTATGGTGTAAGAGAGCACATATTATAGAGTATGTAAGAGATTTTCTACA
	GecuP^5     GTGCTAAAAATCTTACACATGCACATAGTTAGGATGTACACTGTCAAAAGTCGTTTGAAAACTGCACACRTTATGGTGTAAGAGAGCACATATTATAGAGTATGTAAGAGATTTTCTACA
	GecuP^6      GTGCTAAAAATCTTACACATGCA--YAGTTAGGATGTACACTGTCAAAAGTCGTTTGAAAACTGCACACRTTATGGTGTAAGAGAGCACATATTATAGAGTATGTAAGAGATTTTCTACA
	GecuP^7      GTGCTAAAAATCTTACACATGCACATAGTTAGGATGTACACTGTCAAAAGTCGTTTGAAAACTGCACACATTATGGTGTAAGAGAGCACATATTATAGAGTATGTAAGAGATTTTCTACA
	GecuE^8      GTGCTAAAAATCTTACACATGCACATAGTTAGGATGTACACTGTCAAAAGTCGTTTGAAAACTGCACACATTATGGTGTAAGAGAGCACATATTATAGAGTATGTAAGAGATTTTCTACA
	GecuE^9       GTGCTAAAAATCTTACACATGCACATAGTTAGGATGTACACTGTCAAAAGTCGTTTGAAAACTGCACACRTTATGGTGTAAGAGAGCACATATTATAGAGTATGTAAGAGATTTTCTACA
	GecuE^10       GTGCTAAAAATCTTACACATGCACATAGTTAGGATGTACACTGTCAAAAGTCGTTTGAAAACTGCACACATTATGGTGTAAGAGAGCACATATTATAGAGTATGTAAGAGATTTTCTACA
	GecuE^11      GTGCTAAAAATCTTACACATGCACATAGTTAGGATGTACACTGTCAAAAGTCGTTTGAAAACTGCACACATTATGGTGTAAGAGAGCACATATTATAGAGTATGTAAGAGATTTTCTACA
	GlicC^15     GTGCTAAAAATCTTACACATGCACATAGTTAGGATGTACACTGTCAAAAGTCGTTTGAAAACTGCACACATTATGGTGTAAGAGAGCACATATTATAGAGNATGTAAGAGATTTTCTACA
	GlicP^17      GTGCTAAAAATCTTACACATGCA--TAGTTAGGATGTACACTGTCAAAAGTCGTTTGAAAACTGCACACGTTATGGTGTAAGAGAGCACATATTATAGAGTATGTAAGAGATTTTCTACA
	GlicE^20      GTGCTAAAAATCTTACACATGNNCATAGTTAGGATGTACACTGTCAAAAGTCGTTTGAAAACTGCACACGTTATGGTGTAAGAGAGCACATATTATAGAGTATGTAAGAGATTTTCTACA
	GlicE^21      GTGCTAAAAATCTTACACATGCA--TAGTTAGGATGTACACTGTCAAAAGTCGTTTGAAAACTGCACACGTTATGGTGTAAGAGAGCACATATTATAGAGTATGTAAGAGATTTTCTACA
	GlicE^22      GTGCTAAAAATCTTACACATGCACATAGTTAGGATGTACACTGTC--AAGTCGTTTGAAAACTGCACACATTATGGTGTAAGAGAGCACATATTATAGAGTATGTAAGAGATTTTCTACA
	GlicE^23       GTGCTAAAAATCTTACACATGCACATAGTTAGGATGTACACTGTCAAAAGTCGTTTGAAAACTGCACACATTATGGTGTAAGAGAGCACATATTATAGAGTATGTAAGAGATTTTCTACA
	GlicE^24       GTGCTAAAAATCTTACACATGCACATAGTTAGGATGTACACTGTCAAAAGTCGTTTGAAAACTGCACACATTATGGTGTAAGAGAGCACATATTATAGAGTATGTAAGAGATTTTCTACA
	GlicE^25      GTGCTAAAAATCTTACACATGCACATAGTTAGGATGTACACTGTCAAAAGTCGTTTGAAAACTGCACACATTATGGTGTAAGAGAGCACATATTATAGAGTATGTAAGAGATTTTCTACA
	GmorB^27    GTGCTAAAAATCTTACACATGCACATAGTTAGGATGTACACTGTCAAAAGTCGTTTGAAAACTGCACACRTTATGGTGTAAGAGAGCACATWTTATAGAGTATGTAAGAGATTTTCTACA
	GpasB^28    GTGCTAAAAATCTTACACATGCACATAGTTAGGATGTACACTGTCAAAAGTCGTTTGAAAACTGCACACATTATGGTGTAAGAGAGCACATATTATAGAGTATGTAAGAGATTTTCTACA


17 120
	GecuC^1     ATCGGGGAAATGCGAGCAAACCACATTTTACTTTTATCTAATCTAATTCTGCAAGACAATCTCAATTTCCCATTGAAAACTCTTGGTTATAGCTTTACAAATTACACGTCTACCATCCAA
	GecuP^4     ATCGGGGAAATGCGAGCAAACCACATTTTACTTTTATCTAATCTAATTCTGCAAGACAATCTCAATTTCCCATTGAAAACTCTTGGTTATAGCTTTACAAATTACACGTCTACCATCCAA
	GecuP^5      ATCGGGGAAATGCGAGYAAACCACATTTTACTTTTATCTAATCTAATTCTGCAAGACAATCTCAATTTCCCATTGAAAACTCTTGGTTATAGCTTTACAAATTACACGTCTACCATCCAA
	GecuE^8      ATCGGGGAAATGCGAGCAAACCACATTTTACTTTTATCTAATCTAATTCTGCAAGACAATCTCAATTTCCCATTGAAAACTCTTGGTTATAGCTTTACAAATTACACGTCTACCATCCAA
	GecuE^9       ATCGGGGAAATGCGAGCAAACCACATTTTACTTTTATCTAATCTAATTCTGCAAGACAATCTCAATTTCCCATTGAAAACTCTTGGTTATAGCTTTACAAATTACACGTCTACCATCCAA
	GecuE^10       ATCGGGGAAATGCGAGYAAACCACATTTTACTTTTATCTAATCTAATTCTGCAAGACAATCTCAATTTCCCATTGAAAACTCTTGGTTATAGCTTTACAAATTACACGTCTACCATCCAA
	GecuE^11      ATC-GGGAAATGCGAGCAAACCACATTTTACTTTTATCTAATCTAATTCTGCAAGACAATCTCAATTTCCCATTGAAAACTCTTGGTTATAGCTTTACAAATTACACGTCTACCATCCAA
	GlicC^15     ATCGGGGAAATGCGAGCAAACCACATTTTACTTTTATCTAATCTAATTCTGCAAGACAATCTCAATTTCCCATTGAAAACTCTTGGTTATAGCTTTACAAATTACACGTCTACCATCCAA
	GlicP^17      ATCGGGGAAATGCGAGCAAACCACATTTTACTTTTATCTAATCTAATTCTGCAAGACAATCTCAANTTCCCATTGAAAACTCTTGNTTATAGCTTTACAAATTACACGTCTACCATCCAA
	GlicE^20      ATCGGGGAAATGCGAGCAAACCACATTTTACTTTTATCTAATCTAATTCTGCAAGACAATCTCAATTTCCCATTGAAAACTCTTGGTTATAGCTTTACAAATTACACGTCTACCATCCAA
	GlicE^21      ATCGGGGAAATGCGAGCAAACCACATTTTACTTTTATCTAATCTAATYCTGCAAGACAATCTCAATTTCCCATTGAAAACTCTTGGTTATAGCTTTACAAATTACACGTCTACCATCCAA
	GlicE^22       ATCGGGGAAATGCGAGCAAACCACATTTTACTTTTATCTAATCTAATTCTGCAAGACAATCTCAATTTCCCATTGAAAACTCTTGGTTATAGCTTTACAAATTACACGTCTACCATCCAA
	GlicE^23       ATCGGGGAAATGCGAGCAAACCACATTTTACTTTTATCTAATCTAATTCTGCAAGACAATCTCAATTTCCCATTGAAAACTCTTGGTTATAGCTTTACAAATTACACGTCTACCATCCAA
	GlicE^24      ATCGGGGAAATGCGAGCAAACCACATTTTACTTTTATCTAATCTAATTCTGCAAGACAATCTCAATTTCCCATTGAAAACTCTTGGTTATAGCTTTACAAATTACACGTCTACCATCCAA
	GlicE^25      ATCGGGGAAATGCGAGCAAACCACATTTTACTTTTATCTAATCTAATTCTGCAAGACAATCTCAATTTCCCATTGAAAACTCTTGGTTATAGCTTTACAAATTACACGTCTACCATCCAA
	GmorB^27    ATCGGGGAAATGCGAGCAAACCACATTTTACTTTTATCTAATCTAATTCTGCAAGACAATCTCAATTTCCCATTGAAAACTCTTGGTTATAGCTTTACAAATTACACGTCTACCATCCAA
	GpasB^28    ATCGGGGAAATGCGAGCAAACCACATTTTACTTTTATCTAATCTAATTCTGCAAGRCAATCTCAATTTCCCATTGAAAACTCTTGGTTATAGCTTTACAAATTACACGTCTACCATCCAA


17 120
	GecuC^1     TCTAGTTGCTTCTCTGAATGAACGATGATTATTACTCGCTAAACGAACCAATTCCACCTTTTCAGCGACCGATAACCACCGTTCAGCCATTCTTCGGAACACAATAACCACAAGACAAAA
	GecuP^4     TCTAGTTGCTTCTCTGAATGAACGATGATTATTACTCGCTAAACGAACCAATTCCACCTTTTCAGCGACCGATAACCACCGTTCAGCCATTCTTCGGAACACAATAACCACAAGACAAAA
	GecuP^5     TCTAGTTGCTTCTCTGAATGAACGATGATTATTACTCGCTAAACGAACCAATTCCACCTTTTCAGCGACCGATAACCACCGTTCAGCCATTCTTCGGAACACAATAACCACAAGACAAAA
	GecuP^6      TCTAGTTGCTTCTCTGAATGAACGATGATTATTACTCGCTAAACGAACCAATTCCACCTTTTCAGCGACCGATAACCACCGTTCAGCCATTCTTCGGAACACAATAACCACAAGACAAAA
	GecuE^8      TCTAGTTGCTTCYCTGAATGAACGATGATTATTACTCGCTAAACGAACCAATTCCACCTTTTCAGCGACCGATAACCACCGTTCAGCCATTCTTCGGAACACAATAACCACAAGACAAAA
	GecuE^9       TCTAGTTGCTTCTCTGAATGAACGATGATTATTACTCGCTAAACGAACCAATTCCACCTTTTCAGCGACCGATAACCACCGTTCAGCCATTCTTCGGAACACAATAACCACAAGACAAAA
	GecuE^10       TCTAGTTGCTTCTCTGAATGAACGATGATTATTACTCGCTAAACGAACCAATTCCACCTTTTCAGCGACCGATAACCACCGTTCAGCCATTCTTCGGAACACAATAACCACAAGACAAAA
	GlicC^15     TCTAGTTGCTTCTCTGAATGAACGATGATTATTACTCGCTAAACGAACCAATTCCACCTTTTCAGCGACCGATAACCACCGTTCAGCCATTCTTCGGAACACAATAACCACAAGACAAAA
	GlicP^17      TCTAGTTGCTTCTCTGAATGAACGATGATTATTACTCGCTAAACGAACCAATTCCACCTTTTCAGCGACCGATAACCACCGTTCAGCCATTCTTCGGAACACAATAACCACAAGACAAAA
	GlicE^20      TCTAGTTGCTTCTCTGAATGAACGATGATTATTACTCGCTAAACGAACCAATTCCACCTTTTCAGCGACCGATAACCACCGTTCAGCCATTCTTCGGAACACAATAACCACAAGACAAAA
	GlicE^21      TCTAGTTGCTTCTCTGAATGAACGATGATTATTACTCGCTAAACGAACCAATTCCACCTTTTCAGCGACCGATAACCACCGTTCAGCCATTCTTCGGAACACAATAACCACAAGACAAAA
	GlicE^22       TCTAGTTGCTTCTCTGAATGAACGATGATTATTACTCGCTAAACGAACCAATTCCACCTTTTCAGCGACCGATAACCACCGTTCAGCCATTCTTCGGAACACAATAACCACAAGACAAAA
	GlicE^23       TCTAGTTGCTTCTCTGAATGAACGATGATTATTACTCGCTAAACGAACCAATTCCACCTTTTCAGCGACCGATAACCACCGTTCAGCCATTCTTCGGAACACAATAACCACAAGACAAAA
	GlicE^24      TCTAGTTGCTTCTCTGAATGAACGATGATTATTACTCGCTAAACGAACCAATTCCACCTTTTCAGCGACCGATAACCACCGTTCAGCCATTCTTCGGAACACAATAACCACAAGACAAAA
	GmorB^27    TCTAGTTGCTTCTCTGAATGAACGATGATTATTACTCGCTAAACGAACCAATTCCACCTTTTCAGCGACCGATAACCACCGTTCAGCCATTCTTCGGAACACAATAACCACAAGACAAAA
	GpasB^28    TCTAGTTGCTTCYCTGAATGAACGATGATTATTACTCGCTAAACGAACCAATTCCACCTTTTCAGCGACCGATAACCACCGTTCAGCCATTCTTCGGAACACAATAACCACAAGACAAAA
	GpasB^29    TCTAGTTGCTTCTCTGAATGAACGATGATTATTACTCGCTAAACGAACCAATTCCACCTTTTCAGCGACCGATAACCACCGTTCAGCCATTCTTCGGAACACAATAACCACAAGACAAAA


15 120
	GecuC^1     CCAACATGATTCCATACGSTTCACCATGGAGATCGAATCGGAAGGTTGCCTTCCTTTCCTAGGTGTTCTGGTATACCGGCGTCCTGACGGTGCGCTAGGACATTCCGTTTACCGAAAACT
	GecuP^4     CCAACATGATTCCATACGCTTCACCATGGAGATCGAATCGGAAGGTTGCCTTCCTTTCCTAGGTGTTCTGGTATACCGGCGTCCTGACGGTGCGCTAGGACATTCCGTTTACCGAAAACT
	GecuE^8      CCAACATGATTCCATACGCTTCACCATGGAKATCGAATCGGAAGGTTGCCTTCCTTTCCTAGGTGTTCTGGTATACCGGCGTCCTGACGGTGCGCTAGGACATTCCGTTTACCGAAAACT
	GecuE^9       CCAACATGATTCCATACGCTTCACCATGGAGATCGAATCGGAAGGTTGCCTTCCTTTCCTAGGTGTTCTGGTATACCGGCGTCCTGACGGTGCGCTAGGACATTCCGTTTACCGAAAACT
	GecuE^10       CCAACATGATTCCATACGCTTCACCATGGAGATCGAATCGGAAGGTTGCCTTCCTTTCCTAGGTGTTCTGGTATACCGGCGTCCTGACGGTGCGCTAGGACATTCCGTTTACTGAAAACT
	GlicC^15     CCAACATGATTCCATACGCTTCACCATGGAGATCGAATCGGAAGGTTGCCTTCCTTTCCTAGNTGTTCTGGTATACCGGCGTCCTGACGGTGCGCTAGGACATTCCGTTTACTGAAAACT
	GlicP^17      CCAACATGATTCCATACGCTTCACCATGGAGATCGAATCGGAAGGTTGCCTTCCTTTCCTAGGTGTTCTGGTATACYGGCGTCCTGACGGTGCGCTAGGACATTCCGTTTACYGAAAACT
	GlicP^18      CCAACATGAYTCCATACGCTTCACCATGGAGATCGAATCGGAAGGTTGCCTTCCTTTCCTANGTGTTCTGGTATACCGGCGTCCTGACGGTGCGCTAGGACATTCCGTTTACYGAAAACT
	GlicE^20      CCAACATGATTCCATACGCTTCACCATGGAGATCGAAYCGGAAGGTTGCCTTCCTTTCCTAGGTGTTCTGGTATACCGGCGTCCTGACGGTGCGCTAGGACATTCYGTTTACYGAAAACT
	GlicE^21       CCAACATGATTCCATACGCTTCACCATGGAGATCGAATCGGAAGGTTGCCTTCCTTTCCTAGGTGTTCTGGTATACCGGCGTCCTGACGGTGCGCTAGGACATTCCGTTTACTGAAAACT
	GlicE^22       CCAACATGATTCCATACGCTTCACCATGGAGATCGAAYCGGAAGGTTGCCTTCCTTTCCTAGGTGTTCTGGTATACYGGCGTCCTGACGGTGCGCTAGGACATTCYGTTTACCGAAAACT
	GlicE^23      CCAACATGATTCCATACGCTTCACCATGGAGATCGAATCGGAAGGTTGCCTTCCTTTCCTAGGTGTTCTGGTATACYGGCGTCCTGACGGTGCGCTAGGNCATTCCGTTTACCGAAAACT
	GlicE^24      CCAACATGATTCCATACGCTTCACCATGGAGATCGAATCGGAAGGTTGCCTTCCTTTCCTAGGTGTTCTGGTATACCGGCGTCCTGACGGTGCGCTAGGACATTCCGTTTACYGAAAACT
	GmorB^27    CCAACATGATTCCATACGCTTCACCATGGAGATCGAATCGGAAGGTTGCCTTCCTTTCCTAGGTGTTCTGGTATACCGGCGTCCTGACGGTGCGCTAGGACATTCCGTTTACCGAAAACT
	GpasB^28    CCAACATGATTCCATACGCTTCACCATGGAGATCGAATCGGAAGGTTGCCTTCCTTTCCTAGGTGTTCTGGTATACCGGCGTCCTGACGGTGCGCTAGGACATTCCGTTTACCGAAAACT


19 120
	GecuC^1     AACGAGAAAACTATTTTGGCTCCTNTCGTAGATATACCGCAAACTAACCTATGTCTCTCTTTCATAATTGGTTTGTAACTAGGGTTTCAAAGCTTGTTTGTRATATTTGTAACCATAGTG
	GecuP^4     AACGAGAAAACTATTTTGGCTCCTCTCGTAGATATACCGCAAACTAACCTATGTCTCTCTTTCATAATTGGTTTGTAACTAGGGTTTCAAAGCTTGTTTGTAATATTTGTAACCATAGTR
	GecuP^5      AACGAGAAAACTATTTTGGCTCCTCTCGTAGATATACCGCAAACTAACCTATGTCTCTCTTTCATAATTGGTTTGTAACTAGGGTTTCAAAGCTTGTTTGTAATATTTGTAACCATAGTR
	GecuE^8      AACGAGAAAACTATTTTGGCTCCTCTCGTAGATATACCGCAAACTAACCTATGTCTCTCTTTCATAATTGGTTTGTAACTAGGGTTTCAAAGCTTGTTTGTAATATTTGTAACCATAGTR
	GecuE^9       AACGAGAAAACWATTTTGGCTCCTCTCGTAGATATACCGCAAACTAACCTATGTCTCTCTTTCATAATTGGTTTGTAACTAGGGTTTCAAAGCTTGTTTGTAATATTTGTAACCATAGTA
	GecuE^10       AACGAGAAAACTATTTTGGCTCCTCTCGTAGATATACCGCAAACTAACCTATGTCTCTCTTTCATAATTGGTTTGTAACTAGGGTTTCAAAGCTTGTTTGTAATATTTGTAACCATAGTR
	GecuE^11      AACKAGAAAACTATTTTGGCTCCTCTCGTAGATATACCGCAAACTAACCTATGTCTCTCTTTCATAAWTGGTTTGTAACTAGGGTTTCAAAGCTTGTTTGTAATATTTGTAACCATAGTG
	GlicC^15     NACGAGAAAACTATTTTGGCTCCTCTCGTAGATATACCG-AAACTAACCTATGNNTCTCTTTCATAATTGGTTTGTAACTAGNGTTTCAAAGCTTGTTTGTAATATTTGTAACCATAGTN
	GlicP^17      AACGAGAAAACTATTTTGGCTCCTCTCGTAGATATACCGCAAACTAACCTATGTCTCTCTTTCATAATTGGTTTGTAACTAGGGTTTCAAAGCTTGTTTGTAATATTTGTAACCATAGTG
	GlicE^20      AACGAGAAAACTATTTTGGCTCCTCTCGTAGATATACCGCAAACTAACCTATGTCTCTCTTTCATAATTGGTTTGTAACTAGAGTTTCAAAGCTTGTTTGTAATATTTGTAACCATAGTA
	GlicE^21      AACGAGAAAACTATTTTGGCTCCTCTCGTAGATATACCGCAAACTAACCTATGTCTCTCTTTCATAATTGGTTTGTAACTAGGGTTTCAAAGCTTGTTTGTAATATTTGTAACCATAGTG
	GlicE^22      AACGAGAAAACTATTTTGGCTCCTCTCGTAGATATACCGCAAACTAACCTATGTCTCTCTTTCATAATTGGTTTGTAACTAGGGTTTCAAAGCTTGTTTGTAATATTTGTAACCATAGTR
	GlicE^23       AACGAGAAAACTATTTTGGCTCCTCTCGTAGATATACCGCAAACTAACCTATGTCTCTCTTTCATAATTGGTTTGTAACTAGGGTTTCAAAGCTTGTTTGTAATATTTGTAACCATAGTR
	GlicE^24       AACGAGAAAACTATTTTGGCTCCTCTCGTAGATATACCGCAAACTAACCTATGTCTCTCTTTCATAATTGGTTTGTAACTAGRGTTTCAAAGCTTGTTTGTAATATTTGTAACCATAGTA
	GlicE^25      AACGAGAAAACTATTTTGGCTCCTCTCGTAGATATACCGCAAACTAACCTATGTCTCTCTTTCATAATTGGTTTGTAACTAGRGTTTCAAAGCTTGTTTGTAATATTTGTAACCATAGTR
	GlicE^26      AACGAGAAAACTATTTTGGCTCCTCTCGTAGATATACCGCAAACTAACCTATGTCTCTCTTTCATAATTGGTTTGTAACTAGRGTTTCAAAGCTTGTTTGTAATATTTGTAACCATAGTR
	GmorB^27    AACGAGAAAACTATTTTGGCTCCTCTCGTAGATATACCGCAAACTAACCTATGYCTCTCTTTCATAATTGGTTTGTAACTAGGGTTTCAAMGCTTGTTTGTAATATTTGTAACCATAGTR
	GpasB^28    AACGAGAAAACTATTTTGGCTCCTCTCGTAGATATACCGCAAACTAACCTATGTCTCTCTTTCATAATTGGTTTGTAACTAGGGTTTCAAAGCTTGTTTGTAATATTTGTAACYATAGTR
	GpasB^29    AACGAGAAAACTATTTTGGCTCCTCTCGTAGATATACCGCAAACTAACCTATGTCTCTCTTTCATAATTGGTTTGTAACTAGGGTTTCAAAGCTTGTTTGTAATATTTGTAACCATAGTA


17 120
	GecuC^1     GAGTCTCACTCCAGTCGCAGTACATCATAAAGCGAGCACCCGTACACACGCATATTATAAACACGCATATACGCTCAATCACGTAATATAATTCAACGCCTTCTGACAAAATATGTTACA
	GecuP^4      GAGTCTCACTCCAGTCGCAGTACATCATAAAGCGAGCACCGGTACACACGCATATTATAAACACGCATATACGCTSAATCACGTAATRTAATTCAACGCCTTCTGACAAAATATGTTACA
	GecuE^8      GAGTCTCACTCCAGTCGCAGTACATCATAAAGCGAGCACCGGTACACACGCATATTATAAACACGCATATACGCTCAATCACGTAATATAATTCAACGCCTTCTGACAAAATATGTTACA
	GecuE^9       GAGTCTCACTCCAGTCGCAGTACATCATAAAGCGAGCACCGGTACACACGCATATTATAAACACGCATATACGCTCAATCACGTAATATAATTCAACGCCTTCTGACAAAATATGTTACA
	GecuE^10       GAGTCTCACTCCAGTCGCAGTACATCATAAAGCGAGCACCGGTACACACGCATATTATAAACACGCATATACGCTCAATCACGTAATATAATTCAACGCCTTCTGACAAAATATGTTACA
	GecuE^11      GAGTCTCACTCCAGTCGCAGTACATCATAAAGCGAGCACCGGTACACACGCATATTATAAACACGCATATACGCTCAATCACGTAATATAATTCAACGCCTTCTGACAAAATATGTTACA
	GlicC^15     GAGTCTCACTCCAGTCGCAGTACATCATAAAGCGAGCACCGGTACACACGCATATTATAAACACGCATATACGCTCAATCACGTAATATAATTCAACGCCTTCTGACAAAATATGTTACA
	GlicP^17      GAGTCTCACTCCAGTCGCAGTACATCATAAAGCGAGCACCGGTACACACGCATATTATAAACACGCATATACGCTCAATCACGTAATATAATTCAACGCCTTCTGACAAAATATGTTACA
	GlicE^20      GAGTCTCACTCCAGTCGCAGTACATCATAAAGCGAGCACCGGTACACACGCATATTATAAACACGCATATACGCTCAATCACGTAATATAATTCAACGCCTTCTGACAAAATATGTTACA
	GlicE^21      GAGTCTCACTCCAGTCGCAGTACATCATAAAGCGAGCACCGGTACACACGCATATTATAAACACGCATATACGCTCAATCACGTAATATAATTCAACGCCTTCTGACAAAATATGTTACA
	GlicE^22       GAGTCTCACTCCAGTCGCAGTACATCATAAAGCGAGCACCGGTACACACGCATATTATAAACACGCATATACGCTCAATCACGTAATATAATTCAACGCCTTCTGACAAAATATGTTACA
	GlicE^23       GAGTCTCACTCCAGTCGCAGTACATCATAAAGCGAGCACCGGTACACACGCATATTATAAACACGCATATACGCTCAATCACGTAATATAATTCAACGCCTTCTGACAAAATATGTTACA
	GlicE^24      GAGTCTCACTCCAGTCGCAGTACATCATAAAGCGAGCACCGGTACACACGCATATTATAAACACGCATATACGCTCAATCACGTAATATAATTCAACGCCTTCTGACAAAATATGTTACA
	GlicE^25      GAGTCTCACTCCAGTCGCAGTACATCATAAAGCGAGCACCGGTACACACGCATATTATAAACACGCATATACGCTCAATCACGTAATATAATTCAACGCCTTCTGACAAAATATGTTACA
	GmorB^27    GAGTCTCACTCCAGTCGCAGTACATCATAAAGCGAGCACCCGTACACACGCATATTATAAACACGCATATACGCTCAATCACGTAATATAATTCAACGCCTTCTGACAAAATATGTTACA
	GpasB^28    GAGTCTCACTCCAGTCGCAGTACATCATAAAGCGAGCACCGGTACACAYGCATATTATAAACACGCATATACGCTCAATCACGTAATATAATTCAACGCCTTCTGACAAAATATGTTACA
	GpasB^29    GAGTCTCACTCCAGTCGCAGTACATCATAAAGCGAGCACCGGTACACAYGCATATTATAAACACGCATATACGCTCAATCACGTAATATAATTCAACGCCTTCTGACAAAATATGTTACA


21 120
	GecuC^1     ATTGCAGAACCAATTCACGTATATGATACTATGCACACATGTTT-AGTCGTATCGTGTTGTGATAGAGGTGGCGAATNCACTTTTTCTATTTTATTCTTCCAACACATTCAATACCTGCA
	GecuP^4     ATTGCAGAACCAATTCACGTATATGATACTATGCACACATGTTTCAGTCGTATCGTGTTGTGATAGAGGTGGCGAATACACTTTTTCTATTTTATTCTTCCAACACATTCAATACCTGCA
	GecuP^5      ATTGCAGAACCAATTCACGTATATGATACTATGCACACATGTTTCAGTCGTATCGTGTTGTGATAGAGGTGGCGAATACACTTTTTCTATTTTATTCTTCCAACACATTCAATACCTGCA
	GecuP^6      ATTGCAGAACCAATTCACGTATATGATACTATGCACACATGTTTCAGTCGTATCGTGTTGTGATAGAGGTGGCGAATACACTTTTTCTATTTTATTCTTCCAACACATTCAATACCTGCA
	GecuE^8      ATTGCAGAACCAATTCACGTATATGATACTATGCACACATGTTTCAGTCGTATCGTGTTGTGATAGAGGTGGCGAATACACTTTTTCTATTTTATTCTTCCAACACATTCAATACCTGCA
	GecuE^9       ATTGCAGAACCAATTCACGTATATGATACTATGCACACATGTTTCAGTCGTATCGTGTTGTGATAGAGGTGGCGAATACACTTTTTCTATTTTATTCTTCCAACACATTCAATACCTGCA
	GecuE^10       ATTGCAGAACCAATTCACGTATATGATACTATGCACACATGTTTCAGTCGTATCGTGTTGTGATMGAGGTGGCGAATACACTTTTTCTATTTTATTCTTCCAACACATTCAATACCTGCA
	GecuE^11      ATTGCAGAACCAATTCACGTATATGATACTATGCACACATGTTTCAGTCGTATCGTGTTGTGATAGAGGTGGCGAWTACACTTTTTCTATTTTATTCTTCCAACACATTCAATACCTGCA
	GlicC^15     ATTGCAGAACCAATTCACGTATATGATACTATGCACACATGTTTCAGTCGTATCGTGTTGTGATAGAGGTGGCGAATACACTTTTTCTATTTTATTCTTCCAACACATTCAATACCTGCA
	GlicP^17      ATTGCAGAACCAATTCACGTATATGATACTATGCACACATGTTTCAGTCGTATCGTGTTGTGATAGAGGTGGCGAATACACTTTTTCTATTTTATTCTTCCAACACATTCAATACCTGCA
	GlicP^18      ATTGCAGAACCAATTCACGTATATGATACTATGCACACATGTTTYAGTCGTATCGTGTTGTGATMGAGGTGGCGAATRCACTTTTTCTATTTTATTCTTCCAACACATTCAATACCTGCA
	GlicE^20      ATTGCAGAACCAATTCACGTATATGATACTATGCACACATGTTTCAGTCGTATCGTGTTGTGATAGAGGTGGCGAATACACTTTTTCTATTTTATTCTTCCAACACATTCAATACCTGCA
	GlicE^21      ATTGCAGAACCAATTCACGTATATGATACTATGCACACATGTTTCAGTCGTATCGTGTTGTGATAGAGGTGGCGAATACACTTTTTCTATTTTATTCTTCCAACACATTCAATACCTGCA
	GlicE^22      ATTGCAGAACCAATTCACGTATATGATACTATGCACACATGTTTCAGTCGTATCGTGTTGTGATAGAGGTGGCGAATACACTTTTTCTATTTTATTCTTCCAACACATTCAATACCTGCA
	GlicE^23       ATTGCAGAACCAATTCACGTATATGATACTATGCACACATGTTTCAGTCGTATCGTGTTGTGATAGAGGTGGCGAATACACTTTTTCTATTTTATTCTTCCAACACATTCAATACCTGCA
	GlicE^24       ATTGCAGAACCAATTCACGTATATGATACTATGCACACATGTTTYAGTCGTATCGTGTTGTGATAGAGGTGGCGAATRCACTTTTTCTATTTTATTCTTCCAACACATTCAATACCTGCA
	GlicE^25      ATTGCAGAACCAATTCACGTATATGATACTATGCACACATGTTTCAGTCGTATCGTGTTGTGATAGAGGTGGCGAATACACTTTTTCTATTTTATTCTTCCAACACATTCAATACCTGCA
	GlicE^26      ATTGCAGAACCAATTCACGTATATGATACTATGCACACGTGTTTCAGTCGTATCGTGTTGTGATCGAGGTGGCGAATACACTTTTTCTATTTTATTCTTCCAACACATTCAATACCTGCA
	GmorB^27    ATTGCAGAACCAATTCACGTATATGATACTATGCACACATGTTTCAGTCGTATCGTGTTGTGATAGAGGTGGCGAATACACTTTTTCTATTTTATTCTTCCAACACATTCAATACCTGCA
	GpasB^28    ATTGCAGAACCAATTCACGTATATGATACTATGCACACATGTTTCAGTCGTATCGTGTTGTGATAGAGGTGGCGAATACACTTTTTCTATTTTATTCTTCCAACACATTCAATACCTGCA
	GpasB^29    ATTGCAGAACCAATTCACGTATATGATACTATGCACACATGTTTCAGTCGTATCGTGTTGTGATAGAGGTGGCGAATACACTTTTTCTATTTTATTCTTCCAACACATTCAATACCTGCA


18 120
	GecuC^1     CTGTTTCATCCATGTCATCTACTTGATCTTTGGGATTTCCCAAGATGTTTTTGGGGTTATTATTTGACGAGAATCAGTGTTGGGATCAAATTTAGAAAAGGTTTGTTGAAGACCATCCGT
	GecuP^4     CTGTTTCATCCATGTCATCTACTTGATCTTTGGGATTTCCCAAGATGTTTTTGGGGTTATTATTTGACGAGAATCAGTGTTGGGATCAAATTTAGAAAAGGTTTGTTGAAGACCATCCGT
	GecuP^5     CTGTTTCATCYATGTCATCTACTTGATCTTTGGGATTTCCCAAGATGTTTTTGGGGTTATTATTTGACGAGAATCAGTGTTGGGATCAAATTTAGAAAARGTTTGTTGAAGACCATCCGT
	GecuP^6      CTGTTTCATCCATGTCATCTACTTGATCTTTGGGATTTCCCAAGATGTTTTTGGGGTTATTATTTGACGAGAATCAGTGTTGGGATCAAATTTAGAAAAGGTTTGTTGAAGACYATCCGT
	GecuE^8      CTGTTTCATCCATGTCATCTACTTGATCTTTGGGATTTCCCAAGATGTTTTTGGGGTTATTATTTGACGAGAATCAGTGTTGGGATCAAATTTAGAAAAGGTTTGTTGAAGACCATCCGT
	GecuE^9       CTGTTTCATCCATGTCATCTACTTGATCTTTGGGATTTCCCAAGATGTTTTTGGGGTTATTATTTGACGAGAATCAGTGTTGGGATCAAATTTAGAAAAGGTTTGTTGAAGACCATCCGT
	GecuE^10       CTGTTTCATCCATGTCATCTACTTGATCTTTGGGATTTCCCAAGATGTTTTTGGGGTTATTATTTGACGAGAATCAGTGTTGGGATCAAATTTAGAAAAGGTTTGTTGAAGACYATCCGT
	GlicC^15     CTGTTTCATCCATGTCATCTACTTGATCTTTGGGATTYCCCAAGATGTTTTTGGGGTTATTATTTGACGAGAATCAGTGTTGGGATCAAATTTAGAAAAGGTTTGTTGAAGACCATCCGT
	GlicP^17      CTGTTTCATCCATGTCATCTACTTGATCTTTGGGATTTCCCAAGATGTTTTTGGGGTTNTTATTTGACGNGAATCAGTGT-GGGATCAAATTTAGAAAAGGTTTGTTGAAGACCATCCGT
	GlicE^20      CTGTTTCATCCATGTCATCTACTTGATCTTTGGGATTTCCCAAGATGTTTTTGGGGTTATTATTTGACGAGAATCAGTGTTGGGATCAAATTTAGAAAAGGTTTGTTGAAGACCATCCGT
	GlicE^21      CTGTTTCATCCATGTCATCTACTTGATCTTTGGGATTTYCCAAGATGTTTTTGGGGTTRTTATTTGACGAGAATCAGTGTYGGGATCAAATTTAGAAAAGGTTTGTTGAAGACCATCCGT
	GlicE^22       CTGTTTCATCCATGTCAYCTACTTGATCTTTGGGATTTCCCAAGATGTTTTTGGGGTTATTATTTGACGAGAATCAGTGTTGGGATCAAATTTAGAAAAGGTTTGTTGAAGACYATCCGT
	GlicE^23       CTGTTTCATCCATGTCATCTACTTGATCTTTGGGATTTCCCAAGATGTTTTTGGGGTTRTTATTTGACGAGAATCAGTGTYGGGATCAAATTTAGAAAAGGTTTGTTGAAGACCATCCGT
	GlicE^24      CTGTTTCATCCATGTCATCTACTTGATCTTTGGGATTT-CCAAGATGTTTTTGGGGTTATTATTTGACGAGAATCAGTGTTGGGATCAAATTTAGAAAAGGTTTGTTGAAGACCATCCGT
	GlicE^25      CTGTTTCATCYATGTCATCTACTTGATCTTTGGGATTTCCCAAGATGTTTTTGGGGTTATTATTTGACGAGAATCAGTGTTGGGATCAAATTTAGAAAAGGTTTGTTGAAGACCATCCGT
	GmorB^27    CTGTTTCATCCATGTCATCTACTTGATCTTTGGGATTTCCCAAGATGTTTTTGGGGTTATTATTTGACGAGAATCAGTGTTGGGATCAAATTTAGAAAAGGTTTGTTGAAGACCATCCGT
	GpasB^28    CTGTTTCATCCATGTCATCTACTTGATCTTTGGGATTTCCCAAGATGTTTTTGGGGTTATTATTTGACGAGAATCAGTGTTGGGATCAAATTTAGAAAAGGTTTGTTGAAGACYATCCGT
	GpasB^29    CTGTTTCATCCATGTCATCYACTTGATCTTTGGGATTTCCCAAGATGTTTTTGGGGTTATTATTTGACGAGAATCAGTGTTGGGATCAAATTTAGAAAAGGTTTGTTGAAGACCATCCGT


19 120
	GecuC^1     TGCTCGTTTAGGTTGAAAAGTTTCCGCGTCCTCGTTCGGAAGGAAAAGTTCATTAGTTTCGAGGTGTTGCTTTTGATGTCGAAGAGCTGAACGAAGGATCTTTGTCACTGTACCATAAAA
	GecuP^4     TGCTCGTTTAGGTTGAAAAGTTTCCGCGTCCTCGTTCGGAAGGAAAAGTTCATTAGTTTCGAGGTGTTGCTTTTGATGTCGAAGAGCTGAACGAAGGATCTTTGWCACTGTACCATAAAA
	GecuE^8      TGCTCGTTTAGGTTGAAAAGTTTCCGCGTCCTCGTTCGGAAGGAAAAGTTCATTAGTTTCGAGGTGTTGCTTTTGATGTCGAAGAGCTGAACGAAGGATCTTTGTCACTGTACCATAAAA
	GecuE^9       TGCTCGTTTAGGTTGAAAAGTTTCCGCGTCCTCGTTCGGAAGGRAAAGTTCATTAGTTTCGAGGTGTTGCTTTTGATGTCGAAGAGCTGAACGAAGGATCTTTGACACTGTACCATAAAA
	GecuE^10       TSCTCGTTTAGGTTGAAAAGTTTCCGCGTCCTCGTTCGGAAGGAAAAGTTCATTAGTTTCGAGGTGTTGCTTTTGATGTCGAAGAGCTGAACGAAGGATCTTTGTCACTGTACCATAAAA
	GecuE^11      TGCTCGTTTAGGTTGAAAAGTTTCCGCGTCCTCGTTCGGAAGGAAAAGTTCATTAGTTTCGAGGTGTTGCTTTTGATGTCGAAGAGCTGAACGAAGGATCTTTGTCAGTGTACCATAAAA
	GecuE^12      TGCTCGTTTAGGTTGAAAAGTTTCCGCGTCCTCGTTCGGAAGGAAAAGTTCATTAGTTTCGAGGTGTTGCTTTTGATGTCGAAGAGCTGAACGAAGGATCTTTGTCACTGTACCATAAAA
	GlicC^15     TGCTCGTTTAGGTTGAAAAGTTTCCGCGTCCTCGTTCGGAAGGAAAAGTTCATTAGTTTCGAGGTGTTGCTTTTGATGTCGAAGAGCTGAAYGAAGGATCTTTGWMACTGTACCATAAAA
	GlicP^17      TGCTCGTTTAGGTTGAAAAGTTTCCGCGTCCTCGTTCGGAAGGAAAAGTTCATTAGTTTCGAGGNGTTGCTTTTGATGTCGAAGAGCTGAACGAAGGATCTTTGTCACTGTACNATAAAA
	GlicE^20      TGCTCGTTTAGGTTGAAAAGTTTCCGCGTCCTCGTTCGGAAGGAAAAGTTCATTAGWTTCGAGGTGTTGCTTTTGATGTCGAAGAGCTGAACGAAGGATCTTTGTCACTGTACCATAAAA
	GlicE^21      TGCTCGTTTAGGTTGAAAAGTTTCCGCGTCCTCGTTCGGAAGGAAAAGTTCATTAGTTTCGAGGTGTTGCTTTTGATGTCGAAGAGCTGAACRAAGGATCTTTGTYACTGTACCATAAAA
	GlicE^22      TGCTCGTTTAGGTTGAAAAGTTTCCGCGTCCTCGTTCGGAAGGAAAAGTTCATTAGTTTCGAGGTGTTGCTTTTGATGTCGAAGAGCTGAACGAAGGATCTTTGTCACTGTACCATAAAA
	GlicE^23       TGCTCGTTTAGGTTGAAAAGTTTCCGCGTCCTCGTTCGGAAGGAAAAGTTCATTAGTTTCGAGGTGTTGCTTTTGATGTCGAAGAGCTGAACGAAGGATCTTTGTCACTGTACCATAAAA
	GlicE^24       TGCTCGTTTAGGTTGAAAAGTTTCCGCGTCCTCGTTCGGAAGGAAAAGTTCATTAGTTTCGAGGTGTTGCTTTTGATGTCGAAGAGCTGAACAAAGGATCTTTGTTACTGTACCATAAAA
	GlicE^25      TGCTCGTTTAGGTTGAAAAGTTTCCGCGTCCTCGTTCGGAAGGAAAAGTTCATTAGTTTCGAGGTGTTGCTTTTGATGTCGAAGAGCTGAACGAAGGATCTTTGTCACTGTACCATAAAA
	GlicE^26      TGCTCGTTTAGGTTGAAAAGTTTCCGCGTCCTCGTTCGGAAGGAAAAGTTCATTAGTTTCGAGGTGTTGCTTTTGATGTCGAAGAGCTGAACGAAGGATCTTTGTCACTGTACCATAAAA
	GmorB^27    TGCTCGTTTAGGTTGAAAAGTTTCCGCGTCCTCGTTCGGAAGGAAAAGTTCATTAGTTTCGAGGTGTTGCTTTTGATGTCGAAGAGCTGAACGAAGGATCTTTGTCACTGTACCATAAAA
	GpasB^28    TGCTCGTTTAGGTTGAAAAGTTTCCGCGTCCTCGTTCGGAAGGAAAAGTTCATTAGTTTCGAGGTGTTGCTTTTGATGTCGAAGAGCTGAACGAAGGATCTTTGWCACTGTACCATAAAA
	GpasB^29    TGCTCGTTTAGGTTGAAAAGTTTCCGCGTCCTCGTTCGGAAGGAAAAGTTCATTAGTTTCGAGGTGTTGCTTTTGATGTCGAAGAGCTGAACGAAGGATCTTTGACACTGTACCATAAAA


16 120
	GecuC^1     AGCACCTGTAGCGAATTTACAAATGGGAGTTCCCACTTTCTGCAAAGCTTTTCCTTGGCATTTCGTGATAGATCNGCGCCTAGAACTCGTACAATTAGGCTCCGGCTTTATGCGGGTGTT
	GecuP^4     AGCACCTGTAGCGAATTTACAAATGGGAGTTCCCACTTTCTGCAAAGCTTTTCCTTGGCATTTCGTGATAGATCGGCGCCTAGAACTCGTACAATTAGGCTCCGGCTTTATGCGGGTGTT
	GecuE^8      AGCACCTGTAGCGAATTTACAAATGGGAGTTCCCACTTTCTGCAAAGCTTTTCCTTGGCATTTCGTGATAGATCGGCGCCTAGAACTCGTACAATTAGGCTCCGGCTTTATGCGGGTGTT
	GecuE^9       AGCACCTGTAGCGAATTTACAAATGGGAGTTCCCACTTTCTGCAAAGCTTTTCCTTGGCATTTCGTGATAGATCGGCGCCTAGAACTCGTACAATTAGGCTCCGGCTTTATGCGGGTGTT
	GecuE^10       AGCACCTGTAGCGAATTTACAAATGGGAGTTCCCACTTTCTGCAAAGCTTTTCCTTGGCATTTCGTGATAGATCGGCGCCTAGAACTCGTACAATTAGGCTCCGGCTTTATGCGGGTGTT
	GecuE^11      AGCACCTGTAGCGAATTTACAAATGGGAGTTCCCACTTTCTGCAAAGCTTTTCCTTGGCATTTCGTGATAGATCGGCGCCTAGAACTCGTACAATTAGGCTCCGGCTTTATGCGGGTATT
	GlicC^15     AGCACCTGTAGCGAATTTACAAATGGGAGTTCCCACTTTCTGCAAAGCTTTTCCTTGGCATTTCGTGATAGATCGGCGCCTAGAACTCGTACAATTAGGCTCCGGCTTTATGCGGGTATT
	GlicP^17      AGCACCTGTAGCGAATTTACAAATGGGAGTTCCCACTTTCTGCAAAGCTTTTCCTTGGCATTTCGTGATAGATCGGCGCCTAGAACTCGTACAATTAGGCTCCGGCTTTATGCGGGTRTT
	GlicE^20      AGCACCTGTAGCGAATTTACAAATGGGAGTTCCCACTTTCTGCAAAGCTTTTCCTTGGCATTTCGTGATAGATCGGCGCCTAGAACTCGTACAATTAGGCTCYGGCTTTATGCGGGTGTT
	GlicE^21      AGCACCTGTAGCGAATTTACAAATGGGAGTTCCCACTTTCTGCAAAGCTTTTCCTTGGCATTTCGTGATAGATCGGCGCCTAGAACTCGTACAATTAGGCTCCGGCTTTATGCGGGTGTT
	GlicE^22      AGCACCTGTAGCGAATTTACAAATGGGAGTTCCCACTTTCTGCAAAGCTTTTCCTTGGCATTTCGTGATAGATCGGCGCCTAGAACTCGTACAATTAGGCTCYGGCTTTATGCGGGTGTT
	GlicE^23       AGCACCTGTAGCGAATTTACAAATGGGAGTTCCCACTTTCTGCAAAGCTTTTCCTTGGCATTTCGTGATAGATCGGCGCCTAGAACTCGTACAATTAGGCTCCGGCTTTATGCGGGTGTT
	GlicE^24       AGCACCTGTAGCGAATTTACAAATGGGAGTTCCCACTTTCTGCAAAGCTTTTCCTTGGCATTTCGTGATAGATCGGCGCCTAGAACTCGTACAATTAGGCTCCGGCTTTATGCGGGTRTT
	GlicE^25      AGCACCTGTAGCGAATTTACAAATGGGAGTTCCCACTTTCTGCAAAGCTTTTCCTTGGCATTTCGTGATAGATCGGCGCCTAGAACTCGTACAATTAGGCTCCGGCTTTATGCGGGTRTT
	GmorB^27    AGCACCTGTAGCGAATTTACAAATGGGAGTTCCCACTTTCTGCAAAGCTTTTCCTTGGCAYTTCGTGATAGATCGGCGCCTAGAACTCGTACAATTAGGCTCCGGCTTTATGCGGGTRTT
	GpasB^28    AGCACCTGTAGCGAATTTACAAATGGGAGTTCCCACTTTCTGCAAAGCTTTTCCTTGGCATTTCGTGATAGATCGGCGCCTAGAACTCGTACAATTAGGCTCCGGCTTTATGCGGGTATT


20 120
	GecuC^1     AATAGCT-GGGAAAAATGCGCCGACGGATTGGTCATGCGATATTCACGAAACGGCAATTTCGGGGGAAAAGATAGCTTCTTGCTACTAGCGCCGATATACGAGAAACGATGGGCTAAGGC
	GecuP^4     AATAGCTCGGGAAAAATGCGCCGACGGATTGGTCATGCGATATTCACGAAACGGCAATTTCGGGGGAAAAGATAGCTTCTTGCTACTAGCGCCGATATACGAGAAACGATGGGCTAAGGC
	GecuP^5      AATAGCTYGGGAAAAATGCGCCGACGGATTGGTCATGCGATATTCACGAAACGGCAATTTCGGGGGAAAAGATAGCTTCTTGCTACTAGCGCCGATATACGAGAAACGATGGGCTAAGGC
	GecuE^8      AATAGCTTGGGAAAAATGCGCCGACGGATTGGTCATGCGATATTCACGAAACGGCAATTTCGGGGGAAAAGATAGCTTCTTGCTACTAGCGCCGATATACGAGAAACGATGGGCTAAGGC
	GecuE^9       AATAGCTCGGGAAAAATGCGCCGACGGATTGGTCATGCGATATTCACGAAACGGCAATTTCGGGGGAAAAGATAGCTTCTTGCTACTAGCGCCGATATACGAGAAACGATGGGCTAAGNM
	GecuE^10       AATAGCTCGGGAAAAATGCGCCGACGGATTGGTCATGCGATATTCACGAAACGGCAATTTCGGGGGAAAAGATAGCTTCTTGCTACTAGCGCCGATATACGAGAAACGATGGGCTAAGGC
	GecuE^11       AATAGCTCGGGAAAAATGCGCCGACGGATTGGTCATGCGATATTCACGAAACGGCAATTTCGGGGGAAAAGATAGCTTCTTGCTACTAGCGCCGATATACGAGAAACGATGGGCTAAGGM
	GecuE^12      AATAGCTYGGGAAAAATGCGCCGACGGATTGGTCATGCGATATTCACGAAACGGCAATTTCGGGGGAAAAGATAGCTTCTTGCTACTAGCGCCGATATACGAGAAACGATGGGCTAAGGC
	GlicC^15     AATAGCTTGGGAAAAATGCGCCGACGGATTGGTCATGCGATATTCACGAAACGGCAATTTCGGGGGAAAAGATAGCTTCTTGCTACTAGCGCCGATATACGAGAAACGATGGGCTAAGGC
	GlicP^17      AATAGCTTGGGAAAAATGCGCCGACGGATTGGTCATGCGATATTCACGAAACGGCAATTTCGGGGGAAAAGATAGCTTCTTGCTACTAGCGCCGATATACGAGAAACGATGGGCTAAGGC
	GlicE^20      AATAGCTTGGGAAAAATGCGCCGACGGATTGGTCATGCGATATTCACGAAACGGCAATTTCGGGGGAAAAGATAGCTTCTTGCTACTAGCGCCGATATACGAGAAACGATGGGCTAAGGC
	GlicE^21      AATAGCTCGGGAANAATGCGCCGACGGATTGGTCATGCGATATTCACGAAACGGCAATTTCGGGGGAAAAGATAGCTTCTTGCTACTAGCGCCGATATACGAGAAACGATGGGCTAAGGC
	GlicE^22      AATAGCTYGGGAAAAATGCGCCGACGGATTGGTCATGCGATATTCACGAAACGGCAATTTCGGGGGAAAAGATAGCTTCTTGCTACTAGCGCCGATATACGAGAAACGATGGGCTAAGGC
	GlicE^23       AATAGCTCGGGAAAAATGCGCCGACGGATTGGTCATGCGATATTCACGAAACGGCAATTTCGGGGGAAAAGATAGCTTCTTGCTACTAGCGCCGATATACGAGAAACGATGGGCTAAGGC
	GlicE^24       AATAGCTYGGGAAAAATGCGCCGACGGATTGGTCATGCGATATTCACGAAACGGCAATTTCGGGGGAAAAGATAGCTTCTTGCTACTAGCGCCGATATACGAGAAACGATGGGCTAAGGC
	GlicE^25      AATAGCTTGGGAAAAATGCGCCGACGGATTGGTCATGCGATATTCACGAAACGGCAATTTCGGGGGAAAAGATAGCTTCTTGCTACTAGCGCCGATATACGAGAAACGATGGGCTAAGGC
	GlicE^26      AATAGCTCGGGAAAAATGCGCCGACGGATTGGTCATGCGATATTCACGAAACGGCAATTTCGGGGGAAAAGATAGCTTCTTGCTACTAGCGCCGATATWCGAGAAACGATGGGCTAAGGC
	GmorB^27    AATAGCTTGGGAAAAATGCGCCGACGGATTGGTCATGCGATATTCACGAAACGGCAATTTCGGGGGAAAAGATAGCTTCTTGCTACTAGCGCCGATATACGAGAAACGATGGGCTAAGGC
	GpasB^28    AATAGCTCGGGAAAAATGCGCCGACGGATTGGTCATGCGATATTCACGAAACGGCAATTTCGGGGGAAAAGATAGCTTCTTGCTACTAGCGCCGATATACGAGAAACGATGGGCTAAGGC
	GpasB^29    AATAGCTYGGGAAAAATGCGCCGACGGATTGGTCATGCGATATTCACGAAACGGCAATTTCGGGGGAAAAGATAGCTTCTTGCTACTAGCGCCGATATACGAGAAACGATGGGCTAAGGC


18 120
	GecuC^1     TAAACTTGACCTACTTGAGAAGAACATGTGGGATATTGTGGTAAACAAAAAAATTTTCTTTTCCGCTCCCCAAGATATTCGCCATTCGCCAAATAATACTGTGTCTATAATTTTTGTACA
	GecuP^4     TAAACTTGACCTACTTGAGAAGAACATGTGGGATATTRTGGTAAACAAAAAAATTTTCTTTTCCGCTCCYCAAGATATTCGCCATTCGCCAAATAATACTGYGTCTATAATTTTTGTACA
	GecuP^5      TAAACTTGACCTACTTGAGAAGAACATGTGGGATATTGTGGTAAACAAAAAAATTTTCTTTTCCGCTCCYCAAGATATTCGCCATTCGCCAAATAATACTGTGTCTATAATTTTTGTACA
	GecuE^8      TAAACTTGACCTACTTGAGAAGAACATGTGGGATATTGTGGTAAACAAAAAAATTTTCTTTTCCGCTCCCCAAGATATTCGCCATTCGCCAAATAATACTGTGTCTATAATTTTTGTACA
	GecuE^9       TAAACTTGACCTACTTGAGAAGAACATGTGGGATATTGTGGTAAACAAAAAAATTTTCTTTTCCGCTCCTCAAGATATTCGCCATTCGCCAAATAATACTGTGTCTATAATTTTTGTACA
	GecuE^10       TAAACTTGACCTACTTGAGAAGAACATGTGGGATATTGTGGTAAACAAAAAAATTTTCTTTTCCGCTCCYCAAGATATTCGCCATTCGCCAAATAATACTGTGTCTATAATTTTTGTACA
	GecuE^11      TAAACTTGACCTACTTGAGAAGAACATGTGGGATATTGTGGTAAACAAAAAAATTTTCTTTTCCGCTCCNCAAGATATTCGCCATTCGCCAAATAATACTGTGTCTATAATTTTTGTACA
	GlicC^15     TAAACTTGACCTACTTGAGAAGAACATGTGGGATATTGTGGTAAACAAAAAAATTTTCTTTTCCGCTCCCCAAGATATTCGCCATTCGCCAAATAATACTGTGTCTATAATTTTTGTACA
	GlicP^17      TAAACTTGACCTACTTGAGAAGAACATGTGGGATATTGTGGTAAACAAAAAAATTTTCTTTTCCGCTCCCCAAGATATTCGCCATTCGCCAAATAATACTGTGTCTATAATTTTTGTACA
	GlicE^20      TAAACTTGACCTACTTGAGAAGAACATGTGGGATATTGTGGTAAACAAAAAAATTTTCTTTTCCGCTCCCCAAGATATTCGCCATTCGCCAAATAATACTGTGTCTATAATTTTTGTACA
	GlicE^21      TAAACTTGACCTACTTGARAAGAACATGTGGGATATTGTGGTAAACAAAAAAATTTTCTTTTCCGCTCCCCAAGATATTCGCCATTCGCCAAATAATACTGTGTCTATAATTTTTGTACA
	GlicE^22       TAAACTTGACCTACTTGAGAAGAACATGTGGGATATTGTGGTAAACAAAAAAATTTTCTTTTCCGCTCCCCAAGATATTCGCCATTCGCCAAATAATACTGTGTCTATAATTTTTGTACA
	GlicE^23       TAAACTTGACCTACTTGAGAAGAACATGTGGGATATTGTGGTAAACAAAAAAATTTTCTTTTCCGCTCCCCAAGATATTCGCCATTCGCCAAATAATACTGTGTCTATAATTTTTGTACA
	GlicE^24      TAAACTTGACCTACTTGARAAGAACATGTGGGATATTGTGGTAAACAAAAAAATTTTCTTTTCCGCTCCCCAAGATATTCGCCATTCGCCAAATAATACTGTGTCTATAATTTTTGTACA
	GlicE^25      TAAACTTGACCTACTTGAGAAGAACATGTGGGATATTGTGGTAAACAAAAAAATTTTCTTTTCCGCTCCCCAAGATATTCGCCATTCGCCAAATAATACTGTGTCTATAATTTTTGTACA
	GmorB^27    TAAACTTGACCTACTTGAGAAGAACATGTGGGATATTGTGGTAAACAAAAAAATTTTCTTTTCCGCTCCCCAAGATATTCGCCATTCGCCAAATAATACTGTGTCTATAATTTTTGTACA
	GpasB^28    TAAACTTGACCTACTTGAGAAGAACATGTGGGATATTRTGGTAAACAAAAAAATTTTCTTTTCCGCTCCCCAAGATATTCGCCATTCGCCAAATAATACTGTGTCTATAATTTTTGTACA
	GpasB^29    TAAACTTGACCTACTTGAGAAGAACATGTGGGATATTRTGGTAAACAAAAAAATTTTCTTTTCCGCTCCCCAAGATATTCGCCATTCGCCAAATAATACTGTGTCTATAATTTTTGTACA


17 120
	GecuC^1     CCATCGTTTGGAAGTCGTAGCCATGACGAACCGCAGGTACCCCCGATGGCGAGCGCGTGGGGCCCAAGGCGCTAATCCGCGAATCATCTAAAAGAAAGACAAATTTGCTCAGTCCTCAAT
	GecuP^4     CCATCGTTTGGAAGTCGTAGCCATGACGAACCGCAGGTACCCCCGATGGCGAGCGCGTGGGGCCCAAGGCGCTAATCCGCGAATCATCTAAAAGAAAGACAAATTTGCTCAGTCCTCAAT
	GecuP^5      CCATCGTTTGGAAGTCGTAGCCATGACGAACCGCAGGTACCCCCGATGGCGAGCGCGTGGGGCCCAAGGCGCTAATCCGCGAATCATCTAAAAGAAAGACAAATTTGCTCAGTCCTCAAT
	GecuP^6      CCATCGTTTGGAAGTCGTAGCCATGACGAACCGCAGGTACCCCCGATGGCGAGCGCGTGGGGCCCAAGGCGCTAATCCGCGAATCATCTAAAAGAAAGACAAATTTGCTCAGTCCTCAAT
	GecuE^8      CCATCGTTTGGAAGTCGTAGCCATGACGAACCGCAGGTACCCCCGATGGCGAGCGCGTGGGGCCCAAGGCGCTAATCCACGAATCATCTAAAAGAAAGACAAATTTGCTCAGTCCTCAAT
	GecuE^9       CCATCGTTTGGAAGTCGTAGCCATGACGAACCGCAGGTACCCCCGATGGCGAGCGCGTGGGGCCCAAGGCGCTAATCCGCGAATCATCTAAAAGAAAGACAAATTTGCTCAGTCCTCAAT
	GecuE^10       CCATCGTTTGGAAGTCGTAGCCATGACGAACCGCAGGTACCCCCGATGGCGAGCGCGTGGGGCCCAAGGCGCTAATCCGCGAATCATCTAAAAGAAAGACAAATTTGCTCAGTCCTCAAT
	GlicC^15     CCATCGTTTGGAAGTCGTAGCCATGACGAACCGCAGGTACCCCCGATGGCGAGCGCGTGGGGCCCAAGGCGCTAATCCGCGAATCATCTAAAAGAAAGACAAATTTGCTCAGTCCTCAAT
	GlicP^17      CCATCGTTTGGAAGTCGTAGCCATGACGAACCGCAGGTACCCCCGATGGCGAGCGCGTGGGGCCCAAGGCGCTAATCCGCGAATCATCTAAAAGAAAGACAAATTTGCTCAGTCCTCAAT
	GlicE^20      CCATCGTTTGGAAGTCGTAGCCATGACGAACCGCAGGTACCCCCGATGGCGAGCGCGTGGGGCCCAAGGCGCTAATCCGCGAATCATCTAAAAGAAAGACAAATTTGCTCAGTCCTCAAT
	GlicE^21       CCATCGTTTGGAAGTCGTAGCCATGACGAACCGCAGGTACCCCCGATGGCGAGCGCGTGGGGCCCAAGGCGCTAATCCGCGAATCATCTAAAAGAAAGACAAATTTGCTCAGTCCTCAAT
	GlicE^22       CCATCGTTTGGAAGTCGTAGCCATGACGAACCGCAGGTACCCCCGATGGCGAGCGCGTGGGGCCCAAGGCGCTAATCCGCGAATCATCTAAAAGAAAGACAAATTTGCTCAGTCCTCAAT
	GlicE^23      CCATCGTTTGGAAGTCGTAGCCATGACGAACCGCAGGTACCCCCGATGGCGAGCGCGTGGGGCCCAAGGCGCTAATCCGCGAATCATCTAAAAGAAAGACAAATTTGCTCAGTCCTCAAT
	GlicE^24      CCATCGTTTGGAAGTCGTAGCCATGACGAACCGCAGGTACCCCCGATGGCGAGCGCGTGGGGCCCAAGGCGCTAATCCGCGAATCATCTAAAAGAAAGACAAATTTGCTCAGTCCTCAAT
	GmorB^27    CCATCGTTTGGAAGTCGTAGCCATGACGAACCGCAGGTACCCCCGATGGCGAGCGCGTGGGGCCCAAGGCGCTAATCCGCGAATCATCTAAAAGAAAGACAAATTTGCTCAGTCCTCAAT
	GpasB^28    CCATCGTTTGGAAGTCGTAGCCATGACGAACCGCAGGTACCCCCGATGGCGAGCGCGTGGGGCCCAAGGCGCTAATCCGCGAATCATCTAAAAGAAAGACAAATTTGCTCAGTCCTCAAT
	GpasB^29    CCATCGTTTGGAAGTCGTAGCCATGACGAACCGCAGGTACCCCCGATGGCGAGCGCGTGGGGCCCAAGGCGCTAATCCGCGAATCATCTAAAAGAAAGACAAATTTGCTCAGTCCTCAAT


19 120
	GecuC^1     GACGTCTTTCTCAGTTATCTTCATCTTTTTCTGGCGCTAAAATGAAAGATACGGGTTCTATGTTTGTATCCTGCGGCACTCCCGAAATCGACGATTTTACGCTACGATGGTATGCAAATC
	GecuP^4     GACGTCTTTCTCAGTTATCTTCATCTTTTTCTGGCGCTAAAATGAAAGATACGGGTTCTATGTTTGTATCCTGCGGCACTCCCGAAATCGACGATTTTACGCTACGATGGTATGCAAATC
	GecuP^5     GACGTCTTTCTCAGTTATCTTCATCTTTTTCKGGCGCTAAAATGAAAGATACGRGTTCTATGTTTGTATCCTGCGGCACTCCCGAAATCGACGATTTTACGCTACGATGGTATGCAAATC
	GecuP^6      GACGTCTTTCTCAGTTATCTTCATCTTTTTCTGGCGCTAAAATGAAAGATACGGGTTNTATGTTTGTATCCTGCGGCACTCCCGAAATCGACGATTTTACGCTACGATGGTATGCAAATC
	GecuE^8      GACGTCTTTCTCAGTTATCTTCATCTTTTTCTGGCGCTAAAATGAAAGATACGGGTTCTATGTTTGTATCCYGCGGCACTCCCGAAATCGACGATTTTACGCTACGATGGTATGCAAATC
	GecuE^9       GACGTCTTTCTCAGTTATCTTCATCTTTTTCTGGCGCTAAAATGAAAGATACGGGTTCTATGTTTGTATCCTGCGGCACTCCCGAAATCGACGATTTTACGCTACGATGGTATGCAAATC
	GecuE^10       GACGTCTTTCTCAGTTATCTTCATCTTTTTCTGGCGCTAAAATGAAAGATACGGGTTCTATGTTTGTATCCTGCGGCACTCCCGAAATCGACGATTTTACKCTACGATGGTATGCAAATC
	GecuE^11       GACGTCTTTCTCAGTTATCTTCATCTTTTTCTGGCGCTAAAATGAAAGATACGRGTTCTATGTTTGTATCCTGCGGCACTCCCRAAATCGACGATTTTACGCTACGATGGTATGCAAATC
	GecuE^12      GACGTCTTTCTCAGTTATCTTCATCTTTTTCTGGCGCTAAAATGAAAGATACGGGTTCTATGTTTGTATCCTGCGGCACTCCCGAAATCGACGATTTTACGCTACGATGGTATGCAAATC
	GlicC^15     GACGTCTTTCTCAGTTATCTTCATCTTTTTCTGGCGCTAAAATGAAAGATACGGGTTCTATGTTTGTATCCTGCGGCACTCCCGAAATCGACGATTTTACGCTACGNTGGTATGCAAATC
	GlicP^17      GACGTCTTTCTCAGTTATCTTCATCTTTTTCTGGCGCTAAAATGAAAGATACGGGTTCTATGTTTGTATCCTGCGGCACTCCCGAAATCGACGATTTTACGCTACGATGGTATGCAAATC
	GlicE^20      GACGTCTTTCTCAGTTATCTTCATCTTTTTCTGGCGCTAAAATGAAAGATACGGGTTCTATGTTTGTATCCTGCGGCACTCCCGAAATCGACGATTTTACGCTACGATGGTATGCAAATC
	GlicE^21      GACGTCTTTCTCAGTTATCTTCATCTTTTTCTGGCGCTAAAATGAAAGATACGGGTTCTATGTTTGTATCCTGCGGCACTCCCGAAATCGACGATTTTACGCTACGATGGTATGCAAATC
	GlicE^22       GACGTCTTTCTCAGTTATCTTCATCTTTTTCTGGCGCTAAAATGAAAGATACGGGTTCTATGTTTGTATCCTGCGGCACTCCCGAAATCGACGATTTTACGCTACGATGGTATGCAAATC
	GlicE^23       GACGTCTTTCTCAGTTATCTTCATCTTTTTCTGGCGCTAAAATGAAAGATACGGGTTCTATGTTTGTATCCTGCGGCACTCCCGAAATCGACGATTTTACGCTACGATGGTATGCAAATC
	GlicE^24      GACGTCTTTCTCAGTTATCTTCATCTTTTTCTGGCGCTAAAATGAAAGATACGGGTTCTATGTTTGTATCCTGCGGCACTCCCGAAATCGACGATTTTACGCTACGATGGTATGCAAATC
	GlicE^25      GACGTCTTTCTCAGTTATCTTCATCTTTTTCTGGCGCTAAAATGAAAGATACGGGTTCTATGTTTGTATCCTGCGGCACTCCCGAAATCGACGATTTTACGCTACGATGGTATGCAAATC
	GmorB^27    GACGTCTTTCTCAGTTATCTTCATCTTTTTCTGGCGCTAAAATGAAAGATACGGGTTCTATGTTTGTATCCTGCGGCACTCCCGAAATCGACGATTTTACGCTACGATGGTATGCAAATC
	GpasB^28    GACGTCTTTCTCAGTTATCTTCATCTTTTTCTGGCGCTAAAATGAAAGATACGGGTTCTATGTTTGTATCCTGCGGCACTCCCGAAATCGACGATTTTACGCTACGATGGTATGCAAATC


18 120
	GecuC^1     CATTTGCTGAATAGAATATTTTCTGTGTGTGTGAATTTTCCGCGTCTATTAGCAAATCACAAGCCAGGAATTTCTCGCCTATCTATTCTGTTGNTGCAATCTTACAATGAATGAAGTATA
	GecuC^2     CATTTGCTGAATAGAATATTTTCTGTGTGTGTGAATTTGCCGCGTCTATTAGCAAATCACAAGCCAGGAATTTCTCGCTTATCTATTCTGTTGCTGCAATCTTACAATGAATGAAGTATA
	GecuP^4     CATTTGCTGAATAGAATATTTTCTGTGTGTGTGAATTTGCCGCGTCTATTAGCAAATCACAAGCCAGGAATTTCTCGCCTATCTATTCTGTTGCTGCAATCTTACATTGGATGAAGTATA
	GecuP^5      CATTTGCTGAATAGAATATTTTCTGTGTGTGTGAATTTGCCGCGTCTATTAGCAAATCACAAGCCAGGAATTTCTCGCCTATCTATTCTGTTGCTGCAATCTTACAATGAATGAAGTATA
	GecuE^8       CATTTGCTGAATAGAATATTTTCTGTGTGTGTGAATTTKCCGCGTCTATTAGCAAATCACAAGCCAGGAATTTCTCGCYTATCTATTCTGTTGCTGCAATCTTACAATGAATGAAGTATA
	GecuE^9       CATTTGCTGAATAGAATATTTTCTGTGTGTGTGAATTTKCCGCGTCTATTAGCAAATCACAAGCCAGGAATTTCTCGCCTATCTATTCTGTTGCTGCAATCTTACAATGAATGAAGTATA
	GecuE^10      CATTTGCTGAATAGAATATTTTCTGTGTGTGTGAATTTGCCGCGTCTATTAGCAAATCACAAGCCAGGAATTTCTCGCCTATCTATTCTGTTGCTGCAATCTTACAATGAATGAAGTATA
	GlicC^15     CATTTGCTGAATAGAATATTTTCTGTGTGTGTGAATTTGCCGCGTCTATTAGCAAATCACAAGCCAGGAATTTCTCGCCTATCTATTCTGTTGNTGCAATCTTACAATGAATGAAGTATA
	GlicC^16     CATTTGCTGAATAGAATATTTTCTGTGTGTGTGAATTTGCCGCGTCTATTAGCAAATCACAAGCCAGGAATTTCTCGCCTATCTATTCTGTTGCTGCAATCTTACAATGAATGAAGTATA
	GlicP^17      CATTTGCTGAATAGAATATTTTCTGTGTGTGTGAATTTGCCGCGTCTATTAGCAAATCACAAGCCAGGAATTTCTCGCCTATCTATTCTGTTGCTGCAATCTTACAATGAATGAAGTATA
	GlicE^20      CATTTGCTGAATAGAATATTTTCTGTGTGTGTGAATTTGCCGCGTCTATTAGCAAATCACAAGCCAGGAATTTCTCGCCTATCTATTCTGTTGCTGCAATCTTACAATGAATGAAGTATA
	GlicE^21      CATTTGCTGAATAGAATATTTTCTGTGTGTGTGAATTTGCCGCGTCTATTAGCAAATCACAAGCCAGGAATTTYTCGCCTATCTATTCYGTTGCTGCAATCTTACAATGAATGAAGTATA
	GlicE^22       CATTTGCTGAATAGAATATTTTCTGTGTGTGTGAATTTGCCGCGTCTATTAGN----CACAAGCCAGGAATTTCTCGCCTATCTATTCTGTTGTTGCAATCTTACAATGAATGAAGTATA
	GlicE^23      CATTTGCTGAATAGAATATTTTCTGTGTGTGTGAATTTGCCGCGTCTATTAGCAAATCACAAGCCAGGAATTTCTCGCCTATCTATTCTGTTGYTGCAATCTTACAATGAATGAAGTATA
	GlicE^24      CATTTGCTGAATAGAATATTTTCTGTGTGTGTGAATTTGCCGCGTCTATTAGCAAATCACAAGCCAGGAATTTCTCGCCTATCTATTCTGTTGCTGCAATCTTACAATGAATGAAGTATA
	GmorB^27    CATTTGCTGAATAGAATATTTTCTGTGTGTGTGAATTTGCCGCGTCTATTAGCAAATCACAAGCCAGGAATTTCTCGCCTATCTATTCTGTTGCTGCAATCTTACAATGAATGAAGTATA
	GpasB^28    CATTTGCTGAATAGAATATTTTCTGTGTGTGTGAATTTTCCGCGTCTATTAGCAAATCACAAGCCAGSAATTTCTCGCCTATCTATTCTGTTGCTGCAATCTTACAATGAATGAAGTATA
	GpasB^29    CATTTGCTGAATAGAATATTTTCTGTGTGTGTGAATTTTCCGCGTCTATTAGCAAATCACAAGCCAGGAATTTCTCGCCTATCTATTCTGTTGCTGCAATCTTACAATGAATGAAGTATA


22 120
	GecuC^1     GTAAACGCGGTTTCATGTCCAAGAAATCCATTTGCAATAAACATCGTAGGTAGTGGAATTACAAAGCTTTGTCCTTTGACTTATGAATTATCAACTACAGTGTTTATGTTATGTAGAGCT
	GecuP^4     GTAAACGCGGTTTCATGTCCAAGAAATCCATTTGCAATAAACATCGTAGGTAGTGGAATTACAAAGCTTTGTCCTTTGACTTATGAATTATCAACTACAGTGTTTATGTTATGTAGAGCT
	GecuP^5      GTAAACGCGGTTTCATGTCCAAGAAATCCATTTGCAATAAACATCGTAGGTAGTGGAATTACAAAGCTTTGTCCTTTGACTTATGAATTATCAACTACAGTGTTTATGTTATGNAGAGCT
	GecuE^8      GTAAACGCGGTTTCATGTCCAAGAAATCCATTTGCAATAAACATCGTAGGTAGTGGAATTACAAAGCTTTGTCCTTTGACTTATGAATTATCAACTACAGTGTTTATGTTATGTAGAGCT
	GecuE^9       GTAAACGCGGTTTCATGTCCAAGAAATCCATTTGCAATAAACATCGTAGGTAGTGGAATTACAAAGCTTTGTCCTTTGACTTATGAATTATCAACTACAGTGTTTATGTTATGTAGAGCT
	GecuE^10       GTAAACGCGGTTTCATGTCCAAGAAATCCATTTGCAATAAACATCGTAGGTAGTGGAATTACAAAGCTTTGTCCTTTGACTTATGAATTATCAACTACAGTGTTTATGTTATGTAGAGCT
	GecuE^11      GTAAACGCGGTTTCATGTCCAAGAAATCCATTTGCAATAAACATCGTAGGTAGTGGAATTACAAAGCTTTGTCCTTTGACTTATGAATTATCAACTACAGTGTTTATGTTATGTAGAGCT
	GlicC^15     GTAAACGCGGTTTCATGTCCAAGAAATCCATTTGCAATAAACATCGTAGGTAGTGGAATTACAAAGCTTTGTCCTTTGACTTATGAATTATCAACTACAGTGTTTATGTTATGTAGAGCT
	GlicC^16     GTAAACGCGGTTTCATGTCCAAGAAATCCATTTGCAATAAACATCGTAGGTAGTGGAATTACAAAGCTTTGTCCTTTGACTTATGAATTATCAACTACAGTGTTTATGTTATGTAGAGCT
	GlicP^17      GTAAACGCGGTTGCATGTCCAAGAAATCCATTTGCAATAAACATCGTAGGTAGTGGAATTACAAAGCTTTGTCCTTTGACTTATGAATTATCAACTACAGTGTTTATGNTATGTAGAGCT
	GlicP^18      GTAAACGCGGTTTCATGTCCAAGAAATCCATTTGCAATAAACATCGTAGGTAGTGGAATTACAAAGCTTTGTCCTTTGACTTATGAATTATCAACTACAGTGTTTATGTTATGTAGAGCT
	GlicP^19      GTAAACGCGGTTTCATGTCCAAGAAATCCATTTGCAATAAACATCGTAGGTAGTGGAATTACAAAGCTTTGTCCTTTGACTTATGAATTATCAACTACAGTGTTTATGTTATGTAGAGCT
	GlicE^20      GTAAACGCGGTTTCATGTCCAAGAAATCCATTTGCAATAAACATCGTAGGTAGTGGAATTACAAAGCTTTGTCCTTTGACTTATGAATTATCAACTACAGTGTTTATGTTATGTAGAGCT
	GlicE^21      GTAAACGCGGTTKCATGTCCAAGAAATCCATTTGCAATAAACATCGTAGGTAGTGGAATTACAAAGCTTTGTCCTTTGACTTATGAATTATCAACTACAGTGTTTATGTTATGTAGAGCT
	GlicE^22      GTAAACGCGGTTTCATGTCCAAGAAATCCATTTGCAATAAACATCGTAGGTAGTGGAATTACAAAGCTTTGTCCTTTGACTTATGAATTATCAACTACAGTGTTTATGTTATGTAGAGCT
	GlicE^23       GTAAACGCGGTTKCATGTCCAAGAAATCCATTTGCAATAAACATCGTAGGTAGTGGAATTACAAAGCTTTGTCCTTTGACTTATGAATTATCAACTACAGTGTTTATGTTATGTAGAGCT
	GlicE^24       GTAAACGCGGTTTCATGTCCAAGAAATCCATTTGCAATAAACATCGTAGGTAGTGGAATTACAAAGCTTTGTCCTTTGACTTATGAATTATCAACTACAGTGTTTATGTTATGTAGAGCT
	GlicE^25      GTAAACGCGGTTTCATGTCCAAGAAATCCATTTGCAATAAACATCGTAGGTAGTGGAATTACAAAGCTTTGTCCTTTGACTTATGAATTATCAACTACAGTGTTTATGTTATGTAGAGCT
	GlicE^26      GTAAACGCGGTTTCATGTCCAAGAAATCCATTTGCAATAAACATCGTAGGTAGTGGAATTACAAAGCTTTGTCCTTTGACTTATGAATTATCAACTACAGTGTTTATGTTATGTAGAGCT
	GmorB^27    GTAAACGCGGTTTCATGTCCAAGAAATCCATTTGCAATAAACATCGTAGGTAGTGGAATTACAAAGCTTTGTCCTTTGACTTATGAATTATCAACTACAGTGTTTATGTTATGTAGAGCT
	GpasB^28    GTAAACGCGGTTTCATGTCCAAGAAATCCATTTGCAATAAACATCGTAGGTAGTGGAATTACAAAGCTTTGTCCTTTGACTTATGAATTATCAACTACAGTGTTTATGTTATGTAGAGST
	GpasB^29    GTAAACGCGGTTTCATGTCCAAGAAATCCATTTGCAATAAACATCGTAGGTAGTGGAATTACAAAGCTTTGTCCTTTGACTTATGAATTATCAACTACAGTGTTTATGTTATGTAGAGST


19 120
	GecuC^1     TTTCAGCGTCAAAGGATCCAATGTTTCAATAAAAGTAAGTTCGGAATGACCGAACGAAAATGGCGTGCCGTAACGCGAAGGTCCAAGATAAATCAGTAAATCCCAAATGACCGCACATCG
	GecuP^4     TTTCAGCGTCAAAGGATCCAATGTTTCAATAAAAGTAAGTTCGGAATGACCGAACGAAAATGGCGTGCCGTAACGCGAAGGTCCAAGATAAATCAGTAAATCCCAAATGACCGCACATCG
	GecuP^5      TTTCAGCGTCAAAGGATCCAATGTTTCAATAAAAGTAAGTTCGGAATGACCGAACGAAAATGGCGTGNCGTAACGCGNAGGTCCAAGATAAATCAGTAAATCCCAAATGACCGCACATCG
	GecuP^6      TTTCAGCGTCAAAGGNTCCAATGTNTCAATAAAAGTAAGTTCGGAATGACCGAACGAAAATGGCGTGCCGTAACGCGAAGGTCCAAGATAAATCAGTAAATCCCAAATGACCGCACATCG
	GecuE^8      TTTCAGCGTCAAAGGATCCAATGTTTCAATAAAAGTAAGTTCGGAATGACCGAACGAAAATGGCGTGCCGTAACGCGAAGGTCCAAGATAAATCAGTAAATCCCAAATGACCGCACATCG
	GecuE^9       TTTCAGCGTCAAAGGATCCAATGTTTCAATAAAAGTAAGTTCGGAATGACCGAACGAAAATGGCGTGCCGTAACGCGAAGGTCCAAGATAAATCAGTAAATCCCAAATGACCGCACATCG
	GecuE^10       TTTCAGCGTCAAAGGATCCAATGTTTCAATAAAAGTAAGTTCGGAATGACCGAACGAAAATGSCGTGCCGTAACGCGAAGGTCCAAGATAAATCAGTAAATCCCAAATGACCGCACATCG
	GecuE^11       TTTCAGCGTCAAAGGATCCAATGTTTCAATAAAAGTAAGTTCGGAATGACCGAACGAAAATGGCGTGCCGTAACGCGAAGGTCCAAGATAAATCAGTAAATCCCAAATGACCGCACATCG
	GlicC^15     TTTCAGCGTCAAAGGATCCAATGTTTCAATAAAAGTAAGTTCGGAATGACCGAACGAAAATGGCGTGCCGTAACGCGAAGGTCCAAGATAAATCAGTAAATCCCAAATGACCGCACATCG
	GlicP^17      TTTCAGCGTCAAAGGATCCAATGTTTCAATAAAAGTAAGTTCGGAATGACCGAACGAAAATGGCGTGCCGTAACGCGAAGGTCCAAGATAAATCAGTAAATCCCAAATGACCGCACATCG
	GlicE^20      TTTCAGCGTCAAAGGATCCAATGTTTCAATAAAAGTAAGTTCGGAATGACCGAACGAAAATGGCGTGCCGTAACGCGAAGGTCCAAGATAAATCAGTAAATCCCAAATGACCGCACATCG
	GlicE^21      TTTCAGCGTCAAAGGATCCAATGTTTCAATAAAAGTAAGTTCGGAATGACCGAACGAAAATGGCGTGCCGTAACGCGAAGGTCCAAGATAAATCAGTAAATCCCAAATGACCGCACATCG
	GlicE^22       TTTCAGCGTCAAAGGATCCAATGTTTCAATAAAAGTAAGTTCGGAATGACCGAACGAAAATGGCGTGCCGTAACGCGAAGGTCCAAGATAAATCAGTAAATCCCAAATGACCGCACATCG
	GlicE^23       TTTCAGCGTCAAAGGATCCAATGTTTCAATAAAAGTAAGTTCGGAATGACCGAACGAAAATGGCGTGCCGTAACGCGAAGGTCCAAGATAAATCAGTAAATCCCAAATGACCGCACATCG
	GlicE^24      TTTCAGCGTCAAAGGATCCAATGTTTCAATAAAAGTAAGTTCGGAATGACCGAACGAAAATGGCGTGCCGTAACGCGAAGGTCCAAGATAAATCAGTAAATCCCAAATGACCGCACATCG
	GlicE^25      TTTCAGCGTCAAAGGATCCAATGTTTCAATAAAAGTAAGTTCGGAATGACCGAACGAAAATGGCGTGCCGTAACGCGAAGGTCCAAGATAAATCAGTAAATCCCAAATGACCGCACATCG
	GmorB^27    TTTCAGCGTCAAAGGATCCAATGTTTCAATAAAAGTAAGTTCGGAATGACCGAACGAAAATGGCGTGCCGTAACGCGAAGGTCCAAGATAAATCAGTAAATCCCAAATGACCGCACATCG
	GpasB^28    TTTCAGCGTCAAAGGATCCAATGTTTCAATAAAAGTAAGTTCGRAATGACCGAACGAAAATGGCGTGCCGTAACGCGAAGGTCCAAGATAAATCAGTAAATCCCAAATGACCGCACATCG
	GpasB^29    TTTCAGCGTCAAAGGATCCAATGTTTCAATAAAAGTAAGTTCGGAATGACCGAACGAAAATGGCGTGCCGTAACGCGAAGGTCCAAGATAAATCAGTAAATCCCAAATGACCGCACATCG


18 120
	GecuC^1     TTTACAGGCTTGAACAAAGATAGAAGCTATTTACGAAATCATCATTCGTAAYATTGAATAATTCATTAGTTCACACGCCATG-AAAAAAGYCCTTTTCGTATTTTGGACGTCCGTTTTCC
	GecuP^4     TTTACAGGCTTGAACAAAGATAGAAGCTATTTACGAAATCATCATTCGTAACATTGAATAATTCATTAGTTCACACGCCATG-AAAAAAGTCCTTTTCRYATTTTGGACGTCCGTTTTCC
	GecuP^5      TTTACAGRCTTGAACAAAGATAGAAGCTATTTACGAAATCATCATTCGTAACATTGAATAATTCATTAGTTCACACGCCATG-AAAAAAGTCCTTTTCRYATTTTGGACGTCCGTTTTCC
	GecuE^8      TTTACAGGCTTGAACAAAGATAGAAGCTATTTACGAAATCATCATTCGTAACATTGAATAATTCATTAGTTCACACGCCATG-AAAAAAGTCCTTTTCGTATTTYGGACGTCCGTTTTCC
	GecuE^9       TTTACAGGCTTGAACAAAGATAGAAGCTATTTACGAAATCATCATTCGTAACATTGAATAATTCATTAGTTCACACGCCATG-AAAAAAGTCCTTTTCGYATTTTGGACGTCCGTTYTCC
	GecuE^10       TTTACAGRCTTGAACAAAGATAGAAGCTATTTACGAAATCATCATTCGTAACATTGAATAATTCATTAGTTCACACGCCATGAAAAAAAGTCCTTTTCGCATTTTGGACGTCCGTTTTCC
	GlicC^15     TTTACAGRCTTGAACAAAGATAGAAGCTATTTACGAMATCATCATTCGTAACATTGAATAATTCATTAGTTCACACGCCATG-AAAAAAGTCCTTTTCGYATTTTGGACGTCCGTTTTCC
	GlicP^17      TTTACAGNCTTGAACAAAGATAGAAGCTATTTACGANATCATCATTCGTAACATTGAATAATTCATTAGTTCACACGCCATG-AAAAAAGTCCTTTTCGNATTTTGGACGTCCGTTTTCC
	GlicE^20      TTTACAGGCTTGAACAAAGATAGAAGCTATTTACGAAATCATCATTCGTAACATTGAATAATTCATTAGTTCACACGCCATGAAAAAAAGTCCTTTTCGCATTTTGGACGTCCGTTTTCC
	GlicE^21      TTTACAGACTTGAACAAAGATAGAAGCTATTTACGAAATCATCATTCGTAACATTGAATAATTCATTAGTTCACACGCCATG-AAAAAAGTCCTTTTCGCATTTTGGACGTCCGTTTTCC
	GlicE^22      TTTACAGRCTTGAACAAAGATAGAAGCTATTTACGAAATCATCATTCGTAACATTGAATAATTCATTAGTTCACACGCCATG-AAAAAAGTCCTTTTCGCATTTTGGACGTCCGTTTTCC
	GlicE^23       TTTACAGGCTTGAACAAAGATAGAAGCTATTTACGAAATCATCATTCGTAACATTGAATAATTCATTAGTTCACACGCCATG-AAAAAGGTCCTTTTCGTATTTTGGACGTCCGTTTTCC
	GlicE^24       TTTACAGGCTTGAACAAAGATAGAAGCTATTTACGAAATCATCATTCGTAACATTGAATAATTCATTAGTTCACACGCCATG-AAAAARGTCCTTTTCGYATTTTGGACGTCCGTTTTCC
	GlicE^25      TTTACAGGCTTGAACAAAGATAGAAGCTATTTACGAAATCATCATTCGTAACATTGAATAATTCATTAGTTCACACGCCATG-AAAAARGTCCTTTTCGTATTTTGGACGTCCGTTTTCC
	GlicE^26      TTTACAGGCTTGAACAAAGATAGAARCTATTTACGAAATCATCATTCGTAACATTGAATAATTCATTAGTTCACAYGCCATG-AAAAAAGTCCTTTTCGCATTTTGGACGTCCGTTTTCC
	GmorB^27    TTTACAGGCTTGAACAAAGATAGAAGCTATTTACGAAATCATCATTCGTAACATTGAATAATTCATTAGTTCACACGCCATG-AAAAARGTCCTTTTCGYATTTTGGACGTCCGTTTTCC
	GpasB^28    TTTACAGGCTTGAACAAAGATARAAGCTATTTACGAAATCATCATTCGTAACATTGAATAATTCATTAGTTCACACGCCATG-AAAAAAGTCCTTTTCGYATTTTGGACGTCCGTTYTCC
	GpasB^29    TTTACAGGCTTGAACAAAGATAGAAGCTATTTACGAAATNATCATTCGTAACATTGAATAATTCATTAGTTCACACGCCATG-AAAAAAGTCCTTTTCGNATTTTGGACGTCCGTTTTCC


19 120
	GecuC^1     GTTTTATTTAGAGTTTTTCTTTTGAAATGCTTTTTTTGCAACTTTCTCTACAGAAAAACAAAGCTAGTTTTGAAATAAAACTAAAATGTNACACAAACCGCCGTACTGATTGAATGAACC
	GecuP^4     GTTTTATTTAGAGTTTTTCTTTTGAAATGC-TTTTTTGCAACTTTCTCTACCGAAAAACAAAGCTAGTTTTGAAATAAAACTAAAATGTGACACAAACCGCCATACTCATTGAATGAACC
	GecuP^5     GTTTTATTTAGAGTTTTTCTTTTGAAATGCTTTTTTTGCAACTTTCTCTACAGAAAAACAAAGCTAGTTTTGAAATAAAACTAAAATGTGACACAAACCGCCGTACTGATTGAATGAACC
	GecuP^6      GTTTTATTTAGAGTTTWTCTTTTGAAATGCTTTTTTTGCAACTTTCTCTACAGAAAAACAAAGCTAGTTTTGAAATAAAACTAAAATGTGACACAAACCGCCGTACTGATTGAATGAACC
	GecuE^8       GTTTTATTTAGAGTTTTTCTTTTGAAATGCTTTTTTTGCAACTTTCTCTACAGAAAAACAAAGCTAGTTTTGAAATAAAACTAAAATGTGACACAAACCGCCGTACTGATTGAATGAACC
	GecuE^9       GTTTTATTTAGAGTTTTTCTTTTGAAATGCTTTTTTTGCAACTTTCTCTACAGAAAAACAAAGCTAGTTTTGAAATAAAACTAAAATGTGACACAAACCGCCGTACTGATTGAATGAACC
	GecuE^10      GTTTTATTTAGAGTTTTTCTTTTGAAATGCTTTTTTTGCAACTTTCTCTACAGAAAAACAAAGCTAGTTTTGAAATAAAACTAAAATGTGACACAAACCGCCGTACTGATTGAATGAACC
	GlicC^15     GTTTTATTTAGAGTTTTTCTTTTGAAATGC-TTTTTTGCAACTTTCTCTACCGAAAAACAAAGCTAGTTTTGAAATAAAACTAAAATGTGACACAAACCGCCATACTCATTGAATGAACC
	GlicP^17      GTTTTATTTAGAGTTTTTCTTTTGAAATGCTTTTTTTGCAACTTTCTCTACAGAAAAACAAAGCTAGTTTTGAAATAAAACTAAAATGTGACACAAACCGCCGTACTGATTGAATGAACC
	GlicE^20      GTTTTATTTAGAGTTTTTCTTTTGAAATGCTTTTTTTGCAACTTTCTCTACMGAAAAACAAAGCTAGTTTTGAAATAAAACTAAAATGTGACACAAACCGCCRTACTSATTGAATGAACC
	GlicE^21      GTTTTATTTAGAGTTTTTCTTTTGAAATGCTTTTTTTGCAACTTTCTCTACAGAAAAACAAAGCTAGTTTTGAAATAAAACTAAAATGTGACACAAACCGCCGTACTGATTGAATGAACC
	GlicE^22      GTTTTATTTAGAGTTTTTCTTTTGAAATGCTTTTTTTGCAACTTTCTCTACAGAAAAACAAAGCTAGTTTTGAAATAAAACTAAAATGTGACACAAACCGCCGTACTGATTGAATGAACC
	GlicE^23       GTTTTATTTAGAGTTTTTCTTTTGAAATGCTTTTTTTGCAACTTTCTCTACAGAAAAACAAAGCTAGTTTTGAAATAAAACTAAAATGTGACACAAACCGCCGTACTGATTGAATGAACC
	GlicE^24       GTTTTATTTAGAGTTTTTCTTTTGAAATGCTTTTTTTGCAACTTTCTCTACAGAAAAACAAAGCTAGTTTTGAAATAAAACTAAAATGTGACACAAACCGCCGTACTGATTGAATGAACC
	GlicE^25      GTTTTATTTAGWGTTTTTCTTTTGAAATGCTTTTTTTGCAACTTTCTCTACAGAAAAACAAAGCTAGTTTTGAAATAAAACTAAAATGTGACACAAACCGCCGTACTGATTGAATGAACC
	GlicE^26      GTTTTATTTAGAGTTTTTCTTTTGAAATGCTTTTTTTGCAACTTTCTCTACAGAAAAACAAAGCTAGTTTTGAAATAAAACTAAAATGTGACACAAACCGCCGTACTGATTGAATGAACC
	GmorB^27    GTTTTATTTAGAGTTTTTCTTTTGAAATGCTTTTTTTGCAACTTTCTCTACAGAAAAACAAAGCTAGTTTTGAAATAAAACTAAAATGTGACACAAACCGCCGTACTGATTGAATGAACC
	GpasB^28    GTTTTATTTAGAGTTTTTCTTTTGAAATGCTTTTTTTGCAACTTTCTCTACAGAAAAACAAAGCTAGTTTTGAAATAAAACTAAAATGTGACAYAAACCGCCGTACTGATTGAATGAACC
	GpasB^29    GTTTTATTTAGAGTTTTTCTTTTGAAATGCTTTTTTTGCAACTTTCTCTACAGAAAAACAAAGCTAGTTTTGAAATAAAACTAAAATGTGACATAAACCGCCGTACTGATTGAATGAACC


16 120
	GecuC^1     AACAGACCGAAAAGCAATAGACCGAAAYGTCACTAGGCCGAAACATCAATAGACCGAAAAGCAATACACCGAAAATCGCNTGGTCGAAGCAGCAATTCACCGGTAAGTATACTTATGGAC
	GecuP^4     AACAGACCGAAAAGCAATAGACCGAAACGTCACTARGCCGAAACATCAATAGACCGAAAAGCAATACACCGAAAATCGCTTRSTCGAAGCAGCAATTCACCGGTAAGTATACTTATGGAC
	GecuE^8      AACAGACCGAAAAGCAATAGACCGAAACGTCACTAGGCCGAAACATCAATAGACCGAAAAGCAATACACCGAAAATCGCTTGSTCGAAGCAGCAATTCACCRGTAAGTATACTTATRGAC
	GecuE^9       AACAGACCGAAAAGCAATAGACCGAAACGTCACTAGGCCGAAACATCAATAGACCGAAAAGYAATACACCGAAAATCGCTTGSTCGAAGCAGCAATTCACCRGTAAGTATACTTATGGAC
	GecuE^10       AACAGACCGAAAAGCAATAGACCGAAACGTCACTAGGCCGAAACATCAATAGACCGAAAAGCAATACACCGAAAATCGCTTGCTCGAAGCAGCAATTCACCGGTAAGTATACTTATGGAC
	GecuE^11      AACAGACCGAAAAGCAATAGACCGAAA-GTCACTAGGCNGAAACATCAATAGACCGAAAAGCAATACACCGAAAATCGCTTGNTCGAAGCAGCAATTCACCGGTAAGTATACTTATGGAC
	GlicC^15     AACAGACCGAAAAGCAATAGACCGAAACGTCACTAGGCCGAAACATCAATAGACYGAAAAGCAATACRCCGAAAATCGCTTGSTCGAAGCAGCAATTCACCGGTAAGTATACTTATGGAC
	GlicP^17      AACAGACCGAAAAGCAATAGACCGAAACGTCACTAGGCCGAAACATCAATAGACNGAAAAGCAATACACCGAAAATCGCTTGCTCGAAGCAGCAATTCACCGGTAAGTATACTTATGGAC
	GlicE^20      AACAGACCGAAAAGCAATAGACCGAAACGTCACTAGGCCGAAACATCAATAGACCGAAAAGCAATACACCGAAAATCGCTTGCTCGAAGCAGCAATTCACCGGTAAGTATACTTATGGAC
	GlicE^21       AACAGACCGAAAAGCAATAGACCGAAACGTCACTAGGCCGAAACATCAATAGACCGAAAAGCAATACACCGAAAATCGCTTGSTCGAAGCAGCAATTCACCRGTAAGTATACTTATGGAC
	GlicE^22       AACAGACCGAAAAGCAATAGACCGAAACGTCACTAGGCCGAAACATCAATAGACYGAAAAGCAATACACCGAAAATCGCTTGCTCGAAGCAGCAATTCACCGGTAAGTATACTTATGGAC
	GlicE^23      AACAGACCGAAAAGCAATAGACCGAAACGTCACTAGGCCGAAACATCAATAGACCGAAAAGCAATACACCGAAAATCGCTTGSTCGAAGCAGCAATTCACCRGTAAGTATACTTATGGAC
	GlicE^24      AACAGACCGAAAAGCAATAGACCGAAACGTCACTAGGCCGAAACATCAATAGACCGAAAAGCAATACACCRAAAATCGCTTGSTCGAAGCAGCAATTCACCGGTAAGTATACTTATGGAC
	GmorB^27    AACAGACCGAAAAGCAATAGACCGAAACGTCACTAGGCCGAAACATCAATAGACCGAAAAGCAATACACCGAAAATCGCTTGSTCGAAGCAGCAATTCACCGGTAAGTATACTTATGGAC
	GpasB^28    AACAGACCGAAAAGCAATAGACCGAAACGTCACTAGGCCGAAACATCAATAGACCGAAAAGCAATACACCGAAAATCGCTTGGTCGAAGCAGCAATTCACCGGTAAGTATACTTATGGAC
	GpasB^29    AACAGACCGAAAAGCAATAGACCGAAACGTCACTAGGCCGAAACATCAATAGACCGAAAAGCAATACACCRAAAATCGCTTGGTCGAAGCAGCAATTCACCGGTAAGTATACTTATGGAC


17 120
	GecuC^1     ATCTTTGGCGAGCTAGATTTTCGCTCTAGCGATCCCATTTTCGGAGTACCACTGCTTGTACTCGACCTAGATGGTGTACGTTCGAGTGTACCGGTCGTCTTTTGTTTCATTTGAGTTTGG
	GecuP^4     ATCTTTGGCGAGCTAGATTTTCGCTCTAGCGATCCCATTTTCGGAGTACCACTGCTTGTACTCGACCTAGATGGTGTACGTTCGAGTGTACCGGTCGTCTTTTGTTTCATTTGAGTTTGG
	GecuE^8      ATCTTTGGCGAGCTAGATTTTCGCTCTAGCGATCCCATTTTCGGAGTACCACTGCTTGTACTCGACCTAGATGGTGTACGTTCGAGTGTACCGGTCGTCTTTTGTTTCATTTGAGTTTGG
	GecuE^9       ATCTTTGGCGAGCTAGATTTTCGCTCTAGCGATCCCATTTTCGGAGTACCACTGCTTGTACTCGACCTAGATGGTGTACGTTCGAGTGTACCGGTCGTCTTTTGTTTCATTTGAGTTTGG
	GecuE^10       ATCTTTGGCGAGCTAGATTTTCGCTCTAGCGATCCCATTTTCGGAGTACCACTGCTTGTACTCGACCTAGATGGTGTACGTTCGAGTGTACCGGTCGTCTTTTGTTTCATTTGAGTTTGG
	GecuE^11      ATCTTTGGCGAGCTAGATTTTCGCTCTAGCGATCCCATTTTCGGAGTACCACTGCTTGTACTCGACCTAGATGGTGTACGTTCGAGTGTACCGGTCGTCTTTTGTTTCATTTGAGTTTGG
	GlicC^15     ATCTTTGGCGAGCTAGATTTTCGCTCTAGCGATCCCATTTTCGGAGTACCACTGCTTGTACTCGACCTAGATGGTGTACGTTCGAGTGTACCGGTCGTCTTTTGTTTCATTTGAGTTTGG
	GlicP^17      ATCTTTGGCGAGCTAGATTTTCGCTCTAGCGATCCCATTTTCGGAGTACCACTGCTTGTACTCGACCTAGATGGTGTACGTTCGAGTGTACCGGTCGTCTTTTGTTTCATTTGAGTTTGG
	GlicE^20      ATCTTTGGCGAGCTAGATTTTCGCTCTAGCGATCCCATTTTCGGAGTACCACTGCTTGTACTCGACCTAGATGGTGTACGTTCGAGTGTACCGGTCGTCTTTTGTTTCATTTGAGTTTGG
	GlicE^21      ATCTTTGGCGAGCTAGATTTTCGCTCTAGCGATCCCATTTTCGGAGTACCACTGCTTGTACTCGACCTAGATGGTGTACGTTCGAGTGTACCGGTCGTCTTTTGTTTCATTTGAGTTTGG
	GlicE^22       ATCTTTGGCGAGCTAGATTTTCGCTCTAGCGATCCCATTTTCGGAGTACCACTGCTTGTACTCGACCTAGATGGTGTACGTTCGAGTGTACCGGTCGTCTTTTGTTTCATTTGAGTTTGG
	GlicE^23       ATCTTTGGCGAGCTAGATTTTCGCTCTAGCGATCCCATTTTCGGAGTACCACTGCTTGTACTCGACCTAGATGGTGTACGTTCGAGTGTACCGGTCGTCTTTTGTTTCATTTGAGTTTGG
	GlicE^24      ATCTTTGGCGAGCTAGATTTTCGCTCTAGCGATCCCATTTTCGGAGTACCACTGCTTGTACTCGACCTAGATGGTGTACGTTCGAGTGTACCGGTCGTCTTTTGTTTCATTTGAGTTTGG
	GlicE^25      ATCTTTGGCGAGCTAGATTTTCGCTCTAGCGATCCCATTTTCGGAGTACCACTGCTTGTACTCGACCTAGATGGTGTACGTTCGAGTGTACCGGTCGTCTTTTGTTTCATTTGAGTTTGG
	GmorB^27    ATCTTTGGCGAGCTAGATTTTCGCTCTAGCGATCCCATTTTCGGAGTACCACTGCTTGTACTCGACCTAGATGGTGTACGTTCGAGTGTACCGGTCGTCTTTTGTTTCATTTGAGTTTGG
	GpasB^28    ATCTTTGGCGAGCTAGATTTTCGCTCTAGCGATCCCATTTTCGGAGTACCACTGCTTGTACTCGACCTAGATGGTGTACGTTCGAGTGTACCGGTCGTCTTTTGTTTCATTTGAGTTTGG
	GpasB^29    ATCTTTGGCGAGCTAGATTTTCGCTCTAGCGATCCCATTTTCGGAGTACCACTGCTTGTACTYGACCTAGATGGTGTACGTTCGAGTGTACCGGTCGTCTTTTGTTTCATTTGAGTTTGG


18 120
	GecuC^1     GATGAACGCTTGTTTCAGAAATGTTAGACATCACTGCTAATTTCTTCACTTTCAAACGGTGATCTGCTGATACCATTT-TTCAATACTTGGAATGTTTTGAGGCGTTATCANTTCAATTG
	GecuP^4     GATGAACGCTTGTTTCAGAAATGTTAGACATCACTGCTAATTTCTTCACTTTCAAACGGTGATCTGCTGATACCATTTCTTCAATACTTGGAATGTTTTGAGGCGTTATCARTTCAATTG
	GecuP^5      GATGAACGCTTGTTTCAGAAATGTTAGACATCACTGCTAATTTCTTCACTTTCAAACGGTGATCTGCTGATACCATTTYTTCAATACTTGGAATGTTTTGAGGCGTTATCARTTCAATTG
	GecuE^8      GATGAACGCTTGTTTCAGAAATGTTAGACATCACTGCTAATTTCTTCACTTTCAAACGGTGATCTGCTGATACCATTTCTTCAATACTTGGAATGTTTTGAGGCGTTATCAGTTCAATTG
	GecuE^9       GATGAACGCTTGTTTCAGAAATGTTAGACATCACTGCTAATTTCTTCACTTTCAAACGGTGATCTGCTGATACCATTTCTTCAATACTTGGAATGTTTTGAGGCGTTATCARTTCAATTG
	GecuE^10       GATGAACGCTTGTTTCAGAAATGTTAGACATCACTGCTAATTTCTTCACTYTCAAACGGTGATCTGCTGATACCATTTCTTCAATACTTGGAATGTTTTGAGGCGTTATCAGTTCAATTG
	GecuE^11      GATGAACGCTTGTTTCAGAAATGTTAGACATCACTGCTAATTTCTTCACTTTCAAACGGTGATCTGCTGATACCATTTTTTCAATACTTGGAATGTTTTGAGGCGTTATCAGTTCAATTG
	GlicC^15     GATGAACGCTTRTTTCAGAAATGTTAGACATCACTGCTAATTTCTTCACTTTCAAACGGTGATCTGCTGATACCATTTCTTCAATACTTGGAATGTTTTGAGGCGTTATCAGTTCAATTG
	GlicP^17      GATGAACGCTTGTTTCAGAAATGTTAGACATCACTGCTAATTTCTTCACTTTCAAACGGTGATCTGCTGATACCATTTCTTCAATACTTGGAATGTTTTGAGGCGTTATCARTTCAATTG
	GlicE^20      GATGAACGCTTGTTTCAGAAATGTTAGACATCACTGCTAATTTCTTCACTTTCAAACGGTGATCTGCTGATACCATTTCTTCAATACTTGGAATGTTTTSAGGCGTTATCARTTCAATTG
	GlicE^21      GATGAACGCTTGTTTCAGAAATGTTAGACATCACTGCTAATTTCTTCACTYTCAAACGGTGATCTGCTGATACCATTTCTTCAATACTTGGAATGTTTTGAGGCGTTATCAGTTCAATTG
	GlicE^22       GATGAACGCTTGTTTCAGAAATGTTAGACATCACTGCTAATTTCTTCACTTTCAAACGGTGATCTGCTGATACCATTTYTTCAATACTTGGAATGTTTTGAGGCGTTATCAGTTCAATTG
	GlicE^23       GATGAACGCTTGTTTCAGAAATGTTAGACATCACTGCTAATTTCTTCACTYTCAAACGGTGATCTGCTGATACCATTTYTTCAATACTTGGAATGTTTTGAGGCGTTATCAGTTCAATTG
	GlicE^24      GATGAACGCTTGTTTCAGAAATGTTAGACATCACTGCTAATTTCTTCACTTTCAAACGGTGATCTGCTGATACCATTTCTTCAATACTTGGAATGTTTTGAGGCGTTATCARTTCAATTG
	GlicE^25      GATGAACGCTTGTTTCAGAAATGTTAGACATCACTGCTAATTTCTTCACTTTCAAACGGTGATCTGCTGATACCATTTCTTCAATACTTGGAATGTTTTGAGGCGTTATCAGTTCAATTG
	GmorB^27    GATGAACGCTTGTTTCAGAAATGTTAGACATCACTGCTAATTTCTTCACTTTCAAACGGTGATCTGCTGATACCATTTCTTCAATACTTGGAATGTTTTGAGGCGTTATCAGTTCAATTG
	GpasB^28    GATGAACGCTTGTTTCAGAAATGTTAGACATCACTGCTAATTTCTTCACTTTCAAACGGTGATCTGCTGATACCATTTCTTCAATACTTGGAATGTTTTGAGGCGTTATCAATTCAATTG
	GpasB^29    GATGAACGCTTGTTTCAGAAATGTTAGACATCACTGCTAATTTCTTCACTTTCAAACGGTGATCTGCTGATACCATTTCTTCAATACTTGGAATGTTTTGAGGCGTTATCAATTCAATTG


20 120
	GecuC^1     AACCACCGTTTCATCGACTAGTCCTCATCCTTGTCGTTTAGATTATCATCTTTTCGCGCCGACCATCAGACGCGAACAAAGGTACCACGGGGATCCAACGATCAAAGAGTACGAGAGAGA
	GecuP^4     AACCACCGTTTCATCGACTAGTCCTCATCCTTGTCGTTTAGATTATCATCTTTTCGCGCCGACCATCAGACGCGAACAAAGGTACCACGGRGATCCAACGATCAAAGAGTACGAGAGAGA
	GecuP^5     AACCACCGTTTCATCGACTAGTCCTCATCCTTGTCGTTTAGATTATCATCTTTTCGCGCCGACCATCAGACGCGAACAAAGGTACCACGGGGATCCAACGATCAAAGAGTACGAGAGAGA
	GecuP^6      AACCACCGTTTCATCGACTAGTCCTCATCCTTGTCGTTTAGATTATCATCTTTTCGCGCCGACCATCAGACGCGAACAAAGGTACCACGGGGATCCAACGATCAAAGAGTACGAGAGAGA
	GecuE^8      AACCACCGTTTCATCGACTAGTCCTCATCCTTGTCGTTTAGATTATCATCTTTTCGCGCCGACCATCAGACGCGAACAAAGGTACCACGGGGATCCAACGATCAAAGAGTACGAGAGAGA
	GecuE^9       AACCACCGTTTCATCGACTAGTCCTCATCCTTGTCGTTTAGATTATCATCTTTTCGCGCCGACCATCAGANGCGAACAAAGGTACCACGGGGATCCAAMGATCAAAGAGTACGAGAGAGA
	GecuE^10       AACCACCGTTTCATCGACTAGTCCTYATCCTTGTCGTTYAGATTATCATCTTTTCGCGCCGACCATCAGACGCGAACAAAGGTACCACGGGGATCCAACGATCAAAGAGTACGAGAGAGA
	GecuE^11       AACCACCGTTTCATCGACTAGTCCTCATCCTTGTCGTTTAGATTATCATCTTTTCGCGCCGACCATCAGACGCGAACAAAGGTACCACGGGGATCCAACGATCAAAGAGTACGAGAGAGA
	GecuE^12      AACCACCGTTTCATCGACTAGTCCTCATCCTTGTCGTTTAGATTATCATCTTTTCGCGCCGACCATCAGACGCGAACAAAGGTACCACGGGGATCCAACGATCAAAGAGTACGAGAGAGA
	GlicC^15     AACCACCGTTTCATCGACTAGTCCTNATCCTTGTCGTTNAGATTATCATCTTTTCGCGCCGACCATCAGACGCGAACAAAGGTACCACGGGGATCCAACGATCAAAGAGNACGAGAGAGA
	GlicP^17      AACCACCGTTTCATCGACTAGTCCTCATCCTTGTCGTTYAGATTATCATCTTTTCGCGCCGACCATCAGACGCGAACAAAGGTACNACGGGGATCCAACGATCAAAGAGTACGAGAGAGA
	GlicE^20      AACCACCGTTTCATCGACTAGTCCTTATCCTTGTCGTTCAGATTATCATCTTTTCGCGCCGACCATCAGACGCGAACAAAGGTACCACGGGGATCCAACGATCAAAGAGTACGNGAGAGA
	GlicE^21      AACCACCGTTTCATCGACTAGTCCTYATCCTTGTCGTTCAGATTATCATCTTTTCGCGCCGACCATCAGACGCGAACAAAGGTACCACGGGGATCCAACGATCAAAGAGTACGAGAGAGA
	GlicE^22      AACCACCGTTTCATCGACTAGTCCTYATCCTTGTCGTTCAGATTATCATCTTTTCGCGCCGACCATCAGACGCGAACAAAGGTACCACGGGGATCCAACGATCAAAGAGTACGAGAGAGA
	GlicE^23       AACCACCGTTTCATCGACTAGTCCTYATCCTTGTCGTTCAGATTATCATCTTTTCGCGCCGACCATCAGACGCGAACAAAGGTACCACGGGGATCCAACGATCAAAGAGTACGAGAGAGA
	GlicE^24       AACCACCGTTTCATCGACTAGTCCTCATCCTTGTCGTTTAGATTATCATCTTTTCGCGCCGACCATCAGACGCGAACAAAGGTACCACGGGGATCCAACGATCAAAGAGTACGAGAGAGA
	GlicE^25      AACCACCGTTTCATCGACTAGTCCTNATCCTTGTCGTTCAGATTATCATCTTTTCGCGCCGACCATCAGACGCGAACAAAGGTACCACGGGGATCCAACGATCAAAGAGTACGAGAGAGA
	GlicE^26      AACCACCGTTTCATCGACTAGTCCTCATCCTTGTCGTTTAGATTATCATCTTTTCGCGCCGACCATCAGACGCGAACAAAGGTACCACGGGGATCCAACGATCAAAGAGTACGAGAGAGA
	GmorB^27    AACCACCGTTTCATCGACTAGTCCTYATCCTTGTCGTTYAGATTATCATCTTTTCGCGCCGACCATCAGACGCGAACAAAGGTACCACGGGGATCCAAMGATCAAAGAGTACGAGAGAGA
	GpasB^28    AACCACCGTTTCATCGACTAGTCCTCATCCTTGTCGTTCAGATTATCATCTTTTCGCGCCGACCATCAGACGCGAACAAAGGTACCACGGGGATCCAACGATCAAAGAGTACGAGAGAGA


19 120
	GecuC^1     GGTATGACGGCTCTGTACGTTGCTGCATTCAAAAGAAACGTAGCCATGATCAAACTATTATTGGAGAAAGGTGCTGACGTGAATACTGTTACACTTAGCGATAAAATCCTATATAACGCA
	GecuP^4     GGTATGACGGCTCTGTACGTTGCTGCATTCAAAAGAAACGTAGCCATGATCAAACTATTATTGGAGAAAGGTGCTGACGTGAATACTGTTACACTTAGCGATMAAATCCTATATAACGCA
	GecuP^5      GGTATGACGGCTCTGTACGTTGCTGCATTCAAAAGAAACGTAGCCATGATCAAACTATTATTGGAGAAAGGTGCTGACGTGAATACTGTTACACTTAGCGATAAAATCCTATATAACGCA
	GecuE^8      GGTATGACGGCTCTGTACGTTGCTGCATTCAAAAGAAACGTAGCCATGATCAAACTATTATTGGAGAAAGGTGCTGACGTGAATACTGTTACACTTAGCGATAAAATCCTATATAACGCA
	GecuE^9       GGTATGACGGCTCTGTACGTTGCTGCATTCAAAAGAAACGTAGCCATGATCAAACTATTATTGGAGAAAGGTGCTGACGTGAATACTGTTACACTTAGCGATAAAATCCTATATAACGCA
	GecuE^10       GGTATGACGGCTCTGTACGTTGCTGCATTCAAAAGAAACGTAGCCATGATCAAACTATTATTGGAGAAAGGTGCTGACGTGAATACTGTTACACTTAGCGATAAAATCCTATATAACGCA
	GecuE^11      GGTATGACGGCTCTGTACGTTGCTGCATTCAAAAGAAACGTAGCCATGATCAAACTATTATTGGAGAAAGGTGCTGACGTGAATACTGTTACACTTAGCGATAAAATCCTATATAACGCA
	GlicC^15     GGTATGACGGCTCTGTACGTTGCTGCATTC-AAAGAAACGTAGCCATGATCAAACTATTATTGGAGAAAGGTGCTGACGTGAATACTGTTACACTTAGCGATCAAATCCTATATAACGCA
	GlicC^16     GGTATGACGGCTCTGTACGTTGCTGCATTCAAAAGAAACGTAGCCATGATCAAACTATTATTGGAGAAAGGTGCTGACGTGAATACTGTTACACTTAGCGATAAAATCCTATATAACGCA
	GlicP^17      GGTATGACGGCTCTGTACGTTGCTGCATTCAAAAGAAACGTAGCCATGATCAAACTATTATTGGAGAAAGGTGCTGACGTGAATACTGTTACACTTAGCGATCAAATCCTATATAACGCA
	GlicE^20      GGTATGACGGCTCTGTACGTTGCTGCATTCAAAAGAAACGTAGCCATGATCAAACTATTATTGGAGAAAGGTGCTGACGTGAATACTGTTACACTTAGCGATAAAATCCTATATAACGCA
	GlicE^21      GGTATGACGGCTCTSTACGTTGCTGCATTCAAAAGAAACGTAGCCATGATCAAACTATTATTGGAGAAAGGTGCTGACGTGAATACTGTTACACTTAGCGATMAAATCCTATATAACGCA
	GlicE^22      GGTATGACGGCTCTGTACGTTGCTGCATTCAAAAGAAACGTAGCCATGATCAAACTATTATTGGAGAAAGGTGCTGACGTGAATACTGTTACACTTAGCGATMAAATCCTATATAACGCA
	GlicE^23       GGTATGACGGCTCTGTACGTTGCTGCATTCAAAAGAAACGTAGCCATGATCAAACTATTATTGGAGAAAGGTGCTGACGTGAATACTGTTACACTTAGCGATMAAATCCTATATAACGCA
	GlicE^24      GGTATGACGGCTCTGTACGTTGCTGCATTCAAAAGAAACGTAGCCATGNTCAAA-TATTATTGGAGAAAGGTGCTGACGTGAATACTGTTACACTTAGCGAT-AAATCCTATATAACGCA
	GlicE^25      GGTATGACGGCTCTGTACGTTGCTGCATTCAAAAGAAACGTAGCCATGATCAAACTATTATTGGAGAAAGGTGCTGACGTGAATACTGTTACACTTAGCGATAAAATCCTATATAACGCA
	GmorB^27    GGTATGACGGCTCTGTACGTTGCTGCATTCAAAAGAAACGTAGCCATGATCAAACTATTATTGGAGAAAGGTGCTGACGTGAATACTGTTACACTTAGCGATAAAATCCTATATAACGCA
	GpasB^28    GGTATGACGGCTCTGTACGTTGCTGCATTCAAAAGAAACGTAGCCATGATCAAACTATTATTGGAGAAAGGTGCTGACGTGAATACTGTTACACTTAGCGATAAAATCCTATATAACGCA
	GpasB^29    GGTATGACGGCTCTGTACGTTGCTGCATTCAAAAGAAACGTAGCCATGATCAAACTATTATTGGAGAAAGGTGCTGACGTGAATACTGTTACACTTAGCGATAAAATCCTATATAACGCA


16 120
	GecuC^1     TTTTCACCGCGTGCGTTACAATACAACTACGTAGAAATGCTGGCCGTCCTCGTTTACGTGAAATGCWGTAATTGATTTGATAAGAAACGATCCTTCAAGAAGAACTAGGTGCGTTGCGAG
	GecuP^4      TTTTCACCGCGTGCGTTACAATACAACTACGTAGAAATGCTGGCCGTCCTCGTTTACGTGAAATGCAGTAATTGATTTGATAAGAAACGATCCTTCAAGAAGAACTAGGTGCGTTGCGAG
	GecuE^8      TTTTCACCGCGTGCGTTACAATACAACTACGTAGAAATGCTGGCCGTCCTCGTTTACGTGAAATGCAGTAATTGATTTGATAAGAAACGATCCTTCAAGAAGAACTWGGTGCGTTGCGAG
	GecuE^9       TTTTCACCGCGTGCGTTACAATACAACTACGTAGAAATGCTGGCCGTCCTCGTTTACGTGAAATGCAGTAATTGATTTGATAAGAAACGATCCTTCAAGAAGAACTAGGTGCGTTGCGAG
	GecuE^10       TTTTCACCGCGTGCGTTACAATACAACTACGTAGAAATGCTGGCCGTCCTCGTTTACGTGAAATGCAGTAATTGATTTGATAAGAAACGATCCTTCAAGAAGAACTAGGTGCGTTGCGAG
	GecuE^11      TTTTCACCGCGTGCGTTACAATACAACTACGTAGAAATGCTGGCCGTCCTCGTTTACGTGAAATGCAGTAATTGATTTGATAAGAAACGATCCTTCAAGAAGAACTAGGTGCGTTGCGAG
	GlicC^15     TTTTCACCGCGTGCGTTACAATACAACTACGTAGAAATGCTGGCCGTCCTCGTTTACGTGAAATGCAGTAATTGATTTGATAAGAAAAGATCCTTCAAGAAGAACTAGGTGCGTTGCGAG
	GlicP^17      TTTTCACCGCGTGCGTTACAATACAACTACGTAGAAATGCTGGCCGTCCTCGTTTACGTGAAATGCAGTAATTGATTTGATAAGAAAAGATCCTTCAAGAAGAACTAGGTGCGTTGCGAG
	GlicP^18      TTTTCACCGCGTGCGTTACAATACAACTACATAGAAATGCTGGCCGTCCTCGTTTACGTGAAATGCAGTAATTGATTTGATAAGAAACGATCCTTCAAGAAGAACTAGGTGCGTTGCGAG
	GlicE^20      TTTTCACCGCGTGCGTTACAATACAACTACGTAGAAATGCTGGCCGTCCTCGTTTACGTGAAATGCAGTAATTGATTTGATAAGAAACGATCCTTCAAGAAGAACTAGGTGCGTTGCGAG
	GlicE^21       TTTTCACCGCGTGCGTTACAATACAACTACGTAGAAATGCTGGCCGTCCTCGTTTACGTGAAATGCAGTAATTGATTTGATAAGAAACGATCCTTCAAGAAGAACTAGGTGCGTTGCGAG
	GlicE^22      TTTTCACCGCGTGCGTTACAATACAACTACGTAGAAATGCTGGCCGTCCTCGTTTACGTGAAATGCAGTAATTGATTTGATAAGAAACGATCCTTCAAGAAGAACTAGGTGCGTTGCGAG
	GlicE^23      TTTTCACCGCGTGCGTTACAATACAACTACGTAGAAATGCTGGCCGTCCTCGTTTACGTGAAATGCAGTAATTGATTTGATAAGAAACGATCCTTCAAGAAGAACTAGATGCGTTGCGAG
	GmorB^27    TTTTCACCGCGTGCGTTACAATACAACTACGTAGAAATGCTGGCCGTCCTCGTTTACGTGAAATGCAGTAATTGATTTGATAAGAAACGATCCTTCAAGAAGAACTAGGTGCGTTGCGAG
	GpasB^28    TTTTCACCGCGTGCGTTACAATACAACTACGTAGAAATGCTGGCCGTCCTCGTTTACGTGAAATGCAGTAATTGATTTGATAAGAAACGATCCTTCAAGAAGAACTAGGTGCGTTGCGAG
	GpasB^29    TTTTCACCGCGTGCGTTACAATACAACTACGTAGAAATGCTGGCCGTCCTCGTTTACGTGAAATGCAGTAAYTGATTTGATAAGAAACGATCCTTCAAGAAGAACTAGGTGCGTTGCGAG


17 120
	GecuC^1     TTCTTAGGCTAATAAGATGTATCGCCGGCGCCAATCAATTATCATCTTGTAGATATTATTTCATTTGTCTAAGAATCYTCACACTACTTGAATCACATATTCTTGACGTCGTTTGTTACG
	GecuP^4     TTCTTAGGCTAATAAGATGTATCGCCGGCGCCAATCAATTATCATCTYGTAGATATTATTTYATTTGTCTAAGAATCCTCACACTACTTGAATCACATATTCTTGACGTCGTTTGTTACG
	GecuP^5     TTCTTWGGCTAATAAGATGTATCGCCGGCGCCAATCAATTATCATCTTGTAGATATTATTTCATTTGTCTAAGAATCCTCACACTACTTGAATCACATATTCTTGACGTCGTTTGTTACG
	GecuP^6      TTCTTAGGCTAATAAGATGTATCNCCGGCGCCAATCAATTATCATCTTGTAGATATTATTTCATTTGTCTAAGAATCCTCACACTACTTGAATCACATATTCTTGACGTCGTTTGTTACG
	GecuE^8      TTCTTAGGCTAATAAGATGTATCGCCGGCGCCAATSAATTATCATCTTGTAGATATTATTTCATTTGTCTAAGAATCCTCACACTACTTGAATCACATATTCYTGACGTCGTTTGTTACG
	GecuE^9       TTCTTAGGCTAATAAGATGTATCGCCGGCGCCAATCAATTATCATCTTGTAGATATTATTTCATTTGTCTAAGAATCCTCACACTACTTGAATCACATATTCTTGACGTCGTTTGTTACG
	GecuE^10       TTCTTAGGCTAATAAGATGTATCGCCGGCGCCAATCAATTATCATCTTGTAGATATTATTTCATTTGTCTAAGAATCCTCACACTACTTGAATCACATATTCTTGACGTCGTTTGTTACG
	GecuE^11      TTCTTAGGCTAATAAGATGTATCGCCGGCGCCAATCAATTATCATCTTGTAGATATTATTTCATTTGTCTAAGAATCCTCACACTACTTGAATCACATATTCTTGACGTCGTTTGTTACG
	GlicC^15     TTCTTWGGCTAATAAGATGTATCGCCGGCGCCAATCAATTATCATCTTGTAGATATTATTTCATTTGTCTAAGAATCCTCACACTACTTGAATCACATATTCTTGACGTCGTTTGTTACG
	GlicP^17      TTCTTAGGCTAATAAGATGTATCGCCGNCGCCAATCAATTATCATCTTGTAGATATTATTTCATTTGTCTAAGAATCCTCACACTACTTGAATCACATATTCTTGACGTCGTTTGTTACG
	GlicE^20      TTCTTAGGCTAATAAGATGTATCGCCGGCGCCAATCAATTATCATCTTGTAGATATTATTTCATTTGTCTAAGAATCCTCACACTACTTGAATCACATATTCTTGACGTCGTTTGTTACG
	GlicE^21      TTCTTAGGCTAATAAGATGTATCGCCGGCGCCAATCAATTATCATCTTGTAGATATTATTTCATTTGTCTAAGAATCCTCACACTACTTGAATCACATATTCTTGACGTCGTTTGTTACG
	GlicE^22       TTCTTAGGCTAATAAGATGTATCGCCGGCGCCAATCAATTATCATCTTGTAGATATTATTTCATTTGTCTAAGAATCCTCACACTACTTGAATCACATATTCTTGACGTCGTTTGTTACG
	GlicE^23       TTCTTAGGCTAATAAGATGTATCGCCGGCGCCAATCAATTATCATCTTGTAGATATTATTTCATTTGTCTAAGAATCCTCACACTACTTGAATCACATATTCTTGACGTCGTTTGTTACG
	GlicE^24      TTCTTAGGCTAATAAGATGTATCGCCGGCGCCAATCAATTATCATCTTGTAGATATTATTTCATTTGTCTAAGAATCCTCACACTACTTGAATCACATATTCTTGACGTCGTTTGTTACG
	GmorB^27    TTCTTAGGCTAATAAGATGTATCGCCGGCGCCAATCAATTATCATCTTGTAGATATTATTTCATTTGTCTAAGAATCCTCACACTACTTGAATCACATATTCTTGACGTCGTTTGTTACG
	GpasB^28    TTCTTAGGCTAATAAGATGTATCGCCGGCGCCAATCAATTATCATCTTGTAGATATTATTTCATTTGTCTAAGAATCCTCACACTACTTGAATCACATATTCTTGACGTCGTTTGTTACG


18 120
	GecuC^1     TNGTGGAGCTTGGGCACGGAAAGGATCTTGGATCCACGCAAATTTCTCGACATTGTCTTCCTCAAAGTATTTTGCAAACCAGTCAGTGAGCTTCGAGAGGTGTTTCTTGAAAAAGGACAG
	GecuP^4     TGGTGGAGCTTGRGCACGGAAAGGATCTTGGATCCACGCAAATTTCTCGACATTGTCTTCCTCAAAGTAYTTTGCAAACCAGTCAGTGAGCTTCGAGAGGTGTTTCTTGAAAARGGACAG
	GecuP^5     TGGTGGAGCTTGGGCACGGAAAGGATCTTGGATCCACGCAAATTTCTCGACATTGTCTTCCTCAAAGTATTTTGCAAACCAGTCAGTGAGCTTCGAGAGGTGTTTCTTGAAAAAGGACAG
	GecuP^6      TGGTGGAGCTTGGGCRCGGAAAGGATCTTGGATCCACGCAAATTTCTCGACATTGTCTTCCTCAAAGTATTTTGCAAACCAGTCAGTGAGCTTCGAGAGGTGTTTCTTGAAAAAGGACAG
	GecuE^8      TGGTGGAGCTTGGGCACGGAAAGGATCTTGGATCCACGCAAATTTCTCGACATTGTCTTCCTCAAAGTATTTTGCAAACCAGTCAGTGAGCTTCGAGAGGTGTTTCTTGAAAAAGGACAG
	GecuE^9       TGGTGGAGCTTGGGCACGGAAAGGATCTTGGATCCACGCAAATTTCTCGACATTGTCTTCCTCAAAGTATTTTGCAAACCAGTCAGTGAGCTTCGAGAGGTGTTTCTTGAAAAAGGACAG
	GecuE^10       TGGTGGAGCTTGGGCACGGAAAGGATCTTGGATCCACGCAAATTTCTCGACATTGTCTTCCTCAAAGTATTTTGCAAACCAGTCAGTGAGCTTCGAGAGGTGTTTCTTGAAAAAGGACAG
	GecuE^11      TGGTGGAGCTTGRGCACGGAAAGGATCTTGGATCCACGCAAATTTCTCGACATTGTCTTCCTCAAAGTAYTTTGCAAACCAGTCAGTGAGCTTCGAGAGGTGTTTCTTGAAAARGGACAG
	GlicC^15     TGGTGGAGCTTGGGCACGGAAAGGATCTTGGATCCACGCAAATTTCTCGACATTGTCTTCCTCAAAGTATTTTGCAAACCAGTCAGTGAGCTTCGAGAGGTGTTTCTTGAAAAAGGACAG
	GlicP^17      TGGTGGAGCTTGGG-ACGGAAAGGATCTTGGATCCACGCAAATTTCTCGACATTGTCTTCCTCAAAGTATTTTGCAAACCAGTCAGTGAGCTTCGAGAGGNGTTTCTTGAAAAAGGACAG
	GlicE^20      TGGTGGAGCTTGGGCACGGAAAGGATCTTGGATCCACGCAAATTTCTCGACATTGTCTTCCTCAAAGTATTTTGCAAACCAGTCAGTGAGCTTCGAGAGGNGTTTCTTGAAAAAGGACAG
	GlicE^21      TGGTGGAGCTTGRGCACGGAAAGGATCTTGGATCCACGCAAATTTCTCGACATTGTCTTCCTCAAAGTATTTTGCAAACCAGTCAGTGAGCTTCGAGAGGTGTTTCTTGAAAARGGACAG
	GlicE^22       TGGTGGAGCTTGGGCACGGAAAGGATCTTGGATCCACGCAAATTTCTCGACATTGTCTTCCTCAAAGTATTTTGCAAACCAGTCAGTGAGCTTCGAGAGGTGTTTCTTGAAAAAGGACAG
	GlicE^23      TGGTGGAGCTTGNGCACGGAAAGGATCTTGGATCCACGCAAATTTCTCGACATTGTCTTCCTCAAAGTA-TTTGCAAACCAGTCAGTGAGCTTCGAGAGGTGTTTCTTGAAAA-GGACAG
	GlicE^24      TGGTGGAGCTTGGGCACGGAAAGGATCTTGGATYCACGCAAATTTCTCGACATTGTCTTCCTCAAAGTATTTTGCAAACCAGTCAGTGAGCTTCGAGAGGTGTTTCTTGAAAAAGGACAG
	GmorB^27    TGGTGGAGCTTGGGCACGGAAAGGATCTTGGATCCACGCAAATTTCTCGACATTGTCTTCCTCAAAGTATTTTGCAAACCAGTCAGTGAGCTTCGAGAGGTGTTTCTTGAAAAAGGACAG
	GpasB^28    TGGTGGAGCTTGRGCACGGAAAGGATCTTGGATCCACGCAAATTTCTCGACATTGTCTTCCTCAAAGTAYTTTGCAAACCAGTCAGTGAGCTTCGAGAGGTGTTTCTTGAAAARGGACAG
	GpasB^29    TGGTGGAGCTTGGGCACGGAAAGGATCTTGGATCCACGCAAATTTCTCGACATTGTCTTCCTCAAAGTATTTTGCAAACCAGTCAGTGAGCTTCGAGAGGNGTTTCTTGAAAAAGGACAG


18 120
	GecuC^1     AAGATTCGGAAAGCGGATCCGGATCCAARTTATCGGATAAGCGATTCAGATCCGAGGTTTCGGATAACGGATTGGGATCCGAGGTTTWGGATAGCAGACCCGATTTTGTGATTTCGGATA
	GecuP^4     AAGATTCGGAAAGCGGATCCGGATCCAAGTTATCGGATAAGCGATTCAGATCCGAGGTTTCGGATAACGGATTGGGATCCGAGGTTTTGGATAGCAGACCCGATTTTGTGATTTCGGATA
	GecuP^5     AAGATTCGGAAAGCGGATCCGGATCCAARTTATCGGATAAGCGATTCAGATCCGAGGTTTCGGATAACGGATTGGGATCCGAGGTTTWGGATAGCAGACCCGATTTTGTGATTTCGGATA
	GecuP^6      AAGATTCGGAAAGCGGATCCGGATCCAAGTTATCGGATAAGCGATTCAGATCCGAGGTTTCGGATAACGGATTGGGATCCGAGGTTTTGGATAGCAGACCCGATTTTGTGATTTCGGATA
	GecuE^8      AAGATTCGGAAAGCGGATCCGGATCCAAGTTATCGGATAAGCGATTCAGATCCGAGGTTTCGGATAACGGATTGGGATCCGAGGTTTTGGATAGCAGACCCGATTTTGTGATTTCGGATA
	GecuE^9       AAGATTCGGAAAGCGGATCCGGATCCAARTTATCGGATAAGCGATTCAGATCCGAGGTTTCGGATAACGGATTGGGATCCGAGGTTTWGGATAGCAGACCCGATTTTGTGATTTCGGATA
	GecuE^10       AAGATTCGGAAAGCGGATCCGGATCCAAGTTATCGGATAAGCGATTCAGATCCGAGGTTTCGGATAACGGATTGGGATCCGAGGTTTTGGATAGCAGACCCGATTTTGTGATTTCGGATA
	GlicC^15     AAGATTCGGAAAGCGGATCCGGATCCAAGTTATCGGATAAGCGATTCAGATCCGAGGTTTCGGATAACGGATTGGGATCCGAGGTTTTGGATAGCAGACCCGATTTTGTGATTTCGGATA
	GlicC^16     AAGATTCGGAAAGCGGATCCGGATCCAAGTTATCGGATAAGCGATTCAGATCCGAGGTTTCGGATAACGGATTGGGATCCGAGGTTTTGGATAGCAGACCCGATTTTGTGATTTCGGATA
	GlicP^17      AAGATTCGGAAAGCGGATCCGGATCCAAGTTATCGGATAAGCGATTCAGATCCGAGGTTTCGGATAACGGATTGGGATCCGAGGTTTTGGATAGCAGACNCGATTTTGTGATTTCGGATA
	GlicE^20      AAGATTCGGAAAGCGGATCCGGATCCAAGTTATCGGATAAGCGATTCAGATCCGAGGTTTCGGATAACGGATTGGGAKCCGAGGTTTTGGATAGCAGACYCGATTTTGTGATTTCGGATA
	GlicE^21      AAGATTCGGAAAGCGGATCCGGATCCAAGTTATCGGATAAGCGATTCAGATCCGAGGTTTCGGATAACGGATTGGGATCCGAGGTTTTGGATAGCAGACCCGATTTTGTGATTTCGGATA
	GlicE^22       AAGATTCGGAAAGCGGATCCGGATCCAAGTTATCGGATAAGCGATTCAGATCCGAGGTTTCGGATAACGGATTGGGATCCGAGGTTTTGGATAGCAGACCCGATTTTGTGATTTCGGATA
	GlicE^23       AAGATTCGGAAAGCGGATCCGGATCCAAGTTATCGGATAAGCGATTCAGATCCGAGGTTTCGGATAACGGATTGGGATCCGAGGTTTTGGATAGCAGACCCGATTTTGTGATTTCGGATA
	GlicE^24      ARGATTCGGAAAGCGGATCCGGATCCAAGTTATCGGATAAGCGATTCAGATCCGAGGTTTCGGATAACGGATTGGGAKCCGAGGTTTTGGATAGCAGACCCGATTTTGTGATTTCGGATA
	GlicE^25      ARGATTCGGAAAGCGGATCCGGATCCAAGTTATCGGATAAGCGATTCAGATCCGAGGTTTCGGATAACGGATTGGGATCCGAGGTTTTGGATAGCAGACCCGATTTTGTGATTTCGGATA
	GmorB^27    AAGATTCGGAAAGCGGATCCGGATCCAANTTATCGGATAAGCGATTCAGATCCGAGGTTTCGGATAACGGATTGGGATCCGAGGTTT-GGATAGCAGACCCGATTTTGTGATTTCGGATA
	GpasB^28    AAGATTCGGAAAGCGGATCCGGATCCAAGTTATCGGATAAGCGATTCAGATCCGAGGTTTCGGATAACGGATTGGGATCCGAGGTTTTGGATAGCAGACCCGATTTTGTGATTTCGGATA


21 120
	GecuC^1     GCACTGAACAATACAATGTCGCATTCAACAGGGTTTGTTCGAGCGAGTTGTTATTTAGTGTCGCACAATTGCGAGAAATCAACGACAATATTCGACTTATGCTGGAACAAGATAGTGATC
	GecuP^4     GCACTGAACAATACAATGTCGCATTCAACAGGGTTTGTTCGAGCGAGTTGTTATTTAGTGTCGCACAATTGCGAGAAATCAACGACAATATTCGACTTATGCTGGAACAAGATAGTGATC
	GecuP^5     GCACTGAACAATACAATGTCGCATTCAACAGGGTTTGTTCGAGCGAGTTGTTATTTAGTGTCGCACARTTGCGAGAAATCAACGACAATATTCGACTTATGCTGGAACAAGATAGTGATC
	GecuP^6      GCACTGAACAATACAATGTCGCATTCAACAGGGTTTGTTCGAGCGAGTTGTTATTTAGTGTCGCACARTTGCGAGAAATCAACGACAATATTCGACTTATGCTGGAACAAGATAGTGATC
	GecuP^7      GCACTGAACAATACAATGTCGCATTCAACAGGGTTTGTTCGAGCGAGTTGTTATTTAGTGTCGCACANTTGCGAGAAATCAACGACAATATTCGACTTATGCTGGAACAAGATAGTGATC
	GecuE^8      GCACTGAACAATACAATGTCGCATTCAACAGGGTTTGTTCGAGCGAGTTGTTATTTAGTGTCGCACARTTGCGAGAAATCAACGACAATATTCGACTTATGCTGGAACAAGATAGTGATC
	GecuE^9       GCACTGAACAATACAATGTCGCATTCAACAGGGTTTGTTCGAGCGAGTTGTTATTTAGTGTCGCACAGTTGCGAGAAATCAACGACAATATTCGACTTATGCTGGAACAAGATAGTGATC
	GecuE^10      GCACTGAACAATACAATGTCGCATTCAACAGGGTTTGTTCGAGCGAGTTGTTATTTAGTGTCGCACAATTGCGAGAAATCAACGACAATATTCGACTTATGCTGGAACAAGATAGTGATC
	GlicC^15     GCACTGAACAATACAATGTCGCATTCAACAGGGTTTGTTCGAGCGAGTTGTTATTTAGTGTCGCACAATTGCGAGAAATCAACGACAATATTCGACTTATGCTGGAACAAGATAGTGATC
	GlicP^17      GCACTGAACAATACAATGNCGCATTCAACAGGG-NTGTTCGAGCGAGTTGTTATTTAGTGTCGCACAATTGCGAGAAATCAACGACAATATTCGACTTATGCTGGAACAAGATAGTGATC
	GlicP^18      GCACTGAACAATACAATGTCGTATTCAACAGGGTTTGTTCGAGCGAGTTGTTATTTAGTGTCGCACAATTGCGAGAAATCAACGACAATATTCGACTTATGCTGGAACAAGATAGTGATC
	GlicP^19      GCACTGAACAATACAATGTNGCATTCAACAGGGTTTGTTCGAGCGAGTTGTTATTTAGTGTCGCACAATTGCGAGAAATCAACGACAATATTCGACTTATGCTGGAACAAGATAGTGATC
	GlicE^20      GCACTGAACAATACAATGTCGCATTCAACAGGGTTTGTTCGAGCGAGTTGTTATTTAGTGTCGCACAATTGCGAGAAATCAACGACAATATTCGACTTATGCTGGAACAAGATAGTGATC
	GlicE^21      GCACTGAACAATACAATGTCGCATTCAACAGGGTTTGTTCGAGCGAGTTGTTATTTAGTGTCGCACAATTGCGAGAAATCAACGACAATATTCGACTTATGCTGGAACAAGATAGTGATC
	GlicE^22       GCACTGAACAATACAATGTCGCATTCAACAGGGTTTGTTCGAGCGAGTTGTTATTTAGTGTCGCACAATTGCGAGAAATCAACGACAATATTCGACTTATGCTGGAACAAGATAGTGATC
	GlicE^23       GCACTGAACAATACAATGTCGCATTCAACAGGGTTTGTTCGAGCGAGTTGTTATTTAGTGTCGCACAATTGCGAGAAATCAACGACAATATTCGACTTATGCTGGAACAAGATAGTGATC
	GlicE^24      GCACTGAACAATACAATGTCGCATTCAACAGGGTTTGTTCGAGCGAGTTGTTATTTAGTGTCGCACAATTGCSAGAAATCAACGACAATATTCGACTTATGCTGGAACAAGATAGTGATC
	GlicE^25      GCACTGAACAATACAATGTCGCATTCAACAGGGTTTGTTCGAGCGAGTTGTTATTTAGTGTCGCACAATTGCGAGAAATCAACGACAATATTCGACTTATGCTGGAACAAGATAGTGATC
	GmorB^27    GCACTGAACAATACAATGTCRCATTCAACAGGGTTTGTTCGAGCGAGTTGTTATTTAGTGTCGCACARTTGCGAGAAATCAACGACAATATTCGACTTATGCTGRAACAAGATAGTGATC
	GpasB^28    GCACTGAACAATACAATGTCGCATTCAACAGGGTTTGTTCGAGCGAGTTGTTATTTAGTGTCGCACARTTGCGAGAAATCAACGACAATATTCGACTTATGCTGGAACAAGATAGTGATC
	GpasB^29    GCACTGAACAATACAATGTCGCATTCAACAGGGTTTGTTCGAGCGAGTTGTTATTTAGTGTCGCACAATTGCGAGAAATCAACGACAATATTCGACTTATGCTGGAACAAGATAGTGATC


16 120
	GecuC^1     AATTCAGAGCTCCCACGACTTCAGAGCCGATCGTAYCGCCTAAACCGCCAAGAGGAAGGAGAGAAATGAAGAACCATCCCCGTACACGTTTACTTGCAGSCCGTTTACCCCATTTTTTCC
	GecuP^4      AATTCAGAGCTCCCACGACTTCAGAGCCGATCGTACCGCCTAAACCGCCAAGAGGAAGGAGAGAAATGAAGAACCATCCCCGTACACGTTTACTTGCAGCCCGTTTACCCCATTTTTTCC
	GecuE^8      AATTCAGAGCTCCCACGGCTTCAGAGCCGATCGTACCGCCTAAACCGCCAAGAGGAAGGAGAGAAATGAAGAACCATCCCCGTACACGTTTACTTGCAGGCCGTTTACCCCATTTTTTCC
	GecuE^9       AATTCAGAGCTCCCACGACTTCAGAGCCGATCGTACCGCCTAAACCGCCAAGAGGAAGGAGAGAAATGAAGAACCATCCCCGTACACGTTTACTTGCAGGCCGTTTACCCCATTTTTTCC
	GecuE^10       AATTCAGAGCTCCCACGACTTCAGAGCCGATCGTACCGCCTAAACCGCCAAGAGGAAAGAGAGAAATGAAGAACCATCCCCGTACACGTTTACTTGCAGCCCGTTTACCCCATTTTTTCC
	GecuE^11      AATTCAGAGCTCCCACGACTTCAGAGCCGATCGTACCGCCTAAACCGCCAAGAGGAAGGAGAGAAATGAAGAACCATCCCCGTACACGTTTACTTGCAGCCCGTTTACCCCATTTTTTCC
	GlicC^15     AATTCAGAGCTCCCACGACTTCAGAGCCGATCGTACCGCCTAAACCGCCAAGAGGAAGGAGAGAAATGAAGAACCATCCCCGTACACGTTTACTTGCAGCCCGTTTACCCCATTTTTTCC
	GlicP^17      AATTCAGAGCTCCCACGACTTYAGAGCCGATCGTACCGCCTAAACCGCCAAGAGGAAGGAGAGAAATGAAGAACCATCCCCGTACACGTTTACTTGCAGSCCGTTTACCCCATTTTTTCC
	GlicE^20      AATTCAGAGCTCCCACGACTTCAGAGCCGATCGTACCGCCTAAACCGCCAAGAGGAAGGAGAGAAATGAAGAACCATCCCCGTACACGTTTACTTGCAGCCCGTTTACCCCATTTTTTCC
	GlicE^21      AATTCAGAGCTCCCACGACTTCAGAGCCGATCGTACCGCCTAAACCGCCAAGAGGAAGGAGAGAAATGAAGAACCATCCCCGTACACGTTTACTTGCAGCCCGTTTACCCCATTTTTTCC
	GlicE^22      AATTCAGAGCTCCCACGACTTCAGAGCCGATCGTACCGCCTAAACCGCCAAGAGGAAGGAGAGAAATGAAGAACCATCCCCGTACACGTTTACTTGCAGCCCGTTTACCCCATTTTTTCC
	GlicE^23       AATTCAGAGCTCCCACGACTTCAGAGCCGATCGTACCGCCTAAACCGCCAAGAGGAAGGAGAGAAATGAAGAACCATCCCCGTACACGTTTACTTGCAGCCCGTTTACCCCATTTTTTCC
	GlicE^24       AATTCAGAGCTCCCACGACTTCAGAGCCGATCGTACCGCCTAAACCGCCAAGAGGAAGGAGAGAAATGAAGAACCATCCCCGTACACGTTTACTTGCAGCCCGTTTACCCCATTTTTTCC
	GlicE^25      AATTCAGAGCTCCCACGACTTCAGAGCCGATCGTACCGCCTAAACCGCCAAGAGGAAGGAGAGAAATGAAGAACCATCCCCGTACACGTTTACTTGCAGCCCGTTTACCCCATTTTTTCC
	GmorB^27    AATTCAGAGCTCCCACGACTTCAGAGCCGATCGTACCGCCTAAACCGCCAAGAGGAAGGAGAGAAATGAAGAACCATCCCCGTACACGTTTACTTGCAGGCCGTTTACCCCATTTTTTCC
	GpasB^28    AATTCAGAGCTCCCACGACTTCAGAGCCGATCGTACCGCCTAAACCGCCAAGAGGAAGGAGAGAAATGAAGAACCATCCCCGTACACGTTTACTTGCAGGCCGTTTACCCCATTTTTTCC


20 120
	GecuC^1     AAGATTTCAGTAGCGGATCCAGATCTGAGGTTTCGGATAATGGRTTCGGATTACACCAAGATTCGGATATCCGGATAGTAAATTATTGGGGTCCGGATGACAGCTCTAATTGTTAGTATT
	GecuP^4     AAGATTTCAGTAGCGGATCCAGATCTGAGGTTTCGGATAATGGATTCGGATTACACCAAGATTCGGATATCCGGATAGTAAATTATTGGGGTCCGGATGACAGCTCTAATTGTTAGTATT
	GecuP^5      AAGATTTCAGTAGCGGATCCAGATCTGAGGTTTCGGATAATGGATTCGGATTACACCAAGATTCGGATATCCGGATAGTAAATTATTGGGGTCCGGATGACAGCTCTAATTGTTAGTATT
	GecuE^8      AAGATTTCAGTAGCGGATCCAGATCTGAGGTTTCGGATAATGGATTCGGATTACACCAAGATTCGGATATCCGGATAGTAAATTATTGGGGTCCGGATGACAGCTCTAATTGTTAGTATT
	GecuE^9       AAGATTTCAGTAGCGGATCCAGATCTGAGGTTTCGGATAATGGATTCGGATTACACCAAGATTCGGATATCCGGATAGTAAATTATTGGGGTCCGGATGACAGCTCTAATTGTTAGTATT
	GecuE^10       AAGATTTCAGTAGCGGATCCAGATCTGAGGTTTCGGATAATGGRTTCGGATTACACCAAGATTCGGATATCCGGATAGTAAATTATTGGGGTCCGGATGACAGCTCTAATTGTTAGTATT
	GecuE^11      AAGATTTCAGTAGCGGATCCAGATCTGAGGTTTCGGATAATGGATTCGGATTACACCAAGATTCGGATATCCGGATAGTAAATTATTGGGGTCCGGATGACAGCTCTAATTGTTAGTATT
	GlicC^15     AAGATTTCAGTAGCGGATCCAGATCTGAGGTTTCGGATAATGGATTCGGATTACACCAAGATTCGGATATCCGGATAGTAAATTATTCGGGTCCGGNTGACAGCTCTAATTGTTAGTATT
	GlicC^16     AAGATTTCAGTAGCGGATCCAGATCTGAGGTTTCGGATAATGGATTCGRATTACACCAAGATTCGGATATCCGGATAGTAAATTATTCGGGTCCGGGTGACAGCTCTAATTGTTAGTATT
	GlicP^17      AAGATTTCAGTAGCGGATCCAGATCTGAGGTTTCGGATAATGGATTCGGATTACACCAAGATTCGGATATCCGGATAGTAAATTATTCGGGTCCGGG-GACAGCTCTAATTGTTAGTATT
	GlicP^18      AAGATTTCAGTAGCGGATCCAGATCTGAGGTTTCGGATAATGGATTCGGATTACACCAAGATTCGGATATCCGGATAGTAAATTATTCGGGTCCGGGTGACAGCTCTAATTGTTANTATT
	GlicE^20      AAGATTTCAGTAGCGGATCCAGATCTGAGGTTTCGGATAATGGATTCGGATTACACCAAGATTCGGATATCCGGATAGTAAATTATTCGGGTCCGGRTGACAGCTCTAATTGTTAGTATT
	GlicE^21      AAGATTTCAGTAGCGGATCCAGATCTGAGGTTTCGGATAATGGATTCGGATTACACCAAGATTCGGATATCCGGATAGTAAATTATTCGGGTCCGGGTGACAGCTCTAATTGTTAGTATT
	GlicE^22       AAGATTTCAGTAGCGGATCCAGATCTGAGGTTTCGGATAATGGATTCGGATTACACCAAGATTCGGATATCCGGATAGTAAATTATTCGGGTCCGGRTGACAGCTCTAATTGTTAGTATT
	GlicE^23       AAGATTTCAGTAGCGGATCGAGATCTGAGGTTTCGGATAATGGATTCGGATTACACCAAGATTCGGATATCCGGATAGTAAATTATTCGGGTCCGGGTGACAGCTCTAATTGTTAGTATT
	GlicE^24      AAGATTTCAGTAGCGGATCCAGATCTGAGGTTTCGGATAATGGATTCGGATTACACCAAGATTCGGATATCCGGATAGTAAATTATTCGGGTCCGGGTGACAGCTCTAATTGTTAGTATT
	GlicE^25      AAGATTTCAGTAGCGGATCCAGATCTGAGGTTTCGGATAATGGATTCGGATTACACCAAGATTCGGATATCCGGATAGTAAATTATTCGGGTCCGGRTGACAGCTCTAATTGTTAGTATT
	GmorB^27    AAGATTTCAGTAGCGGATCCAGATCTGAGGTTTCGGATAATGGATTCGGATTACACCAAGATTCGGATATCCGGATAGTAAATTATTGGGGTCCGGATGACAGCTCTAATTGTTAGTATT
	GpasB^28    AAGATTTCAGTAGCGGATCCAGATCTGAGGTTTCGGATAATGGATTCGGATTACACCAAGATTCGGATATCCGGATAGTAAATTATTCGGGTCCGGGTGACAGCTCTAATTGTTAGTATT
	GpasB^29    AAGATTTCAGTAGCGGATCCAGATCTGAGGTTTCGGATAATGGATTCGGATTACACCAAGATTCGGATATCCGGATAGTAAATTATTCGGGTCCGGGTGACAGCTCTAATTGTTAGTATT


26 120
	GecuC^1     GTCGAGTTCGTCCACGAAATGCGTTACTA--GAGCCGCCTTCTGACGAACGATCGATCGACCGGCCGACGAGCACCTCCTATCATATTCATCCTCTAGGGGAAGAATTCGATTAACCTAT
	GecuP^4     GTCGAGTTCGTCCACGAAATGCGTTACTA--GAGCCGCCTTCTGACGAACGATCGATCGACCGGCCGACGAGCACCTCCTATCATATTCATCCTCTAGGGGAAGAATTCGATTAACCTAT
	GecuP^5     GTCGAGTTCGTCCACGAAATGCGTTACTANNGAGCCGCCTTCTGACGAACGATCGATCGACCGGCCGACGAGCACCTCCTATCATATTCATCCTCTAGGGGAAGAATTCGATTAACCTAT
	GecuP^6      GTCGAGTTCGTCCACGAAATGCGTTACTA--GAGCCGCCTTCTGACGAACGATCGATCGACCGGCCGACGAGCACCTCCTATCATATTCATCCTCTAGGGGAAGAATTCGATTAACCTAT
	GecuP^7      GTCGAGTTCGTCCACGAAATGCGTTACTA--GAGCCGCCTTCTGACGAACGATCGATCGACCGGCCGACGAGCACCTCCTATCATATTCATCCTCTAGGGGAAGAATTCGATTAACCTAT
	GecuE^8      GTCGAGTTCGTCCACGAAATGCGTTACTA--GAGCCGCCTTCTGACGAACGATCGATCGACCGGCCGACGAGCACCTCCTATCATATTCATCCTCTAGTGGAAGAATTCGATTAACCTAT
	GecuE^9       GTCGAGTTCGTCCACGAAATGCGTTACTA--GAGCCGCCTTCTGACGAACGATCGATCGACCGGCCGACGAGCACCTCCTATCATATTCATCCTCTAGGGGAAGAATTCGATTAACCTAT
	GecuE^10       GTCGAGTTCGTCCACGAAATGCGTTACTA--GAGCCGCCTTCTGACGAACGATCGATCGACCGGCCGACGAGCACCTCCTATCATATTCATCCTCTAGGGGAAGAATTCGATTAACCTAT
	GecuE^11       GTCGAGTTCGTCCACGAAATGCGTTACTA--GAGCCGCCTTCTGACGAACGATCGATCGACCGGCCGACGAGCACCTCCTATCATATTCATCCTCTAGGGGAAGAATTCGATTAACCTAT
	GecuE^12      GTCGAGTTCGTCCACGAAATGCGTTACTA--GAGCCGCCTTCTGACGAACGATCGATCGACCGGCCGACGAGCACCTCCTATCATATTCATCCTCTAGGGGAAGAATTCGATTAACCTAT
	GecuE^13      GTCNAGTTCGTCCACGAAATGCGTTACTA--GAGCCGCCTTCTGACGAACGATCGATCGACCGGCCGACGAGCACCTCCTATCATATTCNTCCTCTAGGGGAAGAATTCGATTAACCTAT
	GlicC^15     GTCGAGTTCGTCCACGAAATGCGTTACTA--GAGCCGCCTTCTGACGAACGATCGATCGACCGGCCGACGAGCACCTCCTATCATATTCATCCTCTAGGGGAAGAATTCGATTAACCTAT
	GlicC^16     GTCGAGTTCGTCCACGAAATGCGTTACTA--GAGCCGCCTTCTGACGAACGATCGATCGACCGGCCGACGAGCACCTCCTATCATATTCATCCTCTAGGGGAAGAATTCGATTAACCTAT
	GlicP^17      GTCGAGTTCGTCCACGAAATGCGTTACTA--GAGCCGCCTTCTGACGAACGATCGATCGACCGGCCGACGAGCACCTCCTATCATATTCATCCTCTAGGGGAAGAATTCGATTAACCTAT
	GlicP^18      GTCGAGTTCGTCCACGAAATGCGTTACTA--GAGCCGCCTTCTGACGAACGATCGATCGACCGGCCGACGAGCACCTCCTATCATATTCATCCTCTAGGGGAAGAATTCGATTAACCTAT
	GlicP^19      GTCGAGTTCGTCCACGAAATGCGTTACTA--GAGCCGCCTTCTGACGAACGATCGATCGACCGGCCGACGAGCACCTCCTATCATATTCATCCTCTAGGGGAAGAATTCGATTAACCTAT
	GlicE^20      GTCGAGTTCGTCCACGAAATGCGTTACTA--GAGCCGCCTTCTGACGAACGATCGATCGACCGGCCGACGAGCACCTCCTATCATATTCATCCTCTAGGGGAAGAATTCGATTAACCTAT
	GlicE^21      GTCGAGTTCGTCCACGAAATGCGTTACTA--GAGCCGCCTTCTGACGAACGATCGATCGACCGGCCGACGAGCACCTCCTATCATATTCATCCTCTAGGGGAAGAATTCGATTAACCTAT
	GlicE^22      GTCGAGTTCGTCCACGAAATGCGTTACTA--GAGCCGCCTTCTGACGAACGATCGATCGACCGGCCGACGAGCACCTCCTATCATATTCATCCTCTAGGGGAAGAATTCGATTAACCTAT
	GlicE^23       GTCGAGTTCGTCCACGAAATGCGTTACTA--GAGCCGCCTTCTGACGAACGATCGATCGACCGGCCGACGAGCACCTCCTATCATATTCATCCTCTAGGGGAAGAATTCGATTAACCTAT
	GlicE^24       GTCGAGTTCGTCCACGAAATGCGTTACTA--GAGCCGCCTTCTGACGAACGATCGATCGACCGGCCGACGAGCACCTCCTATCATATTCATCCTCTAGGGGAAGAATTCGATTAACCTAT
	GlicE^25      GTCGAGTTCGTCCACGAAATGCGTTACTA--GAGCCGCCTTCTGACGAACGATCGATCGACCGGCCGACGAGCACCTCCTATCATATTCATCCTCTAGGGGAAGAATTCGATTAACCTAT
	GlicE^26      GTCGAGTTCGTCCACGAAATGCGTTACTA--GAGCCGCCTTCTGACGAACGATCGATCGACCGGCCGACGAGCACCTCCTATCATATTCATCCTCTAGGGGAAGAATTCGATTAACCTAT
	GmorB^27    GTCGAGTTCGTCCACGAAATGCGTTACTA--GAGCCGCCTTCTGACGAACGATCGATCGACCGGCCGACGAGCACCTCCTATCATATTCATCCTCTAGGGGAAGAATTCGATTAACCTAT
	GpasB^28    GTCGAGTTCGTCCACGAAATGCGTTACTA--GAGCCGCCTTCTGACGAACGATCGATCGACCGGCCGACGAGCACCTCCTATCATATTCATCCTCTAGGGGAAGAATTCGATTAACCTAT
	GpasB^29    GTCGAGTTCGTCCACGAAATGCGTTACTA--GAGCCGCCTTCTGACGAACGATCGATCGACCGGCCGACGAGCACCTCCTATCATATTCATCCTCTAGGGGAAGAATTCGATTAACCTAT


18 120
	GecuC^1     ATCCACTTTYTCGAACAGATACTTTTTTCCATTCTCTGTCRCTACTTCTAAGCCGCGGCCATTTCATTTTCTTTGCTCCCCATTATCATATACTTTGTTTTTCATGTATTTATTTCTACA
	GecuP^4     ATCCACTTTCTCGAACAGATACTTTTTTCCATTCTCTGTCACTACTTCTAAGCCGCGGCCATTTCATTTTCTTTGCTCCCCATTATCATATACTTTGTTTTTCATATATTTATTTCTACA
	GecuP^5      ATCCACTTTCTCGAACAGATA-TTTTTTCCATTCTCTGTCACTACTTCTAAGCCGCGGCCATTT-ATTTTCTTTGCTCCCCATTATCATATACTTTGTTTTTCATGTATTTATTTCTACA
	GecuE^8      ATCCACTTTYTCGAACAGATACTTTTTTCCATTCTCTGTCACTACTTCTAAGCCGCGGCCATTTCATTTTCTTYGCTCCCCATTATCATATACTTTGTTTTTCATGTATTTATTTCTACA
	GecuE^9       ATCCACTTTYTCGAACAGATACTTTTTTCCATTCTCTGTCACTACTTCTAAGCCGCGGCCATTTCATTTTCTTYGCTCCCCATTATCATATACTTTGTTTTTCATGTATTTATTTCTACA
	GecuE^10       ATCCACTTTCTCGAACAGATACTTTTTTCCATTCTCTGTCACTACTTCTAAGCCGCGGCCATTTGATTTTCTTTGCTCCCCATTATCATATACTTTGTTTTTCATGTATTTATTTCTACA
	GlicC^15     ATCCACTTTCTCGAACAGATACTTTTTTCCATTCTCTGTCRCTACTTCTAAGCCGCGGCCATTTCATTTTCTTTGCTCCCCATTATCATATACTTTGTTTTTCATRTATTTATTTCTACA
	GlicC^16     ATCCACTTTCTCGAACAGATACTTTTTTCCATTCTCTGTCGCTACTTCTAAGCCGCGGCCATTTCATTTTCTTTGCTCCCCATTATCATATACTTTGTTTTTCATATATTTATTTCTACA
	GlicP^17      ATCCASTTTCTCGAACAGATACTTTTTTCCATTCTCTGTCACTACTTCTAAGCCGCGGCCATTTCATTTTCTTTGCTCCCCATTATCATATACTTTGTTTTTCATGTATTTATTTCTACA
	GlicP^18      ATCCACTTTCTCGAACAGATACTTTTTTCCATTCTCTGTCACTACTTCTAAGCCGCGGCCATTTCATTTTCTTTGCTCCNCATTATCATATACTTTGTTTTTCATATATTTATTTCTACA
	GlicE^20      ATCCACTTTCTCGAACAGATACTTTTTTCCATTCTCTGTCACTACTTCTAAGCCGCGGCCATTTCATTTTCTTTGCTCCCCATTATCATATACTTTGTTTTTCATRTATTTATTTCTACA
	GlicE^21      ATCCACTTTCTCGAACAGATACTTTKTTCCATTCTCTGTCACTACTTCTAAGCCGCGGCCATTTCATTTTCTTTGCTCCCCATTATCATATACTTTGTTTWTCATGTATTTATTTCTACA
	GlicE^22      ATCCASTTTCTCGAACAGATACTTTTTTCCATTCTCTGTCACTACTTCTAAGCCGCGGCCATTTCATTTTCTTTGCTCCCCATTATCATATACTTTGTTTTTCATRTATTTATTTCTACA
	GlicE^23       ATCCACTTTCTCGAACAGATACTTTTTTCCATTCTCTGTCACTACTTCTAAGCCGCGGCCATTTCATTTTCTTTGCTCCCCATTATCATATACTTTGTTTTTCATGTATTTATTTCTACA
	GlicE^24       ATCCASTTTCTCGAACAGATACTTTTTTCCATTCTCTGTCACTACTTCTAAGCCGCGGCCATTTSATTTTCTTTGCTCCCCATTATCATATACTTTGTTTTTCATRTATTTATTTCTACA
	GlicE^25      ATCCACTTTCTCGAACAGATACTTTTTTCCATTCTCTGTCRCTACTTCTAAGCCGCGGCCATTTCATTTTCTTTGCTCCCCATTATCATATACTTTGTWTTTCATRTATTTATTTCTACA
	GmorB^27    ATCCACTTTCTCGAACAGATACTTTTTTCCATTCTCTGTCACTACTTCTAAGCCGCGGCCATTTGATTTTCTTTGCTCCCCATTATCATATACTTTGTTTTTCATGTATTTATTTCTACA
	GpasB^28    ATCCACTTTCTCGAACAGATACTTTTTTCCATTCTCTGTCACTACTTCTAAGCCGCGGCCATTTGATTTTCTTTGCTCCCCATTATCATATACTTTGTTTTTCATGTATTTATTTCTACA


18 120
	GecuC^1     TTCTAAATCCGGCAGATTTGATATCGCCCCTTTGTACAGGTTTGGTACGAATCCTCTAAACACTATTTTCTTTATTGGTCTATGTTCCAGACAACCATTTATATATTCTTGTAGAAATAT
	GecuP^4     TTCTAAATCCGGCAGATTTGATATCGCCCCTTTGTACAGGTTTGGTACGAATCCTCTAAACACTATTTTCTTTATTGGTCTATGTTCCAGACAACCATTTATATATTCTTGTAGAAATAT
	GecuP^5     TTCTAAATCCGGCAGATTTGATATCGCCCCTTTGTACAGGTTTGGTACGAATCCTCTAAACACTATTTTCTTTATTGGTCTATGTTCCAGRCAACCATTTATATATTCTTGTAGAAATAT
	GecuP^6      TTCTAAATCCGGCAGATTTGATATCGCCCCTTTGTACAGGTTTGGTACGAATCCTCTAAACACTATTTTCTTTATTGGTCTATGTTCCAGACAACCATTTATATATTCTTGTAGAAATAT
	GecuE^8      TTCTAAATCCGGCAGATTTGATATCGCCCCTTTGTACAGGTTTGGTACGAATCCTCTAAACACTATTTTCTTTATTGGTCTATGTTCCAGACAACCATTTATATATTCTTGTAGAAATAT
	GecuE^9       TTCTAAATCCGGCAGATTTGATATCGCCCCTTTGTACAGGTTTGGTACGAATCCTCTAAACACTATTTTCTTTATTGGTCTATGTTCCAGACAACCATTTATATATTCTTGTAGAAATAT
	GecuE^10       TTCTAAATCCGGCAGATTTGATATCGCCCCTTTGTACAGGTTTGGTACGAATCCTCTAAACACTATTTTCTTTATTGGTCTATGTTCCAGACAACCATTTATATATTCTTGTAGAAATAT
	GecuE^11      TTCTAAATCCGGCAGATTTGATATCGCCCCTTTGTACAGGTTTGGTACGAATCCTCTAAACACTATTTTCTTTATTGGTCTATGTTCCAGACAACCATTTATATATTCTTGTAGAAATAT
	GlicC^15     TTCTAAATCCGGCAGATTTGATATCGCCCCTTTGTACAGGTTTGGTACGAATCCTCTAAACACTATTTTCTTTATTGGTCTATGTTCCAGACAACCATTTATATATTCTTGTAGAAATAT
	GlicP^17      TTCTAAATCCGGCAGATTTGATATCGCCCCTTTGTACAGGTTTGGTACGAATCCTCTAAACACTATTTTCTTTATTGGTCTATGTTCCAGACAACCATTTATATATTCTTGTAGAAATAT
	GlicE^20      TTCTAAATCCGGCAGATTTGATATCGCCCCTTTGTACAGGTTTGGTACGAATCCTCTAAACACTATTTTCTTTATTGGTCTATGTTCCAGACAACCATTTATATATTCTTGTAGAAATAT
	GlicE^21      TTCTAAATCCGGCAGATTTGATATCGCCCCTTTGTACAGGTTTGGTACGAATCCTCTAAACACTATTTTCTTTATTGGTCTATGTTCCAGACAACCATTTATATATTCTTGTAGAAATAT
	GlicE^22       TTCTAAATCCGGCAGATTTGATATCGCCCCTTTGTACAGGTTTGGTACGAATCCTCTAAACACTATTTTCTTTATTGGTCTATGTTCCAGACAACCATTTATATATTCTTGTAGAAATAT
	GlicE^23       TTCTAAATCCGGCAGATTTGATATCGCCCCTTTGTACAGGTTTGGTACGAATCCTCTAAACACTATTTTCTTTATTGGTCTATGTTCCAGACAACCATTTATATATTCTTGTAGAAATAT
	GlicE^24      TTCTAAATCCGGCAGATTTGATATCGCCCCTTTGTACAGGTTTGGTACGAATCCTCTAAACACTATTTTCTTTATTGGTCTATGTTCCAGACAACCATTTATATATTCTTGTAGAAATAT
	GlicE^25      TTCTAAATCCGGCAGATTTGATATCGCCCCTTTGTACAGGTTTGGTACGAATCCTCTAAACACTATTTTCTTTATTGGTCTATGTTCCAGACAACCATTTATATATTCTTGTAGAAATAT
	GmorB^27    TTCTAAATCCGGCAGATTTGATATCGCCCCTTTGTACAGGTTTGGTACGAATCCTCTAAACACTATTTTCTTTATTGGTCTATGTTCCAGACAACCATTTATATATTCTTGTAGAAATAT
	GpasB^28    TTCTAAATCCGGCAGATTTGATATCGCCCCTTTGTACAGGTTTGGTACGAATCCTCTAAACACTATTTTCTTTATTGGTCTATGTTCCAGACAACCATTTATATATTCTTGTAGAAATAT


21 120
	GecuC^1     ATTCAAAGACATAATAGTGCAGATGTACGCTTTCAGATTATCTAACGAGCGAAAAAGAAAGCGATTTCCTGATAATTTACTATTCGCAATACTTCAAGGTTACGGCCTCAATAATTTTCC
	GecuP^4     ATTCAAAGACATAATARTGCAGATGTACGCTTTCAGATTATCTAACGAGCGAAAAAGAAAGCGATTTCCTGATAATTTACTATTCGCAATACTTCAAGGTTACGGCCTCAATAATTTTCC
	GecuP^5     ATTCAAAGACATAATAGTGCAGATGTACGCTTTCAGATTATCTAACGAGCGAAAAAGAAAGCGATTTCCTGATAATTTACTATTCGCAATACTTCAAGGTTACGGCCTCAATAATTTTCC
	GecuP^6      ATTCAAAGACATAATAGTGCAGATGTACGCTTTCAGATTATCTAACGAGCGAAAAAGAAAGCGATTTCCTGATAATTTACTATTCGCAATACTTCAAGGTTACGGCCTCAATAATTTTCC
	GecuP^7      ATTCAAAGACATAATAGTGCAGATGTACGCTTTCAGATTATCTAACGAGCGAAAAAGAAAGCGATTTCCTGATAATTTACTATTCGCAATACTTCAAGGTTACGGCCTCAATAATTTTCC
	GecuE^8      ATTCAAAGACATAATAATGCAGATGTACGCTTTCAGATTATCTAACGAGCGAAAAAGAAAGCGATTTCCTGATAATTTACTATTCGCAATACTKCAAGGTTACGGCCTCAATAATTTTCC
	GecuE^9       ATTCAAAGACATAATAGTGCAGATGTACGCTTTCAGATTATCTAACGAGCGAAAAAGAAAGCGATTTCCTGATAATTTACTATTCGCAATACTTCAAGGTTACGRCCTCAATAATTTTCC
	GecuE^10       ATTCAAAGACATAATAGTGCAGATGTACGCTTTCAGATTATCTAACGAGCGAAAAAGAAAGCGATTTCCTGATAATTTACTATTCGCAATACTTCAAGGTTACGGCCTCAATAATTTTCC
	GecuE^11       ATTCAAAGACATAATAGTGCAGATGTACGCTTTCAGATTATCTAACGAGCGAAAAAGAAAGCGATTTCCTGATAATTTACTATTCGCAATACTTCAAGGTTACGGCCTCAATAATTTTCC
	GecuE^12      ATTCAAAGACATAATAGTGCAGATGTACGCTTTCAGATTATCTAACGAGCGAAAAAGAAAGCGATTTCCTGATAATTTACTATTCGCAATACTTCAAGGTTACGGCCTCAATAATTTTCC
	GlicC^15     ATTCAAAGACATAATAGTGCAGATGTACGCTTTCAGATTATCTAACGAGCGAAAAAGAAAGCGATTTCCTGATAATTTACTATTCGCAATACTTCAAGGTTACGRCCTCAATAATTTTCC
	GlicP^17      ATTCAAAGACATAATAGTGCAGATGTACGCTTTCAGATTATCTAACGAGCGAAAAAGAAAGCGATTTCCTGATAATTTACTATTCGCAATACTTCAAGGTTACGGCCTCAATAATTTTCC
	GlicP^18      ATTCAAAGACATAATAGTGCAGATGTACGCTTTCAGATTATCTAACGAGCGAAAAAGAAAGCGATTTCCTGATAATTTACTATTCGCAATACTTCAAGGTTACGGCCTCAATAATTTTCC
	GlicE^20      ATTCAAAGACATAATAGTGCAGATGTACGCTTTCAGATTATCTAACGAGCGAAAAAGAAAGCGATTTCCTGATAATTTACTATTCGCAATACTTCAAGGTTACGGCCTCAATAATTTTCC
	GlicE^21      ATTCAAAGACATAATAGTGCAGATGTACGCTTTCAGATTATCTAACGAGCGAAAAAGAAAGCGATTTCCTGATAATTTACTATTCGCAATACTTCAAGGTTACGGCCTCAATAATTTTCC
	GlicE^22       ATTCAAAGACATAATAGTGCAGATGTACGCTTTCAGATTATCTAACGAGCGAAAAAGAAAGCGATTTCCTGATAATTTACTATTCGCAATACTTCAAGGTTACGGCCTCAATAATTTTCC
	GlicE^23       ATTCAAAGACATAATAGTGCAGATGTACGCTTTCAGATTATCTAACGAGCGAAAAAGAAAGCGATTTCCTGATAATTTACTATTCGCAATACTTCAAGGTTACGRCCTCAATAATTTTCC
	GlicE^24      ATTCAAAGACATAATAGTGCAGATGTACGCTTTCAGATTATCTAACGAGCGAAAAAGAAAGCGATTTCCTGATAATTTACTATTCGCAATACTTCAAGGTTACGGCCTCAATAATTTTCC
	GlicE^25      ATTCAAAGACATAATAGTGCAGATGTACGCTTTCAGATTATCTAACGAGCGAAAAAGAAAGCGATTTCCTGATAATTTACTATTCGCAATACTTCAAGGTTACGGCCTCAATMATTTTCC
	GmorB^27    ATTCAAAGACATAATAGTGCAGATGTACGCTTTCAGATTATCTAACGAGCGAAAAAGAAAGCGATTTCCTGATAATTTACTATTCGCAATACTTCAAGGTTACGGCCTCAATAATTTTCC
	GpasB^28    ATTCAAAGACATAATAGTGCAGATGTACGCTTTCAGATTATCTAACGAGCGAAAAAGAAAGCGATTTCCTGATAATTTACTATTCGCAATACTTCAAGGTTACGGCCTCAATAATTTTCC


19 120
	GecuC^1     AGTACGTAATTAGAAGAGTAGTATCCTTCTCGGAATTTCTATTATGTGGATGCCGTGAATGCTTCAAATTCTGGTCTCTGGATTCTTACTTCGTTCTTCGGGATCCTCATTCATCTTGCT
	GecuP^4     AGTACGTAATTAGAAGAGTAGTATCCTTCTCGGAATTTCTATTATGTGGATGCCGTGAATGCTTCAAATTCTGGTCTCTGGATTCTTACTTCGTTCTTCGGGATCCTCATTCATCTTGCT
	GecuP^5     AGTACGTAATTAGAAGAGTAGTATCCTTCTCGGAATTNCTATTATGTGGATGCCGTGAATGCTTCAAATTCTGGTCTCTGGATTCTTACTTCGTTCTTCGGGATCCTCATTCNTCTTGCT
	GecuP^6      AGTACGTAATTAGAAGAGTAGTATCCTTCTCGGAATTTCTATTATGTGGATGCCGTGAATGCTTCAAATTCTGGTCTCTGGATTCTTACTTCGTTCTTCGGRATCCTCATTCATCTTGCT
	GecuP^7      AGTACGTAATTAGAAGAGTAGTATCCTTCTCGGAATTTCTATTATGTGGATGCCGTGAATGCTTCAAATTCTGGTCTCTGGATTCTTACTTCGTTCTTCGGGATCCTCATTCATCTTGCT
	GecuE^8      AGTACGTAATTAGAAGAGTAGTATCCTTCTAGGAATTTCTATTATGTGGATGCCGTGAATGCTTCAAATTCTGGTCTCTGGATTCTTACTTCGTTCTTCGGAATCCTCATTCATCTTGCT
	GecuE^9       AGTACGTAATTAGAAGAGTAGTATCCTTCTCGGAATTTCTATTATGTGGATGCCGTGAATGCTTCAAATTCTGGTCTCTGGATTCTTACTTCGTTCTTCGGGATCCTCATTCATCTTGCT
	GecuE^10       AGTACGTAATTAGAAGAGTAGTATCCTTCTCGGAATTTCTATTATGTGGATGCCGTGAATGCTTCAAATTCTGGTCTCTAGATTCTTACTTCGTTCTTCGGGATCCTCATTCATCTTGCT
	GlicC^15     AGTACGTAATTAGAAGAGTAGTATCCTTCTCGGAATTTCTATTATGTGGATGCCGTGAATGCTTCAAATTCTGGTCTCTGGATTCTTACTTCGTTCTTCGGNATCCTCATTCATCTTGCT
	GlicP^17      AGTACGTAATTAGAAGAGTAGTATCCTTCTCGGAATTTCTATTATGTGGATGCCGTGAATGCTTCAAATTCTGGTCTCTGGATTCTTACTTCGTTCTTCGGNATCCTCATTCATCTTGCT
	GlicP^18      AGTACGTAATTAGAAGAGTAGTATCCTTCTCGGAATTTCTATTATGTGGATGCCGTGAATGCTTCAAATTCTGGTCTCTGGATTCTTACTTCGTTCTTCGGRATCCTCATTCATCTTGCT
	GlicE^20      AGTACGTAATTAGAAGAGTAGTATCCTTCTCGGAATTTCTANTATGTGGATGCCGTGAATGCTTCAAATTCTGGTCTCTGGATTCTTACTTCGTTCTTCGGRATCCTCATTCATCTTGCT
	GlicE^21      AGTACGTAATTAGAAGAGTAGTATCCTTCTCGGAATTTCTATTATGTGGATGCCGTGAATRCTTCAAATTCTGGTCTCTGGATTCTTACTTCGTTCTTCGGGATCCTCATTCATCTTGCT
	GlicE^22       AGTACGTAATTAGAAGAGTAGTATCCTTCTCGGAATTTCTATTATGTGGATGCCGTGAATGCTTCAAATTCTGGTCTCTGGATTCTTACTTCGTTCTTCGGRATCCTCATTCATCTTGCT
	GlicE^23       AGTACGTAATTAGAAGAGTAGTATCCTTCTCGGAATTTCTATTATGTGGATGCCGTGAATGCTTCAAATTCTGGTCTCTGGATTCTTACTTCGTTCTTCGGRATCCTCATTCATCTTGCT
	GlicE^24      AGTACGTAATTAGAAGAGTAGTATCCTTCTCGGAATTTCTATTATGTGGATGCCGTGAATGCTTCAAATTCTGGTCTCTGGATTCTTACTTCGTTCTTCGGAATCCTCATTCATCTTGCT
	GlicE^25      AGTACGTAATTAGAAGAGTAGTATCCTTCTCGGAATTTCTATTATGTGGATGCCGTGAATGCTTCAAATTCTGGTCTCTGGATTCTTACTTCGTTCTTCGGRATCCTCATTCATCTTGCT
	GmorB^27    AGTACGTAATTAGAAGAGTAGTATCCTTCTCGGAATTTCTATTATGTGGATGCCGTGAATGCTTCAAATTCTGGTCTCTGGATTCTTACTTCGTTCTTCGGGATCCTCATTCATCTTGCT
	GpasB^28    AGTACGTAATTAGAAGAGTAGTATCCTTCTCGGAATTTCTATTATGTGGATGCCGTGAATGCTTCAAATTCTGGTCTCTGGATTCTTACTTCGTTCTTCGGGATCCTCATTCATCTTGCT


20 120
	GecuC^1     AGATTCTTTAGCGGAAATCTCYACCGAAAAAAGGTATACTATTTGACACAATTGTAGCAATCTGTGATACAATTTACAGTAAAATAGTCTCCAGGCGTAGCTTGTAGTGCTTTYTATCAA
	GecuP^4     AGATTCTTTAGCGGAAATCTCCACCGAAAAAAGGTATACTATTTGACACAATTGTAGCAATCTGTGATACAATTTACAGTAAAATAGTCTCCAGGCGTAGCTTGTAGTGCTTTYTATCAA
	GecuP^5     AGATTCTTTAGCGGAAATCTCCACCGAAAAAAGGTATACTATTTGACACAATTGTAGCAATCTGTGATACAATTTACAGTAAAATAGTCTCCAGGCGTAGCTTGTAGTGCTTTTTATCAA
	GecuP^6      AGATTCTTTAGCGGAAATCTCCACCGAAAAAAGGTATACTATTTGACACAATTGTAGCAATCTGTGATACAATTTACAGTAAAATAGTCTCCAGGCGTAGCTTGTAGTGCTTTTTATCAA
	GecuP^7      AGATTCTTTAGCGGAAATCTCCACCGAAAAAAGGTATACTATTTGACACAATTGTAGCAATCTGTGATACAATTTACAGTAAAATAGTCTCCAGGCGTAGCTTGTAGTGCTTTTTATCAA
	GecuE^8      AGATTCTTTAGCGGAAATCTCCACCGAAAAAAGGTATACTATTTGACACAATTGTAGCAATCTGTGATACAATTTACAGTAAAATAGTCTCCAGGCGTAGCTTGTAGTGCTTTYTATCAA
	GecuE^9       AGATTCTTTAGCGGAAATCTCCACCGAAAAAAGGTATACTATTTGACACAATTGTAGCAATCTGTGATACAATTTACAGTAAAATAGTCTCCAGGCGTAGCTTGTAGTGCTTTTTATCAA
	GecuE^10       AGATTCTTTAGCGGAAATCTCCACCGAAAAAAGGTATACTATTTGACACAATTGTAGCAATCTGTGATACAATTTACAGTAAAATAGTCTCCAGGCGTAGCTTGTAGTGCTTTTTATCAA
	GecuE^11      AGATTCTTTAGCGGAAATCTCCACCGAAAAAAGGTATACTATTTGACACAATTGTAGCAATCTGTGATACAATTTACAGTAAAATAGTCTCCAGGCGTAGCTTGTAGTGCTTTTTATCAA
	GlicC^15     AGATTCTTTAGCGGAAATCTCCACCGAAAAAAGGTATACTATTTGACACAATTGTAGCAATCTGTGATACAATTTACAGTAAAATAGTCTCCAGGCGTAGCTTGTAGTGCTTTTTATCAA
	GlicP^17      AGATTCTTTAGCGGAAATCTCCACCGAAAAAAGGTATACTATTTGACACAATTGTAGCAATCTGTGATACAATTTACAGTAAAATAGTCTCCAGGCGTAGCTTGTAGTGCTTTTTATCAA
	GlicE^20      AGATTCTTTAGCGGAAATCTCCACCGAAAAAAAGTATACTATTTGACACAATTGTAGCAATCTGTGATACAATTTACAGTAAAATAGTCTCCAGGCGTAGCTTGTAGTGCTTTTTATCAA
	GlicE^21      AGATTCTTTAGCGGAAATCTCCACCGAAAAAAGGTATACTATTTGACACAATTGTAGCAATCTGTGATACAATTTACAGTAAAATAGTCTCCAGGCGTAGCTTGTAGTGCTTTTTATCAA
	GlicE^22       AGATTCTTTAGCGGAAATCTCCACCGAAAAAAGGTATACTATTTGACACAATTGTAGCAATCTGTGATACAATTTACAGTAAAATAGTCTCCAGGCGTAGCTTGTAGTGCTTTTTATCAA
	GlicE^23       AGATTCTTTAGCGGAAATCTCCACCGAAAAAAGGTATACTATTTGACACAATTGTAGCAATCTGTGATACAATTTACAGTAAAATAGTCTCCAGGCGTAGCTTGTAGTGCTTTTTATCAA
	GlicE^24      AGATTCTTTAGCGGAAATCTCCACCGAAAAAAGGTATACTATTTGACACAATTGTAGCAATCTGTGATACAATTTACAGTAAAATAGTCTCCAGGCGTAGCTTGTAGTGCTTTTTATCAA
	GlicE^25      AGATTCTTTAGCGGAAAWCTCCACCGAAAAAAGGTATACTATTTGACACAATTGTAGCAATCTGTGATACAATTTACAGTAAAATAGTCTCCAGGCGTAGCTTGTAGTGCTTTTTATCAA
	GmorB^27    AGATTCTTTAGCGGAAATCTCCACCGAAAAAAGGTATACTATTTGACACAATTGTAGCAATCTGTGATACAATTTACAGTAAAATAGTCTCCAGGCGTAGCTTGTAGTGCTTTTTATCAA
	GpasB^28    AGATTCTTTAGCGGAAATCTCCACCGAAAAAAGGTATACTATTTGACACAATTGTAGCAATCTGTGATACAATTTACAGTAAAATAGTCTCCAGGCGTAGCTTGTAGTGCTTTTTATCAA
	GpasB^29    AGATTCTTTAGCGGAAATCTCCACCGAAAAAAGGTATACTATTTGACACAATTGTAGCAATCTGTGATACAATTTACAGTAAAATAGTCTCCAGGCGTAGCTTGTAGTGCTTTTTATCAA


18 120
	GecuC^1     TATGAAATCAAAGAACATTTTAGCAGAACGRTTTATGATTTATGGTTAGCTTTGAACTAATGAGTGTAATGAGTAATGAGAATGARATTGC-AAAAGAATCAAAAATAGCTAGAGATGTC
	GecuP^4     TATGAAATCAAAGAACATTTTAGCAGAACGATTTATGATTTATGGTTAGCTTTGAACTAATGAGTGTAATGAGTAATGAGAATGAGATTGC-AAAAGAATCAAAAATAGCTAGAGATGTC
	GecuP^5     TATGAAATCAAAGAACATTTTAGCAGAACGATTTATGATTTATGGTTAGCTTTGAACTAATGAGTGTAATGAGTAATGAGAATGAGATTGC-AAAAGAATCAAAAATAGCTAGAGATGTC
	GecuP^6      TATGAAATCAAAGAACATTTTAGCAGAACGATTTATGATTTATGGTTAGCTTTGAACTAATGAGTGTAATGAGTAATGAGAATGAGATTGC-AAAAGAATCAAAAATAGCTAGAGATGTC
	GecuE^8      TATGAAATCAAAGAACATTTTAGCAGAACGATTTATGATTTATGGTTAGCTTTGAACTAATGAGTGTAATGAGTAATGAGAATGAGATTGC-AAAAGAATCAAAAATAGCTAGAGATGTC
	GecuE^9       TATGAAATCAAAGAACATTTTAGCAGAACGRTTTATGATTTATGGTTAGCTTTGAACTAATGAGTGTAATGAGTAATGAGAATGARATTGC-AAAAGAATCAAAAATAGCTAGAGATGTC
	GecuE^10       TATGAAATCAAAGAACATTTTAGCAGAACGATTTATGATTTATGGTTAGCTTTGAACTAATGAGTGTAATGAGTAATGAGAATGAGATTGC-AAAAGAATCAAAAATAGCTAGAGATGTC
	GlicC^15     TATGAAATCAAAGAACATTTTAGCAGAACGATTTATGATTTATGGTTAG-TTTGAACTAATGAGTNTAATGAGTAATGAGAATGAGATTGC-AAAAGAATCAAAAATAGCTAGAGATGTC
	GlicP^17      TATGAAATCAAAGAACATTTTAGCAGAACGGTTTATGATTTATGGTTAGCTTTGAACTAATGAGTGTAATGAGTAATSWGAATGAGATTGC-AAAAGAATCAAAAATAGCTAGAGATGTC
	GlicP^18      TATGAAATCAAAGAACATTTTAGCAGAACGGTTTATGATTTATGGTTAGCTTTGAACTAATGAGTGTAATGAGTAATGAGAATGAGATTGC-AAAAGAATCAAAAATAGSTAGAGATGTC
	GlicE^20      TATGAAATCAAAGAACATTTTAGCAGAACGGTTTATGATTTATGGTTAGCTTTGAACTAATGAGTGTAATGAGTAATGAGAATGAGATTGC-AAAAGAATCAAAAATAGCTAGAGATGTC
	GlicE^21      TATGAAATCAAAGAACATTTTAGCAGAACGRTTTATGATTTATGGTTAGCTTTGAACTAATGAGTRTAATGAGTAATSWGAATGAGATTGCAAAAAGAATCAAAAATAGCTAGAGATGTC
	GlicE^22       TATGAAATCAAAGAACATTTTAGCAGAACGGTTTATGATTTATGGTTAGCTTTGAACTAATGAGTGTAATGAGTAATSWGAATGAGATTGCAAAAAGAATCAAAAATAGCTAGAGATGTC
	GlicE^23       TATGAAATCAAAGAACATTTTAGCAGAACGRTTTATGATTTATGGTTAGCTTTGAACTAATGAGTGTAATGAGTAATSWGAATGAGATTGCAAAAAGAATCAAAAATAGCTAGAGATGTC
	GlicE^24      TATGAAATCAAAGAACATTTTAGCAGAACGRTTTATKATTTATGGTTAGCTTTGAACTAATGAGTGTAATGAGTAATSWGAATGAGATTGCAAAAAGAATCAAAAATAGCTAGAGATGTC
	GlicE^25      TATGAAATCAAAGAACATTTTAGCAGAACGRTTTATGATTTATGGTTAGCTTTGAACTAATGAGTGTAATGAGTAATSWGAATGAGATTGCAAAAAGAATCAAAAATAGCTAGAGATGTC
	GmorB^27    TATGAAATCAAAGAACATTTTAGCAGAACGRTTTATGATTTATGGTTAGCTTTGAACTAATGAGTGTAATGAGTAATGAGAATGAGATTGC-AAAAGAATCAAAAATAGCTAGAGATGTC
	GpasB^28    TATGAAATCAAAGAACATTTTAGCAGAACGATTTATGATTTATGGTTAGCTTTGAACTAATGAGTGTAATGAGTAATGAGAATGAGATTGC-AAAAGAATCAAAAATAGCTAGAGATGTC


19 120
	GecuC^1     AAAGAGGAGTTTAGACGAGCAAACGAAACATAAGAAGTGTGGTTATATCTACTAAAGTAACGAGGCACAATAAAAGGAAGCCGTGACAATAAATCGGGAGAATCAATATTGTCGTGCACT
	GecuP^4     ARAGAGGAGTTTAGACGAGCAAACGAAACATAAGAAGTGTGGTTATATCTACTAAAGTAACGAGGCACAATAAAAGGAAGCCGTGACAATAAATCGGGAGAATCAATATTGTCGTGCACT
	GecuP^5     ARAGAGGAGTTTAGACSAGCAAACGAAACATAAGAAGTGTGGTTATATCTACTAAAGTAACGAGGCACAATAAAAGGAAGCCGTGACAATAAATCGGGAGAATCAATATTGTCGTGCACT
	GecuP^6      AGAGAGGAGTTTAGACGAGCAAACGAAACATAAGAAGTGTGGTTATATCTACTAAAGTAACGAGGCACAATAAAAGGAAGCCGTGACAATAAATCGGGAGAATCAATATTGTCGTGCACT
	GecuP^7      ANAGAGGAGTTTAGACGAGCAAACGAAACATAAGAAGTGTGGTTATATCTACTAAAGTAACGAGGCACAATAAAAGGAAGCCGTGACAATAAATCGGGAGAATCAATATTGTCGTGCACT
	GecuE^8      AAAGAGGAGTTTAGACGAGCAAACGAAACATAAGAAGTGTGGTTATATCTACTAAAGTAACGAGGCACAATAAAAGGAAGCCGTGACAATAAATCGGGAGAATCAATATTGTCGTGCACT
	GecuE^9       AAAGAGGAGTTTAGACGAGCAAACGAAACATAAGAAGTGTGGTTATATCTACTAAAGTAACGAGGCACAATAAAAGGAAGCCGTGACAATAAATCGGGAGAATCAATATTGTCGTGCACT
	GecuE^10      AAAGAGGAGTTTAGACGAGCAAACGAAACATAAGAAGTGTGGTTATATCTACTAAAGTAACGAGGCACAATAAAAGGAAGCCGTGACAATAAATCGGGARAATCAATATTGTCGTGCACT
	GlicC^15     AAAGAGGAGTTTAGACGAGCAAACGAAACATAAGAAGTGTGGTTATATCYACTAAAGTAACGAGGCACAATAAAAGGAAGCCGTGACAATAAATCGGGAGAATCAATATTGTCGTGCACT
	GlicP^17      AAAGAGGAGTTTAGACGAGCAAACGAAACATAAGAAGTGTGGTTATATCCACTAAAGTAACGAGGCACAATAAAAGGAAGCCGTGACAATAAATCGGGAGAATCAATATTGTCGTGCACT
	GlicE^20      AAAGAGGAGTTTAGACGAGCAAACGAAACATAAGAAGTGTGGTTATATCTACTAAAGTAACGAGGCACAATAAAAGGAAGCCGTTACAATAAATCGGGAGAATCAATATTGTCGTGCACT
	GlicE^21      AAAGAGGAGTTTAGACGAGCAAACGAAACATAAGAAGTGTGGTTATATCYACTAAAGTAACGAGGCACAATAAAAGGAAGCCGTKACAATAAATCGGGAGAATCAATATTGTCGTGCACT
	GlicE^22      AAAGAGGAGTTTAGACGAGCAAACGAAACATAAGAAGTGTGGTTATATCCACTAAAGTAACGAGGCACAATAAAAGGAAGCCGTGACAATAAATCGGGAGAATCAATATTGTCGTGCACT
	GlicE^23       AAAGAGGAGTTTAGACGAGCAAACGAAACATAAGAAGTGTGGTTATATCTACTAAAGTAACGAGGCACAATAAAAGGAAGCCGTGACAATAAATCGGGAGAATCAATATTGTCGTGCACT
	GlicE^24       AAAGAGGAGTTTAGACGAGCAAACGAAACATAAGAAGTGTGGTTATATCYACTAAAGTAACGAGGCACAATAAAAGGAAGCCGTKACAATAAATCGGGAGAATCAATATTGTCGTGCACT
	GlicE^25      AAAGAGGAGTTTAGACGAGCAAACGAAACATAAGAAGTGTGGTTATATCYACTAAAGTAACGAGGCACAATAAAAGGAAGCCGTGACAATAAATCGGGAGAATCAATATTGTCGTGCACT
	GlicE^26      AAAGAGGAGTTTAGACGAGCAAACGAAACATAAGAAGTGTGGTTATATCYACTAAAGTAACGAGGCACAATAAAAGGAAGCCGTKACAATAAATCGGGAGAATCAATATTGTCGTGCACT
	GmorB^27    AAAGAGGAGTTTAGACGAGCAAACGAAACATAAGAAGTGTGGTTATATCTACTAAAGTAACGAGGCACAATAAAAGGAAGCCGTKACAATAAATCGGGAGAATCAATATTGTCGTGCACT
	GpasB^28    AAAGAGGAGTTTAGACGAGCAAACGAAACATAAGAAGTGTGGTTATATCTACTAAAGTAACGAGGCACAATAAAAGGAAGCCGTGACAATAAATCGGGAGAATCAATATTGTCGTGCACT


17 120
	GecuC^1     AAGTAAAATTTCAGGANAATTATTTTTTTATACCATACATTTTTATAGTCTTGAAATAAAAATATTTGCTTGCATAGATTGTTGTAAGAAAATCTATNTTCTTGATGCAAGAAACCATNT
	GecuP^4     AAGTAAAATTTCAGGAGAATTATTTTTTTATACCATACACTTTTATAGTCTTGAAATAAAAATATTTGCTTGCATAGATTGTTGTAAGAAAATCTATTTTCTTGATGCAAGAAACCATTT
	GecuP^5      AAGTAAAATTTCAGGAGAATTATTTTTTTATACCATACATTTTTATAGTCTTGAAATAAAAATATTTGCTTGCATAGATTGTTGTAAGAAAATCKATTTTCTTGATGCAAGAAACCATTT
	GecuP^6      AAGTAAAATTTCAGGAGAATTATTTTTGTATACCATACATTTTTATAGTCTTGAAATAAAAATATTTGCTTGCATAGATTGTTGTAAGAAAATCTATTTTCTTGATGCAAGAAACCATTT
	GecuE^8      AAGTAAAATTTCAGGAGAATTATTTTTTTATACCATACATTTTTATAGTCTTGAAATAAAAATATTTGCTTGCATAGATTGTTGTAAGAAAATCTATTTTCTTGATGCAAGAAACCATTT
	GecuE^9       AAGTAAAATTTCAGGAGAATTA-TTTTTTATACCATACATTTTTATAGNCTTGAAATAAAAATATTTGCTTGCATAGATTGTTGTAAGAANATCTATTTTCTTGATGCAAGAAACCATTT
	GecuE^10       AAGTAAAATTTCAGGAGAATTATTTTTTTATACCATACATTTTTATAGWCTTGAAATAAAAATATTTGCTTGCATAGATTGTTGTAAGAAAATCTATTTTCTTGATGCAAGAAACCATTT
	GecuE^11      AAGTAAAATTTCAGGAGAATTATTTTTTTATACCATACAYTTTTATAGTCTTGAAATAAAAATATTTGCTTGCATAGATTGTTGTAAGAAAATCTATTTTCTTGATGCAAGAAACCATTT
	GlicC^15     AAGTAAAATTTCAGGRGAATTATTTTTTTATACCATACATTTTTATAGTCTTGAAATAAAAATATTTGCTTGCATAGATTGTTGTAAGAAAATCTATTTTCTTGATGCAAGAAACCATTT
	GlicP^17      AARTAAAATTTCAGGAGAATTA-TTTTTTATACCATACAYTTTTATAGTCTTGAAATAAAAATATTTGCTTGCATAGATTGTTGTAAGAAAATCTATTTTCTTGATGCAAGAAACCATTT
	GlicE^20      AAGTAAAATTTCAGGAGAATTA-TTTTTTATACCATACATTTTTATAGTCTTGAAATAAAAATATTTGCTTGCATAGATTGTTGTAAGAAAATCTATTTTCTTGATGCAAGAAACCATTT
	GlicE^21      AARTAAAATTTCAGGAGAATTA-TTTTTTATACCATACA-TTTTNTAGTCTTGAAATAAAAATATTTGCTTGCATAGATTGTTGTAAGAAAATCTATTTTCTTGATGCAAGAAACCATTT
	GlicE^22       AAGTAAAATTTCAGGAGAATTATTTTTKTATACCATACATTTTTATAGTCTTGAAATAAAAATATTTGCTTGCATAGATTGTTGTAAGAAAATCTATTTTCTTGATGCAAGAAACCATTT
	GlicE^23       AAGTAAAATTTCAGGAGAATTATTTTTTTATACCATACATTTTTATAGTCTTGAAATAAAAATATTTGCTTGCATAGATTGTTGTAAGAAAATCTATTTTCTTGATGCAAGAAACCATTT
	GlicE^24      AAGTAAAATTTCAGGAGAATTATTTTTTTATACCATACATTTTTATAGTCTTGAAATAAAAATATTTGCTTGCATAGATTGTTGTAAGAAAATCTATTTTCTTGATGCAAGAAACCATTT
	GmorB^27    AAGTAAAATTTCAGGAGAATTATTTTTTTATACCATACATTTTTATAGTCTTGAAATAAAAATATTTGCTTGCATAGATTGTTGTAAGAAAATCTATTTTCTTGATGCAAGAAACCATTT
	GpasB^28    AAGTAAAATTTCAGGAGAATTATTTTTTTATACCATACATTTTTATAGTCTTGAAATAAAAATATTTGCTTGCATAGATTGTTGTAAGAAAATCTATTTTCTTGATGCAAGAAACCATTT


21 120
	GecuC^1     GATATATAGGGTCCGAGGAAGGGGGGATTCTAAAAGTGCTTTTAGTGGKGATTTTATTTATTTAGGTTTGTAGTTCAAGTGGTAGATGTGGGGTAATGGAATTTGTTGCTGGCAATAATA
	GecuP^4     GATATATAGGGYCCGAGGAAGGGGGGATTCTAAAAGTGCTTTTAGTGGKGATTTTATTTATTTAGGTTTGTAGTTCAAGTGGTAGATGTGGGGTAATGGAATTTGTTGCTGGCAATAATA
	GecuP^5     GATATATAGGGTCCGAGGAAGGGGGGATTCTAAAAGTGCTTTTAGTGGGGATTTTATTTATTTAGGTTTGTAGTTCAAGTGGTAGATGTGGGGTAATGGAATTTGTTGCTGGCAATAATA
	GecuP^6      GATATATAGGGTCCGAGGAAGGGGGGATTCTAAAAGTGCTTTTAGTGGGGATTTTATTTATTTAGGTTTGTAGTTCAAGTGGTAGATGTGGGGTAATGGAATTTGTTGCTGGCAATAATA
	GecuP^7      GATATATAGGGTCCGAGGAAGGGGGGGTTCTAAAAGTGCTTTTAGTGGGGATTTTATTTATTTAGGTTTGTAGTTCAAGTCATAGATGTGGGGTAATGGAATTTGTTGCTGGCAATAATA
	GecuE^8      GATATATAGGGTCCGAGGAAGGGGGGATTCTAAAAGTGCTTTTAGTGGGGATTTTATTTATTTAGGTTTGTAGTTCAAGTGGTAGATGTGGGGTAATGGAATTTGTTGCTGGCAATAATA
	GecuE^9       GATATATAGGGTCCGAGGAAGGGGGGATTCTAAAAGTGCTTTTAGTGGGGATTTTATTTATTTAGGTTTGTAGTTCAAGTGGTAGATGTGGGGTAATGGAATTTGTTGCTGGCAATAATA
	GecuE^10       GATATATAGGGTCCGAGGAAGGGGGGATTCTAAAAGTGCTTTTAGTGGGGATTTTATTTATTTAGGTTTGTAGTTCAAGTGGTAGATGTGGGGTAATGGAATTTGTTGCTGGCAATAATA
	GecuE^11       GATATATAGGGTCCGAGGAAGGGGGGATTCTAAAAGTGCTTTTAGTGGGGATTTTATTTATTTAGGTTTGTAGTTCAAGTGGTAGATGTGGGGTAATGGAATTTGTTGCTGGCAATAATA
	GecuE^12      GATATATAGGGTCCGAGGAAGGGGGGRTTCTAAAAGTGCTTTTAGTRGGGATTTTATTTATTTAGGTTTGTAGTTCAAGTGGTAGATGTGGGGTAATGGAATTTGTTGCTGGCAATAATA
	GlicC^15     GATATATAGGGTCCGAGGAAGGGGGGATTCTAAAAGTGCTTTTAGTGGGGATTTTATTTATTTAGGTTTGTAGTWCAAGTGGTAGATGTGGGGTAATGGAATTTGTTGCTGGCAATAATA
	GlicP^17      GATATATAGGGTCCGAGGAAGGGGGGATTCTAAAAGTGCTTTTAGTGGGGATTTTATTTATTTAGGTTTGTAGTTCAAGTGGTAGATGTGGGGTAATGGAATTTGTTGCTGGCAATAATA
	GlicE^20      GATATATAGGGTCCGAGGAAGGGGGGATTCTAAAAGTGCTTTTAGTGGGGATTTTATTTATTTAGGTTTGTAGTTCAAGTGGTAGATGTGGGG-AATGGAMTTTGTTGCTGGCAATAATA
	GlicE^21      GATATATAGGGTCCGAGGAAGGGGGGATTCTAAAAGTGCTTTTAGTGGGGATTTTATTTATTTAGGTTTGTAGTTCAAGTGGTAGATGTGGGGTAATGGAATTTGTTGCTGGCAATAATA
	GlicE^22      GATATATAGGGTCCGAGGAAGGGGGGATTCTAAAAGTGCTTTTAGTGGGGATTTTATTTATTTAGGTTTGTAGTTCAAGTGGTAGATGTGGGGTAATGGAATTTGTTGCTGGCAATAATA
	GlicE^23       GATATATAGGGTCCGAGGAAGGGGGGATTCTAAAAGTGCTTTTAGTGGGGATTTTATTTATTTAGGTTTGTAGTTCAAGTGGTAGATGTGGGGTAATGGAATTTGTTGCTGGCAATAATA
	GlicE^24       GATATATAGGGTCCGAGGAARGGGGGATTCTAAAAGTGCTTTTAGTGGGGATTTTATTTATTTAGRTTTGTAGTTCAAGTGGTAGATGTGGGGTAATGGAATTTGTTGCTGGCAATAATA
	GlicE^25      GATATATAGGGTCCGAGGAAGGGGGGATTCTAAAAGTGCTTTTAGTGGGGATTTTATTTATTTAGGTTTGTAGTTCAAGTGGTAGATGTGGGGTAATGGAATTTGTTGCTGGCAATAATA
	GlicE^26      GATATATAGGGTCCGAGGAAGGGGGGATTCTAAAAGTGCTTTTAGTGGGGATTTTATTTATTTAGGTTTGTAGTWCAAGTGGTAGATGTGGGGTAATGGAATTTGTTGCTGGCAATAATA
	GmorB^27    GATATATAGGGTCCGAGGAAGGGGGGATTCTAAAAGTGCTTTTAGTGGGGATTTTATTTATTTAGGTTTGTAGTTCAAGTGGTAGATGTGGGGTAATGGAATTTGTTGCTGGCAATAATA
	GpasB^28    GATATATAGGGTCCGAGGAAGGGGGGATTCTAAAAGTGCTTTTAGTGGGGATTTTATTTATTTAGGTTTGTAGTTCAAGTGGTAGATGTGGGGTAATGGAATTTGTTGCTGGCAATAATA


22 120
	GecuC^1     GTATAAAACTAGAGGTTTCAAATCAACTGAACAAATAATACATTTTTCTGATAGCTCTTTTGGAGTTGTATATTTCCCTATGAAAGAATCTGCTTTGGCTGTATTGACTATATTCTCTAA
	GecuP^4     GTATAAAACTAGAGGTTTCAAATCAACTGAACAAATAATACATTTTTCTGATAGCTCTTTTGGAGTTGTATATTTCCCTATGAAAGAATCTGCTTTGGCTGTATTGRCTATATTCTCTAA
	GecuP^5     GTATAAAACTAGAGGTTTCAAATCAACTGAACAAATAATACATTTTTCTGATAGCTCTTTTGGAGTTGTATATTTCCCTATGAAAGAATCTGCTTTGGCTGTATTGACTATATTCTCTAA
	GecuP^6      GTATAAAACTAGAGGTTTCAAATCAACTGAACAAATAATACATTTTTCTGATAGCTCTTTTGGAGTTGTATATTTCCCTATGAAAGAATCTGCTTTGGCTGTATTGACTATATTCTCTAA
	GecuP^7      GTATAAAACTAGAGGTTTCAAATCAACTGAACAAATAATACATTTTTCTGATAGCTCTTTTGGAGTTGTATATTTYCCTATGAAAGAATCTGCTTTGGCTGTATTGRCTATATTCTCTAA
	GecuE^8      GTATAAAACTAGAGGTTTCAAATCAACTGAACAAATAATACATTTTTCTGATAGCTCTTTTGGAGTTGTATATTTCCCTATGAAAGAATCTGCTTTGGCTGTATTGACTATATTCTCTAA
	GecuE^9       GTATAAAACTAGAGGTTTCAAATCAACTGAACAAATAATACATTTTTCTGATAGCTCTTTTGGAGTTGTATATTTCCCTATGAAAGAATCTGCTTTGGCTGTATTGACTATATTCTCTAA
	GecuE^10       GTATAAAACTAGAGGTTTCAAATCAACTGAACAAATAATACATTTTTCTGATAGCTCTTTTGGAGTTGTATATTTYCCTATGAAAGAATCTGCTTTGGCTGTATTGRCTATATTCTCTAA
	GecuE^11      GTATAAAACTAGAGGTTTCAAATCAACTGAACAAATAATACATTTTTCTGATAGCTCTTTTGGAGTTGTATATTTCCCTATGAAAGAATCTGCTTTGGCTGTATTGACTATATTCTCTAA
	GlicC^15     GTATAAAACTAGAGGTTTCAAATCAACTGAACAAATAATACATTTTTCTGATAGCTCTTTTGGAGTTGTATATTTCCCTATGAAAGAATCTGCTTTGGCTGTATTGACTATATTCTCTAA
	GlicC^16     GTATAAAACTAGAGGTTTCAAATCAACTGAACAAATAATACATTTTTCTGATARCTCTTTTGGAGTTGTATATTTCCCTATGAAAGAATCTGCTTTGGCTGTATTGACTATATTCTCTAA
	GlicP^17      GTATAAAACTAGAGGTTTCAAATCAACTGAACNAATAATACATTTTTCTGATARCTCTTTTGGAGTTGTATATTTCCCTATGAAAGAATCTGCTTTGGCTGTATTGACTATATTCTCTAA
	GlicP^18      GTATAAAACTAGAGGTTTCAAATCAACTGAACAAATAATACATTTTTCTGATAGCTCTTTTGGAGTTGTATATTTCCCTATGAAAGAATCTGCTTTGGCTGTATTGRCTATATTCTCTAA
	GlicE^20      GTATAAAACTAGAGGTTTCAAATCAACTGAACAAATAATACATTTTTCTGATARCTCTTTTGGAGTTGTATATTTCCCTATGAAAGAATCTGCTTTGGCTGTATTGACTATATTCTCTAA
	GlicE^21      GTATAAAACTAGAGGTTTCAAATCAACTGAACAAATAATACATTTTTCTGATARCTCTTTTGGAGTTGTATATTTCCCTATGAAAGAATCTGCTTTGGCTGTATTGACTATATTCTCTAA
	GlicE^22       GTATAAAACTAGAGGTTTCAAATCAACTGAACAAATAATACATTTTTCTGATAGCTCTTTTGGAGTTGTATATTTCCCTATGAAAGAATCTGCTTTGGCTGTATTGACTATATTCTCTAA
	GlicE^23       GTATAAAACTAGAGGTTTCAAATCAACTGAACAAATAATACATTTTTCTGATARCTCTTTTGGAGTTGTATATTTCCCTATGAAAGAATCTGCTTTGGCTGTATTGACTATATTCTCTAA
	GlicE^24      GTATAAAACTAGAGGTTTCAAATCAACTGAACAAATAATACATTTTTCTGATAGCTCTTTTGGAGTTGTATATTTCCCTATGAAAGAATCTGCTTTGGCTGTATTGACTATATTCTCTAA
	GlicE^25      GTATAAAACTAGAGGTTTCAAATCAACTGAACAAATAATACATTTTTCTGATAGCTCTTTTGGAGTTGTATATTTCCCTATGAAAGAATCTGCTTTGGCTGTATTGRCTATATTCTCTAA
	GmorB^27    GTATAAAACTAGAGGTTTCAAATCAACTGAACAAATAATACATTTTTCTGATAGCTCTTTTGGAGTTGTATATTTCCCTATGAAAGAATCTGCTTTGGCTGTATTGACTATATTCTCTAA
	GpasB^28    GTATAAAACTAGAGGTTTCAAATCAACTGAACAAATAATACATTTTTCTGATAGCTCTTTTGGAGTTGTATATTTCCCTATGAAAGAATCTGCTTTGGCTGTATTGRCTATATTCTCTAA
	GpasB^29    GTATAAAACTAGAGGTTTCAAATCAACTGAASAAATAATACATTTTTCTGATAGCTCTTTTGGAGTTGTATATTTCCCTATGAAAGAATCTGCTTTGGCTGTATTGACTATATTCTCTAA


16 120
	GecuC^1     ACATCGATTTTCGTTATGCTTCCATAGATNTTATTACACAATTNGCTCATTTCTTTTGGGATTGCTTAGTAATTGGGGTTTATACAACGTCGATAACAACAATTTTATTATATCC-TTTT
	GecuP^4     ACATCRGTTTTCGTTATGCTTCCATAGATTTTATTACACAATTCGYTCATTTCTTTTGGGATTGCTTAGTAATTGGGGTTTATACAACGTCGATAACAACAATTTTATTATATCC-TTTT
	GecuP^5     ACATCGGTTTTCGTTATGCTTCCATAGATTTTATTACACAATTCGCTCATTTCTTTTGGGATTGCTTAGTAATTGGGGTTTATACAACGTCGATAACAACAATTTTATTATATCC-TTTT
	GecuP^6      ACATCRRTTTTCGTTAYGCTTCCATAGATTTTATTACACAATTCGCTCATTTCTTTTGGGATTGCTTAGTAATTGGGGTTTATACAACGTCGATAACAACAATTTTATTATATCC-TTTT
	GecuE^8      ACATCGGTTTTCGTTATGCTTCCATAGATTTTATTACACAATTCGCTCATTTCTTTTGGGATTGCTTAGTAATTGGGGTTTATRCAACGTCGATAACAACAATTTTATTATATCC-TTTT
	GecuE^9       ACATCGGTTTTCGTTATGCTTCCATAGATTTTAYTACACAATTCGCTCATTTCTTTTGGGATTGCTTAGTAATTGGGGTTTATACAACGTCGATAACAACRATTTTATTATATCC-TTTT
	GecuE^10       ACATCRGTTTTCGTTATGCTTCCATAGATTTTATTACACAATTCGCTCATTTCTTTTGGGATTGCTTAGTAATTGGGGTTTATACAACGTCGATAACAACAATTTTATTATATCC-TTTT
	GlicC^15     ACATCGGTTTTCGTTATGCTTCCATAGATTTTATTACACAATTCGCTCATTTCTTTTGGGATTGCTTAGTAATTAGGGTTTATACAACGTCGATAACAACAATTTTATTATATCC-TTTT
	GlicP^17      ACATCGGTTTTCGTTATGCTTCCATAGATATTATTACACAATTCGCTCATTTCTTTTGGGATTGCTTAGTAATTGGGGTTTATACAACGTCGATAACAACAATTTTATTATATCC-TTTT
	GlicE^20      ACATCGGTTTTCGTTATGCTTCCATAGATTTTATTACACAATTCGCTCATTTCTTTTGGGATTGCTTAGTAATTRGGGTTTATACAACGTCGATAACAACAATTTTATTATATCC-TTTT
	GlicE^21       ACATCGGTTTTCGTTATGCTTCCATAGATTTTATTACACAATTCGCTCATTTCTTTTGGGATTGCTTAGTAATTGGGGTTTATACAACGTCGATAACAACAATTTTATTATATCC-TTTT
	GlicE^22       ACATCGGTTTTCGTTATGCTTCCATAGATWTTATTACACAATTCGCTCATTTCTTTTGGGATTGCTTAGTAATTRGGGTTTATACAACGTCGATAACAACAATTTTATTATATCC-TTTT
	GlicE^23      ACATCGRTTTTCGTTATGCTTCCATAGATWTTATTACACAATTCGCTCATTTCTTTTGGGATTGCTTAGTAATTGGGGTTTATACAACGTCGATAACAACAATTTTATTATATCC-TTTT
	GlicE^24      ACATCGGTTTTCGTTACGCTTCCATAGATTTTATTACACAATTCGCTCATTTCTTTTGGGATTGCTTAGTAATTGGGGTTTATACAACGTCGATAACAACAATTTTATTATATTCYTTTT
	GmorB^27    ACATCGGTTTTCGTTAYGCTTCCATAGATTTTATTACACAATTCGCTCATTTCTTTTGGGATTGCTTMGTAATTGGGGTTTATACAACGTCGATAACAACAATTTTATTATATCC-TTTT
	GpasB^28    ACATCGGTTTTCGTTATGCTTCCATAGATTTTATTACACAATTCGCTCATTTCTTTTGGGATTGCTTAGTAATTGGGGTTTATACAACGTCGATAACAACAATTTTATTATATCC-TTTT


18 120
	GecuC^1     GGATTTGGCGACGACGACGCTAAGTATTTCCGCCGTASGAAGCGAACTTTGAGCTCTCTATACCATTCACAAAGGATGCTGACGTGGAGTTTGTCTCGTAAATAGTGGGAAAAGAAGGAT
	GecuP^4     GGATTTGGCGACGACGACGCTAAGTATTTCCGCCGTACGAAGCGAACTTTGAGCTCTCTATACCATTCACAAAGGATGCTGACGTGGAGTTTGTCTCGTAAATAGTGGGAAAAGAAGRAT
	GecuP^5      GGATTTGGCGACGACGACGCTAAGTATTTCCGCCGTACGAAGCGAACTTTGAGCTCTCTATACCATTCACAAAGGATGCTGACGTGGAGTTTGTCTCGTAAATAGTGGGAAAAGAAGNAT
	GecuE^8      GGATTTGGCGACGACGACGCTAAGTATTTCCGCCGTACGAAGCGAACTTTGAGCTCTCTATACCATTCACAAAGGATGCTGACGTGGAGTTTGTCTCGTAAATAGTGGGAAAAGAAGAAT
	GecuE^9       GGATTTGGCGACGACGACGCTAAGTATTTCCGCCGTACGAAGCGAACTTTGAGCTCTATATACCATTCACAAAGGATGCTGACGTGGAGTTTGTCTCGTAAATAGTGGGAAAAGAAGAAT
	GecuE^10       GGATTTGGCGACGACGACGCTAAGTATTTCCGCCGTACGAAGCGAACTTTGAGCTCTCTATACCATTCACAAAGGATGCTGACGTGGAGTTTGTCTCGTAAATAGTGGGAAAAGAAGAAT
	GecuE^11       GGATTTGGCGACGACGACGCTAAGTATTTCCGCCGTACGAAGCGAACTTTGAGCTCTCTATACCATTCACAAAGGATGCTGACGTGGAGTTTGTCTCGTAAATAGTGGGAAAAGAAGRAT
	GecuE^12      GGATTTGGCGACGACGACGCTAAGTATTTCCGCCGTACGAAGCGAACTTTGAGCTCTCTATACCATTCACAAAGGATGCTGACGTGGAGTTTGTCTCGTAAATAGTGGGAAAAGAAGGAT
	GlicC^15     GGATTTGGCGACGACGACGCTAAGTATTTCCGCCGTACGAAGCGAACTTTGAGCTCTCTATACCATTCACAAAGGATGCTGACGTGGAGTTTGTCTCGTAAATAGTGGGAAAAGAAGAAT
	GlicP^17      GGATTTGGCGACGACGACGCTAAGTATTTCCGCCGTACGAAGCGAACTTTGAGCTCTCTATACCATTCACAAAGGATGCTGACGTGGAGTTTGTCTCGTAAATAGTGGGAAAAGAAGGAT
	GlicE^20      GGATTTGGCGACGACGACGCTAAGTATTTCCGCCGTACGAAGCGAACTTTGAGCTCTCTATACCATTCACAAAGGATGCTGACGTGGAGTTTGTCTCGTAAATAGTGGGAAAAGAAGAAT
	GlicE^21      GGATTTGGCGACGACGACGCTAAGTATTTCCGCCGTACGAAGCGAACTTTGAGCTCTCTATACCATTCACAAAGGATGCTGACGTGGAGTTTGTCTCGTAAATAGTGGGAAAAGAAGAAT
	GlicE^22       GGATTTGGCGACGACGACGCTAAGTATTTCCGCCGTACGAAGCGAACTTTGAGCTCTCTATACCATTCACAAAGGATGCTGACGTGGAGTTTGTCTCGTAAATAGTGGGAAAAGAAGRAT
	GlicE^23       GGATTTGGCGACGACGACGCTAAGTATTTCCGCCGTACGAAGCGAACTTTGAGCTCTCTATACCATTCACAAAGGATGCTGACGTGGAGTTTGTCTCGTAAATAGTGGGAAAAGAAGAAT
	GlicE^24      GGATTTGGCGACGACGACGCTAAGTATTTCCGCCGTACGAAGCGAACTTTGAGCTCTCTATACCATTCACAAAGGATGCTGACGTGGAGTTTGTCTCGTAAATAGTGGGAAAAGAAGRAT
	GlicE^25      GGATTTGGCGACGACGACGCTAAGTATTTCCGCCGTACGAAGCGAACTTTGAGCTCTCTATACCATTCACAAAGGATGCTGACGTGGAGTTTGTCTCGTAAATAGTGGGAAAAGAAGAAT
	GmorB^27    GGATTTGGCGACGACGACGCTAAGTATTTCCGCCGTACGAAGCGAACTTTGAGCTCTCTATACCATTCACAAAGGATGCTGACGTGAAGTTTGTCTCGTAAATAGTGGGAAAAGAAGAAT
	GpasB^28    GGATTTGGCGACGACGACGCTAAGTATTTCCGCCGTACGAAGCGAACTTTGAGCTCTCTATACCATTCACAAAGGATGCTGACGTGGAGTTTGTCTCGTAAATAGTGGGAAAAGAAGAAT


17 120
	GecuC^1     TTATTTTATTTCCAGTATCGTTCTCAGCTGATTTTATAAACTCCAAMATTTTAGATTTTACCTCTGTCTTGTGTTTCAGGAAGTACACACATCTATAATGCGATAAATNGTCCTTGAGAA
	GecuP^4     TTATTTTANTTCCAGTATCGTTCTCAGCTGATTTTATAAACTCCAANATTTTAGATTTTACCTCTGTCTTGTGTTTCAGGAAGTACACACATCTATAATGCGATAAATNGTCCTTGAGAA
	GecuP^5     TTATTTTATTTCCAGTATCGTTCTCAGCTGATTTTATAAACTCCAAAATTTTAGATTTTACCTCTGTCTTGTGTTTCAGGAAGTACACACATCTATAATGCGATAAATCGTCCTTGAGAA
	GecuP^6      TTATTTTATTTCCAGTATCGTTCTCAGCTGATTTTATAAACTCCAAMATTTTAGATTTTACCTCTGTCTTGTGTTTCAGGAAGTACACACATCTATAATGCGATAAATNGTCCTTGAGAA
	GecuE^8      TTATTTTATTTCCAGTATCGTTCTCAGCTGATTTTATAAACTCCAAAATTTTAGATTTTACCTCTGTCTTGTGTTTCAGGAAGTACACACATCTATAATGCGATAAATCGTCCTTGAGAA
	GecuE^9       TTATTTTATTTCCAGTATCGTTCTCAGCTGATTTTATAAACTCCAAAATTTTAGATTTTACCTCTGTCTTGTGTTTCAGGAAGTACACACATCTATAATGCGATAAATCGTCCTTGAGAA
	GecuE^10       TTATTTTATTTCCAGTATCGTTCTCAGCTGATTTTATAAACTCCAANATTTTAGATTTTACCTCTGTCTTGTGTTTCAGGAAGTACACACATCTATAATGCGATAAATNGTCCTTGAGAA
	GecuE^11      TTATTTTATTTCCAGTATCGTTCTCAGCTGATTTTATAAACTCCAAMATTTTAGATTTTACCTCTGTCTTGTGTTTCAGGAAGTACACACATCTATAATGCGATAAATMGTCCTTGAGAA
	GecuE^12      TTATTTTATTTCCAGTATCGTTCTCAGCTGATTTTATAAACTCCAAAATTTTAGATTTTACCTCTGTCTTGTGTTTCAGGAAGTACACACATCTATAATGCGATAAATCGTCCTTGAGAA
	GlicC^15     TTATTTTATTTCCANTATCNTTCTCAGCTGATTTTATAAA-TCCAAAATTTTAGATTTTACCTCTGTCTTGTGTTTCAGGAAGTACACACATCTATAATGNGATAAATCGTCCTTGAGAA
	GlicP^17      TTATTTTATTTCCAKTATCRTTCTCAGCTGATTTTATAAACTCCAAAATNTTAGATTTTACCTCTGTCTTGTGTTTCAGGAAGTACACACATCTATAATGYGATAAATCGTCCTTGAGAA
	GlicE^20      TTATTTTATTTCCAGTATCGTTCTCAGCTGATTTTATAAACTCCAAAATTTTAGATTTKACCTCTGTCTTGTGTTTCAGGAAGTACACACATCTATAATGCGATAAATCGTCCTTGAGAA
	GlicE^21       TTATTTTATTTCCAKTATCRTTCTCAGCTGATTTTATAAACTCCAAAATTTTAGATTTTACCTCTGTCTTGTGTTTCAGGAAGTACACACATCTATAATGYGATAAATCGTCCTTGAGAA
	GlicE^22      TTATTTTATTTCCANTATCNTTCTCAGCTGATTTTATAAACTCCAAAATTTTAGATTTTACCTCTGTCTTGTGTTTCAGGAAGTACACACATCTATAATGNGATAAATCGTCCTTGAGAA
	GmorB^27    TTATTTTATTTCCAGTATCGTTCTCAGCTGATTTTATAAACTCCAAAATTTTAGATTTTACCTCTGTCTTGTGTTTCAGGAAGTACACACATCTATAATGCGATAAATCGTCCTTGAGAA
	GpasB^28    TTATTTTATTTCCAGTATCGTTCTCAGCTGATTTTATAAACTCCAAMATTTTAGATTTTACCTCTGTCTTGTGTTTCAGGAAGTACACACATCTATAATGCGATAAATCGTCCTTGAGAA
	GpasB^29    TTATTTTATTTCCAKTATCRTTCTCAGCTGATTTTATAAACTCCAANATTTTAGATTTTACCTCTGTCTTGTGTTTCAGGAAGTACACACATCTATAATGYGATAAATNGTCCTTGAGAA


18 120
	GecuC^1     GGAGAGTACATAATCTCTTTCAGGTTGGGACTTGTCGCCGTGAATGGAAATTGCTGAGTAACCTTCGCGTCTAACACACTTAGTAATATCATCAACCTTCTTTTTAGTTTCAACGAAAAT
	GecuP^4     GGAGAGTACATAATCTCTTTCAGGTTGGGACTTGTCGCCGTGAATGGAAATTGCTGAGTAACCTTCGCGTCTAACACACTTAGTAATATCATCAACCTTCTTTTTAGTTTCAACGAAAAT
	GecuP^5     GGAGAGTACATAATCTCTTTCAGGTTGGGACTTGTCGCCGTGAATGGAAATTGCTGAGTAACCTTCGCGTCTAACACACTTAGTAATATCATCAACCTTCTTTTTAGTTTCAACGAAAAT
	GecuP^6      GGAGAGTACATAATCTCTTTCAGGTTGGGACTTGTCGCCGTGAATGGAAATTGCYGAGTAACCTTCGCGTCTAACACACTTAGTAATATCATCAACCTTCTTTTTAGTTTCAACGAAAAT
	GecuP^7      GGAGAGTACATAATCTCTTTCAGGTTGGGACTTGTCGCCGTGAATGGAAATTGCTGAGTAACCTTCGCGTCTAACACACTTAGTAATATCATCAACCTTCTTTTTAGTTTCAACGAAAAT
	GecuE^8      GGAGAGTACATAATCTCTTTCAGGTTGGGACTTGTCGCCGTGAATGGAAATTGCYGAGTAACCTTCGCGTCTAACACACTTAGTAATATCATCAACCTTCTTTTTAGTTTCAACGAAAAT
	GecuE^9       GGAGAGTACATAATCTCTTTCAGGTTGGGACTTGTCGCCGTGAATGGAAATTGCTGAGTAACCTTCGCGTCTAACACACTTAGTAATATCATCAACCTTCTTTTTAGTTTCAACGAAAAT
	GecuE^10       GGAGAGTACATAATCTCTTTCAGGTTGGGACTTGTCGCCGTGAATGGAAATTGCTGAGTAACCTTCGCGTCTAACACACTTAGTAATATCATCAACCTTCTTTTTAGTTTCAACGAAAAT
	GlicC^15     GGAGAGTACATAATCTCTTTCAGGTTGGGACTTGTCGCCGTGAATGGAAATTGCTGAGTAACCTTCGCGTCTAACACACTTAGTAATATCATCAACCTTCTTTTTAGTTTCAACGAAAAT
	GlicP^17      GGAGAGTACATAATCTCTTTCAGGTTGGGACTTGTCGCCGTGAATGGAAATTGCTGAGTAACCTTCGCGTCTAACACACTTAGTAATATCATCAACCTTCTTTTTAGTTTCAACGAAAAT
	GlicE^20      GGAGAGTACATAATCTCTTTCAGGTTGGGACTTRTCGCCGTGAATGGAAATTGCTGAGTAACCTTCGCGTCTAACACACTTAGTAATATCATCAACCTTCTTTTTAGTTTCAACGAAAAT
	GlicE^21      GGAGAGTACATAATCTCTTTCAGGTTGGGACTTGTCGCCGTGAATGGAAATTGCTGAGTAACCTTCGCGTCTAACACACTTAGTAATATCATCAACCTTCTTTTTAGTTTCAACGAAAAT
	GlicE^22       GGAGAGTACATAATCTCTTTCAGGTTGGGACTTRTCGCCGTGAATGGAAATTGCTGAGTAACCTTCGCGTCTAACACACTTAGTAATATCATCAACCTTCTTTTTAGTTTCAACGAAAAT
	GlicE^23       GGAGAGTACATAATCTCTTTCAGGTTGGGACTTGTCGCCGTGAATGGAAATTGCTGAGTAACCTTCGCGTCTAACACACTTAGTAATATCATCAACCTTCTTTTTAGTTTCAACGAAAAT
	GlicE^24      GGAGAGTACATAATCTCTTTCAGGTTGGGACTTNTCGCCGTGAATGGAAATTGCTGAGTAACCTTCGCGTCTAACACACTTAGTAATATCATCAACCTTCTTTTTAGTTTCAACGAAAAT
	GlicE^25      GGAGAGTACATAATCTCTTTCAGGTTGGGACTTGTCGCCGTGAATGGAAATTGCTGAGTAACCTTCGCGTCTAACACACTTAGTAATATCATCAACCTTCTTTTTAGTTTCAACGAAAAT
	GmorB^27    GGAGAGTACATAATCTCTTTCAGGTTGGGACTTGTCGCCGTGAATGGAAATTGCTGAGTAACCTTCGCGTCTAACACACTTAGTAATATCATCAACCTTCTTTTTAGTTTCAACGAAAAT
	GpasB^28    GGAGAGTACATAATCTCTTTCAGGTTGGGACTTGTCGCCGTGAATGGAAATTGCTGAGTAACCTTCGCGTCTAACACACTTAGTAATATCATCAACCTTCTTTTTAGTTTCAACGAAAAT


19 120
	GecuC^1     TTTGCAAGTCAACCGTATTTCGGTGGNAGGACGGCATATGGAGATGCGTCCTATGYGTCGAATCTGTATGTGATAGTTCTTGGATGACCGACGATACGCATTTTTTGGGAAATGGGGGTA
	GecuP^4     TTTGCAAGTCAACCGTATTTCGGTGGTAGGACGGCATATGGAGATGCGTMCTATGTGTCGAATCTGTATGTGATAGTTCTTGGATGACCGACGATACGCATTTTTTGGGAAATGGGGRTA
	GecuP^5      TTTGCAAGTCAACCGTATTTCGGTGGTAGGACGGCATATGGAGATGCGTCCTATGTGTCGAATCTGTATGTGATAGTTCTTGGATGACCGACGATACGCATTTTTTGGGAAATGGGGRTA
	GecuP^6      TTTGCAAGTCAACCGTATTTCGGTGGTAGGACGGCATATGGAGATGCGTCCTATGTGTCGAATCTGTATGTGATAGTTCTTGGATGACCGACGATACGC-TTTTTTGGGAAATGGGGGTA
	GecuE^8      TTTGCAMGTCAACCGTATTTCGGTRGTAGGACGGCATATGGAGATGCGTCCTATGTGTCGAATCTGTATGTGATAGTTCTTGGATGACCGACRATACGCATTTTTTGGGAAATGGGGGTA
	GecuE^9       TTTGCAMGTCAACCGTATTTCGGTRGTAGGACGGCATATGGAGATGCGTCCTATGTGTCGAATCTGTATGTGATAGTTCTTGGATGACCGACRATACGCATTTTTTGGGAAATGGGGGTA
	GecuE^10       TTTGCAMGTCAACCGTATTTCGGTRGTAGGACGGCATATGGAGATGCGTCCTATGTGTCGAATCTGTATGTGATAGTTCTTGGATGACCGACRATACGCATTTTTTGGGAAATGGGGGTA
	GecuE^11      TTTGCAAGTCAACCGTATTTCGGTGGTAGGACGGCATATGGAGATGCGTCCTATGTGTCGAATCTGTATGTGATAGTTCTTGGATGACCGACGATACGCATTTTTTGGGAAATGGGGGTA
	GlicC^15     TTTGCAAGTCAACCGTATTTCGGTGGTAGGACGGCATATGGAGATGCGTCCTATGTGTCGAATCTGTATGTGATAGTTCTTGGATGACCGACGATACGCATTTTTTGGGAAATGGGGGTA
	GlicP^17      TTTGCAAGTCAACCGTATTTCGGTGGTAGGACGGCATATGGAGATGCGTCCTATGTGTCGAATCTGTATGTGATAGTTCTTGGATGACCGACGATACGCATTTTTTGGGAAATGGGGGTA
	GlicE^20      TTTGCAAGTCAACCGTATTTCGGTGGTAGGACGGCATATGGAGATGCGTCCTATGTGTCGAATCTGTATGTGATAGTTCTTGGATGACCGACGATACGCATTTTTTGGGAAATGGGGGTA
	GlicE^21      TTTGCAAGTCAACCGTATTTCGGTGGTAGGACGGCATATGGAGATGCGTCCTATGTGTCGAATCTGTATGTGATAGTTCTTGGATGACCGACGATACGCATTTTTTGGGAAATGGGGGTA
	GlicE^22      TTTGCAAGTCAACCGTATTTCGGTGGTAGGACGGCATATGGAGATGCGTMCTATGTGTCGAATCTGTATGTGATAGTTCTTGGATGACCGACGATACGCATTTTTTGGGAAATGGGGRTA
	GlicE^23       TTTGCAAGTCAACCGTATTTCGGTGGTAGGACGGCATATGGAGATGCGTCCTATGTGTCGAATCTGTATGTGATAGTTCTTGGATGACCGACGATACGCATTTTTTGGGAAATGGGGGTA
	GlicE^24       TTTGCAAGTCAACCGTATTTCGGTGGTAGGACGGCATATGGAGATGCGTCCTATGTGTCGAATCTGTATGTGATAGTTCTTGGATGACCGACGATACGCATTTTTTGGGAAATGGGGGTA
	GlicE^25      TTTGCAAGTCAACCGTATTTCGGTGGTAGGACGGCATATGGAGATGCGTACTATGTGTCGAATCTGTATGTGATAGTTCTTGGATGACCGACGATACGCATTTTTTGGGAAATGGGGATA
	GmorB^27    TTTGCAAGTCAACCGTATTTCGGTGGTAGGACGGCATATAGAGATGCGTCCTATGTGTCGAATCTGTATGTGATAGTTCTTGGATGACCGACGATACGCATTTTTTGGGAAATGGGGGTA
	GpasB^28    TTTGCAAGTCAACCGTATTTCGGTGGTAGGACGGCATATGGAGATGCGTACTATGTGTCGAATCTGTATGTGATAGTTCTTGGATGACCGACGATACGCATTTTTTGGGAAATGGGGATA
	GpasB^29    TTTGCAAGTCAACCGTATTTCGGTGGTAGGACGGCATATGGAGATGCGTACTATGTGTCGAATCTGTATGTGATAGTTCTTGGATGACCGACGATACGCATTTTTTGGGAAATGGGGATA


18 120
	GecuC^1     ACCGCCTGAGGTCGCTCGTGTCGTGTTGTGCCGCTTGTTGTTCCAGCTTCGTTCGCCGAACAAAGCATGCAGTTCTGGAAGCGCGGGGGAAGCCCGTATATCGTAGGGCGTGCGGCGAGG
	GecuP^4     ACCGCCTGAGGTCGCTCGTGTCGTGTTGTGCCGCTTGTTGTTCCAGCTTCGTTCGCCGAACAAAGCATGCAGTTCTGGAAGCGCGGGGGAAGCCCGTATATCGTAGGGCGTGCGGCGAGG
	GecuE^8      ACCGCCTGAGGTCGCTCGTGTCGTGTTGTGCCGCTTGTTGTTCCAGCTTCGTTCGCCGAACAAAGCATGCAGTTCTGGAAGCGCGGGGGAAGCCCGTATATCGTAGGGCGTGCGGCGAGG
	GecuE^9       ACCGCCTGAGGTCGCTCGTGTCGTGTTGTGCSGCTTGTTGTTCYAGCTTCGTTCGCCGAACAAAGCATGCAGTTCTGGAAGCGCGGRGGAAGCCCGTATATCGTAGGGCGTGCGGCGAGG
	GecuE^10       ACCGCCTGAGGTCGCTCGTGTCGTGTTGTGCCGCTTGTTGTTCYAGCTTCGTTCGCCGAACAAAGCATGCAGTTCTGGAAGCGCGGGGGAAGCCCGTATATCGTAGGGCGTGCGGCGAGG
	GecuE^11      ACCGCCTGAGGTCGCTCGTGTCGTGTTGTGCCGCTTGTTGTTCCAGCTTCGTTCGCCGAACAAAGCATGCAGTTCTGGAAGCGCGGGGGAAGCCCGTATATCGT-GGGCGTGCGGCGAGG
	GlicC^15     ACCGCCTGAGGTCGCTCGTGTCGTGTTGTGCCGCTTGTTGTTCCAGCTTCGTTCGCCGAACAAAGCATGCAGTTCTGGAAGCGCGGGGGAAGCCCGTATATCGTAGGGCGTGCGGCGAKG
	GlicP^17      ACCGCCTGAGGTCGCTCGTGTCGTGTTGTGCCGCTTGTTGTTCCAGCTTCGTTCGCCGAACAAAGCATGCAGTTCTGGAAGCGCGGGGGAAGCCCGTATATCGTRGGGCGTGCGGCGAGG
	GlicE^20      ACCGCCTGAGGTCGCTCGTGTCGTGTTGTGCCGCTTGTTGTTCCAGCTTCGTTCGCCGAACAAAGCATGCAGTTCTGGAAGCGCGGGGGAAGCCCGTATATCGTAGGGCGTGCGGCGAGG
	GlicE^21      ACCGCCTGAGGTCGCTCGTGTCGTGTTGTGCCGCTTGTTGTTCCAGCTTCGTTCGCCGAACAAAGCATGCAGTTCTGGAAGCGCGGGGGAAGCCCGTATATCGTAGGGCGTGCGGCGAGG
	GlicE^22      ACCGCCTGAGGTCGCTCGTGTCGTGTTGTGCCGCTTGTTGTTCCAGCTTCGTTCGCCGAACAAAGCATGCAGTTCTGGAAGCGCGGGGGAAGCCCGTATATCGTAGGGCGTGCGGCGWGG
	GlicE^23       ACCGCCTGAGGTCGCTCGTGTCGTGTTGTGCCGCTTGTTGTTCCAGCTTCGTTCGCCGAACAAAGCATGCAGTTCTGGAAGCGCGGGGGAAGCCCGTATATCGTAGGGCGTGCGGCGAGG
	GlicE^24       ACCGCCTGAGGTCGCTCGTGTCGTGTTGTGCCGCTTGTTGTTCCAGCTTCGTTCGCCGAACAAAGCATGCAGTTCTGGAAGCGCGGGGGAAGCCCGTATATCGTAGGGCGTGCGGCGWGG
	GlicE^25      ACCGCCTGAGGTCGCTCGTGTCGTGTTGTGCCGCTTGTTGTTCCAGCTTCGTTCGCCGAACAAAGCATGCAGTTCTGGAAGCGCGGGGGAAGCCCGTATATCGTAGGGCGTGCGGCGAGG
	GlicE^26      ACCGCCTGAGGTCGCTCGTGTCGTGTTGTGCCGCTTGTTGTTCCAGCTTCGTTCGCCGAACAAAGCATGCAGTTCTGGAAGCGCGGGGGAAGCCCGTATATCGTAGGGCGTGCGGCGWGG
	GmorB^27    ACCGCCTGAGGTCGCTCGTGTCGTGTTGTGCCGCTTGTTGTTCCAGCTTCGTTCGCCGAACAAAGCATGCAGTTCTGGAAGCGCGGGGGAAGCCCGTATATCGTAGGGCGTGCGGCGAGG
	GpasB^28    ACCGCCTGAGGTCGCTCGTGTCGTGTTGTGCCGCTTGTTGTTCCAGCTTCGTTCGCCGAACAAAGCATGCAGTTCTGGAAGCGCGGGGGAAGCCCGTATATCGTAGGGCGTGCGGCGAGG
	GpasB^29    ACCGCCTGAGGTCGCTCGTGTCGTGTTGTGCCGCTTGTTGTTCCAGCTTCGTTCGCCGAACAAAGCATGCAGTTCTGGAAGCGCGGGGGAAGCCCGTATATCGTAGGGCGTGCGGCGAGG


17 120
	GecuC^1     AAGATCAACGAATGTTGTTGAGCTAGCTGAAATATCGAGTAATGCCTGTACTTTATTAGAAAGGCTGAATGTATGACAAAGCTGAATGTCGTCAGCATACATAGAGATCTTACAGGTTTT
	GecuP^4     AAGATCAACGAATGTTGTTGAGCTAGCTGAAATATCGAGTAATGCCTGTACTTTATTAGAAAGGCTGAATGTATGACAAAGCTGAATGTCGTCAGCATACATAGAGATCTTACAGGTTTT
	GecuE^8      AAGATCAACGAATGTTGTTGAGCTAGCTGAAATATCGAGTAATGCCTGTACTTTATTAGAAAGGCTGAATGTATGACAAAGCTGAATGTCGTCAGCATACATAGAGATCTTACAGGTTTT
	GecuE^9       AAGATCAACGAATGTTGTTGAGCTAGCTGAAATATCGAGTAATGCCTGTACTTTATTAGAAAGGCTGAATGTATGACAAAGCTGAATGTCGTCAGCATACATAGAGATCTTACAGGTTTT
	GecuE^10       AAGATCAACGAATGTTGTTGAGCTAGCTGAAATATCGAGTAATGCCTGTACTTTATTAGAAAGGCTGAATGTATGACAAAGCTGAATGTCGTCAGCATACATAGAGATCTTACAGGTTTT
	GecuE^11      AAGATCAACGAATGTTGTTGAGCTAGCTGAAATATCGAGTAATGCCTGTACTTTATTAGAAAGGCTGAATGTATGACAAAGCTGAATGTCGTCAGCATACATAGAGATCTTACAGGTTTT
	GlicC^15     AAGATCAACGAATGTTGTTGAGCTAGCTGAAATATCGAGTAATGCCTGTACTTTATTAGAAAGGCTGAATGTATGACAAAGCTGAATGTCGTCAGCATACATARAGATCTYACAGGTTTT
	GlicP^17      AAGATCAACGAATGTTGTTGAGCTAGCTGAAATATCGAGTAATGCCTGTACTTTATTAGAAAGGCTGAATGTATGACAAAGCTGAATGTCGTCAGCATACATAGAGATCTTACAGGTTTT
	GlicE^20      AAGATCAACGAATGTTGTTGAGCTAGCTGAAATATCGAGTAATGCCTGTACTTTATTAGAAAGGCTGAATGTATGACAAAGCTGAATGTCGTCAGCATACATAGAGATCTTACAGGTTTT
	GlicE^21      AAGATCAACGAATGTTGTTGAGCTAGCTGAAATATCGAGTAATGCCTGTACTTTATTAGAAAGGCTGAATGTATGACAAAGCTGAATGTCGTCAGCATACATAGAGATCTYACAGGTTTT
	GlicE^22      AAGATCAACGAATGTTGTTGAGCTAGCTGAAATATCGAGTAATGCCTGTACTTTATTAGAAAGGCTGAATGTATGACAAAGCTGAATGTCGTCAGCATACATARAGATCTTACAGGTTTT
	GlicE^23       AAGATCAACGAATGTTGTTGAGCTAGCTGAAATATCGAGTAAYGCCTGTACTTTATTAGAAAGGCTGAATGTATGACAAAGCTGAATGTCGTCAGCATACATAGAGATCTTACAGGTTTT
	GlicE^24       AAGATCAACGAATGTTGTTGAGCTAGCTGAAATATCGAGTAATGCCTGTACTTTATTAGAAAGGCTGAATGTATGACAAAGCTGAATGTCGTCAGCATACATAGAGATCTCACAGGTTTT
	GlicE^25      AAGATCAACGAATGTTGTTGAGCTAGCTGAAATATCGAGTAATGCCTGTACTTTATTAGAAAGGCTGAATGTATGACAAAGCTGAATGTCGTCAGCATACATARAGATCTTACAGGTTTT
	GmorB^27    AAGATCAACGAATGTTGTTGAGCTAGCTGAAATATCGAGTAATGCCTGTACTTTATTAGAAAGGCTGAATGTATGACAAAGCTGAATGTCGTCAGCATACATAGAGATCTTACAGGTTTT
	GpasB^28    AAGATCAACGAATGTTGTTGAGCTAGCTGAAATATCGAGTAATGCCTGTACTTTATTAGAAAGGCTGAATGTATGACAAAGCTGAATGTCGTCAGCATACATAGAGATCTTACAGGTTTT
	GpasB^29    AAGATCAACGAATGTTGTTGAGCTAGCTGAAATATCGAGTAATGCCTGTACTTTATTAGAAAGGCTGAATGTATGACAAAGCTGAATGTYGTCAGCATACATAGAGATCTTACAGGTTTT


22 120
	GecuC^1     GTGCGCGTCTTCCTGCCGTCCGGGAATCAGATTTCGACAGACCATGCGCAGCTTATTGTAGATCAGAAACGGTCGGATCGAGTTGGTGTTGCGTTGTTGCGAGTCTTGAAGCGTCTTTCT
	GecuP^4     GTGCGCGTCTTCCTGCCGTCCGGGAATCAGATTTCGACAGACCATGCGCAGCTTATTGTAGATCAGAAACGGTCGGATCGAGTTGGTGTTGCGTTGTTGCGAGTCTTGAAGCGTCTTTCT
	GecuP^5     GTGCGCGTCTTCCTGCCGKCCGGGAATCAGATTTCGACAGACCATGCGCAGCTTATTGTAGATCAGAAACGGTCGGATCGAGTTGGTGTTGCGTTGTTGCGAGTCTTGAAGCGTCTTTCT
	GecuP^6      GTGCGCGTCTTCCTGCCGTCCGGGAATCAGATTTCGACAGACCATGCGCAGCTTATTGTAGATCAGAAACGGTCGGATCGAGTTGGTGTTGCGTTGTTGCGAGTCTTGAAGCGTCTTTCT
	GecuP^7      GTGCGCGTCTTCCTGCCGTCCGGGAATCAGATTTCGACAGACCATGCGCAGCTTATTGTAGATCAGAAACGGTCGGATCGAGTTGGTGTTGCGTTGTTGCGAGTCTTGAAGCGTCTTTCT
	GecuE^8      GTGCGCGTCTTCCTGCCGTCCGGGAATCAGATTTCGACAGACCATGCGCAGCTTATTGTAGATCAGAAACGGTCGGATCGAGTTGGTGTTGCGTTGTTGCGAGTCTTGAAGCGTCTTTCT
	GecuE^9       GTGCGCGTCYTCCTGCCGNCCGGGAATCAGATTTCGACAGACCATGCGCAGCTTATTGTAGATCAGAAACGGTCGGATCGAGTTGGTGTTGCGTTGTTGCGAGTCTTGAAGCGTCTTTCT
	GecuE^10       GTGCGCGTCTTCCTGCCGKCCGGGAATCAGATTTCGACAGACCATGCGCAGCTTATTGTAGATCAGAAACGGTCGGATCGAGTTGGTGTTGCGTTGTTGCGAGTCTTGAAGCGTCTTTCT
	GecuE^11       GTGCGCGTCTTCCTGCCGGCCGGGAATCAGATTTCGACAGACCATGCGCAGCTTATTGTAGATCAGAAACGGTCGGATCGAGTTGGTGTTGCGTTGTTGCGAGTCTTGAAGCGTCTTTCT
	GecuE^12      GTGCGCGTCTTCCTGCCGTCCGGGAATCAGATTTCGACAGACCATGCGCAGCTTATTGTAGATCAGAAACGGTCGGATCGAGTTGGTGTTGCGTTGTTGCGAGTCTTGAAGCGTCTTTCT
	GlicC^15     GTGCGCGTCTTCCTGCCGNCCGGGAATCAGATTTCGACAGACCATGCGCAGCTTATTGTAGATCAGAAACGGTCGGATCGAGTTGGTGTTGCGTTGTTGCGAGTCTTGAAGCGTCTTTCT
	GlicP^17      GTGCGCGTCTTCCTGCCGKCCGGGAATCAGATTTCGACAGACCATGCGCAGCTTATTGTAGATCAGAAACGGTCGGATCGAGTTGGTGTTGCGTTGTTGCGAGTCTTGAAGCGTCTTTCT
	GlicP^18      GTGCGCGTCTTCCTGCCGKCCGGGAATCAGATTTCGACAGACCATGCGCAGCTTATTGTAGATCAGAAACGGTCGGATCGAGTTGGTGTTGCGTTGTTGCGAGTCTTGAAGCGTCTTTCT
	GlicE^20      GTGCGCGTCTTCCTGYCGKCCGGGAATCAGATTTCGACAGACCATGCGCAGCTTATTGTAGATCAGAAACGGTCGGATCGAGTTGGTGTTGCGTTGTTGCGAGTCTTGAAGCGTCTTTCT
	GlicE^21      GTGCGCGTCYTCCTGYCGTCCGGGAATCAGATTTCGACAGACCATGCGCAGCTTATTGTAGATCAGAAACGGTCGGATCGAGTTGGTGTTGCGTTGTTGCGAGTCTTGAAGCGTCTTTCT
	GlicE^22       GTGCGCGTCTTCCTGCCGKCCGGGAATCAGATTTCGACAGACCATGCGCAGCTTATTGTAGATCAGAAACGGTCGGATCGAGTTGGTGTTGCGTTGTTGCGAGTCTTGAAGCGTCTTTCT
	GlicE^23       GTGCGCGTCTTCCTGCCGGCCGGGAATCAGATTTCGACAGACCATGCGCAGCTTATTGTAGATCAGAAACGGTCGGATCGAGTTGGTGTTGCGTTGTTGCGAGTCTTGAAGCGTCTTTCT
	GlicE^24      GTGCGCGTCTTCCTGYCGTCCGGGAATCAGATTTCGACAGACCATGCGCAGCTTATTGTAGATCAGAAACGGTCGGATCGAGTTGGTGTTGCGTTGTTGCGAGTCTTGAAGCGTCTTTCT
	GlicE^25      GTGCGCGTCTTCCTGCCGKCCGGGAATCAGATTTCGACAGACCATGCGCAGCTTATTGTAGATCAGAAACGGTCGGATCGAGTTGGTGTTGCGTTGTTGCGAGTCTTGAAGCGTCTTTCT
	GmorB^27    GTGCGCGTCYTCCTGCCGKCCGGGAATCAGATTTCGACAGACCATGCGCAGCTTATTGTAGATCAGAAACGGTCGGATCGAGTTGGTGTTGCGTTGTTGCGAGTCTTGAAGCGTCTTTCT
	GpasB^28    GTGCGCGTCTTCCTGCCGTCCGGGAATCAGATTTCGACAGACCATGCGCAGCTTATTGTAGATCAGAAACGGTCGGATCGAGTTGGTGTTGCGTTGTTGCGAGTCTTGAAGCGTCTTTCT
	GpasB^29    GTGCGCGTCTTCCTGCCGKCCGGGAATCAGATTTCGACAGACCATGCGCAGCTTATTGTAGATCAGAAACGGTCGGATCGAGTTGGTGTTGCGTTGTTGCGAGTCTTGAAGCGTCTTTCT


16 120
	GecuC^1     AAGTNCNGGCTNTTGGGTGGGCATTTCATGATTGTTAGTGTCCCTTNCCTCTTCTAAATATTGNTTGCATAATTTTGAAGTTTGTTTTTAGTCATTGCTTT-TTGGAATACAAAATTCCG
	GecuP^4     AAGTSCGGGCTTTTGGGTGGGCATTTYATGATTGTTAGTGTCCCTTCCCTCTTCTAAATATTGCTTGCATAATTTTGAAGTTTGTTTTTAGTCATTGCTTTGTTGGAATACAAAATTCCG
	GecuP^5     AAGTSCGGGCTTTTGGGTGGGCATTTYATGATTGTTAGTGTCCCTTCCCTCTTCTAAATATTGCTTGCATAATTTTGAAGTTTGTTTTTAGTCATTGCTTTGTTGGAATACAAAATTCCG
	GecuP^6      AAGTSCGGGCTTTTGGGTGGGCATTTYATGATTGTTAGTGTCCCTTCCCTCTTCTAAATATTGCTTGCATAATTTTGAAGTTTGTTTTTAGTCATTGCTTTGTTGGAATACAAAATTCCG
	GecuE^8      AAGTCCGGGCTTTTGGGTGGGCATTTYATGATTGTTAGTGTCCCTT-CCTCTTCTAAATATTGCTTGCATAATTTTGAAGTTTGTTTTTAGTCATTGCTTTGTTGGAATACAAAATTCCG
	GecuE^9       AAGTGCGGGCTTTTGGGTGGGCATTTCATGATTGTTAGTGTCCCTTCCCTCTTCTAAATATTGCTTGCATAATTTTGAAGTTTGTTTTTAGTCATTGCTTTGTTGGAATACAAAATTCCG
	GecuE^10       AAGTCCGGGCTTTTGGGTGGGCATTTTATGATTGTTAGTGTCCCTT-CCTCTTCTAAATATTGCTTGCATAATTTTGAAGTTTGTTTTTAGTCATTGCTTTGTTGGAATACAAAATTCCG
	GlicC^15     AAGTCCGGGCTTTTGGGTGGGCATTTCNTGATTGTTAGTGCCCTT--CCTCTTCTAAATATTGCTTGCATAATTTTGAAGTTTGTTTTTAGTYATTGCTTTGTTGGAATACAAAATTCCG
	GlicP^17      AAGTCCGGGCTTTTGGGTGGGCATTTCATGATTGTTAGTGTCCCTT-CCTCTTCTAAATATTGCTTGCATAATTTTGAAGTTTGTTTTTAGTCATTGCTTTGTTGGAATACAAAATTCCG
	GlicE^20      AAGTCCGGGCTTTTGGGTGGGCATTTCATGATTGTTAGTGTCCCTT-CCTCTTCTAAATATTGCTTGCATAATTTTGAAGTTTGTTTTTAGTCATTGCTTTGTTGGAATACAAAATTCCG
	GlicE^21      AAGTCCGGGCTTTTGGGTGGGCATTTCATGATTGTTAGTGTCCCTT-CCTCTTCTAAATATTGCTTGCATAATTTTGAAGTTTGTTTTTAGTCATTGCTTTGTTGGAATACAAAATTCCG
	GlicE^22       AAGTCCGGGCTTTTGGGTGGGCATTTCATGATTGTTAGTGTCCCTT-CCTCTTCTAAATATTGCTTGCATAATTTTGAAGTTTGTTTTTAGTCATTGCTTTGTTGGAATACAAAATTCCG
	GlicE^23       AAGTGCGGGCTTTTGGGTGGGCATTTCATGATTGTTAGCGTCCCTTCCCTCTTCTAAATATTGCTTGCATAATTTTGAAGTTTGTTTTTAGTCATTGCTTTGTTGGAATACAAAATTCCG
	GlicE^24      AAGTCCGGGCTTTTGGGTGGGCATTTCATGATTGTTAGTGTCCCTT-CCTCTTCTAAATATTGCTTGCATAATTTTGAAGTTTGTTTTTAGTCATTGCTTTGTTGGAATACAAAATTCCG
	GmorB^27    AAGTSCGGGCTTTTGGGTGGGCATTTCATGATTGTTAGTGTCCCTTNCCTCTTCTAAATATTGCTTGCATAATTTTGAAGTTTGTTTTTAGTCATTGCTTTGTTGGAATACAAAATTCCG
	GpasB^28    AAGTGCGGGCTTTTGGGTGGGCATTTCATGATTGTTAGTGTCCCTTCCCTCTTCTAAATATTGCTTGCATAATTTTGAAGTTTGTTTTTAGTCATTGCTTTGTTGGAATACAAAATTCCG


21 120
	GecuC^1     TTGCTGTAGCACGGAAAAGAGAAACACTGTTCCAYAACACTGAGCACTTGAATAAATCCCCAAACAATCATTTGCTCCAGGAATTATCTGTTCCTGGAGGATCAAATTCTCGCAAGAGTT
	GecuP^4     TTGCTGTAGCACGGAAAAGAGAAACACTGTTCCACAACACTGAGCACTTGAATAAATCCCCAAACAATCATTTGCTCCAGGAATTATCTGTTCCTGGAGGATCAAATTCTCGCAAGAGTT
	GecuP^5     TTGCTGTAGCACGGAAAAGAGAAACACTGTTCCATAACACTGAGCACTTGAATAAATCCCCAAACAATCATTTGCTCCAGGAATTATCTGTTCCTGGAGGATCAAATTCTCGCAAGAGTT
	GecuP^6      TTGCTGTAGCACGGAAAAGAGAAACACTGTTCCACAANACTGAGCACTTGAATAAATCCCCAAACAATCATTTGCTCCAGGAATTATCTGTTCCTGGAGGATCAAATTCTCGCAAGAGTT
	GecuE^8      TTGCTGTAGCACGGAAAAGAGAAACACTGTTCCATAACACTGAGCACTTGAATAAATCCCCAAACAATCATTTGCTCCAGGAATTATCTGTTCCTGGAGGATCAAATTCTCGCAAGAGTT
	GecuE^9       TTGCTGTAGCACGGAAAAGAGAAACACTGTTCCACAACACTGAGCACTTGAATAAATCCCCAAACAATCATTTGCTCCAGGAATTATCTGTTCCTGGAGGATCAAATTCTCGCAAGAGTT
	GecuE^10       TTGCTGTAGCACGGAAAAGAGAAACACTGTTCCAYAACAYTGAGCACTTGAATAAATCCCCAAACAATCATTTGCTCCAGGAATTATCTGTTCCTGGAGGATCAAATTCTCGCAAGAGTT
	GecuE^11      TTGCTGTAGCACGGAAAAGAGAAACACTGTTCCATAACACTGAGCACTTGAATAAATCCCCAAACAATCATTTGCTCCAGGAATTATCTGTTCCTGGAGGATCAAATTCTCGCAAGAGTT
	GlicC^15     TTGCTGTAGCACGGAAAAGAGAAACACTGTTCCACAACACTGAGCACTTGAATAAATCCCCAAACAATCATTTGCTCCAGGAATTATCTGCTCCTGGAGGATCAAATTCTCGCAAGAGTT
	GlicC^16     TTGCTGTAGCACGGAAAAGAGAAACACTGTTCCACAACACTGAGCACTTGAATAAATCCCCAAACAATCATTT-CTCNAGGAATTATCTNNTCCTGGAGGATCAAATTCTCGCAAGAGTT
	GlicP^17      TTGCTGTAGCACGGAAAAGAGAAACACTGTTCCACAACAYTGAGCACTTGAATAAATCCCCAAACAATCATTTGCTCCAGGAATTATCTGTTCCTGGAGGATCAAATTCTCGCAAGAGTT
	GlicE^20      TTGCTGTAGCACGGAAAAGAGAAACACTGTTCCACAACANTGAGCACTTGAATAAATCCCCAAACAATCATTTGCTCCAGGAATTATCTGTTCCTGGAGGATCAAATTCTCGCAAGAGTT
	GlicE^21      TTGCTGTAGCACGGAAAAGAGAAACACTGTTCCACAACANTGAGCACTTGAATAAATCCCCAAACAATCATTTGCTCCAGGAATTATCTGTTCCTGGAGGATCAAATTCTCGCAAGAGTT
	GlicE^22      TTGCTGTAGCACGGAAAAGAGAAACACTGTTCCACAACACTGAGCACTTGAATAAATCCCCAAACAATCATTTGCTCCAGGAATTATCTGYTCCTGGAGGATCAAATTCTCGCAAGAGTT
	GlicE^23       TTGCTGTAGCACGGAAAAGAGAAACACTGTTCCACAACAYTGAGCACTTGAATAAATCCCCAAACAATCATTTGCTCCAGGAATTATCTGTTCCTGGAGGATCAAATTCTCGCAAGAGTT
	GlicE^24       TTGCTGTAGCACGGAAAAGAGAAACACTGTTCCACAACAYTGAGCACTTGAATAAATCCCCAAACAATCATTTGCTCCAGGAATTATCTGTTCCTGGAGGATCAAATTCTCGCAAGAGTT
	GlicE^25      TTGCTGTAGCACGGAAAAGAGAAACACTGTTCCACAACAYTGAGCACTTGAATAAATCCCCAAACAATCATTTGCTCCAGGAATTATCTGYTCCTGGAGGATCAAATTCTCGCAAGAGTT
	GlicE^26      TTGCTGTAGCACGGAAAAGAGAAACACTGTTCCACAACACTGAGCACTTGAATAAATCCCCAAACAATCATTTRCTCMAGGAATTATCTRTTCCTGGAGGATCAAATTCTCGCAAGAGTT
	GmorB^27    TTGCTGTAGCACGGAAAAGAGAAACACTGTTCCACAACACTGAACACTTGAATAAATCCCCAAACAATCATTTGCTCCAGGAATTATCTGTTCCTGGAGGATCAAATTCTCGCAAGAGTT
	GpasB^28    TTGCTGTAGCACGGAAAAGAGAAACACTGTTCCACAACACTGAGCACTTGAATAAATCCCCAAACAATCATTTGCTCCAAGAATTATCTGTTCCTGGAGGATCAAATTCTCGCAAGAGTT
	GpasB^29    TTGCTGTAGCACGGAAAAGAGAAACACTGTTCCACAACATTGAGCACTTGAATAAATCCCCAAACAATCATTTGCTCCAGGAATTATCTGTTCCTGGAGGATCAAATTCTCGCAAGAGTT


20 120
	GecuC^1     AATTGTAAACAGCAACGGTATTATTAGAAATCCAAACTGTGTTCAGAATAGCAACGTAAGAAAGAAATGTGAAGACGATACATATTTTACAAGAAGTTGTTCAATGATACTGTCTTATCA
	GecuP^4     AATTGTAAACAGCAACGGTATTATTAGAAATCCAAACTGTGTTCAGAATAGCAACGTAAGAAAGAAATGTGAAGACGATACATATTTYACAAGAAGTTGTTCAATGATACTGTCTTATCA
	GecuP^5     AATTGTAAACAGYAACGGTATTATTAGAAATCCAAACTGTGTTCAGAATAGCAACGTAAGAAAGAAATGTGAAGACGATACATATTTTACAAGAAGTTGTTCAATGATACTGTYTTATCA
	GecuP^6      AATTGTAAACAGYAACGGTATTATTAGAAATCCAAACTGTGTTCAGAATAGCAACGTAAGAAAGAAATGTGAAGACGATACATATTTTACAAGAAGTTGTTCAATGATACTGTYTTATCA
	GecuP^7      AATTGTAAACAGCAACGGTATTATTAGAAATCCAAACTGTGTTCAGAATAGCAACGTAAGAAAGAAATGTGAAGACGATACATATTTTACAAGAAGTTGTTCAATGATACTGTCTTATCA
	GecuE^8      AATTGTAAACAGCAACGGTATTATTAGAAATCCAAACTGTGTTCAGAATAGCAACGTAAGAAAGAAATGTGAAGACGATACATATTTTACAAGAAGTTGTTCAATGATACTGTCTTATCA
	GecuE^9       AATTGTAAACAGCAACGGTATTATTAGAAATCCAAACTGTGTTCAGAATAGCAACGTAAGAAAGAAATGTGAAGACGATACATATTTTACAAGAAGTTGTTCAATGATACTGTCTTATCA
	GecuE^10       AATTGTAAACAGCAACGGTATTATTAGAAATCCAAACTGTGTTCAGAATAGCAACGTAAGAAAGAAATGTGAAGACGATACATATTTTACAAGAAGTTGTTCAATGATACTGTCTTATCA
	GecuE^11      AATTGTAAACAGCAACGGTATTATTAGAAATCCAAACTGTGTTCAGAATAGCAACGTAAGAAAGAAATGTGAAGACGATACATATTTYACAAGAAGTTGTTCAATGATACTGTCTTATCA
	GlicC^15     AATTGTAAACAGCAACGGTATTATTAGAAATCCAAACTGTGTTCAGAATAGCAACGTAAGAAAGAAATGTGAAGACGACACATATTTTACAAGAAGTTGTTCAATGATACTGTCTTATCA
	GlicP^17      AATTGTAAACAGCAACGGTATTATTAGAAATCCAAACTGTGTTCAGAATAGCAANGTAAGAAAGAAATGTGAAGACGATACATATTTTACAAGAAGTTGTTCAATGATACTGTCTTATCA
	GlicP^18      AATTGTAAACAGCAACGGTATTATTAGAAATCCAAACTGTGTTCAGAATAGCAACGTAAGAAAGAAAT------ATGATACATATTTTACAAGAAGTTGTTCAATGATACTGTCTTATCA
	GlicE^20      AATTGTAAACAGCAACGGTATTATTAGAAATCCAAACTGTGTTCAGAATAGCAACGTAAGAAAGAAATRTGAAGACGATACATATTTTACAAGAAGTTGTTCAATGATACTGTCTTATCA
	GlicE^21       AATTGTAAACAGCAACGGTATTATTAGAAATCCAAACTGTGTTCAGAATAGCAACGTAAGAAAGAAATGTGAAGACGATACATATTTTACAAGAAGTTGTTCAATGATACTGTCTTATCA
	GlicE^22       AATTGTAAACAGCAACGGTATTATTAGAAATCCAAACTGTGTTCAGAATAGCAACGTAAGAAAGAAATGTGAAGACGATACATATTTTACAAGAAGTTGTTCAATGATACTGTCTTATCA
	GlicE^23      AATTGTAAACAGCAACGGTATTATTAGAAATCCAAACTGTGTTCAGAATAGCAACGTAAGAAAGAAATGTGAAGACGATACATATTTYACAAGAAGTTGTTCAATGATACTGTCTTATCA
	GlicE^24      AATTGTAAACAGCAACGGTATTATTAGAAATCCAAACTGTGTTCAGAATAGCAACGTAAGAAAGAAATGTGAAGACGATACATATTTYACAAGAAGTTGTTCAATGATACTGTCTTATCA
	GmorB^27    AATTGTAAACAGCAACGGTATTATTAGAAATCCAAACTGTGTTCAGAATAGCAACGTAAGAAAGAAATGTGAAGACGATACATATTTTACAAGAAGTTGTTCAATGATACTGTCTTATCA
	GpasB^28    AATTGTAAACAGCAACGGTATTATTAGAAATCCAAACTGTGTTCAGAATAGCAACGTAAGAAAGAAATGTGAAGACGATACATATTTTACAAGAAGTTGTTCAATGATACTGTCTTATCA
	GpasB^29    AATTGTAAACAGCAACGGTATTATTAGAAATCCAAACTGTGTTCAGAATAGCAACGTAAGAAAGAAATGTGAAGACGATACATATTTTACAAGAAGTTGTTCAATGATACTGTCTTATCA


20 120
	GecuC^1     GGCAATTTGATGNGCAGTGTTCTAATATCCCAGAAC-CCCCAGAGCCACTTTTGACCCGNTGGGGAACGTGGTTGGAAGCTGCGTTCCATCATTTTCAACATTTCTCTAATGTTATAACT
	GecuC^2     GGCAATTTGATGAGCAGTGTTCTAATATCCCAGAACCCCCCAGAGCCACTTTTGACCCGATGGGGAACGTGGTTGGAAGCTGCGTTCCATCATTTTCAACATTTCTCTAATGTTATAAST
	GecuP^4     GGCAATTTGATGAGCAGTGTTCTAATATCCCAGAACCCCCCAGAGCCACTTTTGAYCCGATGGGGAACGTGGTTGGAAGCTGCGTTCCATCATTTTCAACATTTCTCTAATGTTATAACT
	GecuP^5     GGCAATTTGATGAGCAGTGTTCTAATATCCCAGAACCCCCCAGAGCCACTTTTGACCCGATGGGGAACGTGGTTGGAAGCTGCGTTCCATCATTTTCAACATTTCTCTAATGTTATAACT
	GecuP^6      GGCAATTTGATGCGCAGTGTTCTAATATCCCAGAACTCCCCAGAGCCACTTTTGACCCGATGGGGAACGTGGTTGGAAGCTGCGTTCCATCATTTTCAACATTTCTCTAATGTTATAACT
	GecuE^8      GGCAATTTGATGAGCAGTGTTCTAATATCCCAGAACCCCCCAGAGCCACTTTTGACCCGRTGGGGAACGTGGTTGGAAGCTGCGTTCCATCATTTTCAACATTTCTCTAATGTTATAACT
	GecuE^9       GGCAATTTGATGAGCAGTGTTCTAATATCCCAGAACCCCCCAGAGCCACTTTTGACCCGGTGGGGAACTTGGTTGGAAGCTGCGTTCCATCATTTTCAACATTTCTCTAATGTTATAACT
	GecuE^10       GGCAATTTGATGAGCAGTGTTCTAATATCCCAGAACCCCCCAGAGCCACTTTTGACCCGATGGGGAACGTGGTTGGAAGCTGCGTTCCATCATTTTCAACATTTCTCTAATGTTATAACT
	GecuE^11      GGCAATTTGATGAGCAGTGTTCTAATATCCCAGAACCCCCCAGAGCCACTTTTGACCCGRTGGGGAACGTGGTTGGAAGCTGYGTTCCATCATTTTCAACATTTCTCTAATGTTATAACT
	GlicC^15     GGCAATTTGATGAGCAGTGTTCTAATATCCCAGAACCCCCCAGAGCNACTTTTGACCCGRTGGGGAACGTGGTTGGAAGCTGCGTTCCATCATTTTCAACATTTCTCTAATGTTATAACT
	GlicC^16     GGCAATTTGATGAGCAGTGTTCTAATATCCCAGAACCCCCCAGAGCCACTTTTGACCCGATGGGGAACGTGGTTGGAAGCTGCGTTCCATCATTTTCAACATTTCTCTAATGTTATAACW
	GlicP^17      GGCAATTTGATGMGCAGTGTTCTAATATCCCAGAACYCCCCAGAGCNACTTTTGACCCGATGGGGAACGTGGTTGGAAGCTGCGTTCCATCATTTTCAACATTTCTCTAATGTTATAACT
	GlicE^20      GGCAATTTGATGAGCAGTGTTCTAATATCCCAGAACCCCCCAGAGCCACTTTTGACCCGATGGGGAACGTGGTTGGAAGCTGCGTTCCATCATTTTCAACATTTCTCTAATGTTATAAST
	GlicE^21      GGCAATTTGATGAGCAGTGTTCTAATATCCCAGAACCCCCCAGAGCCACTTTTGACCCGATGGGGAACGTGGTTGGAAGCTGCGTTCCATCATTTTCAACATTTCTCTAATGTTATAACT
	GlicE^22       GGCAATTTGATGMGCAGTGTTCTAATATCCCAGAACCCCCCAGAGCCACTTTTGACCCGATGRGGAACGTGGTTGGAAGCTGYGTTCCATCATTTTCAACATTTCTCTAATGTTATAACT
	GlicE^23       GGCAATTTGATGAGCAGTGTTCTAATATCCCAGAACCCCCCAGAGCCACTTTTGACCCGATGGGGAACGTGGTTGGAAGCWGCGTTCCATCATTTTCAACATTTCTCTAATGTTATAACT
	GlicE^24      GGCAATTTGATGAGCAGTGTTCTAATATCCCAGAACCCCCCAGAGCCACTTTTGACCCGATGGGGAACGTGGTTGGAAGCWGCGTTCCATCATTTTCAACATTTCTCTAATGTTATAACT
	GmorB^27    GGCAATTTGATGAGCAGTGTTCTAATATCCCAGAACCCCCCAGAGCCACTTTTGACCCGGTGGGGAACGTGGTTGGAAGCTGCGTTCCATCATTTTCAACATTTCTCTAATGTTATAACT
	GpasB^28    GGCAATTTGATGAGCAGTGTTCTAATATCCCAGAACCCCCCAGAGCCACTTTTGACCCGRTGGGGAACGTGGTTGGAAGCTGYGTTCCATCATTTTCAACATTTCTCTAATGTTATAACT
	GpasB^29    GGCAATTTGATGAGCAGTGTTCTAATATCCCAGAACCCCCCAGAGCCACTTTTGAYCCGRTGGGGAACGTGGTTGGAAGCTGCGTTCCATCATTTTCAACATTTCTCTAATGTTATAACT


18 120
	GecuC^1     CTCCAACTTTATATAGCGATGCTATAACATAAACAGTTTCTAAACCGGGAAACTTTCCTAATTATGAATTTTTATTAGTTCGTTTTTCTTTCGATCTCGTTCCCAGTTCTCTCTCATATT
	GecuP^4     CTCCAACTTTATATAGCGATGCTATAACATAAACAGTTTCTAAACCGGGAAACTTTCCTAATTATGAATTTTTATTAGTTCGTTTTTCTTTCGATCTCGTTCCCAGTTCTCTCTCATATT
	GecuP^5      CTCCAACTTTATATAGCGATGCTATAACATAAACAGTTTCTAAACCGGGAAACTTTCCTAATTATGAATTTTTATTAGTTCGTTTTTCTTTCGATCTCGTTCCCAGTTCTCTCTCATATT
	GecuE^8      CTCCAACTTTATATAGCGATGCTATAACATAAACAGTTTCTAAACCGGGAAACTTTCCTAATTATGAATTTTTATTAGTTCGTTTTTCTTTCGATCTCGTTCCCAGTTCTCTCTCATATT
	GecuE^9       CTCCAACTTTATATAGCGATGCTATAACATAAACAGTTTCTAAACCGGGAAACTTTCCTAATTATGAATTTTTATTAGTTCGTTTTTCTTTCGATCTCGTTCCCAGTTCTCTCTCATATT
	GecuE^10       CTCCAACTTTATATAGCGATGCTATAACATAAACAGTTTCTAAACCGGGAAACTTTCCTAATTATGAATTTTTATTAGTTCGTTTTTCTTTCGATCTCGTTCCCAGTTCTCTCTCATATT
	GecuE^11      CTCCAACTTTATATAGCGATGCTATAACATAAACAGTTTCTAAACCGGGAAACTTTCCTAATTATGAATTTTTATTAGTTCGTTTTTCTTTCGATCTCGTTCCCAGTTCTCTCTCATATT
	GlicC^15     CTCCAACTTTATATAGCGATGCTATAACATAAACAGTTTCTAAACCGGGAAACTTTCCTAATTATGAATTTTTATTAGTTCGTTTTTCTTTCGATCTCGTTCCCAGTTCTCTCTCATATT
	GlicP^17      CTCCAACTTTATATAGCGWTGCTATAACATAAACAGTTTCTAAACCGGGAAACTTTCCTAATTATGAATTTTTATTAGTTCGTTTTTCTTTCGRTCTCGTTCCCAGTTCTCTCTCATATT
	GlicE^20      CTCCAACTTTATATAGCGATGCTATAACATAAACAGTTTCTAAACCGGGAAACTTTCCTAATTATGAATTTTTATTAGTTCGTTTTTCTTTCGATCTCGTTCCCAGTTCTCTCTCATATT
	GlicE^21      CTCCAACTTTATATAGCGATGCTATAACATAAACAGTTTCTAAACCGGGAAACTTTCCTAATTATGAATTTTTATTAGTTCGTTTTTCTTTCGATCTCGTTCCCAGTTCTCTCTCATATT
	GlicE^22       CTCCAACTTTATATAGCGATGCTATAACATAAACAGTTTCTAAACCGGGAAACTTTCCTAATTATGAATTTTTATTAGTTCGTTTTTCTTTCGATCTCGTTCCCAGTTCTCTCTCATATT
	GlicE^23       CTCCAACTTTATATAGCGATGCTATAACATAAACAGTTTCTAAACCGGGAAACTTTCCTAATTATGAATTTTTATTAGTTCGTTTTTCTTTCGATCTCGTTCCCAGTTCTCTCTCATATT
	GlicE^24      CTCCAACTTTATATAGCGATGCTATAACATAAACAGTTTCTAAACCGGGAAACTTTCCTAATTATGAATTTTTATTAGTTCGTTTTTCTTTCGATCTCGTTCCCAGTTCTCTCTCATATT
	GlicE^25      CTCCAACTTTATATAGCGATGCTATAACATAAACAGTTTCTAAACCGGGAAACTTTCCTAATTATGAATTTTTATTAGTTCGTTTTTCTTTCGATCTCGTTCCCAGTTCTCTCTCATATT
	GmorB^27    CTCCAACTTTATATAGCGATGCTATAACATAAACAGTTTCTAAACCGGGAAACTTTCCTAATTATGAATTTTTATTAGTTCGTTTTTCTTTCGATCTCGTTCCCAGTTCTCTCTCATATT
	GpasB^28    CTCCAACTTTATATAGCGATGCTATAACATAAACAGTTTCTAAACCGGGAAACTTTCCTAATTATGAATTTTTATTAGTTCGTTTTTCTTTCGATCTCGTTCCCAGTTCTCTCTCATATT
	GpasB^29    CTCCAACTTTATATAGCGATGCTATAACATAAACAGTTTCTAAACCGGGAAACTTTCCTAATTATGAATTTTTATTAGTTCGTTTTTCTTTCGATCTCGTWCCCAGTTCTCTCTCATATT


17 120
	GecuC^1     TCCGCAGACCAATACCTACAGTTCTGCCGATTTACTTCCCCATTGAACGTGAAAATTTCTTCGACCGAAAAAAGAATAGAATCAAGAGCTTTTTCMAATTTTCGCAGAACTGCATTGTAT
	GecuP^4     TCCGCAGACCAATACCTACAGTTCTGCCGATTTACTTCCCCATTGAACGTGAAAATTTCTTCGACCGAAAAAAGAATAGAATCAAGAGCTTTTTCAAATTTTCGCAGAACTGCATTGTAT
	GecuP^5     TCCGCAGACCAATACCTACAGTTCTGCCGATTTACTTCCCCATTGAACGTGAAAATTTCTTCGACCGAAAAAAGAATAGAATCAAGAGCTTTTTCAAATTTTCGCAGAANTGCATTGTAT
	GecuE^8      TCCGCAGACCAATACCTACAGTTCTGCCGATTTACTTCCCCATTGAACGTGAAAATTTCTTCGACCGAAAAAAGAATAGAATCAAGAGCTTTTTCAAATTTTCGCAGAACTGCATTTTAT
	GecuE^9       TCCGCAGACCAATACCTACAGTTCTGCCGATTTACTTCCCCATTGAACGTGAAAATTTCTTCGACCGAAAAAAGAATAGAATCAAGAGCTTTTTCAAATTTTCGCAGAACTGCATTGTAT
	GecuE^10      TCCGCAGACCAATACCTACAGTTCTGCCGATTTACTTCCCCATTGAACGTGAAAATTTCTTCGACCGAAAAAAGAATAGAATCAAGAGCTTTTTCAAATTTTCGCAGAACTGCATTGTAT
	GlicC^15     TCCGNAGACCAATACCTACAGTTCTGCCGATTTACTTCCCCATTGAACGTGAAAATTTCTTCGACCGAAAAAAGAATAGAATCAAGAGCTTTTTCAAATTTTCGCAGAACTGCATTGTAT
	GlicP^17      TCCGCAGACCAATACCTACAGTTCTGCCGATTTACTTCCCCATTGAACGTGAAAATTTCTTCGACCGAAAAAAGAATAGAATCAAGAGCTTTTTCAAATTTTCGCAGAACTGCATTGTAT
	GlicP^18      TCCGCAGACCAATACCTACAGTTCTGCCGATTTACTTCCCCATTGAACGTGAAAATTTCTTCGACCGAAAAAAGAATAGAATCAAGAGCTTTTTCAAATTTTCGCAGAACTGCATTGTAT
	GlicE^20      TCCGCAGACCAATACCTACAGTTCTGCCGATTTACTTCCCCATTGANCGTGAAAATTTCTTCGACCGAAAAAAGAATAGAATCAAGAGCTTTTTCAAATTTTCGCAGAACTGCATTGTAT
	GlicE^21      TCCGCAGACCAATACCTACAGTTCTGCCGATTTACTTCCCCATTGAACGTGAAAATTTCTTCGACCGAAAAAAGAATAGAATCAAGAGCTTTTTCAAATTTTCGCAGAACTGCATTGTAT
	GlicE^22       TCCGCAGACCAATACCTACAGTTCTGCCGATTTACTTCCCCATTGARCGTGAAAATTTCTTCGACCGAAAAAAGAATAGAATCAAGAGCTTTTTCAAATTTTCGCAGAACTGCATTGTAT
	GlicE^23       TCCGCAGACCAATACCTACAGTTCTGCCGATTTACTTCCCCATTGAACGTGAAAATTTCTTCGACCGAAAAAAGAATAGAATCAAGAGCTTTTTCAAATTTTCGCAGAACTGCATTGTAT
	GlicE^24      TCCGCAGACCAATACCTACAGTTCTGCCGATTTACTTCCCCATTGAACGTGAAAATTTCTTCGACCGAAAAAAGAATAGAATCAAGAGCTTTTTCAAATTTTCGCAGAACTGCATTGTAT
	GmorB^27    TCCGCAGACCAATACCTACAGTTCTGCCGATTTACTTCCCCATTGAACGTGAAAATTTCTTCGACCGAAAAAAGAATAGAATCAAGAGCTTTTTCAAATTTTCGCAGAACTGCATTGTAT
	GpasB^28    TCCGCAGACCAATACCTACAGTTCTGCCGATTTACTTCCCCATTGAACGTGAAAATTTCTTCGACCGAAAAAAGAATAGAATCAAGAGCTTTTTCMAATTTTCGCAGAACTGCATTGTAT
	GpasB^29    TCCGCAGACCAATACCTACAGTTCTGCCGATTTACTTCCCCATTGAACGTGAAAATTTCTTCGACCGAAAAAAGAATAGAATCAAGAGCTTTTTCAAATTTTCGCAGAACTGCATTGTAT


16 120
	GecuC^1     GGAGCATTATTTTTCTCTTCCTTTTACGCGCCAACCATCCTTCTTTGCTCTACGCGAGAATCTCTTTCTAGACATCGCAACAGGCCGATGTATGTATGTATGCATGTAACACCCGCTCCT
	GecuP^4     GGAGCATTATTTTTCTCTTCCTTTTACGCGCCAACCATCCTTCTTTGCTCTRCGCGAGAATCTCTTTCTAGACATCGCAACAGGCCGATGTATGTATGTATGCATGTAACACCCGCTCCT
	GecuE^8      GGAGCATTATTTTTCTCTTCCTTTTACGCGCCAACCATCCTTCTTTGCTCTACGCGAGAATCTCTTTCTAGACATCGCAACAGGCCGATGTATGTATGTATGCATGTAACACCCGCTCCT
	GecuE^9       GGAGCATTATTTTTCTCTTCCTTTTACGCGCCAACCATCCTTCTTTGCTCTACGCGAGAATCYCTTTCTAGACATCGCAACAGGCCGATGTATGTATGTATGCATGTAACACCCGCTCCT
	GecuE^10       GGAGCATTATTTTTCTCTTCCTTTTACGCGCCAACCATCCTTCTTTGCTCTACGCGAGAATCTCTTTCTAGACATCGCAACAGGCCGATGTATGTATGTATGCATGTAACACCCGCTCCT
	GecuE^11      GGAGCATTATTTTTCTCTTCCTTTTACGCGCCAACCATCCTTCTTTGCTCTACGCGAGAATCTCTTTCTAGACATCGCAACAGGCCGATGTATGTATGTATGCATGTAACACCCGCTCCT
	GlicC^15     GGAGCATTATTTTTCTCTTCCTTTTACGCGCCAACCATCCTTCTTTGCTCTACGCGAGAATCTCTTTCTAGACATCGCAACAGGCCGATGTATGTATGTATGCATGTAACACCCGCTCCT
	GlicP^17      GGAGCATTATTTTTCTCTTCCTTTTACGCGCCAACCATCCTTCTTTGCTCTACGCGAGAATCTCTTTCTAGACATCGCAACAGGCCGATGTATGTATGTATGCATGTAACACCCGCTCCT
	GlicE^20      GGAGCATTATTTTTCTCTTCCTTTTACGCGCCAACCATCCTTCTTTGCTCTACGCKAGAATCTCTTTCTAGACATCGCAACAGGCCGATGTATGTATGTATGCATGTAACACCCGCTCCT
	GlicE^21      GGAGCATTATTTTTCTCTTCCTTTTACGCGCCAACCATCCTTCTTTGCTCTACGCGAGAATCTCTTTCTAGACATCGCAACAGGCCGATGTATGTATGTATGCATGTAACACCCGCTCCT
	GlicE^22       GGAGCATTATTTTTCTCTTCCTTTTACGCGCCAACCATCCTTCTTTGCTCTACGCGAGAATCTCTTTCTAGACATCGCAACAGGCCGATGTATGTATGTATGCATGTAACACCCGCTCCT
	GlicE^23       GGAGCATTATTTTTCTCTTCCTTTTACGCGCCAACCATCCTTCTTTGCTCTACGCGAGAATCTCTTTCTAGACATCGCAACAGGCCGATGTATGTATGTATGCATGTAACACCCGCTCCT
	GlicE^24      GGAGCATTATTTTTCTCTTCCTTTTACGCGCCAACCATCCTTCTTTGCTCTACGCGAGAATCTCTTTCTAGACATCGCAACAGGCCGATGTATGTATGTATGCATGTAACACCCGCTCCT
	GmorB^27    GGAGCATTATTTTTCTCTTCCTTTTACGCGCCAACCATCCTTCTTTGCTCTACGCGAGAATCTCTTTCTAGACATCGCAACAGGCCGATGTATGTATGTATGCATGTAACACCCGCTCCT
	GpasB^28    GGAGCATTATTTTTCTCTTCCTTTTACGCGCCAACCATCCTTCTTTGCTCTACGCGAGAATCTCTTTCTAGACATCGCAACAGGCCGATGTATGTATGTATGCATGTAACACCCGCTCCT
	GpasB^29    GGAGCATTATTTTTCTCTTCCTTTTACGCGCCAACCATCCTTCTTTGCTCTACGCGAGAATCTCTTTCTAGACATCGCAACAGGCCGATGTATGTATGTATGCATGTAACACCCGCTCCT


18 120
	GecuC^1     TATGAGAGAGTAGTCGCTTACAAGAGCAAAGGTAAGAAAGTCTCCTTGGCTCTAGGAGGTTGGAACGACTCGCAAGGTGACAAATACTCGAGATTAGTCAACAATCCTTCTGCTAGAGCT
	GecuP^4     TATGAGAGAGTAGTCGCTTACAAGAGCAAAGGTAAGAAAGTCTCCTTGGCTCTAGGAGGTTGGAACGACTCGCAAGGTGACAAATACTCGAGATTAGTCAACAATCCTTCTGCTAGAGCT
	GecuP^5     TATGAGAGAGTAGTCGCTTACAAGAGCAAAGGTAAGAAAGTCTCCTTGGCTCTAGGAGGTTGGAACGACTCGCAAGGTGACAAATACTCGAGATTAGTCAACAATCCTTCTGCTAGAGCT
	GecuP^6      TATGAGAGAGTAGTCGCTTACAAGAGCAAAGGTAAGAAAGTCTCCTTGGCTCTAGGAGGTTGGAACGACTCGCAAGGTGACAAATACTCGAGATTAGTCAACAATCCTTCTGCTAGAGCT
	GecuE^8      TATGAGAGAGTAGTCGCTTACAAGAGCAAAGGTAAGAAAGTCTCCTTGGCTCTAGGAGGTTGGAACGACTCGCAAGGTGACAAATACTCGAGATTAGTCAACAATCCTTCTGCTAGAGCT
	GecuE^9       TATGAGAGAGTAGTCGCTTACAAGAGCAAAGGTAAGAAAGTCTCCTTGGCTCTAGGAGGTTGGAACGACTCGCAAGGTGACAAATACTCGAGATTAGTCAACAATCCTTCTGCTAGAGCT
	GecuE^10       TATGAGAGAGTAGTCGCTTACAAGAGCAAAGGTAAGAAAGTCTCCTTGGCTCTAGGAGGTTGGAACGACTCGCAAGGTGACAAATACTCGAGATTAGTCAACAATCCTTCTGCTAGAGCT
	GlicC^15     TATGAGAGAGTAGTCGCTTACAAGAGCAAAGGTAAGAAAGTCTCCTTGGCTCTAGGAGGTTGGAACGACTCGCAAGGTGACAAATACTCGAGATTAGTCAACAATCCTTCTGCTAGAGCT
	GlicP^17      TATGAGAGAGTAGTCGCTTACAAGAGCAAAGGTAAGAAAGTCTCCTTGGCTCTAGGAGGTTGGAACGACTCGCAAGGTGACAAATACTCGAGATTAGTCAACAATCCTTCTGCTAGAGCT
	GlicE^20      TATGAGAGAGTAGTCGCTTACAAGAGCAAAGGTAAGAAAGTCTCCTTGGCTCTAGGAGGTTGGAACGACTCGCAAGGTGACAAATACTCGAGATTAGTCAACAATCCTTCTGCTAGAGCT
	GlicE^21      TATGAGAGAGTAGTCGCTTAYAAGAGCAAAGGTAAGAAAGTCTCCTTGGCTCTAGGAGGTTGGAACGACTCGCAAGGTGACAAATACTCGAGATTAGTCAACAATCCTTCTGCTAGAGCT
	GlicE^22      TATGAGAGAGTAGTCGCTTACAAGARCAAAGGTAAGAAAGTCTCCTTGGCTCTAGGAGGTTGGAACGACTCGCAAGGTGACAAATACTCGAGATTAGTCAACAATCCTTCTGCTAGAGCT
	GlicE^23       TATGAGAGAGTAGTCGCTTACAAGAGCAAAGGTAAGAAAGTCTCCTTGGCTCTAGGAGGTTGGAACGACTCGCAAGGTGACAAATACTCGAGATTAGTCAACAATCCTTCTGCTAGAGCT
	GlicE^24       TATGAGAGAGTAGTCGCTTACAAGAGCAAAGGTAAGAAAGTCTCCTTGGCTCTAGGAGGTTGGAACGACTCGCAAGGTGACAAATACTCGAGATTAGTCAACAATCCTTCTGCTAGAGCT
	GlicE^25      TATGAGAGAGTAGTCGCTTAYAAGAGCAAAGGTAAGAAAGTCTCCTTGGCTCTAGGAGGTTGGAACGACTCGCAAGGTGACAAATACTCGAGATTAGTCAACAATCCTTCTGCTAGAGCT
	GlicE^26      TATGAGAGAGTAGTCGCTTACAAGAGCAAAGGTAAGAAAGTCTCCTTGGCTCTAGGAGGTTGGAACGACTCGCAAGGTGACAAATACTCGAGATTAGTCAACAATCCTTCTGCTAGAGCT
	GmorB^27    TATGAGAGAGTAGTCGCTTACAAGAGCAAAGGTAAGAAAGTCTCCTTGGCTCTAGGAGGTTGGAACGACTCGCAAGGTGACAAATACTCGAGATTAGTCAACAATCCTTCTGCTAGAGCT
	GpasB^28    TATGAGAGAGTAGTCGCTTACAAGAGCAAAGGTAAGAAAGTCTCCTTGGCTCTAGGAGGTTGGAACGACTCGCAAGGTGACAAATACTCGAGATTAGTCAACAATCCTTCTGCTAGAGCT


21 120
	GecuC^1     GAAGAACATTAGAAACGTTAGAAACCAATAAGCTACGATGATTTGTTTGCGACTTCGGAAAGGAGAACAGATAAGAGAAATCGAACAGGAAGACCGAGAACCACATGTAGCAGCGGTATT
	GecuP^4     GAAGAACATTAGAAASGTTAGAAACCAATAAGCTACGATGATTTGTTTGCGACTTCGGAAAGGAGAACAGATAAGAGAAATCGAACAGGAAGACCGAGAACCACATGTAGCAGCGGTATT
	GecuP^5      GAAGAACATTAGAAAGGTTAGAAACCAATAAGCTACGATGATTTGTTTGCGACTTCGGAAAGGAGAACAGATAAGAGAAATCGAACAGGAAGACCGAGAACCACATGTAGCAGCGGTATT
	GecuP^6      GAAGAACATTAGAAACGTTAGAAACCAATAAGCTACGATGATTTGTTTGCGACTTCGGAAAGGAGAACAGATAAGAGAAATCGAACAGGAAGACCGAGAACCACATGTAGCAGCGGTATT
	GecuE^8      GAAGAACATTAGAAASGTTAGAAACCAATAAGCTACGATGATTTGTTTGCGACTTCGGAAAGGAGAACAGATAAGAGAAATCGAACAGGAAGACCGAGAACCACATGTAGCAGCGGTATT
	GecuE^9       GAAGAACATTAGAAACGTTAGAAACCAATAAGCTACGATGATTTGTTTGCGATTTCGGAAAGGAGAACAGATAAGAGAAATCGAACAGGAAGACCGAGAACCACATGTAGCAGCGGTATT
	GecuE^10       GAAGAACATTAGAAACGTTAGAAACCAATAAGCTACGATGATTTGTTTGCGAYTTCGGAAAGGAGAACAGATAAGAGAAATCGAACAGGAAGACCGAGAACCACATGTAGCAGCGGTATT
	GecuE^11      GAAGAACATTAGAAACGTTAGAAACCAATAAGCTACGATGATTTGTTTGCGAYTTCGGAAAGGAGAACAGATAAGAGAAATCGAACAGGAAGACCGAGAACCACATGTAGCAGCGGTATT
	GlicC^15     GAAGAACATTAGAAACGTTAGAAACCAATAAGCTACGATGATTTGTTTGCGATTTCGGAAAGGAGAACAGATAAGAGAAATCGAACAGGAAGACCGAGAACCACATGTAGCAGCGGTATT
	GlicP^17      GAAGAACATTAGAAACGTTAGAAACCAATAAGCTACGATGATTTGTTTGCGATTTCGGAAAGGAGAACAGATAAGAGAAATCGAACAGGAAGACCGAGAACCACATGTAGCAGCGGTATT
	GlicP^18      GAAGAACATTAGAAACGTTAGAAACCAATAAGCTACGATGATTTGTTTGCGATTTCGGAAAGGAGAACAGATAAGAGAAATCGAACAGGAAGACCGAGAACCACATGTAGCAGCGGTATT
	GlicE^20      GAAGAACATTAGAAACGTTAGAAACCAATAAGCTACGATGATTNGTTTGCGATTTCGGAAAGGAGAACAGATAAGAGAAATCGAACAGGAAGACCGAGAACCACATGTAGCAGCGGTATT
	GlicE^21      GAAGAACATTAGAAACGTTAGAAACCAATAAGCTACGATGATTTGTTTGCGATTTCGGAAAGGAGAACAGATAAGAGAAATCGAACAGGAAGACCGAGAACCACATGTAGCAGCGGTATT
	GlicE^22      GAAGAACATTAGAAACGTTAGAAACCAATAAGCTACGATGATTTGTTTGCGATTTCGGAAAGGAGAACAGATAAGAGAAATCGAACAGGAAGACCGAGAACCACATGTAGCAGCGGTATT
	GlicE^23       GAAGAACATTAGAAACGTTAGAAACCAATAAGCTACGATGATTTGTTTGCGATTTCGGAAAGGAGAACAGATAAGAGAAATCGAACAGGAAGACCGAGAACCACATGTAGCAGCGGTATT
	GlicE^24       GAAGAACATTAGAAACGTTAGAAACCAATAAGCTACGATGATTTGTTTGCGATTTCGGAAAGGAGAACAGATAAGAGAAATCGAACAGGAAGACCGAGAACCACATGTAGCAGCGGTATT
	GlicE^25      GAAGAACATTAGAAACGTTAGAAACCAATAAGCTACGATGATTTGTTTGCGATTTCGGAAAGGAGAACAGATAAGAGAAATCGAACAGGAAGACCGAGAACCACATGTAGCAGCGGTATT
	GlicE^26      GAAGAACATTAGAAACGTTAGAAACCAATAAGCTACGATGATTTGTTTGCGATTTCGGAAAGGAGAACAGATAAGAGAAATCGAACAGGAAGACCGAGAACCACATGTAGCAGCGGTATT
	GmorB^27    GAAGAACATTAGAAACGTTAGAAACCAATAAGCTACGATGATTTGTTTGCGACTTCGGAAAGGAGAACAGATAAGAGAAATCGAACAGGAAGACCGAGAACCACATGTAGCAGCGGTATT
	GpasB^28    GAAGAACATTAGAAACGTTAGAAACCAATAAGCTACGATGATTTGTTTGCGATTTCGGAAAGGAGAACAGATAAGAGAAATCGAACAGGAAGACCGAGAACCACATGTAGCAGCGGTATT
	GpasB^29    GAAGAACATTAGAAACGTTAGAAACCAATAAGCTACGATGATTTGTTTGCGATTTCGGAAAGGAGAACAGATAAGAGAAATCGAACAGGAAGACCGAGAACCACATGTAGCAGCGGTATT


21 120
	GecuC^1     TCTGCTGTCCTGTGTACAANAAGTTTCAAGAGATCAGAAGACGTCTTGGAAGACCCGTTGGAGAAACCCAAGAACAAATTGAGGTCCCCCCAATT-GTTCATTTTAGGGATGGAGGAGTT
	GecuP^4     TCTGCTGTCCTGTGTACAAGAAGTTTCAAGAGATCAGAAGACGTCTTGGAAGACCCGTTGGAGAAACCCAAGAACAAATTGAGGTCCCCCCAATT-GTTCATTTTAGGGATGGAGGAGTT
	GecuP^5     TCTGCTGTCCTGTGTACAAGAAGTTTCAAGAGATCAGAAGACGTYTTGGAAGACCCGTTGGAGAAACCCAAGAACAAATTGAGGTCCCCCCAATT-GTTCATTTTAGGGATGGAGGAGTT
	GecuP^6      TCTGCTGTCCTGTGTACAAGAAGTTTCAAGAGATCAGAAGACGTCTTGGAAGACCCGTTGGAGAAACCCAAGAACAAATTGAGGTCCCCCCAATT-GTTCATTTTAGRGATGGAGGAGTT
	GecuE^8      TCTGCTGTCCTGYGTANAAGAAGTTTCAAGAGATCAGAAGACGTCTTGGAAGACCCGTTGGAGAAACCCAAGAACAAATTGAGGTCCCCCCAATT-GTTCATTTTAGGGATGGAGGAGTT
	GecuE^9       TCTGCTGTCCTGTGTACAAGAAGTTTCAAGAGATCAGAAGACGTCTTGGRAGACCCGTTGGNGAAACCCAAGAACAAATTGAGGTCCCCCCAATT-GTTCATTTTAGGGATGGAGGAGTT
	GecuE^10       TCTGCTGTCCTGTGTACAAGAAGTTTCAAGAGATCAGAAGACGTCTTGGAAGACCCGTTGGAGAAACCCAAGAACAAATTGAGGTCCCCCCAATT-GTTCATTTTAGGGATGGAGGAGTT
	GecuE^11      TCTGCTGTCCTGTGTACAAGAAGTTTCAAGAGATCAGAAGACGTCTTGGAAGACCCGTTGGAGAAACCCAAGAACAAATTGAGGTCCCCCCAATT-GTTCATTTTAGGGATGGAGGAGTT
	GecuE^12      TCTGCTGTCCTGTGTACAAGAAGTTTCAAGAGATCAGAAGACGTCTTGGAAGACCCGTTGGAGAAACCCAAGAACAAATTGAGGTCCCCCCAATT-GTTCATTTTAGGGATGGAGGAGTT
	GlicC^15     TCTGCTGTCCTGTGTACAAGAAGTTTCAAGAGATCAGAAGACGTCTTGGAAGACCCGTTGGAGAAACCCAAGAACAAATTGAGGTCCCCCCAATT-GTTCATTTTAGGGATGGAGGAGTT
	GlicC^16     TCTGCTGTCCTGTGTACAAGAAGTTTCAAGAGATCAGAAGACGTCTTGGAAGACCCGTTGGAGAAACCCAAGAACAAATTGAGGTCCCCCCAATT-GTTCATTTTAGGGATGGAGGAGTT
	GlicP^17      TCTGCTGTCCTGTGTACAAGAAGTTTCAAGAGATCAGAAGACGTCTTGGAAGACCCGTTGGAGAAACCCAAGAACAAATTGAGGTCCCCCCAATT-GTTCATTTTAGGGATGGAGGAGTT
	GlicP^18      TCTGCTGTCCTGTGTACAAGAAGTTTCAAGAGATCAGAAGACGTCTTGGAAGACCCGTTGGAGAAACCCAAGAACAAATTGAGGTCCCCCCAATT-GTTCATTTTAGGGATGGAGGAGTT
	GlicE^20      TCTGCTGTCCTGTGTACAAGAAGTTTCAAGAGATCAGAAGACGTCTTGGAAGACCCGTTGGAGAAACCCAAGAACAAATTGAGGTCCCCCCAATT-GTTCATTTTAGGGATGGAGGAGTT
	GlicE^21      TCTGCTGTCCTGTGTACAAGAAGTTTCAAGAGATCAGAAGACGTCTTGGAAGACCCGTTGGAGAAACCCAAGAACAAATTGAGGTCCCCCCAATTNGTTCATTTTAGGGATGGAGGAGTT
	GlicE^22      TCTGCTGTCCTGTGTACAAGAAGTTTCAAGAGATCAGAAGACGTCTTGGAAGACCCGTTGGAGAAACCCAAGAACAAATTGAGGTCCCCCCAATT-GTTCATTTTAGGGATGGAGGAGTT
	GlicE^23       TCTGCTGTCCTGTGTACAAGAAGTTTCAAGAGATCAGAAGNCGTCTTGGAAGACCCGTTGGAGAAACCCAAGAACAAATTGAGGTCCCCCCAATT-GTTCATTTTAGGGATGGAGGAGTT
	GlicE^24       TCTGCTGTCCTGTGTACAAGAAGTTTCAAGAGATCAGAAGACGTCTTGGAAGACCCGTTGGAGAAACCCAAGAACAAATTGAGGTCCCCYCAATT-GTTCATTTTAGGGATGGAGGAGTT
	GlicE^25      TCTGCTGTCCTGTGTACAAGAAGTTTCAAGAGATCAGAAGACGTCTTGGAAGACCCGTTGGAGAAACCCAAGAACAAATTGAGGTCCCCCCAATT-GTTC-TTTTAGGGATGGAGGAGTT
	GmorB^27    TCTGCTGTCCTGTGTACAAGAAGTTTCAAGAGATCAGAAGACGNCTTGGAAGACCCGTTGGAGAAACCCAAGAACAAATTGAGGTCCCCCCAATT-GTTCATTTTAGGGATGGAGGAGTT
	GpasB^28    TCTGCTGTCCTGTGTACAAGAAGTTTCAAGAGATCAGAAGACGTCTTGGAAGACCCGTTGGAGAAACCCAAGAACAAATTGAGGTCCCCCCAATT-GTTCATTTTAGGGATGGAGGAGTT


18 120
	GecuC^1     GGCGAATACTTGTTCCAGAAATGTTAGATATCGCTGCTAATTCCATTACTTTCAAACGGCGATCTGCTAATACCATTTCTTCAATAATTGAAATGCTTCGAGGCGTTCTCAGTTCAATTG
	GecuP^4     GGCGAATACTTGTTCCAGAAATGTTAGATATCGCTGCTAATTCCATTACTTTCAAACGGCGATCTGCTAATACCATTTCTTCAATAATTGAAATGCTTCGAGGCGTTCTCAGTTCAATTG
	GecuP^5      GGCGAATACTTGTTCCAGAAATGTTAGATATCGCTGCTAATTCCATTACTTTCAAACGGCGATCTGCTAATACCATTTCTTCAATAATTGAAATGCTTCGAGGCGTTCTCAGTTCAATTG
	GecuE^8      GGCGAATACTTGTTCCAGAAATGTTAGATATCGCTGCTAATTCCATTACTTTCAAACGGCGATCTGCTAATACCATTTCTTCAATAATTGAAATGCTTCGAGGCGTTCTCAGTTCAATTG
	GecuE^9       GGCGAATACTTGTTCCAGAAATGTTAGATATCGCTGCTAATTCCATTACTTTCAAACGGCGATCTGCTAATACCATTTCTTCAATAATTGAAATGCTTCGAGGCGTTCTCAGTTCAATTG
	GecuE^10       GGCGAATACTTGTTCCAGAAATGTTAGATATCGCTGCTAATTCCATTACTTTCAAACGGCGATCTGCTAATACCATTTCTTCAATAATTGAAATGCTTCGAGGCGTTCTCAGTTCAATTG
	GecuE^11      GGCGAATACTTGTTCCAGAAATGTTAGATATCGCTGCTAATTCCATTACTTTCAAACGGCGATCTGCTAATACCATTTCTTCAATAATTGAAATGCTTCGAGGCGTTCTCAGTTCAATTG
	GlicC^15     GGCGAATACTTGTTCCAGAAATGTTAGATATCGCTGCTAATTCCATTACTTTCAAACGGCGATCTGCTAATACCATTTCTTCAATAATTGAAATGCTTCGAGGCGTTCTCAGTTCAATTG
	GlicP^17      GGCGAATACTTGTTCCAGAAATGTTAGATATCGCTGCTAATTCCATTACTTTCAAACGGCGATCTGCTAATACCATTTCTTCAATAATTGAAATGCTTCGAGGCGTTCTCAGTTCAATTG
	GlicE^20      GGCGAATACTTGTTCCAGAAATGTTAGATATCGCTGCTAATTCCATTACTTTCAAACGGCGATCTGCTAATACCATTTCTTCAATAATTGAAATGCTTCGAGGCGTTCTCAGTTCAATTG
	GlicE^21      GGCGAATACTTGTTCCAGAAATGTTAGATATCGCTGCTAATTCCATTACTTTCAAACGGCGATCTGCTAATACCATTTCTTCAATAATTGAAATGCTTCGAGGCGTTCTCAGTTCAATTG
	GlicE^22      GGCGAATACTTGTTCCAGAAATGTTAGATATCGCTGCTAATTCCATTACTTTCAAACGGCGATCTGCTAATACCATTTCTTCAATAATTGAAATGCTTCGAGGCGTTCTCAGTTCAATTG
	GlicE^23       GGCGAATACTTGTTCCAGAAATGTTAGATATCGCTGCTAATTCCATTACTTTCAAACGGCGATCTGCTAATACCATTTCTTCAATAATTGAAATGCTTCGAGGCGTTCTCAGTTCAATTG
	GlicE^24       GGCGAATACTTGTTCCAGAAATGTTAGATATCGCTGCTAATTCCATTACTTTCAAACGGCGATCTGCTAATACCATTTCTTCAATAATTGAAATGCTTCGAGGCGTTCTCAGTTCAATTG
	GlicE^25      GGCGAATACTTGTTCCAGAAATGTTAGATATCGCTGCTAATTCCATTACTTTCAAACGGCGATCTGCTAATACCATTTCTTCAATAATTGAAATGCTTCGAGGCGTTCTCAGTTCAATTG
	GlicE^26      GGCGAATACTTGTTCCAGAAATGTTAGATATCGCTGCTAATTCCATTACTTTCAAACGGCGATCTGCTAATATCATTTCTTCAATAATTGAAATGCTTCGAGGCGTTCTCAGTTCAATTG
	GmorB^27    GGCGAATACTTGTTCCAGAAATGTTAGATATCGCTGCTAATTCCATTACTTTCAAACGGCGATCTGCTAATACCATTTCTTCAATAATTGAAATGCTTCNAGGCGTTMTCAGTTCAATTG
	GpasB^28    GGCGAATACTTGTTCCAGAARTGTTAGATATCGCTGCTAATTCCATTACTTTCAAACGGCGATCTGCTAATACCATTTCTTCAATAATTGAAATGCTTCGAGGCGTTCTCAGTTCAATTG


20 120
	GecuC^1     TTTAGATGCAAATGAAAAAGTCGAGATACGACAAAGATTTTTGAAGCCCTTCGATGTAGAGACAATTGTACCTGAGAATCAAGCTTTTTATTTGATGAATACGCCTATTAGGATGCTAAA
	GecuP^4     TTTAGATGCAAATGAAAAAGTCGAGATACGACAAAGATTTTTGAAGCCCTTCGATGTAGAGACAATTGTACCTGAGAATCAAGCTTTTTATTTGATGAATACGCCTATTAGGATGCTAAA
	GecuP^5     TTTAGATGCAAATGAAAAAGTCGAGATACGACAAAGATTTTTGAAGCCCTTCGATGTAGAGACAATTGTACCTGAGAATCAAGCTTTTTATTTGATGAATACGCCTATTAGGATGCTAAA
	GecuP^6      TTTAGATGCAAATGAAAAAGTCGAGATRCGACAAAGATTTTTGAAGCCCTTCGATGTAGAGACAATTGTACCTGAGAATCAAGCTTTTTATTTGATGAATACRCCTATTAGGATGCTAAA
	GecuE^8      TTTAGATGCAAATGAAAAAGTCGAGATACGACAAAGATTTTTGAAGCCCTTCGATGTAGAGACAATTGTACCTGAGAATCAAGCTTTTTATTTGATGAATACRCCTATTAGGATGCTAAA
	GecuE^9       TTTAGATGCAAATGAAAAAGTCGAGATACGACAAAGATTTTTGAAGCCCTTCGATGTAGAGACAATTGTACCTGAGAATCAAGCTTTTTATTTGATGAATACGCCTATTAGGATGCTAAA
	GecuE^10       TTTAGATGCAAATGAAAAAGTCGAGATACGACAAAGATTTTTGAAGCCCTTCGATGTAGAGACAATTGTACCTGAGAATCAAGCTTTTTATTTGATGAATACGCCTATTAGGATGCTAAA
	GecuE^11      TTTAGATGCAAATGAAAAAGTCGAGATACGACAAAGATTTTTGAAGCCCTTCGATGTAGAGACAATTGTACCTGAGAATCAAGCTTTTTATTTGATGAATACNCCTATTAGGATGCTAAA
	GlicC^15     TTTAGATGCAAATGAAAAAGTCGAGMTACGACAAAGATTTTTGAAGCCCTTCGATGTAGAGACAATTGTACCTGAGAATCAAGCTTTTTATTTGATGAATACGCCTATTAGGATGCTAAA
	GlicP^17      TTTAGATGCAAATGAAAAAGTCGAGATACGACAAAGATTTTTGAAGCCCTTCGATGTAGAGACAATTGTACCTGAGAATCAAGCTTTTTATTTGATGAATACGCCTATTAGGATGCTAAA
	GlicE^20      TTTAGATGCAAATGAAAAAGTCGAGMTACGACAAAGATTTTTGAAGCCCTTCGATGTAGAGACAATTGTACCTGAGAATCAAGCTTTTTATTTGATGAATACGCCTATTAGGATGCTAAA
	GlicE^21      TTTAGATGCAAATGAAAAAGTCGAGATACGACAAAGATTTTTGAAGCCCTTCGATGTAGAGACAATTGTACCTGAGAATCAAGCTTTTTATTTGATGAATACGCCTATTAGGATGCTAAA
	GlicE^22      TTTAGATGCAAATGAAAAAGTCGAGATACGACAAAGATTTTTGAAGCCCTTCGATGTAGAGACAATTGTACCTGAGAATCAAGCTTTTTATTTGATGAATACGCCTATTAGGATGCTAAA
	GlicE^23       TTTAGATGCAAATGAAAAAGTCGAGATACGACAAAGATTTTTGAAGCCCTTCGATGTAGAGACAATTGTACCTGAGAATCAAGCTTTTTATTTGATGAATACGCCTATTAGGATGCTAAA
	GlicE^24       TTTAGATGCAAATGAAAAAGTCGAGATACGACAAAGATTTTTGAAGCCCTTCGATGTAGAGACAATTGTACCTGAGAATCAAGCTTTTTATTTGATGAATACGCCTATTAGGATGCTAAA
	GlicE^25      TTTAGATGCAAATGAAAAAGTCGAGATACGACAAAGATTTTTGAAGCCCTTCGATGTAGAGACAATTGTACCTGAGAATCAAGCTTTTTATTTGATGAATACGCCTATTAGGATGCTAAA
	GlicE^26      TTTAGATGCAAATGAAAAAGTCGAGATACGACAAAGATTTTTGAAGCCCTTCGATGTAGAGACAATTGTACCTGAGAATCAAGCTTTTTATTTGATGAATACGCCTATTAGGATGCTAAA
	GmorB^27    TTTAGATGCAAATGAAAAAGTCGAGATACGACAAAGATTTTTGAAGCCCTTCGATGTAGAGACAATTGTACCTGAGAATCAAGCTTTTTATTTGATGAATACGCCTATTAGGATGCTAAA
	GpasB^28    TTTAGATGCAAATGAAAAAGTCGAGATACGACAAAGATTTTTGAAGCCCTTCGATGTAGAGACAATTGTACCTGAGAAYCAAGCTTTTTATTTGATGAATACGCCTATTAGGATGCTAAA
	GpasB^29    TTTAGATGCAAATGAAAAAGTCGAGATACGACAAAGATTTTTGAAGCCCTTCGATGTAGAGACAATTGTACCTGAGAATCAAGCTTTTTATTTGATGAATACGCCTATTAGGATGCTAAA


21 120
	GecuC^1     GATGAAAGCGCAAGACGATGAGCATTCGTTCAGTTTAGATATGTTGAACGCGACTAGACGCTTGTTCAATGAAAACTGGACGAAGGAATTATCGATGGAAACTTTTGATTCAGATCTTGA
	GecuP^4     GATGAAAGCGCAAGACGATGAGCATTCGTTCAGTTTAGATATGTTGAACGCGACTAGACGCTTGTTCAATGAAAACTGGACGAAGGAATTATCGATGGAAACTTTTGATTCAGATCTTGA
	GecuP^5     GATGAAAGCGCAAGACGATGAGCATTCGTTCAGTTTAGATATGTTGAACGCGACTAGACGCTTGTTCAATGAAAACTGGACGAAGGAATTATCGATGGAAACTTTTGATTCAGATCTTGA
	GecuP^6      GATGAAAGCGCAAGACGATGAGCATTCGTTCAGTTTAGATATGTTGAACGCGACTAGACGYTTGTTCAATGAAAACTGGACGAAGGAATTATCGATGGAAACTTTTGATTCAGATCTTGA
	GecuP^7      GATGAAAGCGCAAGACGATGAGCATTCGTTCAGTTTAGATATGTTGAACGCGACTAGACGCTTGTTCAATGAAAACTGGACGAAGGAATTATCGATGGAAACTTTTGATTCAGATCTTGA
	GecuE^8      GATGAAAGCGCAAGACGATGAGCATTCGTTCAGTTTAGATATGTTGAACGCGACTAGACGCTTGTTCAATGAAAACTGGACGAAGGAATTATCGATGGAAACTTTTGATTCAGATCTTGA
	GecuE^9       GATGAAAGCGCAAGACGATGAGCATTCGTTCAGTTTAGATATGTTGAACGCGACTAGACGYTTGTTCAATGAAAACTGGACGAAGGAATTATCGATGGAAACTTTTGATTCAGATCTTGA
	GecuE^10       GATGAAAGCGCAAGACGATGAGCATTCGTTCAGTTTAGATATGTTGAACGCGACTAGACGCTTGTTCAATGAAAACTGGACGAAGGAATTATCGATGGAAACTTTTGATTCAGATCTTGA
	GlicC^15     GATGAAAGCGCAAGACGATGNGCATTCGTTCAGTTTAGATATGTTGAACGCGACTAGACGCTTGTTCAATGAAAACTGGACGAAGGAATTATCGATGGAAACTTTTGATTCAGATCTTGA
	GlicC^16     GATGAAAGCGCAAGACGATGCGCATTCGTTCAGTTTAGATATGTTGAACGCGACTAGACGCYTGTTCAATGAAAACTGGACGAAGGAATTATCGATGGAAACTTTTGATTCAGANCTTGA
	GlicP^17      GATGAAAGCGCAAGACGATGMGCATTCGTTCAGTTTAGATATGTTGAACGCGACTAGACGCTTGTTCAATGAAAACTGGACGAAGGAATTATCGATGGAAACTTTYGATTCAGATCTTGA
	GlicP^18      GATGAAAGCGCAAGACGATGNGCATTCGTTCAGTTTAGATATGTTGAACGCGACTAGACGCTTGTTCAATGAAAACTGGACGAAGGAATTATCGATGGAAACTTTTGATTCAGATCTTGA
	GlicP^19      GATGAAAGCGCAAGACGATGNGCATTCGTTCAGTTTAGATATGTTGAACGCGACTAGACGCTTGTTCAATGAAAACTGGACGAAGGAATTATCGATGGAAACTTT-GATTCAGATCTTGA
	GlicE^20      GATGAAAGCGCAAGACGATGAGCATTCGTTCAGTTTAGATATGTTGAACGCGACTAGACGCTTGTTCAATGAAAACTGGACGAAGGAATTATCGATGGAAACTTTTGATTCAGATCTTGA
	GlicE^21      GATGAAAGCGCAAGACGATGMGCATTCGTTCAGTTTAGATATGTTGAACGCGACTAGACGCTTGTTCAATGAAAACTGGACGAAGGAATTATCGATGGAAACTTTTGATTCAGATCTTGA
	GlicE^22       GATGAAAGCGCAAGACGATGMGCATTCGTTCAGTTTAGATATGTTGAACGCGACTAGACGCTTGTTCAATGAAAACTGGACGAAGGAATTATCGATGGAAACTTTTGATTCAGATCTTGA
	GlicE^23       GATGAAAGCGCAAGACGATGCGCATTCGTTCAGTTTAGATATGTTGAACGCGACTAGACGCTTGTTCAATGAAAACTGGACGAAGGAATTATCGATGGAAACTTTTGATTCAGATCTTGA
	GlicE^24      GATGAAAGCGCAAGACGATGMGCATTCGTTCAGTTTAGATATGTTGAACGCGACTAGACGCTTGTTCAATGAAAACTGGACGANGGAATTATCGATGGAAACTTTTGATTCAGATCTTGA
	GlicE^25      GATGAAAGCGCAAGACGATGCGCATTCGTTCAGTTTAGATATGTTGAACGCGACTAGACGCTTGTTCAATGAAAACTGGACGAAGGAATTATCGATGGAAACTTTTGATTCAGATCTTGA
	GmorB^27    GATGAAAGCGCAAGACGATGAGCATTCGTTCAGTTTAGATATGTTGAACGCGACTAGACGCTTGTTCAATGAAAACTGGACGAAGGAATTATCGATGGAAACTTTTGATTCAGATCTTGA
	GpasB^28    GATGAAAGCGCAAGACGATGMGCATTCGTTCAGTTTAGATATGTTGAACGCGACTAGACGCTTGTTCAATGAAAACTGGACGAAGGAATTATCGATGGAAACTTTTGATTCAGATCTTGA


18 120
	GecuC^1     ATATCCCTACTCTCAAGAAGATATTTACAAGTACCTACTTTTGCCGCCTGTACTCCCCAAAACTAAAACCTGCGAAATATACGGAACATAAACGAAAAGATTCTTCTCTGCGTAGCACGA
	GecuP^4     ATATCCCTACTCTCAAGAAGATATTTACAAGTACCTACTTTTGCCGCCTGTACTCCCYAAAACTAAAACCTGCGAAATATACGGAACATAAACGAAAAGATTCTTCTCTGCGTAGCACGA
	GecuP^5      ATATCCCTACTCTCAAGAAGATATTTACAAGTACCTACTTTTGCNGCCTGTACTCCCCAAAACTAAAACCTGCGAAATATACGGAACATAAACGAAAAGATTCTTCTCTGCGTAGCACGA
	GecuE^8      ATATCCCTACTCTCAAGAAGATATTTACAAGTACCTACTTTTGCCGCCTGTACTCCCCAAAACTAAAACCTGCGAAATATACGGAACATAAACGAAAAGATTCTTCTCTGCGTAGCACGA
	GecuE^9       ATATCCCTACTCTCAAGAAGATATTTACAAGTACCTACTTTTGCCGCCTGTACTYCCCAAAACTAAAACCTGCGAAATATACGGAACATAAACGAAAAGATTCTTCTCTGCGTAGCACGA
	GecuE^10       ATATCCCTACTCTCAAGAAGATATTTACAAGTACCTACTTTTGCCGCCTGTACTCCCTAAAACTAAAACCTGCGAAATATACGGAACATAAACGAAAAGATTCTTCTCTGCGTAGCACGA
	GlicC^15     ATATCCCTACTCTCAAGAAGATATTTACAAGTACCTACTTTTGCCGCCTGTACTCCCCAAAACTAAAACCTGCGAAATATACGGAACATAAACGAAAAGGTTCTTCTCTGCGTAGCACGA
	GlicP^17      ATATCCCTACTCTCAAGAAGATATTTACARGTACCTACTTTTGCCGCCTGTACTCCCCAAAACTAAAACCTGCGAAATATACGGAACATAAACGAAAAGATTCTTCTCTGCGTAGCACGA
	GlicP^18      ATATCCCTACTCTCAAGAAAATATTTACAAGTACCTACTTTTGCCGCCTGTACTCCCCAAAACTAAAACCTGCGAAATATACGGAACATAAACGAAAAGATTCTTCTCTGCGTAGCACGA
	GlicE^20      ATATCCCTACTCTCAAGAAGATATTTACAAGTACCTACTTTTGCCGCCTGTACTCCCCAAAACTAAAACCTGCGAAATATACGGAACATAAACGAAAAGATTCTTCTCTGCGTAGCACGA
	GlicE^21      ATATCCCTACTCTCAAGAAGATATTTACAAGTACCTACTTTTGCCGCCTGTACTCCCCAAAACTAAAACCTGCGAAATATACGGAACATAAACGAAAAGRTTCTTCTCTGCGTAGCACGA
	GlicE^22       ATATCCCTACTCTCAAGAAGATATTTACAAGTACCTACTTTTGCCGCCTGTACTCCCCAAAACTAAAACCTGCGAAATACACGGAAAATAAACGAAAAGATTCTTGTCTGCGTAGCACGA
	GlicE^23       ATATCCCTACTCTCAAGAAGATATTTACAAGTACCTACTTTTGCCGCCTGTACTCCCCAAAACTAAAACCTRCGAAATATACGGAACATAAACGAAAAGATTCTTYTCTGCGTRGCACGA
	GlicE^24      ATATCCCTACTCTCAAGAARATATTTACAAGTACCTACTTTTGCCGCCTGTACTCCCCAAAACTAAAACCTGCGAAATATACGGAACATAAACGAAAAGATTCTTNTCTGCGTAGCACGA
	GlicE^25      ATATCCCTACTCTCAAGAAGATATTTACAAGTACCTACTTTTGCCGCCTGTACTCCCCAAAACTAAAACCTGCGAAATATACGGAACATAAACGAAAAGATTCTTCTCTGCGTAGCACGA
	GmorB^27    ATATCCCTACTCTCAAGAAGATATTTACAAGTACCTACTTTTGCCGCCTGTACTCCCCAAAACTAAAACCTGCGAAATAYACGGAAAATAAACGAAAAGATTCTTSTCTGCGTAGCACGA
	GpasB^28    ATATCCCTACTCTCAAGAAGATATTTACAAGTACCTACTTTTGCCGCCTGTACTCCCTAAAACTAAAACCTGCGAAATATACGGAACATAAACGAAAAGATTCTTCTCTGTGTAGCACGA
	GpasB^29    ATATCCCTACTCTCAAGAAGATATTTACAAGTACCTACTTTTGCCGCCTGTACTCCCYAAAACTAAAACCTGCGAAATATACGGAACATAAACGAAAAGATTCTTCTCTGYGTAGCACGA


19 120
	GecuC^1     ACATAAGAATTGAGAAAATAGTGTATGCTAACGCTAGCGAATTGTGAAGTGCATATCGCAAATGCTGACCAACCTTTAGGGTAATTATTTATCACTGAAATAATAAAATATATAACATCC
	GecuP^4     ACATAAGAATTGAGAAAATAGTGTATGCTAACGCTAGCGAATTGTGAAGTGCATATCGCAAATGCTGACCAACCTTTAGGGTAATTATTTATCACTGAAATAATAAAATATATAACATCC
	GecuP^5     ACATAAGAATTGAGAAAATAGTGTATGCTAACGCTAGCGAATTGTGAAGTGCATATCGCAAATGCTGACCAACCTTTAGGGTAATTATTTATCACTGAAATAATAAAATATATAACATCC
	GecuP^6      ACATAAGAATTGAGAAAATAGTGTATGCTAACGCTAGCGAATTGTGAAGTGCATATCGCAAATGCTGACCAACCTTTAGGGTAATTATTTATCACTGAAATAATAAAATATATAACATCC
	GecuP^7      ACATAAGAATTGAGAAAATAGTGTATGCTAACGCTAGCGAATTGTGAAGTGCATATCGCAAATGCTGACCAACCTTTAGGGTAATTATTTATCACTGAAATAATAAAATATATAACATCC
	GecuE^8      ACATAAGAATTGAGAAAATAGTGTATGCTAACGCTAGCGAATTGTGAAGTGCATATCGCAAATGCTGACCAACCTTTAGGGTAATTATTTATCACTGAAATAATAAAATATATAACATCC
	GecuE^9       ACATAAGAATTGAGAAAATAGTGTATGCTAACGCTAGCGAATTGTGAAGTGCATATCGCAAATGCTGACCAACCTTTAGGGTAATTATTTATCACTGAAATAATAAAATATATAACATCC
	GecuE^10       ACATAAGAATTGAGAAAATAGTGTATGCTAACGCTAGCGAATTGTGAAGTGCATATCGCAAATGCTGACCAACCTTTAGGGTAATTATTTATCACTGAAATAATAAAATATATAACATCC
	GecuE^11      ACATAAGAATTGAGAAAATAGTGTATGCTAACGCTAGCGAATTGTGAAGTGCATATCGCAAATGCTGACCAACCTTTAGGGTAATTATTTATCACTGAAATAATAAAATATATAACATCC
	GlicC^15     ACATAAGAATTGAGAAAATAGTGTATGCTAACGCTAGCGAATTGTGAAGTGCATATCGCAAATGCTGACCAACCTTTAGGGTAATTATTTATCACTGAAATAATAAAATATATAACATCC
	GlicP^17      ACATAAGAATTGAGAAAATAGTGNATGCTAACGCTAGCGAATTGTGAAGTGCATATCGCAAATGCTGACCAACCTTTAGGGTAATTATTTATCACT-AAATAATAAAATATATAACATCC
	GlicP^18      ACATAAGAATTGAGAAAATAGTGCATGCTAACGCTAGCGAATTGTGAAGTGCATATCGCAAATGCTGACCAACCTTTAGGGTAATTATTTATCACTGAANTAATAAAATATATAACATCC
	GlicE^20      ACATAAGAATTGAGAAAATAGTGYATGCTAACGCTAGCGAATTGTGAAGTGCATATCGCAAATGCTGACCAACCTTTAGGGTAATTATTTATCACTGAAATAATAAAATATATAACATCC
	GlicE^21      ACATAAGAATTGAGAAAATAGTGCATGCTAACGCTAGCGAATTGTGAAGTGCATATCGCAAATGCTGACCAACCTTTAGGGTAATTATTTATCACTGAAATAATAAAATATATAACATCC
	GlicE^22       ACATAAGAATTGAGAAAATAGTGTATGCTAACGCTAGCGAATTGTGAAGTGCATATCGCAAATGCTGACCAACCTTTAGGGTAATTATTTATCACTGAAATAATAAAATATATAACATCC
	GlicE^23       ACATAAGAATTGAGAAAATAGTGYATGCTAACGCTAGCGAATTGTGAAGTGCATATCGCAAATGCTGACCAACCTTTAGGGTAATTATTTATCACTGAAATAATAAAATATATAACATCC
	GlicE^24      ACATAAGAATTGAGAAAATAGTGYATGCTAACGCTAGCGAATTGTGAAGTGCATATCGCAAATGCTGACCAACCTTTAGGGTAATTATTTATCACTGAAATAATAAAATATATAACATCC
	GmorB^27    ACATAAGAATTGAGAAAATAGTGTATGCTAACGCTAGCGAATTGTGAAGTGCATATCGCAAATGCTGACCAACCTTTAGGGTAATTATTTATCACTGAAATAATAAAATATATAACATCC
	GpasB^28    ACATAAGAATTGAGAAAATAGTGTATGCTAACGCTAGCGAATTGTGAAGTGCATATCGCAAATGCTGACCAACCTTTAGGGTAATTATTTATCACTGAAATAATAAAATATATAACATCC


16 120
	GecuC^1     CTCTTACAAAGAATATCTGCAACACGATAAATAATTACCTACTGACACTTTTCTAAATTTATTTGTTGTTGTTTATAATAGCAGTTGATATTACCTACTTCATACGGAAAAAGAAGAAGA
	GecuP^4      CTCTTACAAAGAATATCTGCAACACGATAAATAATTACCTACTGACACTTTTCTAAATTTATTTGTTGTTGTTTATAATAGCAGTTGATATTACCTAYTTCATACGGAAAAAGAAGAAGA
	GecuE^8       CTCTTACAAAGAATATCTNCAACACGATAAATAATTACCTACTGACACTTTTCTAAATTTATNNNTTGNTGTTTATAATAGCAGTTGATATTACCTACTTCATACGGAAAAAGAAGAAGA
	GecuE^9      CTCTTACAAAGAATATCTACAACACGATAAATAATTACCTACTGACACTTTTCTAAATTTATTTGGTGTTGTTTATAATAGCAGTTGATATTACCTACTTCATACGGAAAAAGAAGAAGA
	GlicC^15     CTCTTACAAAGAATATCTACAACACGATAAATAATTACCTACTGACACTTTTCTAAATTTATTTGGTGTTGTTTATAATAGCAGTTGATATTACYTACTTCATACGGAAAAAGAAGAGGA
	GlicP^17      CTCTTACAAAGAATATCTGCAACACGATAAATAATTACCTACTGACACTTTTCTAAATTTATTTGKTGTTGTTTATAATAGCAGTTGATATTACCTACTTCATACGGAAAAAGAAGARGA
	GlicP^18      CTCTTACAAAGAATATCTACAACACGATAAATAATTACCTACTGACACTTTTCTAAATTTATTTGGTGTTGTTTATAATAGCAGTTGATATTACCTACTTCATACGGAAAAAGAAGAGGA
	GlicE^20      CTCTTACAAAGAATATCTGCAACACGATAAATAATTACCTACTGACACTTTTCTAAATTTATTTGKTGTTGTTTATAATAGCAGTTGATATTACCTACTTCATACGGAAAAAGAAGARGA
	GlicE^21      CTCTTACAAAGAATATCTGCAACACGATAAATAATTACCTACTGACACTTTTCTAAATTTATTTGTTGTTGTTTATAATAGCAGTTGATATTACCTACTTCATACGGAAAAAGAAGAAGA
	GlicE^22      CTCTTACAAAGAATATCTACAACACGATAAATAATTACCTACTGACACTTTTCTAAATTTATTTGGTGTTGTTTATAATAGCAGTTGATATTACCTACTTCATACGGAAAAAGAAGAAGA
	GlicE^23       CTCTTACAAAGAATATCTRCAACACGATAAATAATTACCTACTGACACTTTTCTAAATTTATTTGTTGKTGTTTATAATAGCAGTTGATATTACCTACTTCATACGGAAAAAGAAGAAGA
	GlicE^24       CTCTTACAAAGAATATCTACAACACGATAAATAATTACCTACTGACACTTTTCTAAATTTATTTGGNNNTGTTTATAATAGCAGTTGATATTACCTACTTCATACGGAAAAAGAAGAAGA
	GlicE^25      CTCTTACAAAGAATATCTACAACACGATAAATAATTACCTACTGACACTTTTCTAAATTTATTTGGTGTTGTTTATAATAGCAGTTGATATTACCTACTTCATACGGAAAAAGAAGARGA
	GmorB^27    CTCTTACAAAGAATATCTGCAACACGATAAATAATTACCTACTGACACTTTTCTAAATTTATTTGTTGTTGTTTATAATAGCAGTTGATATTACCTACTTCATACGGAAAAAGAAGAAGA
	GpasB^28    CTCTTACAAAGAATATCTGCAACACGATAAATAATTACCTACTGACACTTTTCTAAATTTATTTGTTGTTGTTTATAATAGCAGTTGATATTACCTACTTCATACGGAAAAAGAAGAAGA
	GpasB^29    CTCTTACAAAGAATATCTGCAACACGATAAATAATTACCTACTGACACTTTTCTAAATTTATTTGTTGTTGTTTATAATAGCAGTTGATATTACCTACTTCATACGGAAAAAGAAGAAGA


25 120
	GecuC^1     TCATACTTTCGAGAACATCTAGCCACATTTTTCCTGTAGTGTAATCTTCTCCTGAAAATTTCTCAATAGTTTTCGTTAGATCTGGCATCACGCTATAATGCTTTACTTCTTTATTTTGCA
	GecuC^2     TCATACTTT-GAGAACATCTAGCCACATTTTTCCTGTAGTGTAATCTTCTCCTGAAAATTTCTCAATAGTTTTCGTTAGATCTGNCATCACGCTATAATGCTTTACTTCTTTATTTTGCA
	GecuC^3     TCATACTTTCGAGAACATCTAGCCACATTTTTCCTGTAGTGTAATCTTCTCCTGAAAATTTCTCAATAGTTTTCGTTAGATCTGGCATCACGCTATAATGCTTTACTTCTTTATTTTGCA
	GecuP^4     TCATACTTTCGAGAACATCTAGCCACATTTTTCCTGTAGTGTAATCTTCTCCTGAAAATTTCTCAATAGTTTTCGTTAGATCTGGCATCACGCTATAATGCTTTACTTCTTTATTTTGCA
	GecuP^5     TCATACTTTCGAGAACATCTAGNCACATTTTTCCTGTAGTGTAATCTTCTCCTGAAAATWTCTCAATAGTTTTCGTTAGATCTGGCATCACGCTATAATGCTTTACTTCTTTATTTTGCA
	GecuP^6      TCATACTTTCGAGAACATCTAGCCACATTTTTCCTGTRGTGTAATCTTCTCCTGAAAATTTCTCAATAGTTTTCGTTAGATCTGGCATCACGCTATAATGCTTTACTTCTTTATTTTGCA
	GecuP^7      TCATACTTTCGAGAACATCTAGCCACATTTTTCCTGTAGTGTAATCTTCTCCTGAAAATTTCTCAATAGTTTTCGTTAGATCTGGCATCACGCTATAATGCTTTACTTCTTTATTTTGCA
	GecuE^8      TCATACTTTCGAGAACATCTAGCCACATTTTTCCTGTAGTGTAATCTTCTCCTGAAAATTTCTCAATAGTTTTCGTTAGATCTGGCATCACGCTATAATGCTTTACTTCTTTATTTTGCA
	GecuE^9       TCATACTTTCGAGAACATCTAGCCACATTTTTCCTGTAGTGTAATCNTCTCCTGAAAATTTCTCAATAGTTTTCGTTAGATCTGGCATCACGCTATAATGCTTTACTTCTTTATTTTGCA
	GecuE^10       TCATACTTTCGAGAACATCTAGCCACATTTTTCCTGTAGTGTAATCTTCTCCTGAAAATTTCTCAATAGTTTTCGTTAGATCTGGCATCACGCTATAATGCTTTACTTCTTTATTTTGCA
	GecuE^11      TCATACTTTCGAGAACATCTAGCCACATTTTTCCTGTAGTGTAATCTTCTCCTGAAAATTTCTCAATAGTTTTCGTTAGATCTGGCATCACGCTATAATGCTTTACTTCTTTATTTTGCA
	GlicC^15     TCATACTTTCGAGAACATCTAGCCACATTTTTCCTGTAGTGTAATCTTCTCCTGAAAATTTCTCAATAGTTTTCGTTAGATCTGGCATCACGCTATAATGCTTTACTTCTTTATTTTGCA
	GlicC^16     TCATACTTTCGAGAACATCTAGCCACATTTTTCCTGTAGTGTAATCTTCTCCTGAAAATTTCTCAATARTTTTCGTTAGATCTGGCATCACGCTATAATGCTTTACTTCTTTATTTTGCA
	GlicP^17      TCATACTTTCGAGAACATCTAGCCACATTTTTCCTGTAGTGTAATCTTCTCCTGAAAATTTCTCAATAGTTTTCGTTAGATCTGGCATCACGCTATAATGCTTTACTTCTTTATTTTGCA
	GlicP^18      TCATACTTTCGAGAACATCTANCCACATTTTTCCTGTAGTGTAATCTTCTCCTGAAAATTTCTCAATAGTTTTCGTTAGATCTGGCATCACGCTATAATGCTTTACTTCTTTATTTTGCA
	GlicP^19      TCATACTTTCGAGAACATCTAGCCACATTTTTCCTGTAGTGTAATCTTCTCCTGAAAATTTCTCAATAGTTTTCGTTAGATCTGGCATCACGCTATAATGCTTTACTTCTTTATTTTGCA
	GlicE^20      TCATACTTTCGAGAACATCTAGCCACATTTTTCCTGTAGTGTAATCTTCTCCTGAAAATTTCTCAATAGTTTTCGTTAGATCTGGCATCACGCTATAATGCTTTACTTCTTTATTTTGCA
	GlicE^21      TCATACTTTCGAGAACATCTAGCCACATTTTTCCTGTAGTGTAATCTTCTCCTGAAAATTTCTCAATAGTTTTCGTTAGATCTGGCATCACGCTATAATGCTTTACTTCTTTATTTTGCA
	GlicE^22      TCATACTTTCGAGAACATCTAGCCACATTTTTCCTGTAGTGTAATCTTCTCCTGAAAATTTCTCAATAGTTTTCGTTAGATCTGGCATCACGCTATAATGCTTTACTTCTTTATTTTGCA
	GlicE^23       TCATACTTTCGAGAACATCTAGCCACATTTTTCCTGTAGTGTAATCTTCTCCTGAAAATTTCTCAATAGTTTTCGTTAGATCTGGCATCACGCTATAATGCTTTACTTCTTTATTTTGCA
	GlicE^24       TCATACTTTCGAGAACATCTAGCCACATTTTTCCTGTAGTGTAATCTTCTCCTGAAAATTTCTCAATAGTTTTCGTTAGATCTGGCATCACGCTATAATGCTTTACTTCTTTATTTTGCA
	GlicE^25      TCATACTTTCGAGAACATCTAGCCACATTTTTCCTGTAGTGTAATCTTCTCCTGAAAATTTCTCAATAGTTTTCGTTAGATCTGGCATCACGCTATAATGCTTTACTTCTTTATTTTGCA
	GlicE^26      TCATACTTTCGAGAACATCTAGCCACATTTTTCCTGTAGTGTAATCTTCTCCTGAAAATTTCTCAATAGTTTTCGTTAGATCTGGCATCACGCTATAATGCTTTACTTCTTTATTTTGCA
	GmorB^27    TCATACTTTCGAGAACATCTAGCCACATTTTTCCTGTAGTGTAATCTTCTCCTGAAAATTTCTCAATAGTTTTCGTTAGATCTGGCATCACGCTATAATGCTTTACTTCTTTATTTTGCA
	GpasB^28    TCATACTTTCGAGAACATCTAGCCACATTTTTCCTGTAGTGTAATCTTCTCCTGAAAATTTCTCAATAGTTTTCGTTAGATCTGGCATCACGCTATAATGCTTTACTTCTTTATTTTGCA


19 120
	GecuC^1     TTTTGTATTTATGTGTTTTGCACCTCTAAAGTAGTGTGGCAAGCATTTGTTTTTGAAACCATTGGA-TTTTTTTGACACACCTAARTGCCAGGAATTGTAAAACGGTNATTGGTCGAGAA
	GecuP^4     TTTTGTATTTATGYGTTTTGCACCTCTAAAGTAGTGTGGCAAGCATTTGTTTTTGAAACCATTGGA-TTTTTTTGACACACCTAAGTGCCAGGAATTGTAAAACGGTGATTGGTCGAGAA
	GecuP^5      TTTTGTATTTATGTGTTTTGCACCTCTAAAGTAGYGTGGCAAGCATTTGTTTTTGAMACCATTGGA-TTTTTTTGACACACCTAAGTGCCAGGAATTGTAAAACRGTGATTGGTCGAGAA
	GecuP^6      TTTTGTATTTATGYGTTTTGCACCTCTAAAGTAGYGTGGCAAGCATTTG-TTTTGAAACYATTGGA-TTTTTTTGACACACCTAAGTGCCAGGAATTGTAAAACGGTGATTGGTCGAGAA
	GecuE^8      TTTTGTATTTATGTGTTTTGCACCTCTAAAGTAGTGTGGCAAGCATTTGTTTTTGAAACCATTGGM-TTTTTTTGACACACCTAAGTGCCAGGAATTGTAAAACGGTGATTGGTCGAGAA
	GecuE^9       TTTTGTATTTATGYGTTTTGCACCTCTAAAGTAGTGTGGYAAGCATTTGTTTTTGAAACCATTGGA-TTTTTTTGACACACCTAAGTGCCAGGAATTGTAAAACGGTGATTGGTCGAGAA
	GecuE^10       TTTTGTATTTATGCGTTTTGCACCTCTAAAGTAGTGTGGCAAGCATTTGTTTTTGAAACCATTGGA-TTTTTTTGACACACCTAAGTGCCAGGAATTGTAAAACGGTGATTGGTCGAGAA
	GlicC^15     TTTTGTATTTATGTGTTTTGCACCTCTAAAGNAGCGTGGNAAGCATTTGTTTTTGAAACTATTGGA-TTTTTTTGACACACCTAAGTGCCAGGAATTGTAAAACGGTGATTGGTCGAGAA
	GlicP^17      TTTTGTATTTATGTGTTTTGCACCTCTAAAGTAGYGTGGCAAGCATTTGTTTTTGAAACCATTGGA-TTTTTTTGACACACCTAAGTGCCAGGAATTGTAAAACGGTGATTGGTCGAGAA
	GlicP^18      TTTTGTATTTATGTGTTTTGCACCTCTAAARTAGCGTGGCAAGCATTTGTTTTTGAAACCATTGGA-TTTTTTTGACACACCTAAGTGCCAGGAATTGTAAAACGGTGATTGGTCGAGAA
	GlicE^20      TTTTGTATTTATGTGTTTTGCACCTCTAAAGTAGYGTGGCAAGCATTTGTTTTTGAAACCATTGGA-TTTTTTTGACACACCTAAGTGCCAGGAATTGTAAAACGGTGATTGGTCGAGAA
	GlicE^21      TTTTGTATTTATGYGTTTTGCACCTCTAAAGTAGTGTGGCAARCATTTGTTTTTGAAACCATTGGA-TTTTTTTGACACACCTAAGTGCCAGGAATTGTAAAACGGTGATTGGTCGAGAA
	GlicE^22       TTTTGTATTTATGTGTTTTGCACCTCTAAAGTAGYGTGGCAAGCATTTGTTTTTGAAACCATTGGA-TTTTTTTGACACACCTAAGTGCCAGGAATTGTAAAACGGTGATTGGTCGAGAA
	GlicE^23       TTTTGTATTTATGTGTTTTGCACCTCTAAAGTAGTGTGGCAAGCATTTGTTTTTGAAACCATTGGA-TTTTTTTGACACACCTAAGTGCCAGGAATTGTAAAACGGTGATTGGTCGAGAA
	GlicE^24      TTTTGTATTTATGTGTTTTGCACCTCTAAAGTAGTGTGGCAAGCATTTGTTTTTGAAACCATTGGATTTTTTTTGACACACCTAAGTGCCAGGAATTGTAAAACGGTGATTGGTCGAGAA
	GlicE^25      TTTTGTATTTATGTGTTTTGCACCTCTAAAGTAGYGTGGCAAGCATTTGTTTTTGAAACCATTGGA-TTTTTTTGACACACCTAAGTGCCAGGAATTGTAAAACGGTGATTGGTCGAGAA
	GmorB^27    TTTTGTATTTATGTGTTTTGCACCTCTAAAGTAGCGTGGCAAGCATTTGTTTTTGAAACCATTGGA-TTTTTTTGACACACCTAAGTGCCAGGAATTGTAAAACGGTGAYTGGTCGAGAA
	GpasB^28    TTTTGTATTTATGTGTTTTGCACCTCTAAAGTAGTGTGGCAAGCATTTGTTTTTGAAACCATTGGA-TTTTTTTGACACACCTAAGTGCCAGGAATTGTAAAACGGTGATTGGTCGAGAA
	GpasB^29    TTTTGTATTTATGTGTTTTGCACCTCTAAAGTAGTGTGGCAAGCATTTGTTTTTGAAACCATTGGA-TTTTTTTGACACACCTAAGTGCCAGGAATTGTAAAACGGTGATTGGTCGAGAA


16 120
	GecuC^1     ACCAGAAYTGGTGGGAAGTATTGGACAGTACAGCAGCCAACACCATCACCAGATTGATCGCGAAACCTTCTTGAGCACTTACAATATMCCCCTTGAAAATCCTAAAGTTCCTAATTGGAA
	GecuP^4     ACCAGAAYTGGTGGGAAGTATTGGACAGTACAGCAGCCAACACCATCACCAGATTGATCGCGAAACCTTCTTGAGCACTTACAATATCCCCCTTGAAAATCCTAAAGTTCCTAATTGGAA
	GecuE^8      ACCAGAACTGGTGGGAAGTATTGGACAGTACAGCAGCCAACACCATCACCAGATTGATCGCGAAACCTTCTTGAGCACTTACAATATCCCCCTTGAAAATCCTAAAGTTCCTAATTGGAA
	GecuE^9       ACCAGAACTGGTGGGAAGTATTGGACAGTACAGCAGCCAACACCATCACCAGATTGATCGCGAAACCTTCTTGAGCACTTACAATATCCCCCTTGAAAATCCTAAAGTTCCTAATTGGAA
	GecuE^10       ACCAGAACTGGTGGGAAGTATTGGACAGTACAGCAGCCAACACCATCACCAGATTGATCGCGAAACCTTCTTGAGCACTTACAATATCCCCCTTGAAAATCCTAAAGTTCCTAATTGGAA
	GecuE^11      ACCAGAANTGGTGGGAAGTATTGGACAGTACAGCAGCCAACACCATCACCAGATTGATCGCGAAACCTTCTTGAGCACTTACAATATCCCCCTTGAAAATCCTAAAGTTCCTAATTGGAA
	GlicC^15     ACCAGAACTGGTGGGAAGTATTGGACAGTACAGCAGCCAACACCATCACCAGATTGATCGCGAAACCTTCTTGAGCACTTACAATATCCCCCTTGAAAATCCTAAAGTTCCTAATTGGAA
	GlicP^17      ACCAGAACTGGTGGGAAGTATTGGACAGTACAGCAGCCAACACCATCACCAGATTGATCGCGAAACCTTCTTGAGCACTTACAATAT-CCCCTTGAAAATCCTAAAGTTCCTAATTGGAA
	GlicE^20      ACCAGAACTGGTGGGAAGTATTGGACAGTACAGCAGCCAACACCATCACCAGATTGATCGCGAAACCTTCTTGAGCACTTACAATATCCCCCTTGAAAATCCTAAAGTTCCTAATTGGAA
	GlicE^21      ACCAGAAYTGGTGGGAAGTATTGGACAGTACAGCAGCCAACACCATCACCAGATTGATCGCGAAACCTTCTTGAGCACTTACAATATCCCCCTTGAAAATCCTAAAGTTCCTAATTGGAA
	GlicE^22      ACCAGAACTGGTGGGAAGTATTGGACAGTACAGCAGCCAACACCATCACCAGATTGATCGCGANACCTTCTTGAGCACTTACAATATCCCCCTTGAAAATCCTAAAGTTCCTAATTGGAA
	GlicE^23       ACCAGAACTGGTGGGAAGTATTGGACAGTACAGCAGCCAACACCATCACCAGATTGATCGCGAAACCTTCTTGAGCACTTACAATATMCCCCTTGAAAATCCTAAAGTTCCTAATTGGAA
	GlicE^24       ACCAGAACTGGTGGGAAGTATTGGACAGTACAGCAGCCAACACCATCACCAGATTGATCGCGAAACCTTCTTGAGCACTTACAATATCCCCCTTGAAAATCCTAAAGTTCCTAATTGGAA
	GlicE^25      ACCAGAACTGGTGGGAAGTATTGGACAGTACAGCAGCCAACACCATCACCAGATTGATCGCGAAACCTTCTTGAGCACTTACAATATCCCCCTTGAAAATCCTAAAGTTCCTAATTGGAA
	GmorB^27    ACCAGAACTGGTGGGAAGTATTGGACAGTACAGCAGCCAACACCATCACCAGATTGATCGCGAAACCTTCTTGAGCACTTACAATATCCCCCTTGAAAATCCTAAAGTTCCTAATTGGAA
	GpasB^28    ACCAGAAYTGGTGGGAAGTATTGGACAGTACAGCAGCCAACACCATCACCAGATTGATCGCGAAACCTTCTTGAGCACTTACAATATCCCCCTTGAAAATCCTAAAGTTYCTAATTGGAA


19 120
	GecuC^1     AAARGAAACAAGTTTTGATAATTTTTTGAWATCAGAAAGAATTGAATTATACCTGTGTATGTATGTTACCAGAATATGTAAGTAAATTTCTACTTTTTATGTCACTATGTGAAACATATT
	GecuP^4     AAAAGAAACAAGTTTTGATAATTTTTTGAAATCAGAAAGAATTGAATTATACCTGTGTATGTATGTTACCAGAATATGTAAGTAAATTTCTACTTTTTATGTCACTATGTGAAACATATT
	GecuP^5     AAAAGAAACAAGTTTTGATAATTTTTTGAAATCAGAAAGAATTGAATTATACCTGTGTATGTATGTTACCAGAATATGTAAGTAAATTTCTACTTTTTATGTCACTATGTGAAACATATT
	GecuP^6      AAAAGAGACAAGTTTTGATAATTTTTTGAAATCAGAAAGAATTGAATTATACCTGTGTATGTATGTTACCAGAATATGTAAGTAAATTTCTACTTTTTATGTCACTATGTGAAACATATT
	GecuE^8      AAAAGAAACAAGTTTTGATAATTTTTTGAAATCAGAAAGAATTGAATTATRCCTGTGTATGTATGTTACCAGAATATGTAAGTAAATTTCTACTTTTTATGTCACTATGTGAAACATATT
	GecuE^9       AAAAGAAACAAGTTTTGATAATTTTTTGAAATCAGAAAGAATTGAATTATACCTGTGTATGTATGTTACCAGAATATGTAAGTAAATTTCTACTTTTTATGTCACTATGTGAAACATATT
	GecuE^10      AAAAGAAACAAGTTTTGATAATTTTTTGAAATCAGAACGAATTGAATTATACCTGTGTATGTATGTTACCAGAATATGTAAGTAAATGTCTACTTTTTATGTCACTATGTGAAACATATT
	GlicC^15     AAAAGAAACAAGTTTTGATAATTTTTTGAAATCAGAAAGAATTGAATTATACCTGTGTATGTATGTTACCAGAATATGTAAGTAAATTTCTACTTTTTATGTCACTATGTGAAACATATT
	GlicP^17      AAAAGAAACAAGTTTTGATAATTTTTTGAAATCAGAAMGAATTGAATTATACCTGTGTATGTATGTTACCAGAATATGTAAGTAAATKTCTACTTTTTATGTCACTATGTGAAACATATT
	GlicP^18      AAAAGAAACAAGTTTTGATAATTTTTTGAAATCAGAACGAATTGAATTATACCTGTGTATGTATGTTACCAGAATATGTAAGTAAATTTCTACTTTTTATGTCACTATGTGAAACATATT
	GlicE^20      AAAAGAAACAAGTTTTGATAATTTTTTGAAATCAGAAAGAATTGAATTATACCTGTGTATGTATGTTACCAGAATATGTAAGTAAATTTCTACTTTTTATGTCACTATGTGAAACATATT
	GlicE^21      AAAAGAAACAAGTTTTGATAATTTTTTGAAATCAGAAAGAATTGAATTATACCTGTGTATGTATGTTACCAGAATATGTAAGTAAATTTCTACTTTTTATGTCACTATGTGAAACATATT
	GlicE^22      AAAAGAAACAAGTTTTGATAATTTTTTGAAATCAGAACGAATTGAATTATACCTGTGTATGTATGTTACCAGAATATGTAAGTAAATGTCTACTTTTTATGTCACTATGTGAAACATATT
	GlicE^23       AAAAGAAACAAGTTTTGATAATTTTTTGAAATCAGAAAGAATTGAATTATACCTGTGTATGTATGTTACCAGAATATGTAAGTAAATTTCTACTTTTTATGTCACTATGTGAAACATATT
	GlicE^24       AAAAGAAACAAGTTTTGATAATTTTTTGAAATCAGAAMGAATTGAATTATACCTGTGTATGTATGTTACCAGAATATGTAAGTAAATKTCTACTTTTTATGTCACTATGTGAAACATATT
	GlicE^25      AAAAGAAACAAGTTTTGATAATTTTTTGAAATCAGAAMGAATTGAATTATACCTGTGTATGTATGTTACCAGAATATGTAAGTAAATKTCTACTTTTTATGTCACTATGTGAAACATATT
	GlicE^26      AAAAGAAACAAGTTTTGATAATTTTTTGAAATCAGAAAGAATTGAATTATACCTGTGTATGTATGTTACCAGAATATGTAAGTAAATTTCTACTTTTTATGTCACTATGTGAAACATATT
	GmorB^27    AAAAGAAACAAGTTTTGATAATTKTTTGAAATCAGAAAGAATTGAATTATACCTGTGTATGTATGTTACCAGAATATGTAAGTAAATTTCTACTTTTTATGTCACTATGTGAAACATATT
	GpasB^28    AAAAGAAACAAGTTTTGATAATTTTTTGAAATCAGAAAGAATTGAATTATACCTGTGTATGTATGTTACCAGAATATGTAAGTAAATTTCTACTTTTTATGTCACTATGTGAAACATATT


19 120
	GecuC^1     CGCTTGTTTGAGCACGTATTTGAGCTGTAGGAGAAATAAAATTATTTCAGAATGAATAATAGATTCTCTTACATGCAATTTCGTGTACTGTGGTCAGACTTTCCCGATTTCAATTGTTA-
	GecuC^2     CGCTTGTTTGAGCACGTATTTGAGCTGTAGGAGAAATAAAATTATTTCAGAATGAATAATAGATCCTCTTACATGCAATTTCGTGTACTGTGGTCAGACTTTCCCGATTTCAATTGTTA-
	GecuP^4     CGCTTGTTTGAGCACGTATTTGAGCTGTAGGAGAAATAAAATTATTTCAGAATGAATAATAGATTCTCTTACATGCAATTTCGTGTACTGTGGTCAGACTTTCCCGATTTCAATTGTTA-
	GecuP^5      CGCTTGTTTGAGCACGTATTTGAGCTGTAGGAGAAATAAAATTATTTCAGAATGAATAATAGATTCTCTTACATGCAATTTCGTGTACTGTGGTCAGACTTTCCCGATTTCAATTGTTA-
	GecuP^6      CGCTTGTTTGAGCACGTATTTGAGCTGTAGGAGAAATAAAATTATTTCAGAATGAATAATAGATTCTCTTGCATGCAATTTCGTGTACTGTGGTCAGACTTTCCCGATTTCAATTGTTA-
	GecuE^8      CGCTTGTTTGAGCACGTATTTGAGCTGTAGGAGAAATAAAATTATTTCAGAATGAATAATAGATTCTCTTACATGCAATTTCGTGTACTGTGGTCAGACTTTCCCGATTTCAATTGTTA-
	GecuE^9       CGCTTGTTTGAGCACGTATTTGAGCTGTAGGAGAAATAAAATTATTTCAGAATGAATAATAGATTCTCTTACATGCAATTTCGTGTACTGTGGTCAGACTTTCCCGATTTCAATTGTTA-
	GecuE^10      CGCTTGTTTGAGYACGTATTTGAGCTGTAGGAGAAATAAAATTATTTCAGAATGAATAATAGATTCTCTTACATGCAATTTCGTGTACTGTGGTCAGACTTTCCCGATTTCAATTGTTA-
	GecuE^11      CGCTTGTTTGAGCACGTATTTGAGCTGTAGGAGAAATAAAATTATTTCAGAATGAATAATAGATTCTCTTACATGCAATTTCGTGTACTGTGGTCAGACTTTCCCGATTTCAATTGTTA-
	GlicC^15     CGCTTGTTTGAGCACGTATTTGAGCTGTAGGAGAAATAAAATTATTTCAGAATGAATAATAGATTCTCTTACATGCAATTTCGTGTACTGTGGTCAGACTTTCCCGATTTCAATTGTTA-
	GlicP^17      CGCTTGTTTGAGCACGTATTTGAGCTGTAGGAGAAATAAAATTATTTCAGAATGAATAATAGATTCTCTTACATGCAATTTCGTGTACTGTGGTCAGACTTTCCCGATTTCAATTGTTA-
	GlicE^20      CGCTTGTTTGAGCAYGTATTTGAGCTGTAGGAGAAATAAAATTATTTCAGAATGAATAATAGATTCTCTTACATGCAATTTCGTGTACTGTGGTCAGACTTTCYCGATTTCAATTGTTA-
	GlicE^21      CGCTTGTTTGAGCACGTATTTGAGCTGTAGGAGAAATAAAATTATTTCAGAATGAATAATAGATTCTCTTACATGCAATTTCGTGTACTGTGGTCAGACTTTCCCGATTTCAATTGTTA-
	GlicE^22       CGCTTGTTTGAGCACGTATTTGAGCTGTAGGAGAAATAAAATTATTTCAGAATGAATAATAGATTCTCTTACATGCAATTTCGTGTACTGTGGTCAGACTTTCCCGATTTCAATTGTTA-
	GlicE^23       CGCTTGTTTGAGCACGTATTTGAGCTGTAGGAGAAATAAAATTATTTCAGAATGAATAATAGATTCTCTTACATGCAATTTCGTGTASTGTGGTCAGACTTTCCCGATTTCAATTGTTA-
	GlicE^24      CGCTTGTTTGAGCACGTATTTGAGCTGTAGGAGAAATAAAATTATTTCAGAATGAATAATAGATTCTCTTACATGYAATTTCGTGTACTGTGGTCAGACTTTCCCGATTTCAATTGTTA-
	GmorB^27    CGCTTGTTTGAGCACGTATTTGAGCTGTAGGAGAAATAAAATTATTTCAGAATGAATAATAGATTCTCTTACATGCAATTTCGTGTACTGTGGTCAGACTTTCCCGATTTCAATTGTTA-
	GpasB^28    CGCTTGTTTGAGCACGTATTTGAGCTGTAGGAGAAATAAAATTATTTCAGAATGAATAATAGATTCTCTTACATGCAATTTCGTGTACTGTGGTCAGACTTTCCCGATTTCAATTGTTAN
	GpasB^29    CGCTTGTTTGAGCACGTATTTGAGCTGTAGGAGAAATAAAATTATTTCAGAATGAATAATAGATTCTCTTACATGCAATTTCGTGTACTGTGGTCAGACTTTCCCGATTTCAATTGTTA-


17 120
	GecuC^1     CGATTGAGCTTCTGTGGTAAGAACAAAAATCCCGCGACTCTACATGATCCTATTACACATATCCGCATCCGATTATGATGTAACGCTCGCTCAATACGCAGCGAAGAAGGTACGAGTCAT
	GecuP^4     CGATTGAGCTTCTGTGGTAAGAACAAAAATCCCGCGACTCTACATGATCCTATTACACATATCCGCATCCGATTATGATGTAACGTTCGCTCAATACGCAGCGAAGAAGGTACGAGTCAT
	GecuP^5     CGATTGAGCTTCTGTGGTAAGAACAAAAATCCCGCGACTCTACATGATCCTATTACACATATCCKCATCCGATTATGATGTAACRYTCGCTCAATACGCAGCGAAGAAGGTACGAGTCAT
	GecuP^6      CGATTGAGCTTCTGTGRTAAGAACAAAAATCCCGCGACTCTACATGATCCTATTACACATATCCGCATCCGATTATGATGTAACGCTCGCTCAATACGCAGCGAAGAAGGTACGAGTCAT
	GecuE^8      CGATTGAGCTTCTGTGGTAAGAACAAAAATYCCGCGACTCTACATGATCCTATTACACATATCCGCATCCGATTATGATGTAACGCTCGCTCAATACGCAGCGAAGAAGGTACGAGTCAT
	GecuE^9       CGATTGAGCTTCTGTGGTAAGAACAAAAATCCCGCGACTCTACATGATCCTATTACACATATCCGCATCCGATTATGATGTAACGYTCGCTCAATACGCAGCRAAGAAGGTACGAGTCAT
	GecuE^10       CGATTGAGCTTCTGTGGTAAGAACAAAAATCCCGCGACTCTACATGATCCTATTACACATATCCGCATCCGATTATGATGTAACGCTCGCTCAATACGCAGCRAAGAAGGTACGAGTCAT
	GlicC^15     CGATTGAGCTTCTGTGGTAAGAACAAAAATCCCGCGACTCTACATGATCCTATTACACATATCCGCATCCGATTATGATGTAACGCTCGCTCAATACGCAGCGAAGAAGGTACGAGTCAT
	GlicP^17      CGATTGAGCTTCTGTGGTAAGAACAAAAATCCCGCGACTCTACATNATCCTATTACACATATCCGCATCCGATTATGATGTAACGCTCGCTCAATACGCAGCGAAGAAGGTACGAGTNAT
	GlicE^20      CGATTGAGCTTCTGTGGTAAGAACAAAAATCCCGCGACTCTACATAATCCTATTACACATATCCGCATCCGATTATGATGTAACGCTCGCTCAATACGCAGCGAAGAAGGTACGAGTCAT
	GlicE^21      CGATTGAGCTTCTGTGRTAAGAACAAAAATCCCGCGACTCTACATRATCCTATTACACATATCCGCATCCGATTATGATGTAACGCTCGCTCAATACGCAGCGAAGAAGGTACGAGTCAT
	GlicE^22       CGATTGAGCTTCTGTGGTAAGAACAAAAATCCCGCGACTCTACATRATCCTATTACACATATCCGCATCCGATTATGATGTAACGCTCGCTCAATACGCAGCGAAGAAGGTACGAGTCAT
	GlicE^23       CGATTGAGCTTCTGTGGTAAGAACAAAAATCCCGCGACTCTACATRATCCTATTACACATATCCGCATCCGATTATGATGTAACGCTCGCTCAATACGCAGCGAAGAAGGTACGAGTCAT
	GlicE^24      CGATTGAGCTTCTGTGGTAAGAACAAAAATCCCGCGACTCTACATGATCCTATTACACATATCCGCATCCGATTATGATGTAACGCTCGCTCAATACGCAGCGAAGAAGGTACGAGTCAT
	GlicE^25      CGATTGAGCTTCTGTGRTAAGAACAAAAATCCCGCGACTCTACATRATCCTATTACACATATCCGCATCCGATTATGATGTAACGCTCGCTCAATACGCAGCGAAGAAGGTACGAGTCAT
	GmorB^27    CGATTGAGCTTCTGTGGTAAGAACAAAAATCCCGCGACTCTACATGATCCTATTACACATATCCGCATCCGATTATGATGTAACGTTCGCTCAATACGCAGCGAAGAAGGTACGAGTCAT
	GpasB^28    CGATTGAGCTTCTGTGGTAAGAACAAAAATCCCGCGACTCTACATGATCCTATTACACATATCCGCATCCGATTATGATGTAACGCTCGCTCAATACGCAGCGAAGAAGGTACGAGTCAT


15 120
	GecuC^1     ATCGTTGAMATTTGTTTACTTATTTATTATTATGAACGGTAAGTAACTGGGTCTACTCATTAGCACTTTTTTGGATAATTGTAACTCCTTCAAAAATACAAGTGATTCCGTCGAAGGAAC
	GecuP^4     ATCGTTGAMATTTGTTTACTTATTTATTATTATGAACGGTAAGTAACTGGGTCTACTCATYAGCACTTTTTTGGATAATTGTAACTCCTTCAAAAATACAAGTGATTCCGTCGAAGGAAC
	GecuE^8      ATCGTTGACATTTGTTTACTTATTTATTATTATGAACGGTAAGTAACTGGGTCTACTCATTAGCACTTTTTTGGATAATTGTAACTCCTTCAAAAATACAAGTGATTCCGTNGAAGGAAC
	GecuE^9       ATCGTTGACATTTGTTTACTTATTTATTATTATGAACGGTAAGTAACTGGGTCTACTCATTAGCACTTTTTTGGATAATTGTAACTCCTTCAAAAATACAAGTGATTCCGTCGAAGGAAC
	GecuE^10       ATCGTTGACATTTGTTTACTTATTTATTATTATGAACGGTAAGTAACTGGGTCTACTCATTAGCACTTTTTTGGATAATTGTAACTCCTTCAAAAATACAAGTGATTCCGTCGAAGGAAC
	GecuE^11      ATCGTTGACATTTGTTTACTTATTTATTATTATGAACGGTAAGTAACTGGGTCTACTCATTAGCACTTTTTTGGATAATTGTAACTCCTTCAAAAATACAAGTGATTCCGTCGAAGGAAC
	GlicC^15     ATCGTTGACATTTGTTTACTTATTTATTATTATGAACGGTAAGTAACTGGGTCTACTCATTAGCACTTTTTTGGATAATTGTAACTCCTTCAAAAATACAAGYGATTYCGTCGAAGGAAC
	GlicP^17      ATCGTTGAAATTTGTTTACTTATTTATTATTATGAACGRTAAGTAACTGGGTCTACTCATTAGCACTTTTTTGGATAATTGTAACTCCTTCAAAAATACAAGTGATTCCGTCGAAGGAAC
	GlicE^20       ATCGTTGAAATTTGTTTACTTATTTATTATTATGAACGGTAAGTAACKGGGTCTACTCATTAGCACTTTTTTGGATAATTGTAACTCCTTCAAAAATACAAGTGATTCCGTCGAAGGAAC
	GlicE^21       ATCGTTGACATTTGTTTACTTATTTATTATTATGAACGGTAAGTAACTGGGTCTACTCATTAGCACTTTTTTGGATAATTGTAACTCCTTCAAAAATACAAGTGATTCCGTCGAAGGAAC
	GlicE^22      ATCGTTGAAATTTGTTTACTTATTTATTATTATGAACGGTAAGTAACTGGGTCTACTCATTAGCACTTTTTTGGATAATTGTAACNCCTTCAAAAATACAAGTGATTNCGTCGAAGGAAC
	GlicE^23      ATCGTTGAMATTTGTTTACTTATTTATTATTATGAACGGTAAGTAACTGGGTCTACTCATTAGCACTTTTTTGGATAATTGTAACTCCTTCAAAAATACAAGTGATTCCGTCGAAGGAAC
	GmorB^27    ATCGTTGACATTTGTTTACTTATTTATTATTATGAACGGTAAGTAACTGGGTCTACTCATTAGCACTTTTTTGGATAATTGTAACTCCTTCAAAAATACAAGTGATTCCGTCGAAGGAAC
	GpasB^28    ATCGTTGAMATTTGTTTACTTATTTATTATTATGAACGGTAAGTAACTGGGTCTACTCATTAGCACTTTTTTGGATAATTGTAACTCCTTCAAAAATACAAGTGATTYCGTCGAAGGAAC
	GpasB^29    ATCGTTGAMATTTGTTTACTTATTTATTATTATGAACGGTAAGTAACTGGGTCTACTCATTAGCACTTTTTTGGATAATTGTAACTCCTTCAAAAATACAAGTGATTYCGTCGAAGGAAC


23 120
	GecuC^1     GTAGCCAACTGAATGCATCCGGTATCGAGTTCGTTTATCTAGCAATGTCTGTTTCATGTCAAATCCATGCTCTCAGACTACCAGTACTACTCGAAAACGCATAGTACTGCAAAACTCGAT
	GecuP^4     GTAGCCAACTGAATGCATCCGGTATCGAGTTCGTTTATCTAGCAATGTCTGTTTCATGTCAAATCCATGCTCTCAGACTACCAGTACTACTYGAAAACGCATAGTACTGCAAAACTCGAT
	GecuP^5     GTAGCCAACTGAATGCATCCGGTATCGAGTTCGTTTATCTAGCAATGTCTGTTTCATGTCAAATCCATGCTCTCAGACTACCAGTACTACTCGAAAACGCATAGTACTGCAAAACTCGAT
	GecuP^6      GTAGCCAACTGAATGCATCCGGTATCGAGTTCGTTTATCTAGCAATGTCTGTTTCATGTCAAATCCATGCTCTCAGACTACCAGTACTACTCG-AAACGCATAGTACTGCAAAACTCGAT
	GecuP^7      GTAGCCAACTGAATGCATCCGGTATCGAGTTCGTTTATCTAGCAATGTCTGTTTCATGTCAAATCCATGCTCTCAGACTACCAGTACTACTCGAAAACGCATAGTACTGCAAAACTCGAT
	GecuE^8      GTAGCCAACTGAATGCATCCGGTATCGAGTTCGTTTATCTAGCAATGTCTGTTTCATGTCAAATCCATGCTCTCAGACTACCAGTACTACTCGAAAACGCATAGTACTGCAAAACTCGAT
	GecuE^9       GTAGCCAACTGAATGCATCCGGTATCGAGTTCGTTTATCTAGCAATGTCTGTTTCATGTCAAATCCATGCTCTCAGACTACCAGTACTACTCGAAAACGCATAGTACTGCAAAACTCGAT
	GecuE^10       GTAGCCAACTGAATGCATCCGGTATCGAGTTCGTTTATCTAGCAATGTCTGTTTCATGTCAAATCCATGCTCTCAGACTACCAGTACTACTCGAAAACGCATAGTACTGCAAAACTCGAT
	GecuE^11       GTAGCCAACTGAATGCATCCGGTATCGAGTTCGTTTATCTAGCAATGTCTGTTTCATGTCAAATCCATGCTCTCAGACTACCAGTACTACTCGAAAACGCATAGTACTGCAAAACTCGAT
	GecuE^12      GTAGCCAACTGAATGCATCCGGTATCGAGTTCGTTTATCTAGCAATGTCTGTTTCATGTCAAATCCATGCTCTCAGACTACCAGTACTACTCGAAAACGCATAGTACTGCAAAACTCGAT
	GlicC^15     GTAGCCAACTGAATGCATNCGGTATCGAGTTCGTTTATCTAGCAATGTCTGTTTCATGTCAAATCCATGCTCTCAGACTACCAGTACTACTCGAAAACGCATAGTACTGCAAAACTCGAT
	GlicP^17      GTAGCCAACTGAATGCATCCGGTATCGAGTTCGTTTATCTAGCAATGTCTGTTTCATGTCAAATCCATGCTCTCAGACTACCAGTNCTACTCGAAAACGCATAGTACTGCAAAA-TCGAT
	GlicP^18      GTAGCCAACTGAATGCATCCGGTATCGAGTTCGTTTATCTAGCAATGTCTGTTTCATGTCAAATCCATGCTCTCAGACTACCAGTACTACTCGAAAACGCATAGTACTGCAAAACTCGAT
	GlicE^20      GTAGCCAACTGAATGCATCCGGTATCGAGTTCGTTTATCTAGCAATGTCTGTTTCATGTCAAATCCATGCTCTCAGACTACCAGTACTACTCGAAAACGCATAGTACTGCAAAACTCGAT
	GlicE^21      GTAGCCAACTGAATGCATCCGGTATCGAGTTCGTTTATCTAGCAATGTCTGTTTCATGTCAAATCCATGCTCTCAGACTACCAGTACTACTCGAAAACGCATAGTACTGCAAAACTCGAT
	GlicE^22      GTAGCCAACTGAATGCATCCGGTATCGAGTTCGTTTATCTAGCAATGTCTGTTTCATGTCAAATCCATGCTCTCAGACTACCAGTACTACTCGAAAACGCATAGTACTGCAAAACTCGAT
	GlicE^23       GTAGCCAACTGAATGCATCCGGTATCGAGTTCGTTTATCTAGCAATGTCTGTTTCATGTCAAATCCATGCTCTCAGACTACCAGTACTACTCGAAAACGCATAGTACTGCAAAACTCGAT
	GlicE^24       GTAGCCAACTGAATGCATCCGGTATCGAGTTCGTTTATCTAGCAATGTCTGTTTCATGTCAAATCCATGCTCTCAGACTACCAGTACTACTCGAAAACGCATAGTACTGCAAAACTCGAT
	GlicE^25      GTAGCCAACTGAATGCATCCGGTATCGAGTTCGTTTATCTAGCAATGTCTGTTTCATGTCAAATCCATGCTCTCAGACTACCAGTACTACTCGAAAACGCATAGTACTGCAAAACTCGAT
	GlicE^26      GTAGCCAACTGAATGCATCCGGTATCGAGTTCGTTTATCTAGCAATGTCTGTTTCATGTCAAATCCATGCTCTCAGACTACCAGTACTACTCGAAAACGCATAGTACTGCAAAACTCGAT
	GmorB^27    GTAGCCAACTGAATGCATCCGGTATCGAGTTCGTTTATCTAGCAATGTCTGTTTCATGTCAAATCCATGCTCTCAGACTACCAGTACTACTCGAAAACGCATAGTACTGCAAAACTCGAT
	GpasB^28    GTAGCCAACTGAATGCATCCGGTATCGAGTTCGTTTATCTAGCAATGTCTGTTTCATGTCAAATCCATGCTCTCAGACTACCAGTACTACTCGAAAACGCATAGTACTGCAAAACTCGAT
	GpasB^29    GTAGCCAACTGAATGCATCCGGTATCGAGTTCGTTTATCTAGCAATGTCTGTTTCATGTCAAATCCATGCTCTCAGACTACCAATACTACTCGAAAACGCATAGTACTGCAAAACTCGAT


19 120
	GecuC^1     GTATAAATGAATGCGCTCGTGAGTTTCTCGAATAGACGAATGGTGTTTGGAGTAGAGATTTCTGTTGTGCCGAGGATAACTATATTGCAAAGTATCAAAGGATGTGGTTT-CATTGTTAC
	GecuP^4     GTATAAATGAATGCGCTCGTGAGTTTCTCGAATAGACGAATGGTGTTTGGAGTAGAGATTTCTGTTGTGCCGAGGATAACTATATTGCAAAGTATCAAAGGATGTGGTTT-CATTGTTAC
	GecuP^5     GTATAAATGAATGCGCTCGTGAGTTTCTCGAATAGACGAATGGTGTTTGGAGTAGAGATTTCTGTTGTGCCGAGGATAACTATATTGCAAAGTATCAAAGGATGTGGTTT-CATTGTTAC
	GecuP^6      GTATAAATGAATGCGCTCGTGAGTTTCTCGAATAGACGAATGGTGTTTGGAGTAGAGATTTCTGTTGTGCCGAGGATAACTATATTGCAAAGTATCAAAGGATGTGGTTT-CATTGTTAC
	GecuP^7      GTATAAATGAATGCGCTCGTGAGTTTCTCGAATAGACGAATGGTGTTT-GAGTAGAGATTTCTGTTGTGCCGAGGATAACTATATTGCAAAGTATCAAAGGATGTGGTTT-CATTGTTAC
	GecuE^8      GTATAAATGAATGCGCTCGTGAGTTTCTCGAATAGACGAATGGTGTTTGGAGTAGAGATTTCTGTTGTGCCGAGGATAACTATATTGCAAAGTATCAAAGGATGTGGTTT-CATTGTTAC
	GecuE^9       GTATAAATGAATGCGCTCGTGAGTTTCTCGAATAGACGAATGGTGTTTGGAGTAGAGATTTCTGTTGTGCCGAGGATAACTATATTGCAAAGTATCAAAGGATGTGGTTT-CATTGTTAC
	GecuE^10       GTATAAATGAATGCGCTCGTGAGTTTCTCGAATAGACGAATGGTGTTTGGAGTAGAGATTTCTGTTGTGCCGAGGATAACTATATTGCAAAGTATCAAAGGATGTGGTTT-CATTGTTAC
	GecuE^11      GTATAAATGAATGCGCTCGTGAGTTTCTCGAATAGACGAATGGTGTTTGGAGTAGAGATTTCTGTTGTGCCGAGGATAACTATATTGCAAAGTATCAAAGGATGTGGTTT-CATTGTTAC
	GlicC^15     GTATAAATGAATGCGCTCGTGAGTTTCTCGAATAGACGAATGGTGTTTGGAGTAGAGATTTCTGTTGTGCCGAGGATAACTATATTGCAAAGTATCAAAGGATGTGGTTT-CATTGTTAC
	GlicP^17      GTATAAATGAATGCGCTCGTGAGTTTCTCGAATAGACGAATGGTGTTTGGAGTAGAGATTTCTGTTGTGCCGAGGATAACTATATTGCAAAGTATCAAAGGATGTGGTTT-CATTGTTAC
	GlicE^20      GTATAAATGAATGCGCTCGTGAGTTTCTCGAATAGACGAATGGTGTTTGGAGTAGAGATTTCTGTTGTGCCGAGGATAACTATATTGCAAAGTATCAAAGGATGTGGTTTGSATTGTTAC
	GlicE^21      GTATAAATGAATGCGCTCGTGAGTTTCTCGAATAGACGAATGGTGTTTGGAGTAGAGATTTCTGTTGTGCCGAGGATAACTATATTGCAAAGTATCAAAGGATGTGGTTT-CATTGTTAC
	GlicE^22       GTATAAATGAATGCGCTCGTGAGTTTCTCGAATAGACGAATGGTGTTTGGAGTAGAGATTTCTGTTGTGCCGAGGATAACTATATTGCAAAGTATCAAAGGATGTGGTTT-CATTGTTAC
	GlicE^23       GTATAAATGAATGCGCTCGTGAGTTTCTCGAATAGACGAATGGTGTTTGGAGTAGAGATTTCTGTTGTGCCGAGGATAACTATATTGCAAAGTATCAAAGGATGTGGTTT-SATTGTTAC
	GlicE^24      GTATAAATGAATGCGCTCGTGAGTTTCTCGAATAGACGAATGGTGTTTGGAGTAGAGATTT-TGTTGTGCCGAGGATAACTATATTGCAAAGTATCAAAGGATGTGGTTT-CATTGTTAC
	GlicE^25      GTATAAATGAATGCGCTCGTGAGTTTCTCGAATAGACGAATGGTGTTTGGAGTAGAGATTTCTGTTGTGCCGAGGATAACTATATTGCAAAGTATCAAAGGATGTGGTTT-CATTGTTAC
	GmorB^27    GTATAAATGAATGCGCTCGTGAGTTTCTCGAATAGACGAATGGTGTTTGGAGTAGAGATTTCTGTTGTGCCGAGGATAACTATATTGCAAAGTATCAAAGGATGTGGTTT-CATTGTTAC
	GpasB^28    GTATAAATGAATGCGCTCGTGAGTTTCTCGAATAGACGAATGGTGTTTGGAGTAGAGATTTCTGTTGTGCCGAGGATAACTATATTGCAAAGTATCAAAGGATGTGGTTT-CATTGTTAC


19 120
	GecuC^1     ACTGAATAGCAACTTCCTGAGAACCAAGTCTATGTGTAATGGAGTGAACACGTTGCTTAGTGGAAAGTGAGGTCCTAAAGTGTCCMCCATGCTAACTTTTGAACAGCAGAAGCTAGCGTT
	GecuP^4     ACTGAATAGCAACTTCCTGAGARCCAAGTCTATGTGTAATGGAGTGAACACGTTGCTTAGTGGAAAGTGAGGTCCTARAGTGTCCCCCATGCTAACTTTTGAACAGCAGAAGCTAGCGTT
	GecuP^5     ACTGAATAGCAACTTCCTGAGARCCAAGTCTATGTGTAATGGAGTGAACACGTTGCTTAGTGGAAAGTGAGGTCCTARAGTGTCCCCCATGCTAACTTTTGAACAGCAGAAGCTAGCGTT
	GecuP^6      ACTGAATAGCAACTTCCTGAGARCCAAGTCTATGTGTAATGGAGTGAACACGTTGCTTAGTGGAAAGTGAGGTCCTAAAGTGTCCCCCATGCTAACTTTTGAACAGCAGAAGCTAGCGTT
	GecuE^8      ACTGAATAGCAACTTCCTGAGAGCCAAGTCTATGTGTAATGGAGTGAACACGTTGCTTAGTGGAAAGTGAGGTCCTARAGTGTCCCCCATGCTAACTTTTGAACAGCAGAAGCTAGCGTT
	GecuE^9       ACTGAATAGCAACTTCCTGAGAGCCAAGTCTATGTGTAATGGAGTGAACACGTTGCTTAGTGGAAAGTGAGGTCCTAGAGTGTCCCCCATGCTAACTTTTGAACAGCAGAAGCTAGCGTT
	GecuE^10       ACTGAATAGCAACTTCCTGAGAGCCAAGTCTATGTGTAATGGAGTGAACACGTTGCTTAGTGGAAAGTGAGGTCCTAAAGTGTCCCCCATGCTAACTTTTGAACAGCAGAAGCTAGCGTT
	GecuE^11      ACTGAATAGCAACTTCCTGAGAGCCAAGTCTATGTGTAATGGAGTGAACACGTTGCTTAGTGGAAAGTGAGGTCCTAGAGTGTCCCCCATGCTAACTTTTGAACAGCAGAAGCTAGCGTT
	GlicC^15     ACTGAATAGCAACTTCCTGAGAGCCAAGTNTATGTGTAATGGAGTGAACACGTTGCTTAGTGGAAAGTGAGGTCCTAAAGTGTCCCCCATGCTAACTTTTGAACAGCAGAAGCTAGCGTT
	GlicP^17      ACTGAATAGCAACTTCCTGAGAACCAAGTCTATGTGTAATNGAGTGAACACGTTGCTTAGTGGAAAGTGAGGTCCTAAAGTGTCCCCCATGCTAACTTTTGAACAGCAGAAGCTAGCGTT
	GlicE^20      ACTGAATAGCAACTTCCTGAGARCCAAGTCTATGTGTAATGGAGTGAACACGTTGCTTAGTGGAAAGTGAGGTCCTAAAGTGTCCCCCATGCTAACTTTTGAACAGCAGAAGCTAGCGTT
	GlicE^21      ACTGARTAGCAACTTCCTGAGARCCAAGTCTATGTGTAATGGAGTGWACACGTTGCTTAGTGGAAAGTGAGGTCCTAAAGTGTCCYCCATGCTAACTTTTGAACAGCAGAAGCTAGCGTT
	GlicE^22      ACTGAATAGCAACTTCCTGAGAACCAAGTCTATGTGTAATRGAGTGAACACGTTGCTTAGTGGAAAGTGAGGTCCTAAAGTGTCCCCCATGCTAACTTTTGAACAGCAGAAGCTAGCGTT
	GlicE^23       ACTGAATAGCAACTTCCTGAGAGCCAAGTCTATGTGTAATGGAGTGAACACGTTGCTTAGTGGAAAGTGAGGTCCTAAAGTGTCCCCCATGCTAACTTTTGAACAGCAGAAGCTAGCGTT
	GlicE^24       ACTGAATAGCAACTTCCTGAGAGCCAAGTCTATGTGTAATGGAGTGAACACGTTGCTTAGTGGAAAGTGAGGTCCTAAAGTGTCCCCCATGCTAACTTTTGAACAGCAGAAGCTAGCGTT
	GlicE^25      ACTGARTAGCAACTTCCTGAGAGCCAAGTCTATGTGTAATGGAGTGWACACGTTGCTTAGTGGAAAGTGAGGTCCTAAAGTGTCCYCCATGCTAACTTTTGAACAGCAGAAGCTAGCGTT
	GlicE^26      ACTGAATAGCAACTTCCTGAGAACCAAGTCTATGTGTAATGGAGTGAACACGTTGCTTAGTGGAAAGTGAGGTCCTAAAGTGTCCCCCATGCTAACTTTTGAACAGCAGAAGCTAGCGTT
	GmorB^27    ACTGAATAGCAACTTCCTGAGAGCCAAGTCTATGTGTAATGGAGTGAACACGTTGCTTAGTGGAAAGTGAGGTCCTAAAGTGTCCCCCATGCTAATTTTTGAACAGCAGAAGCTAGCGTT
	GpasB^28    ACTGAATAGCAACTTCCTGAGAGCCAAGTCTATGTGTAATGGAGTGAACACGTTGCTTAGTGGAAAGTGAGGTCCTAAAGTGTCCCCCATGCTAAYTTTTGAACAGCAGAAGCTAGCGTT


19 120
	GecuC^1     CTTCTTCCGCTATATACATTCAAATCATTTCATTTCACATCTATTGCGATGTATTCATATATTTTTGTCATGTACGTAGGTATACCTCCTGTGTTATACCTAAATGTCTTGCTGTTTATT
	GecuP^4     CTTCTTCCGCTATATACATTCAAATCATTTCATTTCACATCTATTGCGATGTATTCATATATTTTTGTCATGTACGTAGGTATACCTCCTGTGTTATACCTAAATGTCTTGCTGTTTATT
	GecuP^5     CTTCTTCCGCTATATACATKCAAATCATTTCATTTCACATCTATTGCGATGTATTCATATATTTTTGTCATGTACGTAGGTATACCTCCTGTGTTATACCTAAATGTCTTGCTGTTTATT
	GecuP^6      CTTCTTCCGCTATATACATTCAAATCATTTCATTTCACATCTATTGCGATGTATTCATATATTTTTGTCATGTACGTAGGTATACCTCCTGTGTTATACCTAAATGTCTTGCTGTTTATT
	GecuP^7      CTTCTTCCGCTATATACATTCAAATCATTTCATTTCACATCTATTGYGATGTATTCATATATTTTTGTCATGTACGTAGGTATACCTCCTGTGTTATACCTAAATGTCTTGCTGTTTATT
	GecuE^8      CTTCTTCCGCTATATACATTCAAATCATTTCATTTCACATCTATTGCGATGTATTCATATATTTTTGTCATGTACGTAGGTATACCTCCTGTGTTATACCTAAATGTCTTGCTGTTTATT
	GecuE^9       CTTCTTCCGCTATATACATTCAAATCATTTCATTTCACATCTATTGCGATGTATTCATATATTTTTGTCATGTACGTAGGTATACCTCCTGTGTTATACCTAAATGTCTTGCTGTTTATT
	GecuE^10       CTTCTTCCGCTATATACATTCAAATCATTTCATTTCACATCTATTGCGATGTATTCATATATTTTTGTCATGTACGTAGGTATACCTCCTGTGTTATACCTAAATGTCTTGCTGTTTATT
	GecuE^11      CTTCTTCCGCTATATACATTCAAATCATTTCATTTCACATCTATTGCGATGTATTCATATATTTTTGTCATGTACGTAGGTATACCTCCTGTGTTATACCTAAATGTCTTGCTGTTTATT
	GlicC^15     CTTCTTCCGCTATATACATTCAAATCATTTCATTTCACATCTATTGCGATGTATTCATATATTTTTGTCATGTACGTAGGTATACCTCCTGTGTTATACCTAAATGTCTTGCTGTTTATT
	GlicP^17      CTTCTTCCGCTATATACATTCAAATCATTTCATTTCACATCTATTGCGATGTATTCATATATTTTTGTCATGTACGTAGGTATACMTCCTGTGTTATACCTAAATGTNTTGCTGTTTATT
	GlicE^20      CTTCTTCCGCTATATACATTCAAATCATTTCATTTCACATCTATTGCGATGTATTCATATATTTTTGTCATGTACGTAGGTATACCTCCTGTGTTATACCTAAATGTCTTGCTGTTTATT
	GlicE^21      CTTCTTCCGCTATATACATTCAAATCATTTCATTTCACATCTATTGCGATGTATTCATATATTTTTGTCATGTACGTAGGTATACCTCCTGTGTTATACCTAAATGTCTTGCTGTTTATT
	GlicE^22       CTTCTTCCGCTATATACATTCAAATCATTTCATTTCACATCTATTGCGATGTATTCATATATTTTTGTCATGTACGTAGGTATACCTCCTGTGTTATACCTAAATGTCTTGCTGTTTATT
	GlicE^23       CTTCTTCCGCTATATACATTCAAATCATTTCATTTCACATCTATTGCGATGTATTCATATATTTTTGTCATGTACGTAGGTATACCTCCTGTGTTATACCTAAATGTCTTGCTGTTTATT
	GlicE^24      CTTCTTCCGCTATATACATTCAAATCATTTCATTTCACATCTATTGCGATGKATTCATATAYTTTTGTCATGTACGTAGGTATACCTCCTGTGTTATACCTAAATGTCTTGCTGTTTATT
	GlicE^25      CTTCTTCCGCTATATACATTCAAATCATTTCATTTCACATCTATTGCGATGTATTCATATATTTTTGTCATGTACGTAGGTATACCTCCTGTGTTATACCTAAATGTCTTGCTGTTTATT
	GmorB^27    CTTCTTCCGCTATATACATTCAAATCATTTCATTTCACATCTATTGCGATGTATTCATATATTTTTGTCATGTACGTAGGTATACCTCCTGTGTTATACCTAAATGTCTTGCTGTTTATT
	GpasB^28    CTTCTTCCGCTATATACATTCAAATCATTTCATTTCACATCTATTGCGATGTATTCATATATTTTTGTCATGTACGTAGGTATACCTCCTGTGTTATACCTAAATGTCTTGCTGTTTATT


19 120
	GecuC^1     AAGGTGTGCTGTATCGCTTCCATGCAAGAGAATCTCAAGGTTGAAAGCAATTTATATATAGACACGTTCTCWTTTATGAGTGTAT--AGAGTGATGTAACCTTCAGRTGTAGTAGTGTTA
	GecuP^4     AAGGTGTGCTGTATCGCTTCCATGCAAGAGAATCTCAAGGTTGAAAGCAATTTATATATAGACACGTTCTCTTTTATGAGTGTAT--AGAGTGATGTAACCTTCAGRTGTAGTAGTGTTA
	GecuP^5     AAGGTGTGCTGTATCGCTTCCATGCAAGAGAATCTCAAGGTTGAAAGCAATTTATATATAGACACGTTCTCTTTTATGAGTGTAT--AGAGTGATGTAACCTTCAGGTGTAGTAGTGTTA
	GecuP^6      AAGGTGTGCTGTATCGCTTCCATGCAAGAGAATCTCAAGGTTGAAAGCAATTTATATATAGACACGTTCTCTTTTATGAGTGTAT--AGAGTGATGTAACCTTCAGRTGTAGTAGTGTTA
	GecuP^7      AAGGTGTGCTGTATCGCTTCCATGCAAGAGAATCTCAAGGTTGAAAGCAATTTATATATAGACACGTTCTCTTTTATGAGTGTAT--AGAGTGATGTAACCTTCAGRTGTARTAGTGTTA
	GecuE^8      AAGGTGTGCTGTATCGCTTCCATGCAAGAGAATCTCAAGGTTGAAAGCAATTTATATATAGACACGTTCTCTTTTATGAGTGTAT--AGAGTGATGTAACCTTCAGGTGTAGTAGTGTTA
	GecuE^9       AAGGTGTGCTGTATCGCTTCCATGCAAGAGAATCNCAAGGTTGAAAGCAATTTATATATAGACACGTTCTCTTTTATGAGTGTAT--AGAGTGATGTAACCTTCAGGTGTAGTAGTNTTA
	GecuE^10       AAGGTGTGCTGTATCGCTTCCATGCAAGAGAATCTCAAGGTTGAAAGCAATTTATATATAGACACGTTCTCTTTTATGAGTGTAT--AGAGTGATGTAACCTTCAGRTGTAGTAGTGTTA
	GecuE^11      AAGGTGTGCTGTATCGCTTCCATGCAAGAGAATCTCAAGGTTGAAAGCAATTTATATATAGACACGTTCTCTTTTATGAGTGTAT--AGAGTGATGTAACCTTCAGGTGTAGTAGTGTTA
	GlicC^15     AAGGTGTGCTGTATCGCTTCCATGCAAGAGAATCTCAAGGTTGAAAGCAATTTATATATAGACACGTTCTCTTTTATGAGTGTAT--AGAGTGATGTAACCTTCAGGTGTAGTAGTGTTA
	GlicP^17      AAGGTGTGCTGTATCGCTTCCATGCAAGAGAATCTCAAGGTTGAAAGCAATTTATATATAGACACGTTCTCTTTTATGAGTGTAT--AGAGTGATGTAAC---CAGGTGTAGTAGTGTTA
	GlicE^20      AAGGTGTGCTGTATCGCTTCCATGCAAGAGAATCTCAAGGTTGAAAGCAATTTATATATAGACACGTTCTCTTTTATGAGTGTAT--AGAGTGATGTAACCTTCAGGTGTAGTAGTGTTA
	GlicE^21      AAGGTGTGCTGTATCGCTTCCATGCAAGAGAATCTCAAGGTTGAAAGCAATTTATATATAGACACGTTCTCTTTTATGAGTGTATNNAGAGTGATGTAACCTTCAGGTGTAGTAGTGTTA
	GlicE^22       AAGGTGTGCTGTATCGCTTCCATGCAAGAGAATCTCAAGGTTGAAAGCAATTTATATATAGACACGTTCTCTTTTATGAGTGTAT--AGAGTGATGTAAC---CAGGTGTAGTAGTGTTA
	GlicE^23       AAGGTGTGCTGTATCGCTTCCATGCAAGAGAATCTCAAGGTTGAAAGCAATTTATATATAGACACGTTCTCTTTTATGAGTGTAT--AGAGTGATGTAACCTTCAGGTGTAGTAGTGTTA
	GlicE^24      AAGGTGTGCTGTATCGCTTCCATGCAAGAGAATCTCAAGGTTGAAAGCAATTTATATATAGACACGTTCTCTTTTATGAGTGTAT--AGAGTGATGTAACCTTCAGGTGTAGTAGTGTTA
	GlicE^25      AAGGTGTGCTGTATCGCTTCCATGCAAGAGAATCTCAAGGTTGAAAGCAATTTATATATAGACACGTTCTCTTTTATGAGTGTAT--AGAGTGATGTAACCTTCAGGTGTAGTAGTGTTA
	GmorB^27    AAGGTGTGCTGTATCGCTTCCATGCAAGAGAATCTCAAGGTTGAAAGCAATTTATATATAGACACGTTMTCTTTTATGAGTGTAT--AGAGTGATGTAACCTTCAGGTGTAGTAGTGTTA
	GpasB^28    AAGGTGTGCTGTATCGCTTCCATGCAAGAGAATCTCAAGGTTGAAAGCAATTTATATATAGACACGTTCTCTTTTATGAGTGTAT--AGAGTGATGTAACCTTCAGRTGTAGTAGTGTTA


18 120
	GecuC^1     AAACCAAAACATTTGATAGTAATTCCAGTNCACTGGTGTCCATTAGCGAACATGTAAACATAACATTCGTGTACTCAACGTTATTTGAGGG-ATACTATCAAAATAACGTCACAGCGCCA
	GecuP^4     AAACCAAAACATTTGATAGTAATTCCAGTTCACTGGTGTCCACTAGCGAACATGTAAACATAACATTCGTGTACTCAACGTTATTTGAGGGAATACTATCAAAATAACGTCACAGCGCCA
	GecuP^5      AAACCAAAACATTTGATAGTAATTCCAGTTCACTGGTGTCCANTAGNGAACATGTAAACATAACATTCGTGTACTCAACGTTATTTGAGGGAATACTATCAAAATAACGTCACAGCGCCA
	GecuE^8      AAACCAAAAMATTTGATAGTAATTCCAGTTCACTGGTGTCCATTAGCGAACATGTAAACATAACATTCGTGTACTCAACGTTATTTGAGGGAATACTATCAAAATAACGTCACAGCGCCA
	GecuE^9       AAACCAAAACATTTGATAGTAATTCCAGTTCACTGGTGTCCATTAGSGAACATGTAAACATAACATTCGTGTACTCAACGTTATTTGAGGGAATACTATCAAAATAACGTCACAGCGCCA
	GecuE^10       AAACCAAAACATTTGATAGTAATTCCAGTTCACTGGTGTCCATTAGCGAACATGTAAACATAACATTCGTGTACTCAACGTTATTTGAGGGAATACTATCAAAATAACGTCACAGCGCCA
	GecuE^11      AAACCAAAGCATTTGATAGTAATTCCAGTTCACTGGTGTCCATTAGCGAACATGTAAACATAACATTCGTGTACTCAACGTTATTTGAGGGAATACTATCAAAATAACGTCACAGCGCCA
	GlicC^15     AAACCAAAGCATTTGATAGTAATTCCAGTTCACTGGTGTCCATTAGCGAACATGTAAACATAACATTCGTGTACTCAACGTTATTTGAGGGAATACTATCAAAATAACGTCACAGCGCCA
	GlicP^17      AAACCAAAGCATTTGATAGTAATTCCAGTTCACTGGTGTCCATTAGCGAACATGTAAACATAACATTCGTGTACTCAACGTTATTTGAGGGAATACTATCAAAATAACGTCACAGCGCCA
	GlicE^20      AAACCAAARCATTTGATAGTAATTCCAGTTCACTGGTGTCCATTAGCGAACATGTAAACATAACATTCGTGTACTCAACGTTATTTGAGGGAATACTATCAAAATAACGTCACAGCGCCA
	GlicE^21      AAACCAAARMATTTGATAGTAATTCCAGTTCACTGGTGTCCATTAGCGAACATGTAAACATAACATTCGTGTACTCAACGTTATTTGAGGGAATACTATCAAAATAACGTCACAGCGCCA
	GlicE^22       AAACCAAARMATTTGATAGTAATTCCAGTTCACTGGTGTCCATTAGCGAACATGTAAACATAACATTCGTGTACTCAACGTTATTTGAGGGAATACTATCAAAATAACGTCACAGCGCCA
	GlicE^23       AAACCAAARMATTTGATAGTAATTCCAGTTCACTGGTGTCCATTAGCGAACATGTAAACATAACATTCGTGTACTCAACGTTATTTGAGGGAATACTATCAAAATAACGTCACAGCGCCA
	GlicE^24      AAACCAAAAAATTTGATAGTAATTCCAGTTCACTGGTGTCCATTAGCGAACATGTAAACATAACATTCGTGTACTCAACGTTATTTGAGGGAATACTATCAAAATAACGTCACAGCGCCA
	GlicE^25      AAACCAAAGCATTTGATAGTAATTCCAGTTCACTGGTGTCCATTAGCGAACATGTAAACATAACATTCGTGTACTCAACGTTATTTGAGGGAATACTATCAAAATAACGTCACAGCGCCA
	GmorB^27    AAACCAAAACATTTGATAGTAATTCCAGTTCACTGGTGTCCATTAGCGAACATGTAAACATAACATTCGTGTACTCAACGTTATTTGAGGGAATACTATCAAAATAACGTCACAGCGCCA
	GpasB^28    AAACCAAARCATTTGATAGTAATTCCAGTTCACTGGTGTCCATTAGCGAACATGTAAACATAACATTCGTGTACTCAACRTTATTTGAGGGAATACTATCAAAATAACGTCACAGCGCCA
	GpasB^29    AAACCAAAAMATTTGATAGTAATTCCAGTTCACTGGTGTCCATTAGCGAACATGTAAACATAACATTCGTGTACTCAACRTTATTTGAGGGAATACTATCAAAATAACGTCACAGCGCCA


17 120
	GecuC^1     TAATTTTCTTACCTGGCTACGATGATATTA-TTAGCTGCTGTGATAGAATATACAATTCYGCAATCGATCAAGAAAGGATAAAAATTTGTATGCTACATGGTGGAATGCACATTAGTGCA
	GecuP^4     TAATTTTCTTACCTGGCTACGATGATATTANTTAGCTGCTGTGATAGAATATACAATTCTGCAATCGATCAAGAAAGGATAAAAATTTGTATGCTACATGGTGGAATGCACATTAGYGCA
	GecuP^5      TAATTTTCTTACCTGGCTACGATGATATTA-TTAGCTGCTGTGATAGAATATACAATTCYGCAATCGATCAAGAAAGGATAAAAATTTGTATGCTACATGGTGGAATGCACATTAGTGCA
	GecuE^8      TAATTTTCTTACCTGGCTACGATGATATTA-TTAGCTGCTGTGATAGAATATACAATTCTGCAATCGATCAAGAAAGGATAAAAATTTGTATGCTACATGGTGGAATGCACATTAGTGCA
	GecuE^9       TAATTTTCTTACCTGGCTACGATGATATTA-TTAGCTGCTGTGATAGAATATACAATTCTGCAATCGATCAAGAAAGGATAAAAATTTGTATGCTACATGGTGGAATGCACATTAGYGCA
	GecuE^10       TAATTTTCTTACCTGGCTACGATGATATTA-TTAGCTGCTGTGATAGAATATACAATTCTGCAATCGATCAAGAAAGGATAAAAATTTGTATGCTACATGGTGGAATGCACATTAGTGCA
	GecuE^11      TAATTTTCTTACCTGGCTACGATGATATTA-TTAGCTGCTGTGATAGAATATACAATTCCGCAATCGATCAAGAAAGGATAAAAATTTGTATGCTACATGGTGGAATGCACATTAGTGCA
	GlicC^15     TAATTTTCTTACCTGGCTACGATGATATTA-TTAGCTGCTGTGATAGAATATACAATTCTGCAATCGATCAAGAAAGGATAAAAATTTGTATGCTACATGGTGGAATGCACATTAGTGCA
	GlicP^17      TAATTTTCTTACCTGGCTACGATGATATTA-TTAGCTGCTGTGATAGAATATACAATTCTGCAATCGATCAAGAAAGGATAAAAATTTGTATGCTACATGGTGGAATGCACATTANTGCA
	GlicE^20      TAATTTTCTTACCTGGCTACGATGATATTA-TTAGCTGCTGTGATAGAATATACAATTCTGCAATCGATCAAGAAAGGATAAAAATTTGTATGCTACATGGTGGAATGCACATTAGTGCA
	GlicE^21      TAATTTTCTTACCTGGCTACGATGATATTA-TTAGCTGCTGTGATAGAATATACAATTCTGCAATCGATCAAGAAAGGATAAAAATTTGTATGCTACATGGTGGAATGCACATTAGTGCA
	GlicE^22       TAATTTTCTTACCTGGCTACGATGATATTA-TTAGCTGCTGTGATAGAATATACAATTCTGCAATCGATCAAGAAAGGATAAAAATTTGTATGCTACATGGTGGAATGCACATTAGTGCA
	GlicE^23       TAATTTTCTTACCTGGCTACGATGATATTA-TTAGCTGCTGTGATAGAATATACAATTCTGCAATCGATCAAGAAAGGATAAAAATTTGTATGCTACATGGTGGAATGCACATTAGTGCA
	GlicE^24      TAATTTTCTTACCTGGCTACGATGATATTA-TTAGCTGCTGTGATAGAATATACAATTCTGCAATCGATCAAGAAAGGATAAAAATTTGTATGCTACATGGTGGAATGCACATTAGTGCA
	GlicE^25      TAATTTTCTTACCTGGCTACGATGATATTA-TTAGCTGCTGTGATAGAATATACAATTCTGCAATCGATCAAGAAAGGATAAAAATTTGTATGCTACATGGTGGAATGCACATTAGTGCA
	GmorB^27    TAATTTTCTTACCTGGCTACGATGATATTA-TTAGCTGCTGTGATAGAATATACAATTCTGCAATCGATCAAGAAAGGATAAAAATTTGTATGCTACATGGTGGAATGCACATTAGTGCA
	GpasB^28    TAATTTTCTTACCTGGCTACGATGATATTA-TTAGCTGCTGTGATAGAATATACAATTCTGCAATCGATCAAGAAAGGATAAAAATTTGTATGCTACATGGTGGAATGCACATTAGTGCA


21 120
	GecuC^1     GGCGAATACTTGTTTTAGAAATGTTAGAGATCACTGCTAATTTCTTCAGTTTCAAACGGCGATCTGCTAATACCATTTCTTCAATAATTGAAATGTTTTGAGGCGTTWTCAGTTGAATTG
	GecuP^4     GGCGAATACWTGTTTTAGAAATGTTAGAGATCACTGCTAATTTCTTCAGTTTCAAACGGCGATCTGCTAATACCATTTCTTCAATAATTGAAATGTTTTGAGGCGTTWTCAGTTGAATTG
	GecuP^5     GGCGAATACWTGTTTTAGAAATGTTAGAGATCACTGCTAATTTCTTCAGTTTCAAACGGCGATCTGCTAATACCATTTCTTCAATAATTGAAATGTTTTGAGGCGTTWTCAGTTGAATTG
	GecuP^6      GGCGAATACWTGTTTTAGAAATGTTAGAGATCACTGCTAATTTCTTCAGTTTCAAACGGCGATCTGCYAATACCATTTCTTCAATAATTGAAATGTTTTGAGGCGTTATCARTTGAATTG
	GecuP^7      GGCNAATACTTGTTTTAGAAATGTTAGAGATCACTGCTAATTTCTTCAGTTTCAAACGGCGATCTGCTAATACCATTTCTTCAATAATTGAAATGTTTTGAGGCGTTTTCAGTTGAATTG
	GecuE^8      GGCGAATACTTGTTTTAGAAATGTTAGAGATCACTGCTAATTTCTTCAGTTTCAAACGGCGATCTGCTAATACCATTTCTTCAATAATTGAAATGTTTTGAGGCGTTWTCAGTTGAATTG
	GecuE^9       GGCGAATACWTGTTTTAGAAATGTTAGAGATCACTGCTAATTTCTTCAGTTTCAAACGGCGATCTGCYAATACCATTTCTTCAATAATTGAAATGTTTTGAGGCGTTWTCARTTGAATTG
	GecuE^10       GGCGAATACTTGTTTTAGAAATGTTAGAGATCACTGCTAATTTCTTCAGTTTCAAACGGCGATCTGCTAATACCATTTCTTCAATAATTGAAATGTTTTGAGGCGTTWTCAGTTGAATTG
	GecuE^11       GGCGAATACTTGTTTTAGAAATGTTAGAGATCACTGCTAATTTCTTCAGTTTCAAACGGCGATCTGCTAATACCATTTCTTCAATAATTGAAATGTTTTGAGGCGTTWTCAGTTGAATTG
	GecuE^12      GGCGAATACTTGTTTTAGAAATGTTAGAGATCACTGCTAATTTCTTCAGTTTCAAACGGCGATCTGCTAATACCATTTCTTCAATAATTGAAATGTTTTGAGGCGTTATCAGTTGAATTG
	GlicC^15     GGCGAATACTTATTTTAGAAATGTTAGAGATCACTGCTAATTTCTTCAGTTTCAAACGGCGATCTGCTAATACCATTTCTTCAATAATTGAAATGTTTTGAGGCGTTATCAGTTGAATTG
	GlicP^17      GGCGAATACTTGTTTTAGAAATGTTAGAGATCACTGCTAATTTCTTCAGTTTCAAACGGCGATCTGCTAATACCATTTCTTCAATAATTGAAATGTTTTGAGGCGTTNTCAGTTGAATTG
	GlicE^20      GGCGAATACTTGTTTTAGAAATGTTAGAGATCACTGCTAATTTCTTCAGTTTCAAACGGCGATCTGCTAATACCATTTCTTCAATAATTGAAATGTTTTGAGGCGTTNTCAGTTGAATTG
	GlicE^21      GGCGAATACTTGTTTTAGAAATGTTAGAGATCACTGCTAATTTCTTCAGTTTCAAACGGCGATCTGCTAATACCATTTCTTCAATAATTGAAATGTTTTGAGGCGTTWTCAGTTGAATTG
	GlicE^22      GGCGAATACTTGTTTTAGAAATGTTAGAGATCACTGCTAATTTCTTCAGTTTCAAACGGCGATCTGCTAATACCATTTCTTCAATAATTGAAATGTTTTGAGGCGTTATCAGTTGAATTG
	GlicE^23       GGCGAATACTTGTTTTAGAAATGTTAGAGATCACTGCTAATTTCTTCAGTTTCAAACGGCGATCTGCTAATACCATTTCTTCAATAATTGAAATGTTTTGAGGCGTTATCAGTTGAATTG
	GlicE^24       GGCGAATACTTGTTTTAGAAATGTTAGAGATCACTGCTAATTTCTTCAGTTTCAAACGGCGATCTGCTAATACCATTTCTTCAATAATTGAAATGTTTTGAGGCGTTTTCAGTTGAATTG
	GlicE^25      GGCGAATACTTGTTTTAGAAATGTTAGAGATCACTGCTAATTTCTTCAGTTTCAAACGGCGNTCTGCTAATACCATTTCTTCAATAATTGAAATGTTTT-AGGCGTTTTCAGTTGAATTG
	GlicE^26      GGCGAATACTTGTTTTAGAAATGTTAGAGATCACTGCTAATTTCTTCAGTTTCAAACGGCGATCTGCTAATACCATTTCTTCAATAATTGAAATGTTTTGAGGCGTTWTCAGTTGAATTG
	GmorB^27    GGCGAATACTTGTTTTAGAAATGTTAGAGATCACTGCTAATTTCTTCAGTTTCAAACGGCGATCTGCTAATACCATTTCTTCAATAATTGAAATGTTTTGAGGCGTTTTCAGTTGAATTG
	GpasB^28    GGCGAATACTTGTTTTAGAAATGTTAGAGATCACTGCTAATTTCTTCAGTTTCAAACGGCGATCTGCTAATACCATTTCTTCAATAATTGAAATGTTTTGAGGCGTTATCAGTTGAATTG


15 120
	GecuC^1     TATAAGCTTTTTCCCATTGTTGTTACTTTCCATATGTTTTCTGCCTACTGATGTCCTCAATTAGTATTCTTACTGTGTTCTTTTTTATCTTATTGCAAATATCTTCTAGTTTCTCATAAA
	GecuP^4     TATAAGCTTTTTCCCATTGTTGTTACTTTCCATATGTTTTCTGCCTACTGATGTCCTCAATTAGTATTCTTACTGTGTTCTTTTTTATCTTATTGCAAATATCTTCTAGTTTCTCATAAA
	GecuP^5     TATAAGCTTTTTCCCATTGTTGTTACTTTCCATATGTTTTCTGCCTACTGATGTCCTCAATTAGTATTCTTACTGTGTTCTTTTTTATCTTATTGCAAATATCTTCTAGTTTCTCATAAA
	GecuE^8       TATAAGCTTTTTCCCATTGTTGTTACTTTCCATATGTTTTCTGCCTACTGATGTCCTCAATTAGTATTCTTACTGTGTTCTTTTTTATCTTATTGCAAATATCTTCTAGTTTCTCATAAA
	GecuE^9      TATAAGCTTTTTCCCATTGTTGTTACTTTCCATATGTTTTCTGCCTACTGATGTCCTCAATTAGTATTCTTACTGTGTTCTTTTTTATCTTATTGCAAATATCTTCTAGTTTCTCATAAA
	GlicC^15     TATAAGCTTTTTCCCATTGTTGTTACTTTCCATATGTTTTCTGCCTACTGATGTCCTCAATTAGTATTCTTACTGTGTTCTTTTTTATCTTATTGCAAATATCTTCTAGTTTCTCATAAA
	GlicP^17      TATAAGCTTTTTCCCATTGTTGTTACTTTCCATATGTTTTCTGCCTACTGATGTCCTCAATTAGTATTCTTACTGTGTTCTTTTTTATCTTATTGCAAATATCTTCTWGNTTCTCATAAA
	GlicE^20      TATAAGCTTTTTCCCATTGTTGTTACTTTCCATATGTTTTCTGCCTACTGATGTCCTCAATTAGTATTCTTACTGTGTTCTTTTTTATCTTATTGCAAATATCTTCTAGTTTCTCATAAA
	GlicE^21      TATAAGCTTTTTCCCATTGTTGTTACTTTCCATATGTTTTCTGCCTACTGATGTCCTCAATTAGTATTCTTACTGTGTTCTTTTTTATCTTATTGCAAATATCTTCTAGTTTCTCATAAA
	GlicE^22       TATAAGCTTTTTCCCATTGTTGTTACTTTCCATATGTTTTCTGCCTACTGATGTCCTCAATTAGTATTCTTACTGTGTTCTTTTTTATCTTATTGCAAATATCTTCTWGTTTCTCATAAA
	GlicE^23       TATAAGCTTTTTCCCATTGTTGTTACTTTCCATRTGTTTTCTGCCTACTGATGTCCTCAATTAGTATTCTTACTGTGTTCTTTTTTATCTTATTGCAAATATCTTCTWGTTTCTCATAAA
	GlicE^24      TATAAGCTTTTTCCCATTGTTGTTACTTTCCATATGTTTTCTGCCTACTGATGTCCTCAATTAGTATTCTTACTGTGTTCTTTTTTATCTTATTGCAAATATCTTCTTGTTTCTCATAAA
	GlicE^25      TATAAGCTTTTTCCCATTGTTGTTACTTTCCATATGTTTTCTGCCTACTGATGTCCTCAATTAGTATTCTTACTGTGTTCTTTTTTATCTTATTGCAAATATCTTCTTGTTTCTCATAAA
	GmorB^27    TATAAGCTTTTTCCCATTGTTGTTACTTTCCATATGTTTTCTGCCTACTGATGTCCTCAATTAGTATTCTTACTGTGTTCTTTTTTATCTTATTGCAAATATCTTCTWGTTTCTCATAAA
	GpasB^28    TATAASCTTTTTCCCATTGTTGTTACTTTCCATATGTTTTCTGCCTACTGATGTCCTCAATTAGTATTCTTACTGTGTTCTTTTTTATCTTATTGCAAATATCTTCTAGTTTCTCATAAA


20 120
	GecuC^1     CGGCTTTGGGGGTAATCTACACGGCAAGATCTTTACGGCGAAGGCAGCGCCGTCTCTCCGCGATGGGGACCAGTTTTACGGCGTCGAAATTTCGGTACCGAGGAGAAAGATTCAGATTTG
	GecuP^4     CGGCTTTGGGGGTAATCTACACGGCAAGATCTTTACGGCGAAGGCAGCGCCGTCTCTCMGCGATGGGGACCAGTTTTACGGCGTCGAAATTTCGGTACCGAGGAGAAAGATTCAGATTTG
	GecuP^5     CGGCTTTGGGGGTAATCTACACGGCAAGATCTTTACGGCGAAGSCAGCGCCGTCTCTCCGCGATGGGGACCAGTTTTACGGCGTCGAAATTTCGGTACCGAGGAGAAAGATTCAGATTTG
	GecuP^6      CGGCTTTGGGGGTAATCTACACGGCAAGAT-TTTACGGCGAAGGCAGCGCCGTCTCTCCGCGATGGGGACCAGTTTTACGGCGTCGAAATTNCGGTACCGAGGAGAAAGATTCAGATTTG
	GecuE^8      CGGCTTTGGGGGTAATCTACACGGCAAGATCTTTACGGCGAAGSCAGCGCCGTCTCTCSGCGATGGGGACCAGTTTTACGGCGTCGAAATTTCGGTACCGAGGAGAAAGATTCAGATTTG
	GecuE^9       CGGCTTTGGGGGTAATCTACACGGCAAGATCTTT-CGGCGAAGGCAGCGCCGTCTCTCRGCGATGGGGACCAGTTTTACGGCGTCGAAATTTCGGTACCGAGGAGAAAGATTCAGATTTG
	GecuE^10       CGGCTTTGGGGGTAATCTACACGGCAAGATCTTTACGGCGAAGGCAGCGCCGTCTCTCSGCGATGGGGACCAGTTTTACGGCGTCGAAATTTCGGTACCGAGGAGAAAGATTCAGATTTG
	GecuE^11       CGGCTTTGGGGGTAATCTACACGGCAAGATCTTTACGGCGAAGSCAGCGCCGTCTCTCCGCGATGGGGACCAGTTTTACGGCGTCGAAATTTCGGTACCGAGGAGAAAGATTCAGATTTG
	GecuE^12      CGGCTTTGGGGGTAATCTACACGGCAAGATCTTTACGGCGAAGGCAGCGCCGTCTCTCCGCGATGGGGACCAGTTTTACGGCGTCGAAATTTCGGTACCGAGGAGAAAGATTCAGATTTG
	GlicC^15     CGGCTTTGGGGGTAATCTACATGGCAAGATCTTTACGGCGAAGGCAGCGCCGTCTCTCGGCGATGGGGACCAGTTTTACGGCGTCGAAATTTCGGTACCGAGGAGAAAGATTCAGATTTG
	GlicP^17      CGGCTTTGGGGGTAATNTACACGGCAAGATCTTTACGGCGAAGGCAGCGCCGTCTCTCAGCGATGGGGACCAGTTTTACGGCGTCGAAATTTCGGTACCGAGGAGAAAGATTCAGATTTG
	GlicE^20      CGGCTTTGGGGGTAATCTACACGGCAAGATCTTTACGGCGAAGGCAGCGCCGTCTCTCAGCGATGGGGACCAGTTTTACGGCGTCGAAATTTCGGTACCGAGGAGAAAGATTCAGATTTG
	GlicE^21      CGGCTTTGGGGGTAATCTACACGGCAAGATCTTTACGGCGAAGGCAGCGCCGTCTCTCRGCGATGGGGACCAGTTTTACGGCGTCGAAATTTCGGTACCGAGGAGAAAGATTCAGATTTG
	GlicE^22      CGGCTTTGGGGGTAATCTACAYGGCAAGATCTTTACGGCGAAGGCAGCGCCGTCTCTCSGCGATGGGGACCAGTTTTACGGCGTCGAAATTTCGGTACCGAGGAGAAAGATTCAGATTTG
	GlicE^23       CGGCTTTGGGGGTAATCTACAYGGCAAGATCTTTACGGCGAAGGCAGCGCCGTCTCTCCGCGATGGGGACCAGTTTTACGGCGTCGAAATTTCGGTACCGARGAGAAAGATTCAGATTTG
	GlicE^24       CGGCTTTGGGGGTAATCTACACGGCAAGATCTTTACGGCGAAGGCAGCGCCGTCTCTCMGCGATGGGGACCAGTTTTACGGCGTCGAAATTTCGGTACCGAGGAGAAAGATTCAGATTTG
	GlicE^25      CGGCTTTGGGGGTAATCTACACGGCAAGATCTTTACGGCGAAGGCAGCGCCGTCTCTCAGCGATGGGGACCAGTTTTACGGCGTCGAAATTTCGGTACCGAGGAGAAAGATTCAGATTTG
	GlicE^26      CGGCTTTGGGGGTAATCTACACGGCAAGATCTTTACGGCGAAGGCAGCGCCKTCTCTCGGCGATGGGGACCAGTTTTACGGCGTCGAAATTTCGGTACCGAGGAGAAAGATTCAGATTTG
	GmorB^27    CGGCTTTGGGGGTAATCTACACGGCAAGATCTTTACGGCGAAGGCAGCGCCGTCTCTCCGCGATGGGGACCAGTTTTACGGCGTCGAAATTTCGGTACCGAGGAGAAAGATTCAGATTTG
	GpasB^28    CGGCTTTGGGGGTAATCTACACGGCAAGATCTTTACGGCGAAGGCAGCGCCGTCTCTCCGCGATGGGGACCAGTTTTACGGCGTCGAAATTTCGGTACCGAGGAGAAAGATTCAGATTTG


19 120
	GecuC^1     AGTGTTTACTTCGTTTTTGATTTACTCGGGGTCTTATGTAACGTTA-CTTTGAATAGAAATACGACGATGTGAAATGTCAGAAGCGTCAGAAGAACTGGTGATCGTTTGAAATGTATTTC
	GecuP^4     AGTGTTTACTTCGTTTTTGATTTACTCGGGGTCTTATGTAACGTTACCTTTGAATAGAAATACGACGATGTGAAATGTCAGAAGCGTCAGAAGAACTGGTGATCGTTTGAAATGTATTTC
	GecuP^5     AGTGTTTACTTCGTTTTTGATTTACTCGGGGTCTTATGTAACGTTACCTTTGAATAGAAATACGACGATGTGAAATGTCAGAAGCGTCAGAAGAACTGGTGATCGTTTGAAATGTATTTC
	GecuP^6      AGTGTTTACTTCGTTTTTGATTTACTCGGGGTCTTATGTAACGTTACCTTTGAATAGAAATACGACGATGTGAAATGTCAGAAGCGTCAGAAGAACTGGTGATCGTTTGAAATGTATTTC
	GecuP^7      AGTGTTTACTTCGTTTTTGATTTACTCGGGGTCTTATGTAACGTTACCTTTGAATAGAAATACGACGATGTGAAATGTCAGAAGCGTCAGAAGAACTGGTGATCGTTTGAAATGTATTTC
	GecuE^8      AGTGTTTACTTCGTTTTTGATTTACTCGGGGTCTTATGTAACGTTACCTTTGAATAGAAATACGACGATGTGAAATGTCAGAAGCGTCAGAAGAACTGGTGATCGTTTGAAATGTATTTC
	GecuE^9       AGTGTTTACTTCGTTTTTGATTTACTCGGGGTCTTATGTAACGTTACCTTTGAATAGAAATACGACGATGTSAAATGTCAGAAGCGTCAGAAGAACTGGTGATCGTTTGAAATGTATTTC
	GecuE^10       AGTGTTTACTTCGTTTTTGATTTACTCGGGGTCTTATGTAACGTTACCTTTGAATAGAAATACGACGATGTGAAATGTCAGAAGCGTCAGAAGAACTGGTGATCGTTTGAAATGTATTTC
	GecuE^11      AGTGTTTACTTCGTTTTTGATTTACTCGGGGTCTTATGTAACGTTACCTTTGAATAGAAATACGACGATGTGAAATGTCAGAAGCGTCAGAAGAACTGKTGATCGTTTGAAATGTATTTC
	GlicC^15     AGTGTTTACTTCGTTTTTGATTTACTCGGGGTCTTATGTAACGTTACCTTTGAATAGAAAYACGACGATGTGAAATGTCAGAAGCGTCAGAAGAACTGGTGATCGTTTGAAATGTATTTC
	GlicP^17      AGTGTTTACTYCGTTTTTGATTTACTCGGGGTCTTATGTAACGTTACCTTTGAATAGAAATACGACGATGTGAAATGTCAGAAGCGTCAGAAGAACTGGTGATCGTTTGAAATGTATTTC
	GlicE^20      AGTGTTTACTTCGTTTTTGATTTACTCGGGGTCTTATGTAACGTTACCTTTGAATAGAAATACGACGATGTGAAATGTCAGAAGCGTCAGAAGAACTGGTGATCGTTTGAAATGTATTTC
	GlicE^21      AGTGTTTACTTCGTTTTTGATTTACTCGGGGTCTTATGTAACGTTACCTTTGAATAGAAATACGACGATGTGAAATGTCAGAAGCGTCAGAAGAACTGGTGATCGTTTGAAATGTATTTC
	GlicE^22       AGTGTTTACTTCGTTTTTGATTTACTCGGGGTCTTATGTAACGTTACCTTTGAATAGAAATACGACGATGTGAAATGTCAGAAGCGTCAGAAGAACTGGTGATCGTTTGAAATGTATTTC
	GlicE^23       AGTGTTTACTTCGTTTTTGATTTACTCGGGGTCTTATGTAACGTTACCTTTGAATAGAAATACGACGATGTGAAATGTCAGAAGCGTCAGAAGAACTGGTGATCGTTTGAAATGTATTTC
	GlicE^24      AGTGTTTACTTCGTTTTTGATTTACTCGGGGTCTTATGTAACGTTACCTTTGAATAGAAATACGACGATGTGAAATGTCAGAAGCGTCAGAAGAACTGGTGATCGTTTGAAATGTATTTC
	GlicE^25      AGTGTTTACTTCGTTTTTGATTTACTCGGGGTCTTATGTAACGTTACCTTTGAATAGAAAYACGACGATGTGAAATGTCAGAAGCGTCAGAAGAACTGGTGATCGTTTGAAATGTATTTC
	GmorB^27    AGTGTTTACTTCGTTTTTGATTTACTCGGGGTCTTATGTAAYGTTACCTTTGAATAGAAATACGACGATGTGAAATGTCAGAAGCGTCAGAAGAACTGGTGATCGTTTGAAATGTATTTC
	GpasB^28    AGTGTTTACTTCGTTTTTGATTTACTCGGGGTCTTATGTAACGTTACCTTTGAATAGAAATACGACGATGTGAAATGTCAGAAGCGTCAGAAGAACTGGTGATCGTTTGAAATGTATTTC


16 120
	GecuC^1     CTNACCCAGCGACAGGGAATGCTATCAGTGATTTTCATCTYTCCGAACCATTGAAGAAGCCTCTGGGAGGTCGGCATTTCAGAACCGATGCCGAAGTTCAGYAAGCCGTCTWCGTGTGRC
	GecuP^4      CTCACCCAGCGACAGGGAATGCTATCAGTGATTTTCATCTTTCCGAACCATTGAAGAAGCCTCTGGGAGGTCGGCATTTCAGAACCGATGCCGAAGTTCAGCAAGCCGTCTTCGTGTGNC
	GecuE^8      CTCACCCAGCGACAGGGAATGCTATCAGTGATTTTCATCTCTCCGAACCATTGAAGAAGCCTCTGGGAGGTCGGCATTTCAGAACCGATGCCGAAGTTCAGTAAGCCGTCTACGTGTGGC
	GecuE^9       CTCACCCAGCGACAGGGAATGCTATCAGTGATTTTCATCTCTCCGAACCATTGAAGAAGCCTCTGGGAGGTCGGCATTTCAGAACCGATGCCGAAGTTCAGNAAGCCGTCTNCGTGTGGC
	GecuE^10       CTCACCCAGCGACAGGGAATGCTATCAGTGATTTTCATCTCTCCGAACCATTGAAGAAGCCTCTGGGAGGTCGGCATTTCAGAACCGATGCCGAAGTTCAGTAAGCCGTCTACGTGTGGC
	GecuE^11      CTCACCCAGCGACAGGGAATGCTATCAGTGATTTTCATCTYTCCGAACCATTGAAGAAGCCTCTGKGAGGTCGGCATTTCAGAACCGATGCCGAAGTTCAGCAAGCCGTCTTCGTGTGGC
	GecuE^12      CTCACCNAGCGACAGGGAATGCTATCAGTGATTTTCATCTNTCCGAANCATTGAAGAAGCCTCTGGGAGGTCGNCATTTCAGAACCGATGCCGAAGTTCAGCAAGCCGTCTTCGTGTGGC
	GlicC^15     YTCACCCAGCGACAGGGAATGCTATCAGTGATTTTCATCTCTCCGAACCATTGAAGAAGCCTCTGGGAGGTCGGCATTTCAGAACCGATGCCGAAGTTCAGYAAGCCGTCTWCGTGTGGC
	GlicC^16     CTCACCCAGCGACAGGGAATGCTATCAGTGATTTTCATCTCTCCGAACCATTGAAGAAGCCTCTGGGAGGTCGGCATTTCAGAACCGATGCCGAAGTTCAGCAAGCCGTCTTCGTGTGGC
	GlicP^17      CTCACCCAGCGACAGGGAATGCTATCAGTGATTTTCATCTCTCCGAACCATTGAAGAAGCCTCTGGGAGGTCGGCATTTCAGAACCGATGCCGAAGTTCAGCAAGCCGTCTTCGTGTGCC
	GlicE^20      CTCACCCAGCGACAGGGAATGCTATCAGTGATTTTCATCTCTCCGAACCATTGAAGAAGCCTCTGGGAGGTCGGCATTTCAGAACCGATGCCGAAGTTCAGCAAGCCGTCTTCGTGTGGC
	GlicE^21      CTCACCCAGCGACAGGGAATGCTATCAGTGATTTTCATCTCTCCGAACCATTGAAGAAGCCTCTGGGAGGTCGGCATTTCAGAACCGATGCCGAAGTTCAGCAAGCCGTCTTCGTGTGGC
	GlicE^22      CTCACCCAGCGACAGGGAATGCTATCAGTGATTTTCATCTCTCCGAACCATTGAAGAAGCCTCTGGGAGGTCGGCATTTCAGAACCGATGCCGAAGTTCAGCAAGCCGTCTTCGTGTGGC
	GlicE^23      CTCACCCAGCGACAGGGAATGCTATCAGTGATTTTCATCTCTCCGAACCATTGAAGAAGCCTCTGGGAGGTCGGCATTTCAGAACCGATGCCGAAGTTCAGCAAGCCGTCTTCGTGTGGC
	GmorB^27    CTCACCCAGCGACAGGGAATGCTATCAGTGATTTTCATCTTTCCGAACCATTGAAGAAGCCTCTGGGAGGTCGGCATTTCAGAACCGATGCCGAAGTTCAGTAAGCTGTCTACGTGTGGC
	GpasB^28    CTCACCCAGCGACAGGGAATGCTATCAGTGATTTTCATCTCTCCGAACCATTGAAGAAGCCTCTGGGAGGTCGGCATTTCAGAACCGATGCCGAAGTTCAGTAAGCCGTCTACGTGTGGC


19 120
	GecuC^1     AAAGGTCTTTGTTCACTTTCTTGCGGTAGATAYTGGGTGCGATGCTCAACTTCGATGTACGTCTCAATCAGTTCGTCTCCAGGCCTGTTATAGGTTTCCAAAATGTAATTATCTGATTCG
	GecuP^4     AAAGGTCTTTGTTCACTTTCTTGCGGTAGATGCTGGGTGCGATGCTCAACTTCGATGTACGTCTCAATCAGTTCGTCTCCAGGCCTGTTATAGGTTTCCAAAATGTAATTATCTGATTCG
	GecuP^5      AAAGGTCTTTGTTCACTTTCTTGCGGTAGATGCTGGGTGCGATGCTCAACTTCGATGTACGTCTCAATCAGTTCGTCTCCAGGCCTGTTATAGGTTTCCAAAATGTARTTATCTGATTCG
	GecuE^8      AAAGGTCTTTGTTCACTTTCTTGCGGTAGATRYTGGGTGCGATGCTCAACTTCGATGTAYGTCTCAATCAGTTCGTCTCCAGGCCTGTTATAGGTTTCCAAAATGTAATTATCTGATTCG
	GecuE^9       AAAGGTCTTTGTTCACTTTCTTGCGGTAGATGCTGGGTGCGATGCTCAACTTCNATGTACGTCTCAATCAGTTCGTCTCCAGGCCTGTTATAGGTNTCCAAAATGTAATTATCTGATTCG
	GecuE^10       AAAGGTCTTTGTTCACTTTCTTGCGGTAGATGCTGGGTGCGATGCTCAACTTCGATGTACGTCTCAATCAGTTCGTCTCCAGGCCTGTTATAGGTTTCCAAAATGTAATTATCTGATTCG
	GecuE^11       AAAGGTCTTTGTTCACTTTCTTGCGGTAGATGCTGGGTGCGATGCTCAACTTCGATGTACGTCTCAATCAGTTCGTCTCCAGGCCTGTTATAGGTTTCCAAAATGTAATTATCTGATTCG
	GecuE^12      AAAGGTCTTTGTTCACTTTCTTGCGGTAGATGCTGGGTGCGATGCTCAACTTCGATGTACGTCTCAATCAGTTCGTCTCCAGGCCTGTTATAGGTTTCCAAAATGTAATTATCTGATTCG
	GlicC^15     AAAGGTCTTTGTTCACTTTCTTGCGGTAGATATTGGGTGCGATGCTCAACTTCGATGTACGTCTCAATCAGTTCGTCTCCAGGCCTGTTATAGGTTTCCAAAATGTAATTATCTGATTCG
	GlicP^17      AAAGGTCTTTGTTCACTTTCTTGCGGNAGATANTGGGTGCGATGCTCAACTTCGATGTACGTCTCAATCAGTTCGTCTCCAGGCCTGTTATAGGTTTCCAAAATGTANTTATCTGATTCG
	GlicE^20      AAAGGTCTTTGTTCACTTTCTTGCGGTAGATATTGGGTGCGATGCTCAACTTCGATGTACGTCTCAATCAGTTCGTCTCCAGGCCTGTTATAGGTTTCCAAAATGTAATTATCTGATTCG
	GlicE^21      AAAGGTCTTTGTTCACTTTCTTGCGGTAGATAYTGGGTGCGATGCTCAACTTCGATGTACGTCTCAATCAGTTCGTCTCCAGGCCTGTTATAGGTTTCCAAAATGTARTTATCTGATTCG
	GlicE^22       AAAGGTCTTTGTTCACTTTCTTGCGGTAGATAYTGGGTGCGATGCTCAACTTCGATGTACGTCTCAATCAGTTCGTCTCCAGGCCTGTTATAGGTTTCCAAAATGTARTTATCTGATTCG
	GlicE^23       AAAGGTCTTTGTTCACTTTCTTGCGGTAGATAYTGGGTGCGATGCTCAACTTCGATGTACGTCTCAATCAGTTCGTCTCCAGGCCTGTTATAGGTTTCCAAAATGTARTTATCTGATTCG
	GlicE^24      AAAGGTYTTTGTTCACTTTCTTGCGGTAGATAYTGGGTGCGATGCTCAACTTCGATGTACGTCTCAATCAGTTCGTCTCCAGGCCTGTTATAGGTTTCCAAAATGTAATTATCTGATTCG
	GlicE^25      AAAGGTCTTTGTTCACTTTCTTGCGGTAGATATTGGGTGCGATGCTCAACTTCGATGTACGTCTCAATCAGTTCGTCTCCAGGCCTGTTATAGGTTTCCAAAATGTAATTATCTGATTCG
	GmorB^27    AAAGGTCTTTGTTCACTTTCTTGCGGTAGATRYTGGGTGCGATGCTCAACTTCGATGTACGTCTCAATCAGTTCGTCTCCAGGCCTGTTATAGGTTTCCAAAATGTAATTATCTGATTCG
	GpasB^28    AAAGGTCTTTGTTCACTTTCTTGCGGTAGATRYTGGGTGCGATGCTCAACTTCGATGTACGTCTCAATCAGTTCGTCTCCAGGCCTGTTATAGGTTTCCAAAATGTARTTATCTGATTCG
	GpasB^29    AAAGGTCTTTGTTCACTTTCTTGCGGTAGATATTGGGTGCGATGCTCAACTTCGATGTACGTCTCAATCAGTTCGTCTCCAGGCCTGTTATAGGTTTCCAAAATGTAGTTATCTGATTCG


18 120
	GecuC^1     GGTACACGTACCACCGTGTTCTCCATAACATGTAGGATAGCGGAGTTGATCTTGTTGTTTTGTGTGCCACTGTGTAGTGGTACTGCTTGTGCATAGANCCAGCTATCCACTGTCGGAATC
	GecuP^4     GGTACACGTACCACCGTGTTCTCCATAACATGTAGGATAGCGGAGTTGATCTTGTTGTTTTGTGTGCCACTGTGTAGTGGTACTGCTTGTGCATAGARCCAGCTATCCACTGTCGGAATC
	GecuP^5      GGTACACGTACCACCGTGTTCTCCATAACATGTAGGATAGCGGAGTTGATCTTGTTGTTTTGTGTGCCACTGTGTAGTGGTACTGCTTGTGCATAGARCCAGCTATCCACTGTCGGAATC
	GecuE^8      GGTACACGTACCACCGTGTTCTCCATAACATGTAGGATAGCGGAGTTGATCTTGTTGTTTTGTGTGCCACTGTGTAGTGGTACTGCTTGTGCATAGARCCAGCTATCCACTGTCGGAATC
	GecuE^9       GGTACACGTACCACCGTGTTCTCCATAACATGTAGGATAGCGGAGTTGATCTTGTTGTTTTGTGTGCCACTGTGTAGTGGTACTGCTTGTGCATAGARCCAGCTATCCACTGTCGGAATC
	GecuE^10       GGTACACGTACCACCGTGTTCTCCATAACATGTAGGATAGCGGAGTTGATCTTGTTGTTTTGTGTGCCACTGTGTAGTGGTACTGCTTGTGCATAGAACCAGCTATCCACTGTCGGAATC
	GecuE^11      GGTACACGTACCACCGTGTTCTCCATAACATGTAGGATAGCGGAGTTGATCTTGTTGTTTTGTGTGCCACTGTGTAGTGGTACTGCTTGTGCATAGAACCAGCTATCCACTGTCGGAATC
	GlicC^15     GGTACACGTACCACCGTGTTCTCCATAACATGTAGGATAGCGGAGTTGATCTTGTTGTTTTGTGTGCCACTGTGTAGTGGTACTGCTTGTGCATAGAACCAGCTATCCACTGTCGGAATC
	GlicP^17      GGTACACGTACCACCGTGTTCTCCATAACATGTAGGATAGCGGAGTTGATCTTGTTGTTTTGTGTGCCACTGTGTAGTGGTACTGCTTGTGCATAGAACCAGCTATCCACTGTCGGAATC
	GlicE^20      GGTACACGTACCACCGTGTTCTCCATAACATGTAGGATAGCGGAGTTGATCTTGTTGTTTTGTGTGCCACTGTGTAGTGGTACTGCTTGTGCATAGAACCAGCTATCCACTGTCGGAATC
	GlicE^21      GGTACACGTACCACCGTGTTCTCCATAACATGTAGGATAGCGGAGTTGATCTTGTTGTTTTGTGTGCCACTGTGTAGTGGTACTGCTTGTGCATAGAACCAGCTATCCACTGTCGGAATC
	GlicE^22       GGTACACGTACCACCGTGTTCTCCATAACATGTAGGATAGCGGAGTTGATCTTGTTGTTTTGTGTGCCACTGTGTAGTGGTACTGCTTGTGCATAGAACCAGCTATCCACTGTCGGAATC
	GlicE^23       GGTACACGTACCACCGTGTTCTCCATAACATGTAGGATAGCGGAGTTGATCTTGTTGTTTTGTGTGCCACTGTGTAGTGGTACTGCTTGTGCATAGAACCAGCTATCCACTGTCGGAATC
	GlicE^24      GGTACACGTACCACCGTGTTCTCCATAACATGTAGGATAGCGGAGTTGATCTTGTTGTTTTGTGTGCCACTGTGTAGTGGTACTGCTTGTGCATAGAACCAGCTATCCACTGTCGGAATC
	GlicE^25      GGTACACGTACCACCGTGTTCTCCATAACATGTAGGATAGCGGAGTTGATCTTGTTGTTTTGTGTGCCACTGTGTAGTGGTACTGCTTGTGCATAGAACCAGCTATCCACTGTCGGAATC
	GmorB^27    GGTACACGTACCACCGTGTTCTCCATAACATGTAGGATAGCGGAGTTGATCTTGTTGTTTTGTGTGCCACTGTGTAGTGGTACTGCTTGTGCATAGAACCAGCTATCCACTGTCGGAATC
	GpasB^28    GGTACACGTACCACCGTGTTCTCCATAACATGTAGGATAGCGGAGTTGATCTTGTTGTTTTGTGTGCCACTGTGTAGTGGTACTGCTTGTGCATAGAACCAGCTATCCACTGTCGGAATC
	GpasB^29    GGTACACGTACCACCGTGTTCTCCATAACATGTAGGATAGCGGAGTTGATCTTGTTGTTTTGTGTGCCACTGTGTAGTGGTACTGCTTGTGCATAGAACCAGCTATCCACTGTCGGAATC


19 120
	GecuC^1     TCGGGGCACGATGAGAATTGTGATTGAAAATTGGGTCGCCAATACTAAAAGGTTGAGTACTGCTCTAGTGATATACACTTTCTCATAACTGTATCTTCACGCGAGATTTTTGATCGGAAT
	GecuP^4     TCGGGGCACGATGAGAATTGTGATTGAAAATTGGGTCGCCAATACTAAAAGGTTGAGTACTGCTCTAGTGATATACACTTTCTCATAACTGTATCTTCACGCGAGATTTTTGATCGGAAT
	GecuP^5     TCGRGGCACGATGAGAATTGTGATTGAAAATTGGGTCGCCAATACTAAAAGGTTGAGTACTGCTCTAGTGATATACACTTTCTCATAACTGTATCTTCACGCGAGATTTTTGATCGGAAT
	GecuE^8      TCGGGGCACGATGAGAATTGTGATTGAAAATTGGGTCGCCAATACTAAAAGGTTGAGTACTGCTCTAGTGATATACACTTTCTCATAACTGTATCTTCACGCGAGATTTTTGATCGGAAT
	GecuE^9       TCGGGGCACGATGAGAATTGTGATTGAAAATTGGGTCGCCAATACTAAAAGGTTGAGTACTGCTCTAGTGATATACACTTTCTCATAACTGTATCTTCACGCGAGATTTTTGATCGGAAT
	GecuE^10       TCGGGGCASGATGAGAATTGTGATTGAAAATTGGGTCGCCAWTACTAAAAGGTTGAGTACTGCTCTAGTGATATACACTTTCTCATAACTGTATCTTCACGCGAGATTTTTGATCGGAAT
	GecuE^11      TCGGGGCACGATGAGAATTGTGATTGAAAATTGGGTCGCCAATACTAAAAGGTTGAGTACTGCTCTAGTGATATACACTTTCTCATAACTGTATCTTCACGCGAGATTTTTGATCGGAAT
	GlicC^15     TCGGGGCACGATGAGAATTGTGATYGAAAATTGGGTCGCCAATACTAAAAGGTTGAGTACTGCTCTAGTGATATACACTTTCTCATAACTGTATCTTCACGCGAGATTTTTGATCGGAAT
	GlicC^16     TCGGGGCACGATGAGANTTGTGATTGAAAATTGGGTCGCCAATACTAAAAGGTNGAGTACTGCTCTAGTGATATACACTTTCTCATAACTGTATCTTNACGCGAGATTTTTGATCGGAAT
	GlicP^17      TCGGGGCACGATGAGAATTGTGATTGAAAATTGGGTCGCCAATACTAAAAGGTTGAGTACTGCTCTAGTGATATACACTTTCTCATAACTGTATCTTCACGCGAGATTTTTGATCGGAAT
	GlicE^20      TCGGGACACGATGAGAATTGTGATTGAAAATTGGGTCGCCAATACTAAAAGGTTGAGTACTGCTCTAGTGATATACACTTTCTCATAACTGTATCTTCACGCGAGATTTTTGATCGGAAT
	GlicE^21      TCGGAGCACGATGAGAATTGTGATTGAAAATTGGGTCGCCAATACTAAAAGGTTGAGTACTGCTCTAGTGATATACACTTTCTCATAACTGTATCTTCACGCGAGATTTTTGATCGGAAT
	GlicE^22      TCGGGGCACGATGAGAATTGTGATYGAAAATTGGGTCGCCAATACTAAAAGGTTGAGTACTGCTCTAGTGATATACACTTTCTCATAACTGTATCTTCACGCGAGATTTTTGATCGGAAT
	GlicE^23       TCGGAGCACGATGAGAATTGTGATTGAAAATTGGGTCGCCAATACTAAAAGGTTGAGTACTGCTCTAGTGATATACACTTTCTCATAACTGTATCTTCACGCGAGATTTTTGATCGGAAT
	GlicE^24       TCGGGGCACGATGAGAATTGTGATCGAAAATTGGGTCGCCAATACTAAAAGGTTGWGTACTGCTCTAGTGATATACACTTTCTCATAACTGTATCTTCACGCGAGATTTTTGATCGGAAT
	GlicE^25      TCGGGRCACGATGAGAATTGTGATTGAAAATTGGGTCGCCAATACTAAAAGGTTGAGTACTGCTCTAGTGATATACACTTTCTCATAACTGTATCTTYACGCGAGATTNTTGATCGGAAT
	GlicE^26      TCTGGGCACGATGAGAATTGTGATTGAAAATTGGGTCGCCAATACTAAAAGGTTGAGTACTGCTCTAGTGATATACACTTTCTCATAACTGTATCTTCGCGCGAGATTTTTGATCGGAAT
	GmorB^27    TCGGGGCACGATGAGAATTGTGATTGAAAATTGGGTCGCCAATACTAAAAGGTTGAGTACTGCTCTAGTGATATACACTTTCTCATAACTGTATCTTCACGCGAGATTTTTGATCGGAAT
	GpasB^28    TCGGGGCACGATGAGAATTGTGATTGAAAATTGGGTCGCCAATACTAAAAGGTTGAGTACTGCTCTAGTGATATACACTTTCTCATAACTGTATCTTCACGCGAGATTTTTGATCGGAAT


19 120
	GecuC^1     TCTAATGAACTATCTAAAGTATTTATCAGCCATCTTTCCATTCGATAAGTCTCCAAGAACACCTGTGTAAAAAATGATCAAGTATTCTCTCAGTTTCTAGCAGAAATAAATAGAAACGCA
	GecuP^4     TCTAATGAACTATCTAAAGTATTTATCAGCCATCTTTCCATTCGATAAGTCTCCAAGAACACCTGTGTAAAAAATGATCAAGTATTCTCTCAGTTTCTAGCAGAAATAAATAGAAACGCA
	GecuP^5      TCTAATGAACTATCTAAAGTATTTATCAGCCATCTTTCCATTCGATAAGTCTCCAAGAACACCTGTGTAAAAA-TGATCAAGTATTCTCTCAGTTTCTAGCAGAAATAAATAGAAACGCA
	GecuE^8      TCTAATGAACTATCTAAAGTATTTATCAGCCATCTTTCCATTCGATAAGTCTCCAAGAACACCTGTGTAAAAAWTGATCAAGTATTCTCTCAGTTTCTAGCAGAAATAAATAGAAACGCA
	GecuE^9       TCTAATGAACTATCTAAAGTATTTATCARCCATCTTTCCATTCGATAAGTCTCCAAGAACACCTGTGTAAAAAWTGATCAAGTATTCTCTCAGTTTCTAGCAGAAATAAATAGAAACGCA
	GecuE^10       TCTAATGAACTATCTAAAGTATTTATCARCCATCTTTCCATTCGATAAGTCTCCAAGAACACCTGTGTAAAAAATGATCAAGTATTCTCTCAGTTTCTAGCAGAAATAAATAGAAACGCA
	GecuE^11      TCTAATGAACTATCTAAAGTATTTATCAGCCATCTTTCCATTCGATAAGTCTCCAAGAACACCTGTGTAAAAAATGATCAAGTATTCTCTCAGTTTCTAGCAGAAATAAATAGAAACGCA
	GlicC^15     TCTAATGAACTATCTAAAGTATTTATCAGCCATCTTTCCATTCGATAAGTCTCCAAGAACACCTGTGTAAAAAATGATCAAGTATTCTCTCAGTTTCTAGCAGAAATAAATAGAAACGCA
	GlicP^17      TCTAATGAACTATCTAAAGTATTTATCAGCCATCTTTCCATTCGATAAGTCTCCAAGAACACCTGTGTAAAAAATGATCAAGNNTTCTCTCAGTTTCTAGCAGAAATAAATAGAAACGCA
	GlicP^18      TCTAATGAACTATCTAAAGTATTTATCAGCCATCTTTCCATTCGATAAGTCTCCAAGAACACCTGTGTAAAAAATGATCAAGTATTCTCTCAGTTTCTAGCAGAAATAAATAGAAACGCA
	GlicE^20      TCTAATGAACTATCTAAAGTATTTATCAGCCATCTTTCCATTCGATAAGTCTCCAAGAACACCTGTGTAAAAAATGATCAAGTATTCTCTCAGTTTCTAGCAGAAATAAATAGAAACGCA
	GlicE^21      TCTAATGAACTATCTAAAGTATTTATCAGCCATCTTTCCATTCGATAAGTCTCCAAGAACACCTGTGTAAAAAATGATCAAGTATTCTCTCAGTTTCTAGCAGAAATAAATAGAAACGCA
	GlicE^22       TCTAATGAACTATCTAAAGTATTTATCAGCCATCTTTCCATTCGATAAGTCTCCAAGAACACCTGTGTAAAAAATGATCAAGTATTCTCTCAGTTTCTAGCAGAAATAAATAGAAACGCA
	GlicE^23       TCTAATGAACTATCTAAAGTATTTATCAGCCATCTTTCCATTCGATAAGTCTCCAAGAACACCTGTGTAAAAAATGATCAAGTATTCTCTCAGTTTCTAGCAGAAATAAATAGAAACGCA
	GlicE^24      TCTAATGAACTATCTAAAGTATTTATCAGCCATCTTTCCATTCGATAAGTCTCCAAGAACACCTGTGTAAAAAATGATCAAGTATTCTCTCAGTTTCTAGCAGAAATAAATAGAAACGCA
	GlicE^25      TCTAATGAACTATCTAAAGTATTTATCAGCCATCTTTCCATTCGATAAGTCTCCAAGAACACCTGTGTAAAAAATGATCAAGTATTCTCTCAGTTTCTAGCAGAAATAAATAGAAACGCA
	GmorB^27    TCTAATGAACTATCTAAAGTATTTATCARCCATCTTTCCATTCGATAAGTCTCCAAGAACACCTGTGTAAAAAATGATCAAGTATTCTCTCAGTTTCTAGCAGAAATAAATAGAAACGCA
	GpasB^28    TCTAATGAACTATCTAAAGTATTTATCAGCCATCTTTCCATTCGATAAGTCTCCAAGAACACCTGTGTAAAAAWTGATCAAGTATTCTCTCAGTTTCTAGCAGAAATAAATAGAAACGCA
	GpasB^29    TCTAATGAACTATCTAAAGTATTTATCAGCCATCTTTCCATTCGATAAGTCTCCAAGAACACCTGTGTAAAAAWTGATCAAGTATTCTCTCAGTTTCTAGCAGAAATAAATAGAAACGCA


19 120
	GecuC^1     GCARGAGTATATTTTACGCCGCGTTCTAGTTATAGTTACAAGAGGTCCTATTCGCATAAATGTATACACCCCCAAGAGAACAGTGGAACAAGCAATAATTTAGCAGAACCGTTTGCNCCG
	GecuP^4     GCAGGAGTATATTTTACGCCGCGTTCTAGTTATAGTTACAAGAGGTCCTATTCSCAKAAATGTATACACCCCCAAGAGAACAGTGGAACAAGCAATAATTTAGCAGAACCGTTTGCCCSG
	GecuP^5      GCAGGAGTATATTTYACGCCGCGTTCTAGTTATAGTTACAAGAGGTCCTATTCCCATAAATGTATRCACCCCCAAGAGAACAGTGGAACAAGCAATAATTTAGCAGAACCGTTTGCCCCG
	GecuP^6      GCAGGAGTATATTTTACGCCGCGTTCTAGTTATAGTTACAAGAGGTCCTATTCGCATAAATGTATNCACCCCCAAGAGAACAGTGGAACAAGCAATAATTTAGCAGAACCGTTTGCCCCG
	GecuE^8      GCAGGAGTATATTTTACGCCGCGTTCTAGTTATAGTTACAAGAGGTCCTATTCGCAGAAATGTATACACCCCCAAGAGAACAGTGGAACAAGCAATAATTTAGCAGAACCGTTTGCCCCG
	GecuE^9       GCAGGAGTATATTTTACGCCGCGTTCTAGTTATAGTTACAAGAGGTCCTATTCGCAGAAATGTATACACCCCCAAGAGAACAGTGGAACAAGCAATAATTTAGCAGAACCGTTTGCCCCG
	GecuE^10       GCAGGAGTATATTTTACGCCGCGTTCTAGTTATAGTTACAAGAGGTCCTATTCGCAKAAATGTATRCACCCCCAAGAGAACAGTGGAACAAGCAATAATTTAGCAGAACCGTTTGCCCCG
	GecuE^11      GCAGGAGTATATTTTACGCCGCGTTCTAGTTATAGTTACAAGAGGTCCTATTCSCAKAAATGTATACACCCCCAAGAGAACAGTGGAACAAGCAATAATTTAGCAGAACCGTTTGCCCSG
	GlicC^15     GCAGGAGTATATTTTACGCCGCGTTCTAGTTATAGTTACAAGAGGTCCTATTCGCATAAATGTATRCACCCCCAAGAGAACAGTGGAACAAGCAATAATTTAGCAGAACCGTTTGCCCCG
	GlicP^17      GCAGGAGTATATTTTACGCCGCGTCCTAGTNATAGTTACAAGAGGTCCTATTCGCAGAAATGTATACACCCCCAAGAGAACAGTGGAACAAGCAATAATTTAGCAGAACCGTTTGCCCCG
	GlicP^18      GCAGGAGTATATTTTACGCCGCGTTCTAGTTATAGTTACAAGAGGTCCTATTCCCATAAATGTATACACCCCCAAGAGAACAGTGGAACAAGCAATAATTTAGCAGAACCGTTTGCCCSG
	GlicE^20      GCAGGAGTATATTTTACGCCGCGTTCTAGTTATAGTTACAAGAGGTCCTATTCSCATAAATGTATACACCCCCAAGAGAACAGTGGAACAAGCAATAATTTAGCAGAACCGTTTGCCCCG
	GlicE^21      GCAGGAGTATATTTTACGCCGCGTTCTAGTTATAGTTACAAGAGGTCCTATTCCCATAAATGTATRCACCCCCAAGAGAACAGTGGAACAAGCAATAATTTAGCAGAACCGTTTGCCCSG
	GlicE^22       GCAGGAGTATATTTTAYGCCGCGTTCTAGTTATAGTTACAAGAGGTCCTATTCGCATAAATGTATACACCCCCAAGAGAACAGTGGAACAAGCAATAATTTAGCAGAACCGTTTGCCCCG
	GlicE^23       GCAGGAGTATATTTTACGCCGCGTTCTAGTTATAGTTACAAGAGGTCCTATTCCCATAAATGTATACACCCCCAAGAGAACAGTGGAACAAGCAATAATTTAGCAGAACCGTTTGCCCGG
	GlicE^24      GCAGGAGTATATTTTACGCCGCGTTCTAGTTATAGTTACAAGAGGTCCTATTCSCATAAATGTATRCACCCCCAAGAGAACAGTGGAACAAGYAATAATTTAGCAGAACCGTTTGCCCCG
	GmorB^27    GCAGGAGTATATTTTACGCCGCGTYCTAGTTATAGTTACAAGAGGTCCTATTCGCAGAAATGTATACACCCCCAAGAGAACAGTGGAACAAGCAATAATTTAGCAGAACCGTTTGCCCCG
	GpasB^28    GCAGGAGTATATTTTACGCCGCGTCCTAGTTATAGTTACAAGAGGTCCTATTCGCAGAAATGTATACACCCCCAAGAGAACAGTGGAACAAGCAATAATTTAGCAGAACCGTTTGCCCCG
	GpasB^29    GCAGGAGTATATTTTACGCCGCGTCCTAGTTATAGTTACAAGAGGTCCTATTCGCAGAAATGTATACACCCCCAAGAGAACAGTGGAACAAGCAATAATTTAGCAGAACCGTTTGCCCCG


18 120
	GecuC^1     TGACTATAAACTTNCCATCCTCATGCCTTTT-ATGGTATTTTGAAATATTTCCTCANATTCCATCTCATNTGGAGATAATAGAACTTGNGATG-TTTTTCTTCGANCTTCCAGAACTTTT
	GecuP^4     TGACTATAAACTTACCATCCTCATGCCTTTTTATGGTATTTTGAAATATTTCCTCATATTCCATCTCATTTGGAGATAATAGAACTTGCGATGCTTTTTCTTCGATCTTCCAGAACTTTT
	GecuP^5     TGACTATAAACTTACCATCCTCATGCCTTTTTACGGTATTTTGAAATATTTCCTCATATTCCATCTCATTTGGAGATAATAGAACTTGCGATGCTTTTTCTTCGATCTTCCAGAACTTTT
	GecuP^6      TGACTATAAACTTACCATCCTCATGCCTTTTTACGGTATTTTGAAATATTTCCTCATATTCCATCTCATTTGGAGATAATAGAACTTGCGATGCTTTTTCTTCGATCTTCCAGAACTTTT
	GecuP^7      TGACTATAAACTTACCATCCTCATGCCTTTTTAYGGTATTTTGAAATATTTCCTCATATTCCATCTCATYTGGAGATAATAGAACTTGCGATGCTTTTTCTTCGATCTTCCAGAACTTTT
	GecuE^8      TGACTATAAACTTACCATCCTCATGCCTTTTTATGGTATTTTGAAATATTTCCTCATATTCCATCTCATYTGGAGATAATAGAACTTGCGATGCTTTTTCTTCGATCTTCCAGAACTTTT
	GecuE^9       TGACTATAAACTTACCATCCTCATGCCTTTTTACGGTATTTTGAAATATTTCCTCATATTCCATCTCATTTGGAGATAATAGAACTTGCGATGCTTTTTCTTCGATCTTCCAGAACTTTT
	GlicC^15     TGACTATAAACTTACCATCCTCATGCCTTTTTATGGTATTTTGAAATATTTCCTCATTTTCCATCTCATTTGGAGNTAATAGAACTTGCGATGCTTTTTCTTCGATCTTCCAGAACTTTC
	GlicP^17      TGACTATAAACTTACCATCCTCATGCCTTTTTATGGTATTTTGAAATATTTCCTCATTTTCCATCTCATTTGGAGATAATAGAACTTGCGATGCTTTTTCTTCGATCTTCCAGAACTTTC
	GlicE^20      TGACTATAAACTTACCATCCTCATGCCTTTTTATGGTATTTTGAAATATTTCCTCATATTCCATCTCATTTGGAGATAATAGAACTTGCGATGCTTTTTCTTCGATCTTCCAGAACTTTC
	GlicE^21      TGACTATAAACTTACCATCCTCATGCCTTTTYATGGTATTTTGAAATATTTCCTCATATTCCATCTCATYTGGAGATAATAGAACTTGCGATGCTTTTTCTTCGATCTTCCAGAACTTTY
	GlicE^22      TGACTATAAACTTACCATCCTCATGCCTTTTTAYGGTATTTTGAAATATTTCCTCATATTCCATCTCATTTGGAGATAATAGAACTTGCGATGCTTTTTCTTCGATCTTCCAGAACTTTT
	GlicE^23       TGACTATAAACTTACCATCCTCATGCCTTTTTATGGTATTTTGAAATATTTCCTCATATTCCATCCCATTTGGAGATAATAGAACTTGCGATGCTTTTTCTTCGATCTTCCAGAACTTTT
	GlicE^24       TGACWATAAACTTACCATCCTCATGCCTTTTYATGGTATTTTGAAATATTTCCTCATATTCCATCTCATYTGGAGATAATAGAACTTGCGATGCTTTTTCTTCGATCTTCCAGAACTTTT
	GlicE^25      TGACTATAAACTTACCATCCTCATGCCTTTTTATGGTATTTTGAAATATTTCCTCATATTCCATCTCATTTGGAGATAATAGAACTTGCGATGCTTTTTCTTCGATCTTCCAGAACTTTT
	GlicE^26      TGACTATAAACTTACCATCCTCATGCCTTTTTACGGTATTTTGAAATATTTCCTCATATTCCATCTCATTTGGAGATAATAGAACTTGCGATGCTTTTTCTTCGATCTTCCAGAACTTTT
	GmorB^27    TGACTATAAACTTACCATCCTCATGCCTTTTTAYGGTATTTTGAAATATTTCCTCATATTCCATCTCATYTGGAGATAATAGAACTTGCGATGCTTTTTCTTCGATCTTCCAGAACTTTT
	GpasB^28    TGACTATAAACTTACCATCCTCATGCCTTTTTAYGGTATTTTGAAATATTTCCTCATATTCCATCTCATTTGGAGATAATAGAACTTGCGATGCTTTTTCTTCGATCTTCCAGAACTTTY


18 120
	GecuC^1     ACAGACGACACACAATTTCCTTGCACGCTGACATTTCTTACCTACACCATATAAAAAACACTACACAATACACAGCRCATACAGGTGTGGTGGAATGTTACGTACCAACAACAACTCTGC
	GecuP^4     ACAGACGACACACAATTTCCTTGCACGCTGACATTTCTTACCTACACCATATAAAAAACACTACACAATACACAGCGCATACAGGTGTGGTGGAAWGTTACGTACCAACAACAACTCTGC
	GecuP^5      ACAGACGACACACAATTTCCTTGCACGCTGACATTTCTTACCTACACCATATAAAAAACACTACACAATACACAGCACATACAGGTGTGGTGGAATGTTACGTACCAACAACAACTCTGC
	GecuE^8      ACAGACGACACACAATTTCCTTGCACGCTGACATTTCTTACCTACACCATATAAAAAACACTACAMAATACACAGCGCATACAGGTGTGGTGGAATGTTACGTACCAACAACAACTCTGC
	GecuE^9       ACAGACGACACACAATTTCCTTRCACGCTGACATTTCTTACCTACACCATATAAAAAACACTACACAATACACAGCGCATACAGGWGTGGTGGAAAGTTACGTACCAACAACAACTCTGC
	GecuE^10       ACAGACGACACACAATTTCCTTRCACGCTGACATTTCTTACCTACACCATATAAAAAACACTACACAATACACAGCGCATACAGGTGTGGTGGAAWGTTACGTACCAACAACAACTCTGC
	GecuE^11      ACAGACGACACACAATTTCCTTRCACGCTGACATTTCTTACCTACACCATATAAAAAACACTACACAATACACAGCGCATACAGGTGTGGTGGAAWGTTACGTACCAACAACAACTCTGC
	GlicC^15     ACAGACGACACACAATTTCCTTGCACGCTGACATTTCTTACCTACACCATATAAAAAACACTACACAATACACAGCGCATACAGGTGTGGTGGAAAGTTACGTACCAACAACAACTCTGC
	GlicP^17      ACAGACGACACACAATTTCCTTGCACGCTNACATTT-TTACCTACACCATATAAAAAACACTACACAATACACAGCGCATACAGGTGTGGTGGAAAGTTACGTACCAACAACAACTCTGC
	GlicE^20      ACAGACGACACACAATTTCCTTGCACGCTGACATTTCTTACCTACACCATATAAAAAACACTACACAATACACAGCGCATACAGGTGTGGTGGAAAGTTACGTACCAACAACAACTCTGC
	GlicE^21      ACAGACGACACACAATTTCCTTGCACGCTGACATTTCTTACCTACACCATATAAAAAACACTACACAWTACACAGCGCATACAGGTGTGGTGGAAWGTTACGTACCAACAACAACTCTGC
	GlicE^22       ACAGACGACACACAATTTCCTTGCACGCTGACATTTCTTACCTACACCATATAAAAAACACTACACAATACACAGCRCATACAGGTGTGGTGGAATGTTACGTACCAACAACAACTCTGC
	GlicE^23       ACAGACGACACACAATTTCCTTGCACGCTGACATTTCTTACCTACACCATATAAAAAACACTACACAATACACAGCGCATACAGGTGTGGTGGAATGTTACGTACCAACAACAACTCTGC
	GlicE^24      ACAGACGACACACAATTTCCTTGCACGCTGACATTTCTTACCTACACCATAT-AAAAACACTACACAATACACAGCGCATACAGGTGTGGTGGAATGTTACGTACCAACAACAACTCTGC
	GlicE^25      ACAGACGACACACAATTTCCTTGCACGCTGACATTTCTTACCTACACCATATAAAAAACACTACACAATACACAGCGCATACAGGTGTGGTGGAAWGTTACGTACCAACAACAACTCTGC
	GmorB^27    ACAGACGACACACAATTTCCTTGCACGCTGACATTTCTTACCTACACCATATAAAAAACACTACACAATACACAGCGCATACAGGTGTGGTGGAAAGTTACGTACCAACAACAACTCTGC
	GpasB^28    ACAGACGACACACAATTTCCTTGCACGCTGACATTTCTTACCTACACCATATAAAAAACACTACACAATACACAGCACATACAGGTGTGGTGGAATGTTACGTACCAACAACAACTCTGC
	GpasB^29    ACAGACGACACACAATTTCCTTGCACGCTGACATTTCTTACCTACACCATATAAAAAACACTACACAATACACAGCACATACAGGTGTGGTGGAATGTTACGTACCAACAACAACTCTGC


21 120
	GecuC^1     TTTATGAACCTCAAAAGCTTGAAAACGTTGGATTTGAGTCATAATAATTTCCAAAAATTGTACGCGCAAATATTCCAGAGTCTATCGCAACTGACAACTTTGGATCTGAGCTACAATAAA
	GecuP^4     TTTATGAACCTCAAAAGCTTGAAAACGTTGGATTTGAGTCATAATAATTTCCAAAAATTGTACGCGCAAATATTCCAGAGTCTATCGCAACTGACAACTTTGGATCTGAGCTAYAATAAA
	GecuP^5     TTTATGAACCTCAAAAGCTTGAAAACGTTGGATTTGAGTCATAATAATTTCCAAAAATTGTACGCGCAAATATTCCAGAGTCTATCGCAACTGACAACTTTGGATCTGAGCTACAATAAA
	GecuP^6      TTTATGAACCTCAAAAGCTTGAAAACGTTGGATTTGAGTCATAATAATTTCCAAAAATTGTACGCGCAAATATTCCAGAGTCTATCGCAACTGACAACTTTGGATCTGAGCTACAATAAA
	GecuP^7      TTTATGAACCTCAAAAGCTTGAAAACGTTGGATTTGAGTCATAATAATTTCCAAAAATTGTACGCGCAAATATTCCAGAGTCTATCGCAACTGACAACTTTGGATCTGAGCTACAATAAA
	GecuE^8      TTTATGAACCTCAAAAGCTTGAAAACGTTGGATTTGAGTCATAATAATTTCCAAAAATTGTACGCGCAAATATTCCAGAGTCTATCGCAACTGACAACTTTGGATCTGAGCTACAATAAA
	GecuE^9       TTTATGAACCTCAAAAGCTTGAAAACGTTGGATTTGAGTCATAATAATTTCCAAAAATTGTACGCGCAAATATTCCAGAGTCTATCGCAACTGACAACTTTGGATCTGAGCTACAATAAA
	GecuE^10       TTTATGAACCTCAAAAGCTTGAAAACRTTGGATTTGAGTCATAATAATTTCCAAAAATTGTACGCGCAAATATTCCAGAGTCTATCGCAACTGACAACTTTGGATCTGAGCTACAATAAA
	GecuE^11       TTTATGAACCTCAAAAGCTTGAAAACGTTGGATTTGAGTCATAATAATTTCCAAAAATTGTACGCGCAAATATTCCAGAGTCTATCGCAACTGACAACTTTGGATCTGAGCTACAATAAA
	GlicC^15     TTTATGAACCTCAAAAGCTTGAAAACGTTGGATTTGAGTCATAATAATTTCCAAAAATTGTACGCGCAAATATTCCAGAGTCTATCGCAACTGACAACTTTGGATCTGAGCTACAATAAA
	GlicP^17      TTTATGAACCTCAAAAGCTTGAAAACGTTGGATTTGAGTCATAATAATTTCCAAAAATTGTACGCGCAAATATTCCAGAGTCTATCGCAACTGACAACTTTGGATCTGAGCTACAATAAA
	GlicP^18      TTTATGAACCTCAAAAGCTTGAAAACGTTGGATTTGAGTCATAATAATTTCCAAAAATTGTACGCGCAAATATTCCAGAGTCTATCGCAACTGACAACTTTGGATCTGAGCTACAATAAA
	GlicE^20      TTTATGAACCTCAAAAGCTTGAAAACGTTGGATTTGAGTCATAATAATTTCCAAAAATTGTACGCGCAAATATTCCAGAGTCTATCGCAACTGACAACTTTGGATCTGAGCTACAATAAA
	GlicE^21      TTTATGAACCTCAAAAGCTTGAAAACGTTGGATTTGAGTCATAATAATTTCCAAAAATTGTACGCGCAAATATTCCAGAGTCTATCGCAACTGACAACTTTGGATCTGAGCTACAATAAA
	GlicE^22       TTTATGAACCTCAAAAGCTTGAAAACGTTGGATTTGAGTCATAATAATTTCCAAAAATTGTACGCGCAAATATTCCAGAGTCTATCGCAACTGACAACTTTGGATCTGAGCTACAATAAA
	GlicE^23       TTTATGAACCTCAAAAGCTTGAAAACGTTGGATTTGAGTCATAATAATTTCCAAAAATTGTACGCGCAAATATTCCAGAGTCTATCGCAACTGACAACTTTGGATCTGAGCTACAATAAA
	GlicE^24      TTTATGAACCTCAAAAGCTTGAAAACGTTGGATTTGAGTCATAATAATTTCCAAAAATTGTACGCGCAAATATTCCAGAGTCTATCGCAACTGACAACTTTGGATCTGAGCTACAATAAA
	GlicE^25      TTTATGAACCTCAAAAGCTTGAAAACGTTGGATTTGAGTCATAATAATTTCCAAAAATTGTACGCGCAAATATTCCAGAGTCTATCGCAACTGACAACTTTGGATCTGAGCTACAATAAA
	GmorB^27    TTTATGAACCTCAAAAGCTTGAAAACGTTGGATTTGAGTCATAATAATTTCCAAAAATTGTACGCGCAAATATTCCAGAGTCTATCGCAACTGACAACTTTGGATCTGAGCTACAATAAA
	GpasB^28    TTTATGAACCTCAAAAGCTTGAAAACGTTGGATTTGAGTCATAATAATTTCCAAAAATTGTACGCGCAAATATTCCAGAGTCTATCGCAACTGACAACTTTGGATCTGAGCTACAATAAA
	GpasB^29    TTTATGAACCTCAAAAGCTTGAAAACGTTGGATTTGAGTCATAATAATTTCCAAAAATTGTACGCGCAAATATTCCAGAGTCTATCGCAACTGACAACTTTGGATCTGAGCTACAATAAA


18 120
	GecuC^1     CTTGGTGTAATTCTGTTATTCCCAAGTTTCATTTGTTTCGTTTTATTTCYATTTACACTTTGCTGTACTTTCTTTCTCTCGTCTACTACCTTTTCTAGYAATTTGATCAGCTTTTGTTTG
	GecuP^4     CTTGGTGTAATTCTGTTATTCCCAAGTTTCATTTGTTTCGTTTTATTTCTATTTACACTTTGCTGTACTTTCTTTCTCTCGTCTACTACCTTTTCTAGTAATTTGATCAGCTTTTGTTTG
	GecuP^5     CTTGGTGTARTTCTGTTATTCCCAAGTTTCATTTGTTTCGTTTTATTTCTATTTACACTTTGCTGTACWTTCTTTCTCTCGTCTACTACCTTTTCTAGTAATTTGATCAGCTTTTGTTTG
	GecuP^6      CTTGGTGTAATTCTGTTATTCCCAAGTTTCATTTGTTTCGTTTTATTTCTATTTACACTTTGCTGTACTTTCTTTCTCTCGTCTACTACCTTTTCTAGTAATTTGATCAGCTTTTGTTTG
	GecuE^8      CTTGGTGTAATTCTGTTATTCCCAAGTTTCATTTGTTTCGTTTTATTTCTATTTACACTTTGCTGTACTTTCTTTCTCTCGTCTACTACCTTTTCTAGTAATTTGATCAGCTTTTGTTTG
	GecuE^9       CTTGGTGTAATTCTGTTATTCCCAAGTTTCATTTGTTTCGTTTTATTTCTATTTACACTTTGCTGTACTTTCTTTCTCTCGTCTACTACCTTTTCTAGTAATTTGATCAGCTTTTGTTTG
	GecuE^10       CTTGGTGTAATTCTGTTATTCCCAAGTTTCATTTGTTTCGTTTTATTTCTATTTACACTTTGCTGTACTTTCTTTCTCTCGTCTACTACCTTTTCTAGTAATTTGATCAGCTTTTGTTTG
	GlicC^15     CTTGGTGTAATTCTGTTATTCCCAAGTTTCATTTGTTTCGTTTTATTTCTATTTACACTTTGCTGTACTTTCTTTCTCTCGTCTACTACCTTTTCTAGYAATTTGATCAGCTTTTGTTTG
	GlicP^17      CTTGGTGTAATTCTGTTATTCCCAAGTTTCATTTGTTTCGTTTTATTTCTATTTACACTTTGCTGTACTTTCTTTCTCTCGTCTACTACCTTTTCTAGYAATTTGATCAGCTTTTGTTTG
	GlicE^20      CTTGNTGTAATTCTGTTATTCCCAAGTTTCATTTGTTTCGTTTTATTTCTATTTACACTTTGCTGTACTTTCTTTCTCTCGTCTACTACCTTTTCTAGYAATTTGATCAGCTTTTGTTTG
	GlicE^21      CTTGGTGTAATTCTGTTATTCCCAAGTTTCATTTGTTTCGTTTTATTTCTATTTACACTTTGCTGTACTTTCTTTCTCTCGTCTACTACCTTTTCTAGYAATTTGATCAGCTTTTGTTTG
	GlicE^22      CTTGGTGTAATTCTGTTATTCCCAAGTTTCATTTGTTTCGTTTTATTTCTATTTACACTTTGCTGTACTTTCTTTCTCTCGTCTACTACCTTTTCTAGYAATTTGATCAGCTTTTGTTTG
	GlicE^23       CTTGGTGTAATTCTGTTATTCCCAAGTTTCATTTGTTTCGTTTTATTTCTATTTACACTTTGCTGTACTTTCTTTCTCTCGTCTACTACCTTTTCTAGCAATTTGATCAGCTTTTGTTTG
	GlicE^24       CTTGGTGTAATTCTGTTATTCCCAAGTTTCATTTGTTTCGTTTTATTTCTATTTACACTTTGCTGTACTTTCTTTCTCTCGTCTACTACCTTTTCTAGYAATTTGATCAGCTTTTGTTTG
	GlicE^25      CTTGGTGTAATTCTGTTATTCCCAAGTTTCATTTGTTTCGTTTTATTTCTATTTACACTTTGCTGTACTTTCTTTCTCTCGTCTACTACCTTTTCTAGYAATTTGATCAGCTTTTGTTTG
	GlicE^26      CTTGGTGTAATTCTGTTATTCCCAAGTTTCATTTGTTTCGTTTTATTTCTATTTACACTTTGCTGTACTTTCTTTCTCTCGTCTACTACCTTTTCTAGCAATTTGATCAGCTTTTGTTTG
	GmorB^27    CTTGGTGTAATTCTGTTATTCCCAAGTTTCATTTGTTTCGTTTTATTTCTATTTACACTTTGCTGTACTTTCTTTCTCTCGTCTACTACCTTTTCTAGTAATTTGATCAGCTTTTGTTTG
	GpasB^28    CTTGGTGTAATTCTGTTATTCCCAAGTTTCATTTGTTTCGTTTTATTTCTATTTACACTTTGCTGTACTTTCTTTCTCTCGTCTACTACCTTTTCTAGTAATTTGATCAGCTTTTGTTTG


16 120
	GecuC^1     GGCAAATGCCYGNTTCAGAAATGTTAGACATCACTGCTAATTCCTTCGCTTTSAAGCGGCGATCTGCTAATTCAATTTCTTCAAYAATTGAAATGTTTTGAGGCGTTATCAGTTCAATTG
	GecuP^4     GGCAAATGCCTGTTTCAGAAATGTTAGACATCACTGCTAATTCCTTCGCTTTCAAGCGGCGATCTGCTAATTCAATTTCTTCAAYAATTGAAATGTTTTGAGGCGTTATCAGTTCAATTG
	GecuP^5      GGCAAATGCCYGTTTCAGAAATGTTAGACATCACTGCTAATTCCTTCGCTTTCAAGCGGCGATCTGCTAATTCAATTTCTTCAATAATTGAAATGTTTTGAGGCGTTATCAGTTCAATTG
	GecuE^8       GGMAAATGCSTGTTTCAGAAATGTTAGACATCACTGCTAATTCCTTCGCTTTCAAGCGGCGATCTGCTAATTCAATTTCTTCAATAATTGAAATGTTTTGAGGCGTTATCAGTTCAATTG
	GecuE^9       GGCAAATGCCTGTTTCAGAAATGTTAGACATCACTGCTAATTCCTTCGCTTTCAAGCGGCGATCTGCTAATTCAATTTCTTCAAYAATTGAAATGTTTTGAGGCGTTATCAGTTCAATTG
	GecuE^10       GGMAAATGCSTGTTTCAGAAATGTTAGACATCACTGCTAATTCCTTCGCTTTCAAGCGGCGATCTGCTAATTCAATTTCTTCAATAATTGAAATGTTTTGAGGCGTTATCAGTTCAATTG
	GecuE^11      GG-AAATGCNTGTTTCAGAAATGTTAGACATCACTGCTAATTCCTTCGCTTTCAAGCGGCGATCTGCTAATTCAATTTCTTCAATAATTGAAATGTTTTGAGGCGTTATCAGTTCAANTG
	GlicC^15     GGCAAATGCCTGTTTCAGAAATGTTAGACATCACTGCTAATTCCTTCGCTTTCAAGCGGCGATCTRCTAATTCAATTTCTTCAATAATTGAAATGTTTTGAGGCGTTATCAGTTCAATTG
	GlicP^17      GGCAAATGCCTGTTTCAGAAATGTTAGACATCACTGCTAATTCCTTCGCTTTCAAGCGGCGATCTACTAATTCAATTTCTTCAATAATTGAAATGTTTTGAGGCGTTATCAGTTCAATTG
	GlicE^20      GGCAAATGCCTGTTTCAGAAATGTTAGACATCACTGCTAATTCCTTCGCTTTCAAGCGGCGATCTRCTAATTCAATTTCTTCAATAATTGAAATGTTTTGAGGCGTTATCAGTTCAATTG
	GlicE^21       GGCAAATGCCTGTTTCAGAAATGTTAGACATCACTGCTAATTCCTTCGCTTTCAAGCGGCGATCTGCTAATTCAATTTCTTCAATAATTGAAATGTTTTGAGGCGTTATCAGTTCAATTG
	GlicE^22       GGCAAATGCCTGTTTCAGAAATGTTAGACATCACTGCTAATTCCTTCGCTTTCAAGCGGCGATCTRCTAATTCAATTTCTTCAATAATTGAAATGTTTTGAGGCGTTATCAGTTCAATTG
	GlicE^23      GGCAAATGCCTGTTTCAGAAATGTTAGACATCACTGCTAATTCCTTCGCTTTCAAGCGGYGATCTRCTAATTCAATTTCTTCAATAATTGAAATGTTTTGAGGCGTTATCAGTTCAATTG
	GlicE^24      GGCAAATGCCTGTTTCAGAAATGTTAGACATCACTGCTAATTCCTTCGCTTTCAAGCGGCGATCTRCTAATTCAATTTCTTCAATAATTGAAATGTTTTGAGGCGTTATCAGTTCAATTG
	GmorB^27    GGCAAATGCCTGTTTCAGAAATGTTAGACATCACTGCTAATTCCTTCGCTTTCAAGCGGYGWTCTGCTAATTCAATTTCTTCAATAATTGAAATGTTTTGAGGCGTTATCAGTTCAATTG
	GpasB^28    GGCAAATGCCTGTTTCAGAAATGTTAGACATCACTGCTAATTCCTTCGCTTTCAAGCGGCGATCTGCTAATTCAATTTCTTCAATAATTGAAATRTTTTGAGGCGTTATCAGTTCAATTG


15 120
	GecuC^1     GGCGAATACTTGTTTCAGAAATGCCAGACATCACTGCCAATTCCTTCACTTTCAAACGGCGATATGCTAACACCATTTCTTCAATAATTGAAATGTTTGGGGGCGTTATCAGTTCAATTG
	GecuP^4     GGCGAATACTTGTTTCAGAAATGCTAGACATCACTGCCAATTCCTTCACTTTCAAACGGCGATATGCTAACACCATTTCTTCAATAATTGAAATGTTTGGAGGCGTTATCAGTTCAATTG
	GecuP^5     GGCGAATACTTGTTTCAGAAATGCYAGACATCACTGCCAATTCCTTCACTTTCAAACGGCGATATGCTAACACCATTTCTTCAATAATTGAAATGTTTGGGGGCGTTATCAGTTCAATTG
	GecuP^6      GGCGAATACTTGTTTCAGAAATGCTAGACATCACTGCCAATTCCTTCACTTTCAAACGGCGATATGCTAACACCATTTCTTCAATAATT-AAATGTTTGGAGGCGTTATCAGTTCAATTG
	GecuE^8      GGCGAATACTTGTTCCAGAAATGCTAGACATCACTGCCAATTCCTTCACTTTCAAACGGCGATATGCTAACACCATTTCTTCAATAATTGAAATGTTTGGGGGCGTTATCAGTTCAATTG
	GecuE^9       GGCGAATACTTGTCTTAGAAATGCTAGACATCACTGCCAATTCCTTCACTTTCAAACGGCGATATGCTAACACCATTTCTTCAATAATTGAAATGTTTGGAGGCGTTATCAGTTCAATTG
	GecuE^10       GGCGAATACTTGTYTYAGAAATGCTAGACATCACTGCCAATTCCTTCACTTTCAAACGGCGATATGCTAACACCATTTCTTCAATAATTGAAATGTTTGGRGGCGTTATCAGTTCAATTG
	GlicC^15     GGCGAATACTTGTTTCAGAAATGCNAGACATCACTGCCAATTCCTTCACTTTCAAACGGCGATATGCTAACACCATTTCTTCAATAATTGAAATGTTTGGGGGCGTTATCAGTTCAATTG
	GlicP^17      GGCGAATACTTGTTTCAGAAATGCCAGACATCACTGCCAATTCCTTCACTTTCAAACGGCGATATGCTAACACCATTTCTTCAATAATTGAAATGTTTGGGGGCGTTATCAGTTCAATTG
	GlicE^20      GGCGAATACTTGTTTCAGAAATGCCAGACATCACTGCCAATTCCTTCACTTTCAAACGGCGATATGCTAACACCATTTCTTCAATAATTGAAATGTTTGGGGGCGTTATCAGTTCAATTG
	GlicE^21       GGCGAATACTTGTTTCAGAAATGCCAGACATCACTGCCAATTCCTTCACTTTCAAACGGCGATATGCTAACACCATTTCTTCAATAATTGAAATGTTTGGGGGCGTTATCAGTTCAATTG
	GlicE^22      GGCGAATACTTGTTTCAGAAATGCYAGACATCACTGCCAATTCCTTCACTTTCAAACGGCGATATRCTAACACCATTTCTTCAATAATTGAAATGTTTGGGGGCGTTATCAGTTCAATTG
	GlicE^23      GGCGAATACTTGTTTCAGAAATGCCAGACATCACTGCCAATTCCTTCACTTTCAAACGGCGATATGCTAACACCATTTCTTCAATAATTGAAATGTTTGGGGGCGTTATCAGTTCAATTG
	GmorB^27    GGCGAATACTTGTTTCAGAAATGCCAGACATCACTGCCAATTCCTTCACTTTCAAACGGCGATATGCTAACACCATTTCTTCAATAATTGAAATGTTTGGGGGCGTTATCAGTTCAATTG
	GpasB^28    GGCGAATACTTGTYTYAGAAATGCTAGACATCACTGCCAATTCCTTCACTTTCAAACGGCGATATGCTAACACCATTTCTTCAATAATTGAAATGTTTGGRGGCGTTATCAGTTCAATTG


21 120
	GecuC^1     TTCGCTGAAAGCATCAAGATACGAGCCGGCTTCAAGATGGTTTTGGAAGAACCACAGTTTACAAATATTTGTTTCTGGTACGTGCCTCCCAGTCTTCGGGGTTGCKAAAACGATCCAGAT
	GecuP^4     TTCGCTGARAGCATCAAGAWWCGAGCCGGCTTCAAGATGGTTTTGGAAGAACCACAGTTTACAAATATTTGTTTCTGGTACGTGCCTCCCAGTCTTCGGGGTTGCGAAAACGATCCAGAT
	GecuP^5     TTCGCTGAGAGCATCAAGAATCGAGCCGGCTTCAAGATGGTTTTGGAAGAACCACAGTTTACAAATATTTGTTTCTGGTACGTGCCTCCCAGTCTTCGGGGTTGCGAAAACGATCCAGAT
	GecuP^6      TTCGCTGARAGCATCAAGAWWCGAGCCGGCTTCAAGATGGTTTTGGAAGAACCACAGTTTACAAATATTTGTTTCTGGTACGTGCCTCCCAGTCTTCGGGGTTGCGAAAACGATCCAGAT
	GecuP^7      TTCGCTGAAAGCATCAAGAWACGAGCCGGCTTCAAGATGGTTTTGGAAGAACCACAGTTTACAAATATTTGTTTCTGGTACGTGCCTCCCAGTCTTCGGGGTTGCGAAAACGATCCAGAT
	GecuE^8      TTCGCTGAAAGCATCAAGAWACGAGCCGGCTTCAAGATGGTTTTGGAAGAACCACAGTTTACAAATATTTGTTTCTGGTACGTGCCTCCCAGTCTTCGGGGTTGCGAAAACGATCCAGAT
	GecuE^9       TTCGCTGAAAGCATCAAGATACGAGCCGGCTTCAAGATGGTTTTGGAAGAACCACAGTTTACAAATATTTGTTTCTGGTACGTGCCTCCCAGTCTTCGGGGTTGCGAAAACGATCCAGAT
	GecuE^10       TTCGCTGARAGCATCAAGAWWCGAGCCGGCTTCAAGATGGTTTTGGAAGAACCACAGTTTACAAATATTTGTTTCTGGTACGTGCCTCCCAGTCTTCGGGGTTGCGAAAACGATCCAGAT
	GecuE^11       TTCGCTGARAGCATCAAGAWACGAGCCGGCTTCAAGATGGTTTTGGAAGAACCACAGTTTACAAATATTTGTTTCTGGTACGTGCCTCCCAGTCTTCGGGGTTGCGAAAACGATCCAGAT
	GlicC^15     TTCGCTGAAAGCATCAAGANACGAGCCGGCTTCAAGATGGTTTTGGAAGAACCACAGTTTACAAATATTTGTTTCTGGTACGTGCCTCCCAGTCTTCGGGG-TGCGAAAACGATCCAGAT
	GlicP^17      TTCGCTGAGAGCATCAAGAATCGAGCCGGCTTCAAGATGGTTTTGGAAGAACCACAGTTTACAAATATTTGTTTCTGGTACGTGCCTCCCAGTCTTCGGGGTTGCGAAAACGATCCAGAT
	GlicE^20      TTCGCTGAAAGCATCAAGAWACGAGCCGGCTTCAAGATGGTTTTGGAAGAACCACAGTTTACAAATATTTGTTTCTGGTACGTGCCTCCCAGTCTTCGGGGTTGCGAAAACGATCCAGAT
	GlicE^21      TTCGCTGARAGCATCAAGAWWCGAGCCGGCTTCAAGATGGTTTTGGAAGAACCACAGTTTACAAATATTTGTTTCTGGTACGTGCCTCCCAGTCTTCGGGGTTGCGAAAACGATCCAGAT
	GlicE^22      TTCGCTGAAAGCATCAAGATACGAGCCGGCTTCAAGATGGTTTTGGAAGAACCACAGTTTACAAATATTTGTTTCTGGTACGTGCCTCCCAGTCTTCGGGGTTGCGAAAACGATCCAGAT
	GlicE^23       TTCGCTGAAAGCATCAAGATACGAGCCGGCTTCAAGATGGTTTTGGAAGAACCACAGTTTACAAATATTTGTTTCTGGTACGTGCCTCCCAGTCTTCGGGGTTGCGAAAACGATCCAGAT
	GlicE^24       TTCGCTGAAAGCATCAAGATACGAGCCGGCTTCAAGATGGTTTTGGAAGAACCACAGTTTACAAATATTTGTTTCTGGTACGTGCCTCCCAGTCTTCGGGGTTGCGAAAACGATCCAGAT
	GlicE^25      TTCGCTGAAAGCATCAAGATACGAGCCGGCTTCAAGATGGTTTTGGAAGAACCACAGTTTACAAATATTTGTTTCTGGTACGTGCCTCCCAGTCTTCGGGGTTGCGAAAACGATCCAGAT
	GlicE^26      TTCGCTGAAAGCATCAAGATACGAGCCGGCTTCAAGATGGTTTTGGAAGAACCACAGTTTACAAATATTTGTTTCTGGTACGTGCCTCCCAGTCTTCGGGGTTGCGAAAACGATCCAGAT
	GmorB^27    TTCGCTGARAGCATCAAGAWWCGAGCCGGCTTCAAGATGGTTTTGGAAGAACCACAGTTTACAAATATTTGTTTCTGGTACGTGCCTCCCAGTCTTCGGGGTTGCGAAAACGATCCAGAT
	GpasB^28    TTCGCTGAAAGCATCAAGATACGAGCCGGCTTCAAGATGGTTTTGGAAGAACCACAGTTTACAAATATTTGTTTCTGGTACGTGCCTCCCAGTCTTCGGGGTTGCGAAAACGATCCAGAT
	GpasB^29    TTCGCTGARAGCATCAAGAWWCGAGCCGGCTTCAAGATGGTTTTGGAAGAACCACAGTTTACAAATATTTGTTTCTGGTACGTGCCTCYCAGTCTTCGGGGTTGCGAAAACGATCCAGAT


19 120
	GecuC^1     TCATCCCACAAATTAGAATGGCCGTAAAGTCTGTACTTTGATATTCTCCAAAATACCAACATAAATATAAATAAGTGAGAATATAGACGCTGTTGTAGGATTTCACAATGTAGATTGGTT
	GecuP^4     TCATCCCACAAATTAGAATGGCCGTAAAGTCTGTACTTTGATATTCTCMAAAATACCAACATAAATATAAATAAGTGAGAATATAGACGCTGTTGTAGGATTTCACAATGTAGATTGGTT
	GecuP^5     TCATCCCACAAATTAGAATGGCCGTAAAGTATGTACTTTGATATTCTCCAAAATACCAACATAAATATAAATAAGTGAGAATATAGACGCTGTTGTAGGATTTCACAATGTAGATTGGTT
	GecuP^6      TCATCCCACAAATTAGAATGGCCGTAAAGTCTGTACTTTGATATTCTCMAAAATACCAACATAAATATAAATAAGTGAGAATATAGACGCTGTTGTAGGATTTCACAATGTAGATTGGTT
	GecuE^8      TCATCCCACAAATTAGAATGGCCGTAAAGTCTGTACTTTGATATTCTCCAAAATACCAACATAAATATAAATAAGTGAGAATATAGACGCTGTTGTAGGATTTCACAATGCAGATTGKTT
	GecuE^9       TCATCCCACAAATTAGAATGGCCGTAAAGTCTGTACTTTGATATTCTCCAAAATACCAACATAAATATAAATAAGTGAGAATATAGACGCTGTTGTAGGATTTCACAATGTAGATTGGTT
	GecuE^10       TCATCCCACAAATTAGAATGGCCGTAAAGTCTGTACTTTGATATTCTCMAAAATACCAACATAAATATAAATAAGTGAGAATATAGACGCTGTTGTAGGATTTCACAATGYAGATTGKTT
	GecuE^11      TCATCCCACAAATTAGAATGGCCGTAAAGTCTGTACTTTGATATTCTCCAAAATACCAACATAAATATAAATAAGTGAGAATATAGACGCTGTTGTAGGATTTCACAATGTAGATTRGTT
	GlicC^15     TCATCCCACAAATTAGAATGGCCGTAAAGTCTGTACTTTGATATTCTCCAAAATACCAACATAAATATAAATAAGTGAGAATATAGACGCTGTTGTAGGATTTCACAATGTAGATTGGTT
	GlicP^17      TCATCCCACAAATTAGAATGGCCGTAAAGTCTGTACTTTGATATTCTCCAAAATACCAACATAWATATAAATAAGTGAGAATATAGACGCTGTTGTAGGATTTCACAATGTAGATTGGTT
	GlicE^20      TCATCCCACAAATTAGAATGGCCGTAAAGTCTGTACTTTGATATTCTC-AAAATACCAACATAAATATAAATAAGTGAGAATATAGACGCTGTTGTAGGATTTCACAATGTAGATTGGTT
	GlicE^21      TCATCCCACAAATTAGAATGGCCGTAAAGTCTGYACTTTGATATTCTCMAAAATACCAACATAAATATAAATAAGTGAGAATATAGACGCTGTTGTAGGATTTCACAATGTAGATTGGTT
	GlicE^22       TCATCCCACAAATTAGAATGGCCGTAAAGTCTGTACTTTGATATTCTCMAAAATACCAACATAAATATAAATAAGTGAGAATATAGACGCTGTTGTAGGATTTCACAATGTAGATTGGTT
	GlicE^23       TCATCCCACAAATTAGAATGGCCGTAAAGTCTGTACTTTGATATTCTCCAAAATACCAACATAAATATAAATAAGTGAGAATATAGACGCTGTTGTAGGATTTCACAATGTAGATTGGTT
	GlicE^24      TCATCCCACAAATTAGAATGGCCGTAAAGTCTGTACTTTGATATTCTCCAAAATACCAACATATATATAAATAAGTGAGAATATAGACGCTGTTGTAGGATTTCACAATGTAGATTGGTT
	GlicE^25      TCATCCCACAAATTAGAATGGCCGTAAAGTCTGTACTTTGATATTCTCCAAAATACCAACATAAATATAAATAAGTGAGAATATAGACGCTGTTGTAGGATTTCACAATGTAGATTGGTT
	GmorB^27    TCATCCCACAAATTAGAATGGCCGTAAAGTCTGTACTTTGATATTCTCMAAAATACCAACATAAATATAAATAAGTKAGAATATAGACGCTGTTGTAGGATTTCACAATGTAGATTGGTT
	GpasB^28    TCATCCCACAAATTAGAATGGCCGTAAAGTCTGTACTTTGATATTCTCCAAAATACCAACATAAATATAAATAAGTGAGAATATAGACGCTGTTGTAGGATTTCACAATGTAGATTGGTT
	GpasB^29    TCATCCCACAAATTAGAATGGCCGTAAAGTCTGTACTTTGATATTCTCCAAAATACCAACATAAATATAAATAAGTGAGAATATAGACGCTGTTGTAGGATTTCACAATGTAGATTGGTT


16 120
	GecuC^1     ACGTATATGGACAGCGAACCATTTTGGAATGTGCAACGGACAACTCAAAAAAGACAGAACAAGAAATATTCAACGAGGATTTANGTGAAGCTCNN-CTATCTGNTGACATTCCGTTAGCT
	GecuP^4     ACGTATATGGACAGCGAACCATTTTGGAATGTGCAACGGACAACTCAAAAAAGACAGAACAAGAARTATTCAACGAGGATTTATGTGAAGCYCTA-CTATCTGCTGACATTCCGTTAGCT
	GecuP^5      ACGTATATGGACAGCGAACCATTTTGGAATGTGCAACGGACAACTCAAAAAAGACAGAACAAGAAATATTCAACGAGGATTTATGTGAAGCTCTA-CTATCTGYTGACATTCCGTTAGCT
	GecuP^6      ACGTATATGGACAGCGAACCATTTTGGAATGTGCAACGGACAACTCAAAAAAGACAGAACAAGAAATATTCAACGAGGATTTATGTGAAGCTCTA-CTATCTGCTGACATTCCGTTAGCT
	GecuE^8      ACGTATATGGACAGCGAACCATTTTGGAATGTGCAACGGACAACTCAAAAAAGACAGAACAAGAAATATTCAACGAGGATTTATGTGAAGCTCTA-CTATCTGCTGACATTCCGTTAGCT
	GecuE^9       ACGTATATGGACAGCGAACCATTTTGGAATGTGCAACGGACAACTCAAAAAAGACAGAACAAGAAATATTCAACGAGGATTTATGTGAAGCTCTA-CTATCTGCTGACATTCCGTTAGCT
	GecuE^10       ACGTATATGGACAGCGAACCATTTTGGAATGTGCAACGGACAACTCAAAAAAGACAGAACAAGAAATATTCAACGAGGATTTATGTGAAGCTCTA-CTATCTGCTGACATTCCGTTAGCT
	GecuE^11      ACGTATATGGACAGCGAACCATTTTGGAATGTGCAACGGACAACTCAAAAAAGACAGAACAAGAAATATTCAACGAGGATTTATGTGAAGCTCTA-CTATCTGCTGACATTCCGTTAGCT
	GlicC^15     ACGTATNTGGACAGCGAACCATTTTGGAATGTGCAACGGGCAACTCAAAAAAGACAGAACAAGAAATATTCAACGAGG-TTTATGTGAAGCTCTA-CTATCTGCTGACATTCCGTTAGCT
	GlicP^17      ACGTATATGGACAGCGAACCATTTTGGAATGTGCAACGGRCAACTCAAAAAAGACAGAACAAGAAATATTCAACGAGGATTTATGTGAAGCTCTA-CTATCTGCTGACATTCCGTTAGCT
	GlicE^20      ACGTATATGGACAGCGAACCATTTTGGAATGTGCAACGGACAACTCAAAAAAGACAGAACAAGAAATATTCAACGAGGATTTATGTGAAGCTCTANCTATCTGCTGACATTCCGTTAGCT
	GlicE^21      ACGTATATGGACAGCGAACCATTTTGGAATGTGCAACGGRCAACTCAAAAAAGACAGAACAAGAAATATTCAACGAGGATTTATGTGAAGCTCTA-CTATCTGCTGACATTCCGTTAGCT
	GlicE^22      ACGTATATGGACAGCGAACCATTTTGGAATGTGCAACGGACAACTCAAAAAAGACAGAACAAGAAATATTCAACGAGGATTTATGTGAAGCTCTA-CTATCTGTTGACATTCCGTTAGCT
	GlicE^23       ACGTATATGGACAGCGAACCATTTTGGAATGTGCAACGGGCAACTCAAAAAAGACAGAACAAGAAATATTCAACGAGGATTTATGTGAAGCTCTA-CTATCTGCTGACATTCCGTTAGCT
	GmorB^27    ACGTATATGGACAGCGAACCATTTTGGAATGTGCAACGGACAACTCAAAAAAAACAGAACAAGAAATATTCAACGAGGATTTATGTGAAGCTCTA-CTATCTGTTGACATTCCGTTAGCT
	GpasB^28    ACGTATATGGACAGCGAACCATTTTGGAATGTGCAACGGACAACTCAAAAAAGACAGAACAAGAAATATTCAACGAGGATTTATGTGAAGCTCTA-CTATCTGCTGACATTCCGTTAGCT


17 120
	GecuC^1     CCTAGTAGAGGCAATCAACAGACCATGGAGCGATCATGTGGNTCGTGTTCGCAGACCATAACGACTATGGAGGCTATTCTGCGAGGTCGCCGAATGGGAAGGACTCACGCCGAGCTATCT
	GecuP^4     CCTAGTAGAGGCAATCAACAGACCATGGAGCGATCATGTGGATCGTGTTCGCAGACCATAACGACTATGGAGGCTATTCTGCGAGGTCGCCGAATGGGAAGGACTCACGCCGAGCTATCT
	GecuP^5      CCTAGTAGAGGCNATCAACAGACCATGGAGCGATCATGTGGATCGTGTTCGCAGACCATAACGACTATGGAGGCTATTCTGCGAGGTCGCCGAATGGGAAGGACTCACGCCGAGCTATCT
	GecuE^8      CCTAGTAGAGGCAATCAACAGACCATGGAGCGATCATGTGGATCGTGTTCGCAGACCATAACGACTATGGAGGCTATTCTGCGAGGTCGCCGAATGGGAAGGACTCACGCCGAGCTATCT
	GecuE^9       CCTAGTAGAGGCAATCAACAGACCATGGAGCGATCATGTGGATCGTGTTCGCAGACCATAACGACTATGGAGGCTATTCTGCGAGGTCGCCGAATGGGAAGGACTCACGCCGAGCTATCT
	GecuE^10       CCTAGTAGAGGCAATCAACAGACCATGGAGCGATCATGTGGATCGTGTTCGCAGACCATAACGACTATGGAGGCTATTCTGCGAGGTCGCCGAATGGGAAGGACTCACGCCGAGCTATCT
	GecuE^11      CCTAGTAGAGGCAATCAACAGACCATGGAGCGATCATGTGGATCGTGTTCGCAGACCATAACGACTATGGAGGCTATTCTGCGAGGTCGCCGAATGGGAAGGACTCACGCCGAGCTATCT
	GlicC^15     CCTAGTAGAGGCAATCAACAGACCATGGAGCGATCATGTGGATCGTGTTCGCAGACCATAACGACTATGGAGGCTATTCTGCKAGGTCGCCGAATGGGAAGGACTCACGCCGAGCTATCT
	GlicP^17      CCTAGTAGAGGCAATCAACAGACCATGGAGCGATCATGTGGATCGTGTTCGCAGACCATAACGACTATGGAGGCTATTCTGCGAGGTCGCCGAATGGGAAGGACTCACGCCGAGCTATCT
	GlicE^20      CCTAGTAGAGGCAATCAACAGACCATGGAGCGATCATGTGGATCGTGTTCGCAGACCATAACGACTATGGAGGCTATTCTGCGAGGTCGCCGAATGGGAAGGACTCACGCCGWGCTATCT
	GlicE^21       CCTAGTAGAGGCAATCAACAGACCATGGAGCGATCATGTGGATCGTGTTCGCAGACCATAACGACTATGGAGGCTATTCTGCGAGGTCGCCGAATGGGAAGGACTCACGCCGAGCTATCT
	GlicE^22       CCTAGTAGAGGCAATCAACAGACCATGGAGCGATCATGTGGATCGTGTTCGCAGACCATAACGACTATGGAGGCTATTCTGCGAGGTCGCCGAATGGGAAGGACTCACGCCGAGCTATCT
	GlicE^23      CCTAGTAGAGGCAATCAACAGACCATGGAGCGATCATGTGGATCGTGTTCGCAGACCATAACGACTATGGAGGCTATTCTGCGAGGTCGCCGAATGGGAAGGACTCACGCCGAGCTATCT
	GlicE^24      CCTAGTAGAGGCAATCAACAGACCATGGAGCGATCATGTGGATCGTGTTCGCAGACCATAACGACTATGGAGGCTATTCTGCGAGGTCGCCGAATGGGAAGGACTCACGCCGAGCTATCT
	GmorB^27    CCTAGTAGAGGCAATCAACAGACCATGGAGCGATCATGTGGATCGTGTTCGCAGACCATAACGACTATGGAGGCTATTCTGCGAGGTCGCCGAATGGGAAGGACTCACGCCGAGCTATCT
	GpasB^28    CCTAGTAGAGGCAATCAACAGACCATGGAGCGATCATGTGGATCGTGTTCGCAGACCATAACGACTATGGAGGCTATTCTGCGAGGTCGCCGAATGGGAAGGACTCACGCCGAGCTATCT
	GpasB^29    CCTAGTAGAGGCAATCAACAGACCATGGAGCGATCATGTGGATCGTGTTCGCAGACCATAACGACTATGGAGGCTATTCTGCGAGGTCGCCGAATGGGAAGGACTCACGCCGAGCTATCT


20 120
	GecuC^1     AATACAGACGCGAAGTGGTGAAGTGGGAGGCTAACCACACAAATGATCACATTACGTATATAACTGTCTCTTTCTAGCATAAACACGAATCGCACGGAAATTCTGCCTAATTTGTAAAAG
	GecuP^4     AATACAGACGCGAAGTGGTGAAGTGGGAGGCTAACCACACAAATGATCACATTACGTATATAACTGTCTCTTTCTAGCATAAACACGAATCGCACGGAAATTCTGCCTAATTTGTAAAAG
	GecuP^5      AATACAGACGCGAAGTGGTGAAGTGGGAGGCTAACCACACAAATGATCACATTACGTATATAACTGTCTCTTTCTAGCATAAACACGAATCGCACGGAAATTCTGCCTAATTTGTAAAAG
	GecuE^8      AATACAGACGCGAAGTGGTGAAGTGGGAGGCTAACCACACAAATGATCACATTACGTATATAACTGTCTCTTTCTAGCATAAACACGAATCGCACGGAAATTCTGCCTAATTTGTAAAAG
	GecuE^9       AATACAGACGCGAAGTGGTGAAGTGGGAGGCTAACCACACAAATGATCACATTACGTATATAACTGTCTCTTTCTAGCATAAACACGAATCGCACGGAAATTCTGCCTAATTTGTAAAAG
	GecuE^10       AATACAGACGCGAAGTGGTGAAGTGGGAGGCTAACCACACAAATGATCACATTACGTATATAACTGTCTCTTTCTAGCATAAACACGAATCGCACGGAAATTCTGCCTAATTTGTAAAAG
	GecuE^11      AATACAGACGCGAAGTGGTGAAGTGGGAGGCTAACCACACAAATGATCACATTACGTATATAACTGTCTCTTTCTAGCATAAACACGAATCGCACGGAAATTCTGCCTAATTTGTAAAAG
	GlicC^15     AATACAGACGCGAAGTGGTGAAGTGGGAGGCTAACCACACAAATGATCACATTACGTATATAACTGTCTCTTTCTAGCATAAACACGAATCGCACGGAAATTCTGCCTAATTTGTAAAAG
	GlicP^17      AATACAGACGCGAAGTGGTGAAGTGGGAGGCTAACCACACAAATGATCACATTACGTATATAACTGTCTCTTTCTAGCATAAACACGAATCGCACGGAAATTCTGCCTAATTTGTAAAAG
	GlicP^18      AATACAGACGCGAAGTGGTGAAGTGGGAGGCTAACCACACAAATGATCACATTACGTATATAACTGTCTCTTTCTAGCATAAACACGAATCGCACGGAAATTCTGCCTAATTTGTAAAAG
	GlicE^20      AATACAGACGCGAAGTGGTGAAGTGGGAGGCTAACCACACAAATGATCACATTACGTATATAACTGTCTCTTTCTAGCATAAACACGAATCGCACGGAAATTCTGCCTAATTTGTAAAAG
	GlicE^21      AATACAGACGCGAAGTGGTGAAGTGGGAGGCTAACCACACAAATGATCACATTACGTATATAACTGTCTCTTTCTAGCATAAACACGAATCGCACGGAAATTCTGCCTAATTTGTAAAAG
	GlicE^22      AATACAGACGCGAAGTGGTGAAGTGGGAGGCTAACCACACAAATGATCACATTACGTATATAACTGTCTCTTTCTAGCATAAACACGAATCGCRCGGAAATTCTGCCTAATTTGTAAAAG
	GlicE^23       AATACAGACGCGAAGTGGTGAAGTGGGAGGCTAACCACACAAATGATCACATTACGTATATAACTGTCTCTTTCTAGCATAAACACGAATCGCACGGAAATTCTGCCTAATTTGTAAAAG
	GlicE^24       AATACAGACGCGAAGTGGTGAAGTGGGAGGCTAACCACACAAATGATCACATTACGTATATAACTGTCTCTTTCTAGCATAAACACGAATCGCACGGAAATTCTGCCTAATTTGTAAAAG
	GlicE^25      AATACAGACGCGAAGTGGTGAAGTGGGAGGCTAACCACACAAATGATCACATTACGTATATAACTGTCTCTTTCTAGCATAAACACGAATCGCACGGAAATTCTGCCTAATTTGTAAAAG
	GlicE^26      AATACAGACGCGAAGTGGTGAAGTGGGAGGCTAACCACACAAATGATCACATTACGTATATAACTGTCTCTTTCTAGCATAAACACGAATCGCACGGAAATTCTGCCTAATTTGTAAAAG
	GmorB^27    AATACAGACGCGAAGTGGTGAAGTGGGAGGCTAACCACACAAATGATCACATTACGTATATAACKGTCTCTTTCTAGCATAAACACGAATCGCACGGAAATTCTGCCTAATTTGTAAAAG
	GpasB^28    AATACAGACGCGAAGTGGTGAAGTGGGAGGCTAACCACACAAATGATCACATTACGTATATAACTGTCTCTTTCTAGCATAAACACGAATCGCACGGAAATTCTGCCTAATTTGTAAAAG
	GpasB^29    AATACAGACGCGAAGTGGTGAAGTGGGAGGCTAACCACACAAATGATCACATTACGTATATAACTGTCTCTTTCTAGCATAAACACGAATCGCACGGAAATTCTGCCTAATTTGTAAAAG


20 120
	GecuC^1     GTAGGGATATTTTTGAAGTGTATAGTGAGAAGTGGAGAAGTAAAGAACATCATTCCTGTTTCAGATGAAGAAGAAAAGCTATCAGCTCAAATCGGCTTGGACTTGGATATTAGCGCAATT
	GecuP^4     GTAGGGATATTTTTGAAGTGTATAGTGAGAAGTGGAGAAGTAAAGAACATCATTCCTGTTTCAGATGAAGAAGAAAAGCTATCAGCTCAAATCGGCTTGGACTTGGATATTAGCGCAATT
	GecuP^5     GTAGGGATATTTTKGAAGTGTATAGTGAGAAGTGGAGAAGTAAAGAACATCATTCCTGTTTCAGATGAAGAAGAAAAGCTATCAGCTCAAATCGGCTTGGACTTGGATATTAGCGCAATT
	GecuP^6      GTANGGATATTTTTGAAGTGTATAGTGAGAAGTGGAGAAGTAAAGAACATCATTCCTGTTTCAGATGAAGAAGAAAAGCTATCAGCTCAAATCGGCTTGGACTTGGATATTAGCGCAATT
	GecuE^8      GTAGGGATATTTTTGAAGTGTATAGTGAGAAGTGGAGAAGTAAAGAACATCATTCCTGTTTCAGATGAAGAAGAAAAGCTATCAGCTCAAATCGGCTTGGACTTGGATATTAGCGCAATT
	GecuE^9       GTAGGGATATTTTTGAAGTGTATAGTGAGAAGTGGAGAAGTAAAGAACATCATTCCTGTTTCAGATGAAGAAGAAAAGCTATCAGCTCAAATCGGCTTGGACTTGGATATTAGCGCAATT
	GecuE^10       GTAGGGATATTTTGGAAGTGTATAGTGAGAAGTGGAGAAGTAAAGAACATCATTCCTGTTTCAGATGAAGAAGAAAAGCTATCAGCTCAAATCGGCTTGGACTTGGATATTAGCGCAATT
	GecuE^11      GTAGGGATATTTT-GAAGTGTATAGTGAGAAGTGGAGAAGTAAAGAACATCATTCCTGTTTCAGATGAAGAAGAAAAGCTATCAGCTCAAATCGGCTTGGACTTGGATATTAGCGCAATT
	GlicC^15     GTAGGGATATTTTTGAAGTGTATAGTGAGAAGTGGAGAAGTAAAGAACATCATTCCTGTTTCAGATGAAGAAGAAAAGCTATCAGCTCAAATCGGCTTGGACTTGGATATTAGCGCAATT
	GlicP^17      GTAGGGATATTTTTGAAGTGTATAGTGAGAAGTGGAGAAGTAAAGAACATCATTCCTGTTTCAGATGAAGAAGAAAAGCTATCAGCTCAAATCGGCTTGGACTNGGATATTAGCGCAATT
	GlicP^18      GTAGGRATATTTTTGAAGTGTATAGTGAGAAGTGGAGAAGTAAAGANCATCATTCCTGTTTCAGATGAAGAAGAAAAGCTATCAGCTCAAATCGGCTTGGACTTGGATATTAGCGCAATT
	GlicE^20      GTAGGAATATTTTTGAAGTGTATAGTGAGAAGTGGAGAAGTAAAGAACATCATTCCTGTTTCAGATGAAGAAGAAAAGCTATCAGCTCAAATCGGCTTGGACTTGGATATTAGCGCAATT
	GlicE^21      GTAGGRATATTTTTGAAGTGTATAGTGAGAAGTGGAGAAGTAAAGAACATCATTCCTGTTTCAGATGAAGAAGAAAAGCTATCAGCTCAAATCGGCTTGGACTTGGATATTAGCGCAATT
	GlicE^22       GTAGGRATATTTTTGAAGTGTATAGTGAGAAGTGGAGAAGTAAAGAACATCATTCCTGTTTCAGATGAAGAAGAAAAGCTATCAGCTCAAATCGGCTTGGACTTGGATATTAGCGCAATT
	GlicE^23       GTAGGRATATTTTTGAAGTGTATAGTGAGAAGTGGAGAAGTAAAGAACATCATTCCTGTTTCAGATGAAGAAGAAAAGCTATCAGCTCAAATCGGCTTGGACTTGGATATTAGCGCAATT
	GlicE^24      GTAGGGATATTTTTGAAGTGTATAGTGAGAAGTGGAGAAGTAAAGAACATCATTCCTGTTTCAGATGAAGAAGAAAAGCTATCAGCTCAAATCGGCTTGGACTTGGATATTAGCGCAATT
	GlicE^25      GTAGGRATATTTTTGAAGTGTATAGTGAGAAGTGGAGAAGTAAAGAACATCATTCCTGTTTCAGATGAAGAAGAAAAGCTATCAGCTCAAATCGGCTTGGACTTGGATATTAGCGCAATT
	GmorB^27    GTAGGGATATTTTKGAAGTGTATAGTGAGAAGTGGAGAAGTAAAGAACATCATTCCTGTTTCAGATGAAGAAGAAAAGCTRTCAGCTCAAATCGGCTTGGACTTGGATATTAGCGCAATT
	GpasB^28    GTAGGAATATTTTGGAAGTGTATAGTGAGAAGTGGAGAAGTAAAGAACATCATTCCTGTTTCAGATGAAGAAGAAAAGCTATCAGCTCAAATCGGCTTGGACTTGGATATTAGCGCAATT
	GpasB^29    GTAGGAATATTTTGGAAGTGTATAGTGAGAAGTGGAGAAGTAAAGAACATCATTCCTGTTTCAGATGAAGAAGAAAAGCTATCAGCTCAAATCGGCTTGGACTTGGATATTAGCGCAATT


16 120
	GecuC^1     ATCGAGTTAGTAAAAGATCTATTAGCTACGTAAACGTAAGATAGTAAAAAATTATGCTGCTATAACATACATTCTGAATTACTCTCTGCAAATAAAGCAAAACAATATATATGCAAATTC
	GecuP^4     ATCGAGTTAGTAAAAGATCTATTAGCTACGTAAACGTAAGATAGTAAAAAATTATGCTGCTATAACATACATTCTGAATTACTCTCTGCAAATAAAGCAAAACAATATATATGCAAATTC
	GecuP^5      ATCGAGTTAGTAAAAGATCTATTAGCTACGTAAACGTAAGATAGTAAAAAATTATGCTGCTATAACATACATTCTGAATTACTCTCTGCAAATAAAG-AAAACAATATATATGCAAATTC
	GecuP^6      ATCGAGTTAGTAAAAGATCTATTAGCTACRTAAACGTAAGATAGTAAAAAATTATGCTGCTATAACATACATTCTGAATTACTCTCTGCAAATAARGCAAAACAATATATATGCAAATTC
	GecuE^8      ATCGAGTTAGTAAAAGATCTATTAGCTACGTAAACGTAAGATAGTAAAAAATTATGCTGCTATAACATACATTCTGAATTACTCTCTGCAAATAAAGYAAAACAATATATATGCAAATTC
	GecuE^9       ATCGAGTTAGTAAAAGATCTATTAGCTACGTAAACGTAAGATAGTAAAAAATTATGCTGCTATAACATACATTCTGAATTACTCTCTGCAAATAAAGCAAAACAATATATATGCAAATTC
	GecuE^10      ATCGAGTTAGTAAAAGATCTATTAGCTACGTAAACGTAAGATAGTAAAAAATTATGCNGCTATAACATACATTCTGAATTACTCTCTGCAANTAAAGYAAAACAATATATATGCAAATTC
	GlicC^15     ATCGAGTTAGTAAAAGATCTATTAGCTACGTAAACGTAAGATAGTAAAAAATTATGCTGCTATAACATACATTCTGAATTACTCTCTGCAAATAAAGCAAAACAATATATATGCAAATTC
	GlicP^17      ATCGAGTTAGTAAAAGATCTATTAGCTACGTAAACGTAAGATAGTAAAAAATTATGCTGCTATAACATACATTCTGAATTACTCTCTGCAAATAAAGCAAAACAATRTATATGCAAATTC
	GlicE^20      ATCGAGTTAGTAAAAGATCTATTAGCTACGTAAACGTAAGATAGTAAAAAATTATGCTGCTATAACATACATTCTGAATTACTCTCTGCAAATAAAGCAAAACAATATATATGCAAATTC
	GlicE^21      ATCGAGTTAGTAAAAGATCTATTAGCTACGTAAACGTAAGATAGTAAAAAATTATGCTGCTATAACATACATTCTGAATTACTCTCTGCAAATAAAGCWAAACAATATATATGCAAATTC
	GlicE^22       ATCGAGTTAGTAAAAGATCTATTAGCTACGTAAACGTAAGATAGTAAAAAATTATGCTGCTATAACATACATTCTGAATTACTCTCTGCAAATAAAGCWAAACAATATATATGCAAATTC
	GlicE^23       ATCGAGTTAGTAAAAGATCTATTAGCTACATAAACGTAAGATAGTAAAAAATTATGCTGCTATAACATACATTCTGAATTACTCTCTGCAAATAAAGCAAAACAATATATATGCAAATTC
	GlicE^24      ATCGAGTTAGTAAAAGATCTATTAGCTACGTAAACGTAAGATAGTAAAAAATTATGCTGCTATAACATACATTCTGAATTACTCTCTGCAAATAAAGCAAAACAATATATATGCAAATTC
	GmorB^27    ATCGAGTTAGTAAAAGATCTATTAGCTACGTAAACGTAAGATAGTAAAAAATTATGCTGCTATAACATACATTCTGAATTACTCTCTGCAAATAAAGCAAAACAATATATATGCAAATTC
	GpasB^28    ATCGAGTTAGTAAAAGATCTATTAGCTACGTAAACGTAAGATAGTAAAAAAWTATGCTGCTATAACATACATTCTGAATTACTCTCTGCAAATAAAGCAAAACAATATATATGCAAATTC


18 120
	GecuC^1     TATTTAGATGACAGTCGTGNTAAAATCTTACGAGGGTGATTTGGAAAGTCGAGNTTATCGTCAGTTAGTAGCGTCTCNTGGAGGAACACCGAATTTCAGCCATATTGGTTTATTACTCTG
	GecuP^4     TATTTAGATGACAGTCGTGNTAAAATCTTACGAGGGTGATTTGGAAAGTCGAGNTTATCGTCAGTTAGTAGCGTCNCTTGGAGGAACACCGAATTTCNGCCATATTGGTTTATTACTCTG
	GecuP^5      TATTTAGATGAYAGTCGTGCTAAAATCTTACGAGGGTGATTTGGAAAGTCGAGGTTATCGTCAGTTAGTAGCGTCTCTTGGAGGAACACCGAATTTCAGCCATATTGGTTTATTACTCTG
	GecuP^6      TATTTAGATGACAGTCGTGCTAAAATCTTACGAGGGTGATTTGGAAAGTCGAGGTTATCGTCAGTTAGTAGCGTCTCTTGGAGGAACACCGAATTTCAGCCATATTGGTTTATTACTCTG
	GecuE^8      TATTTAGATGACAGTCGTGCTAAAATCTTACGAGGGTGATTTGGAAAGTCGAGGTTATCGTCAGTTAGTAGCGTCTCTTGGAGGAACACCGAATTTCAGCCATATTGGTTTATTACTCTG
	GecuE^9       TATTTAGATGACAGTCGTGCTAAAATCTTACGAGGGTGATTTGGAAAGTCGAGGTTATCGTCAGTTAGTAGCGTCTCTTGGAGGAACACCGAATTTCAGCCATATTGGTTTATTACTCTG
	GecuE^10       TATTTAGATGACAGTCGTGCTAAAATCTTACGAGGGTGATTTGGAAAGTCGAGGTTATCGTCAGTTAGTAGCGTCTCTTGGAGGAACACCGAATTTCAGCCATATTGGTTTATTACTCTG
	GecuE^11      TATTTAGATGACAGTCGTGCTAAAATCTTACGAGGGTGATTTGGAAAGTCGAGGTTATCGTCAGTTAGTAGCGTCTCTTGGAGGAACACCGAATTTCAGCCATATTGGTTTATTACTCTG
	GlicC^15     TATTTAGATGACAGTCRTGCTAAAATCTTACGAGGGTGATTTGGAAAGTCGAGGTWATCGTCAGTTAGTAGCGTCTCTTGGAGGAACACCGAATTTCAGCCATATTGGTTTATTACTCTG
	GlicP^17      TATTTAGATGACAGTCGTGCTAAAATCTTACGAGGGTGATTTGGAAAGTCGAGGTTATCGTCAGTTAGTAGCGTCTCTTGGAGGAACACCGAATTTCAGCCATATTGGTTTATTACTCTG
	GlicE^20      TATTTAGATGACAGTCGTGYTAAAATCTTACGAGGGTGATTTGGAAAGTCGAGKTTATCGTCAGTTAGTAGCGTCTCTTGGAGGAACACCGAATTTCAGCCATATTGGTTTATTACTCTG
	GlicE^21      TATTTAGATGACAGTCGTGCTAAAATCTTACGAGGGTGATTTGGAAAGTCGAGGTTATCGTCAGTTAGTAGCGTCTCTTGGAGGAACACCGAATTTCAGCCATATTGGTTTATTACTCTG
	GlicE^22       TATTTAGATGACAGTCGTGCTAAAATCTTACGAGGGTGATTTGGAAAGTCGAGGTWATCGTCAGTTAGTAGCGTCTCTTGGAGGAACACCGAATTTCAGCCATATTGGTTTATTACTCTG
	GlicE^23       TATTTAGATGACAGTCGTGCTAAAATCTTACGAGGGTGATTTGGAAAGTCGAGGTTATCGTCAGTTAGTAGCGTCTCTTGGAGGAACACCGAATTTCAGCCATATTGGTTTATTACTCTG
	GlicE^24      TATTTAGATGACAGTCGTGCTAAAATCTTACGAGGGTGATTTGGAAAGTCGAGGTTATCGTCAGTTAGTAGCGTCTCTTGGAGGAACACCGAATTTCAGCCATATTGGTTTATTACTCTG
	GlicE^25      TATTTAGATGACAGTCGTGCTAAAATCTTACGAGGGTGATTTGGAAAGTCGAGGTTATCGTCAGTTAGTAGCGTCTCTTGGAGGAACACCGAATTTCAGCCATATTGGTTTATTACTCTG
	GmorB^27    TATTTAGATGACAGTCGTGCTAAAATCTTACGAGGGTGATTTGGAAAGTCGAGGTTATCGTCAGTTAGTAGCGTCTCTTGGAGGAACACCGAATTTCAGCCATATTGGTTTATTACTCTG
	GpasB^28    TATTTAGATGACAGTCGTGCTAAAATCTTACGAGGGTGATTTGGAAAGTCGAGGTTATCGTCAGTTAGTAGCGTCTCTTGGAGGAACACCGAATTTCAGCCATATTGGTTTATTACTCTG


18 120
	GecuC^1     GAAGTTTTCGCAAAACTCGGGAAGATTCTAATCTGCGCAAAGGAAAGAGATACGCAGCTGTAGGAAGCGAGAAGAAAGGTCACATGTTACCGTCAGGCTTTTAGGCCTTGCGTACCTTGA
	GecuP^4     GAAGTTTTCGCRAAACTCGGGAAGATTCTAATCTGCGCAAAGGAAAGAGATACGCAGCTGTAGGAAGCGAGAAGAAAGGTCACATGTTACCGTCAGGCTTTTAGGCCTTGCGTACCTTGA
	GecuP^5      GAAGTTTTCGCAAAACTCGGGAAGATTCTAATCTGCGCAAAGGAAAGAGATACGCAGCTGTAGGAAGCGAGAAGAAAGGTCACATGTTACCGTCAGGCTTTTAGGCCTTGCGTACCTTGA
	GecuP^6      GAAGTTTTCGCAAAACTCGGGAAGATTCNAATCTGCGCAAAGGAAAGAGATACGCAGCTGTAGGAAGCGAGAAGAAAGGTCACATGTTACCGTCAGGCTTTTAGGCCTTGCGTACCTTGA
	GecuE^8      GAAGTTTTCGCAAAACTCGGGAAGATTCTAATCTGCGCAAAGGAAAGAGATACGCAGCTGTAGGAAGCGAGAAGAAAGGTCACATGTTACCGTCAGGCTTTTAGGCCTTGCGTACCTTGA
	GecuE^9       GAAGTTTTCGCAAAACTCGGGAAGATTCTAATCTGCGCAAAGGAAAGAGATACGCAGCTGTAGGAAGCGAGAAGAAAGGTCACATGTTACCGTCAGGCTTTTAGGCCTTGCGTACCTTGA
	GecuE^10       GAAGTTTTCGCAAAACTCGGGAAGATTCTAATCTGCGCAAAGGAAAGAGATACGCAGCTGTAGGAAGCGAGAAGAAAGGTCACATGTTACCGTCAGGCTTTTAGGCCTTGCGTACCTTGA
	GlicC^15     GAAGTTTTCGCAAAACTCGGGAAGATTCTAATCTGCGCAAAGGAAAGAGATACGCAGCTGTAGGAAGCGAGAAGAAAGGTCACATGTTACCGTCAGGCTTTTANGCCTTGCGTACCTTGA
	GlicP^17      GAAGTTTTCGCAAAACTCGGGAAGATTCTAATCTGCGCAAAGGAAAGAGATACGCAGCTGTAGGAAGCGAGAAGAAAGGTCACATGTTACCGTCAGGCTTTTAGGCCTTGCGTACCTTGA
	GlicE^20      GAAGTTTTCGCAAAACTCGGGAAGATTCTAATCTGCGCAAAGGAAAGAGATACGCAGCTGTAGGAAGCGAGAAGAAAGGTCACATGTTACCGTCAGGCTTTTAGGCCTTGCGTACCTTGA
	GlicE^21      GAAGTTTTCGCAAAACTCGGGAAGATTCTAATCTGCGCAAAGGAAAGAGATACGCAGCTGTAGGAAGCGAGAAGAAAGGTCACATGTTACCGTCAGGCTTTTAGGCCTTGCGTACCTTGA
	GlicE^22       GAAGTTTTCGCAAAACTCGGGAAGATTCTAATCTGCGCAAAGGAAAGAGATACGCAGCTGTAGGAAGCGAGAAGAAAGGTCACATGTTACCGTCAGGCTTTTAGGCCTTGCGTACCTTGA
	GlicE^23       GAAGTTTTCGCAAAACTCGGGAAGATTCTAATCTGCGCAAMGGAAAGAGATACGCAGCTGTAGGAAGCGAGAAGAAAGGTCACATGTTACCGTCAGGCTTTTAGGCCTTGCGTACCTTGA
	GlicE^24      GAAGTTTTCGCAAAACTCGRGAAGATTCTAATCTGCGCAAAGGAAAGAGATACGCAGCTGTAGGAAGCGAGAAGAAAGGTCACATGTTACCGTCAGGCTTTTAGGCCTTGCGTACCTTGA
	GlicE^25      GAAGTTTTCGCAAAACTCGGGAAGATTCTAATCTGCGCAAAGGAAAGAGATACGCAGCTGTAGGAAGCGAGAAGAAAGGTCACATGTTACCGTCAGGCTTTTAGGCCTTGCGTACCTTGA
	GmorB^27    GAAGTTTTCGCAAAACTCGGGAAGATTCTAATCTGCGCAAAGGAAAGAGATACGCAGCTGTAGGAAGCGAGAAGAAAGGTCACATGTTACCGTCAGGCTTTTAGGCCTTGCGTACCTTGA
	GpasB^28    GAAGTTTTCGCAAAACTCGGGAAGATTCTAATCTGCGCAAAGGAAAGAGATACGCAGCTGTAGGAAGCGAGAAGAAAGGTCACATGTTACCGTCAGGCTTTTAGGCCTTGCGTACCTTGA
	GpasB^29    GAAGTTTTCGCAAAACTCGGGAAGATTCTAATCTGCGCAAAGGAAAGAGATACGCAGCTGTAGGAAGCGAGAAGAAAGGTCACATGTTACCGTCAGGCTTTTAGGCCTTGCGTACCTTGA


18 120
	GecuC^1     TTGGAATCGTTGCGAAATCCTCTGGTTTGCTTTTAGGAACTTCTCTAAACAGTTCAGAGCGCATTTCTCCTGAATAAATAAAGTACAACGAAATAAAATCCTATGTACATGTCAAAATCT
	GecuP^4     TTGGAATCGTTGCGAAATCCTCTGGTTTGCTTTTAGGAACTTCTCTAAACAGTTCAGAGCGCATTTATCCTGAATAAATAAAGTACAACGAAATAAAATCCTATGTACATGTCAAAATCT
	GecuP^5     TTGGAATCGTTGCGAAATCCTCTGGTTTGCTTTTAGGAACTTCTCTAAACAGTTCAGAGCGCATTTCTCCTGAATAAATAAAGTACAACGAAATAAAATCCTATGTACATGTCAAAATCT
	GecuP^6      TTGGAATCGTTGCGAAATCCTCTGGTTTGCTTTTAGGAACTTCTCTAAACAGTTCAGAGCGCATTTATCCTGAATAAATAAAGTACAACGAAATAAAATCCTATGTACATGTCAAAATCT
	GecuP^7      TTGGAATCGTTGCGAAATCCTCTGGTTTGCTTTTAGGAACTTCTCTAAACAGTTCAGAGCGCATTTATCCTGAATAAATAAAGTACAACGAAATAAAATCCTATGTACATGTCAAAATCT
	GecuE^8      TTGGAATCGTTGCGAAATCCTCTGGTTTGCTTTTAGGAACTTCTCTAAACAGTTCAGAGCGCATTTATCCTGAATAAATAAAGTACAACGAAATAAAATCCTATGTACATGTCAAAATCT
	GecuE^9       TTGGAATCGTTGCGAAATCCTCTGGTTTGCTTTTAGGAACTTCTCTAAACAGTTCAGAGCGCATTTATCCTGAATAAATAAAGTACAACGAAATAAAATCCTATGTACATGTCAAAATCT
	GecuE^10       TTGGAATCGTTGCGAAATCCTYTGGTTTGCTTTTAGGAACTTCTCTAAACAGTTCAGAGCGCATTTATCCTGAATAAATAAAGTACAACGAAATAAAATCCTATGTACATGTCAAAATCT
	GecuE^11      TTGGAATCGTTGCGAAATCCTNTGGTTTGCTTTTAGGAACTTCTCTAAACAGTTCAGAGCGCATTT-TCCTGAATAAATAAAGTACAACGAAATAAAATCCTATGTACATGTCAAAATCT
	GlicC^15     TTGGAATCGTTGCGAAATCCTCTGGTTTGCTTTTAGGAACTTCTCTAAACAGTTCAGAGCGCATTTATCCTGAATAAATRAAGTACAACGAAATAAAATCCTATGTACATGTCAAAATCT
	GlicP^17      TTGGAATCGTTGCGAAATCCTCTGGTTTGCTTTTAGGAACTTCTCTAAACAGTTCAGAGCGCATTTMTCCTGAATAAATAAAGTACAACGAAATAAAATCCTATGTACATGTCAAAATCT
	GlicE^20      TTGGAATCGTTGCGAAATCCTCTGGTTTGCTTTTAGGAACTTCTCTAAACAGTTCAGAGCGCATTTATCCTGAATAAATAAAGTACAACGAAATAAAATCCTATGTACATGTCAAAATCT
	GlicE^21      TTGGAATCGTTGCGAAATCCTCTGGTTTGCTTTTAGGAACTTCTCTAAACAGTTCAGAGCGCATTTMTCCTGAATAAATAAAGTACAACGAAATAAAATCCTATGTACATGTCAAAATCT
	GlicE^22       TTGGAATCGTTGCGAAATCCTCTGGTTTGCTTTTAGGAACTTCTCTAAACAGTTCAGAGCGCATTTATCCTGAATAAATAAAGTACAACGAAATAAAATCCTATGTACATGTCAAAATCT
	GlicE^23      TTGGAATCGTTGCGAAATCCTCTGGTTTGCTTTTAGGAACTTCTCTAAACAGTTCAGAGCGCATTTMTCCTGAATAAATAAAGTACAACGAAATAAAATCCTATGTACATGTCAAAATCT
	GlicE^24      TTGGAATCGTTGCGAAATCCTCTGGTTTGCTTTTAGGAACTTCTCTAAACAGTTCAGAGCGCATTTATCCTGAATAAATAAAGTACAACGAAATAAAATCCTATGTACATGTCAAAATCT
	GmorB^27    TTGGAATCGTTGCGAAATCCTCTGGTTTGCTTTTAGGAACTTCTCTAAACAGTTCAGAGCGCATTTATCCTGAATAAATAAAGTACAACGAAATAAAATCCTWTGTACATGTCAAAATCT
	GpasB^28    TTGGAATCGTTGCGAAATCCTYTGGTTTGCTTTTAGGAACTTCTCTAAACAGTTCAGAGCGCATTTATCCTGAATAAATAAAGTACAACGAAATAAAATCCTATGTACATGTCAAAATCT


20 120
	GecuC^1     CTTCATCATGCTTGTCCTGAATTTACCTTGGAAAAACGTTACTGATATCGTTATAATGATATTGCAAAAAAGATCGGTGACAGTGTTCATGGTACCGATAAAAACTGATCTAGGCGTGGC
	GecuP^4     CTTCATCATGCTTGTCCTGAATTTACCTTGGAAAAACGTTACTGATATCGTTATAATGATATTGCAAAAAAGATCGGTGACAGTGTTCATGGTACCGATAAAAACTGATCTAGGCGTGGC
	GecuP^5      CTTCATCATGNTTGTCCTGAATTTACCTTGGAAAAACGTTACTGATATCGTTATAATGATATTGCAAAAAAGATCGGTGACAGTGTTCATGGTACCGATAAAAACTGATCTAGGCGTGGC
	GecuE^8      CTTCATCATGCTTGTCCTGAATTTACCTTGGAAAAACGTTACTGATATCGTTATAATGATATTGCAAAAAAGATCGGTGACAGTGTTCATGGTACCGATAAAAACTGATCTAGGCGTGGC
	GecuE^9       CTTCATCATGCTTGTCCTGAATTTACCTTGGAAAAACGTTACTGATATCGTTATAATGATATTGCAAAAAAGATCGGTGACAGTGTTCATGGTACCGATAAAAACTGATCTAGGCGTGGC
	GecuE^10       CTTCATCATGCTTGTCCTGAATTTACCTTGGAAAAACGTTACTGATATCGTTATAATGATATTGCAAAAAAGATCGGTGACAGTGTTCATGGTACCGATAAAAATTGATCTAGGCGTGGC
	GecuE^11      CTTCATCATGCTTGTCCTGAATTTACCTTGGAAAAACGTTACTGATATCGTTATAATGATATTGCAAAAAAGATCGGTGACAGTGTTCATGGTACCGATAAAAACTGATCTAGGCGTGGC
	GecuE^12      CTTCATCATGCTTGTCCTGAATTTACCTTGGAAAAACGTTACTGATATCGTTATAATGATATTGCAAAAAAGATCGGTGACAGTGTTCATGGTACCGATAAAAACTGATCTAGGCGTGGC
	GlicC^15     CTTCATCATGCTTGTCCTGAATTTACCTTGGAAAAACGTTACTGATATCGTTATAATGATATTGCAAAAAAGATCGGTGACAGTGTTCATGGTACCGATAAAAATTGATCTAGGCGTGGC
	GlicP^17      CTTCATCATGCTTGTCCTGAATTNACCTTGGAAAAACGTTACTGATATCGTTATAATGATATTGCAAAAAAGATCGGTGACAGTGTTCATGGTACCGATAAAAAYTGATCTAGGCGTGGC
	GlicE^20      CTTCATCATGCTTGTCCTGAATTTACCTTGGAAAAACGTTACTGATATCGTTATAATGATATTGCAAAAAAGATCGGTGACAGTGTNCATGGTACCGATAAAAATTGATCTAGGCGTGGC
	GlicE^21      CTTCATCATGCTTGTCCTGAATTTACCTTGGAAAAACGTTACTGATATCGTTATAATGATATTGCAAAAAAGATCGGTGACAGTGTTCATGGTACCGATAAAAACTGATCTAGGCGTGGC
	GlicE^22      CTTCATCATGCTTGTCCTGAATTTACCTTGGAAAAACGTTACTGATATCGTTATAATGATATTGCAAAAAAGATCGGTGACAGTGTTCATGGTACCGATAAAAAYTGATCTAGGCGTGGC
	GlicE^23       CTTCATCATGCTTGTCCTGAATTTACCTTGGAAAAACGTTACTGATATCGTTATAATGATATTGCAAAAAAGATCGGTGACAGTGTTCATGGTACCGATAAAAACTGATCTAGGCGTGGC
	GlicE^24       CTTCATCATGCTTGTCCTGAATTTACCTTGGAAAAACGTTACTGATATCGTTATAATGATATTGCAAAAAAGATCGGTGACAGTGTTCATGGTACCGATAAAAACTGATCTAGGCGTGGC
	GlicE^25      CTTCATCATGCTTGTCCTGAATTTACCTTGGAAAAACGTTACTGATATCGTTATAATGATATTGCAAAAAAGATCGGTGACRGTGTTCATGGTACCGATAAAAACTGATCTAGGCGTGGC
	GlicE^26      CTTCATCATGCTTGTCCTGAATTTACCTTGGAAAAACGTTACTGATATCGTTATAATGATATTGCAAAAAAGATCGGTGACARTGTTCATGGTACCGATAAAAACTGATCTAGGCGTGGY
	GmorB^27    CTTCATCATGATTGTCCTGAATTTACCTTGGAAAAACGTTACTGATATCGTTATAATGATATTGCAAAAAAGATCGGTGACAGTGTTCATGGTACCGATAAAAACTGATCTAGGCGTGGC
	GpasB^28    CTTCATCATGCTTGTCCTGAATTTACCTTGGAAAAACGTTACTGATATCGTTATAATGATATTGCAAAAAAGATCGGTGACAGTGTTCATGGTACCGATAAAAACTGATCTAGGCGTGGC
	GpasB^29    CTTCATCATGCTTGTCCTGAATTTACCTTGGAAAAACGTTACTGATATCGTTATAATGATATTGCAAAAAAGATCGGTGACAGTGTTCATGGTACCGATAAAAACTGATCTAGGCGTGGC


20 120
	GecuC^1     GAACATTTGCTCCAATTATTTTCCTTTAGATCTTGGTTCTTACTATATTTTGAAGAATAACATTTCTATACAATTGAAATTTATTCAATTCTTCTTTGTTTATTGTCCTTGCTTGTACAT
	GecuC^2     GAACATTTGCTCCAATTATTTTCCTTTAGATCTTGGTCCTTACTATATTTTGAAGAATGACATTTCTATACAATTGAAATTTATTCAATTCTTCTTTGTTTATTGTCCTTGCTTGTACAT
	GecuP^4     GAACATTTGCTCCAATTATTTTCCTTTAGATCTTGRTYCTTACTATATTTTGAAGAATRACATTTCTATACAATTGAAATTTWTTCAATTCTTCTTTGTTTATTGTCCTTGCTTGTACAT
	GecuP^5      GAACATTTGCTCCAATTATTTTCCTTTAGATCTTGATTCTTACTATATTTTGAAGAATAACATTTCTATACAATTGAAATTTATTCAATTCTTCTTTGTTTATTGTCCTTGCTTGTACAT
	GecuP^6      GAACATTTGCTCCAATTATTTTCCTTTAGATCTTGGTTCTTACTATATTTTGAAGAATGACATTTCTATACAATTGAAATTTATTCAATTCTTCTTTGTTTATNGTCCTTGCTTNTACAT
	GecuE^8      GAACATTTGCTCCAATTATTTTCCTTTAGATCTTGRTTCTTACTATATTTTGAAGAATAACATTTCTATACAATTGAAATTTATTCAATTCTTCTTTGTTTATTGTCCTTGCTTGTACAT
	GecuE^9       GAACATTTGCTCCAATTATTTTCCTTTAGATCTTGRTTCTTACTATATTTTGAAGAATAACATTTCTATACAATTGAAATTTATTCAATTCTTCTTTGTTTATTGYCCTTGCTTGTACAT
	GecuE^10       GAACATTTGCTCCAATTATTTTCCTTTAGATCTTGRTTCTTACTATATTTTGAAGAATRACATTTCTATACAATTGAAATTTATTCAATTCTTCTTTGTTTATTGTCCTTGCTTGTACAT
	GlicC^15     NAACATTTGCTCCAATTATTT-CCTTTAGATCTTGGTTCTTACTATATTTTGAAGAATAACATTTCTATACAATTGAAATTTATTCAATTCTTCTTTGTTTATTGTCCTTGCTTGTACAT
	GlicP^17      GAACATTTGCTCCAATTATTTTCCTTTAGATCTTGGTTCTTACTATATTTTGAAGAATAACATTTCTATACAATTGAAATTTATTCAATTCTTCTTTGTTTATTGTCCTTGCTTGTACAT
	GlicP^18      GAACATTTGCTCCAATTATTTTCCTTTAGATCTTGGTTCTTACTAWATTTTGAAGAATKACATTTCTATACAATTGAAATTTATTCAATTCTTCTTTGTTTATTGTCCTTGCTTGTACAT
	GlicE^20      GAACATTTGCTCCAATTATTTTCCTTTAGATCTTGGTTCTTACTATATTTTGAAGAATAACATTTCTATACAATTGAAATTTATTCAATTCTTCTTTGTTTATTGTCCTTGCTTGTACAT
	GlicE^21      GAACATTTGCTCCAATTATTTWCCTTTAGATCTTGGTTCTTACTATATTTTGAAGAATAACATTTCTATACAATTGAAATTTATTCAATTCTTCTTTGTTTATTGTCCTTGCTTGTACAT
	GlicE^22       GAACATTTGCTCCAATTATTTTCCTTTAGATCTTGGTTCTTACTATATTTTGAAGAATGACATTTCTATACAATTGAAATTTATTCAATTCTTCTTTGTTTATTGTCCTTGCTTGTACAT
	GlicE^23       GAACATTTGCTCCAATTATTTTCCTTTAGATCTTGGTTCTTACTATATTTTGAAGAATAACATTTCTATACAATTGAAATTTATTCAATTCTTCTTTGTTTATTGTCCTTGCTTGTACAT
	GlicE^24      GAACATTTGCTCCAATTATTTTCCTTTAGATCTTGGTTCTTACTATATTTTGAAGAATRACATTTCTATACAATTGAAATTTATTCAATTCTTCTTTGTTTATTGTCCTTGCTTGTACAT
	GlicE^25      GAACATTTGCTCCAATTATTTTCCTTTAGATCTTGGTTCTTACTATATTTTGAAGAATAACATTTCTATACAATTGAAATTTATTCAATTCTTCTTTGTTTATTGTCCTTGCTTGTACAT
	GmorB^27    GAACATTTGCTCCAATTATTTTCCTTTAGATCTTGGTTCTTACTATATTTTGAAGAATRACATTTCTATACAATTGAAATTTATTCAATTCTTCTTTGTTTATTGTCCTTGCTTGTACAT
	GpasB^28    GAACATTTGCTCCAATTATTTTCCTTTAGATCTTGRTTCTTACTATATTTTGAAGAATRACATTTCTATACAATTGAAATTTATTCAATTCTTCTTTGTTTATTGTCCTTGCTTGTACAT
	GpasB^29    GAACATTTGCTCCAATTATTTTCCTTTAGATCTTGGTTCTTACTATATTTTGAAGAATGACATTTCTATACAATTGAAATTTATTCAATTCTTCTTTGTTTATTGTCCTTGCTTGTACAT


21 120
	GecuC^1     GCTATTGCTAGGACTTTCGATAGCAGCAATTTTCCTGCATCTTGCTTTGGGCTATTTCSGTCGCTAGTGTTTTGCCAATGGAGGAGAAATATCTATTTGCTGTAATAGTTACTCGCGTAG
	GecuP^4     GCTATTGCTAGGACTTTCGATAGCAGCAATTTTCCTGCATCTTGCTTTGGGCTATTTCCGTCGCTAGTGTTTTGCCAATGGAGGAGAAATATCTATTTGCTGTAATAGTTACTCGCGTAG
	GecuP^5      GCTATTGCTAGGACTTTCGATANCAGCAATTTTCCTGCATCTTGCTTTGGGCTATTTCCGTCGCTAGTGTTTTGCCAATGGAGNAGAAATATCTATTTGCTNTAATAGTTACTCGCGTAG
	GecuP^6      GCTATTGCTAGGACTTTCGATAGCAGCAATTTTCCTGCATCTTGCTTTGGGCTATTTCCGTCGCTAGTGTTTTGCCAATGGAGGAGAAATATCTATTTGCTGTAATAGTTACTCGCGTAG
	GecuE^8      GCTATTGCTAGGACTTTCGATAGCAGCAATTTTCCTGCATCTTGCTTTGGGCTATTTCCGTCGCTAGTGTTTTGCCAATGGAGGAGAAATATCTATTTGCTGTAATAGTTACTCGCGTAG
	GecuE^9       GCTATTGCTAGGACTTTCGATAGCAGCAATTTTCCTGCATCTTGCTTTGGGCTATTTCCGTCGYTAGTGTTTTGCCAATGGAGGAGAAATATCTATTTGCTGTAATAGTTACTCGCGTAG
	GecuE^10       GCTATTGCTAGGACTTTCGATAGCAGCAATTTTCCTGCATCTTGCTTTGGGCTATTTCCGTCGCTAGTGTTTTGCCAATGGAGGAGAAATATCTATTTGCTGTAATAGTTRCTCGCGTAG
	GecuE^11      GCTATTGCTAGGACTTTCGATAGCAGCAATTTTCCTGCATCTTGCTTTGGGCTATTTCCGTCGCTAGTGTTTTGCCAATGGAGGAGAAATATCTATTTGCTGTAATAGTTACTCGCGTAG
	GlicC^15     GCTATTGCTAGGACTTTCGATAGCAGCAATTTTCCTGCATCTTGCTTTGGGCTATTTCCGTCGCTAGTGTTTTGCCAATGGAGGAGAAATATCTATTTGCTGTAATAGTTACTCGCGTAG
	GlicC^16     GCTATTGCTAGGACTTTCGATAGCAGCAATTTTCCTGCATCTTGCTTTGGGCTATTTCCGTCGCTAGTGTTTTGCCAATGGAGGAGAAATATCTATTTGCTGTAATAGTTACTCGCGTAG
	GlicP^17      GCTATTGCTAGGACTTTCGATAGCAGCAATTTTCCTGCATCTTGCTTTGGGCTATTTCCGTCGCTAGTGTTTTGCCAATGGAGGAGAAATATCTATTTGCTGTAATAGTTACTCGCGTAG
	GlicE^20      GCTATTGCTAGGACTTTCGATAGCAGCARTTTTCCTGCATCTTGCTTTGGGCTATTTCCGTCGCTAGTGTTTTGCCAATGGAGGAGAAATATCTATTTGCTGTAATAGTTACTCGCGTAG
	GlicE^21      GCTATTGCTAGGACTTTCGATAGCAGCAATTTTCCTGCAACTTGCTTTGGGCTATTTSCGTCGCTAGTGTTTTGCCAATGGAGGAGAAATATCTATTTGCTGTAATAGTTACTCGCGTAG
	GlicE^22      GCTATTGCTAGGACTTTCGATAGCAGCARTTTTCCTGCATCTTGCTTTGGGCTATTTCCGTCGCTAGTGTTTTGCCAATGGAGGAGAAATATCTATTTGCTGTAATAGTTACTCGCGTAG
	GlicE^23       GCTATTGCTAGGACTTTCGATAGCAGCAATTTTCCTGCATCTTGCTTTGGGCTATTTCCGTCGCTAGTGTTTTGCCAATGGAGGAGAAATATCTATTTGCTGTAATAGTTACTCGCGTAG
	GlicE^24       GCTATTGCTAGGACTTTCGATAGCAGCAATTTTCCTGCATCTTGCTTTGGGCTATTTCCGTCGCTAGTGTTTTGCCAATGGAGGAGAAATATCTATTTGCTGTAATAGTTACTCGCGTAG
	GlicE^25      GCTATTGCTAGGACTTTCGATAGCAGCAATTTTCCTGCATCTTGCTTTGGGCTATTTCCGTCGCTAGTGTTTTGCCAATGGAGGAGAAATATCTATTTGCTGTAATAGTTACTCGCGTAG
	GlicE^26      GCTATTGCTAGGACTTTCGATAGCAGCAATTTTCCTGCATCTTGCTTTGGGCTATTTCCGTCGCTAGTGTTTTGCCAATGGAGGAGAAATATCTATTTGCTGTAATAGTTACTCGCGTAG
	GmorB^27    GCTATTGCTAGGACTTTCGATAGCAGCAATTTTCCTGCATCTTGCTTTGGGCTATTTCCGTCGCTAGTGTTTTGCCAATGGAGGAGAAATATCTATTTGCTGTAATAGTTACTCGCGTAG
	GpasB^28    GCTATTGCTAGGACTTTCGATAGCAGCAATTTTCCTGCATCTTGCTTTGGGCTATTTCCGTCGCTAGTGTTTTGCCAATGGAGGAGAAATATCTATTTGCTGTAATAGTTACTCGCGTAG
	GpasB^29    GCTATTGCTAGGACTTTCGATAGCAGCAATTTTCCTGCATCTTGCTTTGGGCTATTTCCGTCGCTAGTGTTTTGCCAATGGAGGAGAAATATCTATTTGCTGTAATAGTTACTCGCGTAG


17 120
	GecuC^1     TCAATGTTTGGATAACGTGGATAAATTCCACGTTGTTTATGAATCATGTAATCTATTTGCTACGACGTATATCACGTTCGGTAGGAACCGAGTAAATATACAAAGCAAGGATTTACAAAG
	GecuP^4     TCAATGTTTGGATAACGTGGATAAATTCCACGTTGTTTATGAATCATGTAATCTATTTGCTACGACGTATATCACGTTCGGTAGGAACCGAGTAAATATACAAAGCAAGGATTTACAAAG
	GecuP^5     TCAATGTTTGGATAACGTGGATAAATTCCACGTTGTTTATGAATCATGTAATCTATTTGCTACGACGTATATCACGTTCGGTAGGAACCGAGTAAATATACAAAGCAAGGATTTACAAAG
	GecuP^6      TCAATGTTTGGATAACGTGGATAAATTCCACGTTGTTTATGAATCATGTAATCTATTTGCTACGACGTATATCACGTTCGGTAGGAACCGAGTAAATATACAAAGCAAGGATTTACAAAG
	GecuP^7      TCAATGTTTGGATAACGTGGATAAATTCCACGTTGTTTATGAATCATGTAATCTATTTGCTACGACGTATATCACGTTCGGTAGGAACCGAGTAAATATACAAAGCAAGGATTTACAAAG
	GecuE^8      TCAATGTTTGGATAACGTGGATAAATTCCACGTTGTTTATGAATCATGTAATCTATTTGCTACGACGTATATCACGTYCGGTAGGARCCGAGTAAATATACAAAGCAAGGATTTACAAAG
	GecuE^9       TCAATGTTTGGATAACGTGGATAAATTCCACGTTGTTTATGAATCATGTAATCTATTTGCTACGACGTATATCACGTTCGGTAGGAACCGAGTAAATATACAAAGCAAGGATTTACAAAG
	GecuE^10       TCAATGTTTGGATAACGTGGATAAATTCCACGTTGTTTATGAATCATGTAATCTATTTGCTACGACGTATATCACGTTCGGTAGGAACCGAGTAAATATACAAAGCAAGGATTTACAAAG
	GlicC^15     TCAATGTTTGGATAACGTGGATAAATTCCACGTTGTTTATGAATCATGTAATCTATTTGCTACGACGTATATCACGTTCGGTAGGAACCGAGTAAATATACAAAGCAAGGATTTACAAAG
	GlicP^17      TCAATGTTTGGATAACGTGGATAAATTCCACGTTGTTTATGAATCATGTAATCTATTTGCTACGACGTATATCACGTTCGGTAGGAACCGAGTAAATATACAAAGCAAGSATTTACAAAG
	GlicE^20      TCAATGTTTGGATAACGTGGATAAATTCCACGTTGTTTATGAATCATGTAATCTATTTGCTACGACGTATATCACGTTCGGTAGGAACCGAGTAAATATACAAAGCAAGGATTTACAAAG
	GlicE^21      TCAATGTTTGGATAACGTGGATAAATTCCACGTTGTTTATGAATCATGTAATCTATTTGCTACGACGTATATCACGTTCGGTAGGAACCGAGTAAATATACAAAGCAAGGATTTACAAAG
	GlicE^22       TCAATGTTTGGATAACGTGGATAAATTCCACGTTGTTTATGAATCATGTAATCTATTTGCTACGACGTATATCACGTTCGGTAGGAACCGAGTAAATATACAAAGCAAGGATTTACAAAG
	GlicE^23       TCAATGTTTGGATAACGTGGATAAATTCCACGTTGTTTATGAATCATGTAATCTATTTGCTACGACGTATATCACGTTCGGTAGGAACCGAGTAAATATACAAAGCAAGGATTTACAAAG
	GlicE^24      TCAATGTTTGGATAACGTGGATAAATTCCACGTTGTTTATGAATCATGTAATCTATTTGCTACGACGTATATCACGTTCGGTAGGAACCGAGTAAATATACAAAGCAAGGATTTACAAAG
	GmorB^27    TCAATGTTTGGATAACGTGGATAAATTCCACGTTGTTTATGAATCATGTAATCTATTTGCTACGACGTATATCACGTTCGGTAGGAACCGAGTAAATATACAAAGCAAGGATTTACAAAG
	GpasB^28    TCAATGTTTGGATAACGTGGATAAATTCCACGTTGTTTATGAATCATGTAATCTATTTGCTACGACGTATATCACGTTCGGTAGGAACCGAGTAAATATACAAAGCAAGGATTTACAAAG


18 120
	GecuC^1     TTTCAAATATATTTTCCCGTGTAGTTGGACGTGTTTGATACACAATATCTTTTATTCTTCCCCACATGTCAAAATCTANCACGTTATGATTCGGAGATCTAGGAAGCCACGGAAACAAAC
	GecuP^4     TTYCAAATATATTTTCCCGTGTAGTTGGACGTGTTTGATACACAATATCTTTTATTCTTCCCCACATGTCAAAATCTAGCACGTTATGATTCGGAGATCTAGGAAGCCACGGAAACAAAC
	GecuP^5      TTTCANATATATTTTCCCGTGTAGTTGGACGTGTTTGATACACAATATCTTTTATTCTTCCCCACATGTCAAAATCTAGCACGTTATGATTCGGAGATCTAGGAAGCCACGGAAACAAAC
	GecuP^6      TTYCAAATATATTTTCCCGTGTAGTTGGACGTGTTTGATACACAATATCTTTTATTCTTCCCCACATGTCAAAATCTAGCACGTTATGATTCGGAGATCTAGGAAGCCACGGAAACAAAC
	GecuE^8      TTTCAAATATATTTTCCCGTGTAGTTGGACGTGTTTGATACACAATATCTTTTATTCTTCCCCACATGTCAAAATCTAGCACGTTATGATTCGGAGATCTAGGAARCCACGGAAACAAAC
	GecuE^9       TTTCAAATATATTTTCCCGTGTAGTTGGACGTGTTTGATACACAATATCTTTTATTCTTCCCCACATGTCAAAATCTAGCACGTTATGATTCGGAGATCTAGGAAGCCACGGAAACAAAC
	GecuE^10       TTTCAAATATATTTTCCCGTGTAGTTGGACGTGTTTGATACACAATATCTTTTATTCTTCCCCACATGTCAAAATCTAGCACGTTATGATTCGGAGATCTAGGAAGCCACGGAAACAAAC
	GecuE^11      TTCCAAATATATTTTCCCGTGTAGTTGGACGTGTTTGATACACAATATCTTTTATTCTTCCCCACATGTCAAAATCTAGCACGTTATGATTCGGAGATCTAGGAAGCCACGGAAACAAAC
	GlicC^15     TTTCAAATATATTTTCCCGTGTAGTTGGACGTGTTTGATACACAATATCTTTTATTCTTCCCCACATGTCAAAATCTAGCACGTTATGATTCGGAGATCTAGGAAGCCACGGAAACAAAC
	GlicP^17      TTTCAANTATATTTTCCCGTGTAGTTGGACGTGTTTGATACACAATATCTTTTATTCTTCCCCACATGTCAAAA-CTAGCACGTTATGATTCGGAGATCTANGAAGMCACGGAAACAAAC
	GlicE^20      TTTCAAATATATTTTCCCGTGTAGTTGGACGTGTTTGATACACAATATCTTTTATTCTTCCCCACATGTCAAAATCTAGCACGTTATGATTCGGAGATCTAGGAAGCCACGGAAACAAAC
	GlicE^21      TTTCAAATATATTTTCCCGTGTAGTTGGACGTGTTTGATACACAATATCTTTTATTCTTCCCCACATGTCAAAATCTAGCACGTTATGATTCGGAGATCTAGGAAGCCACGGAAACAAAC
	GlicE^22       TTTCAAATATATTTTCCCGTGTAGTTGGACGTGTTTGATACACAATATCTTTTATTCTTCCCCACATGTCAAAATCTAGCACGTTATGATTCGGAGATCTAGGAAGCCACGGAAACAAAC
	GlicE^23      TTTCAAATATATTTTCCCGTGTAGTTGGACGTGTTTGATACACAATATCTTTTATTCTTCCCCACATGTCAAAATCTAGCACGTTATGATTCGGAGATCTAGGAAGCCACGGAAACAAAC
	GlicE^24      TTTCAAATATATTTTCCCGTGTAGTTGGACGTGTTTGATACACAATATCTTTTATTCTTCCCCACATGTCAAAATCTAGCACGTTATGATTCGGAGATCTAGGAAGCCACGGAAACAAAC
	GmorB^27    TTYCAAATATATTTTCCCGTGTAGTTGGACGTGTTTGATACACAATATCTTTTATTCTTCCCCACATGTCAAAATCTAGCACGTTATGATTCGGAGATCTAGGAAGCCACGGAAACAAAC
	GpasB^28    TTYCAAATATATTTTCCCGTGTAGTTGGACGTGTTTGATACACAATATCTTTTATTCTTCCCCACATGTCAAAATCTAGCACGTTATGATTCGGAGATCTAGGAARCCACGGAAACAAAC
	GpasB^29    TTCCAAATATATTTTCCCGTGTAGTTGGACGTGTTTGATACACAATATCTTTTATTCTTCCCCACATGTCAAAATCTAGCACGTTATGATTCGGAGATCTAGGAAGCCACGGAAACAAAC


21 120
	GecuC^1     GACGAATACTTGTTTCAGAAATATTAGATATCACTGCTAATTCCTTCACTTTCAAACGGCGATCTACTAATACCGTTTCTTCAATAATTGAAATATTTTGAGGCGTTATTAGTTCAATTG
	GecuP^4     GACGAATACTTGTTTCAGAAATATTAGATATCACTGCTAATTCCTTCACTTTCAAACGGCGATCTACTAATACCGTTTCTTCAATAATTGAAATATTTTGAGGCGTTATTAGTTCAATTG
	GecuP^5     GACGAATACTTGTTTCAGAAATATTAGATATCACTGCTAATTCCTTCACTTTCAAACGGCGATCTACTAATACCGTTTCTTCAATAATTGAAATATTTTGAGGCGTTATTAGTTCAATTG
	GecuP^6      GACGAATACTTGTTTCAGAAATATTAGATATCACTGCTAATTCCTTCACTTTCAAACGGCGATCTACTAATACCGTTTCTTCAATAATTGAAATATTTTGAGGCGTTATTAGTTCAATTG
	GecuP^7      GACGAATACTTGTTTCAGAAATATTAGATATCACTGCTAATTNCTTCACTTTCAAACGGCGATCTACTAATACCGTTTCTTCAATAATTGAAATATTTTGAGGCGTTATTAGTTCAATTG
	GecuE^8      GACGAATACTTGTTTCAGAAATATTAGATATCACTGCTAATTCCTTCACTTTCAAACGGCGATCTACTAATACCGTTTCTTCAATAATTGAAATATTTTGAGGCGTTATTAGTTCAATTG
	GecuE^9       GACGAATACTTGTTTCAGAAATATTAGATATCACTGCTAATTCCTTCACTTTCAAACGGCGATCTACTAATACCGTTTCTTCAATAATTGAAATATTTTGAGGCGTTATTAGTTCAATTG
	GecuE^10       GACGAATACTTGTTTCAGAAATATTAGATATCACTGCTAATTCCTTCACTTTCAAACGGCGATCTACTAATACCGTTTCTTCAATAATTGAAATATTTTGAGGCGTTATTAGTTCAATTG
	GecuE^11      GACGAATACTTGTTTCAGAAATATTAGATATCACTGCTAATTCCTTCACTTTCAAACGGCGATCTACTAATACCGTTTCTTCAATAATTGAAATATTTTGAGGCGTTATTAGTTCAATTG
	GlicC^15     GACGAATACTTGTTTCAGAAATATTAGATATCACTGCTAATTCCTTCACTTTCAAACGGCGATCTACTAATACCGTTTCTTCAATAATTGAAATATTTTGAGGCGTTATTAGTTCAATTG
	GlicP^17      GACGAATACTTGTTTCAGAAATATTAGATATCACTGCTAATTCCTTCACTTTCAAACGGCGATCTANTAATACCGTTTCTTCAATAATTGAAATATTTTGAGGCGTTATTAGTTCAATTG
	GlicE^20      GACGAATACTTGTTTCAGAAATATTAGATATCACTGCTAATTCCTTCACTTTCAAACGGCGATCTACTAATACCGTTTCTTCAATAATTGAAATATTTTGAGGCGTTATTAGTTCAATTG
	GlicE^21      GACGAATACTTGTTTCAGAAATATTAGATATCACTGCTAATTCCTTCACTTTCAAACGGCGATCTASTAATACCGTTTCTTCAATAATTGAAATATTTTGAGGCGTTATTAGTTCAATTG
	GlicE^22      GACGAATACTTGTTTCAGAAATATTAGATATCACTGCTAATTCCTTCACTTTCAAACGGCGATCTASTAATACCGTTTCTTCAATAATTGAAATATTTTGAGGCGTTATTAGTTCAATTG
	GlicE^23       GACGAATACTTGTTTCAGAAATATTAGATATCACTGCTAATTCCTTCACTTTCAAACGGCGATCTAGTAATACCGTTTCTTCAATAATTGAAATATTTTGAGGCGTTATTAGTTCAATTG
	GlicE^24       GACGAATACTTGTTTCAGAAATATTAGATATCACTGCTAATTCCTTCACTTTCAAACGGCGATCTACTAATACCGTTTCTTCAATAATTGAAATATTTTGAGGCGTTATTAGTTCAATTG
	GlicE^25      GACGAATACTTGTTTCAGAAATATTAGATATCACTGCTAATTCCTTCACTTTCAAACGGCGATCTAGTAATACCGTTTCTTCAATAATTGAAATATTTTGAGGCGTTATTAGTTCAATTG
	GlicE^26      GACGAATACTTGTTTCAGAAATATTAGATATCACTGCTAATTCCTTCACTTTCAAACGGCGATCTAGTAATACCGTTTCTTCAATAATTGAAATATTTTGAGGCGTTATTAGTTCAATTG
	GmorB^27    GACGAATACTTGTTTCAGAAATATTAGATATCACTGCTAATTCCTTCACTTTCAAACGGCGATCTACTAATACCGTTTCTTCAATAATTGAAATATTTTGAGGCGTTATTAGTTCAATTG
	GpasB^28    GACGAATACTTGTTTCAGAAATATTAGATATCACTGCTAATTCCTTCACTTTCAAACGGCGATCTACTAATACCGTTTCTTCAATAATTGAAATATTTTGAGGCGTTATTAGTTCAATTG
	GpasB^29    GACGAATACTTGTTTCAGAAATATTAGATATCACTGCTAATTCCTTCACTTTCAAACGGCGATCTACTAATACCGTTTCTTCAATAATTGAAATATTTTGAGGCGTTATTAGTTCAATTG


19 120
	GecuC^1     CCTACACCATTTGCGTGTTGAACAGCTATACACTTTTCTGCATAAACTTTCGTACCTGGCGGTAGCGGCGATCGGGAGTTCCATCTCAAACGGCTGCTTAGCCAACATTGAGAAGCGTAG
	GecuP^4     CCTACACCATTTGCGTGTTGAACAGCTATACACTTTTCTGCATAAACTTTCGTACCTGGCGGTAGCGGCGATCGAGAGTTCCATCTCAAACGGCTGCTTAGCCAACATTGARAAGCGTAG
	GecuP^5      CCTACACCATTTGCGTGTTGAACAGCTATACACTTTTCTGCATAAACTTTCGTACCTGGCGGTAGCGGCGATCGRGAGTTCCATCTCAAACGGCTGCTTAGCCAACATTGAGAAGCGTAG
	GecuP^6      CCTACACCATTTGCGTGTTGAACAGCTATACACTTTTCTGCATAAACTTTCGTANCTGGCGGTAGCGGCGATCGGGAGTTCCATCTCAAACGGCTGCTTAGCCAACATTGAGAAGCGTAG
	GecuE^8      CCTACACCATTTGCGTGTTGAACAGCTATACACTTTTCTGCATAAACTTTCGTACCTGGCGGTAGCGGCGATCGGGAGTTCCATCTCAAACGGCTGCTTAGCCAACATTGAGAAGYGTAG
	GecuE^9       CCTNCACCATTTGCGTGTTGAACAGCTATACACTTTTCTGCATAAACTTTCGTACCTGGCGGTAGCGGNGATCGGGAGTTCCATCTCAAACGGCTGCTTAGCCAACATTGAGAAGCGTAG
	GecuE^10       CCTACACCATTTGCGTGTTGAACAGCTATACACTTTTCTGCATAAACTTTCGTACCTGGCGGTAGCGGCGATCGGGAGTTCCATCTCAAACGGCTGCTTAGCCAACATTGAGAAGCGTAG
	GecuE^11       CCTACACCATTTGCGTGTTGAACAGCTATACACTTTTCTGCATAAACTTTCGTACCTGGCGGTAGCGGCGATCGGGAGTTCCATCTCAAACGGCTGCTTAGCCAACATTGAGAAGCGTAG
	GecuE^12      CCTACACCATTTGCGTGTTGAACAGCTATACACTTTTCTGCATAAACTTTCGTACCTGGCGGTAGCGGCGATCGGGAGTTCCATCTCAAACGGCTGCTTAGCCAACATTGAGAAGCGTAG
	GlicC^15     CCTACACCATTTGCGTGTTGAACAGCTATACACTTTTCTGCATAAACTTTCGTACCTGGCGGTAGCGGCGATCGGGAGTTCCATCTCAAACGGCTGCTTAGCCAACATTGAGAAGCGTAG
	GlicP^17      CNTACACCATTTGCGTGTTGANCAGCTATACACTTTTCTGCATAAACTTTCGTACCTGGCGGTAGCGGCGATCGGGAGTTCCATCTCAAACGGCTGCTNAGCCAACATTGAGAAGCGTAG
	GlicE^20      CCTACACCATTTGCGTGTTGAACAGCTATACACTTTTCTGCATAAACTTTCGTASCTGGCGGTAGCGGCGATCGGGAGTTCCATCTCAAACGGCTGCTTAGCCAACATTGAGAAGCGTAG
	GlicE^21      CCTACACCATTTGCGTGTTGAACAGCTATACACTTTTCTGCATAAACTTTCGTACCTGGCGGTAGCGGCGATCGGGAGTTCCATCTCAAACGGCTGCTWAGCCAACATTGAGAAGCGTAG
	GlicE^22       CCTACACCATTTGCGTGTTGAACAGCTATACACTTTTCTGCATAAACTTTCGTACCTGGCGGTAGCGGCGATCGGGAGTTCCATCTCAAACGGCTGCTTAGCCAACATTGAGAAGCGTAG
	GlicE^23       CCTACACCATTTGCGTGTTGAACAGCTATACACTTTTCTGCATAAACTTTCGTACCTGGCGGTAGCGGCGATCGGGAGTTCCATCTCAAACGGCTGCTTAGCCAACATTGAGAAGCGTAG
	GlicE^24      CCTACACCATTTGCGTGTTGAACAGCTATACACTTTTCTGCATAAACTTTCGTACCTGGCGGTAGCGGCGATCGGGAGTTCCATCTCAAACGGCTGCTTAGCCAACATTGAGAAGCGTAG
	GmorB^27    CCTACACCATTTGCGTGTTGAACAGCTATACACTTTTCTGCATAAACTTTCGTACCTGGCGGTAGCGGCGATCGGGAGTTCCATCTCAAACGGCTGCTTAGCCAACATTGAGAAGCGTAG
	GpasB^28    CCTACACCATTTGCGTGTTGAACAGCTATACACTTTTCTGCATAAACTTTCGTACCTGGCGGTAGCGGCGATCGGGAGTTCCATCTCAAACGGCTGCTTAGCCAACATTGAGAAGCGTAG
	GpasB^29    CCTACACCATTTGCGTGTTGAACAGCTATACACTTTTCTGCATAAACTTTCGTAYCTGGCGGTAGCGGCGATCGSGRGTTCCATCTCAAACGGCTGCTTAGCCAACATTGAGAAGCGTAG


19 120
	GecuC^1     CTTTCTGCAAACTTACATCGCGTAACATATTCTCCGTCATATTTTGACTACTCCAGTCATAAAAGAATCTATTTTCCMTATTTAGTATATCTGTGTATTGAAGATAATATGGATTGTTCT
	GecuP^4     CTTTCTGCAAACTTACATCGCGTAACATATTCTCCGTCATATTTTGACTACTCCAGTCATAAAAGAATCTATTTTCCCTATTTAGTATATCTGTGTATTGAAGATAATATGGATTGTTCT
	GecuE^8      CTTTCTGCAAACTTACATCGCGTAACATATTCTCCGTCATATTTTGACTACTCCAGTCATAAAAGAATCTATTTTCCCTATTTAGTATATCTGTGTATTGAAGATAATATGGATTGTTCT
	GecuE^9       CTTTCTGCAAACTTACATCGCGTAACATATTCTCCGTCATATTTTGACTACTCCAGTCATAAAAGAATCTATTTTCCMTATTTAGTATATCTGTGTATTGAAGATAATATGGATTGTTCT
	GecuE^10       CTTTCTGCAAACTTACATCGCGTAACATATTCTCCGTCATATTTTGACTACTCCAGTCATAAAAGAATCTATTTTCCMTATTTAGTATATCTGTGTATTGAAGATAATATGGATTGTTCT
	GecuE^11      CTTTCTGCAAACTTACATCGCGTAACATATTCTCCGTCATATTTTGACTACTCCAGTCATAAAAGAATCTATTTTCCMTATTTAGTATATCTGTGTATTGAAGATAATATGGATTGTTCT
	GlicC^15     CTTTCTGCAAACTTACATCGCGTAACATATTCTCCGTCATATTTTGACTACTCCAGTCATAAAAGAATCTATTTTCCCTATTTAGTATATCTGTGTATTGAAGATAATATGGATTGTTCT
	GlicP^17      CTTTCTGCAAACTTACATCGCGTAACATATTCTCCGTCATATTTTGACTACTCCAGTCATAAAAGAATCTATTTTCCCTATTTAGTATATCTGTGTATTGAAGATAATATGGATTGTTCT
	GlicP^18      CTTTCTGCAAACTTACATCGCGTAACATATTCTCCGTCATATTTTGACTACTCCAGTCATAAAAGAATCTATTTTCCCTATTTAGTATATCTGTGTATTGAAGATAATATGGATTGTTCT
	GlicE^20      CTTTCTGCAAACTTACATCGCGTAACATATTCTCCGTCATATTTTGACTACTCCAGTCATAAAAGAATCTATTTTCCCTATTTAGTATATCTGTGTATTGAAGATAATATGGATTGTTCT
	GlicE^21      CTTTCTGCAAACTTACATCGCGTAACATATTCTCCGTCATATTTTGACTACTCCAGTCATAAAAGAATCTATTTTCCCTATTTAGTATATCTGTGTATTGAAGATAATATGGATTGTTCT
	GlicE^22      CTTTCTGCAAACTTACATCGCGTAACATATTCTCCGTCATATTTTGACTACTCCAGTCATAAAAGAATCTATTTTCCCTATTTAGTATATCTGTGTATTGAAGATAATATGGATTGTTCT
	GlicE^23       CTTTCTGCAAACTTACATCGCGTAACATATTCTCCGTCATATTTTGACTACTCCAGTCATAAAAGAATCTATTTTCCCTATTTAGTATATCTGTGTATTGAAGATAATATGGATTGTTCT
	GlicE^24       CTTTCTGCAAACTTACATCGCGTAACATATTCTCCGTCATATTTTGACTACTCCAGTCATAAAAGAATCTATTTTCCCTATTTAGTATATCTGTGTATTGAAGATAATATGGATTGTTCT
	GlicE^25      CTTTCTGCAAACTTACATCGCGTAACATATTCTCCGTCATATTTTGACTACTCCAGTCATAAAAGAATCTATTTTCCCTATTTAGTATATCTGTGTATTGAAGATAATATGGATTGTTCT
	GlicE^26      CTTTCTGCAAACTTACATCGCGTAACATATTCTCCGTCATATTTTGACTACTCCAGTCATAAAAGAATCTATTTTCCCTATTTAGTATATCTGTGTATTGAAGATAATATGGATTGTTCT
	GmorB^27    CTTTCTGCAAACTTACATCGCGTAACATATTCTCCGTCATATTTTGACTACTCCAGTCATAAAAGAATCTATTTTCCCTATTTAGTATATCTGTGTATTGAAGATAATATGGATTGTTCT
	GpasB^28    CTTTCTGCAAACTTACATCGCGTAACATATTCTCCGTCATATTTTGACTACTCCAGTCATAAAAGAATCTATTTTCCCTATTTAGTATATCTGTGTATTGAAGATAATATGGATTGTTCT
	GpasB^29    CTTTCTGCAAACTTACATCGCGTAACATATTCTCCGTCATATTTTGACTACTCCAGTCATAAAAGAATCTATTTTCCCTATTTAGTATATCTGTGTATTGAAGATAATATGGATTGTTCT


18 120
	GecuC^1     AAGTTTTCTATCCAAA-ACTGTCGACGGGTCCATCCAAAACCAGCCAACAGTGCTCAGCTAGTGATAAGTAATTTTGTATACATCACTTA-TTCTGCAATTCCTAAAATAACATACTTGG
	GecuP^4     AAGTTTTCTATCCAAATACTGTCGACGGGTCCATCCAAAACCAGCCAACAGTGCTCAGCTAGTGATAAGTAATTTTRTATACATCACTTA-TTTTGAAATTCCTAGAATAACATACTTGG
	GecuP^5      AAGTTTTCTATCCAAATACTGTCGACGGGTCCATCCAAAACCAGCCAACAGTGCTCAGCTAGTGATAAGTAATTTTGTATACATCACTTA-TTTTGAAATTCCTAGAATAACATACTTGG
	GecuE^8      AAGTTTTCTATCCAAATACTGTCGACGGGTCCATCCAAAACCAGCCAACAGTGCTCAGCTAGTGATAAGTAATTTTGTATACATCACTTA-TTYTGMAATTCCTARAATAACATACTTGG
	GecuE^9       AAGTTTTCTATCCAAATACTGTCGACGGGTCCATCCAAAACCAGCCAACAGTGCTCAGCTAGTGATAAGTAATTTTGTATACATCACTTA-TTTTGAAATTCCTAGAATAACATACTTGG
	GecuE^10       AAGTTTTCTATCCAAATACTGTCGACGGGTCCATCCAAAACCAGCCAACAGTGCTCAGCTAGTGATAAGTAATTTTGTATACATCACTTA-TTYTGMAATTCCTARAATAACATACTTGG
	GecuE^11      AAGTTTTCTATCCAAATACTGTCGACGGGTCCATCCAAAACCAGCCAACAGTGCTCAGCTAGTGATAAGTAATTTTRTATACATCACTTA-TTTTGAAATTCCTAGAATAACATACTTGG
	GlicC^15     AAGTTTTCTATCCAAATACTGTCGACGGGTCCATCCAAAACCAGCCAACAGTGCTCAGCTAGTGATAAGTAATTTTGTATACATCACTTA-TTTTGAAATTCCTAGAATAACATACTTGG
	GlicP^17      AAGTTTTCTATCCAAATACTGTCGACGGGTCCATCCAAAACCAGCCAACAGTGCTCAGCTAGTGATAAGTAATTTKKTATACATCACTTA-TTYTGMAATTCCTARAATAACATACTTGG
	GlicE^20      AAGTTTTCTATCCAAATACTGTCGACGGGTCCATCCAAAACCAGCCAACAGTGCTCAGCTAGTGATAAGTAATTTTRTATACATCACTTA-TTYTGMAATTCCTARAATAACATACTTGG
	GlicE^21      AAGTTTTCTATCCAAATACTGTCGACGGGTCCATCCAAAACCAGCCAACAGTGCTCAGCTAGTGATAAGTAATTTGTTATACATCACTTA-TTCTGCAATTCCTAAAATAACATACTTGG
	GlicE^22       AAGTTTTCTATCCAAATACTGTCGACGGGTCCATCCAAAACCAGCCAACAGTGCTCAGCTAGTGATAAGTAATTTTGTATACATCACTTA-TTTTGAAATTCCTAGAATAACATACTTGG
	GlicE^23       AAGTTTTCTATCCAAATACTGTCGACGGGTCCATCCAAAACCAGCCAACAGTGCTCAGCTAGTGATAAGTAATTTTGTATACATCACTTA-TTTTGAAATTCCTAGAATAACATACTTGG
	GlicE^24      AAGTTTTCTATCCAAATACTGTCGACGGGTCCATCCAAAACCAGCCAACAGTGCTCAGCTAGTGATAAGTAATTTTGTATACATCACTTA-TTTTGAAATTCCTAGAATAACATACTTGG
	GlicE^25      AAGTTTTCTATCCAAATACTGTCGACGGGTCCATCCAAAACCAGCCAACAGTGCTCAGCTAGTGATAAGTAATTTTATATACATCACTTANTTCTGCAATTCCTAAAATAACATACTTGG
	GmorB^27    AAGTTTTCTATCCAAATACTGTCGACGGGTCCATCCAAAACCAGCCAACAGTGCTCAGCTAGTGATAAGTAATTTTGTATACATCACTTA-TTYTGMAATTCCTARAATAACATACTTGG
	GpasB^28    AAGTTTTCTATCCAAATACTGTCGACGGGTCCATCCAAAACCAGCCAACAGTGCTCAGCTAGTGATAAGTAATTTTGTATACATCACTTA-TTTTGAAATTCCTAGAATAACATACTTGG
	GpasB^29    AAGTTTTCTATCCAAATACTGTCGACGGGTCCATCCAAAACCAGCCAACAGTGCTCAGCTAGTGATAAGTAATTTTGTATACATCACTTA-TTTTGAAATTCCTAGAATAACATACTTGG


22 120
	GecuC^1     TGACAAAATTACATTCCAGTATACCCCAAACCACAAACAAACCTGTTATTCCTCTCTGTTTCCTCATTTTCTACAACTTCCTAACATGTTGAAAATGTGTAATATGCACTTATAGTAGCT
	GecuP^4     TGACAAAATTACATTCCAGTATACCCCAAACCACAAACAAACCTGTTATTCCTCTCTGTTTCCTCATTTTCTACATCTTCCTAACATGTTGAAAATGTGTAATATGCACTTATAGTAGCT
	GecuP^5     TGACAAAATTACATTCCNGTATACCCCAAACCACAAACAAACCTGTTATTCCTCTCTGTTTCCTCATTTTCTACAWCYTCCTAACATGTTGAAAATGTGTAATATGCACTTATAGTAGCT
	GecuP^6      TGACAAAATTACATTCCAGTATACCCCAAACCACAAACAAACCTGTTATTCCTCTCTGTTTCCTCATTTTCTACATCTTCCTAACATGTTGAAAATGTGTAATATGCACTTATAGTAGCT
	GecuP^7      TGACAAAATTACATTCCAGTATACCCCAAACCACAAACAAACCTGTTATTCCTCTCTGTTTCCTCATTTTCTACATCTTCCTAACATGTTGAAAATGTGTAATATGCACTTATAGTAGCT
	GecuE^8      TGACAAAATTACATTCCAGTATACCCCAAACCACAAACAAACCTGTTATTCCTCTCTGTTTCCTCATTTTCTACATCTTCCTAACATGTTGAAAATGTGTAATATGCACTTATAGTAGCT
	GecuE^9       TGACAAAATTACATTCCAGTATACCCCAAACCACAAACAAACCTGTTATTCCTCTCTGTTTCCTCATTTTCTACATCTTCCTAACATGTTGAAAATGTGTAATATGCACTTATAGTAGCT
	GecuE^10       TGACAAAATTACATTCCAGTATACCCCAAACCACAAACAAACCTGTTATTCCTCTCTGTTTCCTCATTTTCTACATCTTCCTAACATGTTGAAAATGTGTAATATGCACTTATAGTAGCT
	GecuE^11       TGACAAAATTACATTCCAGTATACCCCAAACCACAAACAAACCTGTTATTCCTCTCTGTTTCCTCATTTTCTACATCTTCCTAACATGTTGAAAATGTGTAATATGCACTTATAGTAGCT
	GecuE^12      TGACAAAATTACATTCCAGTATACCCCAAACCACAAACAAACCTGTTATTCCTCTCTGTTTCCTCATTTTCTACATCTTCCTAACATGTTGAAAATGTGTAATATGCACTTATAGTAGCT
	GlicC^15     TGACAAAATTACATTCCAGTATACCCCAAACCACAAACAAACCTGTTATTCCTCTCTGTTTCCTCATTTTCTACAACTTCCTAACATGTTGAAAATGTGTAATATGCACTTATAGTAGCT
	GlicP^17      TGACAAAATTACATTCCAGTATACCCCAAACCACAAACAAACCTGTTATTCCTCTCTGTTTCCTCATTTTCTACAACTTCCTAACATGTTGAAAATGTGTAATATGCACTTATAGTAGCT
	GlicE^20      TGACAAAATTACATTCCAGTATACCCCAAACCACAAACAAACCTGTTATTCCTCTCTGTTTCCTCATTTTCTACAACTTCCTAACATGTTGAAAATGTGTAATATGCACTTATAGTAGCT
	GlicE^21      TGACAAAATTACATTCCAGTATACCCCAAACCACAAACAAACCTGTTATTCCTCTCTGTTTCCTCATTTTCTACAACTTCCTAACATGTTGAAAATGTGTAATATGCACTTATAGTAGCT
	GlicE^22      TGACAAAATTACATTCCAGTATACCCCAAACCACAAACAAACCTGTTATTCCTCTCTGTTTCCTCATTTTCTACAACTTCCTAACATGTTGAAAATGTGTAATATGCACTTATAGTAGCT
	GlicE^23       TGACAAAATTACATTCCAGTATACCCCAAACCACAAACAAACCTGTTATTCCTCTCTGTTTCCTCATTTTCTACAACTTCCTAACATGTTGAAAATGTGTAATATGCACTTATAGTAGCT
	GlicE^24       TGACAAAATTACATTCCAGTATACCCCAAACCACAAACAAACCTGTTATTCCTCTCTGTTTCCTCATTTTCTACAACTTCCTAACATGTTGAAAATGTGTAATATGCACTTATAGTAGCT
	GlicE^25      TGACAAAATTACATTCCAGTATACCCCAAACCACAAACAAACCTGTTATTCCTCTCTGTTTCCTCATTTTCTACANCTTCCTAACATGTTGAAAATGTGTAATATGCACTTATAGTAGCT
	GlicE^26      TGACAAAATTACATTCCAGTATACCCCAAACCACAAACAAACCTGTTATTCCTCTCTGTTTCCTCATTTTCTACAWCTTCCTAACATGTTGAAAATGTGTAATATGCACTTATAGTAGCT
	GmorB^27    TGACAAAATTACATTCCAGTATACCCCAAACCACAAACAAACCTGTTATTCCTCTCTGTTTCCTCATTTTCTACATCCTCCTAACATGTTGAAAATGTGTAATATGCACTTATAGTAGCT
	GpasB^28    TGACAAAATTACATTCCAGTATACCCCAAACCACAAACAAACCTGTTATTCCTCTCTGTTTCCTCATTTTCTACATCTTCCTAACATGTTGAAAATGTGTAATATGCACTTATAGYAGCT
	GpasB^29    TGACAAAATTACATTCCAGTATACCCCAAACCACAAACAAACCTGTTATTCCTCTCTGTTTCCTCATTTTCTACATCTTCCTAACATGTTGAAAATGTGTAATATGCACTTATAGTAGCT


20 120
	GecuC^1     TCTGAGTAAGCTCGCGATATTGTCGTAGGTACCATACGTACATAGGTAGAAGTACATACTGGGGGTTTTTCATCGTGGAAGAAAACGTTTCGATGCGTGTGTGCAGAAACGAGATGGTAG
	GecuP^4     TCTGAGTAAGCTCGCGATATTGTCGTAGGTACCATACGTACATAGGTAGAAGTACATACTGGGGGTTTTTCATCGTGGAAGAAAACGTTTCGATGCGTGTGTGCAGAAACGAGATGGTAG
	GecuP^5     TCTGAGTAAGCTCGCGATATTGTCGTAGGTACCATACGTACATAGGTAGAAGTACATACTGGGGGTTTTTCATCGTGGAAGAAAACGTTTCGATGCGTGTGTGCAGAAACGAGATGGTAG
	GecuP^6      TCTGAGTAAGCTCGCGATATTGTCGTAGGTACCATACGTACATAGGTAGAAGTACATACTGGGGG-TTTTCATCGTGGAAGAAAACGTTTCGATGCGTGTGTGGAGAAACGAGATGGTAG
	GecuE^8      TCTGAGTAAGCTCGCGATATTGTCGTAGGTACCATACGTACATAGGTAGAAGTACATACTGGGGGTTTTTCATCGTGRAAGAAAACGTTTCGATGCGTGTGTGCAGAAACGAGATGGTAG
	GecuE^9       TCTGAGTAAGCTCGCGATATTGTCGTAGGTACCATACGTACATAGGTAGAAGTACATACTGGGGGTTTTTCATCGTGGAAGAAAACGTTTCGATGCGTGTGTGCAGAAACGAGATGGTAG
	GecuE^10       TCTGAGTAAGCTCGCGATATTGTCGTAGGTACCATACGTACATAGGTAGAAGTACATACTGGGGGTTTTTCATCGTGGAAGAAAACGTTTCGATGCGTGTGTGSAGAAACGAGATGGTAG
	GecuE^11      TCTGAGTAAGCTCGCGATATTGTCGTAGGTACCATACGTACATAGGTAGAAGTACATACTGGGGGTTTTTCATCGTGRAAGAAAACGTTTCGATGCGTGTGTGCAGAAACGAGATGGTAG
	GlicC^15     TCTGAGTNAGCTCGCGATATTGTCGTAGGTACCATACGTACATAGGTAGAAGTACATACTGGNGGTTTTTCATCGTGGAAGAAAACGTTTCGATGCGTGTGTGCAGAAACGAGATGGTAG
	GlicP^17      TCTGAGTAAGCTCGCGATATTGTCGTAGGTACCATACGTACATAGGTAGAAGTACATACTGGGGGTTTTTCATCGTGGAAGAAAACGTTTCGATGCNTGTGTGCAGAAACGAGATNGTAG
	GlicP^18      TCTGAGTAAGCTCGCGATATTGTCGTAGGTACCATACGTACATAGGTAGAAGTACATACTGGGGGTTTTTCATCGTGGAAGAAAACGTTTCGATGCGTGTGTGCAGAAACGAGATGGTAG
	GlicE^20      TCTGAGTAAGCTCGCGATATTGTCGTAGGTACCATACGTACATAGGTAGAAGTACATACTGGGGGTTTTTCATCGTGGAAGAAAACGTTTCGATGCGTGTGTGCAGAAACGAGATGGTAG
	GlicE^21      TCTGAGTAAGCTCGCGATATTGTCGTAGGTACCATACGTACATAGGTAGAAGTACATACTGGGGGTTTTTCATCGTGGAAGAAAACGTTTCGATGCGTGTGTGCAGAAACGAGATGGTAG
	GlicE^22       TCTGAGTAAGCTCGCGATATTGTCGTAGGTACCATACGTACATAGGTAGAAGTACATACTGGGGGTTTTTCATCGTGGAAGAAAACGTTTCGMTGCGTGTGTGCAGAAACGAGATGGTAG
	GlicE^23       TCTGAGTAAGCTCGCGATATTGTCGTAGGTACCATACGTACATAGGTAGAAGTACATACTGGGGGTTTTTCATCGTGGAAGAAAACGTTTCGATGCGTGTGTGCAGAAACGAGATGGTAG
	GlicE^24      TCTGAGTAAGCTCGCGATATTGTCGTAGGTACCATACGTACATAGGTAGAAGTACATACTGGGGGTTTTTCATCGTGGAAGAAAACGTTTCGATGCGTGTGTGCAGAAACGAGATRGTAG
	GlicE^25      TCTGAGTAAGCTCGCGATATTGTCGTAGGTACCATACGTACATAGGTAGAAGTACATACTGGGGGTTTTTCATCGTGGAAGAAAACGTTTCGATGCGTGTGTGCAGAAACGAGATGGTAG
	GmorB^27    TCTGAGTAAGCTCGCGATATTGTCGTAGGTACCATACGTACATAGGTAGAAGTACATACTGGGGGTTTTTCATCGTGGAAGAAAACGTTTCGATGCGTGTGTGCAGAAACGAGATGGTAG
	GpasB^28    TCTGAGKAAGCTCGCGATATTGTCGTAGGTACCATACGTACATAGGTAGAAGTACATACTGGGGGTTTTTCATCGTGGAAGAAAACGTTTCGATGCGTGTGTGCAGAAACGAGATGGTAG
	GpasB^29    TCTGAGTAAGCTCGCGATATTGTCGTAGGTACCATACGTACATAGGTAGAAGTACATACTGGGGGTTTTTCATCGTGGAAGAAAACGTTTCGATGCGTGTGTGCAGAAACGAGATGGTAG


18 120
	GecuC^1     TTTCGAACATATTTTCCCGTGTAGTTGGGCGTATTTGATGCACAATATCTCTTATTCTTCCCCACACGTAAAAATCTAGCACGTTATGATCCGGAGATCTAGGANGACACGGAAACAAAC
	GecuP^4     TTTCGAACATATTTTCCCGTGTAGTTGGGCGTATTTGATGCACAATATCTCTTATTCTTCCCCACACGTAAAAATCTAGCACGTTATGATCCGGAGATCTAGGAGGACACGGAAACAAAC
	GecuP^5      TTTCGAACATATTTTCCCGTGTAGTTGGGCGTATTTGATGCACAATATCTCTTATTCTTCCCCACACGTAAAAATCTAGCACGTTATGATCCGGAGATCTAGGAGGACACGGAAACAAAC
	GecuE^8      TTTCGAACATATTTTCCCGTGTAGTTGGGCGTATTTGATGCACAATATCTCTTATTCGTCCCCACACGTAAAAATCTAGCACGTTATGATCCGGAGATCTAGGAGGACACGGAAACAAAC
	GecuE^9       TTTCGAACATATTTTCCCGTGTAGTTGGGCGTATTTGATGCACAATATCTTTTATTCGTCCCCACACGTAAAAATCTAGCACGTTATGATCCGGAGATCTAGGAGGACACGGAAACAAAC
	GecuE^10       TTTCGAACATATTTTCCCGTGTAGTTGGGCGTATTTGATGCACAATATCTTTTATTCGTCCCCACACGTAAAAATCTAGCACGTTATGATCCGGAGATCTAGGAGGACACGGAAACAAAC
	GlicC^15     TTTCGAACATATTTTCCCGTGTAGTTGGGCGTATTTGATGCACAATATCTNTTATTCGTCCCCACACGTAAAAATCTAGCACGTTATGATCCGGAGATNTAGGAGGACACGGAAACAAAC
	GlicP^17      TTTCGAACATATTTTCCCGTGTAGTTGGGCGTATTTGATGCACAATATCTCTGATTCTTCCCCACACGTAAAAATCTAGCACGTTATGATCCGGAGATCTAGGAGGACACGGAAACAAAC
	GlicE^20      TTTCGAACATATTTTCCCGTGTAGTTGGGCGTATTTGATGCACAATATCTCTKATTCKTCCCCACACGTAAAAATCTAGCACGTTATGATCCGGAGATCTAGGAGGACACGGAAACAAAC
	GlicE^21      TTTCGAACATATTTTCCCGTGTAGTTGGGCGTATTTGATGCACAATATCTCTTATTCGTCCCCACACGTAAAAATCTAGCACGTTATGATCCGGAGATYTAGGAGGACACGGAAACAAAC
	GlicE^22      TTTCGAACATATTTTCCCGTGTAGTTGGGCGTATTTGATGCACAATATCTYTTATTCKTCCCCACACGTAAAAATCTAGCACGTTATGATCCGGAGATCTAGGAGGACACGGAAACAAAC
	GlicE^23       TTTCGAACATATTTTCCCGTGTAGTTGGGCGTATTTGATGCACAATATCTYTTATTCGTCCCCACACGTAAAAATCTAGCACGTTATGATCCGGAGATCTAGGAGGACACGGAAACAAAC
	GlicE^24       TTTCGAACATATTTTCCCGTGTAGTTGGGCGTATTTGATGCACAATATCTCTTATTCKTCCCCACACGTAAAAATCTAGCACGTTATGATCCGGAGATCTAGGAGGACACGGAAACAAAC
	GlicE^25      TTTCGAACATATTTTCCCGTGTAGTTGGGCGTATTTGATGCACAATATCTYTKATTCKTCCCCACACGTAAAAATCTAGCACGTTATGATCCGGAGATCTAGGAGGACACGGAAACAAAC
	GlicE^26      TTTCGAACATATTTTCCCGTGTAGTTGGGCGTATTTGATGCACAATATCWCTTATTCKTCCCCACACGTAAAAATCTAGCACGTTATGATCCGGAGATCTAGGAGGACACGGAAACAMAC
	GmorB^27    TTTCGAACATATTTTCCCGTGTAGTTGGGCGTATTTGATGCACAATATCTCTTATTCGTCCCCACACGTAAAAATCTAGCACGTTATGATCCGGAGATCTAGGAGGACACGGAAACAAAC
	GpasB^28    TTTCGAACATATTTTCCCGTGTAGTTGGGCGTATTTGATGCACAATATCTCTTATTCTTCCCCACACGTAAAAATCTAGCACGTTATGATCCGGAGATCTAGGAGGACACGGAAACAAAC
	GpasB^29    TTTCGAACATATTTTCCCGTGTAGTTGGGCGTATTTGATGCACAATATCTCTTATTCTTCCCCACACGTAAAAATCTAGCACGTTATGATCCGGARATCTAGGAGGACACGGAAACAAAC


18 120
	GecuC^1     ACAAAGAACTATTTCTTCAAACCATTATGGTAATAAAACCATAACTGATACCTACAGAATTTCGCAAAAGGTATTCCAATAAATGAAGACCGTAAAACTAT-AAAAGAGGTTATATTTTT
	GecuP^4     ACAAAGAACTATTTCTTCAAACCATTATGGTAATAAAACCATAACTGATACCTACAGAATTTCGCAAAAGGTATTCCAATAAATGAAGACCGTAAAACTATAAAAAGAGGTTATATTTTT
	GecuP^5     ACAAAGAACTATTTCTTCAAACCATTATGGTAATAAAACCATAACTGATACCTACAGAATTTCGCAAAAGGTATTCCAATAAATGAAGACCGTAAAACTATAAAAAGAGGTTATATTTTT
	GecuP^6      ACAAAGAACTATTTCTTCAAACCATTATGGTAATAAAACCATAACTGATACCTACAGAATTTCGCAAAAGGTATTCCAATAAATGAAGACCGTAAAACTATAAAAAGAGGTTATATTTTT
	GecuP^7      ACAAAGAACTATTTCTTCAAACCATTATGGTAATAAAACCATAACTGATACCTACAGAATTTCGCAAAAGGTATTCCAATAAATGAAGACCGTAAAACTATAAAAAGAGGTTATATTTTT
	GecuE^8      ACAAAGAACTATTTCTTCAAACCATTATGGTAATAAAACCATAACTGATACCTACAGAATTTCGCAAAAGGTATTCCAATAAATGAAGACCGTAAAACTATAAAAAGAGGTTATATTTTT
	GecuE^9       ACAAAGAACTATTTCTTCAAACCATTATGGTAATAAAACCATAACTGATACCTACAGAATTTCGCAAAAGGTATTCCAATAAATGAAGACCGTAAAACTATAAAAAGAGGTTATATTTTT
	GecuE^10       ACAAAGAACTATTTCTTCAAACCATTATGGTAATAAAACCATAACTGATACCTACAGAATTTCGCAAAAGGTATTCCAATAAATGAAGACCGTAAAACTATAAAAAGAGGTTATATTTTT
	GecuE^11      ACAAAGAACTATTTCTTCAAACCATTATGGTAATAAAACCATAACTGATACCTACAGAATTTCGCAAAAGGTATTCCAATAAATGAAGACCGTAAAACTATAAAAAGAGGTTATATTTTT
	GlicC^15     ACAAAGAACTATTTCNTCAAACCATTATGGTAATAAAACCATAACTGATACCTACAGAATTTCGCAAAAGGTATTCCAATAAATGAAGACCGTAAAACTATAAAAAGAGNTTATATTTTT
	GlicP^17      ACAAAGAACTATTTCTTCAAACCATTATGGTAATAAAACCATAACTGATACCTACAGAATTTCGCAAAAGGTATTCCAATAAATGAAGACCGTAAAACTATAAAAAGAGRTTATATTTTT
	GlicE^20      ACAAAGAACTATTTCTTCAAACCATTATGGTAATAAAACCATAACTGATACCTACAGAATTTCGCAAAAGGTATTCCAATAAATGAAGACCGTAAAACTATAAAAAGAGGTTATATTTTT
	GlicE^21       ACAAAGAACTATTTCTTCAAACCATTATGGTAATAAAACCATAACTGATACCTACAGAATTTCGCAAAAGGTATTCCAATAAATGAAGACCGTAAAACTATAAAAAGAGRTTATATTTTT
	GlicE^22       ACAAAGAACTATTTCTTCAAACCATTATGGTAATAAAACCATAACTGATACCTACAGAATTTCGCAAAAGGTATTCCAATAAATGAAGACCGTAAAACTATAAAAAGAGGTTATATTTTT
	GlicE^23      ACAAAGAACTATTTCTTCAAACCATTATGGTAATAAAACCATAACTGATACCTACAGAATTTCGCAAAAGGTATTCCAATAAATGAAGACCGTAAAACTATAAAAAGAGGTTATATTTTT
	GlicE^24      ACAAAGAACTATTTCTTCAAACCATTATGGTAATAAAACCATAACTGATACCTACAGAATTTCGCAAAAGGTATTCCAATAAATGAAGACCGTAAAACTATAAAAAGAGRTTATATTTTT
	GmorB^27    ACAAAGAACTATTTCTTCAAACCATTATGGTAATAAAACCATAACTGATACCTACAGAATTTCGCAAAAGGTATTCCAATAAATGAAGACYGTAAAACTATAAAAAGAGGTTATATTTTT
	GpasB^28    ACAAAGAACTATTTCTTCAAACCATTATGGTAATAAAACCATAACTGATACCTACAGAATTTCGCAAAAGGTATTCCAATAAATGAAGACCGTAAAACTATAAAAAGAGGTTATATTTTT


19 120
	GecuC^1     TCGTAAAACACATAAATAGAGGCATTTTCGTACTAAAATCATGAGTCGTCTGGCAGTAATCAACGAATCAACKAGTTGAGTGTAGCCATAAGTGRTCTAGTGTGAAARAAA-CTAGTTAT
	GecuP^4     TCGTAAAACACATAAATAGAGGCATTTTCGTACTAAAATCATGAGTCGTCTGGCAGTAATCAACGAATCAACTAGTTGAGTGTAGCCATAAGTGGTCTAGTGTGAAAGAAATYTAGTTAT
	GecuP^5      TCGTAAAACACATAAATAGAGGCATTTTCGTACTAAAATCATGAGTCGTCTGGCAGTAATCAACGAATCAACTAGTTGAGTGTAGCCATAAGTGGTCTAGTGTGAAAAAAATCTAGTTAT
	GecuE^8      TCGTAAAACACATAAATAGAGGCATTTTCGTACTAAAATCATGAGTCGTCTGGCAGTAATCAACGAATCAACTAGTTGAGTGTAGCCATAAGTGGTCTAGTGTGAAAGAAATCTAGTTAT
	GecuE^9       TCGTAAAACACATAAATAGAGGCATTTTCGTACTAAAATCATGAGTCGTCTGGCAGTAATCAACGAATCAACTAGTTGAGTGTAGCCATAAGTGGTCTAGTGTGAAAGAAATCTAGTTAT
	GecuE^10       TCGTAAAACACATAAATAGAGGCATTTTCGTACTAAAATCATGAGTCGTCTGGCAGTAATCAACGAATCAACTAGTTGAGTGTAGCCATAAGTGGTCTAGTGTGAAAAAAATCTAGTTAT
	GecuE^11      TCGTAAAACACATAAATAGAGGCATTTTCGTACTAAAATCATGAGTCGTCTGGCAGTAATCAACGAATCAACTAGTTGAGTGTAGCCATAAGTGGTCTAGTGTGAAARAAATCTAGTTAT
	GlicC^15     TYGTAAAACACATAAATAGAGGCATTTTCRTACTAAAATCATGAGTCGTCTGGCAGTAATCAACGAATCAACTAGTTGAGTGTAGCCATAAGTGGTCTAGTGTGAAAGAAATCTAGTTAT
	GlicP^17      TCGTAAAACACATAAATAGAGGCATTTTCGTACTAAAATCATGAGTCGTCTGGCAGTAATCAACGAATCAACTAGTTGAGTGTAGCCATAAGTGGTCTAGTGTGAAAGAAATCTAGTTAT
	GlicE^20      TCGTAAAACACATAAATAGAGGCATTTTCGTACTAAAATTATGAGTCNTCTGGCAGTAATCAACGAATCAACTAGTTGAGTGTAGCCATAAATGGTCTAGTGTGAAAGAAATCTAGTTAT
	GlicE^21      TCGTAAAACACATAAATAGAGGCATTTTCGTACTAAAATCATGAGTCGTCTGGCAGTAATCAACGAATCAACTAGTTGAGTGTAGCCATAAGTGGTCTAGTGTGAAAGAAATCTAGTTAT
	GlicE^22      TCGTAAAACACATAAATAGAGGCATTTTCGTACTAAAATCATGAGTCGTCTGGCAGTAATCAACGAATCAACTAGTTGAGTGTAGCCATAAGTGGTCTACTGTGAAAGAAATCTAGTTAT
	GlicE^23       TCGTAAAACACATAAATAGAGGCATTTTCGTACTAAARTCATGAGTCGTCTGGCAGTAATCAACGAATCAACTAGTTGAGTGTAGCCATAAGTGGTCTAGTGTGAAAGAAATCTAGTTAT
	GlicE^24       TCGTAAAACMCATAAATAGAGGCATTTTCGTACTAAAATCATGAGTCGTCTGGCAGTAATCAACGAATCAACTAGTTGAGTGTAGCCATAAGTGGTCTAGTGTGAAAGAAATCTAGTTAT
	GlicE^25      TYGTAAAACACATAAATAGAGGCATTTTCRTACTAAAATCATGAGTCGTCTGGCAGTAATCAACGAATCAACTAGTTGAGTGTAGCCATAAGTGGTCTAGTGTGAAAGAAATCTAGTTAT
	GlicE^26      TCGTAAAACACATAAATAGAGGCATTTTCGTACTAAAATCATGAGTCGTCTGGCAGTAATCAACGAATCAACTAGTTGAGTGTAGCCATAAGTGGTCTAGTGTGAAAGAAATCTAGTTAT
	GmorB^27    TCGTAAAACACATAAATAGAGGCATTTTCGTACTAAAATCATGAGTCGTCTGGCAGTAATCAACGAATCAACTAGTTGAGTGTAGCCATAAGTGGTCTAGTGTGAAAGAAATYTAGTTAT
	GpasB^28    TCGTAAAACACATAAATAGAGGCATTTTCGTACTAAAATCATGAGTCGTCTGGCAGTAATCWACGAATCAACTAGTTGAGTGTAGCCATAAGTGGTCTAGTGTGAAARAAATCTAGTTAT
	GpasB^29    TCGTAAAACACATAAATAGAGGCATTTTCGTACTAAAATCATGAGTCGTCTGGCAGTAATCAACGAATCAACTAGTTGAGTGTAGCCATAAGTGGTCTAGTGTGAAAGAAATCTAGTTAT


21 120
	GecuC^1     CTGCAGTGCATGTTGGAAGTGCGTAGAGAAGGCGTTGTAGCAGAAATAAATGATAATAATATTTGTGTGTTCTTCGTAGGTACAGTTATTTATTGATGCAGATGATTGATTCCATTATAA
	GecuP^4     CTGCAGTGCATGTTGGAAGTGCGTAGAGAAGGCGTTGTAGCAGAAATAAATGATAATAATATTTGTGTGTTCTTCGTAGGTACAGTTATTTATTGATGCAGATGATTGATTCCATTATAA
	GecuP^5      CTGCAGTGCATGTTGGAAGTGCGTAGAGAAGGCGTTGTAGCAGAAATAAATGATAATAATATTTGTGTGTTCTTCGTAGGTACAGTTATTTATTGATGCAGATGATTGATTCCATTATAA
	GecuE^8      CTGCAGTGCATGTTGGAAGTGCGTAGAGAAGGCGTTGTAGCAGAAATAAATGATAATAATATTTGTGTGTTCTTYGTAGGTACAGTTATTTATTGATGCAGATGATTGATTCCATTATAA
	GecuE^9       CTGCAGTGCATGTTGGAAGTGCGTAGAGAAGGCRTTGTAGCAGAAATAAATGATAATAATATTTGTGTGTTCTTCGTAGGTACAGTTATTTATTGATGCAGATGATTGATTCCATTATAA
	GecuE^10       CTGCAGTGCATGTTGGAAGTGCGTAGAGAAGGCGTTGTAGCAGAAATAAATGATAATAATATTTGTGTGTTCTTYGTAGGTACAGTTATTTATTGATGCAGATGATTGATTCCATTATAA
	GecuE^11      CTGCAGTGCATGTTGGAAGTGCGTAGAGAAGGCGTTGTAGCAGAAATAAATGATAATAATATTTGTGTGTTCTTCGTAGGTACAGTTATTTATTGATGCAGATGATTGATTCCATTATAA
	GlicC^15     CTGCAGTGCATGTTGGAAGTGCGTAGAGAAGGCGTTGTAGCAGAAATAAATGATAATAATATTTGTGTGTTCTTYGTAGGTACAGTTATTTATTGATGCAGATGATTGATTCCATTRTAA
	GlicP^17      CTGCAGTGCATGTTGGAARTGCGTAGAGAAGGCGTTGTAGCAGAAATAAATGATAATAATATTTGTGTGTTCTTYGTAGGTACAGTTATTTATTGATGCAGATGATTGATTCCATTATAA
	GlicP^18      CTGCAGTGCATGTTGGAAGTGCGTAGAGAAGGCGTTGTAGCAGAAATAAATGATAATAATATTTGTGTGTTCTTCGTAGGTACAGTTATTTATTGATGCAGATGATTGATTCCATTATAA
	GlicP^19      CTGCAGTGCATGTTGGAARTGCGTAGAGAAGGCGTTGTAGCAGAAATAAATGATAATAATATTTGTGTGTTCTTYGTAGGTACAGTTATTTATTGATGCAGATGATTGATTCCATTATAA
	GlicE^20      CTGCAGTGCATGTTGGAAGTGCGTAGAGAAGGCGTTGTAGCAGAAATAAATGATAATAATATTTGTGTGTTCTTCGTAGGTACAGTTATTTATTGATGCAGATGATTGATTCCATTATAA
	GlicE^21      CTGCAGTGCATGTTGGAAGTGCGTAGAGAAGGCGTTGTAGCAGAAATAAATGATAATAATATTTGTGTGTTCTTCGTAGGTACAGTTATTTATTGATGCAGATGATTGATTCCATTATAA
	GlicE^22      CTGCAGTGCATGTTGGAAGTGCGTAGAGAAGGCGTTGTAGCAGAAATAAATGATAATAATATTTGTGTGTTCTTCGTAGGTACAGTTATTTATTGATGCAGATGATTGATTCCATTATAA
	GlicE^23       CTGCAGTGCATGTTGGAAGTGCGTAGAGAAGGCGTTGTAGCAGAAATAAATGATAATAATATTTGTGTGTTCTTCGTAGGTACAGTTATTTATTGATGCAGATGATTGATTCCATTATAA
	GlicE^24       CTGCAGTGCATGTTGGAAGTGCGTAGAGAAGGCGTTGTAGCAGAAATAAATGATAATAATATTTGTGTGTTCTTCGTAGGTACAGTTATTTATTGATGCAGATGATTGATTCCATTATAA
	GlicE^25      CTGCAGTGCATGTTGGAAGTGCGTAGAGAAGGCGTTGTAGCAGAAATAAATGATAATAATATTTGTGTGTTCTTCGTAGGTACAGTTATTTATTGATGCAGATGATTGATTCCATTATAA
	GlicE^26      CTGCAGTGCATGTTGGAAGTGCGTAGAGAAGGCGTTGTAGCAGAAATAAATGATAATAATATTTGTGTGTTCTTCGTAGGTACAGTTATTTATTGATGCAGATGATTGATTCCATTATAA
	GmorB^27    CTGCAGTGCATGTTGGAAGTGCGTAGAGAAGGCGTTGTAGCAGAAATAAATGATAATAATATTTGTGTGTTCTTCGTAGGTACAGTTATTTATTGATGCAGATGATTGATTCCATTATAA
	GpasB^28    CTGCAGTGCATGTTGGAAGTGCGTAGAGAAGGCGTTGTAGCAGAAATAAATGATAATAATATTTGTGTGTTCTTCGTAGGTACAGTTATTTATTGATGCAGATGATTGATTCCATTATAA
	GpasB^29    CTGCAGTGCATGTTGGAAGTGCGTAGAGAAGGCGTTGTAGCAGAAATAAATGATAATAATATTTGTGTGTTCTTCGTAGGTACAGTTATTTATTGATGCAGATGATTGATTCCATTATAA


16 120
	GecuC^1     AATCTTGCATTTGCTTCGGATGATTTACGGAAGTATACGTATTGGATACATATTGGATATTGGNCATTTAGATGGAGNAGTGCGTATGAACTAATGCGAATTATTGCGCGTAATAAATAA
	GecuP^4     AATCTTGCATTTGCTTCGGATGATTTGCGGAAGTATACGTATTGGATACATATTGGATATTGGACATTTAGATGGAGAAGTGCGTATGAACTAATGCGAATTATTGCGCGTAATAAATAA
	GecuP^5      AATCTTGCATTTGCTTCGGATGATTTACGGAAGTATACGTATTGGATACATATTGGATATTGGACATTTAGATGGAGAAGTGCGTATGAACTAATGCGAATTATTGCGCGTAATAAATAA
	GecuP^6      AATCTTGCATTTGCTTCGGATGATTTACGGAAGTATACGTATTGGATACATATTGGATATTGGACATTTAGATGGAGAAGTGCGTATGAACTAATGYGAATTATTGCGCGTAATAAATAA
	GecuE^8      AATCTTGCATTTGCTTCGGATGATTTACGGAAGTATACGTATTGGATACATATTGGATATTGGACATTTAGATGGAGAAGTGCGTATGAACTAATGCGAATTATTGCGCGTAATAAATAA
	GecuE^9      AATCTTGCATTTGCTTCGGATGATTTACGGAAGTATACGTATTGGRTACATATTGRATATTGGACATTTAGATGGAGAAGTGCGTATGAACTAATGCGAATTATTGCGCGTAATAAATAA
	GlicC^15     AATCTTGCATTTGCTTCGGATGATTTACGGAAGTATACGTATTGGATACATATTGGATATTGGACATTTAGATGGAGAAGTGCGTATGAACTAATGCGAATTATTGCGCGTAATAAATAA
	GlicC^16     AATCTTGCATTTGCTTCGGATGATTTACGGAAGTATACGTATTGGATACATATTGGATATTGGACATTTAGATGGAGAAGTGCGTATGAACTAATGCGAATTATTGCGCGTAATAAATAA
	GlicP^17      AATCTTGCATTTGCTTCGGATGATTTACGGAAGTATACGTATTGGATACATATTGGATATTGGACATTTAGATGGAGAAGTGCGTATGAACTAATGCGAATTATTGCGCGTAATAAATAA
	GlicP^18      AATCTTGCATTTGCTTCGGATGATTTACGGAAGTATACGTATTGGATACATATTGGATATTGGACATTTAGATGGAGAAGTGCGTATGAACTAATGCGAATTATTRCGYGTAATAAATAA
	GlicE^20      AATCTTGCATTTGCTTCGGATGATTTACGGAAGTATACGTATTGGATACATATTGGATATTGGACATTTAGATGGAGAAGTGCGTATGAACTAATGCGAATTATTGCGCGTAATAAATAA
	GlicE^21      AATCTTGCATTTGCTTCGGATGATTTACGGAAGTATACGTATTGGATACATATTGGATATTGGACATTTAGATGGAGAAGTGCGTATGAACTAATGCGAATTATTGCGCGTAATAAATAA
	GlicE^22      AATCTTGCATTTGCTTCGGATGATTTACGGAAGTATACGTATTGGATACATATTGGATATTGGACATTTAGATGGAGAAGTGCGTATGAACTAATGCGAATTATTGCGCGTAATAAATAA
	GlicE^23      AATCTTGCATTTGCTTCGGATGATTTACGGAAGTATACGTATTGGGTACATATTGAATATTGGACATTTAGATGGAGAAGTGCGTATGAACTAATGCGAATTATTGCGCGTAATAAATAA
	GmorB^27    AATCTTGCATTTGCTTCGGATGATTTACGGAAGTATACGTATTGGATACATATTGAATATTGGACATTTAGATGGAGAAGTGCGTATGAACTAATGCGAATTATTGCGCGTAATAAATAA
	GpasB^28    AATCTTGCATTTGCTTCGGATGATTTACGGAAGTATACGTATTGGATACATATTGGATATTGGACATTTAGATGGAGAAGTGCGTATGAACTAATGCGAATTATTGCGCGTAATAAATAA


18 120
	GecuC^1     TTATATTTAGCCGAACACAATTCRCAAGAATAAGGGCAATCCCCCATATGCACTGTCATATGTCTTTTCAGTCTTGAAGCCCGGCCAAACGACTGTTTRCAAATTTCRCAAGTAAAAGGC
	GecuP^4     TTATATTTAGCCGAACACAATTCACAAGAATAAGGGCAATCCCCCATATGCACTGTCATATGTCTTTTCAGTCTTGAAGCCCGGCCAAACGACTGTTTGCAAATTTCRCAAGTAAAAGGC
	GecuP^5     TTATATTTAGCCGAACACAATTCACAAGAATAAGGGCAATCCCCCATATGCACTGYCATATGTCTTTTCAGTCTTGAAGCCCGGCCAAACGACTGTTTGCAAATTTCGCAAGTAAAAGGC
	GecuP^6      TTATATTTAGCCGAACACAATTCACAAGAATAAGGGCAATCCCCCATATGCACTGTCATATGTCTTTTCAGTCTYGAAGCCCGGCCAAACGACTGTTTGCAAATTTCACAAGTAAAAGGC
	GecuE^8      TTATATTTAGCCGAACACAATTCACAAGAATAAGGGCAATCCCCCATATGCACTGTCATATGTCTTTTCAGTCTTGAAGCCCGGCCAAACGACTGTTTGCAAATTTCRCAAGTAAAAGGC
	GecuE^9       TTATATTTAGCCGAACACAATTCACAAGAATAAGGGCAATCCCCCATATGCACTGYCATATGTCTTTTCAGTCTTGAAGCCCGGCCAAACGACTGTTTGCAARTTTCRCAAGTAAAAGGC
	GecuE^10       TTATATTTAGCCGAACACAATTCACAAGAATAAGGGCAATCCCCCATATGCACTGTCATATGTCTTTTCAGTCTTGAAGCCCGGCCAAACGACTGTTTGCAARTTTCACAAGTAAAAGGC
	GlicC^15     TTATATTTAGCCGAACACAATTCACAAGAATAAGGGCAATCCCCCATATGCACTGTCATATGTCTTTTCAGTCTTGAAGCCCGGCCAAACGACTGTTTRCAAATTTCGCAAGTAAAAGGC
	GlicP^17      TTANATTTAGCCGAACACAANTCACAAGAATAAGGGCAATCCCCCATATGCACTGTCATATGTCTTTTCANTCTTGAAGCCCGGCCAAACGACTGTTTGCAAATTTCNCAAGTAAAAGGC
	GlicP^18      TTATATTTAGCCGAACACAATTCACAAGAATAAGGGCAATCCCCCATATGCACTGTCATATGTCTTTTCAGTCTTGAAGCCCGGCCAAACGACTGTTTGCAAATTTCGCAAGTAAAAGGC
	GlicE^20      TTATATTTAGCCGAACACAATTCACAAGAATAAGGGCAATCCCCCATATGCACTGTCATATGTCTTTTCAGTCTTGAAGCCCGGCCAAACGACTGTTT-CAAATTTCGCAAGTAAAAGGC
	GlicE^21      TTATATTTAGCCGAACACAATTCACAAGAATAAGGGCAATCCCCCATATGCACTGTCATATGTCTTTTCAGTCTTGAAGCCCGNCCAAACGACTGTTTGCAAATTTCRCAAGTAAAAGGC
	GlicE^22      TTATATTTAGCCGAACACAATTCACAAGAATAAGGGCAATCCCCCATATGCACTGTCATATGTCTTTTCAGTCTTGAAGCCCGGCCAAACGACTGTTTGCAAATTTCGCAAGTAAAAGGC
	GlicE^23       TTATATTTAGCCGAACACAATTCACAAGAATAAGGGCAATCCCCCATATGCACTGTCATATGTCTTTTCAGTCTTGAAGCCCGGCCAAACGACTGTTTGCAAATTTCRCAAGTAAAAGGC
	GlicE^24       TTATATTTAGCCGAACACAATTCACAAGAATAAGGGCAATCCCCCATATGCACTGTCATATGTCTTTTCAGTCTTGAAGCCCGGCCAAACGACTGTTTGCAAATTTCGCAAGTAAAAGGC
	GlicE^25      TTATATTTAGCCGAACACAATTCACAAGAATAAGGGCAATCCCCCATATGCACTGTCATATGTCTTTTCAGTCTTGARGCCCGGCCAAACGACTGTTTGCAAATTTCRCAAGTAAAAGGC
	GmorB^27    TTATATTTAGCCGAACACAATTCACAAGAATAAGGGCAATCCCCCATATGCACTGTCATATGTCTTTTCAGTCTTGAAGCCCGGCCAAACGACTGTTTGCAARTTTCRCAAGTAAAAGGC
	GpasB^28    TTATATTTAGCCGAACACAATTCACAAGAATAAGGGCAATCCCCCATATGCACTGTCATATGTCTTTTCAGTCTTGAAGCCCGGCCAAACGACTGTTTGCAAGTTTCACAAGTAAAAGGC


17 120
	GecuC^1     CAGTGGA-TTTTTTTTTATAAACATAATTCGCCGATCTAACATTGTGATTGGTTTTCGTAGTCACTCTAGATTTTTTGGTTATACATTTTGAACCATTTTCAAAGTGAAATGCATTATTT
	GecuP^4     CAGTGGA-TTTTTTTTTATAAACATAATTCGCCGATCTAACATTGTGATTGGTTTTCGTAGTCACTCTAGATTTTTTGGTTATACATTTTGAACCATTTTCAAAGTGAAATGCATTATTT
	GecuP^5     CAGTGGA-TTTTTTTTTATAAACATAATTCGCCGATCTAACATTGTGATTGGTTTTCGTAGTCACTCTAGATTTTTTGGTTATACATTTTGAACCATTTTCAAAGTGAAATGCATTATTT
	GecuP^6      CAGTGGA-TTTTTTTTTATAAACATAATTCGCCGATCTAACATTGTGATTGGTTTTCGTAGTCACTCTAGATTTTTTGGTTATACATTTTGAACCATTTTCAAAGTGAAATGCATTATTT
	GecuE^8      CAGTGGA-TTTTTTTTTATAAACATAATTCGCCGATCTAACATTGTGATTGGTTTTCGTAGTCACTCTAGATTTTTTGGTTATACATTTTGAACCATTTTCAAAGTGAAATGCATTATTT
	GecuE^9       CAGTGGA-TTTTTTTTTATAAACATAATTCGCCGATCTAACATTGTGATTGGTTTTCGTAGTCACTCTAGATTTTTTGGTTATACATTTTGAACCATTTTCAAAGTGAAATGCATTATTT
	GecuE^10       CAGTGGA-TTTTTTTTTATAAACATAATTCGCCGATCTAACATTGTGATTGGTTTTCGTAGTCACTCTAGATTTTTTGGTTATACATTTTGAACCATTTTCAAAGTGAAATGCATTATTT
	GecuE^11      CAGTGGA-TTTTTTTTTATAAACATAATTCGCCGATCTAACATTGTGATTGGTTTTCGTAGTCACTCTAGATTTTTTGGTTATACATTTTGAACCATTTTCAAAGTGAAATGCATTATTT
	GlicC^15     CAGTGGA-TTTTTTTTTATAAACATAATTCGCCGATCTAACATTGTGATTGGTTTTCGTAGTCACTCTAGATTTTTTGGTTATACATTTTGAACCATTTTCAAAGTGAAATGCATTATTT
	GlicP^17      CAGTGGA-TTTTTTTTTATAAACATAATTCGCCGATCTAACATTGTGATTGGTTTTCGTAGTCACTCTAGATTTTTTGGTTATACATTTTGAACCATTTTCAAAGTGAAATGCATTATTT
	GlicE^20      CRGTGGA-TTTTTTTTTATAAACATAATTCGCCGATCTAACATTGTGATTGGTTTTCGTAGTCACTCTAGATTTTTTGGTTATACATTTTGAACCATTTTCAAAGTGAAATGCAYTATTT
	GlicE^21      CAGTGGA-TTTTTTTTTATAAACATAATTCGCCGATCTAACATTGTGATTGGTTTTCGTAGTCACTCTAGATTTTTTGGTTATACATTTTGAACCATTTTCAAAGTGAAATGCATTATTT
	GlicE^22      CAGTGGA-TTTTTTTTTATAAACATAATTCGCCGATCTAACATTGTGATTGGTTTTCGTAGTCACTCTAGATTTTTTGGTTATACATTTTGAACCATTTTCAAAGTGAAATGCATTATTT
	GlicE^23       CAGTGGA-TTTTTTTTTATAAACATAATTCGCCGATCTAACATTGTGATTGGTTTTCGTAGTCACTCTAGATTTTTTGGTTATACATTTTGAACCATTTTCAAAGTGAAATGCATTATTT
	GlicE^24      CAGTGGATTTTTTTTTTATAAACATAATTCGCCGATCTAACATTGTGATTGGTTTTCGTAGTCACTCTAGATTTTTTGGTTATACATTTTGAACCATTTTCAAAGTGAAATGCATTATTT
	GmorB^27    CAGTGGA-TTTTTTTTTATAAACATAATTCGCCGATCTAACATTGTGATTGGTTTTCGTAGTCACTCTAGATTTTTTGGTTATACATTTTGAACCATTTTCAAAGTGAAATGCATTATTT
	GpasB^28    CAGTGGA-TTTTTTTTTATAAACATAATTCGCCGATCTAACATTGTGATTGGTTTTCGTAGTCACTCTAGATTTTTTGGTTATACATTTTGAACCATTTTCAAAGTGAAATGCATTATTT


18 120
	GecuC^1     TGATACGTAYGATRTTTGTACTCGCTTGCATGTTACATTCGAATTATACCGAAAACAGAAATGTTCATCCCAGTTGGATTATCCCACTGGGAGCTGAGAACCTTTCTCTTATATAAGTTT
	GecuP^4     TGATACGTACGATGTTTGTACTCGCTTGCATGTTACATTCGAATTATACCGAAAACAGAAATGTTCATCCSAGTTGGATTATCCCACTGGGAGCTGAGAACCTTTCTCTTATATAAGTTT
	GecuP^5     TGATACGTAYGATRTTTGTACTCGCTTGCATGTTACATTCGAATTATACCGAAAACAGAAATGTTCATCCCAGTTGGATTATCCCACTGGGAGCTGAGAACCTTTCTCTTATATAAGTTT
	GecuP^6      TGATACGTAYGATGTTTGTACTCGCTTGCATGTTACATTCGAATTATACCGAAAACAGAAATGTTCATCCSAGTTGGATTATCCCACTGGGAGCTGAGAACCTTTCTCTTATATAAGTTT
	GecuE^8      TGATACGTACGATRTTTGTACTCGCTTGCATGTTACATTCGAATTATACCGAAAACAGAAATGTTCATCCCAGTTGGATTATCCCACTGGGAGCTGAGAACCTTTCTCTTATATAAGTTT
	GecuE^9       TGATACGTACGATGTTTGTACTCGCTTGCATGTTACATTCGAATTATACCGAAAACAGAAATGTTCATCCCAGTTGGATTATCCCACTGGGAGCTGAGAACCTTTCTCTTATATAAGTTT
	GecuE^10       TGATACGTACGATGTTTGTACTCGCTTGCATGTTACATTCGAATTATACCGAAAACAGAAATRTTCATCCCAGTTGGATTATCCCACTGGGAGCTGAGAACCTTTCTCTTATATAAGTTT
	GlicC^15     TGATACGTACGATATTTGTACTCGCTTGCATGTTACATTCGAATTATACCGAAAACAGAAATGTTCATCCCAGTTGGATTATCCCACTGGGAGCTGAGAACCTTTCTCTTATATAAGTTT
	GlicP^17      TGATACGTACGATGTTT-TACTCGCTTGCATGTTACATTCGAATTATACCGAAAACAGAAATGTTCATCCCAGTTGGATTATCCCACTGGGAGCTGAGAACCTTTCTCTTATATAAGTTT
	GlicE^20      TGATACGTACGATGTTTGTACTCGCTTGCATGTTACATTCGAATTATACCGAAAACAGAAATGTTCATCCCAGTTGGATTATCCCACTGGGAGCTGAGAACCTTTCTCTTATATAAGTTT
	GlicE^21      TGATACNTACGATGTTTGTRCTCGCTTGCATGTTACATTCGAATTATACCGAAAACAGAAATGTTCATCCCAGTTGGATTATCCCACTGGGAGCTGAGAACCTTTCTCTTATATAAGTTT
	GlicE^22      TGATACGTACGATGTTTCTACTCGCTTGCATGTTACATTCGAATTATACCGAAAACAGAAATGTTCATCCCAGTTGGATTATCCCACTGGGAGCTGAGAACCTTTCTCTTATATAAGTTT
	GlicE^23       TGATACGTAYGATGTWTGTRCTCGCTTGCATGTTACATTCGAATTATACCGAAAACAGAAATGTTCATCCCAGTTGGATTATCCCACTGGGAGCTGAGAACCTTTCTCTTATATAAGTTT
	GlicE^24       TGATACGTACGATGTTTGTACTCGCTTGCATGTTACATTCGAATTATACCGAAAACAGAAATGTTCATCCCAGTTGGATTATCCCACTGGGAGCTGAGAACCTTTCTCTTATATAAGTTT
	GlicE^25      TGATACGTACGATRTTTGTACTCGCTTGCATGTTACATTCGAATTATACCGAAAACAGAAATGTTCATCCMAGTTGGATTATCCCACTGGGAGCTGAGAACCTTTCTCTTATATAAGTTT
	GlicE^26      TGATACGTACGATGTTTGTGCTCGCTTGCATGTTACATTCGAATTATACCGAAAACAGAAATGTTCATCCCAGTTGGATTATCCCACTGGGAGCTGAGAACCTTTCTCTTATATAAGTTT
	GmorB^27    TGATACGTACGATGTTTGTACTCGCTTGCATGTTACATTCGAATTATACCGAAAACAGAAATGTTCATCCCAGTTGGATTATCCCACTGGGAGCTGAGAACCTTTCTCTTATATAAGTTT
	GpasB^28    TGATACGTACGATGTTTGTACTCGCTTGCATGTTACATTCGAATTATACCGAAAACAGAAATGTTCATCCCAGTTGGATTATCCCACTGGGAGCTGAGAACCTTTCTCTTATATAAGTTT


18 120
	GecuC^1     TAGATACTATTGCGCTAATAGCAAATAAAAATGTACAAACAAGTAACAAAAACAAGCAAAAGCAAAAGCTGTCTGATGTGATACCTCTTTAGACATCTATAAGACAGCTATTCATGGTTG
	GecuP^4     TAGATACTATTGCGCTAATAGCAAATAAAAATATACAAACAAGTAACAAAAACAAGCAAAAGCAAAAGCTGTCTGATGTGATACCTCTTTAGACATCTATAAGACAGCTATTCATGGTTG
	GecuP^5     TAGATACTATTGCGCTAATAGCAAATAAAAATATACAAACAWGTAACAAAAACAAGCAAAAGCAAAAGCTGTCTGATGTGATACCTCTTTAGACATCTATAAGACAGCTATTCATGGTTG
	GecuP^6      TAGATACTATTGCGCTAATAGCAAATAAAAATATACAAACNAGTAACAAAAATAAGCAAAAGCAAAAGCTGTCTGATGTGATACCTCTTTAGACATCTATAAGACAGCTATTCATGGTTG
	GecuE^8      TAGATACTATTGCGCTAATAGCAAATAAAAATATACAAACAAGTAACAAAAACAAGCAAAAGCAAAAGCTGTCTGATGTGATACCTCTTTAGACATCTATAAGACAGCTATTCATGGTTG
	GecuE^9       TAGATACTATTGCGCTAATAGCAAATAAAAATATACAAACAAGTAACAAAAACAAGCAAAAGCAAAAGCTGWCTGATGTGATACCTCTTTAGACATCTATAAGACAGCTATTCATGGTTG
	GecuE^10       TAGATACTATTGCGCTAATAGCAAATAAAAATATACAAACAAGTAACAAAAACAAGCAAAAGCAAAAGCTGWCTGATGTGATACCTCTTTAGACATCTATAAGACAGCTATTCATGGTTG
	GecuE^11      TAGATACTATTGSGCTAATAGCAAATAAAAATATACAAACAAGTAACAAAAACAAGCAAAAGCAAAAGCTGTCTGATGTGATACCTCTTTAGACATCTATAAGACAGCTATTCATGGTTG
	GlicC^15     TNGATACTATTGCGCTAATAGCAAATAAAAATATACAAACAAGTAACAAAAACAAGCAAAAGCAAAATCTGTCTGATGTGATACCTCTTTAGACATCTATAAGACAGCTATTCATGGTTG
	GlicP^17      TAGATACTATTGCGCTAATAGCAAATAAAAATATACAAACAAGTAACAAAAACAAGCAAAAGCANAAGCTGWCTGATGTGATACCTCTTTAGACATCTATAAGACAGCTATTCATGGTTG
	GlicE^20      TAGATACTATTGCGCTAATAGCAAATAAAAATATACAAACAAGTAACAAAAACAAGCAAAAGCAAAAGCTGACTGATGTGATACCTCTTTAGACATCTATAAGACAGCTATTCATGGTTG
	GlicE^21       TAGATACTATTGCGCTAATAGCAAATAAAAATATACAAACAAGTAACAAAAACAAGCAAAAGCAAAAGCTGTCTGATGTGATACCTCTTTAGACATCTATAAGACAGCTATTCATGGTTG
	GlicE^22       TAGATACTATTGCGCTAATAGCAAATAAAAATATACAAACAAGTAACAAAAACAAGCAAAAGCAAAAGCTGTCTGATGTGATACCTCTTTAGACATCTATAAGACAGCTATTCATGGTTG
	GlicE^23      TAGATACTATTGCGCTAATAGCAAATAAAAATATACAAACAAGTAACAAAAACAAGCAAAAGCAAAAGCTGTCTGATGTGATACCTCTTTAGACATCTATAAGACAGCTATTCATGGTTG
	GlicE^24      TAGATACTATTGCGCTAATAGCAAATAAAAATATACAAACAAGTAACAAAAACAAGCAAAAGCAAAAGCTGTCTGATGTGATACCTCTTTAGACATCTATAAGACAGCTATTCATGGTTG
	GmorB^27    TAGATACTATTGCGCTAATAGCAAATAAAAATATACAAACAAGTAACAAAAACAAGCAAAAGCAAAAGCTGWCTGATGTGATACCTCTTTAGACATCTATAAGACAGCTATTCATGGTTG
	GpasB^28    TAGATACTATTGCGCTAATAGCAAATAAAAATATACAAACAAGTAACAAAAACAAGCAAAAGCAAAAGCTGTCTGATGTGATACCTCTTTAGACATCTATAAGACAGCTATTCATGGTTG
	GpasB^29    TAGATACTATTGCGCTAATAGCAAATAAAAATATACAAACAAGTAACAAAAACAAGCAAAAGCAAAAGCTGTCTGATGTGATACCTCTTTAGACATCTATAAGACAGCTATTCATGGTTG


19 120
	GecuC^1     ACACACCCCGACAAACAACAAGAGTAAGCAATTACAATCAAACANATTATTTGGAAGAATACGATTTCAATTGTTTTTCATTTAGTTANCGCTAGGGAAATGGCGNCTAGCCGCTTGCGC
	GecuP^4     ACACACCCCGACAAACAACAAGAGTAAGCAATTACAATCAAACAAATTATTTGGAAGAATACGATTTCAATTGTTTTTCATTTAGTTAGCGCTAGGGAAATGRCGTCTAGCCGCTTGCGC
	GecuP^5      ACACACCCCGACAAACAACAAGAGCAAGCAATTACAATCAAACAAATTATTTGGAAGAATACGATTTCAATTGTTTTTCATTTAGTTAGCGCTAGGGAAATGACGTCTAGCCGCTTGCGC
	GecuP^6      ACACACCCCGACAAACAACAAGAGYAAGCAATTACAATCAAACAAATTATTTGGAAGAATACGATTTCAATTGTTTTACATTTAGTTAGCGCTAGGGAAATGRCGTCTAGCCGCTTGCGC
	GecuE^8      ACACACCCCGACAAACAACAAGAGTAAGCAATTACAATCAAACAAATTATTTGGAAGAATACGATTTCAATTGTTTTTCATTTAGTTAGCGCTAGGGAAATGGCGTCTAGCCGCTTGCGC
	GecuE^9       ACACACCCCGACAAACAACAAGAGTAAGCAATTACAATCAAACAAATTATTTGGAAGAATACGATTTCAATTGTTTTACATTTAGTTAGCGCTAGGGAAATGGCGTCTAGCCGCTTGCGC
	GecuE^10       ACACACCCCGACAAACAACAAGAGYAAGCAATTACAATCAAACAAATTATTTGGAAGAATACGATTTCAATTGTTTTWCATTTAGTTAGCGCTAGGGAAATGRCGTCTAGCCGCTTGCGC
	GecuE^11      ACACACCCCGACAAACAACAAGAGTAAGCAATTACAATCAATCAAATTATTTGGAAGAATACGATTTCAATTGTTTTTCATTTAGTTAGCGCTAGGGAAATGGCGTCTAACCGCTTGCGC
	GlicC^15     ACACACCCCGACAAACAACAAGAGTAAGCAATTACAATCAAACAAATTATTTGGAAGAATACGATTTCAATTGTTTTACATTTAGTTAGCGCTAGGGAAATGGCGTCTAGCCGCTTGCGC
	GlicP^17      ACACACCCCGACAAACAACAAGAGTAAGCAATTACAATCAAACAAATTATTTGGAAGAATACGATTTCAATTGTTTTWCATTTAGTTAGCGCTAGGGAAATGRCGTCYAGCCGCTTGCGC
	GlicP^18      ACACACCCCGACAAACAACAAGAGTAAGCAATTACAATCAAACAAATTATTTGGAAGAATACGATTTCAATTGTTTTACATTTAGTTAGCGCTAGGGAAATGGCGTCTAGCCGCTTGCGC
	GlicE^20      AYACACCCCGACAAACAACAAGAGTAAGCAANTACAATCAAACAAATTATTTGGAAGAATACGATTTCAATTGTTTTACATTTAGTTAGCGCTAGGGAAATGGCGTCTAGCCGCTTGCGC
	GlicE^21      ACACACCCCGACAAACAACAAGAGTAAGCAATTACAATCAAACAAATTATTTGGAAGAATACGATTTCAATTGTTTTACATTTAGTTAGCGCTAGGGAAATGGCGTCTAGCCGCTTGCGC
	GlicE^22       ACACACCCCGACAAACAACAAGAGTAAGMAATTACAATCAAACAAATTATTTGGAAGAATACGATTTCAATTGTTTTWCATTTAGTTAGCGCTAGGGAAATGGCGTCTAGCCGCTTGCGC
	GlicE^23       ACACACCCCGACAAACAACAAGAGTAAGCAATTACAATCAAACAAATTATTTGGAAGAATACGATTTCAATTGTTTTACATTTAGTTAGCGCTAGGGAAATGGCGTCTAGCCGCTTGCGC
	GlicE^24      ACACACCCCGACAAACAACAAGAGTAAGAAATTACAATCAAACAAATTATTTGGAAGAATACGATTTCAATTGTTTTTCATTTAGTTAGCGCTAGGGAAATGGCGTCTAGCCGCTTGCGC
	GlicE^25      ACACACCCCGACAAACAACAAGAGTAAGCAATTACAATCAAACAAATTATTTGGAAGAATACGATTTCAATTGTTTTTCATTTAGTTAGCGCTAGGGAAATGRCGTCYAGCCGCTTGCGC
	GmorB^27    AYACACCCCGACAAACAACAAGAGTAAGCAATTACAATCAAACAAATTATTTGGAAGAATACGATTTCAATTGTTTTWCATTTAGTTAGCGCTAGGGAAATGGCGTCTARCCGCTTGCGC
	GpasB^28    ACACACCCCGACAAACAACAAGAGCAAGCAATTACAATCAAACAAATTATTTGGAAGAATACGATTTCAATTGTTTTTCATTTAGTTAGCGCTAGGGAAATGACGTCTAGCCGCTTGCGC


16 120
	GecuC^1     CTATATTCGTTTGGCTATTCATGCGGCCGTGACATGTGACATCGGTGTCTTTTTACCCACTCTAAACATTTTTTTCGAAGAAAAAGCCTCTAACAGACGATCATCTGTGNCTGTTGTTGT
	GecuP^4     CTATATTCGTTTGGCTATTCATGCGGCCGTGACATGTGACATCGGTGTCTTTTTACCCACTCTAAACATTTTTTTCGAAGAAAAAGCCTCTAACAGACGATCATYTGTGACTGTTGTTGT
	GecuP^5      CTATATTCGTTTGGCTATTCATGCGGCCGTGACATGTGACATCGGTGTYTTTTTACCCACTCTAAAYATTTTTTTCGAAGAAAAAGCCTCTAACAGACGATCATCTGTGACTGTTGTTGT
	GecuE^8      CTATATTCGTTTGGCTATTCATGCGGCCGTGACATGTGACATCGGTGTCTTTTTACCCACTCTAAACATTTTTTTCGAAGAAAAAGCCTCTAACAGACGATCATCTGTGACTGTTGTTGT
	GecuE^9       CTATATTCGTTTGGCTATTCATGCGGCCGTGACATGTGACATCGGTGTCTTTTTACCCACTCTAAACATTTTTTTCGAAGAAAAAGCCTCTAACAGACGATCATCTGTGACTGTTGTTGT
	GlicC^15     CTATATTCGTTTGGCTATTCATRCGGCCGTGACATGTGACATCGGTGTCTTTTTACCCACTCTAAACATTTTTTTCGAAGAAAAAGCCTCTAACAGACGATCATCTGTGACTGTTGTTGT
	GlicP^17      CTATATTCGTTTGGCTATTCATGCGGCCGTGACATGTGACATCGGTGTCTTTTTACCCACTCTAAACATTTTTTTCGAAGAAAAAGCCTCTAACAGACGATCATCTGTGACTGTTGTTGT
	GlicE^20      CTATATTCGTTTGGCTATTCATRCGGCCGTGACATGTGACATCGGTGTCTTTTTACCCACTCTAAACATTTTTTTCGAAGAAAAAGCCTCTAACAGACGATCATCTGTGACTGTTGTTGT
	GlicE^21      CTATATTCGTTTGGCTATTCATGCGGCCGTGACATGTGACATCGGTGTCTTTTTACCCACTCTAAACATTTTTTTCGAAGAAAAAGCCTCTAACAGACGATCATCTGTGACTGTTGTTGT
	GlicE^22       CTATATTCGTTTGGCTATTCATGCGGCCGTGACATGTGACATCGGTGTCTTTTTACCCACTCTAAAYATTTTTTTCGAAGAAAAAGCYTCTAACAGACGATCATCTGTGACTGTTGTTGT
	GlicE^23       CTATATTCGTTTGGCTATTCATGCGGCCGTGACATGTGACATCGGTGTCTTTTTACCCACTCTAAATATTTTTTTCGAAGAAAAAGCCTCTAACAGACGATCATCTGTGACTGTTGTTGT
	GlicE^24      CTATATTCGTTTGGCTATTCATGCGGCCGTGACATGTNACATCGGTGTCTTTTTACCCACTCTAAACATTTTTTTCGAAGAAAAAGCNTCTAACAGACGATCATCTGTGANNGTTGTTGT
	GlicE^25      CTATATTCGTTTGGCTATTCATGCGGCCGTGACATGTGACATCGGTGTCTTTTTACCCACTCTAAACATTTTTTTCGAAGAAAAAGCCTCTAACAGACGATCATCTGTGACTGTTGTTGT
	GmorB^27    CTATATTCGTTTGGCTATTCATGCGGCCGTGACATGTGACATCGGTGTCTTTTTACCCACTCTAAACATTTTTTTCGAAGAAAAAGCCTCTAACAGACGATCATCTGTGACTGTTGTTGT
	GpasB^28    CTATATTCGTTTGGCTATTCATGCGGCCGTGACATGTGACATCGGTGTCTTTTTACCCACTCTAAACATTTTTTTCGAAGAAAAAGCCTCTAACAGACGATCATCTGTGACWGTTGTTGT
	GpasB^29    CTATATTCGTTTGGCTATTCATGCGGCCGTGACATGTGACATCGGTGTCTTTTTACCCACTCTAAACATTTTTTTCGAAGAAAAAGCCTCTAACAGACGATCATCTGTGACTGTTGTTGT


20 120
	GecuC^1     AAAAATATAAAGTACGCATGCACTATGTCTAATTATCTGCACAATTATGAGTCACACTYCTTTCTTCTTCCTTTAGCTCCTATGGAACATAGCGCTTCATTGGTTCTTATAGTAAGTTGC
	GecuP^4     AAAAATATAAAGTACGCATGCACTATGTCTAATTATCTGCACAATTATGAGTCACACTCCTTTCTTCTTCCTTTAGCTCCTATGGAACATAGCGCTYCATTGRTTCTTATAGTAAGTTGC
	GecuP^5     AAAAATATAAAGTACGCATGCACTATGTCTAATTATCTGCACAATTATGAGTCACACTCCTTTCTTCTTCCTTTAGCTCCTATGGAACATAGCGCTTCATTGRTTCTTATAGTAAGTTGC
	GecuP^6      AAAAATATAAAGTACGCATGCACTATGTCTAATTATCTGCACAATTATGAGTCACACTCCTTTCTTCTTCCTTTAGCTCCTATGGAACATAGCGCTTCATTGGTTCTTATAGTAAGTTGC
	GecuP^7      AAAAATATAAAGTACGCATGCACTATGTCTAATTATCTGCACAATTATGAGTCACACTCCTTTCTTCTTCCTTTAGCTCCTATGGAACATAGCGCTYCATTGGTTCTTATAGTAAGTTGC
	GecuE^8      AAAAATATAAAGTACGCATGCACTATGTCTAATTATCTGCACAATTATGAGTCACACTCCTTTCTTCTTCCTTTAGCTCCTATGGAACATAGCGCTTCATTGGTTCTTATAGTAAGTTGC
	GecuE^9       AAAAATATAAAGTACGCATGCACTATGTCTAATTATCTGCACAATTATGAGTCACACTCCTTTCTTCTTCCTTTAGCTCCTATGGAACATAGCGCTTCATTGGTTCTTATAGTAAGTTGC
	GecuE^10       AAAAATATAAAGTACGCATGCACTATGTCTAATTATCTGCACAATTATGAGTCACACTCCTTTCTTCTTCCTTTAGCTCCTATGGAACATAGCGCTTCATTGGTTCTTATAGTAAGTTGC
	GlicC^15     AAAAATATAANGTACGCATGCACTATGTCTAATTATCTGCACAATTATGAGTCACACTCCTTTCTTCTTCCTTTAGCTCCTATGGAACATAGCGCTTCATTGGTTCTTATAGTAAGTTGC
	GlicP^17      AAAAATATAAAGTACGCATGCACTATGTCTAATTATCTGCACAATTATGAGTCACACTCCTTTCTT----CTTTAGCTCCTATGGAACATAGCGCTTCATTGGTTCTTATAGTAAGTTGC
	GlicE^20      AAAAATATAAWGTACGCATGCACTATGTCTAATTATCTGCACAATTATGAGTCACACTCCTTTCTTCTTCCTTTAGCTCCTATGGAACATAGCGCTTCATTGGTTCTTATAGTAAGTTGC
	GlicE^21      AAAAATATAAAGTACGCATGCACTATGTCTAATTATCTGCACAATTATGAGTCACACTCCTTTCTTCTTCCTTTAGCTCCTATGGAACATAGCGCTTCATTGGTTCTTATAGTAAGTTGC
	GlicE^22      AAAAATATAAAGTACGCATGCACTATGTCTAATTATCTGCACAATTATGAGTCACACTCCTTTCTTCTTCCTTTAGCTCCTATGGAACATAGCGCTTCATTGGTTCTTATAGTAAGTTGC
	GlicE^23       AAAAATATAATGTACGCATGCACTATGTCTAATTATCTGCACAATTATGAGTCACACTCCTTTCTTCTTCCTTTAGCTCCTATGGAACATAGCGCTTCATTGGTTCTTATAGTAAGTTGC
	GlicE^24       AAAAATATAATGTACGCATGCACTATGTCTAATTATCTGCACAATTATGAGTCACACTCCTTTCTTCTTCCTTTAGCTCCTATGGAACATAGCGCTTCATTGGTTCTTATAGTAAGTTGC
	GlicE^25      AAAAATATAAAGTACGCATGCACTATGTCTAATTATCTGCACAATTATGAGTCACACTCCTTTCTTGTTCCTTTAGCTCCTATGGAACATAGCGCTTCATTGGTTCTTATAGTAAGTTGC
	GlicE^26      AAAAATATAAAGTACGCATGCACTATGTCTAATTATCTGCACAATTATGAGTCACACTCCTTTCTTCTTCCTTTAGCTCCTATGGAACATAGCGCTTCATTGGTTCTTATAGTAAGTTGC
	GmorB^27    AAAAATATAAAGTACGCATGCACTATGTCTAATTATCTGCACAATTATGAGTCACACTCCTTTCTTCTTCCTTTAGCTCCTATGGAACATAGCGCTTCATTGGTTCTTATAGTAAGTTGC
	GpasB^28    AAAAATATAAAGTACGCATGCACTATGTCTAATTATCTGCACAATTATGAGTCACACTCCTTTCTTCTTCCTTTAGCTCCTATGGAACATAGCGCTTCATTGGTTCTTATAGTAAGTTGC
	GpasB^29    AAAAATATAAAGTACGCATGCACTATGTCTAATTATCTGCACAATTATGAGTCACACTCCTTTCTTCTTCCTTTAGCTCCTATGGAACATAGCGCTTCATTGGTTCTTATAGTAAGTTGC


20 120
	GecuC^1     TTTCAAAGTCGTCATTTTCGATTATATTCAAGATCGCTTGGTTGGAAGATTTCACGGAACCGGAAGCGAAAGGCACCTCAATTATTGGCCCATCCAAATCGGGTGGTTCAGCTATCACTT
	GecuP^4     TTTCAAAGTCGTCATTTTCGATTATATTCAAGATCGCTTGGTTGGAAGATTTCACGGAACCGGAAGCGAAAGGCACCTCAATTATTGGCCCATCCAAATCGGGTGGTTCAGCTATCACTT
	GecuP^5     TTTCAAAGTCGTCATTTTCGATTATATTCAAGATCGCTTGGTTGGAAGATTTCACGGAACCGGAAGCGAAAGGCACCTCNATTATTGGCCCATCCAAATCGGGTGGTTCAGCTATCACTT
	GecuP^6      TTTCAAAGTCGTCATTTTCGATTATATTCAAGATCGCTTGGTTGGAAGATTTCACGGAACCGGAAGCGAAAGGCACCTCAATTATTGGCCCATCCAAATCGGGTGGTTCAGCTATCACTT
	GecuP^7      TTTCAAAGTCGTCATTTTCGATTATATTCAAGATCGCTTGGTTGGAAGATTTCACGGAACCGGAAGCGAAAGGCACCTCRATTATTGGCCCATCCAAATCGGGTGGTTCAGCTATCACTT
	GecuE^8      TTTCAAAGTCGTCATTTTCGATTATATTCAAGATCGCTTGGTTGGAAGATTTCACGGAACCGGAAGCGAAAGGCACCTCRATTATTGGCCCATCCAAATCGGGTGGTTCAGCTATCACTT
	GecuE^9       TTTCAAAGTCGTCATTTTCGATTATATTCAAGATCGCTTGGTTGGAAGATTTCACGGAACCGGAAGCGAAAGGCACCTCAATTATTGGCCCATCCAAATCGGGTGGTTCAGCTATCACTT
	GecuE^10       TTTCAAAGTCGTCATTTTCGATTATATTCAAGATCGCTTGGTTGGAAGATTTCACGGAACCGGAAGCGAAAGGCACCTCRATTATTGGCCCATCCAAATCGGGTGGTTCAGCTATCACTT
	GecuE^11      TTTCAAAGTCGTCATTTTCGATTATATTCAAGATCGCTTGGTTGGAAGATTTCACGGAACCGGAAGCGAAAGGCACCTCAATTATTGGCCCATCCAAATCGGGTGGTTCAGCTATCACTT
	GlicC^15     TTTCAAAGTCGTCATTTTCGATTATATTCAAGATCGCTTGGTTGGAAGATTTCACGGAACCGGAAGCGAAAGGCACNTCGATTATTGGCCCATCCAAATCGGGTGGTTCAGCTATCACTT
	GlicP^17      TTTCAAAGTCGTCATTTTCGATTATATTCAAGATCGCTTGGTTGGAAGATTTCACGGAACCGGAAGCGAAAGGCACCTCAATTATTGGCCCATCCAAATCGGGTGGTTCAGCTATCACTT
	GlicE^20      TTTCAAAGTCGTCATTTTCGATTATATTCAAGATCGCTTGGTTGGAAGATTTCACGGAACCGGAAGCGAAAGGCACCTCAATTATTGGCCCATCCAAATCGGGTGGTTCAGCTATCACTT
	GlicE^21      TTTCAAAGTCGTCATTTTCGATTATATTCAAGATCGCTTGGTTGGAAGATTTCACGGAACCGGAAGCGAAAGGCACCTCAATTATTGGCCCATCCAAATCGGGTGGTTCAGCTATCACTT
	GlicE^22       TTTCAAAGTCGTCATTTTCGATTATATTCAAGATCGCTTGGTTGGAAGATTTCACGGAACCGGAAGCGAAAGGCACCTCAATTATTGGCCCATCCAAATCGGGTGGTTCAGCTATCACTT
	GlicE^23       TTTCAAAGTCGTMATTTTCGATTATATTCAAGATCGCTTGGTTGGAAGATTTCACGGAACCGGAAGCGAAAGGCACCTCRATTATTGGCCCATCCAAATCGGGTGGTTCAGCTATCACTT
	GlicE^24      TTTCAAAGTCGTCATTTTCGATTATATTCAAGATCGCTTGGTTGGAAGATTTCACGGAACCGGAAGCGAAAGGCACCTCAATTATTGGCCCATCCAAATCGGGTGGTTCAGCTATCACTT
	GlicE^25      TTTCAAAGTCGTCATTTTCGATTATATTCAAGATCGCTTGGTTGGAAGATTTCACGGAACCGGAAGCGAAAGGCACCTCAATTATTGGCCCATCCAAATCGGGTGGTTCAGCTATCACTT
	GmorB^27    TTTCAAAGTCGTCATTTTCGATTATATTCAAGATCGCTTGGTTGGAAGATTTCACGGAACCGGAAGCGAAAGGCACCTCAATTATTGGCCCATCCAAATCGGGTGGTTCAGCTATCACTT
	GpasB^28    TTTCAAAGTCGTCATTTTCGATTATATTCAAGATCGCTTGGTTGGAAGATTTCACGGAACCGGAAGCGAAAGGCACCTCAATTATTGGCCCATCCAAATCGGGTGGTTCAGCTATCACTT
	GpasB^29    TTTCAAAGTCGTCATTTTCGATTATATTCAAGATCGCTTGGTTGGAAGATTTCACGGAACCGGAAGCGAAAGGCACCTCAATTATTGGCCCATCCAAATCGGGTGGTTCAGCTATCACTT


20 120
	GecuC^1     TTGGACTTGCATGATCGATAAGTTGTATCGGGTTATTGCGTTGGTAAAGACAATTACTTGTTGGCGATATTTGTGGATAGAAAAGGTGAAATATATGAGGCAAAAGAAAGACAAGAATTG
	GecuP^4     TTGGACTTGCATGATCGATAAGTTGTATCGGGTTATTGCGTTGGTAAAGACAATTACTTGTTGGCGATATTTGTGGATAGAAGAGGTGAAATATATGAGGCAAAARAAAGACAAGAATTG
	GecuP^5     TTGGACTTGYATGATCGATAAGTTGTATCGGGTTATTGCGTTGGTAAAGACAATTACTTGTTGGYGATATTTGTGGATAGAAGAGGTGAAATATATGAGGCAAAAGAAAGACAAGAATTG
	GecuP^6      TTGGACTTGCATGATCGATAAGTTGTATCGGGTTATTGCGTTGGTAAAGACAATTACTTGTTGGCGATATTTGTGGATAGAAGAGGTGAAATATATGAGGCAAAAGAAAGACAAGAATTG
	GecuE^8      TTGGACTTGCATGATCGATAAGTTGTATCGGGTTATTGCGTTGGTAAAGACAATTACTTGTTGGCGATATTTGTGGATAGAARAGGTGAAATATATGAGACAAAAGAAAGACAAGAATTG
	GecuE^9       TTGGACTTGCATGATCGATAAGTTGTATCGGGTTATTGCGTTGGTAAAGACAATTACTTGTTGGCGATATTTGTGGATAGAAGAGGTGAAATATATGAGGCAAAAGAAAGACAAGAATTG
	GecuE^10       TTGGACTTGYATGATCGATAAGTTGTATCGGGTTATTGCGTTGGTAAAGACAATTACTTGTTGGYGATATTTGTGGATAGAAGAGGTGAAATATATGAGGCAAAAGAAAGACAAGAATTG
	GecuE^11      TTGGACTTGCATGATCGATAAGTTGTATCGGGTTATTGCGTTGGTAAAGACAATTACTTGTTGGCGATATTTGTGGATAGAARAGGTGAAATATATGAGRCAAAAGAAAGACAAGAATTG
	GlicC^15     TTGGACTTGYATGATCGATAAGTTGTATCGGGTTATTGCGTTGGTAAAGACAATTACTTGTTGGCGATATTTGTGGATAGAAGAGGNGAAATATATGAGGCAAAAGAAAGACAAGAATTG
	GlicP^17      TTGGACTNGCATGATCGATAAGTTGTATCGGGTTATTGCGTTGGTAAAGACAATTACTTGTTGGCGATATTTGTGGATAGAAGAGGTGAAATATATGAGGCAAAAGAAAGACAAGAATTG
	GlicE^20      TTGGACTTGNATGATCGATAAGTTGTATCGGGTTATTGCGTNGGTAAAGACAATTACTTGTTGGNGATATNTGTGGATAGAAGAGGNGAAATATATGAGGCAAAAGAAAGACAAGAATTG
	GlicE^21      TTGGACTTGCATGATCGATAAGTTGTATCGGGTTATTGCGTTGGTAAAGACAATTACTTGTTGGCGATATTTGTGGATAGAAGAGGTGAAATATATGAGGCAAAAGAAAGACAAGAATTG
	GlicE^22      TTGGACTTGYATGATCGATAAGTTGTATCGGGTTATTGCGTTGGTAAAGACAATTACTTGTTGGCGATATTTGTGGATAGAAGAGGTGAAATATATGAGGCAAAAGAAAGACAAGAATTG
	GlicE^23       TTGGACTTGCATGATCGATAAGTTGTATTGGGTTATTGCGTTGGTAAAGACAATTACTTGTTGGCGATATTTGTGGATAGAAGAGGTGAAATATATGAGGCAAAAGAAAGACAAGAATTG
	GlicE^24       TTGGACTTGCATGATCGATAAGTTGTATCGGGTTATTGCGTTGGTAAAGACAATTACTTGTTGGCGATATTTGTGGATAGAAGAGGTGAAATATATGAGGCAAAAGAAAGACAAGAATTG
	GlicE^25      TTGGACTTGCATGATCGATAAGTTGTATCGGGTTATTGCGTTGGTAAAGACAATTACTTGTTGGCGATATTTGTGGATAGAAGAGGTGAAATATATGAGGCAAAAGAAAGACAAGAATTG
	GlicE^26      TTGGACTTGYATGATCGATAAGTTGTATCGGGTTATTGCGTTGGTAAAGACAATTACTTGTTGGCGATATTTGTGGATAGAAGAGGTGAAATATATGAGGCAAAAGAAAGAYAAGAATTG
	GmorB^27    TTGGACTTGCATGATCGATAAGTTGTATCGGGTTATTGCGTTGGTAAAGACAATTACTTGTTGGCGATATTTGTGGATAGAAGAGGTGAAATATATGAGGCAAAAGAAAGACAAGAATTG
	GpasB^28    TTGGACTTGCATGATCGATAAGTTGTATCGGGTTATTGCGTTGGTAAAGACAATTACTTGTTGGCGATATTTGTGGATAGAAGAGGTGAAATATATGAGGCAAAAGAAAGACAAGAATTG
	GpasB^29    TTGGACTTGCATGATCGATAAGTTGTATCGGGTTATTGCGTTGGTAAAGACAATTACTTGTTGGCGATATTTGTGGATAGAAGAGGTGAAATATATGAGGCAAAAGAAAGACAAGAATTG


18 120
	GecuC^1     GGTTTATGCAAGACGGTTGTCCCGCGCATAACACCAGATTACTAATGC-ATTTTTTGAAA--ACCTTCCATAATCGTGTTATTGCCAAGAAGGGTACGATAAAATGGCCACCTTGATCAC
	GecuP^4     GGTTTATGCAAGACGGTTGTCCCGCGCATAACACCAGATTACTAATGCAATTTTTAGAAAACACCTTCCATAATCGTGTTATWGCCAAGAAGGGTACGATAAAATGGCCACCTTGATCAC
	GecuE^8      GGTTTATGCAAGACGGTTGTCCCGCGCATAACACCAGATTACTAATGCAATTTTTWGAAAACACCTTCCATAATCGTRTTATTGCCAAGAAGGGTACGATAAAATGGCCACCTTGATCAC
	GecuE^9       GGTTTATGCAAGACGGTTGTCCCGCGCATAACACCAGATTACTAATGCAATTTTT-GAAA--ACCTTCCATAATCGTGTTATTGCCAAGAAGGGTACGATAAAATGGCCACCTTGATCAC
	GecuE^10       GGTTTATGCAAGACGGTTGTCCCGCGCATAACACCAGATTACTAATGCAATTTTTWGAAA--ACCTTCCATAATCGTGTTATWGCCAAGAAGGGTACGATAAAATGGCCACCTTGATCAC
	GecuE^11       GGTTTATGCAAGACGGTTGTCCCGCGCATAACACCAGATTACTAATGCAATTTTTTGAAA--ACCTTCCATAATCGTGTTATTGCCAAGAAGGGTACGATAAAATGGCCACCTTGATCAC
	GecuE^12      GGTTTATGCAAGACGGTTGTCCCGCGCATAACACCAGATTACTAATGCAATTTTTTGAAA--ACCTTCCATAATCGTGTTATTGCCAAGAAGGGTACGATAAAATGGCCACCTTGATCAC
	GlicC^15     GGTTTATGCAAGACGGTTGTYCCGCGCATAACACCAGATTACTAATGCAATTTTTWGAAA--ACCTTCCATAATCGTGTTATTGCCAAGAAGGGTACGATAAAATGGCCACCTTGATCAC
	GlicP^17      GGTTTATGCAAGACGGTTGTYCCGCGCATAACACCAGATTACTAATGCAATTTTTWGAAA--ACCTTCCATAATCGTGTTATTGCCAAGAAGGGTACGATAAAATGGCCACCTTGATCAC
	GlicE^20      GGTTTATGCAAGACGGTTGTCCCGCGCATAACACCAGATTACTAATGCAATTTTTTGAAA--ACCTTCCATAATCGTGTTATTGCCAAGAAGGGTACGATAAAATGGCCACCTTGATCAC
	GlicE^21      GGTTTATGCAAGACGGTTGTCCCGCGCATAACACCAGATTACTAATGCAATTTTTTGAAA--ACCTTCCATAATCGTGTTATTGCCAAGAAGGGTACGATAAAATGGCCACCTTGATCAC
	GlicE^22       GGTTTATGCAAGACGGTTGTCCCGCGCATAACACCAGATTACTAATGCAATTTTTTGAAA--ACCTTCCATAATCGTGTTATTGCCAAGAAGGGTACGATAAAATGGCCACCTTGATCAC
	GlicE^23       GGTTTATGCAAGACGGTTGTYCCGCGCATAACACCAGATTACTAATGCAATTTTTWGAAA--ACCTTCCATAATCGTGTTATTGCCAAGAAGGGTACGATAAAATGGCCACCTTGATCAC
	GlicE^24      GGTTTATGCAAGACGGTTGTCCCGCGCATAACACCAGATTACTAATGCAATTTTTTGAAA--ACCTTCCATAATCGTGTTATTGCCAAGAAGGGTACGATAAAATGGCCACCTTGATCAC
	GlicE^25      GGTTTATGCAAGACGGTTGTCCCGCGCATAACACCAGATTACTAATGCAATTTTTTGAAA--ACCTTCCATAATCGTGTTATTGCCAAGAAGGGTACGATAAAATGGCCACCTTGATCAC
	GmorB^27    GGTTTATGCAAGACGGTTGTCCCGCGCATAACACCAGATTACTAATGCAATTTTTAGAAAACACCTTCCATAATCGTGTTATWGCCAAGAAGGGTACGATAAAATGGCCACCTTGATCAC
	GpasB^28    GGTTTATGCAAGACGGTTGTCCCGCGCATAACACCAGATTACTAATGCAATTTTTTGAAA--ACCTTCCATAATCGTGTTATTGCCAAGAAGGGTACGATAAAATGGCCACCTTGATCAC
	GpasB^29    GGTTTATGCAAGACGGTTGTCCCGCGCATAACACCAGATTACTAATGCAATTTTTTGAAA--ACCTTCCATAATCGTGTTATTGCCAAGAAGGGTACGATAAAATGGCCACCTTGATCAC


17 120
	GecuC^1     GAGCCGGCATATCAGCATCCGCCAATATCCGGCAATACGCAAAACGAAAGGAATTACACCGCGTCAAGTGGTGAGCGAGAGAGACGCAGTAGAGAGATGGAGAAAGGTAAAGAATAGGGT
	GecuP^4     GAGCCGGCATATCAGCATCCGCCAATATCCGGCAATACGCAAAACGAAAGGAATTACACCGCGTCAAGTGGTGAGCGAGAGAGACGCAGTAGAGAGATGGAGAAAGGTAAAGAATAGGGT
	GecuP^5      GAGCCGGCATATCAGCATCCGCCAATATCCGGCAATACGCAAAACGAAAGGAATTACACCGCGTCAAGTGGTGAGCGAGAGAGACGCAGTAGAGAGATGGAGAAAGGTAAAGAATAGGGT
	GecuE^8      GAGCCGGCATATCAGCATCCGCCAATATCCGGCAATACGCAAAACGAAAGGAATTACACCGCGTCAAGTGGTGAGCGAGAGAGACGCAGTAGAGAGATGGAGAAAGGTAAAGAATAGGGT
	GecuE^9       GAGCCGGCATATCAGCATCCGCCAATATCCGGCAATACGCAAAACGAAAGGAATTACACCGCGTCAAGTGGTGAGCGAGAGAGACGCAGTAGAGAGATGGAGAAAGGTAAAGAATAGGGT
	GecuE^10       GAGCCGGCATATCAGCATCCGCCAATATCCGGCAATACGCAAAACGAAAGGAATTACACCGCGTCAAGTGGTGAGCGAGAGAGACGCAGTAGAGAGATGGAGAAAGGTAAAGAATAGGGT
	GecuE^11      GAGCCGGCATATCAGCATCCGCCAATATCCGGCAATACGCAAAACGAAAGGAATTACACCGCGTCAAGTGGTGAGCGAGAGAGACGCAGTAGAGAGATGGAGAAAGGTAAAGAATAGGGT
	GlicC^15     GAGCCGGCATATCAGCATCCGCCAATATCCGGCAATACGCAAAACGANAGGAATTACACCGCGTCAAGTGGTGAGCGAGAGAGACGCAGTAGAGAGATGGAGAAAGGTAAAGAATAGGGT
	GlicP^17      GAGCCGGCATATCAGCATCCGCCAATATCCGGCAATACGCAAAACGAAAGGAATTACACCGCGTCAAGTGGTGAGCGAGAGAGACGCAGTAGAGAGATGGAGAAAGGTAAAGAATAGGGT
	GlicE^20      GAGCCGGCATATCAGCATCCKCCAATATCCGGCAATACGCAAAACGAAAGGAATTACACCGCGTCAAGTGGTGAGCGAGAGAGACGCAGTAGAGAGATGGAGAAAGGTAAAGAATAGGGT
	GlicE^21      GAGCCGGCATATCAGCATCCGCCAATATCCGGCAATACGCAAAACGAAAGGAATTACACCGCGTCAAGTGGTGAGCGAGAGAGACGCAGTAGAGAGATGGAGAAAGGTAAAGAATAGGGT
	GlicE^22       GAGCCGGCATATCAGCATCCGCCAATATCCGGCAATACGCAAAACGAAAGGAATTACACCGCGTCAAGTGGTGAGCGAGAGAGACGCAGTAGAGAGATGGAGAAAGGTAAAGAATAGGGT
	GlicE^23       GAGCCGGCATATCAGCATCCKCCAATATCCGGCAATACGCAAAACGAAAGGAATTACACCGCGTCAAGTGGTGAGCGAGAGAGACGCAGTAGAGAGATGGAGAAAGGTAAAGAATAGGGT
	GlicE^24      GAGCCGGCATATCAGCATCCGCCAATATCCGGCAATACGCAAAACGAAAGGAATTACACCGCGTCAAGTGGTGAGCGAGAGAGACGCAGTAGAGAGATGGAGAAAGGTAAAGAATAGGGT
	GmorB^27    GAGCCGGCATATCAGCATCCGCCAATATCCGGCAATACGCAAAACGAAAGGAATTACACCGCGTCAAGTGGTGAGCGAGAGAGACGCAGTAGAGAGATGGAGAAAGGTAAAGAATAGGGT
	GpasB^28    GAGCCGGCATATCAGCATCCGCCAATATCCGGCAATACGCAAAACGAAAGGAATTACACCGCGTCAAGTGGTGAGCGAGAGAGACGCAGTAGAGAGATGGAGAAAGGTAAAGAATAGGGT
	GpasB^29    GAGCCGGCATATCAGCATCCGCCAATATCCGGCAATACGCAAAACGAAAGGAATTACACCGCGTCAAGTGGTGAGCGAGAGAGACGCAGTAGAGAGATGGAGAAAGGTAAAGAATAGGGT


18 120
	GecuC^1     GCGTTTTTGAACAATAAAATAGATAAGTTATTCGTTTTTCTGTCAACACATCAGCTGAGGAGCGACGCGTAGAGATACGGACGTGGTCACTCGAGTAAGAAACACTTCTGCGACAGCGGC
	GecuP^4     GCGTTTTTGAACAATAAAATAGATAAGTTATTCGTTTTTCTGTCAACACATCAGCTGAGGAGCGACGCGTAGAGATAYGGACGTGGTCACTCGAGTAAGAAACACTTCTGCGACAGCGGC
	GecuP^5     GCGTTTTTGAACAATAAAATAGATAAGTTATTCGTTTTTCTGTCAACACATCAGCTGAGGAGCGACGCGTAGAGATACGGACGTGGTCACTCGAGTAAGAAACACTTCTGCGACAGCGGC
	GecuP^6      GCGTTTTTGAACAATAAAATAGATAAGTTATTCGTTTTTCTGTCAACNCATCAGCTGAGGAGCGACGCGTAGAGATACGGACGTGGTCACTCGAGTAAGAAACACTTCTGCGACAGCGGC
	GecuP^7      GCGTTTTTGAACAATAAAATAGATAAGTTATTCGTTTTTCTGTCAACACATCAGCTGAGGAGCGACGCGTAGAGATACGGACGTGGTCACTCGAGTAAGAAACACTTCTGCGACAGCGGC
	GecuE^8      GCGTTTTTGAACAATAAAATAGATAAGTTATTCGTTTTTCTGTCAACACATCAGCTGAGGAGCGACGCGTAGAGATACGGACGTGGTCACTCGAGTAAGAAACACTTCTGCGACAGCGGC
	GecuE^9       GCGTTTTTGAACAATAAAATAGATAAGTTATTCGTTTTTCTGTCAACACATCAGCTGAGGAGCGACGCGTAGAGATACGGACGTGGTCACTCGAGTAAGAAACACTTCTGCGACAGCGGC
	GecuE^10       GCGTTTTTGAACAATAAAATAGATAAGTTATTCGTTTTTCTGTCAACACATCAGCTGAGGAGCGACGCGTAGAGATACGGACGTGGTCACTCGAGTAAGAAACACTTCTGCGACAGCGGC
	GecuE^11       GCGTTTTTGAACAATAAAATAGATAAGTTATTCGTTTTTCTGTCAACACATCAGCTGAGGAGCGACGCGTAGAGATACGGACGTGGTCACTCGAGTAAGAAACACTTCTGCGACAGCGGC
	GlicC^15     GCGTTTTTGAACAATAAAATAAATAAGTTATTCGTTTTTCTGTCAACAYATCAGCTGAGGAGCGACGCGTAGAGATACGGACGTGGTCACTCGAGTAAGAAACACTTCTGCGACAGCGGC
	GlicP^17      GCGTTTTTGAACAATAAAATAAATAAGTTATTCGTTTTTCTGTCAACACATCAGCTGAGGAGNGACGCGTAGAGATACGGACGTGGTCACTCGAGTAAGAAACACTTCTGCNACAGCGGC
	GlicE^20       GCGTTTTTGAACAATAAAATAGATAAGTTATTCGTTTTTCTGTCAACACATCAGCTGAGGRGCGACGCGTAGAGATACGGACGTGGTCACTCGAGTAAGAAACACTTCTGCGACAGCGGC
	GlicE^21       GCGTTTTTGAACAATAAAATAGATAAGTTATTCGTTTTTCTGTCAACACATCAGCTGAGGRGCGACGCGTAGAGATACGGACGTGGTCACTCGAGTAAGAAACACTTCTGCGACAGCGGC
	GlicE^22      GCGTTTTTGAACAATAAAATAGATAAGTTATTCGTTTTTCTGTCAACACATCAGCTGAGGGGCGACGCGTAGAGATACGGACGTGGTCACTCGAGTAAGAAACACTTCTGCGACAGCGGC
	GlicE^23      GCGTTTTTGAACAATAAAATAAATAAGTTATTCGTTTTTCTGTCAACACATCAGCTGAGGAGCGACGCGTAGAGATACGGACGTGGTCACTCGAGTAAGAAACACTTCTGCGACAGCGGC
	GmorB^27    GCGTTTTTGAACAATAAAGTAGATAAGTTATTCGTTTTTCTGTCAACACATCAGCTGAGGAGCGACGCGTAGAGATACGGACGTGGTCACTCGAGTAAGAAACACTTCTGCGACAGCGGC
	GpasB^28    GCGTTTTTGAACAATAAAATARATAAGTTATTCGTTTTTCTGTCAACAYATCAGCTGAGGAGCGACGCGTAGAGATACGGACGTGGTCACTCGAGTAAGAAACACTTCTGCGACAGCGGC
	GpasB^29    GCGTTTTTGAACAATAAAATAAATAAGTTATTCGTTTTTCTGTCAACATATCAGCTGAGGAGCGACGCGTAGAGATACGGACGTGGTCACTCGAGTAAGAAACACTTCTGCGACAGCGGC


17 120
	GecuC^1     CTTGTGGTGGASGATCGCTGATGGTATGAGGTGATATTTRTTTGGRAACGCGCACAGAGCTTCACATTGTAGAAGGTGGATCCCTAACAGCTGCAAGATATGTGTCAGACATTTTAGAAG
	GecuP^4     CTTGTGGTGGAGGATCGCTGATGGTATGAGGTGATATTTGTTTGGSAACGCGCACAGAGCTTCACATTGTAGAAGGTGGATCCCTAACAGCTGCAAGATATGTGTCAGACATTTTAGAAG
	GecuP^5      CTTGTGGTGGAGGATCGCTGATGGTATGAGGTGATATTTGTTTGGGAACGCGCACAGAGCTTCACATTGTAGAAGGTGGATCCCTAACAGCTGCAAGATATGTGTCAGACATTTTAGAAG
	GecuE^8      CTTGTGGTGGAGGATCGCTGATGGTATGAGGTGATATTTGTTTGGGAACGCGCACAGAGCTTCACATTGTAGAAGGTGGATCCCTAACAGCTGCAAGATATGTGTCAGACATTTTAGAAG
	GecuE^9       CTTGTGGTGGAGGATCGCTGATGGTATGAGGTGATATTTGTTTGGGAACGCGCACAGAGCTTCACATTGTAGAAGGTGGATCCCTAACAGCTGCAAGATATGTGTCAGACATTTTAGAAG
	GecuE^10       CTTGTGGTGGAGGATCGCTGATGGTATGAGGTGATATTTGTTTGGGAACGCGCACAGAGCTTCACATTGTAGAAGGTGGATCCCTAACAGCTGCAAGATATGTGTCAGACATTTTAGAAG
	GlicC^15     CTTGTGGTGGAGGATCGCTGATGGTATGAGGTGATATTTGTTTGGGAACGCGCACAGAGCTTCACATTGTAGAAGGTGGATCCCTAACAGCTGCAAGATATGTGTCAGACATTTTAGAAG
	GlicP^17      CTTGTGGTGGAGGATCGCTGATGGTATGAGGTGATATTTGTTTGGGAACGCGCACAGAGCTTCACATTGTAGAAGGTGGATCCCTAACAGCTGCAAGATATGTGTCAGACATTTTAGAAG
	GlicP^18      CTTGTGGTGGAGGATCGCTGATGGTATGAGGTGATATTTGTTTGGGAACGCGCACAGAGCTTCACATTGTAGAAGGTGGATCCCTAACAGCTGCAAGATATGTGTCAGACATTTTAGAAG
	GlicE^20      CTTGTGGTGGAGGATCGCTGATGGTATGAGGTGATATTTGTTTGGGAACGCGCACAGAGCTTCACATTGTAGAAGGTGGATCCCTAACAGCTGCAAGATATGTGTCAGACATTTTAGAAG
	GlicE^21       CTTGTGGTGGAGGATCGCTGATGGTATGAGGTGATATTTGTTTGGGAACGCGCACAGAGCTTCACATTGTAGAAGGTGGATCCCTAACAGCTGCAAGATATGTGTCAGACATTTTAGAAG
	GlicE^22       CTTGTGGTGGAGGATCGCTGATGGTATGAGGTGATATTTGTTTGGGAACGCGCACAGAGCTTCACATTGTAGAAGGTGGATCCCTAACAGCTGCAAGATATGTGTCAGACATTTTAGAAG
	GlicE^23      CTTGTGGTGGAGGATCGCTGATGGTATGAGGTGATATTTGTTTGGGAACGCGCACAGAGCTTCACATTGTAGAAGGTGGATCCCTAACAGCTGCAAGATATGTGTCAGACATTTTAGAAG
	GlicE^24      CTTGTGGTGGAGGATCGCTGATGGTATGAGGTGATATTTGTTTGGGAACGCGCACAGAGCTTCACATTGTAGAAGGTGGATCCCTAACAGCTGCAAGATATGTGTCAGACATTTTAGAAG
	GmorB^27    CTTGTGGTGGAGGATCGCTGATGGTATGAGGTGATATTTGTTTGGGAACGCGCACAGAGCTTCACATTGTAGAAGGTGGATCCCTAACAGCTGCAAGACATGTGTCAGACATTTTAGAAG
	GpasB^28    CTTGTGKTGGAGGATCGCTGATGGTATGAGGTGATATTTGTTTGRGAACGCGCACAGAGCTTCACATTGTAGAAGGTGGATCCCTAACAGCTGCAAGATATGTGTCAGACATTTTAGAAG
	GpasB^29    CTTGTGKTGGAGGATCGCTGATGGTATGAGGTGATATTTGTTTGRGAACGCGCACAGAGCTTCACATTGTAGAAGGTGGATCCCTAACAGCTGCAAGATATGTGTCAGACATTTTAGAAG


16 120
	GecuC^1     TGCTATACCCGTGCTAGAATTGTTTCTTCCGCCTCATGGGTAGATGCCGACCTTGGTCTTCCAAAATCATTGGACTGCTTCCAAAATGAACCGGTATCGCGGTGCAATCTTGCAAAAA-A
	GecuP^4     TGCTATACCCGTGCTAGAATTGTTTCTTCCGCCTCATGGGTAGATGCCGACCTTGGTCTTCCAAAATCATTGGACTGCTTCCAAAATGAACCGGTATCGCGGTGCAATCTTGCAAAAASA
	GecuE^8      TGCTATACCCGTGCTAGAATTGTTTCTTCCGCCTCATGGGTAGATGCCGACCTTGGTCTTCCAAAATCATTGGACTGCTTCCAAAATGAACCGGTATCRCGGTGCAATCTTGCAAAAACA
	GecuE^9       TGCTATACCCGTGCTAGAATTGTTTCTTCCGCCTCATGGGTAGATGCCGACCTTGGTCTTCCAAAATCATTGGACTGCTTCCAAAATGAACCGGTATCGCGGTGCAATCTTGCAAAAACA
	GecuE^10       TGCTATACCCGTGCTAGAATTGTTTCTTCCGCCTCATGGGTAGATGCCGACCTTGGTCTTCCAAAATCATTGGACTGCTTCCAAAATGAACCGGTATCGCGGTGCAATCTTGCAAAAASA
	GecuE^11      YGCTATACCCGTGCTAGAATTGTTTCTTNSGCCTCATGGGTAGATGCCGACCTTGGTCTTCCAAAATCATTNGACTGCTTCCAAAATGAACCGGTATCGCGGTRCAATCTTGCAAAAACA
	GlicC^15     TGCTATACCCGTGCTAGAATTGTTTCTTCCGCCTCATGRGTAGATGCCGACCTTGGTCTTCCAAAATCATTGGACTGCTTCCAAAATGAACCGGTATCGCGGTGCAATCTTGCAAAAACA
	GlicP^17      TGCTATACCCGTGCTAGAATTGTTTCTTCCGCCTCATRGGTAGATGCCGACCTTGGTYTTCCAAAATCATTNGACTGCTTCCAAAATGAACCGGTATCGCGGTGCAATCTTGCAAAAACA
	GlicE^20      TGCTATACCCGTGCTAGAATTGTTTCTTCCGCCTCATGRGTAGATGCCGACCTTGGTCTTCCAAAATCATTGGACTGCTTCCAAAATGAACCGGTATCGCGGTGCAATCTTGCAAAAACA
	GlicE^21      TGCTATACCCGTGCTAGAATTGTTTTTTCCGCCTCATGAGTAGATGCCGACCTTGGTCTTCCAAAATCATTGGACTGCTTCCAAAATGAACCGGTATCGCGGTACAATCTTGCAAAAACA
	GlicE^22       TGCTATACCCGTGCTAGAATTGTTTCTTCCGCCTCATNGGTAGATGCCGACCTTGGTCTTCCAAAATCATT-GACTGCTTCCAAAATGAACCGGTATCGCGGTGCAATCTTGCAAAAACA
	GlicE^23       TGCTATACCCGTGCTAGAATTGTTTCTTCCGCCTCATGAGTAGATGCCGACCTTGGTCTTCCAAAATCATTGGACTGCTTCCAAAATGAACCGGTATCGCGGTGCAATCTTGCAAAAACA
	GlicE^24      TGCTATACCCGTGCTAGAATTGTTTCTTCCGCCTCATGAGTAGATGCCGACCTTGGTCTTCCAAAATCATTGGACTGCTTCCAAAATGAACCGGTATCGCGGTGCAATCTTGCAAAAACA
	GlicE^25      TGCTATACCCGTGCTAGAATTGTTTCTTCCGCCTCATRRGTAGATGCCGACCTTGGTCTTCCAAAATCATTGGACTGCTTCCAAAATGAACCGGTATCGCGGTGCAATCTTGCAAAAACA
	GmorB^27    TGCTATACCCGTGCTAGAATTGTTTCTTCCGCCTCATGGGTAGATGCCGACCTTGGTCTTCCAAAATCATTNGACTGCTTCCAAAATGAACCGGTATCGCGGTGCAATCTTGCAAAAASA
	GpasB^28    TGCTATACCCGTGCTAGAATTGTTTCTTCCGCCTCATRGGTAGATGCCGACCTTGGTCTTCCAAAATCATTNGACTGCTTCCAAAATGAACCGGTATCGCGGTGCAATCTTGCAAAAACA


18 120
	GecuC^1     TCCATTATGGGGCCGGAACCAGAAAATCATATCTGTAACAATGATNAATTCATAGTNTCCGGTGGCAGTCCAGTTCCGTCGATTTGCGGCAGCAACATGGGAAATCACAGTAAGCTAGCA
	GecuP^4     TCCATTATGGGGCCGGAACCAGAAAATCATATCTGTAACAATGATCAATTCATAGTGTCCGGTGGCAGTCCAGTTCCGTCGATTTGCGGCAGCAACATGGGAAATCACAGTAAGCTAGCA
	GecuE^8      TCCATTATGGGGCCGGAACCAGAAAATCATATCTGTAACAATGATCAATTCATAGTGTCCGGTGGCAGTCCARTTCCGTCGATTTGCGGCAGCAACATGGGAAATCACAGTAAGCTAGCA
	GecuE^9       TCCATTATGGGGCCGGAACCAGAAAATCATATCTGTAACAATGATCAATTCATAGTGTCCGGTRGCAGTCCAGTTCCGTCGATTTGCGGCAGCAACATGGGAAATCACAGTAAGCTAGCA
	GecuE^10       TCCATTATGGGGCCGGAACCAGAAAATCATATCTGTAACAATGATCAATTCATAGTGTCCGGTGGCAGTCCAGTTCCGTCGATTTGCGGCAGCAACATGGGAAATCACAGTAAGCTAGCA
	GecuE^11      TCCATTATGGGGCCGGAACCAGAAAATCATATCTGTAACAATGATCAATTCATAGTGTCCGGTGGCAGTCCAGTTCCGTCGATTTGCGGCAGCAACATGGGAAATCACAGTAAGCTAGCA
	GlicC^15     TCCATTATGGGGCCGGAACCAGAAAATCATATCTGTAACAATGATCAATTCATAGTGTCCGGTGGCAGTCCARTTCCGTCGATTTGYGGCAGCAACATGGGAAATCACAGTAAGCTAGCA
	GlicP^17      TCCATTATGGGGCCGGAACCAGAAAATCATATCTGTAACAATGATCAATTCATAGTGTCCGGTGGCAGTCCAGTTCCGTCGATTTGCGGCAGCAACATGGGAAATCACAGTAAGCTAGCA
	GlicE^20      TCCATTATGGGGCCGGAACCAGAAAATCATATCTGTAACAATGATCAATTCATAGTGTCCGGTGGCAGTCCAGTTCCGTCGATTTGCGGCAGCAACATGGGAAATCACAGTAAGCTAGCA
	GlicE^21      TCCATTATGGGGCCGGAACCAGAAAATCATATCTGTAACAATGATCAATTCATAGTGTCCGGTGGCAGTCCAGTTCCGTCGATTTGCGGCAGCAACATGGGAAATCACAGTAAGCTAGCA
	GlicE^22      TCCATTATGGGGCCGGAACCAGAAAATCATATCTGTAACAATGATCAATTCATAGTGTCCGGTGGCAGTCCAGTTCCGTCGATTTGCGGCAGCAACATGGGAAATCACAGTAAGCTAGCA
	GlicE^23       TCCATTATGGGGCCGGAACCAGAAAATCATATCTGTAACAATGATCAATTCATAGTGTCCGGTGGCAGTCCAGTTCCGTCGATTTGCGGCAGCAACATGGGAAATCACAGTAAGCTAGCA
	GlicE^24       TCCATTATGGGGCCGGAACCAGAAAATCATATCTGTAACAATGATCAATTCATAGTGTCCGGTGGCAGTCCARTTCCGTCGATTTGCGGCAGCAACATGGGAAATCACAGTAAGCTAGCA
	GlicE^25      TCCATTATGGGGCCGGAACCAGAAAATCATATCTGTAACAATGATCAATTCATAGTGTCCGGTGGCAGTCCAGTTCCRTCGATTTGCGGCAGCAACATGGGAAATCACAGTAAGCTAGCA
	GlicE^26      TCCATTATGGGGCCGGAACCAGAAAATCATATCTGTAACAATGATCAATTCATAGTGTCCGGTGGCAGTCCAGTTCCGTCGATTTGCGGCAGCAACATGGGAAATCACAGTAAGCTAGCA
	GmorB^27    TCCATTATGGGGCCGGAACCAGAAAATCATATCTGTAACAATGATCAATTCATAGTGTCCGGTGGCAGTCCAGTTCCGTCGATTTGCGGCAGCAACATGGGAAATCACAGTAAGCTAGCA
	GpasB^28    TCCATTATGGGGCCGGAACCAGAAAATCATATCTGTAACAATGATCAATTCATAGTGTCCGGTGGCAGTCCAGTTCCGTCGATTTGCGGCAGCAACATGGGAAATCACAGTAAGCTAGCA
	GpasB^29    TCCATTATGGGGCCGGAACCAGAAAATCATATCTGTAACAATGATCAATTCATAGTGTCCGGTGGCAGTCCAGTTCCGTCGATTTGCGGCAGCAACATGGGAAATCACAGTAAGCTAGCA


18 120
	GecuC^1     TGGTGAATATCAGCACGGCTCTGTCAATTTATCTCGAAAGCAGCAATAACAGTATAAATTCGAAACKCCATGTATCAAATAGTTCGAGATGAGACGCTATAAATCGATCTTAGGTCGCTA
	GecuP^4     TGGTGAATATCAGCACGGCTCTGTCAATTTATCTCGAAAGCAGCAATAACAGTATAAATTCGAAACTCCATGTATCAAATAGTTCGAGATGAGACGCTATAAATCGATCTTAGGTCGCTA
	GecuP^5      TGGTGAATATCAGCACGGCTCTGTCAATTTATCTCGAAAGCAGCAATAACAGTATAAATTCGAAACKCCATGTATCAAATAGTTCGAGATGAGACGCTATAAATCGATCTTAGGTCGCTA
	GecuE^8      TGGTGAATATCAGCACGGCTCTGTCAATTTATCTCGAAAGCAGCAATAACAGTATAAATTCGAAACTCCATGTATCAAATAGTTCGAGATGAGACGCTATAAATCGATCTTAGGTCGCTA
	GecuE^9       TGGTGAATATCAGCACGGCTCTGTCAATTTATCTCGAAAGCAGCAATAACAGTATAAATTCGAAACKCCATGTATCAAATAGTTCGAGATGAGACGCTATAAATCGATCTTAGGTCGCTA
	GecuE^10       TGGTGAATATCAGCACGGCTCTGTCAATTTATCTCGAAAGCAGCAATAACAGTATAAATTCGAAACTCCATGTATCAAATAGTTCGAGATGAGACGCTATAAATCGATCTTAGGTCGCTA
	GecuE^11      TGGTGAATATCAGCACGGCTCTGTCAATTTATCTCGAAAGCAGCAATAACAGTATAAATTCGAAACKCCATGTATCAAATAGTTCGAGATGAGACGCTATAAATCGATCTTAGGTCGCTA
	GlicC^15     TGGTGAATATCAGCACGGCTCTGTCAATTTATCTCGAAAGCAGCAATAACAGTATAAATTCGAAACTCCATGTATCAAATAGTTCGAGATGAGACGCTATAAATCGATCTTAGGTCGCTA
	GlicP^17      TGGTGAATATCAGCACGGCTCTGTCAATTTATCTCGAAAGCAGCAATAACAGTATAAATTCGAAACTCCATGTATCAAATAGTTCGAGATGAGACGCTATAAATCGATCTTAGGTCGCTA
	GlicE^20      TGGTGAATATCAGCACGGCTCTGTCAATTTATCTCGAAAGCAGCAATAACAGTATAAATTCGAAACTCCATGTATCAAATAGTTCGAGATGAGACGCTATAAATCGATCTTAGGTCGCTA
	GlicE^21      TGGTGAATATCAGCACGGCTCTGTCAATTTATCTCGAAAGCAGCAATAACAGTATAAATTCGAAACTCCATGTATCAAATAGTTCGAGATGAGACGCTATAAATCGATCTTAGGTCGCTA
	GlicE^22       TGGTGAATATCAGCACGGCTCTGTCAATTTATCTCGAAAGCAGCAATAACAGTATAAATTCGAAACTCCATGTATCAAATAGTTCGAGATGAGACGCTATAAATCGATCTTAGGTCGCTA
	GlicE^23       TGGTGAATATCAGCACGGCTCTGTCAATTTATCTCGAAAGCAGCAATAACAGTATAAATTCGAAACTCCATGTATCAAATAGTTCGAGATGAGACGCTATAAATCGATCTTAGGTCGCTA
	GlicE^24      TGGTGAATATCAGCACGGCTCTGTCAATTTATCTCGAAAGCAGCAATAACAGTATAAATTCGAAACTCCATGTATCAAATAGTTCGAGATGAGACGCTATAAATCGATCTTAGGTCGCTA
	GlicE^25      TGGTGAATATCAGCACGGCTCTGTCAATTTATCTCGAAAGCAGCAATAACAGTATAAATTCGAAACTCCATGTATCAAATAGTTCGAGATGAGACGCTATAAATCGATCTTAGGTCGCTA
	GmorB^27    TGGTGAATATCAGCACGGCTCTGTCAATTTATCTCGAAAGCAGCAATAACAGTATAAATTCGAAACTCCATGTATCAAATAGTTCGAGATGAGACGCTATAAATCGATCTTAGGTCGCTA
	GpasB^28    TGGTGAATATCAGCACGGCTCTGTCAATTTATCTCGAAAGCAGCAATAACAGTATAAATTCGAAACKCCATGTATCAAATAGTTCGAGATGAGACSCTATAAATCGATCTTAGGTCGCTA
	GpasB^29    TGGTGAATATCAGCACGGCTCTGTCAATTTATCTCGAAAGCAGCAATAACAGTATAAATTCGAAACNCCATGTATCAAATAGTTCGAGATGAGACNCTATAAATCGATCTTAGGTCGCTA


15 120
	GecuC^1     ATTTATAGGCGCGAGTCCCATACATATAGCGAATAATGTTGTCGCTTGTGCTAGGAACGTCCCCTCCGCTCCTCAGTGCCTCTAGACAAGCTCACACACNCGCAACTCACAATCAGTCGT
	GecuP^4     ATTTATAGGCGCGAGTCCCATACATATAGCGAATAATGTTGTCGCTTGTGCTAGGAACGTCCCCTCCGCTCCTCAGTGCCTCTAGACAAGCTCACAYACTCGCAACTCACAATCAGTCGT
	GecuP^5     ATTTATAGGCGCGAGTCCCATACATATAGCGAATAATGTTGTCGCTTGTGCTAGGAACGTCCCCTCCGCTCCTCAGTGCCTCTAGACAAGCTCACAYACTCGCAACTCACAATCAGTCGT
	GecuE^8       ATTTATAGGCGCGAGTCCCATACATATAGCGAATAATGTTGTCGCTTGTGCTAGGAACGTCCCCTCCGCTCCTCAGTGCCTCTAGACAAGCTCACAYACTCGCAACTCACAATCAGTCGT
	GecuE^9      ATTTATAGGCGCGAGTCCCATACATATAGCGAATAATGTTGTCGCTTGTGCTAGGAACGTCCCCTCCGCTCCTCAGTGCCTMTAGACAAGCTCACACACTCGCAACTCACAATCAGTCGT
	GlicC^15     ATTTATAGGCGCGAGTCCCATWCATATAGCGAATAATGTTGTCGMTTGTGCTAGGAACGTCCCCTCCGCTCCTCAGTGCCYCTAGACAAGCTCACACACTCGCAACTCACAATCAGTCGT
	GlicP^17      ATTTATAGGCGCGAGTCCCATACATATAGCGAATAATGTTGTCGCTTGTGCTAGGAACGTCCCCTCCGCTCCTCAGTGCCTCTAGACAAGCTCACACACTCGCAACTCACAATCAGTCGT
	GlicE^20      ATTTATAGGCGCGAGTCCCATNCATATAGCGAATAATGTTGTCGCTTGTGCTAGGAACGTCCCCTCCGCTCCTCAGTGCCTCTAGACAAGCTCACACACTCGCAACTCACAATCAGTCGT
	GlicE^21      ATTTATAGGCGCGAGTCCCATACATATAGCGAATAATGTTGTCGCTTGTGCTAGGAACGTCCCCTCCGCTCCTCAGTGCCCCTAGACAAGCTCACACACTCGCAACTCACAATCAGTCGT
	GlicE^22      ATTTATAGGCGCGAGTCCCATACATATAGCGAATAATGTTGTCGCTTGTGCTAGGAACGTCCCCTCCGCTCCTCAGTGCCNCTAGACAAGCTCACACACTCGCAACTCACAATCAGTCGT
	GlicE^23       ATTTATAGGCGCGAGTCCCATACATATAGCGAATAATGTTGTCGCTTGTGCTAGGAACGTCCCCTCCGCTCCTCAGTGCCTCTAGACAAGCTCACACACTCGCAACTCACAATCAGTCGT
	GlicE^24       ATTTATAGGCGCGAGTCCCATACATATAGCGAATAATGTTGTCGCTTGTGCTAGGAACGTCCCCTCCGCTCCTCAGTGCCYCTAGACAAGCTCACACACTCGCAACTCACAATCAGTCGT
	GlicE^25      ATTTATAGGCGCGAGTCCCATACATATAGCGAATAATGTTGTCGCTTGTGCTAGGAACGTCCCCTCCGCTCCTCAGTGCCCCTAGACAAGCTCACACACTCGCAACTCACAATCAGTCGT
	GmorB^27    ATTTATAGGCGCGAGTCCCATACATATAGCGAATAATGTTGTCGCTTGTGCTAGGAACGTCCCCTCCGCTCCTCAGTGCCTCTAGACAAGCTCACACACTCGCAACTCACAATCASTCGT
	GpasB^28    ATTTATAGGCGCGAGTCCCATACATATAGCGAATAATGTTGTCGCTTGTGCTAGGAACGTCCCCTCCGCTCCTCAGTGCCTCTAGACAAGCTCACACACTCGCAACTCACAATCAGTCGT


16 120
	GecuC^1     GAGCAGTGTTCTTTTTGGATTGAACATATTGCCAAAATCCATTCGGTTCAGCTTTTATTTTAGCTGTAGAGGCGATGTATTTTTTTATACACTATGGATATCTYCGATTTCGATATTTTC
	GecuP^4      GAGCAGTGTTCTTTTTGGATTGAACATATTGCCAAAATCCATTCGGTTCAGCTTTTATTTTAGCTGTAGAGGCGATGTATTTTTTTATACACTATGGATATCTCNGATTTCGATATTTTC
	GecuP^5      GAGCAGTGTTCTTTTTGGATTGAACATATTGCCAAAATCCATTCGGTTCAGCTTTTATTTTAGCTGTAGAGGCGATGTATTTTTTTATACACTATGGATATCTCCGATTTCGATATTTTC
	GecuE^8      GAGCAGTGTTCTTTTTGGATTGAACATATTGCCAAAATCCATTCGGTTCAGCTTTTATTTTAGCTGTAGAGGCGATGTATTTTTTTATACACTATGGATATCTCCGATTTCGATATTTTC
	GecuE^9       GAGCAGTGTTCTTTTTGGATTGAACATATTGCCAAAATCCATTCGGTTCAGCTTTTATTTTAGCTGTAGAGGCGATGTATTTTTTTATACACTATGGATATCTCCGATTTCGATATTTTC
	GecuE^10      GAGCAGTGTTCTTTTTGGATTGAACATATTGCCAAAATCCATTCGGTTCAGCTTTTATTTTAGCTGTAGAGGCGATGTATTTTTTTATACACTATGGATATCTCYGATTTCGATATTTTC
	GlicC^15     GAGCAGTGTTCTTTTTGGATTGAACATATTGCCAAAATCCATTCGGTTCAGCTTTTATTTTAGCTGTAGAGGCGATGTATTTTTTTATACACTATGGATATCTCCGATTTCGATATTTTC
	GlicP^17      GAGCAGTGTTCTTTTTGGATTGAACATATTGCCAAAATCYATTCGGTTCAGCTTTTATTTTAGCTGTAGAGGCGATGTATTTTTTTATACACTATGGATATCTCCGATTTCGATATTTTC
	GlicE^20      GAGCAGTGTTCTTTTTGGATTGAACATATTGCCAAAATCCATTCGGTTCAGCTTTTATTTTAGCTGTAGAGGCGATGTATTTTTTTATACACTATGGATATCTCCGATTTCGATATTTTC
	GlicE^21      GAGCAGTGTTCTTTTTGGATTGAACATATTGCCAAAATCCATTCGGTTCAGCTTTTATTTTAGCTGTAGAGGCGATGTATTTTTTTATACACTATGGATATCTCCGATTTCGATATTTTC
	GlicE^22       GAGCAGTGTTCTTTTTGGATTGAACATATTGCCAAAATCCATTCGGTTCAGCTTTTATTTTAGCTGTAGAGGCGATGTATTTTTTTATACACTATGGATATCTCCGATTTCGATATTTTC
	GlicE^23       GAGCAGTGTTCTTTTTGGATTGAACATATTGCCAAAATCCATTCGGTTCAGCTTTTATTTTAGCTGTAGAGGCGATGTATTTTTTTATACACTATGGATATCTCCGATTTCGATATTTTC
	GlicE^24      GAGCA--GTTCTTTTTGGATTGAACATATTGCCAAAATCCATTCGGTTCAGCTTTTATTTTAGCTGTAGAGGCGATGTATTTTTTTATACACTATGGATATCTCCGATTTCGATATTTTC
	GmorB^27    GAGCAGTGTTCTTTTTGGATTGAACATATTGCCAAAATCCATTCGGTTCAGCTTTTATTTTAGCTGTAGAGGCGATGTATTTTTTTATACACTATGGATATCTCCGATTTCGATATTTTC
	GpasB^28    GAGCAGTGTTCTTTTTGGATTGAACATATTGCCAAAATCCATTCGGTTCAGCTTTTATTTTAGCTGTAGAGGCGATGTATTTTTTTATACACTATGGATATCTCCGATTTCGATATTTTC
	GpasB^29    GAGCAGTGTTCTTTTTGGATTGAACATATTGCCAAAATCCATTCGGTTCAGCTTTTATTTTAGCTGTAGAGGCGATGTATTTTTTTATACACTATGGATATCTCYGATTTCGATATTTTC


17 120
	GecuC^1     GACGAAAACACCACACAATGTCAAGAAAATATAGTATTGTTATAAATCGACGTCTGCAAATGTCTAAATTTGTAATCAACAAAGGTCACATGCACTATTGTGATTATTGAACAAAAGTCG
	GecuP^4     GACGAAAACACCACACAATGTCAAGAAAATATAGTATTGTTATAAATCGACGTCTGCAAATGTCTAAATTTGTAATCAACAAAGGTCACATGCACTATTGTGATTATTGAACAAAAGTCG
	GecuP^5     GACGAAAACACCACACAATGTCAAGAAAATATAGTATTGTTATAAATCGACGTCTGCAAATGTCTAAATTTGTAATCAACAAAGGTCACATGCACTATTGTGATTATTGAACAAAAGTCG
	GecuP^6      GACGAAAACACCACACAATGTCAAGAAAATATAGTATTGTTATAAATCGACGTCTGCAAATGTCTAAATTTGTAATCAACAAAGGTCACATGCACTATTGTGATTATTGAACAAAAGTCG
	GecuE^8      GACGAAAACACCACACAATGTCAAGAAAATATAGTATTGTTATAAATCGACGTCTGCAAATGTCTAAATTTGTAATCAACAAAGGTCACATGCACTATTGTGATTATTGAACAAAAGTCG
	GecuE^9       GACGAAAACACCACACAATGTCAAGAAAATATAGTATTGTTATAAATCGACGTCTGCAAATGTCTAAATTTGTAATCAACAAAGGTCACATGCACTATTGTGATTATTGAACAAAAGTCG
	GecuE^10       GACGAAAACACCACACAATGTCAAGAAAATATAGTATTGTTATAAATCGACGTCTGCAAATGTCTAAATTTGTAATCAACAAAGGTCACATGCACTATTGTGATTATTGAACAAAAGTCG
	GlicC^15     NACGAAAACACCACACAATGTCAAGAAAATATAGTATTGTTATAAATCGACGTCTGCAAATGTCTAAATTTGTAATCAACAAAGGTCACATGCACTATTGTGATTATTGAACAAAAGTCG
	GlicP^17      GACGAAAACACCACACAATGTCAAGAAAATATAGTATTGTTATAAATCGACGTCTGCAAATGTCTAAATTTGTAATCAACAAAGGTCACATGCACTATTGTGATTATTGAACAAAAGTCG
	GlicE^20      GACGAAAACACCACACAATGTCAAGAAAATATAGTATTGTTATAAATCGACGTCTGCAAATGTCTAAATTTGTAATCAACAAAGGTCACATGCACTATTGTGATTATTGAACAAAAGTCG
	GlicE^21       GACGAAAACACCACACAATGTCAAGAAAATATAGTATTGTTATAAATCGACGTCTGCAAATGTCTAAATTTGTAATCAACAAAGGTCACATGCACTATTGTGATTATTGAACAAAAGTCG
	GlicE^22       GACGAAAACACCACACAATGTCAAGAAAATATAGTATTGTTATAAATCGACGTCTGCAAATGTCTAAATTTGTAATCAACAAAGGTCACATGCACTATTGTGATTATTGAACAAAAGTCG
	GlicE^23      GACGAAAACACCACACAATGTCAAGAAAATATAGTATTGTTATAAATCGACGTCTGCAAATGTCTAAATTTGTAATCAACAAAGGTCACATGCACTATTGTGATTATTGAACAAAAGTCG
	GlicE^24      GACGAAAACACCACACAATGTCAAGAAAATATAGTATTGTTATAAATCGACGTCTGCAAATGTCTAAATTTGTAATCAACAAAGGTCACATGCACTATTGTGATTATTGAACAAAAGTCG
	GmorB^27    GACGAAAACACCACACAATGTCAAGAAAATATAATATTGTTATAAATCGACGTCTGCAAATGTCTAAATTTGTAATCAACAAAGGTCACATGCACTATTGTGATTATTGAACAAAAGTCG
	GpasB^28    GACGAAAACACCACACAATGTCAAGAAAATATAGTATTGTTATAAATCGACGTCTGCAAATGTCTAAATTTGTAATCAACAAAGGTCACATGCACTATTGTGATTATTGAACAAAAGTCG
	GpasB^29    GACGAAAACACCACACAATGTCAAGAAAATATAGTATTGTTATAAATCGACGTCTGCAAATGTCTAAATTTGTAATCAACAAAGGTCACATGCACTATTGTGATTATTGAACAAAAGTCG


16 120
	GecuC^1     TATTTTTCCGAACCTTTTACTTTCATCGCTCAAATCACTCCTTTCCAGTAGCGATTAGCGATACATCTGATCTATAAAAGATATCATAATTACTGCACTAATGAAACTTTCTCCTGATCT
	GecuC^2     TATTTTTCCGAACCTTTTACTTTCATCGCTCAAATCACTCCTTTCCAGTAGCGATTAGCGATACATCTGATCTATAAAAGATATCATAATTACTGCACTAATGAAACTTTCTCCTGATCT
	GecuP^4     TATTTTTCCGAACCTTTTACTTTCATCGCTCAAATCACTCCTTTCCAGTAGCGATTAGCGATACATCTGATCTATAAAAGATATCATAATTACTGCACTAATGAAACTTTCTCCTGATCT
	GecuE^8       TATTTTTCCGAACCTTTTACTTTCATCGCTCAAATCACTCCTTTCCAGTAGCGATTAGCGATACATCTGATCTAT-AAAGATATCATAATTACTGCACTAATGAAACTTTCTCCTGATCT
	GecuE^9       TATTTTTCCGAACCTTTTACTTTCATCGCTCAAATCACTCCTTTCCAGTAGCGATTAGCGATACATCTGATCTATAAAAGATATCATAATTACTGCACTAATGAAACTTTCTCCTGATCT
	GecuE^10      TATTTTTCCGAACCTTTTACTTTCATCGCTCAAATCACTCCTTTCCAGTAGCGATTAGCGATACATCTGATCTATAAAAGATATCATAATTACTGCACTAATGAAACTTTCTCCTGATCT
	GlicC^15     TATTTTTCCGAACCTTTTACTTTCATCGCTCAAATCACTCCTTTCCAGTAGCGATTAGCGATACATCTGATCTATAAAAGATATCATAATTACTGCACTAATGAAACTTTCTCCTGATCT
	GlicP^17      TATTTTTCCGAACCTTTTACTTTCATCGCTCAAATCACTCCTTTCCAGTAGCGATTAGCGNTACATCTGATCTATAAAAGATATCATAATTACTGCACTAATGAAACTTTCTCCTGATCT
	GlicE^20      TATTTTTCCGAACCTTTTACTTTCATCGCTCAAATCACTCCTTTCCAGTAGCGATTAGCGATACATCTGATCTATAAAAGATATCATAATTACTGCACTAATGAAACTTTCTCCTGATCT
	GlicE^21      TATTTTTCCGAACCTTTTACTTTCATCGCTCAAATCACTCCTTTCCAGTAGCGATTAGCGATACATCTGATCTATAAAAGATATCATAATTACTGCACTAATGAAACTTTCTCCTGATCT
	GlicE^22      TATTTTTCCGAACCTTTTACTTTCATCGCTCAAATCACTCCTTTCCAGTAGCGATTAGCGATACATCTGATCTATAAAAGATATCATAATTACTGCACTAATGAAACTTTCTCCTGATCT
	GlicE^23       TATTTTTCCGAACCTTTTACTTTCATCGCTCAAATCACTCCTTTCCAGTAGCGATTAGCGATACATCTGATCTATAAAAGATATCATAATTACTGCACTAATGAAACTTTCTCCTGATCT
	GlicE^24       TATTTTTCCGAACCTTTTACTTTCATCGCTCAAATCACTCCTTTCCAGTAGCGATTAGCGATACATCTGATCTATAAAAGATATCATAATTACTGCACTAATGAAACTTTCTCCTGATCT
	GlicE^25      TATTTTTCCGAACCTTTTACTTTCATCGCTCAAATCACTCCTTTCCAGTAGCGATTAGCGATACATCTGATCTATAAAAGATATCATAATTACTGCACTAATGAAACTTTCTCCTGATCT
	GmorB^27    TATTTTTCCGAACCTTYTACTTTCATCGCTCAAATCACTCCTTTCCAGTAGCGATTAGCGATACATCTGATCTATAAAAGATATCATAATTACTGCACTAATGAAACTTTCTCCTGATCT
	GpasB^28    TATTTTTCCGARCCTTTTACTTTCATCGCTCAAATCACTCCTTTCCAGTAGCGATTAGCGATACATCTGATCTATAAAAGATATCATAATTACTGCACTAATGAAACTTTCTCCTGATCT


19 120
	GecuC^1     GGCGAATACTTGTTTCAGAAATGTTAGACATCACTACTCCTTCACTTTCAAACGGCGAACTGCTAATACCATTTCTTCAATAATTGAAATATTTTGAGGCGTTATCAGTTCCATTGGCCG
	GecuP^4     GGCGAATACTTGTTTCAGAAATGTTAGACATCACTACTCCTTCACTTTCAAACGGCGAACTGCTAATACCATTTCTTCAATAATTGAAATATTTTGAGGCGTTATCAGTTCCATTGGCCG
	GecuP^5     GGCGAATACTTGTTTCAGAAATGTTAGACATCACTACTCCTTCACTTTCAAACGGCGAACTGCTAATACCATTTCTTCAATAATTGAAACATTTTGAGGCGTTATCAGTTCCATTGGCCG
	GecuP^6      GGCGAATACTTGTTTCAGAAATGTTAGACATCACTACTCCTTCACTTTCAAACGGCGAACTGCTAATACCATTTCTTCAATAATTGAAATATTTTGAGGCGTTATCAGTTCCATTGGCCG
	GecuP^7      GGCGAATACTTGTTTCAGAAATGTTAGACATCACTACTCCTTCACTTTCAAACGGCGAACTGCTAATACCATTTCTTCAATAATTGAAACATTTTGAGGCGTTATCAGTTCCATTGGCCG
	GecuE^8      GGCGAATACTTGTTTCAGAAATGTTAGACATCACTACTCCTTCACTTTCAAACGGCGAACTGCTAATACCATTTCTTCAATAATTGAAAYATTTTGAGGCGTTATCAGTTCCATTGGCCG
	GecuE^9       GGCGAATACTTGTTTCAGAAATGTTAGACATCACTACTCCTTCACTTTCAAACGGCGAACTGCTAATACCATTTCTTCAATAATTGAAAYATTTTGAGGCGTTATCAGTTCCATTGGCCG
	GecuE^10       GGCGAATACTTGTTTCAGAAATGTTAGACATCACTACTCMTTCACTTTCAAACGGCGAACTGCTAATACCATTTCTTCAATAATTGAAATATTTTGAGGCGTTATCAGTTCCATTGGCCG
	GecuE^11      GGCGAATACTTGTTTCAGAAATGTTAGACATCACTACTCCTTCACTTTCAAACGGCGAACTGCTAATACCATTTCTNCAATAATTGAAAYATTTTGAGGCGTTATCAGTTCCATTGGCCG
	GlicC^15     GGCGAATACTTGTTTCAGAAATGTTAGACATCACTACTCCTTCACTTT-AAACGGCGAACTGCTAATACCATNTCTTCAATAATTGAAATATTTTGAGGCGTTATCAGTTCCATTGGCCG
	GlicP^17      GGCGAATACTTGTTTCAGAAATGTTAGACATCACTACTCCTTCACTTTCAAACGGCGAACTGCTAATACCATTTCTTCAATAATTGAAATATTTTGAGGCGTTATCAGTTCCATTGGCCG
	GlicE^20      GGCGAATACTTGTTTCAGAAATGTTAGACATCACTACTCCTTCACTTTCAAACGGCGAACTGCTAATACCATTTCTTCAATAATTGAAATATTTTGAGGCGTTATCAGTTCCATTGGCCG
	GlicE^21      GGCGAATACTTGTTTCAGAAATGTTAGACATCACTACTCCTTCACTTTCAAACGGCGAACTGCTAATACCATTTCTTCAATAATTGAAATATTTTGAGGCGTTATCAGTTCCATTGGCCG
	GlicE^22       GGCGAATACTTGTTTCAGAAATGTTAGACATCACTACTCCTTCACTTTCAAACGGCGAACTGCTAATACCATTTCTTCAATAATTGAAATATTTTGAGGCGTTATCAGTTCCATTGGCCG
	GlicE^23       GGCGAATACTTGTTTCAGAAATGTTAGACATCACTACTCCTTCACTTTCAAACGGCGAACTGCTAATACCATTTCTTCAATAATTGAAATATTTTGAGGCGTTATCAGTTCCATTGGCCG
	GlicE^24      GGCGAATACTTGTTTCAGAAATGTTAGACATCACTACTCCTTCACTTTCAAACGGCGAACTGCTAATACCATTTCTTCAATAATTGAAATATTTTGAGGCGTTATCAGTTCCATTGGCCG
	GlicE^25      GGCGAATACTTGTTTCAGAAATGTTAGACATCACTACTCCTTCACTTTCAAACGGCGAACTGCTAATACCATTTCTTCAATAATTGAAAYATTTTGAGGCGTTATCAGTTCCATTGGCCG
	GmorB^27    GGCGAATACTTGTTTCAGAAATGTTAGACATCACTACTCCTTCACTTTCAAACGGCGAACTGCTAATACCATTTCTTCAATAATTGAAATATTTTGAGGCGTTATCAGTTCCATTGGCCG
	GpasB^28    GGCGAATACTTGTTTCAGAAAWGTTAGACATCACTACTCCTTCACTTTCAAACGGCGAACTGCTAATACCATTTCTTCAATAATTGAAATATTTTGAGGCGTTATCAGTTCCATTGGCCG


19 120
	GecuC^1     GTGACAACCAGCAGTTCGTCACATTAGTAAAGCATAAACTTTATTCCTAATTATCTGCCTTA---TGTTGGCATAGCTGGTAGTGATGCTACAAGAACCTTATTTTTCAAATACATTCAG
	GecuP^4     GTGACAACCAGCAGTTCGTCGCATTAGTAAAGCATAAACTTTATTCCTAATTATCTGCCTTA---TGTTGGCATAGCTGGTAGTGATGCTACAAGAACCTTATTTTTCAAATACATTCAG
	GecuP^5      GTGACAACCAGCAGTTCGTCSCATTAGTAAAGCATAAACTTTATTCCTAATTATCTGCCTTA---TGTTGGCATAGCTGGTAGTGATGCTACAAGAACCTTATTTTTCAAATACATTYAG
	GecuE^8      GTGACAACCAGCAGTTCGTCGCATTAGTAAAGCATAAACTTTATTCCTAATTATCTGCCTTA---TGTTGGCATAGCTGGTAGTGATGCTACAAGAACCTTATTTTTCAAATACATTTAG
	GecuE^9       GTGACAACCAGCAGTTCGTCGCATTAGTAAAGCATAAACTTTATTCCTAATTATCTGCCTTA---TGTTGGCATAGCTGGTAGTGATGCTACAAGAACCTTATTTTTCAAATACATTCAG
	GecuE^10       GTGAYAACCAGCAGTTCGTCACATTAGTAAAGCATAAACTTTATTCCTAATTATCTGCCTTA---TGTTGGCATAGCTGGTAGTGATGCTACAAGAACCTTATTTTTCAAATACATTCAG
	GecuE^11      GTGACAACCAGCAGTTCGTCGCATTAGTAAAGCATAAACTTTATTCCTAATTATCTGCCATATGTTGTTGGCATAGCTGGTAGTGATGCTACAAGAACCTTATTTTTCAAATACATTCAG
	GecuE^12      GTGANAACCAGCAGTTCGTCGCATTAGTAAAGCATAAACTTTATTCCTAATTATCTGCCATATGTTGTTGGCATAGCTGGTAGTGATGCTACAAGAACCTTATTTTTCAAATACATTCAG
	GlicC^15     GTGACAACCAGCAGTTCGTCACATTAGTAAAGCATAAACTTTATTCCTAATTATCTGCCTCA---TGTTGGCATAGCTGGTAGTGATGCTACAAGAACCTTATTTTTCAAATACATTCAG
	GlicP^17      GTGACAACCAGCAGTTCGTCACATTAGTAAAGCATAAACTTTATTCCTAATTATCTGCCTTA---TGTTGGCATAGCTGGTAGTGATGCTACAAGAACCTTATTTTTCAAATACATTCAG
	GlicP^18      GTGACAACCAGCAGTTCGTCAMWTTAGTAAAGCATAAACTTTATTCCTAATTATCTGCCTTA---TGTTGGCATAGCTGGTAGTGATGCTACAAGAACCTTATTTTTCAAATACATTCAG
	GlicE^20      GTGACAACCAGCAGTTCATCGCATTAGTAAAGCATAAACTTTATTCCTAATTATCTGCCATATGTTGTTGGCATAGCTGGTAGTGATGCTACAAGAACCTTATTTTTCAAATACATTCAG
	GlicE^21      GTGACAACCAGCAGTTCGTCACATTAGTAAAGCATAAACTTTATTCCTAATTATCTGCCTTA---TGTTGGCATAGCTGGTAGTGATGCTACAAGAACCTTATTTTTCAAATACATTCMG
	GlicE^22       GTGACAACCAGCAGTTCGTCACATTAGTAAAGCATAAACTTTATTCCTAATTATCTGCCTTA---TGTTGGCATAGCTGGTAGTGATGCTACAAGAACCTTATTTTTCAAATACATTCAG
	GlicE^23       GTGACAACCAGCAGTTCGTCACATTAGTAAAGCATAAACTTTATTCCTAATTATCTGCCTTA---TGTTGGCATAGCTGGTAGTGATGCTACAAGAACCTTATTTTTCAAATACATTCAG
	GlicE^24      GTGACAACCAGCAGTTCGTCACATTAGTAAAGCATAAACTTTATTCCTAATTATCTGCCTTA---TGTTGGCATAGCTGGTAGTGATGCTACAAGAACCTTATTTTTCAAATACATTCAG
	GmorB^27    GTGACAACCAGCAGTTCGTCGCATTAGTAAAGCATAAACTTTATTCCTAATTATCTGCCWTATGTTGTTGGCATAGCTGGTAGTGATGCTACAAGAACCTTATTTTTCAAATACATTCAG
	GpasB^28    GTGACAACCAGCAGTTCGTCACATTAGTAAAGCATAAACTTTATTCCTAATTATCTGCCTTA---TGTTGGCATAGCTGGTAGTGATGCTACAAGAACCTTATTTTTCAAATACATTCAG
	GpasB^29    GTGAYAACCAGCAGTTCGTCACATTAGTAAAGCATAAACTTTATTCCTAATTATCTGCCTTA---TGTTGGCATAGCTGGTAGTGATGCTACAAGAACCTTATTTTTCAAATACATTCAG


17 120
	GecuC^1     TTTTCTTGTTCCGCAGAAGCTACATTTTAGTGAAAAATAGACATCAATGAATGGAGAAACCATGCTTCTGAAAACGGATTTTCAAAGAACGTCATAATTGCATAGGGTGCCTGGTTTTGG
	GecuP^4     ATTTCTTGTTCCGCAGAAGCTACATTTTAGTGAAAAATAGACATCAATGAATGGAGAAACCATGCTTCTGAAAACGGATTTTCAAAGAACGTCATAATTGCATAGGGTGCCTGGTTTTGG
	GecuP^5      TTTTCTTGTTCCGCAGAAGCTACATTTTAGTGAAAAATAGACATCAATGAATGCAGAAACCATGCTTCTGAAAACGGATTTTCAAARAACGTCATAANTGCATAGGGTGCCTGGTTTTGG
	GecuE^8      TTTTCTTGTTCCGCAGAAGCTACATTTTAGTGAAAAATAGACATCGATGAATGGAGAAACCATGCTTCTGAAAACGGATTTTCAAAGAACGTCATAATTGCATAGGGTGCCTGGTTTTGG
	GecuE^9       ATTTCTTGTTCCGCAGAAGCTACATTTTAGTGAAAAATAGACATCAATGAATGGAGAAACCATGCTTCTGAAAACGGATTTTCAAAGAACGTCATAATTGCATAGGGTGCCTGGTTTTGG
	GecuE^10       TTTTCTTGTTCCGCAGAAGCTACATTTTAGTGAAAAATAGACATCAATGAATGGAGAAACCATGCTTCTGAAAACRGATTTTCAAAGAACGTCATAATTGCATAGGGTGCCTGGTTTTGG
	GecuE^11      TTTTCTTGTTCCGCAGAAGCTACATTTTAGTGAAAAATAGACATCAATGAATGGAGAAACCATGCTTCTGAAAACGGATTTTCAAAGAACGTCATAATTGCATAGGGTGCCTGGTTTTGG
	GlicC^15     TTTTCTTGTTCCGCAGAAGCTACATTTTAGTGAAAAATAGACATCAATGAATGGAGAAACCATGCTTCTGAAAACGGATTTTCAAAGAACGTCATAATTGCATAGGGTGCCTGGTTTTGG
	GlicP^17      TTTTCTTGTTCCGCAGAAGCTACATTTTAGTGAAAAATAGACATCAATGAATGSAGAAACCATGCTTCTGAAAACGGATTTTCAAAGAACGTCATAATTGCATAGGGTGCCTGGTTTTGG
	GlicE^20      TTTTCTTGTTCCGCAGAAGCTACATTTTAGTGAAAAATAGACATCAATGAATGSAGAAACCATGCTTCTGAAAACGGATTTTCAAAGAACGTCATAATTGCATAGGGTGCCTGGTTTTGG
	GlicE^21      TTTTCTTGTTCCGCAGAAGCTACATTTTAGTGAAAAATARACATCAATGAATGGAGAAACCATGCTTCTGAAAACGGATTTTCAAAGAACGTCATAATTGCATAGGGTGCCTGGTTTTGG
	GlicE^22      TTTTCTTGTTCCGCAGAAGCTACATTTTAGTGAAAAATAGACATCAATGAATGCAGAAACCATGCTTCTGAAAACGGATTTTCAAAGAACGTCATAATTGCATAGGGTGCCTGGTTTTGG
	GlicE^23       TTTTCTTGTTCCGCAGAAGCTACATTTTAGTGAAAAATAGACATCAATGAATGGAGAAACCATGCTTCTGAAAACGGATTTTCAAAGAACGTCATAATTGCATAGGGTGCCTGGTTTTGG
	GlicE^24      TTTTCTTGTTCCGCAGAAGCTACATTTTAGTGAAAAATAGACATCAATGAATGCAGAAACCATGCTTCTGAAAACGGATTTTCAAAGAACGTCATAATTGCATAGGGTGCCTGGTTTTGG
	GlicE^25      TTTTCTTGTTCCGCAGAAGCTACATTTTAGTGAAAAATAGACATCAATGAATGGAGAAACCATGCTTCTGAAAACRGATTTTCAAAGAACGTCATAATTGCATAGGGTGCCTGGTTTTGG
	GmorB^27    TTTTCTTGTTCCGCAGAAGCTACATTTTAGTGAAAAATAGACATCAATGAATGGAGAAACCATGCTTCTGAAAACGGATTTTCAAAGAACGTCATAATTGCATAGGGTGCCTGG-TTTGG
	GpasB^28    TTTTCTTGTTCCGCAGAAGCTACATTTTAGTGAAAAATAGACATCAATGAATGCAGAAACCATGCTTCTGAAAACGGATTTTCAAAGAACGTCATAATTGCATAGGGTGCCTGGTTTTGG


16 120
	GecuC^1     AGCGAATACTTGTTTCAGAAATGTTAGACCACTGCTAATTCCTTCACTTTCAAACGGCAATCTGCTAATACCATTTCTTCAATAATTGAAATGTTTTGAGGCGTTATTAGTTCAATTGAC
	GecuP^4     AGCGAATACTTGTTTCAGAAATGTTAGACCACTGCTAATTCCTTCACTTTCAAACGGCAATCTGCTAATACCATTTCTTCAATAATTGAAATGTTTTGAGGCGTTATTAGTTCAATTGAC
	GecuP^5     AGCGAATACTTGTTTCAGAAATGTTAGACCACTGCTAATTCCTTCACTTTCAAACGGCAATCTGCTAATACCATTTCTTCAATAATTGAAATGTTTTGAGGCGTTATTAGTTCAATTGAC
	GecuP^6      AGCGAATACTTGTTTCAGAAATGTTAGACCACTGCTAATTCCTTCACTTTCAAACGGCAATCTGCTAATACCATTTCTTCAATAATTGAAATGTTTTGAGGCGTTATTAGTTCAATTGAC
	GecuP^7      AGCGAATACNNGTTTCAGAAATGTTAGACCACTGCTAATTCCTTCACTTTCAAACGGCAATCTGCTAATACCATTTCTTCAATAATTGAAATGTTTTGAGGCGTTATTAGTTCAATTGAC
	GecuE^8      AGCGAATACTTGTTTCAGAAATGTTAGACCACTGCTAATTCCTTCACTTTCAAACCGCAATCTGCTAATACCATTTCTTCAATAATTGAAATGTTTTGAGGCGTTATTAGTTCAATTGAC
	GecuE^9       AGCGAATACAAGTTTCAGAAATGTTAGACCACTGCTAATTCCTTCACTTTCAAACGGCAATCTGCTAATACCATTTCTTCAATAATTGAAATGTTTTGAGGCGTTATTAGTTCAATTGAC
	GecuE^10       AGCGAATACTTGTTTCAGAAATGTTAGACCACTGCTAATTCCTTCACTTTCAAACGGCAATCTGCTAATACCATTTCTTCAATAATTGAAATGTTTTGAGGCGTTATTAGTTCAATTGAC
	GlicC^15     AGCGAATACTTGTTTCAGAAATGTTAGACCACTGCTAATTCCTTCACTTTCAAACGGCAATCTGCTAATACCATTTCTTCAATAATTGAAATGTTTTGAGGCGTTATTAGTTCAATTGAC
	GlicP^17      AGCGAATACTTGTTTCAGAAATGTTAGACCACTRCTAATTCCTTCACTTTCAAACGGCAATCTGCTAATACCATTTCTTCAATAATTGAAATGTTTTGAGGCGTTATTAGTTCAATTGAC
	GlicE^20       AGCGAATACTTGTTTCAGAAATGTTAGACCACTGCTAATTCCTTCACTTTCAAACGGCAATCTGCTAATACCATTTCTTCAATAATTGAAATGTTTTGAGGCGTTATTAGTTCAATTGAC
	GlicE^21       AGCGAATACTTGTTTCAGAAATGTTAGACCACTGCTAATTCCTTCACTTTCAAACGGCAATCTGCTAATACCATTTCTTCAATAATTGAAATGTTTTGAGGCGWTATTAGTTCAATTGAC
	GlicE^22      AGCGAATACTTGTTTCAGAAATGTTAGACCACTGCTAATTCCTTCACTTTCAAACGGCAATCTGCTAATACCATTTCTTCAATAATTGAAATGTTTTGAGGCGTTATTAGTTCAATTGAC
	GlicE^23      AGCGAATACTTGTTTCAGAAATGTTAGACCACTGCTAATTCCTTCACTTTCAAACGGCAATCTGCTAATACCATTTCTTCAATAATTGAAATGTTTTGAGGCGTTATTAGTTCAATTGAC
	GmorB^27    AGCGAATACTTGTTTCAGAAATGTTAGACCACTGCTAATTCCTTCACTTTCAAACGGCAATCTGCTAATACCATTTCTTCAATAATTGAAATGTTTTGAGGCGTTATTAGTTCAATTGAC
	GpasB^28    AGCGAATACTTGTTTCAGAAATGTTAGACCACTGCTAATTCCTTCACTTTCAAACGGCAATCTGCTAATACCATTTCTTCAATAATTGAAATGTTTTGAGGCGTTATTAGTTCAATTGAC


19 120
	GecuC^1     AATAAAAGCTCATTATAGCAAATGAAACTCAAATCACAAAATTCTATTGTATATTGTCTCATAATATTCCTTTATATTGTATGATTTACATTTGAAATTTACCTACTACATTTTACTTAC
	GecuP^4     AATAAAAGCTCATTATAGCAAATGAAACTCAAATCACAAAATTCTATTGTATATTGTCTCATAATATTCCTTTATATTGTATGATTTACATTTGAAATTTACCTACTACATTTTACTTAC
	GecuP^5     AATAAAAGCTCATTATAGCAAATGAAACTCAAATCACAAAATTCTATTGTATATTGTCTCATAATATTCCTTTATATTGTATGATTTACATTTGAAATTTACCTACTACATTTTACTTAC
	GecuP^6      AATAAAAGCTCATTATAGCAAATGAAACTCAAATCACAAAATTCTATTGTATATTGTCTCATAATATTCCTTTATATTGTATGATTTACATTTGAAATTTACCTACTACATTTTACTTAC
	GecuE^8      AATAAAAGCTCATTATAGCAAATGAAACTCAAATCACAAAATTCTATTGTATATTGTCTCATAATATTCCTTTATATTGTATGATTTACATTTGAAATTTACCTACTACATTTTACTTAC
	GecuE^9       AATAAAAGCTCATTATAGCAAATGAAACTCAAATCACAAAATTCTATTGTATATTGTCTCATAATATTCCTTTATATTGTATGATTTACATTTGAAATTTACCTWCTACATTTTACTTAC
	GecuE^10       AATAAAAGCTCATTATAGCAAATGAAACTCAAATCACAAAATTCTATTGTATATTGTCTCATAATATTCCTTTATATTGTATGATTTACATTTGAAATTTACCTACTACATTTTACTTAC
	GecuE^11      AATAAAAGCTCATTATAGCAAATGAAACTCAAATCACAAAATTCTATTGTATATTGTCTCATAATATTCCTTTATATTGTATGATTTACATTTGAAATTTACCTACTACATTTTACTTAC
	GlicC^15     AATAAAAACTCATTATAGCAAATGAAACTCAAATCACAAAATTCTATTGTATATTGTCTCATAATATTCCTTTATATTGTATGATTTACATTTGAAATTTACCTACTACATTTTACTTAC
	GlicP^17      AATAAAAACTCATTATRGCAAATGAAACTCAAATCACAAAATTCTATTGTATATTGTCTCATAATATTCCTTTATATTGTATGATTTACATTTGAAATTTACCTACTACATTTTACTTAC
	GlicE^20      AATAAAAACTCATTATRGCAAATGAAACTCAAATCACAAAATTCTATTGTATATTGTCTCATAATATTCCTTTATATTGTATGATTTACATTTGAAATTTACCTACTACATTTTACTTAC
	GlicE^21      AATAAAAACTCATTATRGCAAATGAAACTCAAATCACAAAATTCTATTGTATATTGTCTCATAATATTCCTTTATATTGTATGATTTACATTTGAAATTTACCTACTACATTTTACTTAC
	GlicE^22      AATAAAAACTCATTATRGCAAATGAAACTCAAATCACAAAATTCTATTGTATATTGTCTCATAATATTCCTTTATATTGTATGATTTACATTTGAAATTTACCTACTACATTTTACTTAC
	GlicE^23       AATAAAAACTCATTATAGCAAATGAAACTCAAATCACAAAATTCTATTGTATATTGTCTCATAATATTCCTTTATATTGTATGATTTACATTTGAAATTTACCTACTACATTTTACTTAC
	GlicE^24       AATAAAAACTCATTATGGCAAATGAAACTCAAATCACAAAATTCTATTGTATATTGTCTCATAATATTCCTTTATATTGTATGATTTACATTTGAAATTTACCTACTACATTTTACTTAC
	GlicE^25      AATAAAAACTCATTATGGCAAATGAAACTCAAATCACAAAATTCTATTGTATATTGTCTCATAATATTYCTTTATATTGTATGATTTACATTTGAAATTTACCTACTACATTTTACTTAC
	GlicE^26      AATAAAAACTCATTATRGCAAATGAAACTCAAATCACAAAATTCTATTGTATATTGTCTCATAATATTCCTTTATATTGTATGATTTACATTTGAAATTTACCTACTACATTTTACTTAC
	GmorB^27    AATAAAAACTCATTATGGCAAATGAAACTCAAATCACAAAATTCTATTGTATATTGTCTCATAATATTCCTTTATATTGTATGATTTACATTTGAAATTTACCTACTACATTTTACTTAC
	GpasB^28    AATAAAAACTCATTATGGCAAATGAAACTCAAATCACAAAATTCTATTGTATATTGTCTCATAATATTCCTTTATATTGTATGATTTACATTTGAAATTTACCTACTACATTTTACTTAC


19 120
	GecuC^1     GTTGAGGTGATGACGAAAACGGAGCTCCATCTAAGGATACCGTTCAACATGGATTCGCCATTCATCCAACTGTACTTCGGCAAAAATAAGCAACGGTTGATACCGTACA-GCGAGTTCAG
	GecuP^4     GTTGAGGTGATGACGAAAACGGAGCTCCAYCTAAGGATACCGTTCAACATGGATTCGCCATTCATCCAAYTGTACTTCGGCAAAAATAAGCAACGRTTGATACCGTACA-GCGAGTTCAG
	GecuP^5     GTTGAGGTGATGACGAAAACGGAGCTCCATCTAAGGATACCGTTCAACATGGATTCGCCATTCATCCAACTGTACTTCGGCAAAAATAAGCAACGGTTGATACCGTACA-GCGAGTTCAG
	GecuP^6      GTTGAGGTGATGACGAAAACGGAGCTCCAYCTAAGGATACCGTTCAACATGGATTCGCCATTCATCCAACTGTACTTCGGCAAAAATAAGCAACGGTTGATACCGTACA-GCGAGTTCAG
	GecuE^8      GTTGAGGTGATGACRAAAACGGAGCTCCAYCTAAGGATACCGTTCAACATGGATTCGCCATTCATCCAACTGTAYTTCGGCAAAAATAAGCAACGGTTGATACCGTACA-GCGAGTTCAG
	GecuE^9       GTTGAGGTGATGACGAAAACGGAGCTCCACCTAAGGATACCGTTCAACATGGATTCGCCATTCATCCAATTGTACTTCGGCAAAAATAAGCAACGGTTGATACCGTACA-GCGAGTTCAG
	GecuE^10       GTTGAGGTGATGACRAAAACGGAGCTCCAYCTAAGGATACCGTTCAACATGGATTCGCCATTCATCCAACTGTAYTTCGGCAAAAATAAGCAACGGTTGATACCGTACA-GCGAGTTCAG
	GecuE^11      GTTGAGGTGATGACGAAAACGGAGCTCCANCTAAGGATACCGTTCAACATGGATTCGCCATTCATCCAANTGTACTTCGGCAAAAATAAGCAACGGTTGATACCGTACA-GCGAGTTCAG
	GlicC^15     GTTGAGGTGATGACGAAAACGGAGCTCCAYCTAAGGATACCGTTCAACATGGATTCGCCATTCATCCAAYTGTACTTCGGCAARAATAAGCAACGGTTGATACCGTACA-GCGAGTTCAG
	GlicP^17      GTTGAGGTGATGACGAAAACGGAGCTCCATCTAAGGATACCGTTCAACATGGATTCGCCATTCATCCAACTCTACTTCGGCAAAAATAAGCAACGGTTGATACCGTACA-GCGAGTTCAG
	GlicP^18      GTTGAGGTGATGACGAAAACGGAGCTCCAYCTAAGGATACCGTTCAACATGGATTCGCCATTCATCCAAYTGTACTTCGGCAARAATAAGCAACGGTTGATACCGTACA-GCGAGTTCAG
	GlicE^20      GTTGAGGTGATGACGAAAACGGAGCTCCACCTAAGGATACCGTTCAACATGGATTCGCCATTCATCCAATTGTACTTCGGCAAAAATAAGCAACGGTTGATACCGTACA-GCGAGTTCAG
	GlicE^21      GTTGAGGTGATGACGAAAACGGAGCTCCAYCTAAGGATACCGTTCAACATGGATTCGCCATTCATCCAACTSTACTTCGGCAAAAATAAGCAACGGTTGATACCGTACANGCGAGTTCAG
	GlicE^22       GTTGAGGTGATGACGAAAACGGAGCTCCATCTAAGGATACCGTTCAACATGGATTCGCCATTCATCCAACTSTACTTCGGCAAAAATAAGCAACGGTTGATACCGTACA-GCGAGTTCAG
	GlicE^23       GTTGAGGTGATGACGAAAACGGAGCTCCATCTAAGGATACCGTTCAACATGGATTCGCCATTCATCCAACTGTACTTCGGCAAAAATAAGCAACGGTTGATACCGTACA-GCGAGTTCAG
	GlicE^24      GTTGAGGTGATGACGAAAACGGAGCTCCAYCTAAGGATACCGTTCAACATGGATTCGCCATTCATCCAAYTGTACTTCGGCAAAAATAAGCAACGGTTGATACCGTACA-GCGAGTTCAG
	GlicE^25      GTTGAGGTGATGACGAAAACGGAGCTCCATCTAAGGATACCGTTCAACATGGATTCGCCATTCATCCAAYTGTACTTCGGCAARAATAAGCAACGGTTGATACCGTACA-GCGAGTTCAG
	GmorB^27    GTTGAGGTGATGACGAAAACGGAGCTCCATCTAAGGATACCGTTCAACATGGATTCGCCATTCATCCAACTGTACTTCGGCAAAAATAAGCAACGGTTGATACCGTACA-GCGAGTTCAG
	GpasB^28    GTTGAGGTGATGACGAAAACGGAGCTCCAYCTAAGRATACCGTTCAACATGGATTCGCCATTCATCCAAYTGTACTTCGGCAAAAATAAGCAACGGTTGATACCGTACA-GCGAGTTCAG


23 120
	GecuC^1     ATAAAAAAGAAAACGAGGACGAAAAAATATCCAGGGTTATTGTGACGTTGGATTTTGATTTGTATCCTACCCTTCTCCCT-CTTTTTTTGTTATTCAATTATTATATTCTCCAGGGGATA
	GecuP^4     ATAAAAAAGAAAACGAGGACGAAAAAATATCCAGGGTTATTGTGACGTTGGATTTTGATTTGTATCCTACCCTTCTCCCT-CTTTTTTTGTTATTCAATTATTATATTCTCCAGGGGATA
	GecuP^5     ATAAAAAAGAAAACGAGGACGAAAAAATATCCAGGGTTATTGTGACGTTGGATTTTGATTTGTATCCTACCCTTCTCCCT-CTTTTTTTGTTATTCAATTATTATATTCTCCAGGGGATA
	GecuP^6      ATAAAAAAGAAAACGAGGACGAAAAAATATCCAGGGTTATTGTGACGTTGGATTTTGATTTGTATCCTACCCTTCTCCCT-CTTTTTTTGTTATTCAATTATTATATTCTCCAGGGGATA
	GecuP^7      ATAAAAAAGAAAACGAGGACGAAAAAATATCCAGGGTTATTGTGACGTTGGATTTTGATTTGTATCCTACCCTTCTCCCT-CTTTTTTTGTTATTCAATTATTATATTCTCCAGGGGATA
	GecuE^8      ATAAAAAAGAAAACGAGGACGAAAAAATATCCAGGGTTATTGTGACGTTGGATTTTGATTTGTATCCTACCCTTCTCCCT-CTTTTTTTGTTATTCAATTATTATATTCTCCAGGGGATA
	GecuE^9       ATAAAAAAGAAAACGAGNACG-AAAAATATCCAGGGTTATTGTGACGTTGGATTTTGATTTGTATCCTACCCTTCTCCCT-CTTTTTTTGTTATTCAATTATTATATTCTCCAGGGGATA
	GecuE^10       ATAAAAAAGAAAACGAGGACGAAAAAATATCCAGGGTTATTGTGACGTTGGATTTTGATTTGTATCCTACCCTTCTCCCT-CTTTTTTTGTTATTCAATTATTATATTCTCCAGGGGATA
	GecuE^11       ATAAAAAAGAAAACGAGGACGAAAAAATATCCAGGGTTATTGTGACGTTGGATTTTGATTTGTATCCTACCCTTCTCCCT-CTTTTTTTGTTATTCAATTATTATATTCTCCAGGGGATA
	GecuE^12      ATAAAAAAGAAAACGAGGACGAAAAAATATCCAGGGTTATTGTGACGTTGGATTTTGATTTGTATCCTACCCTTCTCCCT-CTTTTTTTGTTATTCAATTATTATATTCTCCAGGGGATA
	GlicC^15     ATAAAAAAGAAAACGAGGRCGAAAAAATATCCAGGGTTATTGTGACGTTGGATTTTGATTTGTATCCTACCCTTCTCCCT-CTTTTTTTGTTATTCAATTATTATATTCTCCAGGGGATA
	GlicC^16     ATAAAAAAGAAAACGAGGACGAAAAAATATCCAGGGTTATTGTGACGTTGGATTTTGATTTGTATCCTACCCTTCTCCCT-CTTTTTTTGTTATTCAATTATTATATTCTCCAGGGGATA
	GlicP^17      ATAAAAAAGAAAACGAGGACGAAAAAATATCCAGGGTTATTGTGACGTTGGATTTTGATTTGTATCCTACCCTTCTCCCT-CTTTTTTTGTTATTCAATTATTATATTCTCCAGGGGATA
	GlicP^18      ATAAAAAAGAAAACGAGGACGAAAAAATATCCAGGGTTATTGTGACGTTGGATTTTGATTTGTATCCTACCCTTCTCCCT-CTTTTTTTGTTATTCAATTATTATATTCTCCAGGGGATA
	GlicE^20      ATAAAAAAGAAAACGAGGACGAAAAAATATCCAGGGTTATTGTGACGTTGGATTTTGATTTGTATCCTACCCTTCTCCCT-CTTTTTTTGTTATTCAATTATTATATTCTCCAGGGGATA
	GlicE^21      ATAAAAAAGAAAACGAGGACGAAAAAATATCCAGGGTTATTGTGACGTTGGATTTTGATTTGTATCCTACCCTTCTCCCT-CTTTTTTTGTTATTCAATTATTATATTCTCCAGGGGATA
	GlicE^22       ATAAAAAAGAAAACGAGGACGAAAAAATATCCAGGGTTATTGTGACGTTGGATTTTGATTTGTATCCTACCCTTCTCCCT-CTTTTTTTGTTATTCAATTATTATATTCTCCAGGGGATA
	GlicE^23       ATAAAAAAGAAAACGAGGACGAAAAAATATCCAGGGTTATTGTGACGTTGGATTTTGATTTGTATCCTACCCTTCTCCCTNCTTTTTTTGTTATTCAATTATTATATTCTCCAGGGGATA
	GlicE^24      ATAAAAAAGAAAACGAGGACGAAAAAATATCCAGGGTTATTGTGACGTTGGATTTTGATTTGTATCCTACCCTTCTCCCT-CTTTTTTTGTTATTCAATTATTATATTCTCCAGGGGATA
	GlicE^25      ATAAAAAAGAAAACGAGGACGAAAAAATATCCAGGGTTATTGTGACGTTGGATTTTGATTTGTATCCTACCCTTCTCCCT-CTTTTTTTGTTATTCAATTATTATATTCTCCAGGGGATA
	GmorB^27    ATAAAAAAGAAAACGAGGACGAAAAAATATCCAGGGTTATTGTGACGTTGGATTTTGATTTGTATCCTACCCTTCTCCCT-CTTTTTTTGTTATTCAATTATTATATTCTCCAGGGGATA
	GpasB^28    ATAAAAAAGAAAACGAGGACGAAAAAATATCCAGGGTTATTGTGACGTTGGATTTTGATTTGTATCCTACCCTTCTCCCT-CTTTTTTTGTTATTCAATTATTATATTCTCCAGGGGATA
	GpasB^29    ATAAAAAAGAAAACGAGGACGAAAAAATATCCAGGGTTATTGTGACGTTGGATTTTGATTTGTATCCTACCCTTCTCCCT-CTTTTTTTGTTATTCAATTATTATATTCTCCAGGGGATA


18 120
	GecuC^1     TTCATTCGAGCGTGTGTTTTTGCTGCAAAAACGCACAGTGAGATTGATGACTGGTCTGAGTTGGCGTACTTCCTGTAAAAACACTAAAATTTTGTAGAATACTGACATTTTATGATATAT
	GecuP^4     TTCATTCAAGCGTGTGTTTTTGCTGCAAAAACGCACAGTGAGATTGATGATTGGTCTGAGTTGGCGTATTTCCTGTAAAAACACTAAAATTTTGTAGAATACTGACATTTTATGATATAT
	GecuP^5     TTCATTCGAGCGTGTGTTTTTGCTGCAAAAACGCAMAGTGAGATTGATGRCTGGTCTGAGTTGGCGTAYTTCCTGTAAAAACACTAAAATTTTGTAGAATACTGACATTTTATGATATAT
	GecuP^6      TTCATTCGAGCGTGTGTTTTTGCTGCAAAAACGNNCAGTGAGATTGATGACTGGTCTGAGTTGGCGTACTTCCTGTAAAAACACTAAAATTTTGTAGAATACTGACATTTTATRATATAT
	GecuP^7      TTCATTCNAGCGTGTGTTTTTGCTG-AAAAACGCACAGTGAGATTGATGANTGGTCTGAGTTGGCGTANTTCCTGTAAAAACACTAAAATTTTGTAGAATACTGACATTTTATGATATAT
	GecuE^8      TTCATTCGAGCGTGTGTTTTTGCTGCAAAAACGCACAGTGAGATTGATGACTGGTCTGAGTTGGCGTACTTCCTGTAAAAACACTAAMATTTTGTAGAATACTGACATTTTATRATATAT
	GecuE^9       TTCATTCGAGCGTGTGTTTTTGCTGCAAAAACGCACAGTGAGATTGATGACTGGTCTGAGTTGGCGTACTTCCTSTAAAAACACTAAAATTTTGTAGAATACTGACATTTTATGATATAT
	GecuE^10       TTCATTCGAGCGTGTGTTTTTGCTGCAAAAACGCACAGTGAGATTGATGACTGGTCTGAGTTGACGTACTTCCTGTAAAAACACTAAAATTTTGTAGAATACTGACATTTTATGATATAT
	GecuE^11      TTCATTCGAGCGTGTGTTTTTGCTGC-AAAACGCACAGTGAGATTGATGACTGGTCTGAGTTGGCGTACTTCCTGTAAAAACACTAAAATTTTGTAGAATACTGACATTTTATGATATAT
	GlicC^15     TTCATTCGAGCGTGTGTTTTTGCTGCAAAAACGCACAGTGAGATTGATGACTGGTCTGAGTTGGCGTACTTCCTGTAAAAACACTAACATTTTGAAGAATACTGACATTTTATGATATAT
	GlicP^17      TTCATTCGAGCGTGTGTTTTTGCTGCAAAAACGCACAGTGAGATTGATGACTGGTCTGAGTTGGCGTACTTCCTGTAAAAACACTAAAATTTTGTAGAATACTGACATTTTATGATATAT
	GlicE^20      TTCATTCGAGCGTGKGTTTTTGCTGCAAAAACGCACAGTGAGATTGATGACTGGTCTGAGTTGGCGTACTTCCTGTAAAAACACTAAAATTTTGTAGAATACTGACATTTTATGATATAT
	GlicE^21      TTCATTCGAGCGTGTGTTTTTGCTGCAAAAACGCACAGTGAGATTGATGACTKGTCTGAGTTGGCGTACTTCCTGTAAAAACACTAAAATTTTGTAGAATACTGACATTTTATRATATAT
	GlicE^22       TTCATTCGAGCGTGTGTTTTTGCTGCAAAAACGCACAGTGAGATTGATGACTGGTCTGAGTTGGCGTACTTCCTGTAAAAACACTAAAATTTTGTAGAATACTGACATTTTATGATATAT
	GlicE^23       TTCATTCGAGCGTGTGTTTTTGCTGCAAAAACGCACAGTGAGATTGATGACTGGTCTRAGTTGGCGTACTTCCTGTAAAAACACTAAAATTTTGTAGAATACTGACATTTTATGATATAT
	GlicE^24      TTCATTCGAGCGTGTGTTTTTGCTGCAAAAACGCACAGTGAGATTGATGACTGGTCTGAGTTGGCGTACTTCCTGTAAAAACACTAAAATTTTGTAGAATACTGACATTTTATGATATAT
	GmorB^27    TTCATTCGAGCGTGTGTTTTTGCTGCAAAAACGCAAAGTGAGATTGATGGCTGGTCTGAGTTGGCGTATTTCCTGTAAAAACACTAAAATTTTGTAGAATACTGACATTTTATGATATAT
	GpasB^28    TTCATTCGAGCGTGTGTTTTTGCTGCAAAAACG--CAGTGAGATTGATGACTGGTCTGAGTTGGCGTACTTCCTGTAAAAACACTAAAATTTTGTAGAATACTGACATTTTATGATATAT


18 120
	GecuC^1     GGCGAATACTTGTTTTAGAAATATTGGACATCACTGCTAATTCCTTCACTTTCAATCCGCGATCTGCGAAGATAATTTCTTCAATAATTGAAATGTTTTGCGACGTTATCAGTTCAACTG
	GecuP^4     GGCGAATACTTGTTTTAGAAATATTGGACATCACTGCTAATTCCTTCACTTTCAATCCGCGATCTGCGAAGATAATTTCTTCAATAATTGAAATGTTTTGCGACGTTATCAGTTCAACTG
	GecuP^5     GGCGAATACTTGTTTTAGAAATATTGGACATCACTGCTAATTCCTTCACTTTCAATCCGCGATCTGCGAAGATAATTTCTTCAATAATTGAAATGTTTTRCGACGTTATCAGTTCAACTG
	GecuE^8      GGCGAATACTTGTTTTAGAAATATTGGACATCACTGCTAATTCCTTCACTTTCAATCCGCGATCTGCGAAGATAATTTCTTCAATAATTGAAATGTTTTGCGACGTTATCAGTTCAACTG
	GecuE^9       GGCGAATACTTGTTTTAGAAATATTGGACATCACTGCTAATTCCTTCACTTTCAATCCGCGATCTGCNAAGATAATTTCTTCAATAATTGAAATGTTTTGCGACGTTATCAGTTCAACTG
	GecuE^10       GGCGAATACTTGTTTTAGAAATATTGGACATCACTGCTAATTCCTTCACTTTCAATCCGCGATCTGCGAAGATAATTTCTTCAATAATTGAAATGTTTTGCGACGTTATCAGTTCAACTG
	GecuE^11       GGCGAATACTTGTTTTAGAAATATTGGACATCACTGCTAATTCCTTCACTTTCAATCCGCGATCTGCGAAGATAATTTCTTCAATAATTGAAATGTTTTGCGACGTTATCAGTTCAACTG
	GecuE^12      GGCGAATACTTGTTTTAGAAATATTGGACATCACTGCTAATTCCTTCACTTTCAATCCGCGATCTGCGAAGATAATTTCTTCAATAATTGAAATGTTTTRCGACGTTATCAGTTCAACTG
	GlicC^15     GGCGAATACTTGTTTTAGAAATATTGGACATCACTGCTAATTCCTTCACTTTCAATCCGCGATCTGCGAAGATAATTTCTTCAATAATTGAAATGTTTTGCGACGTTATCAGTTCAACTG
	GlicC^16     GGCGAATACTTGTTTTAGAAATATTGGACATCACTGCTAATTCCTTCACTTTCAATCCGCGATCTGNGAAGATAATTTTTTCAATAATTGAAATGTTTTGCGACGTTATCAGTTCAACTG
	GlicP^17      GGCGAATACTTGTTTTAGAAATATTGGACATCACTGCTAATTCCTTCACTTTCAATCCGCGATCTGCGAAGATAATTTCTTCAATAATTGAAATGTTTTGCGACGTTATCAGTTCAACTG
	GlicP^18      GGCGAATACTTGTTTTAGAAATATTGGACATCACTGCTAATTCCTTCACTTTCAATCCGCGATCTGCGAAGATAATTTTTTCAATAATTGAAATGTTTTGCGACGTTATCAGTTCAACTG
	GlicE^20      GGCGAATACTTGTTTTAGAAATATTGGACATCACTGCTAATTCCTTCACTTTCAATCCGCGATCTGCGAAGATAATTTYTTCAATAATTGAAATGTTTTGCGACGTTATCAGTTCAACTG
	GlicE^21       GGCGAATACTTGTTTTAGAAATATTGGACATCACTGCTAATTCCTTCACTTTCAATCCGCGATCTGCGAAGATAATTTCTTCAATAATTGAAATGTTTTGCGATGTTATCAGTTCAACTG
	GlicE^22       GGCGAATACTTGTTTTAGAAATATTGGACATCACTGCTAATTCCTTCACTTTCAATCCGCGATCTGCGAAGATAATTTCTTCAATAATTGAAATGTTTCGCGACGTTATCAGTTCAACTG
	GlicE^23      GGCGAATACTTGTTTTAGAAATATTGGACATCACTGCTAATTCCTTCACTTTCAATCCGCGATCTGCGAAGATAATTTTTTCAATAATTGAAATGTTTTGCGACGTTATCAGTTCAACTG
	GmorB^27    GGCGAATACTTGTTTTAGAAATATTGGACATCACTGCTAATTCCTTCACTTTCAATCCGCGATCTGCGAAGATAATTTCTTCAATAATTGAAATGTTTTGCGACGTTATCAGTTCAACTG
	GpasB^28    GGCGAATACTTGTTTTAGAAATATTGGACATCACTGCTAATTCCTTCACTTTCAATCCGCGATCTGCGAAGATAATTTCTTCAATAATTGAAATGTTTTGCGATGTTATCAGTTCAACTG


17 120
	GecuC^1     TTGNCGATATCTATATGTGCGATACTGTTTCCATTTACGAAAATAATACCATTTTAGTTTTACTGNTTGAATAAGTTTTCTATCAAACCAAATT-AAATGATATAATGTGGANCATATCT
	GecuP^4     TTGKCGATATCTATATGTGCGATACTKTTTCCATTTACGAAAATAATACCATTTTAGTTTTACTGYTTGAATAAGTTTTCTATCAAACCAAATTGAAATGATATAATGTGGAGCATATCT
	GecuE^8      TTGNCGATATCTATATGTGCGATACT-TTTCCATTTACGAAAATAATACCATTTTAGTTTTACTGNTTGAATAAGTTTTCTATCAAACCAAATTGAAATGATATAATGTGGAGCATATCT
	GecuE^9       TTGKCGATATCTATATGTGCGATACTKTTTCCATTTACGAAAATAATACCATTTTAGTTTTACTGYTTGAATAAGTTTTCTATCAAACCAAATTGAAATGATATAATGTGGAGCATATCT
	GecuE^10       TTGGCGATATCTATATGTGCGATACTGTTTCCATTTACGAAAATAATACCATTTTAGTTTTACTGTTTGAATAAGTTTTCTATCAAACCAAATTGAAATGATATAATGTGGAGCATATCT
	GlicC^15     TTGKCGATATCTATATGTGCGATACTKTTTCCATTTACGAAAATAATACCATTTTAGTTTTACTGYTTGAATAAGTTTTCTATCAARCCAAATTGAAATGATATAATGTGGAGCATATCT
	GlicC^16     TTGGCGATATCTATATGTGCGATACTGTTTCCATTTACGAAAATAATACCATTTTAGTTTTACTGTTTGAATAAGTTTTCTATCAAACCAAATTGAAATGATATAATGTGGAGCATATCT
	GlicP^17      TTGGCGATATCTATATGTGCGATACTGTTTCCATTTACGAAAATAATACCATTTTAGTTTTACTGTTTGAATAAGTTTTCTATCAAACCAAATTGAAATGATATAATGTGGAGCATATCT
	GlicP^18      TTGGCGATATCTATATGTGCGATACTGTTTCCATTTACGAAAATAATACCATTTTAGTTTTACTGTTTGAATAAGTTTTCTATCAAACCAAATTGAAATGATATAATGTGGAGCATATCT
	GlicE^20      TTGGCGATATCTATATGTGCGATACTGTTTCCATTTACGAAAATAATACCATTTTAGTTTTACTGTTTGAATAAGTTTTCTATCAAACCAAATTGAAATGATATAATGTGGAGCATATCT
	GlicE^21      TTGGCGATATCTATATGTGCGATACTGTTTCCATTTACGAAAATAATACCATTTTAGTTTTACTGTTTGAATAAGTTTTCTATCAAACCAAATTGAAATGATATAATGTGGAGCATATCT
	GlicE^22       TTGKCGATATCTATATGTGCGATACTKTTTCCATTTACGAAAATAATACCATTTTAGTTTTACTGYTTGAATAAGTTTTCTATCAARCCAAATTGAAATGATATAATGTGGAGCATATCT
	GlicE^23       TTGGCGATATCTATATGTGCGATACTGTTTCCATTTACGAAAATAATACCATTTTAGTTTTACTGTTTGAATAAGTTTTCTATCAAACGAAATTGAAATGATATAATGTGGAGCATATCT
	GlicE^24      TTGGCGATATCTATATGTGCGATACTGTTTCCATTTACGAAAATAATACCATTTTAGTTTTACTGTTTGAATAAGTTTTCTATCAAACCAAATTGAAATGATATAATGTGGAGCATATCT
	GlicE^25      TTGKCGATATCTATATGTGCGATACTKTTTCCATTTACGAAAATAATACCATTTTAGTTTTACTGCTTGAATAAGTTTTCTATCAARCCAAATTGAAATGATATAATGTGGAGCATATCT
	GmorB^27    TTGNCGATATCTATATGTGCGATACTGTTTCCATTTACGAAAATAATACCATTTTAGTTTTACTGNTTGAATAAGTTTTCTATCAAACCAAA-TGAAATGATATAATGTGGAGCATATCT
	GpasB^28    TTGGCGATATCTATATGTGCGATACTGTTTCCATTTACGAAAATAATACCATTTTAGTTTTACTGCTTGAATAAGTTTTCTATCAAACCAAATTGAAATGATATAATGTGGAGCATATCT


16 120
	GecuC^1     TAGTANGTTTTATTACTAGAGTTGGCCACGCGCGCCAACGGTCAGCGGCGTTGTTTCGATTAGGCCTCGGGTTCNACTAGAGCTATTGTGTGTAGATGTTTGCTATCGTAAATACTTTCG
	GecuP^4     TAGTATGTTTTATTACTAGAGTTGGCCACGCGCGCCAACGGTCAGCGGCGTTGTTTCGATTAGGYCTCGGGTTCCACTAGAGCTATTGTGTRTAGATGTTTGCTATCGTAAATACTTTCG
	GecuE^8       TAGTATGTTTTATTACTAGAGTTGGCCACGCGCGCCAACGRTCAGCGGCGTTGTTTCGATTAGGCCTCGGGTTCCACTAGAGCTATTGTGTGTAGATGTTTGCTATCGTAAATACTTTCG
	GecuE^9       TAGTATGTTTTATTACTAGAGTTGGCCACGCGCGCCAACGGTCAGYGGCGTTGTTTCGATTAGGCCTCGGGTTCCACTAGAGCTATTGTGTGTAGATGTTTGCTATCGTAAATACTTTCG
	GecuE^10      TAGTATGTTTTATTACTAGAGTTGGCCACGCGCGCCAACGGTCAGCGGCGTTGTTTCGATTAGGCCTCGGGTTCCACTAGAGCTATTGTGTGTAGATGTTTGCTATCGTAAATACTTTCG
	GlicC^15     TAGTATGTTTTATTACTAGAGTTGGCCACGCGCGCCAACGGTCAGCGGCGTTGTTTCGATTAGGCCTCGGGTTCCACTAGAGCTATTGTGTGTAGATGTTTGCTATCGTAAATACTTTCG
	GlicC^16     TAGTATGTTTTATTACTAGAGTTGGCCACGCGCGCCAACGGTCAGCGGCGTTGTTTCGATTAGGCCTCGGGTTNCACTAGAGCTATTGTGTGTAGATGTTTGCTATCGTAAATACTTTCG
	GlicP^17      TAGTATGTTTTATTACTAGAGTTGGCCACGCGCGCCAACGGTCAGCGGCGTTGTTTCGATTAGGCCTCGGGTTCCACTAGAGCTATTGTGTGTAGATGTTTGCTATCGTAAATACTTTCG
	GlicE^20      TAGTATGTTTTATTACTAGAGTTGGCCACGCGCGCCAACGGTCAGCGGCGTTGTTTCGATTAGGCCTCGGGTTCCACTAGAGCTATTGTGTGTAGATGTTTGCTATCGTAAATACTTTCG
	GlicE^21      TAGTATGTTTTATTACTAGAGTTGGCCACGCGCGCCAACGGTCAGCGGCGTTGTTTCGATTAGGCCTCGGGTTCCACTAGAGCTATTGTGTGTAGATGTTTGCTATCGTAAATACTTTCG
	GlicE^22       TAGTATGTTTTATTACTAGAGTTGGCCACGCGCGCCAACGGTCAGCGGCGTTGTTTCGATTAGGCCTCGGGTTCCACTAGAGCTATTGTGTGTAGATGTTTGCTATCGTAAATACTTTCG
	GlicE^23       TAGTATGTTTTATTACTAGAGTTGGCCACGCGCGCCAACGGTCAGCGGCGTTGTTTCGATTAGGCCTCGGGTTCCACTAGAGCTATTGTGTGTAGATGTTTGCTATCGTAAATACTTTCG
	GlicE^24      TAGTATGTTTTATTACTAGAGTTGGCCACGCGCGCCAACGGTCAGCGGCGTTGTTTCGATTAGGTCTCGGGTTCCACTAGAGCTATTGTGTGTAGATGTTTGCTATCGTAAATACTTTCG
	GmorB^27    TAGTATGTTTTATTACTAGAGTTGGCCACGCGCGCCAACGGTCAGCGGCGTTGTTTCGATTAGGYCTCGGGTTCCACTAGAGCTATTGTGTGTAGATGTTTGCTATCGTAAATACTTTCG
	GpasB^28    TAGTATGTTTTATTACTAGAGTTGGCCACGCGCGCCAACGGTCAGCGGCGTTGTTTCGATTAGGCCTCGGGTTCCACTAGAGCTATTGTGTGTAGATGTTTGCTATCGTAAATACTTTCG
	GpasB^29    TAGTATGTTTTATTACTAGAGTTGGCCACGCGCGCCAACGGTCAGCGGCGTTGTTTCGATTAGGCCTCGGGTTCCACTAGAGCTATTGTGTGTAGATGTTTGCTATCGTAAATACTTTCG


19 120
	GecuC^1     GGATGCCATCTAGTGCGTATTTGGTGAAGCTGAAGATAACCCGTAAGGTTTTCATCCACATTTATTTGAAGAGTACTTCACAAAAGCTGGAGCATTTATAGTAATAGAAAAAGATATGTC
	GecuP^4     GGATGCCATCTAGTGCGTATTTGGTGAAGCTGAAGATAACCCGTAAGGTTTTCATCCACATTTATTTGAAGAGTACTTCACAAAAGCTGGAGCATTTATAGTAATAGAAAAAGATATGTC
	GecuP^5     GGATGCCATCTAGTGCGTATTTGGTGAAGCTGAAGATAACCCGTAAGGTTTTCATCCACATTTATTTGAAGAGTACTTCACAAAAGCTGGAGCATTTATAGTAATAGAAAAAGATATGTC
	GecuP^6      GGATGCCATCTAGTGCGTATTTGGTGAAGCTGAAGATAACCCGTAAGGTTTTCATCCACATTTATTTGAAGAGTACTTCACAAAAGCTGGAGCATTTATAGTAATAGAAAAAGATATGTC
	GecuE^8      GGATGCCATCTAGTGCGTATTTGGTGAAGCTGAAGATAACCCGTAAGGTTTTCATCCACATTTATTTGAAGAGTACTTCACAAAAGCTGGAGCRTTTATAGTAATAGAAAAAGATATGTC
	GecuE^9       GGATGCCATCTAGTGCGTATTTGGTGAAGCTGAAGATAACCCGTAAGGTTTTCATCCACATTTATTTGAAGAGTACTTCACAAAAGCTGGAGCATTTATAGTAATAGAAAAAGATATGTC
	GecuE^10       GGATGCCATCTAGTGCGTATTTGGTGAAGCTGAAGATAACCCGTAAGGTTTTCATCCACATTTATTTGAAGAGTACTTCACAAAAGCTGGAGCATTTATAGTAATAGAAAAAGATATGTC
	GecuE^11      GGATGCCATCTAGTGCGTATTTGGTGAAGCTGAAGATAACCCGTAAGGTTTTCATCCACATTTATTTGAAGAGTACTTCACAAAAGCTGGAGCATTTATAGTAATAGAAAAAGATATGTC
	GlicC^15     GGATGCCNTCTAGTGCGTATTTGGTGAAGCTGAAGATAACCCGTAAGGTTTTCATCCACATTTATTTGAAGAGTACTTCACAAAAGCTGGAGCATTTATAGTAATAGAAAAAGATATGTC
	GlicP^17      GGATGCCATCTAGTGCGTATTTGGTGAAGCTGAAGATAACCCGTAAGGTTTTCATCCACATTTATTTGAAGAGTACTTCACAAAAGCTGGAGCATTTATAGTAATAGAAAAAGATATGTC
	GlicE^20      GGATRCCATCTAGTGCGTATTTGGTGAAGCTGAAGATAACCCGTAAGGTTTTCATCCACATTTATTTGAAGAGTACTTCACAAAAGCTGGAGCATTTATAGTAATAGAAAAAGATATGTC
	GlicE^21      GGATGCCATCTAGTGCGTATTTGGTGAAGCTGAAGATAACCCGTAAGGTTTTCATCCACATTTATTTGAAGAGTACTTCACAAAAGCTGGAGCATTTATAGTAATAGAAAAAGATATGTC
	GlicE^22      GGATGCCATCTAGTGCGTATTTGGTGAAGCTGAAGATAACCCGTAAGGTTTTCATCCACATTTATTTGAAGAGTACTTCACAAAAGCTGGAGCATTTATAGTAATAGAAAAAGATATGTC
	GlicE^23       GGATGCCATCTAGTGCGTATTTGGTGAAGCTGAAGATAACCCGTAAGGTTTTCATCCACATTTATTTGAAGAGTACTTCACAAAAGCTGGAGCATTTATAGTAATAGAAAAAGATATGTC
	GlicE^24       GGATGCCATCTAGTGCGTATTTGGTGAAGCTGAAGATAACCCGTAAGGTTTTCATCCACATTTATTTGAAGAGTACTTCACAAAAGCTGGAGCRTTTATAGTAATAGAAAAAGATATGTC
	GlicE^25      GGATGCCATCTAGTGCGTATTTGGTGAAGCTGAAGATAACCCGTAAGGTTTTCATCCACATTTATTTGAAGAGTACTTCACAAAAGCTGGAGCATTTATAGTAATAGAAAAAGATATGTC
	GlicE^26      GGATGCCATCTAGTGCGTATTTGGTGAAGCTGAAGATAACCCGTAAGGTTTTCATCCACATTTATTTGAAGAGTACTTCACAAAAGCTGGAGCRTTTATAGTAATAGAAAAAGATATGTC
	GmorB^27    GGATGCCATCTAGTGCGTATTTGGTGAAGCTGAAGATAACCCGTAAGGTTTTCATCCACATTTATTTGARGAGTACTTCACAAAAGCTGGAGCATTTATAGTAATAGAAAAAGATATGTC
	GpasB^28    GGATGCCATCTAGTGCGTATTTGGTGAAGCTGAAGATAACCCGTAAGGTTTTCATCCACATTTATTTGAAGAGTACTTCACAAAAGCTGGAGCRTTTATAGTAATAGAAAAAGATATGTC


18 120
	GecuC^1     CCAAACAATTTTTTATTCGGCGCCGCTACCGCTTCTTACCAGATTGAGGGTGGATGGAATGCTAGCGGTGAGTATTTCGATTTACAACATTATTTTATTGAAA-AAAAAAGATATTTGAA
	GecuP^4     CCAAACAATTTTTTATTCGGCGCCGCTACCGCTTCTTACCAGATTGAGGGTGGATGGAATGCTAGCGGTGAGTATTTCGATTTACAACTATATTTTATTGAAAAAAAAAAGATATTTGAA
	GecuP^5     CCAAACAATTTTTTATTCGGCGCCGCTACCGCTTCTTACCAGATTGAGGGTGGATGGAATGCTAGCGGTGAGTATTTCGATTTACAACWTTATTTTATTGAAAGAAAAAAGATATTTGAA
	GecuP^6      CCAAACAATTTTTTATTCGGCGCCGCTACCGCTTCTTACCAGATTGAGGGTGGATGGAATGCTAGCGGTGAGTATTTCGATTTACAACTWTATTTTATTGAAAGAAAAAAGATATTTGAA
	GecuE^8      CCAAACAATTTTTTATTCGGCGCCGCTACCGCTTCTTACCAGATTGAGGGTGGATGGAATGCTAGCGGTGAGTATTTCGATTTACAACATTATTTTATTGAAAGAAAAAAGATATTTGAA
	GecuE^9       CCAAACAATTTTTTATTCGGCGCCGCTACCGCTTCTTACCAGATTGAGGGTGGATGGAATGCTAGCGGTGAGTATTTCGATTTACAACTWTATTTTATTGAAAGAAAAAAGATATTTGAA
	GecuE^10       CCAAACAATTTTTTATTCGGCGCCGCTACCGCTTCTTACCAGATTGAGGGTGGATGGAATGCTAGCGGTGAGTATTTCGATTTACAACTWTATTTTATTGAAAGAAAAAAGATATTTGAA
	GlicC^15     CCAAACAATTTTTTATTCGGCGCCGCTACCGCTTCTTACCAGATTGAGGGTGGATGGAATGCTAGCGGTGAGTATTTCGATTTACAACTTTATTTTATTGAAAGAAAAAAGATATTTGAA
	GlicP^17      CCAAACAATTTTTTATTCGGCGCCGCTACCGCTTCTTACCAGATTGAGGGTGGATGGAATGCTAGCGGTGAGTATTTCGATTTACAACATTATTTTATTGAAAGAAAAAAGATATTTGAA
	GlicE^20      CCAAACAATTTTTTATTCGGCGCCGCTACCGCTTCTTACCAGATTGAGGGTGGATGGAATGCTAGCGGTGAGTATTTCGATTTACAACWWTATTTTATTGAAAGAAAAAAGATATTTGAA
	GlicE^21      CCAAACAATTTTTTATTCGGCGCCGCTACCGCTTCTTACCAGATTGAGGGTGGATGGAATGCTAGCGGTGAGTATTTCGATTTACAACTTTATTTTATTGAAAGAAAAAAGATATTTGAA
	GlicE^22       CCAAACAATTTTTTATTCGGCGCCGCTACCGCTTCTTACCAGATTGAGGGTGGATGGAATGCTAGCGGTGAGTATTTCGATTTACAACTTTATTTTATTGAAAGAAAAAAGATATTTGAA
	GlicE^23       CCAAACAATTTTTTATTCGGCGCCGCTACCGCTTCTTACCAGATTGAGGGTGGATGGAATGCTAGCGGTGAGTATTTCGATTTACAACWTTATTTTATTGAAAGAAAAAAGATATTTGAA
	GlicE^24      CCAAACAATTTTTTATTCGGCGCCGCTACCGCTTCTTACCAGATTGAGGGTGGATGGAATGCTAGCGGTGAGTATTTCGATTTACAACTTTATTTTATTGAAAGAAAAAAGATATTTGAA
	GlicE^25      CCAAACAATTTTTTATTCGGCGCCGCTACCGCTTCTTACCAGATTGAGGGTGGATGGAATGCTAGCGGTGAGTATTTCGATTTACAACATTATTTTATTGAAAGAAAAAAGATATTTGAA
	GmorB^27    CCAAACAATTTTTTATTCGGCGYCGCTACCGCTTCTTACCAGATTGAGGGTGGATGGAATGCTAGCGGTGAGTATTTCGATTTACAACWTTATTTTATTGAAAGAAAAAAGATATTTGAA
	GpasB^28    CCAAACAATTTTTTATTCGGCGCCGCTACCGCTTCTTACCAGATTGAGGGTGGATGGAATGCTAGCGGTGAGTATTTCGATTTACAACATTATTTTATTGAAAGAAAAAAGATATTTGAA
	GpasB^29    CCAAACAATTTTTTATTCGGCGCCGCTACCGCTTCTTACCAGATTGAGGGTGGATGGAATGCTAGCGGTGAGTATTTCGATTTACAACATTATTTTATTGAAAGAAAAAAGATATTTGAA


20 120
	GecuC^1     GCAGTACCAGCGAGAAATTGTAGACAGATGTGGTGCTTCATTACCAAAAATCGAAACCAACTCGACGAGATATTGTTGTTGAGATAATCGTCTCCAAAAATTGTAAATTCGAGTGAATTG
	GecuP^4     GCAGTACCAGCGAGAAATTGTAGACAGATGTGGTGCTTCATTACCAAAAATCGAAACCAACTCGACGAGATATTGTTGTTGAGATAATCGTCTCCAAAAATTGTAAATTCGAGTGAATTG
	GecuP^5     GCAGTACCAGCGAGAAATTGTAGACAGATGTGGTGCTTCATTACCAAAAATCGAAACCAACTCGACGAGATATTGTTGTTGAGATAATCGTCTCCAAAAATTGTAAATTCGAGTGAATTG
	GecuP^6      GCAGTACCAGCGAGAAATTGTAGACAGATGTGGTGCTTCATTACCAAAAATCGAAACCAACTCGACGANATATTGTTGTTGAGATAATCGTCTCCAAAAATTGTAAATTCGAGTGAATTG
	GecuE^8      GCAGTACCAGCGAGAAATTGTAGACAGATGTGGTGCTTCATTACCAAAAATCGAAACCAACTCGACGAGATATTGTTGTTGAGATAATCGTCTCCAAAAATTGTAAATTCGAGTGAATTG
	GecuE^9       GCAGTACCAGCGAGAAATTGTAGACAGATGTGGYGCTTCATTACCAAAAATYGAAACCAACTCGACGAGATATTGTTGTTGAGATAATCGTCTCCAAAAATTGTAAATTCGAGTGAATTG
	GecuE^10       GCAGTACCAGCGAGAAATTGTAGACAGATGTGGTGCTTCATTACCAAAAATCGAAACCAACTCGACGAGATATTGTTGTTGAGATAATCGTCTCCAAAAATTGTAAATTCGAGTGAATTG
	GecuE^11      GCAGTACCAGCGAGAAATTGTAGACAGATGTGGTGCTTCATTACCAAAAATCGAAACCAACTCGACGAGATATTGTTGTTGAGATAATCGTCTCCAAAAATTGTAAATTCGAGTGAATTG
	GlicC^15     GCAGTACCAGCGAGAAATTGTAGACAGATGTGGTGCTTCATTACCAAAAATCGAAACCAACTCGACGAGATATTGTTGTTGAGATAATCGTCTCCAAAAATTGTAAATTCGAGTGAATTG
	GlicP^17      GCAGTACCAGCGAGAAATTGTAGACAGATGTGGTGCTTCATTACCAAAAATCGAAACCAACTCGACGAGATATTGTTGTTGAGATAATCGTCTCCAAAAATTGTAAATTCGAGTGAATTG
	GlicP^18      GCAGTACCAGCGAGAAATTGTAGACAGATGTGGTGCTTCATTACCAAAAATCGAAACCAACTCGACGAGATATTGTTGTTGAGATAATCGTCTCCAAAAATTGTAAATTCGAGTGAATTG
	GlicE^20      GCAGTACCAGCGAGAAATTGTAGACAGATGTGGTGCTTCATTACCAAAAATCGAAACCAACTCGACGAGATATTGTTGTTGAGATAATCGTCTCCAAAAATTGTAAATTCGAGTGAATTG
	GlicE^21      GCAGTACCAGCGAGAAATTGTAGACAGATGTGGTGCTTCATTACCAAAAATCGAAACCAACTCGACGAGATATTGTTGTTGAGATAATCGTCTCCAAAAATTGTAAATTCGAGTGAATTG
	GlicE^22       GCAGTACCAGCGAGAAATTGTAGACAGATGTGGTGCTTCATTACCAAAAATCGAAACCAACTCGACGAGATATTGTTGTTGAGATAATCGTCTCCAAAAATTGTAAATTCGAGTGAATTG
	GlicE^23       GCAGTACCAGCGAGAAATTGTAGACAGATGTGGTGCTTCATTACCAAAAATCGAAACCAACTCGACGAGATATTGTTGTTGAGATAATCGTCTCCAAAAATTGTAAATTCGAGTGAATTG
	GlicE^24      GCAGTACCAGCGAGAAATTGTAGACAGATGTGGTGCTTCATTACCAAAAATCGAAACCAACTCGACGAGATATTGTTGTTGAGATAATCGTCTCCAAAAATTGTAAATTCGAGTGAATTG
	GlicE^25      GCAGTACCAGCGAGAAATTGTAGACAGATGTGGTGCTTCATTACCARAAATCGAAACCAACTCGAYGAGATATTGTTGTTGAGATAATCGTCTCCAAAAATTGTAAATTCGAGTGAATTG
	GmorB^27    GCAGTACCAGCGAGAAATTGTAGACAGATGTGGYGCTTCATTACCAAAAATCGAAACCAACTCGACGAGATATTGTTGTTGAGATAATCGTCTCCAAAAATTGTAAATTCGAGTGAATTG
	GpasB^28    GCAGTACCAGCGAGAAATTGTAGACAGATGTGGTGCTTCATTACCAAAAATCGAAACCAACTCGACGAGATATTGTTGTTGAGATAATCGTCTCCAAAAATTGTAAATTCGAGTGAATTG
	GpasB^29    GCAGTACCAGCGAGAAATTGTAGACAGATGTGGTGCTTCATTACCAAAAATCGAAACCAACTCGACGAGATATTGTTGTTGAGATAATCGTCTCCAAAAATTGTAAATTCGAGTGAATTG


19 120
	GecuC^1     GTATGTAACTGTTGGTCTAATTACTGTCTTATATGTTCGTATTTTTGTCTTTTGTGACACATACTTGGATTTCATTAGCCTTCTTAGCATTCCATACTTTTGGTTTCCTTTTGTAATTCT
	GecuP^4     GTATGTAACTGTTGGTCTAATTACTGTCTTATATGTTCGTATTTTTGTCTTTTGTGACACATACTTGGATTTCATTAGCCTTCTTAGCATTCCATACTTTTGGTTTCCTTTTGTAATTCT
	GecuP^5     GTATGTAACTGTTGGTSTAATTACTGTCTTATATGTTYGTATTTTTGTCTTTTGTGACACATACTTGGATTTCATTAGCCTTCTTAGCATTCCATACTTTTGGTTTCCTTTTGTAATTCT
	GecuP^6      GTATGTAACTGTTGGTSTAATTACTGTCTTATATGTTCGTATTTTTGTCTTTTGTGACACATACTTGGATTTCATTAGCCTTCTTAGCATTCMATACTTTTGGTTTCCTTTTGTAATTCT
	GecuE^8      GTATGTAACTGTTGGTSTAATTACTGTCTTATATGTTCGTATTTTTGTCTTTTGTGACACATACTTGGATTTCATTAGCCTTCTTAGCATTCCATACTTTTGGTTTCCTTTTGTAATTCT
	GecuE^9       GTATGTAACTGTTGGTGTAATTACTGTCTTATATGTTCGTATTTTTGTCTTTTGTGACACATACTTGGATTTCATTAGCCTTCTTAGCATTCCATACTTTTGGTTTCCTTTTGTAATTCT
	GecuE^10       GTATGTAACTGTTGGTGTAATTACTGTCTTATATGTTCGTATTTTTGTCTTTTGTGACACATACTTGGATTTCATTAGCCTTCTTAGCATTCCATACTTTTGGTTTCCTTTTGTAATTCT
	GecuE^11      GTATGTAACTGTTGGTCTAATTACTGTCTTATATGTTCGTATTTTTGTCTTTTGTGACACATACTTGGATTTCATTAGCCTTCTTAGCATTCCATACTTTTGGTTTCCTTTTGTAATTCT
	GlicC^15     GTATGTAACTGTTGGTGTAATTACTGTCTTATATGTTCGTATTTTTGTCTTTTGTGACACATACTTGGATTTCATTAGCCTTCTTAGCATTCCATACTTTTGGTTTCCTTTTGTAATTCT
	GlicP^17      GTATGTAACTGTTGGTNTAATTACTGTCTTATATGTTCGTATTTTTGTCTTTTGTGACACATACTTGGATTTCATTAGCCTTCTTAGCATTCCATACTTTTGGTTTCCTTTTGTAATTCT
	GlicE^20      GTATGTAACTGTTGGTSTAATTACTGTCTTATATGTTCGTATTTTTGTCTTTTGTGACACATACTTGGATTTCATTAGCCTTCTTAGCATTCCATACTTTTGGTTTCCTTTTGTAATTCY
	GlicE^21      GTATGTAACTGTTGGTGTAATTACTGTCTTATATGTTCGTATTTTTGTCTTTTGTGACACATACTTGGATTTCATTAGCCTTCTTAGCATTCCATACTTTTGGTTTCCTTTTGTAATTCT
	GlicE^22       GTATGTAACTGTTGGTGTAATTACTGTCTTATATGTTCGTATTTTTGTCTTTTGTGACACATACTTGGATTTCATTAGCCTTCTTAGCATTCCATACTTTTGGTTTCCTTTTGTAATTCT
	GlicE^23       GTATGTAACTGTTGGTGTAATTACTGTCTTATATGTTCGTATTTTTGTCTTTTGTGACACATACTTGGATTTCATTAGCCTTCTTAGCATTCCATACTTTTGGTTTCCTTTTGTAATTCY
	GlicE^24      GTATGTAACTGTTGGTGTAATTACTGTCTTATATGTTCGTATTTTTGTCTTTTGTGACACATACTTGGATTTCATTAGCCTTCTTAGCATTCCATACTTTTGGTTTCCTTTTGTAATTCT
	GlicE^25      GTATGTAACTGTTGGTSTAATTACTGTCTTATATGTTCGTATTTTTGTCTTTTGTGACACATACTTGGATTTCATTAGCCTTCTTAGCATTCCATACTTTTGGTTTCCTTTTGTAATTCT
	GmorB^27    GTATGTAACTGTTGGTCTAATTACTGTCTTATATGTTCGTATTTTTGTCTTTTGTGACACATACTTGGATTTCATTAGCCTTCTTAGCATTCCATACTTTTGGTTTCCTTTTGTAATTCT
	GpasB^28    GTATGTAACTGTTGGTGTAATTACTGTCTTATATGTTTGTATTTTTGTCTTTTGTGACACATACTTGGATTTCATTAGCCTTCTTAGCATTCCATACTTTTGGTTTCCTTTTGTAATTCT
	GpasB^29    GTATGTAACTGTTGGTGTAATTACTGTCTTATATGTTTGTATTTTTGTCTTTTGTGACACATACTTGGATTTCATTAGCCTTCTTAGCATTCCATACTTTTGGTTTCCTTTTGTAATTCT


19 120
	GecuC^1     TTTGGATTGAGGTCTTTGAAATGCCTAAGGATGTTTCAATCTGGCGATATGTCAYATGTCTTTTGATCAGTTGGCGCACAGCGGCGATGTTTTTTTGAGTGACTGCTCTCTTTGGTGAAA
	GecuP^4     TTTGGATTGAGGTCTTTGAAATGCCTAAGGATGTTTCAATCTGGCGATATGTCACATGTCTTTTGATCAGTTGGCGCACAGCGGCGATGTTTTTTTGAGTGACTGCTCTCTTTGGTGAAA
	GecuE^8      TTTGGATTGAGGTCTTTGAAATGCCTAAGRATGTTTCAATCTGGCGATATGTCACATGTCTTTTGATCAGTTGGCGCACAGCGGCGATGTTTTTTTGAGTGACTGCTCTCTTTGGTGAAA
	GecuE^9       TTTGGATTGAGGTCTTTGAAATGCCTAAGGATGTTTCAATCTGGCGATATGTCACATGTCTTTTGATCAGTTGGCGCACAGCGGCGATGTTTTTTTGAGTGACTGCTCTCTTTGGTGAAA
	GecuE^10       TTTGGATTGAGGTCTTTGAAATGCCTAAGGATGTTTCAATCTGGCGATATGTCACATGTCTTTTGATCAGTTGGCGCACAGCGGCGATGTTTTTTTGAGTGACTGCTCTCTTTGGTGAAA
	GecuE^11       TTTGGATTGAGGTCTTTGAAATGCCTAAGGATGTTTCAATCTGGCGATATGTCACATGTCTTTTGATCAGTTGGCGCACAGCGGCGATGTTTTTTTGAGTGACTGCTCTCTTTGGTGAAA
	GecuE^12      TTTGGATTGAGGTCTTTGAAATGCCTAAGRATGTTTCAATCTGGCGATATGTCACATGTCTTTTGATCAGTTGGCGCACAGCGGCGATGTTTTTTTGAGTGACTGCTCTCTTTGGTGAAA
	GlicC^15     TTTGGATTGAGGTCTTTGAAATGCCTAAGGATGTTTCAATCTGGCGATATGTCACATGTCTTTTGATCAGTTGGCGCACAGCGGCGATGTTTTTTTGAGTGACTGCTCTCTTTGGTGAAA
	GlicP^17      TTTGGATTGAGGTCTTTGAAATGCCTAAGGATGTTTCAATCTGGCGATATGTCACATGTCTTTTGATCAGTTGGCGCACAGCGGCGATGTTTTTTTGAGTGACTGCTCTCTTTGGTGAAA
	GlicE^20      TTTGGATTGAGGTCTTTGAAATGCCTAAGGATGTTTCAATCTGGCGATATGTCACATGTCTTTTGATCAGTTGGCGCACAGCGGCGATGTTTTTTTGAGTGACTGCTCTCTTTGGTGAAA
	GlicE^21      TTTGGATTGAGGTCTTTGAAATGCCTAAGGATGTTTCAATCTGGCGATATGTCACATGTCTTTTGATCAGTTGGCGCACAGCGGCGATGTTTTTTTGAGTGACTGCTCTCTTTGGTGAAA
	GlicE^22      TTTGGATTGAGGTCTTTGAAATGCCTAAGGATGTTTCAATCTGGCGATATGTCACATGTCTTTTGATCAGTTGGCGCACAGCGGCGATGTTTTTTTGAGTGACTGCTCTCTTTGGTGAAA
	GlicE^23       TTTGGATTGAGGTCTTTGAAATGCCTAAGGATGTTTCAATCTGGCGATATGTCACATGTCTTTTGATCAGTTGGCGCACAGCGGCGATGTTTTTTTGAGTGACTGCTCTCTTTGGTGAAA
	GlicE^24       TTTGGATTGAGGTCTTTGAAATGCCTAAGGATGTTTCAATCTGGCGATATGTCACATGTCTTTTGATCAGTTGGCGCACAGCGGCGATGTTTTTTTGAGTGACTGCTCTCTTTGGTGAAA
	GlicE^25      TTTGGATTGAGGTCTTTGAAATGCCTAAGGATGTTTCAATCTGGCGATATGTCACATGTCTTTTGATCAGTTGGCGCACAGCRGCGATGTTTTTTTGAGTGACTGCTCTCTTTGGTGAAA
	GlicE^26      TTTGGATTGAGGTCTTTGAAATGCCTAAGGATGTTTCAATCTGGCGATATGTCACATGTCTTTTGATCAGTTRGCGCACAGCGGCGATGTTTTTTTGAGTGACTGCTCTCTTTGGTGAAA
	GmorB^27    TTTGGATTGAGGTCTTTGAAATGCCTAAGGATGTTTCAATCTGGCGATATGTCACATGTCTTTTGATCAGTTGGCGCACAGCGGCGATGTTTTTTTGAGTGACTGCTCTCTTTGGTGAAA
	GpasB^28    TTTGGATTGAGGTCTTTGAAATGCCTAAGGATGTTTCAATCTGGCGATATGTCACATGTCTTTTGATCAGTTGGCGCACAGCGGCGATGTTTTTTTGAGTGACTGCTCTCTTTGGTGAAA
	GpasB^29    TTTGGATTGAGGTCTTTGAAATGCCTAAGGATGTTTCAATCTGGCGATATGTCACATGTCTTTTGATCAGTTGGCGCACAGCGGCGATGTTTTTTTGAGTGACTGCTCTCTTTGGTGAAA


19 120
	GecuC^1     ACCTGGAGGAGAGCAACCGTAAAACATAAAGCAGGTTTCAGATATACATACATATGTTTAGTCATAAAATATTCACTTTACCATGTAGTTTTGTTCTCACGTACTTACTTTCCGTAAATC
	GecuC^2     ACCTGGAGGAGAGCAACCGTAAAACATAAAGCAGGTTTCAGATATACATACATATGTTTAGTCATAAAATATTCACTTTACCATGTAGTTTTGTTCTCACGKACTTACTTTCCGTAAATC
	GecuP^4     ACCTGGAGGAGAGCAACCGTAAAACATAAAGCAGGTTTCAGATATACATACATATGTTTAGTCATAAAATATTCACTTTACCATGTAGTTTTGTTCTCACGTACTTACTTTCCGTAAATC
	GecuP^5      ACCKGGAGGAGAGCAACCGTAAAACATAAAGCAGGTTTCAGATATACATACATATGTTTAGTCATAAAATATTCACTTTACCATGTAGTTTTGTTCTCACGTACTTACTTTCCGTAAATC
	GecuE^8      ACCKGGAGGAGAGCAACCGTAAAACATAAAGCAGGTTTCAGATATACATACATATGTTTAGTCATAAAATATTCACTTTACCATGTAGTTTTGTTCTCACGTACTTACTTTCCGTAAATC
	GecuE^9       ACCTGGAGGAGAGCAACCGTAAAACATAAAGCAGGTTTCAGATATACATACATATGTTTAGTCATAAAATATTCACTTTACCATGTAGTTTTGTTCTCRCGTACTTACTTTCCGTAAATC
	GecuE^10       ACCTGGAGGAGAGCAACCGTAAAACATAAAGCAGGTTTCAGATATACATACATATGTTTAGTCATAAAATATTCACTTTACCATGTAGTTTTGTTCTCACGTACTTACTTTCCGTAAATC
	GecuE^11      ACCTGGAGGAGAGCAACCGTAAAACATAAAGCAGGTTTCAGATATACATACATATGTTTAGTCATAAAATATTCACTTTACCATGTAGTTTTGTTCTCACGTACTTACTTTCCGTAAATC
	GecuE^12      ACCTGGAGGAGAGCAACCGTAAAACATAAAGCAGGTTTCAGATATACATACATATGTTTAGTCATAAAATATTCACTTTACCATGTAGTTTTGTTCTCACGTACTTACTTTCCGTAAATC
	GlicC^15     ACCTGGAGGAGAGCAACCGTAAAACATAAAGCAGGTTTCAGATATACATACATATGTTTAGTCATAAAATATTCACTTTACCATGTAGTTTTGTTCTCACGTACTTACTTTCCGTAAATC
	GlicP^17      ACCTGGAGGAGAGCAACCGTAAAACATAAAGCAGGTTTCAGATATACATACATATGTTTAGTCATAAAATATTCACTTTACCATGTAGTTTTGTTCTCACGTACTTACTTTCCGTAAATC
	GlicE^20      ACCTGGAGGAGAGCAACCGTAAAACATAAAGCAGGTTTCAGATATACATACATATGTTTAGTCATAAAATATTCACTTTACCATGTAGTTTTGTTCTCACGTACTTACTTTCCGTAAATC
	GlicE^21      ACCGGGAGGAGAGCAACCGTAAAACATAAAGCAGGTTTCAGATATACATACATATGTTTAGTCATAAAATATTCACTTTACCATGTAGTTTTGTTCTCACGTACTTACTTTCCGTAAATC
	GlicE^22       ACCTGGAGGAGAGCAACCGTAAAACATAAAGCAGGTTTCAGATATACATACATATGTTTAGTCATAAAATATTCACTTTACCATGTAGTTTTGTTCTCACGTACTTACTTTCCGTAAATC
	GlicE^23       ACCTGGAGGAGAGCAACCGTAAAACATAAAGCAGGTTTCAGATATACATACATATGTTTAGTCATAAAATATTCACTTTACCATGTAGTTTTGTTCTCACGTACTTACTTTCCGTAAATC
	GlicE^24      ACCTGGAGGAGAGCAACCGTAAAACATAAAGCAGGTTTCAGATATACATACATATGTTTAGTCATAAAATATTCACTTTACCATGTAGTTTTGTTCTCACGTACTTACTTTCCGTAAATC
	GlicE^25      ACCTGGAGGAGAGCAACCGTAAAACATAAAGCAGGTTTCAGATATACATACATATGTTTAGTCATAAAATATTCACTTTACCATGTAGTTTTGTTCTCACGTACTTACTTTCCGTAAATC
	GmorB^27    ACCKGGAGGAGAGCAACMGTAAAACATAAAGCAGGTTTCAGATATACATACATATGTTTAGTCATAAAATATTCACTTTACCATGTAGTTTTGTTCTCACGTACTTACTTTCCGTAAATC
	GpasB^28    ACCTGGAGGAGAGCAACCGTAAAACATAAAGCAGGTTTCAGATATACATACATATGTTTAGTCATAAAATATTCACTTTACCATGTRGTTTTGTTCTCACGTACTTACTTTCCGTAAATC


19 120
	GecuC^1     GGCAAATACWTGTTTCAGAAATGTTAGAYWTTACTGCTAGTTCCTTCAGTTTCAAACGGCTATCTGCTAATACTATTTCTTCAATAATTGAAATGTTCTAAGGCGTTATCAGTTCAGTTG
	GecuP^4     GGCAAATACTTGTTTCAGAAATGTTAGACATTACTGCTAGTTCCTTCAGTTTCAAACGGCTATCTGCTAATACTATTTCTTCAATAATTGAAATGTTCTAAGGCGTTATCAGTTCAGTTG
	GecuP^5     GGCAAATACYTGTTTCAGAAATGTTAGACATTACTGCTAGTTCCTTCAGTTTCAAACGGCTATCTGCTAATACTATTTCTTCAATAATTGAAATGTTCTAAGGCGTTATCAGTTCAGTTG
	GecuP^6      GGCAAATACTTGTTTCAGAAATGTTAGACATTACTGCTAGTTCCTTCAGTTTCAAACGGCTATCTGCTAATACTATTTCTTCAATAATTGAAATGTTCTAAGGCGTTATCAGTTCAGTTG
	GecuE^8      GGCAAATACTTGTTTCAGAAATGTTAGACATTACTGCTAGTTCCTTCAGTTTCAAACGGCTATCTGCTAATACTATTTCTTCAATAATTGAAATGTTCTAAGGCGTTATCAGTTCAGTTG
	GecuE^9       GGCAAATACTTGTTTCAGAAATGTTAGACATTACTGCTAGTTCCTTCAGTTTCAAACGGCTATCTGCTAATACTATTTCTTCAATAAKTGAAATGTTCTAAGGCGTTATCAGTTCAGTTG
	GecuE^10       GGCAAATACTTGTTTCAGAAATGTTAGACATTACTGCTAGTTCCTTCAGTTTCAAACGGCTATCTGCTAATACTATTTCTTCAATAAGTGAAATGTTCTAAGGCGTTATCAGTTCAGTTG
	GecuE^11      GGCAAATACYTGTTTCAGAAATGTTAGACATTANTGCTAGTTCCTTCAGTTTCAAACGGCTATCTGCTAATACTATTTCTTCAATAATTGAAATGTTCTAAGGCGTTATCAGTTCAGTTG
	GlicC^15     GGCAAATACTTGTTTCAGAAATGTTAGACATTACTGCTAGTTYCTTCAGTTTCAAACGGCTATCTGCTAATACTATTTCTTCAATAATTGAAATGTTCTAAGGCGTTATCAGTTCAGTTG
	GlicP^17      GGCAAATACTTGTTTCAGAAATGTTAGACATTACTGCTAGTTCCTTCAGTTTCAAACGGCTATCTGCTAATACTATTTCTTCAATAATTGAAATGTTCTAAGGCGTTATCAGTTCAGTTG
	GlicE^20      GGCAAATACTTGTTTCAGAAATGTTAGACATTACTGCTAGTTCCTTCAGTTTCAAACGGCTATCTGCTAATACTATTTCTTCAATAATTGAAATGTTCTAAGGCGTTATCAGTTCAGTTG
	GlicE^21      GGCAAATACTTGTTTCAGAAATGTTAGACATTACTGCTAGTTCCTTCAGTTTCAAACGGCTATCTGCTAATACTATTTCTTCAATAATTGAAATGTTCTAAGGCGTTATCAGTTCAGTTG
	GlicE^22      GGCAAATACTTGTTTCAGAAATGTTAGACATTACTGCTAGTTCCTTCAGTTTCAAACGGCTATCTGCTAATACTATTTCTTCAATAATTGAAATGTTCTAAGGSGTTATCAGTTCAGTTG
	GlicE^23       GGCAAATACTTGTTTCAGAAATGTTAGACATTACTGCTAGTTYCTTCAGTTTCAAACGGCTATCTGCTAATACTATTTCTTCAATAATTGAAATGTTCTAAGGSGTTATCAGTTCAGTTG
	GlicE^24       GGCAAATACTTGTTTCAGAAATGTTAGACATTACTGCTAGTTCCTTCAGTTTCAAACGGCTATCTGCTAATACTATTTCTTCAATAATTGAAATGTTCTAAGGCGTTATCAGTTCAGTTG
	GlicE^25      GGCAAATACTTGTTTCAGAAATGTTAGACATTACTGCTAGTTTCTTCAGTTTCAAACGGCTATCTGCTAATACTATTTCTTCAATAATTGAAATGTTCTAAGGCGTTATCAGTTCAGTTG
	GlicE^26      GGCAAATACTTGTTTCAGAAATGTTAGACATTACTGCTAGTTCCTTCAGTTTCAAACGGCTATCTRCTAATACTATTTCTTCAATAATTGAAATGTTCTAAGGCGTTATCAGTTCARTTG
	GmorB^27    GGCAAATACTTGTTTCAGAAATGTTAGACATTACTGCTAGTTCCTTCAGTTTCAAACGGCTATCTGCTAATACTATTTCTTCAATAATTGAAATGTTCTAAGGCGTTATCAGTTCAGTTG
	GpasB^28    GGCAAATACTTGTTTCAGAAATGTTAGACATAACTGCTAGTTCCTTCAGTTTCAAACGGCTATCTGCTAATACTATTTCTTCAATAATTGAAATGTTCTAAGGCGTTATCAGTTCAGTTG


15 120
	GecuC^1     ATAATACTCAGATGTATGAGAACGCCTGYAAGTTGATGGCTAAGCAGAAGGTCGCCTTAGAATGCCTCTCGTATCACGCGACTGCCAGTAACGACGCGACGGCGAAGCTGTCGAAAGAAG
	GecuP^4     ATAATACTCAGATGTATGAGAATGCCTGCAAGTTGATGGCTAAGCAGAAGGTCGCCTTAGAATGCCTCTCGTATCACGCGACTGCCAGTAACGACGCGACGGCGAAGCTGTCGAAAGAAG
	GecuP^5      ATAATACTCAGATGTATGAGAAYGCCTGYAAGTTGATGGCTAAGCAGAAGGTCGCCTTAGAATGCCTCTCGTATCACGCGACTGCCAGTAACGACGCGACGGCGAAGCTGTCGAAAGAAG
	GecuE^8       ATAATACTCAGATGTATGAGAATGCCTGCAAGTTGATGGCTAAGCAGAAGGTCGCCTTAGAATGCCTCTCGTATCACGCGACTGCCAGTAACGACGCGACGGCGAAGCTGTCGAAAGAAG
	GecuE^9       ATAATACTCAGATGTATGAGAATGCCTGYAAGTTGATGGCTAAGCAGAAGGTCGCYTTAGAATGCCTCTCGTATCACGCGACTGCCAGTAACGACGCGACGGCGAAGCTGTCGAAAGAAG
	GlicC^15     ATAATACTCAGATNTATGAGAAYGCCTGYAAGTTGATGGCTAAGCAGAAGGTCGCCTTAGAATGCCTCTCGTATCACGCGACTGCCAGTAACGACGCGACGGCGAAGCTGTCGAAAGAAG
	GlicP^17      ATAATACTCAGATGTATGAGAACGCCTGYAAGTTGATGGCTAAGCAGAAGGTCGCCTTAGAATGCCTCTCGTATCACGCGACTGCCAGTAACGACGCGACGGCGAAGCTGTCGAAAGAAG
	GlicE^20      ATAATACTCAGATGTATGAGAAYGCCTGCAAGTTGATGGCTAAGCAGAAGGTCGCCTTAGAATGCCTCTCGTATCACGCGACTGCCAGTAACGAYGCGACGGCGAAGCTGTCGAAAGAAG
	GlicE^21      ATAATACTCAGATGTATGAGAATGCCTGYAAGTTGATGGCTAAGCAGAAGGTCGCCTTAGAATGCCTCTCGTATCAYGCGACTGCCAGTAACGACGCGACGGCGAAGCTGTCGAAAGAAG
	GlicE^22       ATAATACTCAGATGTATGAGAACGCCTGYAAGTTGATGGCTAAGCAGAAGGTCGCCTTAGAATGCCTCTCGTATCACGCGACTGCCAGTAACGACGCGACGGCGAAGCTGTCGAAAGAAG
	GlicE^23       ATAATACTCAGATGTATGAGAAYGCCTGCAAGTTGATGGCTAAGCAGAAGGTCGCCTTAGAATGCCTCTCGTATCACGCGACTGCCAGTAACGAYGCGACGGCGAAGCTGTCGAAAGAAG
	GlicE^24      ATAATACTCNGATGTATGAGAANGCCTGCAAGTTGATGGCTAAGCAGAAGGTCGCCTTAGAATGCCTCTCGTATCACGCGACTGCCAGTAACGACGCGACGGCGAAGCNGTCGAAAGAAG
	GlicE^25      ATAATACTCAGATGTATGAGAAYGCCTGYAAGTTGATGGCTAAGCAGAAGGTCGCCTTAGAATGCCTCTCGTATCACGCGACTGCCAGTAACGACGCGACGGCGAAGCTGTCGAAAGARG
	GmorB^27    ATAATACTCAGATGTATGAGAATGCCTGCAAGTTGATGGCTAAGCAGAAGGTCGCCTTAGAATGCCTCTCGTATCACGCGACTGCCAGTAACGACGCGACGGCGAAGCTGTCGAAAGAAG
	GpasB^28    ATAATACTCAGATGTATGAGAATGCCTGCAAGTTGATGGCTAAGCAGAAGGTCGCCTTAGAATGCCTCTCGTATCACGCGACTGCCAGTAACGACGCGACGGCGAAGCTGTCGAAAGAAG


16 120
	GecuC^1     CATAATATCTTACTAATATCTTTTTCNATGTCACTGCAGCTTTGATTTATAATAAAGTAAAAAATAAATAACGGAGTTCTCTTCTCAAAAATTAGTTTATTTCGAAAAATGTTTTT-AAA
	GecuP^4     CATAATATCTTACTAATATCTTTTTCTATGTCACTGCAGYTTTGATTTATAATAAAGTAAAAAATAAATAACGGAGTTCTCTTCTCAAAAATTAGTTTATTTCGAAAAATGTTTTTGAAA
	GecuP^5      CATAATATCTTACTAATATCTTTTTCTATGTCACTGCAGCTTTGATTTATAATAAAGTAAAAAATAAATAACGGAGTTCTCTTCTCAAAAATTAGTTTATTTCGAAAAATGTTTTTGAAA
	GecuE^8      CATAATATCTTACTAATATCTTTTTCTAYGTCACTGCAGCTTTGATTTATAATAAAGTAAAAAATAAATAACGGAGTTCTCTTCTCAAAAATTAGTTTATTTCGAAAAATGTTTTTGAAA
	GecuE^9       CATAATATCTTACTAATATCTTTTTCTATGTCAYTGCAGYTTTGATTTATAATAAAGTAAAAAATAAATAACGGAGTTCTCTTCTCAAAAATTAGTTTATTTCGAAAAATGTTTTTGAAA
	GecuE^10      CATAATATCTTACTAATATCTTTTTCTATGTCACTGCAGCTTTGATTTATAATAAAGTAAAAAATAAATAACGGAGTTCTCTTCTCAAAAATTAGTTTATTTCGAAAAATGTTTTTGAAA
	GlicC^15     CATAATATCTTACTAATATCTTTTTCTATGTCACTGCAGCTTTGATTTATAATAAAGTAAAAAATAAATAACGGAGTTCTCTTCTCAAAAATTAGTTTATTTCGAAAAATGTTTTTGAAA
	GlicP^17      CATAATATCTTACTAATATCTTTTTCTATGTCACTGCAGCTTTGATTTATAATAAAGTAAAAAATAAATAACGGAGTTCTCTTCTCAAAAATTAGTTTATTTCGAAAAATGTTTTTGAAA
	GlicE^20      CATAATATCTTACTAATATCTTTTTCTATGTCACTGCAGYTTTGATTTATAATAAAGTAAAAAATAAATAACGGAGTTCTCTTCTCAAAAATTAGTTTATTTCGAAAAATGTTTTTGAAA
	GlicE^21      CATAATATCTTACTAATATCTTTTTCTATGTCACTGCAGCTTTGATTTATAATAAAGTAAAAAATAAATAACGGAGTTCTCTTCTCAAAAATTAGTTTATTTCGAAAAATGTTTTTGAAA
	GlicE^22       CATAATATCTYACTAATATCTTTTTCTATGTCACTGCAGYTTTGATTTATAATAAAGTAAAAAATAAATAACGGAGTTCTCTTCTCAAAAATTAGTTTATTTCGAAAAATGTTTTTGAAA
	GlicE^23       CATAATATCTYACTAATATCTTTTTCTATGTCACTGCAGCTTTGATTTATAATAAAGTAAAAAATAAATAACGGAGTTCTCTTCTCAAAAATTAGTTTATTTCGAAAAATGTTTTTGAAA
	GlicE^24      CATAATATCTTACTAATATCTTTTTCTATGTCACTGCAGCTTTGATTTATAATAAAGTAAAAAATAAATAACGGAGTTCTCTTCTCAAAAATTAGTTTATTTCGAAAAATGTTTTTGAAA
	GlicE^25      CATAATATCTTACTAATATCTTTTTCTATGTCACTGCAGCTTTGATTTATAATAAAGTAAAAAATAAATAACGGAGTTCTCTTCTCAAAAATTAGTTTATTTCGAAAAATGTTTTTGAAA
	GmorB^27    CRTAATATCTTACTAATATCYTTTTCTATGTCACTGCAGCTTTGATTTATAATAAAGTAAAAAATAAATAACGGAGTTCTCTTCTCAAAAATTAGTTTATTTCGAAAAAYGTTTTTGAAA
	GpasB^28    CATAATATCTTACTAATATCTTTTTCTATGTCACTGCAGCTTTGATTTATAATAAAGTAAAAAATAAATAACGGAGTTCTCTTCTCAAAAATTAGTTTATTTCGAAAAATGTTTTTGAAA


22 120
	GecuC^1     AACATTCTGTGGTTGAATATTTAGATGTTTGTTGTTACAAATACGTTCAGACGCTTGTAAAATATTTCTTTTCTTTGTAGAGAGGAAAAAATCAATATATCGAATTGTGTTCCKGCGTAA
	GecuC^2     AACATTCTGTGGTTGAATATTTAGATGTTTGTTGTTACAAATACGTTCAGACGCTTGTAAAATATTTCTTTTCTTTGTAGAGAGGAAAAAATCAATATATCGAATTGTGTTCCGGCGTAA
	GecuC^3     AACATTCTGTGGTTGAATATTTAGATGTTTGTTGTTACAAATACGTTCAGACGCTTGTAAAATATTTCTTTTCTTTGTAGAGAGGAAAAAATCAATATATCGAATTGTGTTCCGGCGTAA
	GecuP^4     AACATTCTGTGGTTGAATATTTAGATGTTTGTTGTTACAAATACGTTCAGACGCTTGTAAAATATTTCTTTTCTTTGTAGAGAGGAAAAAATCAATATATCGAATTGTGTTCCGGCGTAA
	GecuP^5     AACATTCTGTGGTTGAATATTTAGATGTTTGTTGTTACAAATACGTTCAGACGCTTGTAAAATATTTCTTTTCTTTGTAGAGAGGAAAAAATCAATATATCGAATTGTGTTCCGGCGTAA
	GecuP^6      AACATTCTGTGGTTGAATATTTAGATGTTTGTTGTTACAAATACGTTCAGACGCTTGTAAAATATTTCTTTTCTTTGTAGAGAGGAAAAAATCAATATATCGAATTGTGTTCCGGCGTAA
	GecuP^7      AACATTCTGTGGTTGAATATTTAGATGTTTGTTGTTACAAATACGTTCAGACGCTTGTAAAATATTTCTTTTCTTTGTAGAGAGGAAAAAATCAATATATCGAATTGTGTTCCGGCGTAA
	GecuE^8      AACATTCTGTGGTTGAATATTTAGATGTTTGTTGTTACAAATACGTTCAGACGCTTGTAAAATATTTCTTTTCTTTGTAGAGAGGAAAAAATCAATATATCGAATTGTGTTCCGGCGTAA
	GecuE^9       AACATTCTGTGGTTGAATATTTAGATGTTTGTTGTTACAAATACGTTCAGACGCTTGTAAAATATTTCTTTTCTTTGTAGAGAGGAAAAAATCAATATATCGAATTGTGTTCCGGCGTAA
	GecuE^10       AACATTCTGTGGTTGAATATTTAGATGTTTGTTGTTACAAATACGTTCAGACGCTTGTAAAATATTTCTTTTCTTTGTAGAGAGGAAAAAATCAATATATCGAATTGTGTTCCGGCGTAA
	GecuE^11      AACATTCTGTGGTTGAATATTTAGATGTTTGTTGTTACAAATACGTTCAGACGCTTGTAAAATATTTCTTTTCTTTGTAGAGAGGAAAAAATCAATATATCGAATTGTGTTCCGGCGTAA
	GlicC^15     AACATTCTGTGGTTGAATATTTAGATGTTTGTTGTTACAAATACGTTCAGACGCTTGTAAAATATTTCTTTTCTTTGTAGAGAGGAAAAAATCAATATATCGAATTGTGTTCCTGCGTAA
	GlicP^17      AACATTCTGTGGTTNAATATTTAGATGTTTGTTGTTACAAATACGTTCAGACGCTTGTAAAATATTTCTTTTCTTTGTAGAGAGGAAAAAATCAATATATCGAATTGTGTTCCTGCGTAA
	GlicP^18      AACATTCTGTGGTTGAATATTTAGATGTTTGTTGTTACAAATACGTTCAGACGCTTGTAAAATATTTCTTTTCTTTGTAGAGAGGAAAAAATCAATATATCGAATTGTGTTCCTGCGTAA
	GlicE^20      AACATTCTGTGGTTGAATATTTAGATGTTTGTTGTTACAAATACGTTCAGACGCTTGTAAAATATTTCTTTTCTTTGTAGAGAGGAAAAAATCAATATATCGAATTGTGTTCCTGCGTAA
	GlicE^21      AACATTCTGTGGTTGAATATTTAGATGTTTGTTGTTACAAATACGTTCAGACGCTTGTAAAATATTTCTTTTCTTTGTAGAGAGGAAAAAATCAATATATCGAATTGTGTTCCTGCGTAA
	GlicE^22      AACMTTCTGTGGTTGAATATTTAGATGTTTGTTGTTACAAATACGTTCAGACGCTTGTAAAATATTTCTTTTCTTTGTAGAGAGGAAAAAATCAATATATCGAATTGTGTTCCKGCGTAA
	GlicE^23       AACATTCTGTGGTTGAATATTTAGATGTTTGTTGTTACAAATACGTTCAGACGCTTGTAAAATATTTCTTTTCTTTGTAGAGAGGAAAAAATCAATATATCGAATTGTGTTCCTGCGTAA
	GlicE^24       AACATTCTGTGGTTGAATATTTAGATGTTTGTTGTTACAAATACGTTCAGACGCTTGTAAAATATTTCTTTTCTTTGTAGAGAGGAAAAAATCAATATATCGAATTGTGTTCCTGCGTAA
	GlicE^25      AACATTCTGTGGTTGAATATTTAGATGTTTGTTGTTACAAATACGTTCAGACGCTTGTAAAATATTTCTTTTCTTTGTAGAGAGGAAAAAATCAATATATCGAATTGTGTTCCTGYGTAA
	GmorB^27    AACMTTCTGTGGTTGAATATTTAGATGTTTGTTGTTACAAATACGTTCAGACGCTTGTAAAATATTTCTTTTCTTTGTAGAGAGGAAAAAATCAATATATCGAATTGTGTTCCKGCGTAA
	GpasB^28    AACATTCTGTGGTTGAATATTTAGATGTTTGTTGTTACAAATACGTTCAGACGCTTGTAAAATATTTCTTTTCTTTGTAGAGAGGAAAAAATCAATATATCGAATTGTGTTCCGGCGTAA


15 120
	GecuC^1     CCGCGTTATAAGAGTACCGCGTTGTAGGAGGGTTGATTG---TATTATTATTATTATTAGTGTTATGTTATCTATCTT-GTGTTCAATTTTGNTCATTTCTATTTCTACTTTTCCTTTAT
	GecuP^4     CCGCGTTATAAGAGTACCGCGTTGTAGGAGGGTTGATTG---TATTATTATTATTATTAGTGTTATGTTATCTATCTT-GTGTTCAATTTTGCTCATTTCTATTTCTACTTTTCCTTTAT
	GecuE^8      CCGCGTTATAAGAGTACCGCGTTGTAGGAGGGTTGATTG---TATTATTATTATTATTAGTGTTATGTTATCTATCTT-GTGTTCAATTTTGCTCATTTCTATTTCTACTTTTCCTTTAT
	GlicC^15     CCGCGTTATAAGAGTACCGCGTTGTAGGAGGGTTGATTG---TATTATTATTATTATTAGTGTTATGTTATCTATCTTNGTGTNCAATTTTGNTCATTTCTATTTCTACTTTTCCTTTAT
	GlicP^17      CCGCGTTATAAGAGTACCGCGTTGTAGGAGGGTTGATTG---TATTATTATTATTATTAGTGTTATGTTATCTATCTT-GTGTTCAATTTTGNTCATTTCTATTTCTACTTTTCCTTTAT
	GlicE^20      CCGCGTTATAAGAGTACCGCGTTGTAGGAGGGTTGATTG---TATTATTATTATTATTAGTGTTATGTTATCTATCTT-GTGTTCAATTTTGNTCATTTCTATTTCTACTTTTCCTTTAT
	GlicE^21      CCGCGTTATAAGAGTACCGCGTTGTAGGAGGGTTGATTG---TATTATTATTATTATTAGTGTTATGTTATCTATCTT-GTGTTCAATTTTGNTCATTTCTATTTCTACTTTTCCTTTAT
	GlicE^22      CCGCGTTATAAGAGTACCGCGTTGTAGGAGGGTTGATTG---TATTATTATTATTATTAGTGTTATGTTATCTATCTT-GTGTTGAATTTTGCTCATTTCTATTTCTACTTTTCCTTTAT
	GlicE^23       CCGCGTTATAAGAGTACCGCGTTGTAGGAGGGTTGATTG---TATTATTATTATTATTAGTGTTATGTTATCTATCTT-GTGTTCAATTTTGCTCATTTCTATTTCTACTTTTCCTTTAT
	GlicE^24       CCGCGTTATAAGAGTACCGCGTTGTAGGAGGGTTGATTG---TATTATTATTATTATTAGTGTTATGTTATCTATCTT-GTGTTCAATTTTGCTCATTTCTATTTCTACTTTTCCTTTAT
	GlicE^25      CCGCGTTATAAGAGTACCGCGTTGTAGGAGGGTTGATTG---TATTATTATTATTATTAGTGTTATGTTATCTATCTT-GTGTTSAATTTTGCTCATTTCTATTTCTACTTTTCCTTTAT
	GlicE^26      CCGCGTTATAAGAGTACCGCGTTGTAGGAGGGTTGATTGTATTATTATTATTATTATTAGTGTTATGTTATCTATCTT-GTGTTCAATTTTGCTCATTTCTATTTCTACTTTTCCTTTAT
	GmorB^27    CCGCGTTATAAGAGTACCGCGTTGTAGGAGGGTTGATTG---TATTATTATTATTATTAGTGTTATGTTATCTATCTT-GTGTTCAATTTTGCTCATTTCTATTTCTACTTTTCCTTTAT
	GpasB^28    CCGCGTTATAAGAGTACCGCGTTGTAGGAGGGTTGATTG---TATTATTATTATTATTAGTGTTATGTTATCTATCTT-GTGTTCAATTTTGCTCATTTCTATTTCTACTTTTCCTTTAT
	GpasB^29    CCGCGTTATAAGAGTACCGCGTTGTAGGAGGGTTGATTG---TATTATTATTATTATTAGTGTTATGTTATCTATCTT-GTGTTCAATTTTGNTCATTTCTATTTCTACTTTTCCTTTAT


18 120
	GecuC^1     TTTTATGTTGAGGGTATTCCTTTATTTTCATTTACCACAGCACACCACACTATTGTTATATTATTGAAATCAGAAGAAAAAAACTACCCATCTAATGAAAAATATACAGGCTGTTTTTTA
	GecuP^4     TTTTATGTTGAGGGTATTCCTTTATTTTCATTTACCACAGCACACCACACTATTGTTATATTATTGAAATCAGAAGAAAAAAACTACCCATCTAATGAAAAATATACAGGCTGTTTTCTA
	GecuP^5     TTTTATRTTGAGGGTATTCCTTTATTTTCATTTACCACAGCACACCACACTATTGTTATATTATTGAAATCAGAAGAAAAAAACTACCCATCTAATGAAAAATATACAGGCTGTTTTYTA
	GecuP^6      TTTTATRTTGAGGGTATTCCTTTATTTTCATTTACCACAGCACACCACACTATTGTTATATTATTGAAATCAGAAGAAAAAAACTACCCATCTAATGAAAAATATACAGGCTGTTTTYTA
	GecuP^7      TTTTATGTTGAGGGTATTCCTTTATTTTCATTTACCACAGCACACCACACTATTGTTATATTATTGAAATCAGAAGAAAAAAACTACCCATCTAATGAAAAATATACAGGCTGTTTTTTA
	GecuE^8       TTTTATRTTGAGGGTATTCCTTTATTTTCATTTACCACAGCACACCACACTATTGTTATATTATTGAAATCAGAAGAAAAAAACTACCCATCTAATGAAAAATATACAGGCTGTTTTYTA
	GecuE^9       TTTTATATTGAGGGTATTCCTTTATTTTCATTTACCACAGCACACCACACTATTGTTATATTATTGAAATCAGAAG-AAAAAACTACCCATCTAATGAAAAGTATACAGGATGTTTTCTA
	GecuE^10      TTTTATGTTGAGGGTATTCCTTTATTTTCATTTACCACAGCACACCACACTATTGTTATATTATTGAAATCAGAAGAAAAAAACTACCCATCTAATGAAAAATATACAGGCTGTTTTTTA
	GlicC^15     TTTTATRTTGAGGGTATTCCTTTATTTTCATTTACCACAGCACACCACACTATTGTTATATTATTGAAATCANAAGAAAAAAACTACCCATCTAATGAAAAATATACAGGCTGTTTY-TA
	GlicC^16     TTTTATATTGAGGGTATTCCTTTATTTTCATTTACCACAGCACACCACACTATTGTTATATTATTGAAATCAGAAGAAAAAAACTACCCATCTAATGAAAAATATACAGGCTGTTTTCTA
	GlicP^17      TTTTATATTGAGGGTATTCCTTTATTTTCATTTACCACAGCACACCACACTATTGTTATATTATTGAAATCAGAAGAAAAAAACTACCCATCTAATGAAAAATATACAGGCTGTTTTCTA
	GlicE^20      TTTTATGTTGAGGGTATTCCTTTATTTTCATTTACCACAGCACACCACACTATTGTTATATTATTGAAATCAGAAGAAAAAAACTACCCATCTAATGAAAAATATACAGGCTGTTTTTTA
	GlicE^21      TTTTATRTTGAGGGTATTCCTTTATTTTCATTTACCACAGCACACCACACTATTGTTATATTATTGAAATCAGAAGAAAAAAACTACCCATCTAATGAAAAATATACAGGCTGTTTTYTA
	GlicE^22       TTTTATGTTGAGGGTATTCCTTTATTTTCATTTACCACAGCACACCACACTATTGTTATATTATTGAAATCAGAAGAAAAAAACTACCCATCTAATGAAAAATATACAGGCTGTTTTTTA
	GlicE^23       TTTTATATTGAGGGTATTCCTTTATTTTCATTTACCACAGCACACCACACTATTGTTATATTATTGAAATCAGAAGAAAAAAACTACCCATCTAATGAAAAATATACAGGCTGTTTTYTA
	GlicE^24      TTTTATGTTGAGGGTATTCCTTTATTTTCATTTACCACAGCACACCACACTATTGTTATATTATTGAAATCAGAAGAAAAAAACTACCCATCTAATGAAAAATATACAGGCTGTTTTTTA
	GmorB^27    TTTTATRTTGAGGGTATTCCTTTATTTTCATTTACCACAGCACACCACACTATTGTTATATTATTGAAATCAGAAGAAAAAAACTACCCATCTAAYGAAAAATATACAGGCTGTTTTYTA
	GpasB^28    TTTTATRTTGAGGGTATTCCTTTATTTTCATTTACCACAGCACACCACACTATTGTTATATTATTGAAATCAGAAGAAAAAAACTACCCATCTAATGAAAAATATACAGGCTGTTTTYTA


20 120
	GecuC^1     ACTTCACAGGAAGAAGGGAGTCTAATTCAACTCTCTTACGACAACAGCCTGAAAACAAAATTTGCTTCTTCCGATTTGGTGGAGTTTTGAATATCAATCAAAAATGAACTCTGAGTTGAA
	GecuP^4     ACTTCGCAGGAAGAAGGGAGTCTAATTCAACTCTCTTACGACAACAGCCTGAAAACAAAATTTGCTTCTTCCGATTTAGTGGAGTTTTGAATATCAAACAAAAATGAACTCTGAGTTGAA
	GecuP^5      ACTTCGCAGGAAGAAGGGAGTCTAATTCAACTCTCTTACGACAACAGCCTGAAAACAAAATTTGCTTCTTCCGATTTAGTGGAGTTTTGAATATCAAMCAAAAATGAACTCTGAGTTGAA
	GecuE^8      ACTTCGCAGGAAGAAGGGAGTCTAATTCAACTCTCTTACGACAACAGCCTGAAAACAAAATTTGCTTCTTCCGATTTAGTGGAGTTTTGAATATCAAACAAAAATGAACTCTGAGTTGAA
	GecuE^9       ACTTCRCAGGAAGAAGGGAGTCTAATTCAACTCTCTTACGACAACAGCCTGAAAACAAAATTTGCTTCTTCYGATTTAGTGGAGTTTTGAATATCARACAAAAATGAACTCTGAGTTGAA
	GecuE^10       ACTTCRCAGGAAGAAGGGAGTCTAATTCAACTCTCTTACGACAACAGCCTGAAAACAAAATTTGCTTCTTCCGATTTAGTGGAGTTTTGAATATCAAWCAAAAATGWACTCTGAGTTGAA
	GecuE^11      ACTTCGCAGGAAGAAGGGAGTCTAATTCAACTCTCTTACGACAACAGCCTGAAAACAAAATTTGCTTCTTCCGATTTAGTGGAGTTTTGAATATCAAACAAAAATGAACTCTGAGTTGAA
	GlicC^15     ACTTCGCAGGAAGAAGGGAGTCTAATTCAACTCTCTTACGACAACAGCCTGAAAACAAAATTTGCTTCTTCCGATTTAGTGGAGTTTTGAATATCAAA-AAAAATGAACTCTGAGTTGAA
	GlicP^17      ACTTCGCAGGAAGAAAGGAGTCTAATTCAACTCTCTTACGACAACAGCCTGAAAACAAAATTTGCTTCTTCCGATTTAGTGGAGTTTTGAATATCAAACAAAAATGAACTCTGAGTTGAA
	GlicP^18      ACTTCGCAGGAAGAANGGAGTCTAATTCAACTCTCTTACGACAACAGCCTGAAAACAAAATTTGCTTCTTCCGATTTAGTGGAGTTTTGAATATCAAACAAAAATGAACTCTGAGTTGAA
	GlicE^20      ACTTCGCAGGAAGAAGGGAGTCTAATTCAACTCTCTTACGACAACAGCCTGAAAACAAAATTTGCTTCTTCTGATTTAGTGGAGTTTTGAATATCAAACAAAAATGAACTCTGAGTTGAA
	GlicE^21      ACTTCGCAGGAAGAAGGGAGTCTAATTCAACTCTCTTACGACAACAGCCTGAAAACAAAATTTGCTTCTTCCGATTTAGTGGAGTTTTGAATATCAAACAAAAATGAACTCTGAGTTGAA
	GlicE^22      ACTTCGCAGGAAGAAGGGAGTCTAATTCAACTCTCTTACGACAACAGCCTGAAAACAAAATTTGCTTCTTCCRATTTAGTGGAGTTTTGAATATCAAACAAAAATGAACTCTGAGTTGAA
	GlicE^23       ACTTCGCAGGAAGAARGGAGTCTAATTCAACTCTCTTACGACAACAGCCTGAAAACAAAATTTGCTTCTTCCRATTTAGTGGAGTTTTGAATATCAAACAAAAATGAACTCTGAGTTGAA
	GlicE^24       ACTTCGCAGGAAGAAGGGAGTCTAATTCAACTCTCTTACGACAACAGCCTGAAAACAAAATTTGCTTCTTCCGATTTAGTGGAGTTTTGAATATCAACCAAAAATGAACTCTGAGTTGAA
	GlicE^25      ACTTCGCAGGAAGAAAGGAGTCTAATTCAACTCTCTTACGACAACAGCCTGAAAACAAAATTTGCTTCTTCCGATTTAGTGGAGTTTTGAATATCAAACAAAAATGAACTCTGAGTTGAA
	GlicE^26      ACTTCGCAGGAAGAAGGGAGTCTAATTCAACTCTCTTACGACAACAGCCTGAAAACAAAATTTGCTTCTTCCGATTTAGTGGAGTTTTGAATATCAAACAAAAATGAACTCTGAGTTGAA
	GmorB^27    ACTTCGCAGGAAGAAGGGAGTCTAATTCAACTCTCTTACGACAACAGCCTGAAAACAAAATTTGCTTCTTCTGATTTAGTGGAGTTTTGAATATCAAACAAAAATGAACTCTGAGTTGAA
	GpasB^28    ACTTCGCAGGAAGAAGGGAGTCTAATTCAACTCTCTTACGACAACAGCCTGAAAACAAAATTTRCTTCTTCCGATTTAGTGGAGTTTTGAATATCAAWCAAAAATGAACTCTGAGTTGAA
	GpasB^29    ACTTCGCAGGAAGAAGGGAGTCTAATTCAACTCTCTTACGACAACAGCCTGAAAACAAAATTTGCTTCTTCCGATTTAGTGGAGTTTTGAATATCAAACAAAAATGAACTCTGAGTTGAA


18 120
	GecuC^1     AATGATCGTTTTTATCAAGCGGCGGCGAGGCTTGAACATTGGTATAGCGGCAAAAAGCTACATGTTCTTTTGGGTGACATTTGTTGAAATTTACAAGAAG-AAGATGACGATAGAGAAAA
	GecuP^4     AATGATCGTTTTTATCAAGCGGCGGCGAGGMTTGAACATTGGTATAGCGGCAAAAAGCTACATGYTCWTTTGGGTGACATTTGTTGAAATTTACAAGAAG-AAGATGACGATAGAGAAAA
	GecuP^5     AATGATCGTTTTTATCAAGCGGCGGCGAGGATTGAACATTGGTATAGCGGCAAAAAGCTACATGCTCATTTGGGTGACATTTGTTGAAATTTACAAGAAG-AAGATGACGATAGAGAAAA
	GecuP^6      AATGATCGTTTTTATCAAGCGGCGGCGAGGMTTGAACATTGGTATAGCGGCAAAAAGCTACATGYTCWTTTGGGTGACATTTGTTGAAATTTACAAGAAG-AAGATGACGATAGAGAAAA
	GecuE^8       AATGATCGTTTTTATCAAGCGGCGGCGAGGCTTGAACATTGGTATAGCGGCAAAAAGCTACATGTTCTTTTGGGTGACATTTGTTGAAATTTACAAGAAG-AAGATGACGATAGAGAAAA
	GecuE^9      AATGATCGTTTTTATCAAGCGGCGGCGAGGMTTGAACATTGGTATAGCGGCAAAAAGCTACATGYTCWTTTGGGTGACATTTGTTGAAATTTACAAGAAG-AAGATGACGATAGAGAAAA
	GlicC^15     AATGATCGTTTTTATCAAGCGGCGGCGAGGCTTGAACATTGGTATAGTGGCAAAAAGCTACATGTTCTTTTGGGTGACATTTGTTGAAATTTACAAGAAG-AAGATGACGATAGAGAAAA
	GlicP^17      AATGATCGTTTTTATCAAGCGGCGGCGAGGCTTGAACATTGGNATAGCGGCAAAAAGCTACATGTTCTTTTGGG-GACATTTGTTGAAATTTACAAGAAG-AAGATGACGATAGAGAAAA
	GlicE^20      AATGATCGCTTTTATCAAGCGGCGGCGAGGCTTGAACATTGGTATAGCGGCAAAAAGCTACATGTTCTTTTGGGTGACATTTGTTGAAATTTACAAGAAG-AAGATGACGATAGAGAAAA
	GlicE^21      AATGATCGTTTTTATCAAGCGGCGGCGAGGMTTGAACATTGGTATAGCGGCAAAAAGCTACATGYTCWTTTGGGTGACATTTGTTGAAATTTACAAGAAG-AAGATGACGATAGAGAAAA
	GlicE^22      AATGATCGCTTTTATCAAGCGGCGGCGAGGCTTGAACATTGGTATAGCGGCAAAAAGCTACATGTTCTTTTGGGTGACATTTGTTGAAATTTACAAGAAG-AAGATGACGATAGAGAAAA
	GlicE^23       AATGATCG-TTTTATCAAGCGGCGGCGAGGCTTGAACATTGGTATAGCGGCAAAAAGCTACATGNTCTTTTGGGTGACATTTGTTGAAATTTACAAGAAGNAAGATGACGATAGAGAAAA
	GlicE^24       AATGATCGYTTTTATCAAGCGGCGGCGAGGCTTGAACATTGGTATAGCGGCAAAAAGCTACATGTTCTTTTGGGTGACATTTGTTGAAATTTACAAGAAG-AAGATGACGATAGAGAAAA
	GlicE^25      AATGATCGTTTTTATCAAGCGGCGGCGAGGATTGAACATTGGTATAGCGGCAAAAAGCTACATGCTCATTTGGGTGACATTTGTTGAAATTTACAAGAAG-AAGATGACGATAGAGAAAA
	GlicE^26      AATGATCGTTTTTATCAAGCGGYGGCGAGGATTGAACATTGGTATAGCGGCAAAAAGCTACATGCTCWTTTGGGTGACATTTGTTGAAATTTACAAGAAG-AAGATGACGATAGAGAAAA
	GmorB^27    AATGATCGTTTTTATCAAGCGGCGGCGAGGCTTGAACATTGGTATAGCGGCAAAAAGCTACATGTTCTTTTGRGTGACATTTGTTGAAATTTACAAGAAG-AAGATGACGATAGAGAAAA
	GpasB^28    AATGATCGTTTTTATCAAGCGGCGGCGAGGMTTGAACATTGGTATAGCGGCAAAAAGCTACATGYTCWTTTGGGTGACATTTGTTGAAATTTACAAGAAG-AAGATGACGATAGAGAAAA
	GpasB^29    AATGATCGTTTTTATCAAGCGGCGGCGAGGATTGAACATTGGTATAGCGGCAAAAAGCTACATGCTCATTTGGGTGACATTTGTTGAAATTTACAAGAAG-AAGATGACGATAGAGAAAA


16 120
	GecuC^1     AAATGAAGAAGACTACGGAATTTTTGCTTAGAGCAACAAATCTATAATAACGAAGATAATCGTAGAATTGAGCACATTTACGATAACAACGAAACAGACACTAACACTGAATTANCGGAA
	GecuP^4     AAATGAAGAAGACTACGGAATTTTTGCTTAGAGCAACAAATCTATAATAACGAAGATAATCGTAGAATTGAGCACATTTACGATAACAACGAAACAGACACTAACACTGAATTATCGGAA
	GecuP^5     AAATGAAGAAGACTACGGAATTTTTGCTTAGAGCAACAAATCTATAATAACGAAGATAATCGTAGAATTGAGCACATTTACGATAACAACGAAACAGACACTAACACTGAATTATCGGAA
	GecuE^8       AAATGAAGAAGACTACGGAATTTTTGCTTAGWGCAACAAATCTATAATAACGAAGATAATCGTAGAATTGAGCACATTTACGATAACAACGAAACAGACACTAACACTGAATTATCGGAA
	GecuE^9       AAATGAAGAAGACTACGGAATTTTTGCTTAGAGCAACAAATCTATAATAACGAAGATAATCGTAGAATTGAGCACATTTACGATAACAACGAAACAGACACTAACACTGAATTATCGGAA
	GlicC^15     AAATGAAGAAGACTACGGAATTTTTGCTTAGAGCAACAAATCTATAATAACGAAGATAATCGTAGAATTGAGCACATTTACGATAACAACGAAACAGACACTAACACTGARTTATCGGAA
	GlicP^17      AAATGAAGAAGACTACGGAATTTTTGCTTAGAGCAACAAATCTATAATAACGAAGATAATCGTAGAATTGAGCACATTTACGATAACAACGAAACAGACACTAACACTGAATTATCGGAA
	GlicE^20      AAATGAAGAAGACTACGGAATTTTTGCTTAGAGCAACAAATCTATAATAACGAAGATAATCGTAGAATTGAGCACATTTACGATAACAACGAAACAGACACTAACACTGAATTATCGGAA
	GlicE^21      AAATGAAGAAGACTACGGAATTTTTGCTTAGAGCAACAAATCTATAATAACGAAGATAATCGTAGAATTGAGCACATTTACGATAACAACGAAACAGACACTAACACTGAATTATCGGAA
	GlicE^22      AAATGAAGAAGACTACGGAATTTTTGCTTAGAGCAACAAATCTATAATAACGAAGATAATCGTAGAATTGAGCACATTTACGATAACAACGAAACAGACACTAACACTGAATTATCGGAA
	GlicE^23       AAATGAAGAAGACTACGGAATTTTTGCTTAGAGCAACAAATCTATAATAACGAAGATAATCGTAGAATTGAGCACATTTACGATAACAACGAAACAGACACTAACACTGAATTATCGGAA
	GlicE^24       AAATGAAGAAGACTACGGAATTTTTGCTTAGAGCAACAAATCTATAATAACGAAGATAATCGTAGAATTGAGCACATTTACGATAACAACGAAACAGACACTAACACTGAATTATCGGAA
	GlicE^25      AAATGAAGAAGACTACGGAATTTTTGCTTAGAGCAACAAATCTATAATAACGAAGATAATCGTAGAATTGAGCACATTTACGATAACAACGAAACAGACACTAACACTGAATTATCGGAA
	GlicE^26      AAATGAAGAAGACTACGGAATTTTTGCTTAGAGCAACAAATCTATAATAACGAAGATAATCGTAGAATTGAGCACATTTACGATAACAACGAAACAGACACTAACACTGAATTATCGGAA
	GmorB^27    AAATGAAGAAGACTACGGAATTTTTGCTTAGAGCAACAAATCTATAATAACGAAGATAATCGTAGAATTGAGCACATTTACGATAACAACGAANCAGACACTAACACTGAATTATCGGAA
	GpasB^28    AAATGAAGAAGACTACGGAATTTTTGCTTAGAGCAACAAATCTATAATAACGAAGATAATCGTAGAATTGAGCACATTTACGATAACAACGAAATAGACACTAACACTGAATTATCGGAA


21 120
	GecuC^1     TTAGTTACCGAAAATGGTATTCTACAAGCATATTTTTTAGCAACKCTGTAGTAACATACTTGAAATACTTGCCTTTAGACCGGATAACGTACGTTCATATTTCCTCCAAAAATACACCCA
	GecuP^4     TTAGTTACCGAAAATGGTATTYTACAAGCATATTTTTTAGCAACKCTGTAGTAACATACTTGAAATACTTGCCTTTAGACCGGATAACGTACGTTCATATTTCCTCCAAAAATACACCCA
	GecuP^5     TTAGTTACCGAAAATGGTATTCTACAAGCATATTTTTTAGCAACGCTGTAGTAACATACTTGAAATACTTGCCTTTAGACCGGATAACGTACGTTCATATTTCCTCCAAAAATACACCCA
	GecuP^6      TTAGTTACCGAAAATGGTATTCTACAAGCATATTTTTTAGCAACGCTGTAGTAACATACTTGAAATACTTGCCTTTAGACCGGATAACGTACGTTCATATTTCCTCCAAAAATNCACCCA
	GecuP^7      TTAGTTACCGAAAATGGTATTCTACAAGCGTATTTTTTAGCAACTCTGTAGTAACATACTTGAAATACTTGCCTTTAGACCGGATAACGTACGTTCATATTTCCTCCAAAAATACACCCA
	GecuE^8      TTAGTTACCGAAAATGGTATTTTACAAGCATATTTTTTAGCAACTCTGTAGTAACATACTTGAAATACTTGCCTTTAGACCGGATAACGTACGTTCATATTTCCTCCAAAAATACACCCA
	GecuE^9       TTAGTTACCGAAAATGGTATTCTNCAAGCNTATTTTTTAGCAACNCTGTAGTAACATACTTGAAATACTTGCCTTTAGACCGGATAACGTACGTTCATATTTCCTCCAAAAATACACCC-
	GecuE^10       TTAGTTACCGAAAATGGTATTTTACAAGCATATTTTTTAGCAACTCTGTAGTAACATACTTGAAATACTTGCCTTTAGACCGGATAACGTACGTTCATATTTCCTCCAAAAATACACCCA
	GecuE^11       TTAGTTACCGAAAATGGTATTYTACAAGCATATTTTTTAGCAACTCTGTAGTAACATACTTGAAATACTTGCCTTTAGACCGGATAACGTACGTTCATATTTCCTCCAAAAATACACCCA
	GecuE^12      TTAGTTACCGAAAATGGTATTCTACAAGCATATTTTTTAGCAACGCTGTAGTAACATACTTGAAATACTTGCCTTTAGACCGGATAACGTACGTTCATATTTCCTCCAAAAATACACCCA
	GlicC^15     TTAGTTACCGAAAATGGTATTCTACAAGCATATTTTTTAGCAACGCTGTAGTAACATACTTGAAATACTTGCCTTTAGACCGGATAACGTACGTTCATATTTCCTCCAAAAATACACCCA
	GlicP^17      TTAGTTACCGAAAATGGTATTCTACAAGCATATTTTTTAGCAACGCTGTAGTAACATACTTGAAATACTTGCCTTTAGACCGGATAACGTACGTTCATANTTCCTCCAAAAATACACCCA
	GlicE^20      TTAGTTACCGAAAATGGTATTYTACAAGCATATTTTTTAGCAACKCTGTAGTAACATACTTGAAATACTTGCCTTTAGACCGGATAACGTACGTTCATATTTCCTCCAAAAATACACCCA
	GlicE^21      TTAGTTACCGAAAATGGTATTCTACAAGCATATTTTTTAGCAACKCTGTAGTAACATACTTGAAATACTTGCCTTTAGACCGGATAACGTACGTTCATATTTCCTCCAAAAATACACCCA
	GlicE^22      TTAGTTACCGAAAATGGTATTCTACAAGCATATTTTTTAGCAACGCTGTAGTAACATACTTGAAATACTTGCCTTTAGACCGGATAACGTACGTTCATATTTCCTCCAAAAATACACCCA
	GlicE^23       TTAGTTACCGAAAATGGTATTYTACAAGCATATTTTTTAGCAACKCTGTAGTAACATACTTGAAATACTTGCCTTTAGACCGGATAACGTACGTTCATATTTCCTCCAAAAATACACCCA
	GlicE^24       TTAGTTACCGAAAATGGTATTYTACAAGCATATTTTTTAGCAACKCTGTAGTAACATACTTGAAATACTTGCCTTTAGACCGGATAACGTACGTTCATATTTCCTCCAAAAATACACCCA
	GlicE^25      TTAGTTACCGAAAATGGTATTCTACAAGCATATTTTTTAGCAACKCTGTAGTAACATACTTGAAATACTTGCCTTTAGACCGGATAACGTACGTTCATATTTCCTCCAAAAATACACCCA
	GlicE^26      TTAGTTACCGAAAATGGTATTCTACAAGCATATTTTTTAGCAACGCTGTAGTAACATACTTGAAATACTTGCCTTTAGACCGGATAACGTACGTTCATATTTCCTCCAAAAATACACCCA
	GmorB^27    TTAGTTACCGAAAATGGTATTCTACAAGCATATTTTTTAGCAACKCTGTAGTAACATACTTGAAATACTTGCCTTTAGACCGGATAACGTACGTTCATATTTCCTCCAAAAATACACCCA
	GpasB^28    TTAGTTACCGAAAATGGTATTTTACAAGCATATTTTTTAGCAACTCTGTAGTAACATACTTGAAATACTTGCCTTTAGACCGGATAACGTACGTTCATATTTCCTCCAAAAATACACCCA


19 120
	GecuC^1     TAATATTTCTGGACAACTTTCCTCCATTCAGTTCCGTCTTTACCGAAAAAATACGAGCGTCCGTCACGGACCACGGGTTCCTTGCCTTTATTCTCATTTACAATTTCCTCATGTTCATTT
	GecuP^4     TAATATTTCTGGACAACTTTCCTCCATTCAGTTCCGTCTTTACCGAAAAAATACGAGCGTCCGTYACGGACCACGGGTTCCTTGCCTTTATTCTCATTTACAATTTCCTCATCTTCATTT
	GecuP^5     TAATATTTCTGGACAACTTTCCTCCATTCAGTTCCGTCTTTACCGAAAAAATACGAGCGTCCGTCACGGACCACGGGTTCCTTGCCTTTATTCTCATTTACAATTTCCTCATGTTCATTT
	GecuP^6      TAATATTTCTGGACAACTTTCCTCCATTCAGTTCCGTCTTTACCGAAAAAATACGAGCGTCCGTCACGGACCACGGGTTCCTTGCCTTTATTCTCATTTACAATTTCCTCATCTTCATTT
	GecuP^7      TAATATTTCTGGACAACTTTCCTCCATTCAGTTCCGTCTTTACCGAAAAAATACGAGCGTCCGTCACGGACCACGGGTTCCTTGCCTTTATTCTCATTTACAATTTCCTCATSTTCATTT
	GecuE^8      TAATATTTCTGGACAACTTTCCTCCATTCAGTTCCGTCTTTACCGAAAAAATACGAGCGTCCGTCACGGACCACGGGTTCCTTGCCTTTATTCTCATTTACAATTTCCTCATCTTCATTT
	GecuE^9       TAATATTTCTGGACAACTTTCCTCCATTCAGTTCCGTCTTTACCGAAAAAATACGAGCGTCCGTCACGGACCACGGGTTCCTTGCCTTTATTCTCATTTACAATTTCCTCATSTTCATTT
	GecuE^10       TAATATTTCTGGACAACTTTCCTCCATTCAGTTCCGTCTTTACCGAAAAAATACGAGCGTCCGTCACGGACCACGGGTTCCTTGCCTTTATTCTCATTTACAATTTCCTCATGTTCATTT
	GecuE^11      TAATATTTCTGGACAACTTTCCTCCATTCAGTTCCGTCTTTACCGAAAAAATACGAGCGTCCGTCACGGACCACGGGTTCCTTGCCTTTATTCTCATTTACAATTTCCTCATGNTCATTT
	GlicC^15     TAATATTTCTGGACAACTTTCCTCCATTCAGTTCCGTCTTTACCGAAAAAATACGAGCGTCCGTCACGGACCACGGGTTCCTTGCCTTTATTCTTATTTACAATTTCCTCATCTTCATTT
	GlicP^17      TAATATTTCTGGACAACTTTCCTCCATTCAGTTCYGTCTTTACCGAAAAAATACGAGCGTCCGTCACGGACCACGGGTTCCTTGCCTTTATTCTYATTTACAATTTCCTCATCTTCATTT
	GlicE^20      TAATATTTCTGGACAACTTTCCTCCATTCAGTTCCGTCTTTACCGAAAAAATACGAGCGTCCGTCACGGACCACGGGTTCCTTGCCTTTATTCTYATTTACAATTTCCTCATCTTCATTT
	GlicE^21      TAATATTTCTGGACAACTTTCCTCCATTCAGTTCCGTCTTTACCGAAAAAATACGAGCGTCCGTCACGGACCACGGGTTCCTTGCCTTTATTCTYATTTACAATTTCCTCATCTTCATTT
	GlicE^22       TAATATTTCTGGACAACTTTCCTCCATTCAGTTCCGTCTTTACCGAAAAAATACGAGCGTCCGTCACGGACCACGGGTTCCTTGCCTTTATTCTYATTTACAATTTCCTCATCTTCATTT
	GlicE^23       TAATATTTCTGGACAACTTTCCTCCATTCAGTTCCGTCTTTACCGAAAAAATACGAGCGTCCGTCACGGACCACGGGTTCCTTGCCTTTATTCTCATTTACAATTTCCTCATCTTCATTT
	GlicE^24      TAATATTTCTGGACAACTTTCCTCCATTCAGTTCCGTCTTTACCGAAAAAATACGAGCGTCCGTCACGGACCACGGGTTCCTTGCCTTTATTCTTATTTACAATTTCCTCATCTTCATTT
	GlicE^25      TAATATTTCTGGACAACTTTCCTCCATTCAGTTCCGTCTTTACCGAAAAAATACGAGCGTCCGTCACGRACCAYGGGTTCCTTGCCTTTATTCTCATTTACAATTTCCTCATCTTCATTT
	GmorB^27    TAATATTTCTGGACAACTTTCCTCCATTCAGTTCCGTCTTTACCGAAAAAATACGAGCGTCCGTCACGGACCACGGGTTCCTTGCCTTTATTCTCATTTACAATTTCCTCATCTTCATTT
	GpasB^28    TAATATTTCTGGACAACTTTCCTCCATTYAGTTCYGTCTTTACCGAAAAAATACGAGCGTCCGTCACGGACCACGGGTTCCTTGCCTTTATTCTCATTTACAATTTCCTCATSTTCATTT


16 120
	GecuC^1     AGCATACTCGAATTAGGTTCACACCCCGGGTGCCCAGCTTATTGCAAAAAAAAAGTCTCCAATTCGAGCACAGTTATGATCTAACTGATGTAATATATCCGTTTTACAATGACCCCTCTA
	GecuP^4     AGCATACTCGAATTAGGTTCACACCCCGRGTGCCCAGCTTGTTG---AAAAAAAGTCTCCAATTCGAGCACAGTGATGATCTAACTGATGTAATATATCCGTTTTACAATSACCCCTCTA
	GecuP^5     AGCATACTCGAATTAGGTTCACACCCCGGGTGCCCAGCTTGTTG---AAAAAAAGTCTCCAATTCGAGCACAGTGATGATCTAACTGATGTAATATATC-NTTTTACAATGACCCCTCTA
	GecuP^6      AGCATACTCGAATTAGGTTCACACCCCGGGTGCCCAGCTTGTTG---AAAAAAAGTCTCCAATTCGAGCACAGTGATGATCTAACTAATGTAATATATCTGTTTTACAATGACCCCTCTA
	GecuE^8      AGCATACTCGAATTAGGTTCACACCCCGGGTGCCCAGCTTGTTG---AAAAAAAGTCTCCAATTCGAGCACAGTGATGATCTAACTGATGTAATATATCCGTTTTACAATGACCCCTCTA
	GecuE^9       AGCATACTCGAATTAGGTTCACACCCCGGGTGCCCAGCTTGTTG---AAAAAAAGTCTCCAATTCGAGCACAGTGATGATCTAACTGATGTAATAYATCCGTTTTACAATGACCCCTCTA
	GecuE^10      AGCATACTCGAATTAGGTTCACACCCCGGGTGCCCAGCTTGTTG---AAAAAAAGTCTCCAATTCGAGCACAGTGATGATCTAACTGATGTAATAYATCCGTTTTACAATGACCCCTCTA
	GlicC^15     AGCATACTCGAATTAGGTTCACACCCCKGGTGCCCAGCTTGTTG---AAAAAAAGTCTCCAATTCGAGCACAGTGATGATCTAACTGATGTAATATATCCGTTTTACAATGACCCCTCTA
	GlicP^17      AGCATACTCGAATTAGGTTCACACCYCGGGTGCCCAGCTTGTTG---AAAAAAAGTCTCCAATTCGAGCACAGTGATGATCTAACTGATGTAATATATCCGTTTTACAATGACCCCTCTA
	GlicE^20      AGCATACTCGAATTAGGTTCACACCCCGAGTGCCCAGCTTGTTG---AAAAAAAGTCTCCAATTCGAGCACAGTGATGATCTAACTGATGTAATATATCCGTTTTACAATGACCCCTCTA
	GlicE^21      AGCATACTCGAATTAGGTTCACACCCCGGGTGCCCAGCTTGTTG---AAAAAAAGTCTCCAATTCGAGCACAGTGATGATCTAACTGATGTAATATATCCGTTTTACAATGACCCCTCTA
	GlicE^22       AGCATACTCGAATTAGGTTCACACCCCGGGTGCCCAGCTTGTTG---AAAAAAAGTCTCCAATTCGAGCACAGTGATGATCTAACTGATGTAATATATCCGTTTTACAATGACCCCTCTA
	GlicE^23       AGCATACTCGAATTAGGTTCACACCCCGGGTGCCCAGCTTGTTG---AAAAAAAGTCTCCAATTCGAGCACAGTGATGATCTAACTGATSTAATATATCCGTTTTACAATGACCCCTCTA
	GlicE^24      AGCATACTCGAATTAGGTTCACACCCCGGGTGCCCAGCTTGTTG---AAAAAAAGTCTCCAATTCGAGCACAGTGATGATCTAACTGATGTAATATATCCGTTTTACAATGACCCCTCTA
	GmorB^27    AGCATAYTCGAATTAGGTTCACACCCCGRGTGCCCAGCTTGTTG---AAAAAAAGTCTCCAATTCGAGCACAGTGATGATCTAACTGATGTAATATATCCGTTTTACAATGACCCCTCTA
	GpasB^28    AGCATACTCGAATTAGGTTCACACCCCGGGTGCCCAGCTTGTTG---AAAAAAAGTCTCCAATTCGAGCACAGTGATGATCTAACTGATGTAATATATCCGTTTTACARTGACCCCTCTA


19 120
	GecuC^1     AATTTTGCGTTCTGTACTACTATAAAACAATTATCTTGAAGATTAGAATGCTGAAAATCTGAAAACTAAATCGGYTTGAAAGATAGAAAATTCTTCAATTATACATACAAAAGAATAACA
	GecuP^4     AATTTTGCGTTCTGTACCACTATAAAACAATTATCTTGAAGATTAGAATGCTGAAAATCTGAAAACTAAATCGGCTTGAAAGATAGAAAATTCTTCAATTATACATACAAAAGAATAACA
	GecuP^5     AATTTTGCGTTCTGTACYACTATAAAACAATTATCTTGAAGATTAGAATGCTGAAAATCTGAAAACTAAATCGGYTTGAAAGATAGAAAATTCTTCAANTATACATACAAAAGAATAACA
	GecuP^6      AATTTTGCGTTCTGTACTACTATAAAACAATTATCTTGAAGATTAGAATGCTGAAAATCTGAAAACTAAATCGGCTTGAAAGATAGAAAATTCTTCAATTATACATACAAAAGAATAACA
	GecuE^8       AATTTTGCGTTCTGTACTACTATAAAACAGTTATCTTGAAGATTAGAATGCTGAAAATCTGAAAACTAAATCGGCTTGAAAGATAGAAAATTCTTCAATTATACATACAAAAGAATAACA
	GecuE^9       AATTTTGCGTTCTGTACTACTATAAAACAATTATCTTGAAGATTAGAATGCTGAAAATCT-AAAACTAAATCGGCTTGAAAGATAGAAAATTCTTCAATTATACATACAAAAGAATAACA
	GecuE^10       AATTTTGCGTTCTGTACTACTATAAAACAATTATCTTGAAGATTAGAATGCTGAAAATCTGAAAACTAAATCGGCTTGAAAGATAGAAAATTCTTCAATTATACATACAAAAGAATAACA
	GlicC^15     AATTTTGCGTTCTGTACTANTATAAAACAATTATCTTGAAGATTANAATGCTGAAAATCTGAAAACTAAATCGGCTTGAAAGATAGAAAATTCTTCAATTATACATACAAAAGAATAATA
	GlicP^17      AATTTTGCGTTCTGTACTACTATAAAACAATTATCTTGAAGATTAGAATGCTGAAAATCTGAAAACTAAATCGGYTTGAAAGATAGAAAATTCTTCAATTATACATACAAAAGAATAACA
	GlicE^20      AATTTTGCGTTCTGTACTACTATAAAACARTTATCTTGAAGATTAGAATGCTGAAAATCTGAAAACTAAATCGGYTTGAAAGATAGAAAATTCTTCAATTATACATACAAAAGAATAACA
	GlicE^21      AATTTTGCGTTCTGTACTACTATAAAACARTTATCTTGAAGATTAGAATGCTGAAAATCTGAAAACTAAATCGGCTTGAAAGATAGAAAATTCTTCAATTATACATACAAAAGAATAACA
	GlicE^22      AATTTTGCGTTCTGTACYACTATAAAACAATTATCTTGAAGATTAGAATGCTGAAAATCTGAAAACTAAATCGGCTTGAAAGATAGAAAATTCTTCAATTATACATACAAAAGAATAACA
	GlicE^23       AATTTTRCGTTCTGTACTACTATAAAACAATTATCTTGAAGATTAGAATGCTGAAAATCTGAAAACTAAATCGGCTTGAAAGATAGAAAATTCTTCAATTATACATACAAAAGAATAACA
	GlicE^24       AATTTTGCGTTCTGTACTACTATAAAACAATTATCTTGAAGATTAGAATGCTGAAAATCTGAAAACTAAATCGGTTTGAAAGATAGAAAATTCTTCAATTATACATACAAAAGAATAACA
	GlicE^25      AATTTTGCGTTCTGTACTACTATAAAACAATTATCTTGAAGATTAGAATGCTGAAAATCTGAAAACTAAATCGGCTTGAAAGATAGAAAATTCTTCAATTATACATACAAAAGAATAACA
	GlicE^26      AATTTTGCGTTCTGTACYACTATAAAACAATTATCTTGAAGATTAGAATGCTGAAAATCTGAAAACTAAATCGGCTTGAAAGAWAGAAAATTCTTCAATTATACATACAAAAGAATAACA
	GmorB^27    AATTTTGCGTTCTGTACTACTATAAAACAATTATCTTGAAGATTAGAATGCTGAAAATCTGAAAACTAAATCGGCTTGAAAGAWAGAAAATTCTTCAATTATACATACAAAAGAATAACA
	GpasB^28    AATTTTGCGTTCTGTACTACTATAAAACAATTATCTTGAAGATTAGAATGCTGAAAATCTGAAAACTAAATCGGCTTGAAAGATAGAAAATTCTTCAATTATACATACAAAAGAATAACA
	GpasB^29    AATTTTGCGTTCTGTACTACTATAAAACAATTATCTTGAAGATTAGAATGCTGAAAATCTGAAAACTAAATCGGCTTGAAAGATA-AAAATTCTTCAATTATACATACAAAAGAATAACA


17 120
	GecuC^1     GATATGTAAAAAAATTTGCTTCAGTTCTTGATAAGAATNTAGGATACAAAAAGCTGAAAATTGTTTTTCAAATTTGTGGGTAATTTTAGTTCAGATGTCGAACTACATATAGATCCACGA
	GecuP^4     GATATGTAAAAAAATTTGCTTCARTTCTTGATAAGAATGTAGGATACAAAAAGCTGAAAATTGTTTTTCAAATTTGTRGGTAATTTTAGTTCAGATGTCGAACTACATAYAGATCCACGA
	GecuE^8      GATATGTAAAAAAATTTGCTTCARTTCTTGATAAGAATGTAGGAYACAAAAAGCTGAAAATTGTTTTTCAAATTTGTGGGTAATTTTAGTTCAGATGTCGAACTACATATAGATCCACGA
	GecuE^9       GATATGTAAAAAAATTTGCTTCAGTTCTTGATAAGAATGTAGGATACAAAAAGCTGAAAATTGTTTTTCAAATTTGTGGGTAATTTTAGTTCAGATGTCGAACTACATATAGATCCACGA
	GecuE^10       GATATGTAAAAAAATTTGCTTCAATTCTTGATAAGAATGTAGGATACAAAAAGCTGAAAATTGTTTTTCAAATTTGTGGGTAATTTTAGTTCAGATGTCGAACTACATACAGATCCACGA
	GecuE^11      GATATGTAAAAAAATTTGCTTCAATTCTTGATAAGAATGTAGGATACAAAAAGCTGAAAATTGTTTTTCAAATTTGTGGGTAATTTTAGTTCAGATGTCGAACTACATATAGATCCACGA
	GlicC^15     GATATGTAAAAAAATTTGCTTCARTTCTTGATAAGAATGTAGGATACAAAAAGCTGAWAATTGTTTTTCAAATTTGTGGGTAATTTTAGTTCAGATGTCGAACTACATATAGATCCACGA
	GlicP^17      GATATGTAAAAAAATTTGCTTCAATTCTTGATAAGAATGTAGGATACAAAAAGCTGAWAATTGTTTTTCAAATTTGTGGGTAATTTTAGTTCAGATGTCGAACTACATAYAGATCCACGA
	GlicE^20      GATATGTAAAAAAATTTGCTTCARTTCTTGATAAGAATGTAGGATACAAAAAGCTGAWAATTGTTTTTCAAATTTGTGGGTAATTTTAGTTCAGATGTCGAACTACATATAGATCCACGA
	GlicE^21      GATATGTAAAAAAATTTGCTTCAATTCTYGATAAGAATGTAGGATACAAAAAGCTGAWAATTGTTTTTCAAATTTGTGGGTAATTTTAGTTCAGATGTCGAACTACATAYAGATCCACGA
	GlicE^22       GATATGTAAAAAAATTTGCTTCAGTTCTTGATAAGAATGTAGGATACAAAAAGCTGAAAATTGTTTTTCAAATTTGTGGGTAATTTTAGTTCAGATGTCGAACTACATATAGATCCACGA
	GlicE^23       GATATGTAAAAAAATTTGCTTCAATTCTTGATAAGAATGTAGGATACAAAAAGCTGAWAATTGTTTTTCAAATTTGTGGGTAATTTTAGTTCAGATGTCGAACTACATAYAGATCCACGA
	GlicE^24      GATATGTAAAAAAATTTGCTTCAGTTCTTGATAAGAATGTAGGATACAAAAAGCTGAAAATTGTTTTTCAAATTTGTGGGTAATTTTAGTTCAGATGTCGAACTACATATAGATCCACGA
	GlicE^25      GATATGTAAAAAAATTTGCTTCAATTCTTGATAAGAATGTAGGATACAAAAAGCTGAWAATTGTTTTTCAAATTTGTGGGTAATTTTAGTTCAGATGTCGAACTACATAYAGATCCACGA
	GmorB^27    GATATGTAAAAAAATTTGCTTCAGTTCTTGATAAGAATGTAGGATACAAAAAGCTGAAAATTGTTTTTCAAATTTGTGGGTAATTTTAGTTCAGATGTCGAACTACATATAGATCCACGA
	GpasB^28    GATATGTAAAAAAATTTGCTTCAATTCTTGATAAGAATGTAGGATACAAAAAGCTGAAAATTGTTTTTCAAATTTGTGGGTAATTTTAGTTCAGATGTCGAACTACATATAGATCCACGA
	GpasB^29    GATATGTAAAAAAATTTGCTTCAATTCTTGATAAGAATGTAGGATACAAAAAGCTGAAAATTGTTTTTCAAATTTGTGGGTAATTTTAGTTCAGATGTCGAACTACATATAGATCCACGA


21 120
	GecuC^1     AGAAGGTCGTAACCAAAATTTTATTCAAATATATCAATAAAAAAGTTAYGAGAGAATCATTTTTCAAACTTTACATTGCATTATTTCATGAATCCGCTTCTTGCAACATCTACTAACCAA
	GecuP^4     AGAAGGTCGTAACCAAAATTTTATTCAAATATATCAATAAAAAAGTTAYGAGAGAATCATTTTTCAAACTTTACATTGCATTATTTCATGAATCCGCTTCTTGCAACATCTACTAACCAA
	GecuP^5     AGAAGGTCGTAACCAAAATTTTATTCAAATATATCAATAAAAAAGTTAYGAGAGAATCATTTTTCAAACTTTACATTGCATTATTTCATGAATCCGCTTCTTGCAACATCTACTAACCAA
	GecuP^6      AGAAGGTCGTAACCAAAATTTTATTCAAATATATCAATAAAAAAGTTATGAGAGAATCATTTTTCAAACTTTACATTGCATTATTTCATGAATCCGCTTCTTGCAACATCTACTAACCAA
	GecuE^8      AGAAGGTCGTAACCAAAATTTTATTCAAATATATCAATAAAAAAGTTACGAGAGAATCATTTTTCAAACTTTACATTGCATTATTTCATRAATCCGCTTCTTGCAACATCTACTAACCAA
	GecuE^9       AGAAGGTCRTAACCAAAATTTTATTCAAATATATCAATAAAAAAGTTAYGAGAGAATCATTTTTCAAACTTTWCATTGCATTATTTCATGAATCCGCTTCTTGCAACATCTACTAACCAA
	GecuE^10       AGAAGGTCGTAACCAAAATTTTATTCAAATATATCAATAAAAAAGTTAYGAGAGAATCATTTTTCAAACTTTACATTGCATTATTTCATGAATCCGCTTCTTGCAACATCTACTAACCAA
	GecuE^11      AGAAGGTCGTAACCAAAATTTTATTCAAATATATCAATAAAAAAGTTACGAGAGAATCATTTTTCAAACTTTACATTGCATTATTTCATGAATCCGSTTCTTGCAACATCTACTAACCAA
	GlicC^15     AGAAGGTCATAACCAAAATTTTATTCAAATATATCAATAAAAAAGTTACGAGAGAATCATTTTTCAAACTTTTCATTGCATTATTTCATGAATCCGCTTCTTGCAACATCTACTAACNAA
	GlicC^16     AGAAGGTCRTAACCAAAATTTTATTCAAATATATCAATAAAAAAGTTACGAGAGAATCATTTTTCAAACTTTWCATTGCATTATTTCATGAATCCGCTTCTTGCAACATCTACTAACCAA
	GlicP^17      AGAAGGTCGTAACCAAAATTTTATTCAAATATATCAATAAAAAAGTTATGAGAGAATCATTTTTCAAACTTTACATTGCATTATTTCATGAATCCGCTTCTTGCAACATCTACTAACCAA
	GlicP^18      AGAAGGTCGTAACCAAAATTTTATTCAAATATATCAATAAAAAAGTTACRAGAGAATCATTTTTCAAACTTTACATTGCATTATTTCATGAATCCGCTTCTTGCAACATCTACTAACCAA
	GlicE^20      AGAAGGTCGTAACCAAAATTTTATTCAAATATATCAATAAAAAAGTTANGAGAGAATCATTTTTCAAACTTTACATTGCATTATTTCATGAATCCGCTTCTTGCAACATCTACTAACCAA
	GlicE^21      AGAAGGTCGTAACCAAAATTTTATTCAAATATATCAATAAAAAAGTTACGAGAGAATCATTTTTCAAACTTTACATTGCATTATTTCATGAATCCGCTTCTTGCAACATCTACTAACCAA
	GlicE^22      AGAAGGTCGTAACCAAAATTTTATTCAAATATATCAATAAAAAAGTTACGAGAGAATCATTTTTCAAACTTTACATTGCATTATTTCATGAATCCGCTTCTTGCAACATCTACTAACCAA
	GlicE^23       AGAAGGTCRTAACCAAAATTTTATTCAAATATATCAATAAAAAAGTTAYGAGAGAATCATTTTTCAAACTTTWCATTGCATTATTTCATGAATCCGCTTCTTGCAACATCTACTAACCAA
	GlicE^24       AGAAGGTCATAACCAAAATTTTATTCAAATATATCAATAAAAAAGTTACGAGAGAATCATTTTTCAAACTTTTCATTGCATTATTTCATGAATCCGCTTCTTGCAACATCTACTAACCAA
	GlicE^25      AGAAGGTCRTAACCAAAATTTTATTCAAATATATCAATAAAAAAGTTAYGAGAGAATCATTTTTCAAACTTTWCATTGCATTATTTCATGAATCCGCTTCTTGCAACATCTACTAACCAA
	GlicE^26      AGAAGGTCATAACCAAAATTTTATTCAAATATATCAATAAAAAAGTTACGAGAGAATCATTTTTCAAACTTTWCATTGCATTATTTCATGAATCCGCTTCTTGCAACATCTACTAACCAA
	GmorB^27    AGAAGGTCGTAACCAAAATTTTATTCAAATATATCAATAAAAAAGTTACGAGAGAATCATTTTTCAAACTTTWCATTGCATTATTTCATGAATCCGCTTCTTGCAACATCTACTAACCAA
	GpasB^28    AGAAGGTCRTAACCAAAATTTTATTCAAATATATCAATAAAAAAGTTACGAGAGAATCATTTTTCAAACTTTWCATTGCATTATTTCATGAATCCGCTTCTTGCAACATCTACTAACCAA


20 120
	GecuC^1     GGAAAGTTTTGTAGGAGTAACTAGTTTGCAAACTGAAAGTATGGATCCAATGGTTAGGYTGGTCCTCGAAAGAGCAATTGAAACCGTAATAGACGCAGGACACCATCCGTCCGATTTGGA
	GecuP^4     GGAAAGTTTTGTAGGAGTAACTAGTTTGCAAACTGAAAGTATGGATCCAATGGTTAGGTTGGTCCTCGAAAGAGCAATTGAAACCGTAATAGACGCAGGACACCATCCGTCCGATTTGGA
	GecuP^5     GGAAAGTTTTGTAGGAGTAACTAGTTTGCAAACTGAAAGTATGGATCCAATGGTTAGGTTGGTCCTCGAAAGAGCAATTGAAACCGTAATAGACGCAGGACACCATCCGTCCGATTTGGA
	GecuP^6      GGAAAGTTTTGTAGGAGTAACTAGTTTGCAAACTGAAAGTATGGATCCAATGGTTAGGTTGGTCCTCGAAAGAGCAATTGAAACCGTAATAGACGCAGGACACCATCCGTCCGATTTGGA
	GecuP^7      GGAAAGTTTTGTAGKAGTAACTAGTTTGCAAACTGAAAGTATGGATCCAATGGTTAGGTTGGTCCTCGAAAGAGCAATTGAAACCGTAATAGACGCAGGACACCATCCGTCCGATTTGGA
	GecuE^8      GGAAAGTTTTGTAGGAGTAACTAGTTYGCAAACTGAAAGTATGGATCCAATGGTTAGGTTGGTCCTCGAAAGAGCAATTGAAACCGTAATAGACGCAGGACACCATCCGTCCGATTTGGA
	GecuE^9       GGAAAGTTTTGTAGGAGTAACTAGTTTGCAAACTGAAAGTATGGATCCAATGGTTAGGTTGGTCCTCGAARGAGCAATTGAAACCGTAATAGACGCAGGACACCATCCGTCCGATTTGGA
	GecuE^10       GGAAAGTTTTGTAGGAGTAACTAGTTYGCAAACTGAAAGTATGGATCCAATGGTTAGGTTGGTCCTCGAAAGAGCAATTGAAACCGTAATAGACGCAGGACACCATCCGTCCGATTTGGA
	GecuE^11      GGAAAGTTTTGTAGGAGTAACTAGTTTGCAAACTGAAAGTATGGATCCAATGGTTAGGTTGGTCCTCGAAAGAGCAATTGAAACCGTAATAGACGCAGGACACCATCCGTCCGATTTGGA
	GlicC^15     GGAAAGTTTT-TAGGAGTAACTAGTTTGCAAACTGAAAGTATGGATCCAATGGTTAGGTTGGTCCTCGAAAGNGCAATTGAAACCGTAATAGACGCAGGACACCATCCGTNCGATTTGGA
	GlicP^17      GGAAAGTTTTGTAGGAGTAACTAGTTTGCAAACTGAAAGTATGGATCCAATGGTTAGGTTGGTCCTCGAAAGAGCAATTGAAACCGTAATAGACGCAGGACACCATCCGTCCGATTTGGA
	GlicE^20      GGAAAGTTTTGTAGGAGTAACTAGTTTGCAAACTGAAAGTATGGATCCAATGGTTAGGTTGGTCCTCGAAAGRGCAATTGAAACCGTAATAGACGCAGGACACCATCCGTCCGATTTGGA
	GlicE^21      GGAAAGTTTTGTAGGAGTAACTAGTTTGCAAACTGAAAGTATGGATCCAATGGTTAGGTTGGTCCTCGAAAGGGCAATTGAAACCGTAATAGACGCAGGACACCATCCGTCCGATTTGGA
	GlicE^22      GGAAAGTTTTGTAGGAGTAACTAGTTYGCAAACTGAAAGTATGGATCCAATGGTTAGGTTGGTCCTCGAAAGAGCAATTGAAACCGTAATAGACGCAGGACACCATCCGTCCGATTTGGA
	GlicE^23       GGAAAGTTTTGTAGGAGTAACTAGTTCGCAAACTGAAAGTATGGATCCAATGGTTAGGTTGGTCCTCGAAAGAGCAATTGAAACCGTAATAGACGCAGGACACCATCCGTCCGATTTGGA
	GlicE^24       GGAAAGTTTTGTAGGAGTAACTAGTTTGCAAACTGAAAGTATGGATCCAATGGTTAGGTTGGTCCTCGAAAGRGCAATTGAAACCGTAATAGACGCAGGACACCATCCGTCCGATTTGGA
	GlicE^25      GGAAAGTTTTGTAGGAGTAACTAGTTYGCAAACTGAAAGTATGGATCCAATGGTTAGGTTGGTCCTCGAAAGRGCAATTGAAACCGTAATAGACGCAGGACACCATCCGTCCGATTTGGA
	GlicE^26      GGAAAGTTTTGTAGGAGTAACTAGTTTGCAAACTGAAAGTATGGATCCAATGGTTAGGTTGGTCCTCGAAAGGGCAATTGAAACCGTAATAGACGCAGGACACCATCCGTCCGATTTGGA
	GmorB^27    GGAAAGTTTTGTAGGAGTAACTAGTTTGCAAACTGAAAGTATGGATCCAATGGTTAGGTTGGTCCTCGAAAGGGCAATTGAAACCGTAATAGACGCAGGACACCATCCGTCCGATTTGGA
	GpasB^28    GGAAAGTTTTGTAGGAGTAACTAGTTTGCAAACTGAAAGTATGGATCCAATGGTTAGGTTGGTCCTCGAAAGAGCAATTGAAACCGTAATAGACGCAGGACACCATCCGTCCGATTTGGA


17 120
	GecuC^1     ACACAACRTCGATCCCACGATGTACAAGCATCCGTATACGAGTATATTTTCCGAATCGTACGGTTCAAGAMTATCGATCTGTCATTCTTATGCGAATTTTCAGNACTTTCGTATACGAAT
	GecuP^4     ACACAACRTCGATCCCACGATGTACAAGCATCCGTATACGAGTATATTTTCCGAATCGTACGGTTCAAGAMTATCGATCTGTCATTCTTAYRCGAATTTTCAGGACTTTCGTATACGAAT
	GecuP^5      ACACAACATCGATCCCACGATGTACAAGNATCCGTATACGAGTATATTTTCCGAATCGTACGGTTCAAGAATATCGATCTGTCATTCTTATGCGAATTTTCAGGACTTTCGTATANGAAT
	GecuE^8      ACACAACATCGATCCCACGATGTACAAGCATCCGTATACGAGTATATTTTCCGAATCGTACGGTTCAAGAATATCGATCTGTCATTCTTATGCGAATTTTCAGGACTTTCGTATACGAAT
	GecuE^9       ACACAACATCGATCCCACGATGTACAAGCATCCGTATACGAGTATATTTTCCGAATCGTACGGTTCAAGAATATCGATCTGTCATTCTTATGCGAATTTTCAGGACTTTCGTATACGAAT
	GecuE^10       ACACAACATCGATCCCACGATGTACAAGCATCCGTATACGAGTATATTTTCCGAATCGTACGGTTCAAGAATATCGATCTGTCATTCTTATGCGAATTTTCAGGACTTTCGTATACGAAT
	GecuE^11      ACACAACATCGATCCCACGATGTACAAGCATCCGTATACGAGTATATTTTMCGAATCGTACGGTTCAAGAATATCGATCTGTCATTCTTATGCGAATTTTCAGGACTTTCGTATACGAAT
	GlicC^15     ACACAACATCGATCCCACGATGTACAAGCATCCGTATACGAGTATATTTTCCGAATCTTACGGTTCAAGAATATCGATCTGTCATTCTTATGCGAATTTTCAGGACTTTCGTATACGAAT
	GlicP^17      ACACAACATCGATCCCACGATGTACAAGCATCCGTATACGAGTATATTTTCCGAATCKTACGGTTCAAGAATATCGATCTGTCATTCTTAYRCGAATTTTCAGGACTTTCGTATACGAAT
	GlicE^20      ACACAACATCGATCCCACGATGTACAAGCATCCGTATACGAGTATATTTTCCGAATCTTACGGTTCAAGAATATCGATCTGTCATTCTTATGCGAATTTTCAGGACTTTCGTATACGAAT
	GlicE^21       ACACAACATCGATCCCACGATGTACAAGCATCCGTATACGAGTATATTTTCCGAATCKTACGGTTCAAGAATATCGATCTGTCATTCTTATGCGAATTTTCAGGACTTTCGTATACGAAT
	GlicE^22       ACACAACATCGATCCCACGATGTACAAGCATCCGTATACGAGTATATTTTCCGAATCTTACGGTTCAAGAATATCGATCTGTCATTCTTATGCGAATTTTCAGGACTTTCGTATACGAAT
	GlicE^23      ACACAACATCGATCCCACGATGTACAAGCATCCGTATACGAGTATATTTTCCGAATCKTACGGTTCAAGAATATCGATCTGTCATTCTTAYRCGAATTTTCAGGACTTTCGTATACGAAT
	GlicE^24      ACACAACATCGATCCCACGATGTACAAGCATCCGTATACGAGTATATTTTCCGAATCKTACGGTTCAAGAATATCGATCTGTCATTCTTAYRCGAATTTTCAGGACTTTCGTATACGAAT
	GmorB^27    ACACAACRTCGATCCCACGATGTACAAGCATCCGTATACGAGTATATTTTCCGAATCGTACGGTTCAAGAMTATCGATCTGTCATTCTTATGCGAATTTTCAGGACTTTCGTATACGAAT
	GpasB^28    ACACAACATCGATCCCACGATGTACAAGCATCCGTATACGAGTATATTTTCCGAATCGTACGGTTCAAGAATATCGATCTGTCATTCTTATGCGAATTTTCAGGACTTTCGTATACGAAT
	GpasB^29    ACACAACGTCGATCCCACGATGTACAAGCATCCGTATACGAGTATATTTTCCGAATCGTACGGTTCAAGACTATCGATCTGTCATTCTTATGCGAATTTTCAGGACTTTCGTATACGAAT


18 120
	GecuC^1     AGGCGNATTGTCGATTAGTTGTGTTTCTAAAAATTCCACGTATGCAGCAGAGTTCATTTTCGTAGTAATCCAAGCAATAGGCAATTTATCGTGAAAAGAAAATGCACCGCAAATCATTAC
	GecuP^4      AGGCGGATTGTCGATTAGTTGTGTTTCTAAAAATTCCACGTATGCAGCAGAGTTCATTTTCGTAGTAATCCAAGCAATAGGCAATTTATCGTGAAAAGAAAATGCACCGCAAATCATTAC
	GecuP^5      AGGCGGATTGTCGATTAGTTGTGTTTCTAAAAAKTCCACGTATGCAGCRGAGTTCATTTTCGTAGTAATCCAAGCAATAGGCAATTTATCGTGAAAAGAAAATGCACCGCAAATCATTAC
	GecuE^8      AGGCGKATTGTCGATTAGTTGTGTTTCTAAAAATTCCACGTATGCAGCAGAGTTCATTTTCGTAGTAATCCAAGCAATAGGCAATTTATCGTGAAAAGAAAATGCACCGCAAATCATTAC
	GecuE^9       AGGCGGATTGTCGATTAGTTGTGTTTCTAAAAATTCCACGTATGCAGCAGAGTTCATTTTCGTAGTAATCCAAGCAATAGGCAATTTATCGTGAAAAGAAAATGCACCGCAAATCATTAC
	GecuE^10       AGGCGKATTGTCGATTAGTTGTGTTTCTAAAAATTCCACGTATGCAGCAGAGTTCATTTTCGTAGTAATCCAAGCAATAGGCAATTTATCGTGAAAAGAAAATGCACCGCAAATCATTAC
	GecuE^11      AGGCGKATTGTCGATTAGTTGTGTTTCTAAAAATTCCACGTATGCAGCAGAGTTCATTTTCGTAGTAATCCAAGCAATAGGCAATTTATCGTGAAAAGAAAATGCACCGCAAATCATTAC
	GlicC^15     ARGCGGATTGTCGATTAGTTGTGTTTCTAAAAATTCCACGTATGCAGCAGAGTTCATTTTCGTAGTAATCCAAGCAATAGGCAATTTATCGTGAAAAGAAAATGCACCGCAAATCATTAC
	GlicP^17      AGGCGGATNGTCGATTAGTTGTGTTTCTAAAAATTCCACGTATGCAGCNGAGTTCATTTTCGTAGTAATCCAAGCAATAGGCAATTTATCGTGAAAAGAAAATGCACCGCAAATCATTAC
	GlicE^20      AGGCGKATTGTCGATTAGTTGTGTTTCTAAAAATTCCACGTATGCAGCAGAGTTCATTTTCGTAGTAATCCAAGCAATAGGCAATTTATCGTGAAAAGAAAATGCACCGCAAATCATTAC
	GlicE^21      AGGCGTATTGTCGATTAGTTGTGTTTCTAAAAATTCCACGTATGCAGCAGAGTTCATTTTCGTAGTAATCCAAGCAATAGGCAATTTATCGTGAAAAGAAAATGCACCGCAAATCATTAC
	GlicE^22       ARGCGGATYGTCGATTAGTTGTGTTTCTAAAAATTCCACGTATGCAGCRGAGTTCATTTTCGTAGTAATCCAAGCAATAGGCAATTTATCGTGAAAAGAAAATGCACCGCAAATCATTAC
	GlicE^23       ARGCGKATTGTCGATTAGTTGTGTTTCTAAAAATTCCACGTATGCAGCAGAGTTCATTTTCGTAGTAATCCAAGCAATAGGCAATTTATCGTGAAAAGAAAATGCACCGCAAATCATTAC
	GlicE^24      ARGCGKATTGTCGATTAGTTGTGTTTCTAAAAATTCCACGTATGCAGCAGAGTTCATTTTCGTAGTAATCCAAGCAATAGGCAATTTATCGTGAAAAGAAAATGCACCGCAAATCATTAC
	GlicE^25      AGGCGTATTGTCGATTAGTTGTGTTTCTAAAAATTCCACGTATGCAGCAGAGTTCATTTTCGTAGTAATCCAAGCAATAGGCAATTTATCGTGAAAAGAAAATGCACCGCAAATCATTAC
	GmorB^27    AGGCGGATTGTCGATTAGTTGTGTTTCTAAAAATTCCACGTATGCAGCAGAGTTCATTTTCGTAGTAATCCAAGCAATAGGCAATTTATCGTGAAAAGAAAATGCACCGCAAATCATTAC
	GpasB^28    AGGCGGATTGTCGATTAGTTGTGTTTCTAAAAATTCCACGTATGCAGCAGAGTTCATTTTCRTAGTAATCCAAGCAATAGGCAATTTATCGTGAAAAGAAAATGCACCGCAAATCATTAC
	GpasB^29    AGGCGGATTGTCGATTAGTTGTGTTTCTAAAAATTCCACGTATGCAGCAGAGTTCATTTTCRTAGTAATCCAAGCAATAGGCAATTTATCGTGAAAAGAAAATGCACCGCAAATCATTAC


20 120
	GecuC^1     TATTGTTCTTCAAAGCGCAGAATACACTAAAACTCCAAAAATTTTGCAAATTTCGTTCTCTTATGACGTGCGGGTTCTGAAGCCCAAAAATGAACATTCTTACGGYTATACATTCCATTT
	GecuP^4     TATTGTTCTTCAAAGCGCAGAATACACTAAAACTCCAAAAATKTTGCAAATTTCGTTCTCTTATGACGTGCGGGTTCTGAAGCCCAAAAATGAACATTCTTACGGTTATACATTCCATTT
	GecuP^5      TATTGTTCTTCAAAGCGCAGAATACACTAAAACTCCAAAAATTTTGCAAATTTCGTTCTCTTATGACGTGCGGGTTCTGAAGCCCAAAAATGAACATTCTTACGGTTATACATTCCATTT
	GecuP^6      TATTGTTCTTCAAAGCGCAGAATACACTAAAACTCCAAAAATTTTGCAAATTTCGTTCTCTTATGACGTGCGGGTTCTGAAGCCCAAAAATGAACATTCTTACGGTTATACATTCCATTT
	GecuE^8      TATKGTTCTTCAAAGCGCAGAATACACTAAAACTCCAAAAATTTTGCAAATTTCGTTCTCTTATGACGTGCGGGTTCTGAAGCCCAAAAATGAACATTCTTACGGTTATACATTCCATTT
	GecuE^9       TATTGTTCTTCAAAGCGCAGAATACACTAAAACTCCAAAAATTTTGCAAATTTCGTTCTCTTATGACGTGCGGGTTCTGAAGCCCAAAAATGAACATTCTTACGGTTATACATTCCATTT
	GecuE^10       TATTGTTCTTCAAAGCGCAGAATACACTAAAACTCCAAAAATTTTGCAAATTTCGTTCTCTTATGACGTGCGGGTTCTGAAGCCCAAAAATGAACATTCTTACGGTTATACATTCCATTT
	GecuE^11      TATTGTTCTTCAAAGCGCAGAATACACTAAAACTCCAAAAATTTTGCAAATTTCGTTCTCTTATGACGTGCGGGTTCTGAAGCCCAAAAATGAACATTCTTACGGTTATACATTCCATTT
	GlicC^15     TATTGTTCTTCAAAGCGCAGAATACACTAAAACTCCAAAAATKTTGCAAATTTCGTTCTCTTATGACGTGCGGGTTCTGAAGCYYAAAAATGAACATTCTTACGGTTATACATTCCATTT
	GlicP^17      TATTGTTCTTCAAAGCGCAGAATACACTAAAACTCCAAAAATTTTGCAAATTTCGTTCTCTTATGACGTGCGGGTTCTGAAGCCCAAAAATGAACATTCTTACGGTTATACATTCCATTT
	GlicP^18      TATTGTTCTTCAAAGCGCAGAATANACTAAAACTCCAAAAATKTTGCAAATTTCGTTCTCTTATGACGTGCGGGTTCTGAAGCYCAAAAATGAACATTCTTACGGTTATACATTCCATTT
	GlicE^20      TATTGTTCTTCAAAGCGCAGAATACACTAAAACTCCAAAAATTTTGCAAATTTCGTTCTCTTATGACGTGCGGGTTCTGAAGCCCAAAAATGAACATTCTTACGGTTATACATTCCATTT
	GlicE^21      TATTGTTCTTCAAAGCGCAGAATACACTAAAACTCCAAAAATTTTGCAAATTTCGTTCTCTTATGACGTGCGGGTTCTGAAGCCCAAAAATGAACATTCTTACGGTTATACATTCCATTT
	GlicE^22       TATTGTTCTTCAAAGCGCAGAATACACTAAAACTCCAAAAATKTTGCAAATTTCGTTCTCTTATGACGTGCGGGTTCTGAAGCYYAAAAATGAACATTCTTACGGTTATACATTCCATTT
	GlicE^23       TATTGTTCTTCAAAGCGCAGAATACACTAAAACTCCAAAAATTTTGCAAATTTCGTTCTCTTATGACGTGCGGGTTCTGAAGCCCAAAAATGAACATTCTTACGGTTATACATTCCATTT
	GlicE^24      TATTGTTCTTCAAAGCGCAGAATACACTAAAACTCCAAAAATTTTGCAAATTTCGTTCTCTTATGACGTGCGGGTTCTGAAGCCCAAAAATGAACATTCTTACGGTTATACATTCCATTT
	GlicE^25      TATTGTTCTTCAAAGCGCAGAATACACTAAAACTCCAAAAATTTTGCAAATTTCGTTCTCTTATGACGTGCGGGTTCTGAAGCCCAAAAATGAACATTCTTACGGTTATACATTCCATTT
	GmorB^27    TATTGTTCTTCAAAGCGCAGAATACACTAAAACTCCAAAAATTTTGCAAATTTCGTTCTCTTATGACGTGCGGGTTCTGAAGCCCAAAAATGAACATTCTTACGGTTATACATTCCATTT
	GpasB^28    TATTGTTCTTCAAAGCGCAGAATACACTAAAACTCCAAAAATGTTGCAAATTTCGTTCTCTTATGACGTGCGGGTTCTGAAGCCCAAAAATGAACATTCTTACGGTTATACATTCCATTT
	GpasB^29    TATTGTTCTTCAAAGCGCAGAATACACTAAAACTCCAAAAATKTTGCAAATTTCGTTCTCTTATGACGTGCGGGTTCTGAAGCCCAAAAATGAACATTCTTACRGTTATACATTCCATTT


16 120
	GecuC^1     CACAAAGTCGTATAGAGTTGATGCTTCTAATATATCCACATAACACMAATATGGTTCAAATTTTTACTATCTACTGCCTTATGGATGCTTTTCTTATATACCAACAGTTTGGTTCCYAGA
	GecuP^4     CACAAAGTCGTATAGAGTTGATGCTTCTAATATATCCACATAACACCAATATGGTTCAAATTTTTACTATCTACTGCCTTATGGATGCTTTTCTTATATACCAACAGTTTGGTTCCCAGA
	GecuP^5      CACAAAGTCGTATAGAGTTGATGCTTCTAATANATCCACATAACACAAATATGGTTCAAATTTTTACTNTCTACTGCCTTATGGATGCTTTTCTTATATACCAACAGTTTGGTTCCCAGA
	GecuE^8      CACAAAGTCGTATAGAGTTGATGCTTCTAATATATCCACATAACACAAATATGGTTCAAATTTTTACTATCTACTGCCTTATGGATGCTTTTCTTATATACCAACAGTTTGGTTCCCAGA
	GecuE^9       CACAAAGTCGTATAGAGTTGATGCTTCTAATATATCCACATAACACAAATATGGTTCAAATTTTTACTATCTACTGCCTTATGGATGCTTTTCTTATATACCAACAGTTTGGTTCCYAGA
	GlicC^15     CACAAAGTCGTATAGAGTTGATGCTTCTAATATATCCACATAACACAAATATGGTTCAAATTTTTACTATCTACTGCCTTATGGATGCTTTTCTTATATACCAACRGTTTGGTTCCCAGA
	GlicP^17      CACAAAGTCGTATAGAGTTGATGCTTCTAATATATCCACATAACACAAATATGGTTCAAATTTTTACTATCTACTGCCTTATGGATGCTTTTCTTATATACCAACAGTTTGGTTCCCAGA
	GlicE^20      CACAAAGTCGTATAGAGTTGATGCTTCTAATATAYCCACATAACACAAATATGGTTCAAATTTTTACTATCTACTGCCTTATGGATGCTTTTCTTATATACCAACRGTTTGGTTCCCAGA
	GlicE^21      CACAAAGTCGTATAGAGTTGATGCTTCNAATATATCCACATAACACAAATATGGTTCAAATTTTTACTATCTACTGCCTTATGGATGCTTTTCTTATATACCAACAGTTTGGTTCCCAGA
	GlicE^22      CACAAAGTCGTATAGAGTTGATGCTTCTAATATATCCACATAACACAAATATGGTTCAAATTTTTACTATCTACTGCCTTATGGATGCTTTTCTTATATACCAACAGTTTGGTTCCCAGA
	GlicE^23       CACAAAGTCGTATAGAGTTGATGCTTCTAATATATCCACATAACACAAATATGGTTCAAATTTTTACTATCTACTGCCTTATGGATGCTTTTCTTATATACCAACGGTTTGGTTCCCAGA
	GlicE^24       CACAAAGTCGTATAGAGTTGATGCTTCTAATATATCCACATAACACAAATATGGTTCAAATTTTTACTATCTACTGCCTTATGGATGCTTTTCTTATATACCAACRGTTTGGTTCCCAGA
	GlicE^25      CACAAAGTCGTATAGAGTTGATGCTTCTAATATATCCACATAACACAAATATGGTTCAAATTTTTACTATCTACTGCCTTATGGATGCTTTTCTTATATACCAACAGTTTGGTTCCCAGA
	GlicE^26      CACAAAGTCGTATAGAGTTGATGCTTCTAATATATCCACATAACACAAATATGGTTCAAATTTTTACTATCTACTGCCTTATGGATGCTTTTCTTATATACCAACGGTTTGGTTCCCAGA
	GmorB^27    CACAAAGTCGTATAGAGTTGATGCTTCTAATATATCCACATAACACAAATATGGTTCAAATTTTTACTMTCTACTGCCTTATGGATGCTTTTCTTATATACCAACAGTTTGGTTCCCAGA
	GpasB^28    CACAAATTCGTATAGAGTTGATGCTTCTAATATATCCACATAACACAAATATGGTTCAAATTTTTACTATCTACTGCCTTATGGATGCTTTTCTTATATACCAACAGTTTGGTTCCCAGA


21 120
	GecuC^1     GCAACACTACTAGAAAACTACGCAATTTCAAAACCACACAAAGGTTTTACGACATCCGACTATTGATGCCGAAGAACGAAGCAAAACCTAAAACGTCATAAARCGATAATTTATGCAAAA
	GecuP^4     GCAACACTACTAGAAAACTACGCAATTTCAAAACCACACAAAGGTTTTACGACATCCGACTATTGATGCCGAAGAACGAAGCAAAACCTAAAACGTCATAAAGCGATAATTTATGCAAAA
	GecuP^5     GCAACACTACTAGAAAACTACGCAATTTCAAAACCACACAAAGGTTTTACGACATCCGACTATTGATGCCGAAGAACGAAGCAAAACCTAAAACGTCATAAAGCGATAATTTATGCAAAA
	GecuP^6      GCAACACTACTAGAAAACTACGCAATTTCAAAACCACACAAAGGTTTTACGACATCCGACTATTGATGCCGAAGAACGAAGCAAAACCTAAAACGTCATAAAGCGATAATTTATGCAAAA
	GecuE^8      GCAACACTACTAGAAAACTACGCAATTTCAAAACCACACAAAGGTTTTACGACATCCGACTATTGATGCCGAAGAACGAAGCAAAACCTAAAACGTCATAAAGCGATAATTTATGCAAAA
	GecuE^9       GCAACACTACTAGAAAACTACGCAATTTCAAAACCACACAAAGGTTTTACGACATCCGACTATTGATGCCGAAGAACGAWGCAAAACCTAAAACGTCATAAAGCGATAATTTATGCAAAA
	GecuE^10       GCAACACTACTAGAAAACTACGCAATTTCAAAACCACACAAAGGTTTTACGACATCCGACTATTGATGCCGAAGAACGAAGCAAAACCTAAAACGTCATAAAGCGATAATTTATGCAAAA
	GecuE^11       GCAACACTACTAGAAAACTACGCAATTTCAAAACCACACAAAGGTTTTAYGACATCCGACTATTGATGCCGAAGAACGAWGCAAAACCTAAAACGTCATAAAGCGATAATTTATGCAAAA
	GecuE^12      GCAACACTACTAGAAAACTACGCAATTTCAAAACCACACAAAGGTTTTACGACATCCGACTATTGATGCCGAARAACGAAGCAAAACCTAAAACGTCATAAAGCGATAATTTATGCAAAA
	GlicC^15     GCAACACTACTAGAAAACTACGCAATTTCAAAACCACACAAAGGTTTTACGACATCCGACTATTGATGCCGAAGAACGAAGCAAAACCTAAAACGTCATAAAGCGATAATTTATG-AAAA
	GlicP^17      GCAACACTACTAGAAAACTACGCAATTTCAAAACCACACAAAGGTTTTACGACATCCGACTATTGATGCCGAAGAACGAAGCAAAACCYAAAACGTCATAAAGCGATAATTTATGCAAAA
	GlicP^18      GCAACACTACTAGAAAACTACGCAATTTCAAAACCACACAAAGGTTTTACGACATCCGACTATTGATGCCGAAGAACGAAGCAAAACCTAAAACGTCATAAAGCGATAATTTATGCAAAA
	GlicE^20      GCAACACTACTAGAAAACTACGCAATTTCAAAACCACACAAAGGTTTTACGACATCCGACTATTGATGCCGAAGAACGAAGCAAAACCTAAAACGTCATAAAGCGATAATTTATGCAAAA
	GlicE^21      GCAACACTACTAGAAAACTACGCAATTTCAAAACCACACAAAGGTTTTACGACATCCGACTATTGATGCCGAAGAACGAAGCAAAACCTAAAACGTCATAAAGCGATAATTTATGCAAAA
	GlicE^22       GCAACACTACTAGAAAACTACGCAATTTCAAAACCACACAAAGGTTTTACGACATCCGACTATTGATGCCGAAGAACGAAGCAAAACCTAAAACGTCATAAAGCGATAATTTATGCAAAA
	GlicE^23       GCAACACTACTAGAAAACTACGCAATTTCAAAACCACACAAAGGTTTTACGACATCCGACTATTGATGCCGAAGAACGAAGCAAAACCTAAAACGTCATAAARCGATAATTTATGCAAAA
	GlicE^24      GCAACACTACTAGAAAACTACGCAATTTCAAAACCACACAAAGGTTTTACGACATCCGACTATTGATGCCGAAGAACGAAGCAAAACCTAAAACGTCATAAAGCGATAATTTATGCAAAA
	GlicE^25      GCAACACTACTAGAAAACTACGCAATTTCAAAACCACACAAAGGTTTTACGACATCCGACTATTGATSCCGAAGAACGAAGCAAAACCTAAAACGTCATAAAGCGATAATTTATGCAAAA
	GmorB^27    GCAACACTACTAGAAAACTACGCAATTTCAAAACCACACAAAGGTTTTACGACATCCGACTATTGATGCCGAAGAACGATGCAAAACCTAAAACGTCATAAAGCGATAATTTATGCAAAA
	GpasB^28    GCAACACTACTAGAAAACTACGCAATTTCAAAACCACACAAAGGTTTTACGACATCCGACTATTGATGCCGAAGAACGAWGCAAAACCTAAAACGTCATAAAGCGATAATTTATGCAAAA
	GpasB^29    GCAACACTACTAGAAAACTACGCAATTTCAAAACCACACAAAGGTTTTACGACATCCGACTATTGATGCCGAAGAACGAAGCAAAACCTAAAACGTCATAAAGCGATAATTTATGCAAAA


25 120
	GecuC^1     TAACTCTTCTAGACCAAAAGTGTGTAATTATTGT-AAAAAAAAATGGTCATCTAATATCAGAATGTCGAAAAAGAGAATACAACAATAGAAARAGAAATCTAGCTACTAATTCTCAACCA
	GecuC^2     TAACTCTTCTAGACCAAAAGTGTGTAATTATTGT--AAAAAAAATGGTCATCTAATATCAGAATGTCGAAAAAGAGAATACAACAATAGAAAAAGAAATCTAGCTACTAATTCTCAACCA
	GecuC^3     TAACTCTTCTAGACCAAAAGTGTGTAATTATTGT--AAAAAAAATGGTCATCTAATATCAGAATGTCGAAAAAGAGAATACAACAATAGAAARAGAAATCTAGCTACTAATTCTCAACCA
	GecuP^4     TAACTCTTCTAGACCAAAAGTGTGTAATTATTGT-AAAAAAAAATGGTCATCTAATATCAGAATGTCGAAAAAGAGAATACAACAATAGAAARAGAAATCTAGCTACTAATTCTCAACCA
	GecuP^5     TAACTCTTCTAGACCAAAAGTGTGTAATTATTGT-AAAAAAAAATGGTCATCTAATATCAGAATGTCGAAAAAGAGAATACAACAATAGAAAAAGAAATCTAGCTACTAATTCTCAACCA
	GecuP^6      TAACTCTTCTAGACCAAAAGTGTGTAATTATTGT--AAAAAAAATGGTCATCTAATATCAGAATGTCGAAAAAGAGAATACAACAATAGAAAAAGAAATCTAGCTACTAATTCTCAACCA
	GecuP^7      TAACTCTTCTAGACCAAAAGTGTGTAATTATTGT--AAAAAAAATGGTCATCTAATATCAGAATGTCGAAAAAGAGAATACAACAATAGAAAAAGAAATCTAGCTACTAATTCTCAACCA
	GecuE^8      TAACTCTTCTAGACCAAAAGTGTGTAATTATTGT--AAAAAAAATGGTCATCTAATATCAGAATGTCGAAAAAGAGAATACAACAATAGAAAAAGAAATCTAGCTACTAATTCTCAACCA
	GecuE^9       TAACTCTTCTAGACCAAAAGTGTGTAATTATTGT-AAAAAAAAATGGTCATCTAATATCAGAATGTCGAAAAAGAGAATACAACAATAGAAARAGAAATCTAGCTACTAATTCTCAACCA
	GecuE^10       TAACTCTTCTAGACCAAAAGTGTGTAATTATTGT-AAAAAAAAATGGTCATCTAATATCAGAATGTCGAAAAAGAGAATACAACAATAGAAARAGAAATCTAGCTACTAATTCTCAACCA
	GecuE^11      TAACTCTTCTAGACCAAAAGTGTGTAATTATTGT-AAAAAAAAATGGTCATCTAATATCAGAATGTCGAAAAAGAGAATACAACAATAGAAARAGAAATCTAGCTACTAATTCTCAACCA
	GecuE^12      TAACTCTTCTAGACCAAAAGTGTGTAATTATTGT-NAAAAAAAATGGTCATCTAATATCAGAATGTCGAAAAAGAGAATACAACAATAGAAAAAGAAATCTAGCTACTAATTCTCAACCA
	GlicC^15     TAACTCTTCTAGACCAAAAGTGTGTAATTATTGT-AAAAAAAAATGGTCATCTAATATCAGAATGTCGAAAAAGAGAATACAACAATAGAAAAAGAAATCTAGCTACTAATTCTCAACCA
	GlicC^16     TAACTCTTCTAGACCAAAAGTGTGTAATTATTGTAAAAAAAAAATGGTCATCTAATATCAGAATGTCGAAAAAGAGAATACAACAATAGAAAAAGAAATCTAGCTACTAATTCTCAACCA
	GlicP^17      TAACTCTTCTAGACCAAAAGTGTGTAATTATTGT-AAAAAAAAATGGTCATCTAATATCAGAATGTCGAAAAAGAGAATACAACAATAGAAAAAGAAATCTAGCTACTAATTCTCAACCA
	GlicP^18      TAACTCTTCTAGACCAAAAGTGTGTAATTATTGT-AAAAAAAAATGGTCATCTAATATCAGAATGTCGAAAAAGAGAATACAACAATAGAAAAAGAAATCTAGCTACTAATTCTCAACCA
	GlicE^20      TAACTCTTCTAGACCAAAAGTGTGTAATTATTGT-AAAAAAAAATGGTCATCTAATATCAGAATGTCGAAAAAGAGAATACAACAATAGAAAAAGAAATCTAGCTACTAATTCTCAACCA
	GlicE^21      TAACTCTTCTAGACCAAAAGTGTGTAATTATTGT-AAAAAAAAATGGTCATCTAATATCAGAATGTCGAAAAAGAGAATACAACAATAGAAAAAGAAATCTAGCTACTAATTCTCAACCA
	GlicE^22       TAACTCTTCTAGACCAAAAGTGTGTAATTATTGT-AAAAAAAAATGGTCATCTAATATCAGAATGTCGAAAAAGAGAATACAACAATAGAAAAAGAAATCTAGCTACTAATTCTCAACCA
	GlicE^23       TAACTCTTCTAGACCAAAAGTGTGTAATTATTGT--AAAAAAAATGGTCATCTAATATCAGAATGTCGAAAAAGAGAATACAACAATAGAAAAAGAAATCTAGCTACTAATTCTCAACCA
	GlicE^24      TAACTCTTCTAGACCAAAAGTGTGTAATTATTGT-AAAAAAAAATGGTCATCTAATATCAGAATGTCGAAAAAGAGAATACAACAATAGAAA-AGAAATCTAGCTACTAATTCTCAACCA
	GlicE^25      TAACTCTTCTAGACCAAAAGTGTGTAATTATTGT-AAAAAAAAATGGTCATCTAATATCAGAATGTCGAAAAAGAGAATACAACAATAGAAAAAGAAATCTAGCTACTAATTCTCAACCA
	GmorB^27    TAACTCTTCTAGACCAAAAGTGTGTAATTATTGT-AAAAAAAAATGGTCATCTAATATCAGAATGTCGAAAAAGAGAATACAACAATAGAAAAAGAAATCTAGCTACTAATTCTCAACCA
	GpasB^28    TAACTCTTCTAGACCAAAAGTGTGTAATTATTGTAAAAAAAAAATGGTCATCTAATATCAGAATGTCGAAAAAGAGAATACAACAATAGAAAAAGAAATCTAGCTACTAATTCTCAACCA
	GpasB^29    TAACTCTTCTAGACCAAAAGTGTGTAATTATTGT--AAAAAAAATGGTCATCTAATATCAGAATGTCGAAAAAGAGAATACAACAATAGAAAAAGAAATCTAGCTACTAATTCTCAACCA


18 120
	GecuC^1     GTTATTACGACCAAACCGGATCCTTTATAATAGTTTGCAGGCACGCATTCCGAAACCCCTTGCATGTATGACATGCCAGTAGTGTTCGCTGTGTAYGAATGTTAGTATGTTTGTCTGTAT
	GecuP^4     GTTATTACGACCAAACCGGATCCTTTATAATAGTTTGCAGGCACGCATTCCGAAACCCCTTGCATGTATGACATGCCAGTAGTGTTCGCTGTGTATGAATGTTAGTATGTTTGTCTGTAT
	GecuP^5      GTTATTACGACCAAACCGGATCCTTTATAATAGTTTGCAGGCACGCATTCCGAAACCCCTTGCATGTATGACATGCCAGTAGTGTTCNCTGTGTAYGAATGTTAGTATGTTTGTCTGTAT
	GecuE^8      GTTATTACGACCAAACCGGATCCTTTATAATAGTTTGCAGGCACGCATTCCGAAACCCCTTGCAYGTATGACATGCCAGTAGTGTTCGCTGTGTAYGAATGTTAGTATGTTTGTCTGTAT
	GecuE^9       GTTATTACGACCAAACCGGATCCTTTATAATAGTTTGCAGGCACGCATTCCGAAACCCCTTGCATGTATGACATACCAGTAGTGTTCGCTGTGTACGAATGTTAGTATGTTTGTCTGTAT
	GecuE^10       GTTATTACGACCAAACCGGATCCTTTATAATAGTTTGCAGGCACGCATTCCGAAACCCCTTGCATGTATGACATGCCAGTAGTGTTCGCTGTGTAYGAATGTTAGTATGTTTGTCTGTAT
	GecuE^11      GTTATTACRACCAAACCGGATCCTTTATAATAGTTTGCAGGCACGCATTCCGAAACCCCTTGCATGTATGACATGCCAGTAGTGTTCGCTGTGTATGAATGTTAGTATGTTTGTCTGTAT
	GlicC^15     GTTATTACGACCAAACCGGATCCTTTATAATAGTTTGCAGGCACGCATTCCGAAACCCCTTGCATGTATGACATGCCAGTAGTGTTCGCTGTRTACGAATGTTAGTATGTTTGTCTGTAT
	GlicP^17      GTTATTACGACCAAACCGGATCCTTTATAATAGTTTGCAGGCACGCATTCCGAAACCCCTTGCATGTATGACATGCCAGTAGTGTTCGCTGTGTACGAATGTTAGTATGTTTGTCTGTAT
	GlicE^20      GTTATTACGACCAAACCGGATCCTTTATAATAGTTTGCAGGCACGCATTCCGAAACCCCTTGCATGTATGACATGCCAGTAGTGTTCGCTGTGTACGAATGTTAGTATGTTTGTCTGTAT
	GlicE^21      GTTATTACGACCAAACCGGATCCTTTATAATAGTTTGCAGGCACGCATTCCGAAACCCCTTGCATGTATGACATGCCAGTAGTGTTCGCTGTGTACGAATGTTAGTATGTTTGTCTGTAT
	GlicE^22       GTTATTACGACCAAACCGGATCCTTTATAATAGTTTGCAGGCACGCATTCCGAAACCCCTTGCATGTATGACATGCCAGTAGTGTTCGCTGTGTACGAATGTTAGTATGTTTGTCTGTAT
	GlicE^23       GTTATTACGACCAAACCGGATCCTTTATAATAGTTTGCAGGCACGCATTCCGAAACCCCTTGCATGTATGACATGCCAGTAGTGTTCGCTGTGTACGAATGTTAGTATGTTTGTCTGTAT
	GlicE^24      GTTATTACGACCAAACCGGATCCTTTATAATAGTTTGCAGGCACGCATTCCGAAACCCCTTGCATGTATGACATGCCAGTAGTGTTCGCTGTGTACGAATGTTAGTATGTTTRTCTGTAT
	GlicE^25      GTTATTACGACCAAACCGGATCCTTTATAATAGTTTGCAGGCACGCATTCCGAAACCCCTTGCATGTATGACATGCCAGTAGTGTTCGCTGTGTACGAATGTTAGTATGTTTGTCTGTAT
	GmorB^27    GTTATTACGACCAAACCGGATCCTTTATAATAGTTTGCAGGCACGCATTCCGAAACCCCTTGCATGTATGACATGCCAGTAGTGTTCGCTGTGTACGAATGTTAGTATGTTTGTCTGTAT
	GpasB^28    GTTATTACGACCAAACCGGATCCTTTATAATAGTTTGCAGGCACGCATTCCGAAACCCCTTGCATGTATGACATGCCAGTAGTGTTCGCTGTGTACGAATGTTAGTATGTTTGTCTGTAT
	GpasB^29    GTTATTACGACCAAACCGGATCCTTTATAATAGTTTGCAGGCACGCATTCCGAAACCCCTTGCATGTATGACATGCCAGTAGTGTTCGCTGTGTAYGWATGTTAGTATGTTTGTCTGTAT


17 120
	GecuC^1     AATGTTTTGTAACAGAAATTGGTAAAACCAAAAATTGGGTTGTAAACCTTGAAAAAAAA-TTTCCNNNTGTTCATATATGTATGTTCGTTCAAACAGTAGGTAATGTAGGAAGAGGGTAG
	GecuP^4     AATGTTTTGTAACAGAAATTGGTAAAACCAAAAATTGGGTTGTAAACCTTGAAAARAAATTTTCCTGTTGTTCATATATGTATGTTCGTTCAAACAGTAGGTAATGTAGGAAGAGGGTAG
	GecuP^5      AATGTTTTGTAACAGAAATTGGTAAAACCAAAAATTGGGTTGTAAACCTTGAAAAGAAATTTTCCTGTTGTTCATATATGTATGTTCGTTCAAACAGTAGGTAATGTAGGAAGAGGGTAG
	GecuE^8      AATGTTTTGTAACAGAAATTGGTAAAACCAAAAATTGGGTTGTAAACCTTGAAAARAAATTTTCCNNNTGTTCATATATGTATGTTCGTTCAAACAGTAGGTAATGTAGGAAGAGGGTAG
	GecuE^9       AATGTTTTGTAACAGAAATTGGTAAAACCAAAAATTGGRTTGTAAACCTTGAAAARAAATTTTCCTGTTGTTCATATATGTATGTTCGTTCAAACAGTAGGTAATGTAGGAAGAGGGTAG
	GecuE^10      AATGTTTTGTAACAGAAATTGGTAAAACCAAAAATTGGRTTGTAAACCTTGAAAARAAATTTTCCNNNTGTTCATATATGTATGTTCGTTCAAACAGTARGTAATGTAGGAAGAGGGTAG
	GlicC^15     AATGTTTTGTAACAGAAATTGGTAAAACCAAAAATTGGGTTGTAAACCTTGAAAAGAAATTTTCCTGTTGTTCATATATGTATGTTCGTTCAAACAGTAGGTAATGTAGGAAGAGAGTAG
	GlicP^17      AATGTTTTGTAACAGAAATTGGTAAAACCAAAAATTGGGTTGTAAACCTTGAAAAAAAATTTTCCTGTTGTTCATATATGTATGTTCGTTCAAACAGTAGGTAATGTAGGAAGAGGGTAG
	GlicE^20      AATGTTTTGTAACAGAAATTGGTAAAACCAAAAATTGGGTTGTAAACCTTGAAAAAAAATTTTCCTGTTGTTCATATATGTATGTTCGTTCAAACAGTAGGTAATGTAGGAAGAGGGTAG
	GlicE^21      AATGTTTTGTAACAGAAATTGGTAAAACCAAAAATTGGGTTGTAAACCTTGAAAAMAAATTTTCC---TGTTCATATATGTATGTTCGTTCAAACAGTAGGTAATGTAGSAAGAGGGTAG
	GlicE^22      AATGTTTTGTAACAGAAATTGGTAAAACCAAAAATTGGGTTGTAAACCTTGAAAAAAAATTTTCCTGTTGTTCATATATGTATGTTCGTTCAAACAGTAGGTAATGTAGGAAGAGGGTAG
	GlicE^23       AATGTTTTGTAACAGAAATTGGTAAAACCAAAAATTGGGTTGTAAACCTTGAAAAAAAAWTTTCC---TGTTCATATATGTATGTTCGYTCAAACAGTAGGTAATGTAGGAAGAGGGTAG
	GlicE^24       AATGTTTTGTAACAGAAATTGGTAAAACCAAAAATTGGGTTGTAAACCTTGAAAAAAAATTTTCCTGTTGTTCATATATGTATGTTCGTTCAAACAGTAGGTAATGTAGGAAGAGGGTAG
	GlicE^25      AATGTTTTGTAACAGAAATTGGTAAAACCAAAAATTGGGTTGTAAGCCTTGAAAAAAAATTTTCCTGTTGTTCATATATGTATGTTCGTTCAAACAGTAGGTAATGTAGGAAGAGGGTAG
	GmorB^27    AATGTTTTGTAACAGAAATTGGTAAAACCAAAAATTGGGTTGTAAACCTTGAAAARAAATTTTCCTGTTGTTCATATATGTATGTTCGTTCAAACAGTAGGTAATGTARGAAGAGGGTAG
	GpasB^28    AATGTTTTGTAAYAGAAATTGGTAAAACCAAAAATTGGGTTGTAAACCTTGAAAAGAAATTTTCCTGTTGTTCATATATGTATGTTCGTTCAAACAGTAGGTAATGTARGAAGAGGGTAG
	GpasB^29    AATGTTTTGTAACAGAAATTGGTAAAACCAAAAATTGGGTTGTAAACCTTGAAAAGAAATTTTCCTGTTGTTCATATATGTATGTTCGTTCAAACAGTAGGTAATGTAGGAAGAGGGTAG


17 120
	GecuC^1     CTAAATTGTACTCTAAGGCTAGTGACGGTATTGTTGCACCATTTTTATGCTTTTTTATTAGTTTTTTATGCTTTTATCTGTAATGAGAATAACCTTCCTTTTTTGTTTTATGGGCGTCAT
	GecuP^4      CTAAATTGTACTCTAAGGCTAGTGACGGTATTGTTGCACAATTTTTATGCTTTTTTATTAGTTTTTTATGCTTTTATCTGTAATGAGAAGAACCTTCCTTTTTCGTTTTATGGGCGTCAT
	GecuE^8      CTAAATTGTACTCTAAGGCTAGTGACGGTATTGTTGCACAATTTTTATGCTTTTTTATTAGTTTTTTATGCTTTTATCTGTAATGAGAAGAACCTTCCTTTTTCGTTTTATGGGCGTCAT
	GecuE^9       CTAAATTGTACTCTAAGGCTAGTGACGGTATTGTTGCACCATTTTTATGCTTTTTTATTAGTTTTTTATGCTTTTATCTGTAATGAGAAGAACCTTCCTTTTTTGTTTTATGGGCGTCAT
	GecuE^10       CTAAATTGTACTCTAAGGCTAGTGACGGTATTGTTGCACAATTTTTATGCTTTTTTATTAGTTTTTTATGCTTTTATCTGTAATGAGAAGAACCTTCCTTTTTCGTTTTATGGGCGTCAT
	GecuE^11      CTAAATTGTACTCTAAGGCTWGTGACGGTATTGTTGCACAATTTTTATGCTTTTTTATTAGTTTYTTATGCTTTTATCTGTAATGAGAAGAACCTTCCTTTTTCGTTTTATGGGCGTCAT
	GlicC^15     CTAAATTGTACTCTAAGGCTAGTGACGGTATTGTTGCACAATTTTTATGCTTTTTTATTAGTTTTTTATGCTTTTATCTGTAATGAGAAGAACCTTCCTTTTTCGTTTTATGGGCGTCAT
	GlicP^17      CTAAATTGTACTCTAAGGCTAGTGACGGTATTGTTGCACNATTTTTATGCTTTTTTATTAGTTTTTTATGCTTTTATCTGTAATGAGAAGAACCTTCCTTTTTCGTTTTATGGGCGTCAT
	GlicP^18      CTAAATTGTACTCTAAGGCTAGTGACGGTATTGTTGCACAATTTTTATGCTTTTTTATTAGTTTTTTATGCTTTTATCTGTAATGAGAAGAACCTTCCTTTTTCGTTTTATGGGCGTCAT
	GlicE^20      CTAAATTGTACTCTAAGGCTAGTGACGGTATTGTTGCACAATTTTTATGCTTTTTTATTAGTTTTTTATGCTTTTATCTGTAATGAGAAGAACCTTCCTTTTTCGTTTTATGGGCGTYAT
	GlicE^21      CTAAATTGTACTCTAAGGCTAGTGACGGTATTGTTGCACAATTTTTATGCTTTTTTATTAGTTTTTTATGCTTTTATCTGTAATGAGAAGAACCTTCCTTTTTCGYTTTATGGGCGTCAT
	GlicE^22       CTAAATTGTACTCTAAGGCTAGTGACGGTATTGTTGCACAATTTTTATGCTTTTTTATTAGTTTTTTATGCTTTTATCTGTAATGAGAAGAACCTTCCTTTTTCGTTTTATGGGCGTCAT
	GlicE^23       CTAAATTGTACTCTAAGGCTAGTGACGGTATTGTTGCACCATTTTTATGCTTTTTTATTAGTTTTTTATGCTTTTACCTGTAATGAGAAGAACCTTCCTTTTTCGTTTTATGGGCGTCAT
	GlicE^24      CTAAATTGTACTCTAAGGCTAGTGACGGTATTGTTGCACAATTTTTATGCTTTTTTATTAGTTTTTTATGCTTTTATCTGTAATGAGAAGAACCTTCCTTTTTCGTTTTATGGGCGTCAT
	GmorB^27    CTAAATTGTACTCTAAGGCTAGTGACGGTATTGTTGCACAATTTTTATGCTTTTTTATTAGTTTTTTATGCTTTTATCTGTAATGAGAAGAACCTTCCTTTTTCGTTTTATGGGCGTCAT
	GpasB^28    CTAAATTGTACTCTAAGGCTAGTGACGGTATTGTTGCACCATTTTTATGCTTTTTTATTAGTTTTTTATGCTTTTACCTGTAATGAGAAGAACCTTCCTTTTTCGTTTTATGGGCGTCAT
	GpasB^29    CTAAATTGTACTCTAAGGCTAGTGACGGTATTGTTGCACMATTTTTATGCTTTTTTATTAGTTTTTTATGCTTTTAYCTGTAATGAGAAGAACCTTCCTTTTTCGTTTTATGGGCGTCAT


16 120
	GecuC^1     AGATCCGTTATCCGTTTCTTCGGATCCGGCTTCATTGTCAAACACTTCGYTTCCAGATTCGTTATCCAGCATTTCRGATCCGTATCCCTATTTTGAAATAGATCTTGCTACTTTGAACAA
	GecuP^4     AGATCCGTTATCCGTTTCTTCGGATCCGGCTTCATTGTCAAACACTTCGCTTCCAGATTCGTTATCCAGCRTTTCRGATCCGTATCCCTATTTTGAAATAGATCTTGCTACTTTGAAYAA
	GecuP^5      AGATCYGTTATCCGTTTCTTCGGATCCGGCTTCATTGTCAAACACTTCGCTTCCAGATTCGTTATCCAGCATTTCAGATCCGTATCCCTATTTTGAAATAGATCTTGCTACTTTGAACAA
	GecuP^6      AGATCCGTTATCCGTTTCTTCGGATCCGGCTTCATTGTCAAACACTTCGCTTCCAGATTCGTTATCCAGCATTTCRGATCCGTATCCCTATTTTGAAATAGATCTTGCTACTTTGAATAA
	GecuE^8      AGATCCGTTATCCGTTTCTTCGGATCCGGCTTCATTGTCAAACACTTCGYTTCCAGATTCGTTATCCAGCRTTTCRGATCCGTATCCCTATTTTGAAATAGATCTTGCTACTTTGAACAA
	GecuE^9       AGATCCGTTATCCGTTTCTTCGGATCCNGCTTCATTGTCAAACACTTCGYTTCCAGATTCGTTATCCAGCATTTCGGATCCGTATCCCTATTTTGAAATAGATCTTGCTACTTTGAAYAA
	GecuE^10       AGATCCGTTATCCGTTTCTTCGGATCCGGCTTCATTGTCAAACACTTCGYTTCCAGATTCGTTATCCAGCATTTCGGATCCGTATCCCTATTTTGAAATAGATCTTGCTACTTTGAAYAA
	GecuE^11      AGATCCGTTATCCGTTTCTTCGGATCCGGCTTCATTGTCAAACACTTCGCTTCCAGATTCGTTATCCAGCATTTCGGATCCGTATCCCTATTTTGAAATAGATCTTGCTACTTTGAATAA
	GlicC^15     AGATCCGTTATCCGTTTCTTCRGATCCGGCTTYATTGTCAAACACTTCGCTTCCAGATTCGTTATCCAGCATTTCRGATCCGTATCCCTATTTTGAAATAGATCTTGCTACTTTGAACAA
	GlicP^17      AGATCCGTTATCCGTTTCTTCGGATCCGGCTTCATTGTCAAACACTTCGCTTCCAGATTCGTTATCCAGCATTTCAGATCCGTATCCCTATTTTGAAATAGATCTTGCTACTTTGAACAA
	GlicE^20      AGATCCGTTATCCGTTTCTTCGGATCCGGCTTCATTGTCAAACACTTCGCTTCCAGATTCGTTATCCAGCATTTCAGATCCGTATCCCTATTTTGAAATAGATCTTGCTACTTTGAACAA
	GlicE^21       AGATCCGTTATCCGTTTCTTCGGATCCGGCTTCATTGTCAAACACTTCGCTTCCAGATTCGTTATCCAGCATTTCGGATCCGTATCCCTATTTTGAAATAGATCTTGCTACTTTGAATAA
	GlicE^22      AGATCCGTTATCCGTTTCTTCGGATCCGGCTTYATTGTCAAACACTTCGCTTCCAGATTCGTTATCCAGCATTTCGGATCCGTATCCCTATTTTGAAATAGATCTTGCTACTTTGAAYAA
	GlicE^23      AGATCCGTTATCCGTTTCTTCGGATCCGGCTTTATTGTCAAACACTTCGCTTCCAGATTCGTTATCCAGCATTTCGGATCCGTATCCCTATTTTGAAATAGATCTTGCTACTTTGAACAA
	GmorB^27    AGATCCGTTATCCGTTTCTTCGGATCCGGCTTCATTGTCAAACACTTCGCTTCCAGATTCGTTATCCAGCATTTCAGATCCGTATCCCTATTTTGAAATAGATCTTGCTACTTTGAAYAA
	GpasB^28    AGATCCGTTATCCGTTTCTTCGGATCCGGCTTCATTGTCAAACACTTCGCTTCCAGATTCGTTATCCAGCATTTCAGATCCGTATCCCTATTTTGAAATAGATCTTGCTACTTTGAACAA


17 120
	GecuC^1     GCTGAATACTTGTTACAGAAATGTTAGCCATCACTGCTNNTTCCTTCACTTTCAAACGGCGATCTGCTAATACCATTTCTTCAATAATTGAAATGTTTTGARGCATTATCAGTTCAATTG
	GecuP^4     GCTGAATACTTGTTACAGAAATGTTAGCCRTCACTGCTAATTCCTTCACTTTCAAACGGCGATCTGCTAATACCATTTCTTCAATAATTGAAATGTTTTGAGGCATTATCAGTTCAATTG
	GecuP^5     GCTGAATACTTGTTACAGAAATGTTAGCCRTCACTGCTAATTCCTTCACTTTCRAACGGCGATCTGCTAATACCATTTCTTCAATAATTGAAATGTTTTGAGGCATTATCAGTTCAATTG
	GecuP^6      GCTGAATACTTGTTACAGAAATGTTAGCCATCACTGCTAATTCCNTCACTTTCAAACGGCGATCTGCTAATACCATTTCTTCAATAATTGAAATGTTTTGAGGNATTATCAGTTCAATTG
	GecuE^8      GCTGAATACTTGTTACAGAAATGTTAGCCATCACTGCTAATTCCTTCACTTTCAAACGGCGATCTGCTAATACCATTTCTTCAATAATTGAAATGTTTTGAGGCATTATCAGTTCAATTG
	GecuE^9       GCTGAATACTTGTTACAGAAATGTTAGCCRTCACTGCTAATTCCTTCACTTTCAAACGGCRATCTGCTAATACCATTTCTTCAATAATTGAAATGTTTTGAGGCATTATYAGTTCAATTG
	GecuE^10       GCTGAATACTTGTTACAGAAATGTTAGCCATCACTGCTAATTCCTTCACTTTCAAACGGCRATCTGCTAATACCATTTCTTCAATAATTGAAATGTTTTGAGGCATTATCAGTTCAATTG
	GlicC^15     GCTGAATACTTGTTACAGAAATGTTAGCCATCANTNCTAATTCCTTCACTTTCNAACGGCGATCTGCTAATACCATTTCTTCAATAATTGAAATGTTTTGAGGCATTATCAGTTCAATTG
	GlicC^16     GCTGAATACTTGTTACAGAAATGTTAGCCATCATTGCTAATTCCTTCACTTTCGAACGGCGATCTGCTAATACCATTTCTTCAATAATTGAAATGTTTTGAGGCATTATCAGTTCAATTG
	GlicP^17      GCTGAATACTTGTTACAGAAATGTTAGCCATCACTGCTAATTCCTTCACTTTCNAACGGCGATCTGCTAATACCATTTCTTCAATAATTGAAATGTTTTGAGGCATTATCAGTTCAATTG
	GlicE^20      GCTGAATACTTGTTACAGAAATGTTAGCCATCACTACTAATTCCTTCACTTTCAAACGGCGATCTGCTAATACCATTTCTTCAATAATTGAAATGTTTTGAGGCATTATCAGTTCAATTG
	GlicE^21      GCTGAATACTTGTTACAGAAATGTCAGCCGTCACTGCTAATTCCTTCACTTTCAAACGGCGATCTGCTAATACCATTTCTTCAATAATTGAAATGTTTTGAGGCATTATCAGTTCAATTG
	GlicE^22       GCTGAATACTTGTTACAGAAATGTTAGCCATCACTRCTAATTCCTTCACTTTCAAACGGCGATCTGCTAATACCATTTCTTCAATAATTGAAATGTTTTGAGGCATTATCAGTTCAATTG
	GlicE^23       GCTGAATACTTGTTACAGAAATGTTAGCCATCACTGCTAATTCCTTCACTTTCRAACGGCGATCTGCTAATACCATTTCTTCAATAATTGAAATGTTTTGAGGCATTATCAGTTCAATTG
	GlicE^24      GYTGAATACTTGTTACAGAAATGTTAGCCATCACTGCTAATTCCTTCACTTTCRAACGGCGATCTGCTAATACCATTTCTTCAATAATTGAAATGTTTTGAGGCATTATCAGTTCAATTG
	GmorB^27    GCTGAATACTTGTTACAGAAATGTTAGCCRTCACTGCTAATTCCTTCACTTTCAAACGGCGATCTGCTAATRCCATTTCTTCAATAATTGAAATGTTTTGAGGCATTATCAGTTCAATTG
	GpasB^28    GCTGAATACTTGTTACAGAAATGTTAGCCATCACTGCTAATTCCCTCACTTTCAAACGGCGATCTGCTAATACCATTTCTTCAATAATTGAAATGTTTTGAGGCATTWTCAGTTCAATTG


17 120
	GecuC^1     GTTTTGTCTTTGCTGCCTTTTTGCGAAGTTCCTTTGTTTCGTATTCTGAAAGCACGGCCTGCTATTTTCTCACCAACTTCAGATTTTTTGGATTTATCGAGCTTTATCTTCTTATTCTTG
	GecuP^4     GTTTTGTCTTTGCTGCCTTTTTGCGAAGTTCCTTTGTTTCGTATTCTGAAAGCACGGCCTGCTATTTTCTCACCAACTTCAGATTTTTTGGATTTATCGAGCTTTATCTTCTTATTCTTG
	GecuP^5     GTTTTGTCTTTGCTGCCTTTTTGCGAAGTTCCTTTGTTTCGTATTCTGAAAGCACGGCCTGCTATTTTCTCACCAACTTCAGATTTTTTGGATTTATCGAGCTTTATCTTCTTATTCTTG
	GecuP^6      GTTTTGTCTTTGCTGCCTTTTTGCGAAGTTCCTTTGTTTCGTATTCTGAAAGCACGGCCTGCTATTTTCTCACCAACTTCAGATTTTTTGGATTTATCGAGCTTTATCTTCTTATTCTTG
	GecuE^8      GTTTTGTCTTTGCTGCCTTTTTGCGAAGTTCCTTTGTTTCGTATTCTGAAAGCACGGCCTGCTATTTTCTCACCAACTTCAGATTTTTTGGATTTATCGAGCTTTATCTTCTTATTCTTG
	GecuE^9       GTTTTGTCTTTGCTGCCTTTTTGCGAAGTTCCTTTGTTTCGTATTCTGAAAGCACGGCCTGCTATTTTCTCACCAACTTCAGATTTTTTGGATTTATCGAGCTTTATCTTCTTATTCTTG
	GecuE^10       GTTTTGTCTTTGCTGCCTTTTTGCGAAGTTCCTTTGTTTCGTATTCTGAAAGCACGGCCTGCTATTTTCTCACCAACTTCAGATTTTTTGGATTTATCGAGCTTTATCTTCTTATTCTTG
	GlicC^15     GTTTTGTCTTTGCTGCCTTTTTGCGAAGTTCCTTTGTTTCGTATTCTGAAAGCACGGCCTGCTATTTTCTCACCAACTTCAGATTTTTTGGATTTATCGAGCTTTATCTTCTTATTCTTG
	GlicP^17      GTTTTGTCTTTGCTRCCTTTTTGCGAAGTTCCTTTGTTTCGTATTCTGAAAGCACGGCCTGCTATTTTCTCACCAACTTCAGATTTTTTGGATTYATCGAGCTTTATCTTCNTATTCTTG
	GlicE^20      GTTTTGTCTTTGCTRCCTTTTTGCGAMGTTCCTTTGTTTCGTATTCTGAAAGCACGGCCTGCTATTTTCTCACCAACTTCAGATTTTTTGRATTTATCGAGCTTTATCTTCTTATTCTTG
	GlicE^21      GTTTTGTCTTTGCTRCCTTTTTGCGAMGTTCCTTTGTTTCGTATTCTGAAAGCACGGCCTGCTATTTTCTCACCAACTTCAGATTTTTTGRATTTATCGAGCTTTATCTTCTTATTCTTG
	GlicE^22       GTTTTGTCTTTGCTRCCTTTTTGCGAAGTTCCTTTGTTTCGTATTCTRAAAGCACGGCCTGCTATTTTCTCACCAACTTCAGATTTTTTGGATTYATCGAGCTTTATCTTCTTATTCTTG
	GlicE^23       GTTTTGTCTTTGCTRCCTTTTTGCGAMGTTCCTTTGTTTCGTATTCTGAAAGCACGGCCTGCTATTTTCTCACCAACTTCAGATTTTTTGRATTTATCGAGCTTTATCTTCTTATTCTTG
	GlicE^24      GTTTTGTCTTTGCTRCCTTTTTGCGAMGTTCCTTTGTTTCGTATTCTGAAAGCACGGCCTGCTATTTTCTCACCAACTTCAGATTTTTTGRATTTATCGAGCTTTATCTTCTTATTCTTG
	GlicE^25      GTTTTGTCTTTGCTGCCTTTTTGCGAAGTTCCTTTGTTTCGTATTCTRAAAGCACGGCCTGCTATTTTCTCACCAACTTCAGATTTTTTGGATTTATCGAGCTTTATCTTCTTATTCTTG
	GmorB^27    GTTTTGTCTTTGCTGCCTTTTTGCGAAGTTCCTTTGTTTCGTATTCTGAAAGCACGGCCTGCTATTTTCTCACCAACTTCAGATTTTTTGGATTTATCGAGCTTTATCTTCTTATTCTTG
	GpasB^28    GTTTTGTCTTTGCTGCCTTTTTGCGAAGTTCCTTTGTTTCGTATTCTGAAAGCACGGCCTGCTATTTTCTCACCAACTTCAGATTTTTTGGATTTATCGAGCTTTATCTTCTTATTCTTG


17 120
	GecuC^1     AACTTTGAYTTGTCAACAATTTCATAGTTTTGCTGTTGAAACAAAATATGCAGCGTGCCCACCTAGTGTGTGGATGGACGATAATTCCCTTCCTGAGCAATTTAGATAAAAAATATTCGG
	GecuP^4     AACTTTGATTTGTCAACAATTTCATAGTTTTGCTGTTGAAACAAAATATGCAGCGTGCCCACCTAGTGTGTGGATGGACGATAATTCCCTTCCTGAGCAATTTAGATAARAAATATTCGG
	GecuP^5     AACTTTGATTTGTCAACAATTTCATAGTTTTGCTGTTGAAASAAAATATGCAGCGTGCCCACCTARTGTGTGGATGGACGATAATTCCCTTCCTGAGCAATTTAGATAARAAATATTCGG
	GecuE^8      AACTTTGATTTGTCAACAATTTCATAGTTTTGCTGTTGAAACAAAATATGCAGCGTGCCCACCTAGTGTGTGGATGGACGATAATTCCCTTNCTGAGCAATTTAGATAAAAAATATTCGG
	GecuE^9       AACTTTGATTTGTCAACAATTTCATAGTTTTGCTGNTGAAACAAAATATRCAGCGTGCCCACCTAGTGTGTGGATGGACGATAATTCCCTTCCTGANCAATTTAGATAAAAAATATTCGG
	GecuE^10       AACTTTGATTTGTCAACAATTTCATAGTTTTGCTGTTGAAACAAAATATGCAGCGTGCCCACCTAGTGTGTGGATGGACGATAATTCCCTTCCTGAGCAATTTAGATAAAAAATATTCGG
	GecuE^11      AACTTTGATTTGTCAACAATTTCATAGTTTTGCTGTTGAAACAAAATATGCAGCGTGCCCACCTAGTGTGTGGATGGACGATAATTCCCTTCCTGAGCAATTTAGATAAAAAATATTCGG
	GlicC^15     AACTTTGAYTTGTCAACAATTTCATAGTTTTGCTGTTGAAACAAAATATGCAGCGTGCCCACCTAGTGTGTGGATGGACGATAATTCCCTTCCTGAGCAATTTAGATAAAAAATATTCGG
	GlicP^17      AACTTTGATTTGTCAACAATTTCATAGTTTTGCTGTTGAAACAAAATATGCAGCGTGCCCACCTAGTGTGTGGATGGACGATAATTCCCTTCCTGAGCAATTTAGATAAGAAATATTCGG
	GlicE^20      AACTTTGATTTGTCAACAATTTCATAGTTTTGCTGTTGAAACAAAATATGCAGCGTGCCCACCTAGTGTGTGGATGGACGATAATTCCCTTCCTGAGCAATTTAGATAARAAATATTCGG
	GlicE^21      AACTTTGATTTGTCAACAATTTCATAGTTTTGCTGTTGAAACAAAATATGCAGCGTGCCCACCTAGTGTGTGGATGGACGATAATTCCCTTCCTGAGCAATTTAGATAAAAAATATTCGG
	GlicE^22      AACTTTGATTTGTCAACAATTTCATAGTTTTGCTGTTGAAACAAAATATGCAGCGTGCCCACCTAGTGTGTGGATGGACGATAATTCCCTTCCTGAGCAATTTAGATAAAAAATATTCGG
	GlicE^23       AACTTTGATTTGTCAACAATTTCATAGTTTTGCTGTTGAAACAAAATATGCAGCGTGCCCACCTAGTGTGTGGATGGACGATAATTCCCTTCCTGAGCAATTTAGATAARAAATATTCGG
	GlicE^24       AACTTTGATTTGTCAACAATTTCATAGTTTTGCTGTTGAAACAAAATATGCAGCGTGCCCACCTAGTGTGTGGATGGACGATAATTCCCTTCCTGAGCAATTTAGATAARAAATATTCGG
	GlicE^25      AACTTTGATTTGTCAACAATTTCATAGTTTTGCTGTTGAAACAAAATATGCAGCGTGCCCACCTAGTGTGTGGATGGACGATAATTCCCTTCCTGAGCAATTTAGATAAAAAATATTCGG
	GmorB^27    AACTTTGATTTGTCAACAATTTCATAGTTTTGCNGTTGAAACAAAATATGCAGCGTGCNCACCTAGTGTGTGGATGGACGATAATTCCCTTCYTGAGCAATTTAGATAAAAAATATTCGG
	GpasB^28    AACTTTGATTTGTCAACAATTTCATAGTTTTGCTGTTGAAACAAAATATGCAGCGTGCCCACCCAGTGCGTGGATGGACGATAATTCCCTTCCTGAGCAATTTAGATAAGAAATATTCGG


19 120
	GecuC^1     ATCGGATTGAACGGTCCTATTCAAGCATTTCGTGTAGTCTTCGCACAATTCCAACGACTTCATTTGCGCCAGTTCGTCTTTGGCGAAGTAATTCGGACATAATGGATAGTACTGTATGGT
	GecuP^4     ATCGGATTGAACGGTCCTATTCAAGCATTTCGTGTAGTCTTCGCACAATTCCAACGACTTCATTTGCGCCAGTTCGTCTTTGGCGAAGTAATTCGGACATAATGGATAGTACTGTATGGT
	GecuP^5     ATCGGATTGAACGGTCCTATTCAAGCATTTCGTGTAGTTTTCGCACAATTCCAACGACTTCATTTGCGCCAGTTCGTCTTTGGCGAAGTAATTCGGACATAATGGATAGTACTGTATGGT
	GecuP^6      ATCGGATTGAACGGTCCTATTCAAGCATTTCGTGTAGTCTTCGCACAATTCCAACGACTTCATTTGCGCCAGTTCGTCTTTGGCGAAGTAATTCGGACATAATGGATAGTACTGTATGGT
	GecuE^8       ATCGGATTGAACGGTCCTATTCAAGCATTTCGTRTAGTCTTCGCACAATTCCAACGACTTCATTTGCGCCAGTTCGTCTTTGGCGAAGTAATTCGGACATAATGGATAGTACTGTATGGT
	GecuE^9       ATCGGATTGAACGGTCCTATTCAAGCATTTCGTGTAGTCTTCGCACAATTCCAACGACTTCATTTGCGCCAGTTCGTCTTTGGCGAAGTAATTCGGACATAATGGATAGTACTGTATGGT
	GecuE^10      ATCGGATTGAACGGTCCTATTCAAGCATTTCGTGTAGTCTTCGCACAATTCCAACGACTTCATTTGCGCCAGTTCGTCTTTGGCGAAGTAATTCGGACATAATGGATAGTACTGTATGGT
	GlicC^15     ATCGGATTGAACGGTCCTATTCAAGCATTTCGTATAGTCTTCGCACAATTCCAACGACTTCATTTGCGCCAGTTCGTCTTTGGNGAAGTAATTCGGACATAATGGATAGTACTGTATGGT
	GlicP^17      ATCGGATTGAACGGTCCTATTCAAGCATTTCGTRTAGTCTTCGCACAATTCCAACGACTTCATTTGCGCCAGTTCGTCTTTGRCGAAGTAATTCGGACATAATGGATAGTACTGTATGRT
	GlicE^20      ATCGGATTGAACGGTCCTATTCANGCATTTCGTRTAGTCTTCGCACAATTCCAACGACTTCATTTGCGCCAGTTCGTCTTTGGCGAAGTAATTCGGACATAATGGATAGTACTGTATGGT
	GlicE^21      ATCGGATTGAACGGTCCTATTCAAGCATTTCGTRTAGTCTTCGCACAATTCCAACGACTTCATTTGCGCCAGTTCGTCTTTGRCGAAGTAATTCGGACATAATGGATAGTACTGTATGRT
	GlicE^22      ATCGGATTGAACGGTCCTATTCAAGCATTTCGTRTAGTCTTCGCACAATTCCAACGACTTCATTTGCGCCAGTTCGTCTTTGGCGAAGTAATTCGGACATAATGGATAGTACTGTATGGT
	GlicE^23       ATCGGATTGAACGGTCCTATTCAAGCATTTCGTGTAGTCTTCGCACAATTCCAACGACTTCATTTGCGCCAGTTCGTCTTTGGCGAAGTAATTCGGACATAATGGATAGTACTGTATGGT
	GlicE^24       ATCGGATTGAACGGTCCTATTCAAGCATTTCGTRTAGTCTTCGCACAATTCCAACGACTTCATTTGCGCCAGTTCGTCTTTGGCGAAGTAATTCGGACATAATGGATAGTACTGTATGGT
	GlicE^25      ATCGGATTGAACGGTCCTATTCAAGCATTTCGTRTAGTCTTCGCACAATTCCAACGACTTCATTTGCGCCAGTTCGTCTTTGGCGAAGTAATTCGGACATAATGGATAGTACTGTATGGT
	GlicE^26      ATCGGATTGAACGGTCCTATTCAAGCATTTCGTGTAGTCTTCGCACAATTCCAACGACTTCATTTGCGCCAGTTCGTCTTTGGCGAAGTAATTCGGACATAATGGATAGTACTGTATGGT
	GmorB^27    ATCGGATTGAACGGTCCTATTCAAGCATTTCGTGTAGTCTTCGCACAATTCCAACGACTTCATTTGCGCCAGTTCGTCTTTGGCGAAGTAATTCGGACATAATGGATAGTACTGTATGGT
	GpasB^28    ATCGGATTGAACGGTCCTATTCAAGCATTTCGTGTAGTCTTCGCACAATTCCAACGACTTCATTTGCGCCAGTTCGTCTTTGGCGAAGTAATTCGGACATAATGGATAGTACTGTATGGT
	GpasB^29    ATCGGATTGAACGGTCCTATTCAAGCATTTCGTGTAGTCTTCGCACAATTCCAACGACTTCATTTGCGCCAGTTCGTCTTTGGCGAAGTAATTCGGACATAATGGATAGTACTGTATGGT


17 120
	GecuC^1     GGAATTTATCGWAAATCTTTCGCATTTTCCGGGTACGTTATTCTTATGTGGTACGGCGTACTGTATCCAATCAGTCTTATAGTCGGCTTCGATTTGGTCGCATTCTTCAATGAAACATCT
	GecuP^4     GGAATTTATCGAAAATCTTTCRCATTTTCCGGGTACGTTATTCTTATGTGGTACGGCGTACTGTATCCAWTCAGTCTTATAGTCGGCTTCGATTTGGTCGCATTCTTCAATGAAACATCT
	GecuP^5      GGAATTTATCGAAAATCTTTCGCATTTTCCGGGTACGTTATTCTTATGTGGTACGGCGTACTGTATCCAATCAGTCTTATAGTCGGCTTCGATTTGGTCGCATTCTTCAATGAAACATCT
	GecuE^8       GGAATTTATCGAAAATCTTTCGCATTTTCCGGGTACGTTATTCTTATGTGGTACGGCGTACTGTATCCAATCAGTCTTATAGTCGGCTTCGATTTGGTCGCATTCTTCAATGAAACATCT
	GecuE^9       GGAATTTATCGAAAATCTTTCGCATTTTCCGGGTACGTTATTCTTATGTGGTACGGCGTACTGTATCCAATCAGTCTTATAGTCGGCTTCGATTTGGTCGCATTCTTCAATGAAACATCT
	GecuE^10      GGAATTTATCGAAAATCTTTCGCATTTTCCGGGTACGTTATTCTTATGTGGTACGGCGTACTGTATCCAATCAGTCTTATAGTCGGCTTCGATTTGGTCGCATTCTTCAATGAAACATCT
	GlicC^15     GGAATTTATCGAAAATCGTTCGCATTTTCCGGGTACGTTATTCTTATGTGGTACGGCGTACTGTATCCAATCAGTCTTATAGTCGGCTTCGATTTGGTCGCATTCTTCAATGAAACATCT
	GlicP^17      GGAATTTATCGAAAATCKTTCGCATTTTCCGGGTACGTTATTCTTATGTGGTACGGCGTACTGTATCCAATCAGTCTTATAGTCGGCTTCGATTTGGTCGCATTCTTCAATGAAACATCT
	GlicE^20      GGAATTTATCGAAAATCTTTCGCATTTTCCGGGTACGTTATTCTTATGTGGTACGGCGTACTGTATCCAATCAGTYTTATAGTCGGCTTCGATTTGGTCGCATTCTTCAATGAAACATCT
	GlicE^21      GGAATTTATCGAAAATCTTTCGCATTTTCCGGGTACGTTATTCTTATGTGGTACGGCGTACTGTATCCAATCAGTCTTATAGTCGGCTTCGATTTGGTCGCATTCTTCAATGAAACATCT
	GlicE^22       GGAATTTATCGAAAATCTTTCGCATTTTCCGGGTACGTTATTCTTATGTGGTACGGCGTACTGTATCCAATCAGTCTTATAGTCGGCTTCGATTTGGTCGCATTCTTCAATGAAACATCT
	GlicE^23       GGAATTTATCGAAAATCTTTCGCATTTTCCGGGTACGTTATTCTTATGTGGTACGGCGTACTGTATCCAATCAGTCTTATAGTCGGCTTCGATTTGGTCGCATTCTTCAATGAAACATCT
	GlicE^24      GGAATTTATCGAAAATCTTTCGCATTTTCCGGGTACGTTATTCTTATGTGGTACGGCGTACTGTATCCAATCAGTCTTATAGTCGGCTTCGATTTGGTCGCATTCTTCAATGAAACATCT
	GlicE^25      GGAATTTATCGAAAATCTTTCGCATTTTCCGGGTACGTTATTCTTATGTGGTACGGCGTACTGTATCCAATCAGTCTTATAGTCGGCTTCGATTTGGTCGCATTCTTCAATGAAACATCT
	GmorB^27    GGAATTTATCGAAAATCTTTCGCATTTTCCGGGTACGTTATTCTTATGTGGTACGGCGTACTGTATCCAATCAGTCTTATAGTCGGCTTCGATTTGGTCGCATTCTTCAATGAAACATCT
	GpasB^28    GGAATTTATCGAAAATCTTTCGCATTTTCCGGGTACGTTATTCTTATGTGGTACGGCGTACTGTATCCAATCAGTCTTATAGTCGGCTTCGATTTGGTCGCATTCTTCAATGAAACATCT
	GpasB^29    GGAATTTATCGAAAATCTTTCGCATTTTCCGGGTACGTTATTCTTATGTGGTACGGCGTACTGTATCCAATCAGTCTTATAGTCGGCTTCGATTTGGTCGCATTCTTCAATGAAACATCT


15 120
	GecuC^1     GGCGAGTTTATGTACGATAGTAGCGCGTATTAGATGACNTAGAGGTTAGTTGGTGTTCGCCAGTTTCGAGTCGTATTCAATCTAAATGCAATTGTAATTTGTAACNNGGATTTGATTTTC
	GecuP^4     GGCGAGTTTATRTACGATAGTAGCGCGTATTAGATGACTTAGAGGTTAGTTGGTGTTCGCCAGTTTCGAGTCGTATTCAATCTAAATGCAATTGTAATTTGTAACGGGGATTTGATTTTC
	GecuE^8      GGCGAGTTTATGTACGATAGTAGCGCGTATTAGATGACTTAGAGGTTAGTTGGTGTTCGCCAGTTTCGAGTCGTATTCAATCTAAATGCAATTGTAATTTGTAACGGGGATTTGATTTTC
	GecuE^9       GGCGAGTTYATGTACGATAGTAGCGCGTATTAGATGACTTAGAGGTTAGTTGGTGTTCGCCAGTTTCGAGTCGTATTCAATCTAAATGCAATTGTAATTTGTAACGGGGATTTGATTTTC
	GecuE^10       GGCGAGTTTATGTACGATAGTAGCGCGTATTAGATGACTTAGAGGTTAGTTGGTGTTCGCCAGTTTCGAGTCGTATTCAATCTAAATGCAATTGTAATTTGTAACGGGGATTTGATTTTC
	GecuE^11      GGCGAGTTCATGTACGATAGTAGCGCGTATTAGNTGACTTAGAGGTTAGTTGGTGTTCNCCAGTTTCGAGTCGTATTCAATCTAAATGCAATTGTAATTTGTAACGGGGATTTGATTTTC
	GlicC^15     GGCGAGTTYATGTACGATAGTAGCGCGTATTAGATGACTTAGAGGTTAGTTGGTGTTCGCCAGTTTCGAGTCGTATNCAATCTAAATGCAATTGTAATTTGTAAC-GGGATTTGATTTTC
	GlicP^17      GGCAAGTTTATGTACGATAGTAGCGCGTATTAGATGACTTAGAGGTTAGTTGGTGTTCGCCAGTTTCGAGTCGTATTCAATCTAAATGCAATTGTAATTTGTAACGGGGATTTGATTTTC
	GlicE^20      GGCGAGTTTATGTACGATAGTAGCGCGTATTAGATGACTTAGAGGTTAGTTGGTGTTCGCCAGTTTCGAGTCGTATTCAATCTAAATGCAATTGTAATTTGTAACGGGGATTTGATTTTC
	GlicE^21      GGCGAGTTTATGTACGATAGTAGCGCGTATTAGATGACTTAGAGGTTAGTTGGTGTTCGCCAGTTTCGAGTCGTATTCAATCTAAATGCAATTGTAATTTGTAACGGGGATTTGATTTTC
	GlicE^22       GGCGAGTTTATGTACGATAGTAGCGCGTATTAGATGACTTAGAGGTTAGTTGGTGTTCGCCAGTTTCGAGTCGTATTCAATCTAAATGCAATTGTAATTTGTAACKGGGATTTGATTTTC
	GlicE^23       GGCGAGTTTATGTACGATAGTAGCGCGTATTAGATGACTTAGAGGTTAGTTGGTGTTCGCCAGTTTCGAGTCGTATTCAATCTAAATGCAATTGTAATTTGTAACGGGGATTTGATTTTC
	GlicE^24      GGCGAGTTTATGTACGATAGTAGCGCGTATTAGATGACTTAGAGGTTAGTTGGTGTTCGCCAGTTTCGAGTCGTATTCAATCTAAATGCAATTGTAATTTGTAACGGGGATTTGATTTTC
	GmorB^27    GGCGAGTTCATGTACGATAGTAGCGCGTATTAGATGACTTAGAGGTTAGTTGGTGTTCGCCAGTTTCGAGTCGTATTCAATCTAAATGCAATTGTAATTTGTAACGGGGATTTGATTTTC
	GpasB^28    GGCGAGTTTATGTACGATAGTAGCGCGTATTAGATGACTTAGAGGTTAGTTGGTGTTCGCCAGTTTCGAGTCGTATTCAATCTAAATGCAATTGTAATTTGTAACGGGGATTTGATTTTC


16 120
	GecuC^1     AAATGAATTTATCTGAAAACAGTTTCATTACATGACTATTTTCTGCTGATATA--ATTTGTATGTATTTTGTACTATTTACTGTGTCCACAAGATATATACATACATATGTAAATCTTMT
	GecuP^4     AAATGAATTTATCTGAAAACAGTTTCATTACATGACTATTTTCTGCTGATATAATATTTGTATGTATTTTGTACTATTTACTGTGYCCACAAGATATATACATACATATGTAAATCTTCT
	GecuP^5      AAATGAATTTATCTGAAAACAGTTTCATTACATGACTATTTTCTGCTGATATAATATTTGTATGTATTTTGTACTATTTACTGTGYCCACAAGATATATACATACATATGTAAATCTTCT
	GecuP^6      AAATGAATTTATCTGAAAACAGTTTCATTACATGACTATTTTCTGCTGATATAATATTTGTATGTATTTTGTACTATTTACTGTGTCCACAAGATATATACATACATATGTAAATCTTCT
	GecuE^8      AAATGAATTTATCTGAAAACAGTTTCATTACATGACTATTTTCTGCTGATATAATATTTGTATGTATTTTGTACTATTTACTGTGTCCACAAGATATATACATACATATGTAAATCTTCT
	GecuE^9       AAATGAATTTATCTGAAAACAGTTTCATTACATGACTATTTTCTGCTGATATAATATTTGTATGTATTTTGTACTATTTACTGTGTCCACAAGATATATACATACATATGTAAATCTYYT
	GecuE^10       AAATGAATTTATCTGAAAACAGTTTCATTACATGACTATTTTCTGCTGATATAATATTTGTATGTATTTTGTACTATTTACTGTGTCCACAAGATATATACATACATATGTAAATCTTCT
	GecuE^11      AAATGAATTTATCTGAAAACAGTTTCATTACATGACTATTTTCTGCTGATATANNATTTGTATGTATTTTGTACTATTTACTGTGNCCACAAGATATATACATACATATGTAAATCTTCT
	GlicC^15     AAATGAATTTATCTGAAAACAGTTTCATTACATGACTATTTTCTGCTGATATAATATTTGTATGTATTTTGTACTATTTACTGTGTCCACAAGATATATACATACATATGTAAATCTTCT
	GlicC^16     AAATGAATTTATCTGAAAACAGTTTCATTACATGACTATTTTCTGCTGATATAATATTTGTATGTATTTTGTACTATTTACTGTGTCCACAAGATATATACATACATATGTAAATCTTCT
	GlicP^17      AAATGAATTTATCTGAAAACAGTTTCANTACATGACTATTTTCTGCTGATATAATATTTGTATGTATTTTGTACTATTTACTGTGTCCACAAGATATATACATACATATGTAAATCTTNT
	GlicP^18      AAATGAATTTATCTGAAAACAGTTTCATTACATGACTATTTTCTGCTGATATAATATTTGTATGTATTTTGTACTATTTACTGTGTCCACAAGATATATACATACATATGTAAATCTTCT
	GlicE^20      AAATGAATTTATCTGAAAACAGTTTCATTACATGACTATTTTCTGCTGATATAATATTTGTATGTATTTTGTACTATTTACTGTGTCCACAAGATATATACATACATATGTAAATCTTCT
	GlicE^21      AAATGAATTTATCTGAAAACAGTTTCATTACATGACTATTTTCTGCTGATATAATATTTGTATGTATTTTGTACTATTTACTGTGTCCACAAGATATATACATACATATGTAAATCTTCT
	GmorB^27    AAATGAATTTATCTGAAAACAGTTTCATTACATGACTATTTTCTGCTGATATAATATTTGTATGTATTTTGTACTATTTACTGTGTCCACAAGATATATACATACATATGTAAATCTTCT
	GpasB^28    AAATGAATTTATCTGAAAACAGTTTCATTACATGACTATTTTCTGCTGATATAATATTTGTATGTATTTTGTACTATTTACTGTGTCCACAAGATATATACATACATATGTAAATCTTCT


19 120
	GecuC^1     TCATCTCTTTCTTCTATGTGTTCGGAACAGTCTGTATCAT--ACTCTTCTTCTAATACCTCTTCAATTGTATCATCGTCGTCGTCTAGAAAAATAAAAATCGTAAAGAATATTTCAAATG
	GecuP^4     TCATCTCTTTCTTCTATGTGTTCGGAACAGTCTGTATCGT--ACTCTTCTTCTAATACCTCTTCAATTGTATCATCGTCGTCATCTAGAAAAATAAAAATCGTAAAGAATATTTCAAATG
	GecuP^5      TCATCTCTTTCTTCTATGTGTTCGGAACAGTCTATATCAT--ACTCTTCTTCTAATACCTCTTCAATTGTATCATCGTCGTCGTCTAGAAAAATAAAAATCGTAAAGAATATTTCAAATG
	GecuP^6      TCATCTCTTTCTTCTATGTGTTCGGAACAGTCTGTATCAT--ACTCTTCTTCTAATACCTCTTCAATTGTATCATCGTCGTCGTCTAAAAAAATAAAAATCGTAAAGAATATTTCAAATG
	GecuE^8      TCATCTCTTTCTTCTATGTGTTCGGAACAGTCTGTATCAT--ACTCTTCTTCTAATACCTCTTCAATTGTATCATCGTCGTCKTCTAGAAAAATAAAAATCGTAAAGAATATTTCAAATG
	GecuE^9       TCATCTCTTTCTTCTATGTGTTCGGAACAGTCTGTATCAT--ACTCTTCTTCTAATACCTCTTCAATTGTATCATCGTCGTCTTCTAGAAAAATAAAAATCGTAAAGAATATTTCAAATG
	GecuE^10       TCATCTCTTTCTTCTATGTGTTCGGAACAGTCTGTATCAT--ACTCTTCTTCTAATACCTCTTCAATTGTATCATCGTCGTCGTCTAGAAAAATAAAAATCGTAAAGAATATTTCAAATG
	GecuE^11      TCATCTCTTTCTTCTATGTGTTCGGAACAGTCTGTATCAT--ACTCTTCTTCTAATACCTCTTCAATTGTATCATCGTCGTCGTCTAGAAAAATAAAAATCGTAAAGAATATTTCAAATG
	GlicC^15     TCATCTCTTTCTTCTATGTGTTCGGAACAGTCTGTATCAT--ANTCTTCTTCTAATACCTCTTCAATTGTATCATCGTCGTCGTCTAGAAAAATAAAAATCGTAAAGAATATTTCAAATG
	GlicP^17      TCATCTCTTTCTTCTATGTGTTCGGAACAGTCTGTATCAT--ACTCTTCTTCTAATACCTCTTCAATTGTATCATCGTYGTCGTCTAGAAAAAT-AAAATCGTAAMGAATATTTCAAATG
	GlicE^20      TCATCTCTTTCTTCTATGTGTTCGGAACAGTCTGTATCAT--ACTCTTCTTCTAATACCTCTTCAATTGTATCATCGTCGTCGTCTAGAAAAATAAAAATCGTAAMGAATATTTCAAATG
	GlicE^21      TCATCTCTTTCTTCTATGTGTTCGGAACAGTCTGTATCAT--ACTCTTCTTCTAATACCTCTTCAATTGTATCATCGTCGTCGTCTAGAAAAATAAAAATCGTAACGAATATTTCAAATG
	GlicE^22       TCATCTCTTTCTTCTATGTGTTCGGAACAGTCTGTATCAT--ACTCTTCTTCTAATACCTCTTCAATTGTATCATCGTCGTCGTCTAGAAAAATAAAAATCGTAAAGAATATTTCAAATG
	GlicE^23       TCATCTCTTTCTTCTATGTGTTCGGAACAGTCTGTATCAT--ACTCTTCTTCTAATACCTCTTCAATTGTATCATCGTCGTCGTCTAGAAAAATAAAAATCGTAACGAATATTTCAAATG
	GlicE^24      TCATCTCTTTCTTCTATGTGTTCGGAACAGTCTGTATCATNNACTCTTCTTCTAATACCTCTTCAATTGTATCATCGTCGTCGTCTARAAAAATAAAAATCGTAAAGAATATTTCAAATG
	GlicE^25      TCATCTCTTTCTTCTATGTGTTCGGAACAGTCTGTATCAT--ACTCTTCTTCTAATACCTCTTCAATTGTATCMTCGTCGTCGTCTAGAAAAATAAAAATCGTAAMGRATATTTCAAATG
	GmorB^27    TCATCTCTTTCTTCTATGTGTTCGGAACAGTCTGTATCAT--ACTCTTCTTCTAATACCTCTTCAATTGTATCATCGTCGTCGTCTAGAAAAATAAAAATCGTAAAGAATATTTCAAATG
	GpasB^28    TCATCTCTTTCTTCTATGTGTTCGGAACAGTCTGTATCAT--ACTCTTCTTCTAATACCTCTTCAATTGTATCATCGTCGTCGTCTAGAAAAATAAAAATCGTAAAGAATATTTCAAATG
	GpasB^29    TCATCTCTTTCTTCTATGTGTTCGGAACAGTCTGTATCAT--ACTCTTCTTCTAATACCTCTTCAATTGTATCATCGTCGTCGTCTAGAAAAATAAAAATCGTAAAGAATATTTCAAATG


19 120
	GecuC^1     CAATTTTGTCTAATCGTTTTTCTTTTGTAATTTCTCATTTTCGAAAAATGACTATTGTCAGTAACAGGCTATAATATATTTTTACAAAATATTTTGTMAACGAGGCAAAATCGGACATGT
	GecuP^4     CAATTTTGTCTAATCGGTTTTCTTTTGTAATTTCTCATTTTCGAAAAATGACTATTGTCAGTAACAGGCTATAATATATTTTTACAAAATATTTTGTCAACGAGGCAAAATCGGACATGT
	GecuP^5     CAATTTTGTCTAATCGKTTTTCTTTTGTAATTTCTCATTTTCGAAAAATGACTATTGTCAGTAACAGGCTATAATATATTTTTACAAAATATTTTGTCAACGAGGCAAAATCGGACATGT
	GecuP^6      CAATTTTGTCTAATCGKTTTTCTTTTGTAATTTCTCATTTTCGAAAAATGACTATTGTCAGTAACAGGCTATAATATATTTTTACAAAATATTTTGTCAACGAGGCAAAATCGGACATGT
	GecuP^7      CAATTTTGTCTAATCGTTTTTCTTTTGTAATTTCTCATTTTCGAAAAATAACTATTGTCAGTGACAGGCTATAATATRTTTTTACAAAATATTTTGTCAACGAGGCAAAATCGGATATGT
	GecuE^8      CAATTTTGTCTAATCGTTTTTCTTTTGTAATTTCTCATTTTCGAAAAATGACTATTGTCAGTAACAGGCTATAATATATTTTTACAAAATATTTTGTCAACGAGGCAAAATCGGACATGT
	GecuE^9       CAATTTTGTCTAATCGKTTTTCTTTTGTAATTTCTCATTTTCGAAAAATGACTATTGTCAGTAACAGGCTATAATATATTTTTACAAAATATTTTGTCAACGAGGCAAAATCGGACATGT
	GecuE^10       CAATTTTGTCTAATCGKTTTTCTTTTGTAATTTCTCATTTTCGAAAAATRACTATTGTCAGTAACAGGCTATAATATATTTTTACAAAATATTTTGTCAACGAGGCAAAATCGGACATGT
	GlicC^15     CAATTTTGTCTAATCGKTTTTCTTTTGTAATTTCTNATTTTCGAAAAATGACTATTGTCAGTAACAGGCTATAATATATTTTTACAAAATATTTTGTCAACGAGGCAAAATCGGACATGT
	GlicP^17      CAATTTTGTCTAATCGTTTTTCTTTTGTAATTTCTCATTTTCGAAAAATAACTATTGTCAGTAACAGGCTATANTATATTTTTACAAAATATTTTGTCAACGAGGCAAAATCGGACATGT
	GlicP^18      CAATTTTGTCTAATCGTTTTTCTTTTGTAATTTCTCATTTTCGAAAAATAACTATTGTCAGTAACAGGCTATAATATRTTTTTACAAAATATTTTGTCAACGAGGCAAAATCGGACATGT
	GlicE^20      CAATTTTGTCTAATCGGTTTTCTTTTGTAATTTCTCATTTTCGAAAAATGACTATTGTCAGTAACAGGCTATAATATATTTTTACAAAATATTTTGTCAACGAGGCAAAATCGGACATGT
	GlicE^21      CAATTTTGTCTAATCGTTTTTCTTTTGTAATTTCTCATTTTCGAAAAATRACTATTGTCAGTRACAGGCTATAATATATTTTTACAAAATATTTTGTCAACGAGGCAAAATCGGAYATGT
	GlicE^22       CAATTTTGTCTAATCGTTTTTCTTTTGTAATTTCTCATTTTCGAAAAATAACTATTGTCAGTAACAGGCTATAATATATTTTTACAAAATATTTTGTCAACGAGGCAAAATCGGATATGT
	GlicE^23       CAATTTTGTCTAATCGGTTTTCTTTTGTAATTTCTCATTTTCGAAAAATGACTATTGTCAGTAACAGGCTATAATATATTTTTACAAAATATTTTGTCAACGAGGCAAAATCGGACATGT
	GlicE^24      CAATTTTGTCTAATCGKTTTTCTTTTGTAATTTCTCATTTTCGAAAAATRACTATTGTCAGTAACAGGCTATAATATATTTTTACAAAATATTTTGTCAACGAGGCAAAATCGGAYATGT
	GlicE^25      CAATTTTGTCTAATCGGTTTTCTTTTGTAATTTCTCATTTTCGAAAAATGACTATTGTCAGTAACAGGCTATAATATATTTTTACAAAATATTTTGTCAACGAGGCAAAATCGGACATGT
	GmorB^27    CAATTTTGTCTAATCGTTTTTCTTTTGTAATTTCTCATTTTCGAAAAATRACTATTGTCAGTAACAGGCTATAATATATTTTTACAAAATATTTTGTCAACGAGGCAAAATCRGACATGT
	GpasB^28    CAATTTTGTCTAATCGKTTTTCTTTTGTAATTTCTCATTTTCGAAAAATGACTATTGTCAGTAACAGGCTATAATATATTTTTACAAAATATTTTGTCAACGAGGCAAAATCGGACATGT


16 120
	GecuC^1     CCCATGTCACGCGCTCGCTTCCACGTTCACCTGCCCATCCCCCTGGGGTATTCCACCAGACTAGGTACGCCTAATTGTAAGTCCTCGCTAATCCGGTCATTTCTAACGAACCAATAGGCG
	GecuP^4     CCCATGTCACGCGCTCGCTTCCACGTTCACCTGCCCATCCCCCTGGAGTATTCCACCAGACTAGGTACGCCTAATTGTAAGTCCTCGCTAATCCGGTMATTTCTAACGAACCAATAGGCG
	GecuP^5     CCCATGTCACGCGCTCGCTTCCACGTTCACCTGCCCATCCCCCTGGRGTATTCCACCAGACTAGGTACGCCTAATTGTAAGTCCTCGCTAATCCGGTCATTTCTAACGAACCAATAGGCG
	GecuE^8      CCCATGTCACGCGCTCGCTTCCACGTTCACCTGCCCATCCCCCTGGAGTATTCCACCAGACTAGGTACGCCTAATTGTAAGTCCTCGCTAATCCGGTCATTTCTAACGAAYCAATAGGCG
	GecuE^9       CCCATGTCACGCGCTCGCTTCCACGTTCACCTGCCCATCCCCCTGGRGTATTCCACCAGACTAGGTACGCCTAATTGTAAGTCCTCGCTAATCCGGTMATTTCTAACGAACCAATAGGCG
	GecuE^10       CCCATGTCACGCGCTCGCTTCCACGTTCACCTGCCCATCCCCCTGGRGTATTCCACCAGACTAGGTACGCCTAATTGTAAGTCCTCGCTAATCCGGTCATTTCTAACGAAYCAATAGGCG
	GlicC^15     CCCATGTCACGCGCTCGCTTCCACGTTCACCTGCCCATCCCCCTGGAGTATTNCACCAGACTAGNTACGCCTAATTGTAAGTCCTCGCTAATCCGGTCATTTCTAACGAANCAATAGGCG
	GlicP^17      CCCATGTCACGCGCTCGCTTCCACGTTCACCTGCCCATCCCCCTGGAGTATTCCACCAGACTAGGTACGCCTAATTGTAAGTCCTCGCTAATCCGGTCATTTCTAACGAATCAATAGGCG
	GlicE^20      CCCATGTCACGCGCTCGCTTCCACGTTCACCTGCCCATCCCCCTGGAGTATTCCACCAGACTAGGTACGCCTAATTGTAAGTCCTCGCTAATCCGGTCATTTCTAACGAATCAATAGGCG
	GlicE^21      CCCATGTCACGCGCTCGCTTCCACGTTCACCTGCCCATCCCCCTGGAGTATTCCACCAGACTAGGTACGCCTAATTGTAAGTCCTCGCTAATCCGGTCATTTCTAACGAATCAATAGGCG
	GlicE^22       CCCATGTCACGCGCTCGCTTCCACGTTCACCTGCCCATCCCCCTGGAGTATTCCACCAGACTAGGTACGCCTAATTGTAAGTCCTCGCTAATCCGGTCATTTCTAACGAAYCAATAGGCG
	GlicE^23       CCCATGTCACGCGCTCGCTTCCACGTTCACCTGCCCATCCCCCTGGAGTATTCCACCAGACTAGGTACGCCTAATTGTAAGTCCTCGCTAATCCGGTCATTTCTAACGAAYCAATAGGCG
	GlicE^24      CCCATGTCACGCGCTCGCTTCCACGTTCACCTGCCCATCCCCCTGGAGTATTCCACCAGACTAGGTACGCCTAATTGTAAGTCCTCGCTAATCCGGTCATTTCTAACGAACCAATAGGCG
	GlicE^25      CCCATGTCACGCGCTCGCTTCCACGTTCACCTGCCCATCCCCCTGGAGTATTCCACCAGACTAGGTACGCCTAATTGTAAGTCCTCGCTAATCCGGTCATTTCTAACGAATCAATAGGCG
	GmorB^27    CCCATGTCACGCGCTCGCTTCCACGTTCACCTGCCCATCCCCCTGGRGTATTCCACCAGACTAGGTACGCCTAATTGTAAGTCCTCGCTAATCCGGTCATTTCTAACGAACCAATAGGCG
	GpasB^28    CCCATGTCACGCGCTCGCTTCCACGTTCACCTGCCCATCCCCCTGGAGTATTCCACCAGACTAGGTACGCCTAATTGTAAGTCCTCGCTAATCCGGTCATTTCTAACGAACCAATAGGCG


16 120
	GecuC^1     CAAGAGTACTTATTGATTTTTTGAAATTTCGCATCATCATCGCTGAAAATTTCCTGAAAAAAGCAGTATTTACATACAGAAAATGTTTTCAGACACTTGATTACCACTTCTTTATGTAAA
	GecuP^4      CAAGAGTACTTATTGATTTTTTGAAATTTCGCATCATCATCGCTGAAAATTTCCTGAAAAAAGCAGTATTTACATACAGAAAATGTTTTCAGACACTTGATTACCACTTCTTTATGTAAA
	GecuE^8      CAAGAGTACTTATTGATTTTTTGAAATTTCGCATCATCATCGCTGAAAATTTCCTGAAAAAAGCAGTATTTACATACAGAAAATGTTTTCAGACACTTGATTACCACTTCTTTATGTAAA
	GecuE^9      CAAGAGTACTTATTGATTTTTTGAAATTTCGCATCATCATCGCTGAAAATTTCCTGAAAAAAGCAGTATTTACATACAGAAAATGTTTTCAGACACTTGATTACCACTTCTTTATGTAAA
	GlicC^15     CAAGAGTACTTATTGATTTTTT-AAATTTCGCATCATCATCGCTGAAAATTTCCTGAAAAAAGCAGTATTTACATACAGAAAATGTTTTCAGACACTTGATTACCACTTCTTTATGTAAA
	GlicC^16     CAAGAGTACTTATTGATTTTTTGAAATTTCGCATCATCATCGCTGAAAATTTCCTGAAAAAAGCAGTATTTACATACAGAAAATGTTTTCAGACACTTGATTACCACTTCTTTATGTAAA
	GlicP^17      CAAGAGTACTTATTGATTTTTTGAAATTTCGCATCATCATCGCTGAAAATTTCCTGAAAAAAGCAGTATTTACATACAGAAAATGTTTTCAGACACTTGATTACCACTTCTTTATGTAAA
	GlicE^20      CAAGAGTACTTATTGATTTTTTGAAATTTCGCATCATCATCGCTGAAAATTTCCTGAAAAAAGCAGTATTTACATACAGAAAATGTTTTCAGACACTTGATTACCACTTCTTTATGTAAA
	GlicE^21      CAAGAGTACTTATTGATTTTTTGAAATTTCGCATCATCATCGCTGAAAATTTCCTGAAAAAAGCAGTATTTACATACAGAAAATGTTTTCAGACACTTGATTACCACTTCTTTATGTAAA
	GlicE^22      CAAGAGTACTTATTGATTTTTTGAAATTTCGCATCATCATCGCTGAAAATTTCCTGAAAAAAGCAGTATTTACATACAGAAAATGTTTTCAGACACTTGATTACCACTTCTTTATGTAAN
	GlicE^23       CAAGAGTACTTATTGATTTTTTGAAATTTCGCATCATCATCGCTGAAAATTTCCTGAAAAAAGCAGTATTTACATACAGAAAATGTTTTCAGACACTTGATTACCACTTCTTTATGTAAA
	GlicE^24       CAAGAGTACTTATTGATTTTTTGAAATTTCGCATCATCATCGCTGAAAATTTCCTGAAAAAAGCAGTATTTACATACAGAAAATGTTTTCAGACACTTGATTACCACTTCTTTATGTAAA
	GlicE^25      CAAGAGTACTTATTGATTTTTTGAAATTTCGCATCATCATCGCTGAAAATTTCCTGAAAAAAGCAGTATTTACATACAGAAAATGTTTTCAGACACTTGATTACCACTTCTTTATGTAAA
	GmorB^27    CAAGAGTACTTATTGATTTTTTGAAATTTCGCATCATCATCGCTGAAAATTTCCTGAAAAAAGCAGTATTTACATACAGAAAATGTTTTCAGACACTTGATTACCACTTCTTTATGTAAA
	GpasB^28    CAAGAGTACTTATTGATTTTTTGAAATTTCGCATCATCATCGCTGAAAATTTCCTGAAAAAAGCAGTATTTACATACAGAAAATGTTTTTAGACACTTGATTACCACTTCTTTATGTAAA
	GpasB^29    CAAGAGTACTTATTGATTTTTTGAAATTTCGCATCATCATCGCTGAAAATTTCCTGAAAAAAGCAGTATTTACATACAGAAAATGTTTTYAGACACTTGATTACCACTTCTTTATGTAAA


18 120
	GecuC^1     CATCAGAAATGTAAGGCRGAACTTAGCGGAAAAGGGTGAAATAAGCAGAAAGAGAAATTTTTGCTAGTTTCAAGCAGTGGCGAAGCGTATAATTTGTGCTCARGAGAGTAAAAAGTGACA
	GecuP^4     CATCAGAAATGTAAGGCGGAACTTAGCGGAAAAGGGTGAAATAAGCAGAAAGAGAAATTTTTGCTAGTTTCAAGCAATGGCGAAGCGTATAATTTGTGCTCAGGAGAGTAAAAAGTGACA
	GecuP^5     CATCAGAAATGTAAGGCGGAACTTAGCGGAAAAGGGTGAAATAAGCAGAAAGAGAAATTTTTGCTAGTTTCAAGCARTGGCGAAGCGTATAATTTGTGCTCAGGAGAGTAAAAAGTGACA
	GecuP^6      CATCAGAAATGTAAGGCGGAACTTAGCGGAAAAGGGTGAAATAAGCAGAAAGAGAAATTTTTGCTAGTTTCAAGCAGTGGCGAAGCGTATAATTTGTGCTCAGGAGAGTAAAAAGTGACA
	GecuE^8      CATCAGAAATGTAAGGCGGAACTTAGCGGAAAAGGGTGAAATAAGCAGAAAGAGAAATTTTTGCTAGTTTCAAGCAGTGGCGAAGCGTATAATTTGTGCTCAGGAGAGTAAAAAGTGACA
	GecuE^9       CATCAGAAATGTAAGGCGGAACTTAGCGGAAAAGGGTGAAATAAGCRGAAAGAGAAATTTTTGCTAGTTTCAAGCAGTGGCGAAGCGTATAATTTGTGCTCAGGAGAGTAAAAAGTGACA
	GecuE^10       CATCAGAAATGTAAGGCGGAACTTAGCGGAAAAGGGTGAAATAAGCAGAAAGAGAAATTTTTGCTAGTTTCAAGCARTGGCGAAGCGTATAATTTGTGCTCAGGAGAGTAAAAAGTGACA
	GecuE^11      CATCAGAAATGTAAGGCGGAACTTAGCGGAAAAGGGTGAAATAAGCAGAAAGAGAAATTTTTGCTAGTTTCAAGCAGTGGCGAAGCGTATAATTTGTGCTCAGGAGAG-AAAAAGNGACA
	GlicC^15     CATCAGAAATGTAAGGCGGAACTTAGCGGAAAAGGGTGAAATAAGCAGAAAGAGAAATTTTT-CTAGTTTCAAGCAGTGGCGAAGCGTATAATTTGTGCTCAGGAGAGTAAAAAGTGACA
	GlicP^17      CATCAGAAATGTAAGGCGGAACTTAGCGGAAAAGGGTGAAATAAGCAGAAAGAGAAATTTTTGCTAGTTTCAAGCAGTGGCGAAGCGTATAATTTGTGCTCAGGAGAGTAAAAAGTGACA
	GlicE^20      CATCAGAAATGTAAGGCGRAACTTAGCGGAAAAGGGTGAAATAAGCAGAAAGAGAAATTTTTGCTAGTTTCAAGCAGTGGCGAAGCGTATAATTTGTGCTCAGGAGAGTAAAAAGTGACA
	GlicE^21      CATCAGAAATGTAAGGCGGAACTTAGCGGAAAAGGGTGAAATAAGCAGAAAGAGAAATTTTTGCTAGTTTCAAGCARTGGCGAAGCGTATAATTTGTGCTCARGAGAGTAAAAAGTGACA
	GlicE^22      CATCAGAAATGTAAGGCGGAACTTAGCGGAAAAGGGTGAAATAAGCAGAAAGAGAAATTTTTGCTAGTTTCAAGCAGTGGCGAAGCGTATAATTTGTGCTCARGAGAGTAAAAAGTGACA
	GlicE^23       CATCAGAAATGTAAGGCGGAACTTAGSGGAAAAGGGTGAAATAAGCAGAAAGAGAAATTTTTGCTAGTTTCAAGCAGTGGCGAAGCGTAKAATTTGTGCTCAGGAGAGTAAAAAGTGACA
	GlicE^24       CATCAGAAATGTAAGGCGGAACTTAGCGGAAAAGGGTGAAATAAGCAGAAAGAGAAATTTTTGCTAGTTTCAAGCAGTGGCGAAGCGTATAATTTGTGCTCAGGAGAGTAAAAAGTGACA
	GlicE^25      CATCAGAAATGTAAGGCGGAACTTAGCGGAAAAGGGTGAAATAAGCAGAAAGAGAAATTTTTGCTAGTTTCAAGCAGTGGCGAAGCGTATAATTTGTGCTCARGAGAGTAAAAAGTGACA
	GmorB^27    CATCAGAAATGTAAGGCGGAATTTAGCGGAAAAGGGTGAAATAAGCAGAAAGAGAAATTTTTGCTAGTTTCAAGCAGTGGCGAAGCGTATAATTTGTGCTCAGGAGAGTAAAAAGTGACA
	GpasB^28    CATCAGAAATGTAAGGCGGAACTTAGCGGAAAAGGGTGAAATAAGCAGAAAGAGAAATTTTTGCTAGTTTCAAGCAGTGGCGAAGCGTATAATTTGTGCTCAGGAGAGTAAAAAGTGACA


17 120
	GecuC^1     CGAAGAATGCGAACTGGAATACAAAGTAAATTACAGCAATGATATCAATATRGATACATCTACCATTTCAAATTTAKTCTATGAATTTCCATTATACTTCTGTTCGAGTAATTCTATCAC
	GecuP^4     YGAAGAATGCGAACTGGAATACAAAGTAAATTACAGCAATGATATCAATATGGATACATCTACCATTTCAAATTTATTCTATGAATTTCCATTATACTTCTGTTCGAGTAATKCTATCAC
	GecuP^5     CGAAGAATGCGAACTGGAATACAAAGTAAATTACAGCAATGATATCAATATGGATACATCTACCATTTCAAATTTATTCTATGAATTTCCATTATACTTCTGTTCGAGTAATTCTATCAC
	GecuP^6      CGAAGAATGCGAACTGGAATACAAAGTAAATTACAGCAATGATATCAATATGGATACATCTACCATTTCAAATTTATTCTATGAATTTCCATTATACTTCTGTTCGAGTAATKCTATCAC
	GecuE^8      CGAAGAATGCGAACTGGAATACAAAGTAAATTACAGCAATGATATCAATATGGATACATCTACCATTTCAAATTTATTCTATGAATTTCCATTATACTTCTGTTCGAGTAATTCTATCAC
	GecuE^9       CGAAGAATGCGAACTGGAATACAAAGTAAATTACAGCAATGATATCAATATRGATACATCTACCATTTCAAATTTATTCTATGAATTTCCATTATACTTCTGTTCGAGTAATTCTATCAC
	GecuE^10       CGAAGAATGCGAACTGGAATACAAAGTAAATTACAGCAATGATATCAATATGGATAYATCTACCATTTCAAATTTATTCTATGAATTTCCATTATACTTCTGTTCGAGTAATTCTATCAC
	GlicC^15     CGAAGAATGCGAACTGGAATACAAAGTAAATTACAGCAATGATATCAATATGGATACATCTACCATTTCAAATTTATTCTATGAATTTCCATTATACTTCTGTTCGAGTAATTCTATCAC
	GlicP^17      CGAAGAATGCGAACTGGAATACAAAGTAAATTACAGCAATGATATCAATATGGATACATCTACCATTTCAAATTTATTCTATGAATTTCCATTATACTTCTGTTCGAGTAATTCTATCAC
	GlicE^20      CGAAGAATGCGAANTGGAATACAAAGTAAATTACAGCAATGATATCAATATGGATACATCTACCATTTCAAATTTATTCTATGAATTTCCATTATACTTCTGTTCGAGTAATTCTATCAC
	GlicE^21      CGAAGAATGCGAACTGGAATACAAAGTAAATTACAGCAATGATATCAATATGGATACATCTACCATTTCAAATTTATTCTATGAATTTCCATTATACTTCTGTTCGAGTAATTCTRTCAC
	GlicE^22       CGAAGAATGCGAACTGGAATACAAAGTAAATTACAGCAATGATATCAATATGGATACATCTACCATTTCAAATTTATTCTATGAATTTCCATTATACTTCTGTTCGAGTAATTCTATCAC
	GlicE^23       CGAAGAATGCGAACTGGAATACAAAGTAAATTACAGCAATGATATCAATATGGATACATCTACCATTTCAAATTTATTCTATGAATTTCCATTATACTTCTGTTCGAGTAATTCTATCAY
	GlicE^24      CGAAGAATGCGAACTGGAATACAAAGTAAATTACAGCAATGATATCAATATGGATACATCTACCATTTCAAATTTATTCTATGAATTTCCATTATACTTCTGTTCGAGTAATTCTATCAC
	GlicE^25      CGAAGAATGCGAACTGGAATACAAAGTAAATTACAGCAATGATATCAATATGGATACATCTACCATTTCAAATTTATTCTATGAATTTCCATTATACTTCTGTTCGAGTAATTCTATCAY
	GmorB^27    YGAAGAATGCGAACTGGAATACAAAGTAAATTACAGCAATGATATCAATATGGATACATCTACCATTTCAAATTTATTCTATGAATTTCCATTATACTTCTGTTCGAGTAATKCTATCAC
	GpasB^28    CGAAGAATGCGAACTGGAATACAAAGTAAATTACAGCAATGATATCAATATGGATACATCTACCATTTCAAATTTATTCTATGAATTTCCATTATACTTCTGTTCGAGTAATTCTATCAC


19 120
	GecuC^1     GAACTGGGTTAGGCGTGGATGATCTGCAAGTCCTTCTATTCAGTACAGCGTAAATCCAATGTTATAAAGGCGTAACGTAATTGGAGTATGAATATGTACATATTCTCTAATACTTTCTAT
	GecuP^4     GAACTGGGTTAGGCGTGGATGATCTGCAAGTCCTTCTATTCAGTACAGCGTAAATCCAATGTTATAAAGGCGTAACGTAATTGGAGTATGAATATGTACATATTCTCTAATACTTTCTAT
	GecuP^5     GAACTGGGTTAGGCGTGGATGATCTGCAAGTTCTTCTATTCAGTACAGCGTAAATCCAATGTTATAAAGGCGTAACGTAATTGGAGTATGAATATGTACATATTCTCTAATACTTTCTAT
	GecuP^6      GAACTGGGTTAGGCGTGGATGATCTGCAAGTYCTTCTATTCAGTACAGCGTAAATCCAATGTTATAAAGGCGTAACGTAATTGGAGTATGAATATGTACATATTCTCTAATACTTTCTAT
	GecuP^7      GAACTGGGTTAGGCGTGGATGATCTSCAAGTYCTTCTATTCAGTACAGCGTAAATCCAATGTTATAAAGGCGTAACGTAATTGGAGTATGAATATGTACATATTCTCTAATACTTTCTAT
	GecuE^8      GAACTGGGTTAGGCGTGGATGATCTGCAAGTYCTTCTATTCAGTACAGCGTAAATCCAATGTTATAAAGGCGTAACGTAATTGGAGTATGAATATGTACATATTCTCTAATACTTTCTAT
	GecuE^9       GAACTGGGTTAGGCGTGGATGATCTGCAAGTYCTTCTATTCAGTACAGCGTAAATCCAATGTTATAAAGGCGTAACGTAATTGGAGTATGAATATGTACATATTCTCTAATACTTTCTAT
	GecuE^10       GAACTGGGTTAGGCGTGGATGATCTGCAAGTCCTTCTATTCAGTACAGCGTAAATCCAATGTTATAAAGGCGTAACGTAATTGGAGTATGAATATGTACATATTCTCTAATACTTTCTAT
	GecuE^11      GAACTGGGTTAGGCGTGGATGATCTGCAAGTCCTTCTATTCAGTACAGCGTAAATCCAATGTTATAAAGGCGTAACGTAATTGGAGTATGAATATGTACATATTCTCTAATACTTTCTAT
	GlicC^15     GAACTGGGTTAGGCGTGGATGATCTGCAAGTCCTTCTATTCAGTACAGCGTAAATCCAATGTTATAAAGGCGTAACGTAATTGGAGTATGAATATGTACATATTCTCTAATACTTTCTAT
	GlicP^17      GAACTGGGTTAGGCGTGGATGATCTGCAAGTCCTTCTATTCAGTACAGCGTAAATCCAATGTTATAAAGGCGTAACGTAATTGGAGTATGAATATGTACATATTCTCTAATACTTTCTAT
	GlicE^20      GAACTGGGTTAGGCGTGGATGATCTGCAAGTCCTYCTATTCAGTACAGCGTAAATCCAATGTTATAAAGGCGTAACGTAATTGGAGTATGAATATGTACATATTCTCTAATACTTTCTAT
	GlicE^21      GAACTGGGTTAGGCGTGGATGATCTGCAAGTCCTTCTATTCAGTACAGCGTAAATCCAATGTTATAAAGGCGTAACGTAATTGGAGTATGAATATGTACATATTCTCTAATACTTTCTAT
	GlicE^22       GAACTGGGTTAGGCGTGGATGATCTGCAAGTCCTYCTATTCAGTACAGCGTAAATCCAATGTTATAAAGGCGTAACGTAATTGGAGTATGAATATGTACATATTCTCTAATACTTTCTAT
	GlicE^23       GAACTGGGTTAGGCGTGGATGATCTGCAAGTCCTCCTATTCAGTACAGCGTAAATCCAATGTTATAAAGGCGTAACGTAATTGGAGTATGAATATGTACATATTCTCTAATACTTTCTAT
	GlicE^24      GAACTGGGTTAGGCGTGGATGATCTGCAAGTCCTTCTATTCAGTACAGCGTAAATCCAATGTTATAAAGGCGTAACNTAATTGGAGTATGAATATGTACATATTCTCTAATACTTTCTAT
	GlicE^25      GAACTGGGTTAGGCGTGGATGATCTGCAAGTCCTTCTATTCAGTACAGCGTAAATCCAATGTTATAAAGGCGTAACGTAATTGGAGTATGAATATGTACATATTCTCTAATACTTTCTAT
	GmorB^27    GAACTGGGTTAGGCGTGGATGATCTGCAAGTTCTTCTATTCAGTACAGCGTAAATCCAATGTTATAAAGGCGTAACGTAATTGGAGTATGAATATGTACATATTCTCTAATACTTTCTAT
	GpasB^28    GAACTGGGTTAGGCGTGGATGATCTGCAAGTCCTTCTATTCAGTACAGCGTAAATCCAATGTTATAAAGGCGTAACGTAATTGGAGTATGAATATGTACATATTCTCTAATACTTTCTAT


16 120
	GecuC^1     ACTTGTGTGACTATNAA-AAATTTTTGGGTCATTGAAATCTCCANTTCTGTTACCCTCAATYAGCGGAGGAGTAATTGATTGTTATAACTTTAGTATTGCTATAATACTTATANTACTTC
	GecuP^4     ACTTGTGTGACTATNAA-AAATTTTTGGGTCATTGAAATCTCCANTTCTGTTACCCTCAATNAGCGGAGGAGTAATTGATTGTTATAACTTTAGTATTGCTATAATACTTATANTACTTC
	GecuP^5     ACTTGTGTGACTATCAAAAAATTTTTGGGTCATTGAAATCTCCATTTCTGTTACCCTCAATCAGCGGAGGAGTAATTGATTGTTATAACTTTAGTATTGCTATAATACTTATAATACTTC
	GecuP^6      ACTTGTGTGACTATCAAMAAATTTTTGGGTCATTGAAATCTCCATTTCTGTTACCCTCAATTAGCGGAGGAGTAATTGATTGTTATAACTTTAGTATTGCTATAATACTTATAATACTTC
	GecuE^8      ACTTGTGTGACTATCAAAAAATTWTTGGGTCATTGAAATCTCCATTTCTGTTACCCTCAATCAGCGGAGGAGTAATTGATTGTTATAACTTTAGTATTGCTATAATACTTATAATACTTC
	GecuE^9       ACTTGTGTGACTATCAAAAAATTTTTGGGTCATTGAAATCTCCATTTCTGTTACCCTCAATCAGCGGAGGAGTAATTGATTGTTATAACTTTAGTATTGCTATAATACTTATAATACTTC
	GecuE^10       ACTTGTGTGACTATCAAAAAATTTTTGGGTCATTGAAATCTCCATTTCTGTTACCCTCAATCAGCGGAGGAGTAATTGATTGTTATAACTTTAGTATTGCTATAATACTTATAATACTTC
	GecuE^11      ACTTGTGTGACTATCAAAAAATTTTTGGGTCATTGAAATCTCCATTTCTGTTACCCTCAATYAGCGGAGGAGTAATTGATTGTTATAACTTTAGTATTGCTATAATACTTATAATACTTC
	GlicC^15     ACTTGTGTGACTATCAAAAAATTTTTGGGTCATTGAAATCTCCATTTCTGTT--CCCCAATTAGCGGAGGAGTAATTGATTGTTATAACTTTAGTATTGCTATAATACTTATANTACTTC
	GlicP^17      ACTTGTGTGACTATCAAAAAATTTTTGGGTCATTGAAATCTCCATTTCTGTTACCCWCAATYAGCGGAGGAGTAATTGATTGTTATAACTTTAGTATTGCTATAATACTTATARTACTTC
	GlicE^20      ACTTGTGTGACTATCAAAAAATTTTTGGGTCATTGAAATCTCCATTTCTGTTACCCWCAATYAGCGGAGGAGTAATTGATTGTTATAACTTTAGTATTGCTATAATACTTATARTACTTC
	GlicE^21      ACTTGTGTGACTATCAAAAAATTTTTGGGTCATTGAAATCTCCATTTCTGTTACCCWCAATTAGCGGAGGAGTAATTGATTGTTATAACTTTAGTATTGCTATAATACTTATARTACTTC
	GlicE^22       ACTTGTGTGACTATCAAAAAATTTTTGGGTCATTGAAATCTCCATTTCTGTTACCCWCAATYAGCGGAGGAGTAATTGATTGTTATAACTTTAGTATTGCTATAATACTTATARTACTTC
	GlicE^23      ACTTGTGTGACTATCAAAAAATTTTTGGGTCATTGAAATCTCCATTTCTGTTACCCTCAATCAGCGGAGGAGTAATTGATTGTTATAACTTTAGTATTGCTATAATACTTATAATACTTC
	GmorB^27    ACTTGTGTGACTATCAAAAAATTTTTGGGTCATTGAAATCTCCATTTCTGTTACCCTCAATCAGCGGAGGAGTAATTGATTGTTATAACTTTAGTATTGCTATAATACTTATAATACTTC
	GpasB^28    ACTTGTGTGACTATCAAAAAATTTTTGGGTCATTGAAATCTCCATTTCTGTTACCCTCAATCAGCGGAGGAGTAATTGATTGTTATAACTTTAGTATTGCTATAATACTTATAATACTTC


18 120
	GecuC^1     GTGGAAATTGCTTGTGCAGTCTTCATTGAATGTTTGTGATTCTATTGAAAAGATATACACGTTGGTCCGCATTTCACCGGGTGCGAGAGATATTGTACGTAGCGCGAACGGGCATACTTC
	GecuP^4     GTGGAAATTGCTTGTGCAGTCTTCATTGAATGTTTGTGATTCTATTGAAAAGATATACACGTTGGTCCGCATTTCACCGGGTGCGARAGATATTGTACGTAGCGCGAWCGGGCATACTTC
	GecuP^5      GTGGAAATTGCTTGTGCAGTCTTCATTGAATGTTTGTGATTCTATTGAAAAGATATACACGTTGGTCCGCATTTCACCGGGTGCGAGAGATATTGTACGTAGCGCGAACGGGCATACTTC
	GecuE^8      GTGGAAATTGCTTGTGCAGTCTTCATTGAATGTTTGTGATTCTATTGAAAAGATATACACGTTGGTCCGCATTTCACCGGGTGCGAGAGATATTGTACGTAGCGCGAACGGGCATACTTC
	GecuE^9       GTGGAAATTGCTTGTGCAGTCTTCATTGAATGTTTGTGATTCTATTGAAAAGATATACACGTTRGTCCGCATTTCACCGGGTGCGAGAGATATTGTACGTAGCGCGAACGGGCATACTTC
	GecuE^10       GTGGAAATTGCTTGTGCAGTCTTCATTGAATGTTTGTGATTCTATTGAAAAGATATACACGTTGGTCCGCATTTCACCGGGTGCGARAGATATTGTACGTAGCGCGAWCGGGCATACTTC
	GecuE^11      GTGGAAATTGCTTGTGCAGTCTTCATTGAATGTTTGTGATTCTATTGAAAAGATATACACGTTGGTCCGCATTTCACCGGGTGCGARAGATATTGTACGTAGCGCGAWCGGGCATACTTC
	GlicC^15     GTGGAAATTGCTTGTGCAGTCTTCATTGAATGTTTGTGATTCTATTGAAAAGATATACACGTTGGTCCGCATTTCACCGGGTGCGAGAGATATTGTACGTAGCGCGATCGGGCATACTTC
	GlicP^17      GTGGAAATTGCTTGTGCAGTCTTCATTGAATGTTTGTGATTCTATTGAAAAGATATACACGTTGGTCCGCATTTCACCGGGTGCGAGAGATATTGYACGTAGCGCGAWCGGGCATACTTC
	GlicE^20      GTGGAAATTGCTTGTGCAGTCTTCATTGAATGTTTGTGATTCTATTGAAAAGATATACACGTTGGTCCGCATTTCACCGGGTGCGAGARATATTGTACGTAGCGCGAWCGGGCATACTTC
	GlicE^21      GTGGAAATTGCTTGTGCAGTCTTCATTGAATGTTTGTGATTCTATTGAAAAGATATACACGTTGGTCCGCATTTCACCGGGWGCGAGARATATTGTACGTAGCGCGATCRGGCATACTTC
	GlicE^22       GTGGAAATTGCTTGTGCAGTCTTCATTGAATGTTTGTGATTCTATTGAAAAGATATACACGTTGGTCCGCATTTCACCGGGTGCGAGAGATATTGTACGTAGCGCGATCGGGCATACTTC
	GlicE^23       GTGGAAATTGCTTGTGCAGTCTTCATTGAATGTTTGTGATTCTATTGAAAAGATATACACGTTGGTCCGCATTTCACCGGGTGCGAGAGATATTGTACGTAGCGCGATCGGGCATACTTC
	GlicE^24      GTGGAAATTGCTTGTGCAGTCTTCATTGAATGTTTGTGATTCTATTGAAAAGATATACACGTTGGTCCGCATTTCACCGGGTGCGAGAGATATTGTACGTAGCGCGATCGGGCATACTTC
	GlicE^25      GTGGAAATTGCTTGTGCAGTCTTCATTGAATGTTTGTGATTCTATTGAAAAGATATACACGTTGGTCCGCATTTCACCGGGTGCGAGARATATTGTACGTAGCGCGAWCGGGCATACTTC
	GmorB^27    GTGGAAATTGCTTGTGCAGTCTTCATTGAATGTTTGTGATTCTATTGAAAAGATATACACGTTGGTCCGCATTTCACCGGGTGCGARAGATATTGTACGTAGCGCGAWCGGGCATACTTC
	GpasB^28    GTGGAAATTGCTTGTGCAGTCTTCATTGAATGTTTGTGATTCTATTGAAAAGATATACACGTTGGTCCGCATTTCACCGGGTGCGAAAGATATTGTACGTAGCGCGATCGGGCATACTTC
	GpasB^29    GTGGAAATTGCTTGTGCAGTCTTCATTGAATGTTTGTGATTCTATTGAAAAGATATACACGTTGGTCCGCATTTCACCAGGTGCGAGAGATATTGTACGTAGCGCGAACGGGCATACTTC


18 120
	GecuC^1     GAGGAATACTTGTTTCAGAAATGTTTCAGACATCACTGCCAATTCCTTCACTTTCAAACGGCGATCTCCTAATAYCATTTCTTCAATAATTGACATGTTTTGAAGCATTATCAGTTCAAT
	GecuP^4     GAGGAATACTTGTTTCAGAAATGTTTCAGACATCACTGCCAATTCCTTCACTTTCAAACGGCGATCTCCTAATASCATTTCTTCAATAATTGACATGTTTTGAAGCATTATCAGTTSAAT
	GecuP^5      GAGGAATACTTGTTTCAGAAATGTTTCAGACATCACTGCCAATTCCTTCACTTTCAAACGKCGATCTCCTAATACCATTTCTTCAATAATTGACATGTTTTGAAGCATTATCAGTTSAAT
	GecuE^8       GAGGAATACTTGTTTCAGAAATGTTTCAGACATCACTGCCAATTCCTTCACTTTCAAACGKCGATCTCCTAATASCATTTCTTCAATAATTGACATGTTTTGAAGCATTATCAGTTSAAT
	GecuE^9       GAGGAATACTTGTTTCAGAAATGTTTCAGACATCACTGCCAATTCCTTCACTTTCAAACGKCGATCTCCTAATACCATTTCTTCAATAATTGACATGTTTTGAAGCATTATCAGTTCAAT
	GecuE^10       GAGGAATACTTGTTTCAGAAATGTTTCAGACATCACTGCCAATTCCTTCACTTTCAAACGTCGATCTCCTAATACCATTTCTTCAATAATTGAYATGTTTTGAAGCATTATCAGTTCAAT
	GecuE^11      GAGGAATACTTGTTTCAGAAATGTTTCAGACATCACTGCCAATTCCTTCACTTTCAAACGGCGATCTCCTAATACCATTTCTTCAATAATTGACATGTTTTGAAGCATTATCAGTTCAAT
	GlicC^15     GAGGAATACTTGTTTCAGAAATGTTTCAGACATCACTGCCAATTCCTTTACTTTCAAACGGNGATCTCCTAATACCATTTCTTCAATAATTGACATGTTTTGAAGCATTATCAGTTCAAT
	GlicC^16     GAGGAATACTTGTTTCAGAAATGTTTCAGACATCACTGCCAATTCCTTCACTTTCAAACGGCGATCTCCTAATACCATTTCTTCAATAATTGACATGTTTTGAAGCATTGTCAGTTCAAT
	GlicP^17      GAGGAATACTTGTTTCA-AAATGTTTCAGACATCACTGCCAATTCCTTYACTTTCAAACGKCGATCTCCTAATACCATTTCTTCAATAATTGACATGTTTTGAAGCATTATCAGTTCAAT
	GlicP^18      GAGGAATACTTGTTTCAGAAATGTTTCAGACATCACTGCCAATTCCTTCACTTTCAAACGNCGATCTCCTAATACCATTTCTTCAATAATTGACATGTTTTGAAGCATTATCAGTTCAAT
	GlicE^20      GAGGAATACTTGTTTCAGAAATGTTTCAGACATCACTGCCAATTCCTTCACTTTCAAACGKCGATCTCCTAATACCATTTCTTCAATAATTGACATGTTTTGAAGCATTATCAGTTCAAT
	GlicE^21      GAGGAATACTTGTTTCAGAAATGTTTCAGACATCACTGCCAATTCCTTCACTTTCAAACGKCGATCTCCTAATACCATTTCTTCAATAATTGACATGTTTTGAAGCATTATCAGTTCAAT
	GlicE^22       GAGGAATACTTGTTTCAGAAATGTTTCAGACATCACTGCCAATTCCTTCACTTTCAAACGKCGATCTCCTAATACCATTTCTTCAATAATTGACATGTTTTGAAGCATTATCAGTTCAAT
	GlicE^23       GAGGAATACTTGTTTCAGAAATGTTTCAGACATCACTGCCAATTCCTTCACTTTCAAACGKCGATYTCCTAATACCATTTCTTCAATAATTGACATGTTTTGAAGCATTATCAGTTCAAT
	GlicE^24      GAGGNATACTTGTTTCAGAAATGTTTCAGACATCACTGCCAATTCCTTCACTTTCAAACGNCGATCTCCTAATACCATTTCTTCAATAATTGACATGTTTTGAAGCATTATCAGTTCAAT
	GmorB^27    GAGGAATACTTGTTTCAGAAATGTTTCAGACATCACTGCCAATTCCTTCACTTTCAAACGGCGATCTCCTAATACCATTTCTTCAATAATTGACATGTTTTGAAGCATTATCAGTTCAAT
	GpasB^28    GAGGAATACTTGTTTCAGAAATGTTTCAAACAACACTGCCAATTCCTTCACTTTCAAACGGCGATCTCCTAATACCATTTCTTCAATAATTGACATGTTTTGAAGCATTATCAGTTCAAT


16 120
	GecuC^1     ATATACCTTAGTTGAGAAATCNNACCTTTCTTTTACGTTGAATTTTCAATATTTTATATCGTTCACATTTCTACCGATCTTTCGATATGATACCCAACGAAACAATACAGGGCGTTATAA
	GecuP^4     ATATACCTTAGTTGAGAAATCAGACCTTTCTTTTACGTTGAATTTTCAATRTTTTATATYGTTCACATTTCTACCGATCTTTCGATATGATACCCAACGAAACAATACAGGGYGTTATAA
	GecuP^5     ATATACCTTAGTTGAGAAATCAGACCTTTCTTTTACGTTGAATTTTCAAT-TTTTATATCGTTCACATTTCTACCGATCTTTCGATATGATACCCAACGAAACAATACAGGG-GTTATAA
	GecuE^8      ATATACCTTAGTTGAGAAATCAGACCTTTCTTTTACGTTGAATTTTCAATRTTTTATATCGTTCACATTTCTACCGATCTTTCGATATGATACCCAACGAAACAATACAGGGYGTTATAA
	GecuE^9       ATATACCTTAGTTGAGAAATCAGACCTTTCTTTTACGTCGAATTTTCAATATTTTATATCGTTCACATTTCTACCGATCTTTCGATATGATACCCAACGAAACAATACAGGGCGTTATAA
	GecuE^10       ATATGCCTTAGTTGAGAAATCAGACCTTTCTTTTACGTTGAATTTTCAATATTTTATATCGTTCACATTTCTACCGATCTTTCGATATGATACCCAACGAAACAATACAGGGCGTTATAA
	GlicC^15     ATATMCCTTAGTTGAGAAATCAGACCTTTCTTTTACGTTGAATTTTCAATGTTTTATATCGTTCACATTTCTACCGATCTTTCGATATGATACCCAACGAAACAATACAGGG-GTTATAA
	GlicP^17      ATATMCCTTAGTTGAGAAATCAGACCTTTCTTTTACGTTGAATTTTCAATGTTTTATATCGTTCACATTTCTACCGATCTTTCGATATGATACCCAACGAAACAATACAGGGCGTTATAA
	GlicE^20      ATATCCCTTAGTTGAGAAATCAGACCTTTCTTTTACGTTGAATTTTCAATGTTTTATATCGTTCACATTTCTACCGATCTTTCGATATGATACCCAACGAAACAATACAGGGCGTTATAA
	GlicE^21      ATATCCCTTAGTTGAGAAATCAGACCTTTCTTTTACGTTGAATTTTCAATGTTTTATATCGTTCACATTTCTACCGATCTTTCGATATGATACCCAACGAAACAATACAGGGTGTTATAA
	GlicE^22       ATGTGCCTTAGTTGAGAAATCAGACCTTTCTTTTACGTTGAATTTTCAATGTTTTATATCGTTCACATTTCTACCGATCTTTCGATATGATACCCAACGAAACAATACAGGGTGTTATAA
	GlicE^23       ATATCCCTTAGTTGAGAAATCAGACCTTTCTTTTACGTTGAATTTTCAATRTTTTATATCGTTCACATTTCTACCGATCTTTCGATATGATACCCAACGAAACAATACAGGGTGTTATAA
	GlicE^24      ATATCCCTTAGTTGAGAAATCAGACCTTTCTTTTACGTTGAATTTTCAATGTTTTATATCGTTCACATTTCTACCGATCTTTCGATATGATACCCAACGAAACAATACAGGGTGTTATAA
	GlicE^25      ATATCCCTTAGTTGAGAAATCAGACCTTTCTTTTACGTTGAATTTTCAATGTTTTATATCGTTCACATTTCTACCGATCTTTCGATATGATACCCAACGAAACAATACAGGGYGTTATAA
	GmorB^27    ATATMCCTTAGTTGAGAAATCAGACCTTTCTTTTACGTTGAATTTTCAATGTTTTATATCGTTCACATTTCTACCGATCTTTCGATATGATACCCAACGAAACAATACAGGGTGTTATAA
	GpasB^28    ATRTRCCTTAGTTGAGAAATCAGACMTTTCTTTTACGTTGAATTTTCAATRTTTTATATCGTTCACATTTCTACCGATCTTTCGATATGATACCCAACGAAACAATACAGGGCGTTATAA


16 120
	GecuC^1     GTATAGTTTGACTGAATTTCAGGAAATTTTTGATGCAATACACCAATTACAAGTAATCATCGCCATTGAACTTTTGACAAGCATGTTGACGTTGACAACGTTTCATCATAACAGCGTATA
	GecuP^4     GTATAGTTTGACTGAATTTCAGGAAATTTTTGATGCAATACACCAATTACAAGTAATCATCGCCATTGAACTTTTGACAAGCATGTTGACGTTGACAACGTTTCATCATAACAGCGTATA
	GecuP^5      GTATAGTTTGACTGAATTTCAGGRAATTTTTGATGCAATACACCAATTACAAGTAATCATCGCCATTGAACTTTTGACAAGCATGTTGACGTTGACAACGTTTCATCATAACAGCGTATA
	GecuE^8      GTATAGTTTGACTGAATTTCAGGAAATTTTTGATGCAATACACCAATTACAAGTAATCATCGCCATTGAACTTTTGACAAGCATGTTGACGTTGACAACGTTTCATCATAACAGCGTATA
	GecuE^9       GTATAGTTTGACTGAATTTCAGGAAATTTTTGATGCAATACACCAATTACAAGTAATCATCGCCATTGAACTTTTGACAAGCATGTTGACGTTGACAACGTTTCATCATAACAGCGTATA
	GecuE^10       GTATAGTTTGACTGAATTTCAGGGAATTTTTGATGCAATACACCAATTACAAGTAATCATCGCCATTGAACTTTTGACAAGCATGTTGACGTTGACAACGTTTCATCATAACAGCGTATA
	GlicC^15     GTATAGTTTGACTGAATTTCAGGAAATTTTTGATGCAATACACCAATTACAAGTAATCATCGCCATTGAACTTTTGACAAGCATGTTGACGTTGACAACGTTTCATCATAACAGCGTATA
	GlicP^17      GTATAGTTTGACTGAATTTCAGGAAATTTTTGATGCAATACACCAATTACAAGTAATCATCGCCATTGAACTTTTGACAAGCATGTTGACGTTGACAACGTTTCATCATAACAGCGTATA
	GlicE^20      GTATAGTTTGACTGAATTTCAGGAAATTTTTGATGCAATACACCAATTACAAGTAATCATCGCCATTGAACTTTTGACAAGCATGTTGACGTTGACAACGTTTCATCATAACAGCGTATA
	GlicE^21      GTATAGTTTGACTGAATTTCAGGAAATTTTTGATGCAATACACCAATTACAAGTAATCATCGCCATTGAACTTTTGACAAGCATGTTGACGTTGACAACGTTTCATCATAACAGCGTATA
	GlicE^22       GTATAGTTTGACTGAATTTCAGGRAATTTTTGATGCAATACACCAATTACAAGTAATCATCGCCATTGAACYTTTGACAAGCATGTTGACGTTGACAACGTTTCATCATAACAGCGTATA
	GlicE^23       GTATAGTTTGACTGAATTTCAGGRAATTTTTGATGCAATACACCAATTACAAGTAATCATCGCCATTGAACTTTTGACAAGCATGTTGACGTTGACAACGTTTCATCATAACAGCGTATA
	GlicE^24      GTATAGTTTGACTGAATTTCAGGRAATTTTTGATGCAATACACCAATTACAAGTAATCATCGCCATTGAACYTTTGACAAGCATGTTGACGTTGACAACGTTTCATCATAACAGCGTATA
	GlicE^25      GTATAGTTTGACTGAATTTCAGGGAATTTTTGATGCAATACACCAATTACAAGTAATCATCGCCATTGAACYTTTGACAAGCATGTTGACGTTGACAACGTTTCATCATAACAGCGTATA
	GmorB^27    GTATAGTTTGACTGAATTTCAGGGAATTTTTGATGCAATACACCAATTACAAGTAATCATCGCCATTGAACTTTTGACAAGCATGTTGACGTTGACAACGTTTYATCATAACAGCGTATA
	GpasB^28    GTATAGTTTGACTGAATTTCAGGAAATTTTTGATGCAATACACCAATTACAAGTAATCATCGCCATTGAACTTTTGACAAGCATGTTGACGTTGACAACGTTTCATCATAACAGCGTATA


21 120
	GecuC^1     TCTTTATTTGAAAACTTTTTCTCTAAATTGCTCAGAAAAGAAATTATCTTCGCTCCACGCACTAGGTGGACACGCTGTATAATAGCTTACCACAGGAATGTAAGACGAGTACTTCACATC
	GecuP^4     TCTTTATTTGAAAACTTTTTCTCTAAATTGCTCAGAAAAGAAATTATCTTCGCTCCACGCACTAGGTGGACACGCTGTATAATAGCTTAYCACAGGAATGTAAGACGAGTACTTCACATC
	GecuP^5     TCTTTATTTGAAAACKTTTTCTCTAAATTGCTCAGAAAAGAAATTATCTTCGCTCCACGCACTAGGTGGACACGCTGTATAATAGSTTACCACANGAATGTAAGACGASTACTTCACATC
	GecuP^6      TCTTTATTTGAAAACTTTTTCTCTAAATTGCTCAGAAAAGAAATTATCTTCGCTCCACGCACTAGGTGGACACGCTGTATAATAGCTTAYCACAGGAATGTAAGACGAGTACTTCACATC
	GecuP^7      TCTTTATTTGAAAACTTTTTCTCTAAATTGCTCAGAAAAGAAATTATCTTCRCTCCACGCACTAGGTGGACACGCTGTATAATAGCTTACCACAGGAATGTAAGACGAGTACTTCACATC
	GecuE^8      TCTTTATTTGAAAACTTTTTCTSTAAATTGCTCAGAAAAKAAATTATCTTCGCTCCAYGCACTAGGTGGACACGCTGTATAATAGCTTACCACAGGAATGTAAGACGASTACTTCACATC
	GecuE^9       TCTTTATTTGAAAACTTTTTCTCTAAATTGCTCAGAAAAGAAATTATCTTCGCTCCACGCACTAGGTGGACACGCTGTATAATAGCTTATCACAGGAATGTAAGACGAGTACTTCACATC
	GecuE^10       TCTTTATTTGAAAACTTTTTCTCTAAATTGCTCAGAAAAGAAATTATCTTCGCTCCACGCACTAGGTGGACACGCTGTATAATAGCTTACCACAGGAATGTAAGACGAGTACTTCACATC
	GecuE^11      TCTTTATTTGAAAACTTTTTCTCTAAATTGCTCAGAAAAGAAATTATCTTCGCTCCACGCACTAGGTGGACACGCTGTATAATAGCTTACCACAGGAATGTAAGACGAGTACTTCACATC
	GlicC^15     TCTTTATTTGAAAACKTTTTCTCTAAATTGCTCAGAAAAGAAATTATCTTCGCTCCACGCACTAGGTGGACACGCTGTATAATAGCTTACCACAGGAATGTAAGACGASTACTTCACATC
	GlicP^17      TCTTTATTTGAAAACKTTTTCTCTAAATTGCTCAGAAAAGAAATTATCTTCGCTCCACGCACTAGGTGGACACGCTGTATAATAGCTTACCACAGGAATGTAAGACGAGTACTTCACATC
	GlicE^20      TCTTTATTTGAAAACKTTTTCTCTAAATTGCTCAGAAAAGAAATTATCTTCGCTCCACGCACTAGGTGGACACGCTGTATAATAGCTTACCACAGGAATGTAAGACGASNACTTCACATC
	GlicE^21      TCTTTATTTGAAAACGTTTTCTCTAAATTGCTCAGAAAAGAAATTATCTTCGCTCCACGCACTAGGTGGACACGCTGTATAATAGCTTACCACAGGAATGTAAGACGASTACTTCACATC
	GlicE^22      TCTTTATTTGAAAAC-TTTTCTCTAAATTGCTCAGAAAAGAAATTATCTTCGCTCCACGCACTAGGTGGACACGCTGTATAATAGCTTACCACAGGAATGTAAGACGAGTACTTCACATC
	GlicE^23       TCTTTATTTGAAAACGTTTTCTCTAAATTGCTCAGAAAAGAAATTATCTTCGCTCCACGCACTAGGTGGACACGCTGTATAATAGCTTACCACAGGAATGTAAGACGACTACTTCACATC
	GlicE^24       TCTTTATTTGAAAACTTTTTCTCTAAATTGCTCAGAAAAGAAATTATCTTCGCTCCACGCACTAGGTGGACACGCTGTATAATAGCTTACCACAGGAATGTAAGACGAGTACTTCACATC
	GlicE^25      TCTTTATTTGAAAAC-TTTTCTCTAAATTGCTCAGAAAAGAAATTATCTTCGCTCCACGCACTAGGTGGACACGCTGTATAATAGCTTACCACAGGAATGTAAGACGAGTACTTCACATC
	GlicE^26      TCTTTATTTGAAAACTTTTTCTCTAAATTGCTCAGAAAAGAAATTATCTTCGCTCCACGCACTAGGTGGACACGCTGTATAATAGCTTACCACAGGAATGTAAGACGAGTACTTCACATC
	GmorB^27    TCTTTATTTGAAAACTTTTTCTCTAAATTGCTCAGAAAAGAAATTATCTTCGCTCCACGCACTAGGTGGACACGCTGTATAATAGCTTACCACAGGAATGTAAGACGAGTACTTCACATC
	GpasB^28    TCTTTATTTGAAAACTTTTTCTCTAAATTGCTCAGAAAAGAAATTATCTTCGCTCCACGCACTAGGTGGACACGCTGTATAATAGCTTACCACAGGAATGTAAGACGAGTACTTCACATC
	GpasB^29    TCTTTATTTGAAAACTTTTTCTCTAAATTGCTCAGAAAAGAAATTATCTTCGCTCCACGCACTAGGTGGACACGCTGTATAATAGCTTACCACAGGAATGTAAGACGAGTACTTCACATC


19 120
	GecuC^1     TTCTTGTTTGTTATGGTATAATTTTATACTGTTTTATGTATCCAATTATATTTGCTACTAAAATTCGCAACMCTTTATCGGATGGAATTGTAATGGATTTTAGTTATTTCGGAGTGCTAT
	GecuP^4     TTCTTGTTTGTTATGGTATAATTTTATACTGTTTTATGTATCCAATTATATTTGCTACTAAAATTCGCAACACTTTATCGGATGGAATTGTAATGGATTTTAGTTATTTCGGAGTGCTAT
	GecuP^5     TTCTTGTTTGTTATGGTATAATTTTATACTGTTTTATGTATCCAATTATATTTGCTACTAAAATTCGCAACACTTTATCGGATGGAATTGTAATGGATTTTAGTTATTTCGGAGTGCTAT
	GecuP^6      TTCTTGTTTGTTATGGTATAATTTTATACTGTTTTATGTATCCAATTATATTTGCTACTAAAATTCGCAACACTTTATCGGATGGAATTGTAATGGATTTTAGTTATTTCGGAGTGCTAT
	GecuE^8      TTCTTGTTTGTTATGGTATAATTTTATACTGTTTTATGTATCCAATTATATTTGCTACTAAAATTCGCAACACTTTATCGGATGGAATTGTAATGGATTTTAGTTATTTCGGAGTGCTAT
	GecuE^9       TTCTTGTTTGTTATGGTATAATTTTATACTGTTTTATGTATCCAATTATATTTGCTACTAAAATTCGCAACACTTTATCGGATGGAATTGTAATGGATTTTAGTTATTTCGGAGTGCTAT
	GecuE^10       TTCTTGTTTGTTATGGTATAATTTTATACTGTTTTATGTATCCAATTATATTTGCTACTAAAATTCGCAACACTTTATCGGATGGAATTGTAATGGATTTTAGTTATTTCGGAGTGCTAT
	GecuE^11      TTCTTGTTTGTTATGGTATAATTTTATACTGTTTTATGTATCCAATTATATTTGCTACTAAAATTCGCAACACTTTATCGGATGGAATTGTAATGGATTTTAGTTATTTCGGAGTGCTAT
	GlicC^15     TTCTTGTTTGTTATGGTATAATTTTATACTGTTTTATGTATCCAATTATATTTGCTACTAAAATTCGCAACACTTTATCGGATGGAATTGTAATGGATTTTAGTTATTTCGGAGTGCTAT
	GlicC^16     TTCTTGTTTGTTATGGTATAATTTTATACTGTTTTATGTATCCAATTATATTTGCTACTAAAATTCGCAACACTTTATCGGATGGAATTGTAATGGATTTTAGTTATTTCGGAGTGCTAT
	GlicP^17      TTCTTGTTTGTTATGGTATAATTTTATACTGTTTTATGTATCCAATTATATTTGCTACTAAAATTCGCAACACTTTATCGGATGGAATTGTAATGGATTTTAGTTATTTCGGAGTGCTAT
	GlicE^20      TTCTTGTTTGTTATGGTATAATTTTATACTGTTTTATGTATCCAATTGTATTTGCTACTAAAATTCGCAACACTTTATCGGATGGAATTGTAATGGATTTTAGTTATTTCGGAGTGCTAT
	GlicE^21      TTCTTGTTTGTTATGGTATAATTTTATACTGTTTTATGTATCCAATTRTATTTGCTACTAAAATTCGCAACACTTTATCGGATGGAATTGTAATGGATTTTAGTTATTTCGGAGTGCTAT
	GlicE^22       TTCTTGTTTGTTATGGTATAATTTYATACTGTTTTATGTATCCAATTRTATTTGCTACTAAAATTCGCAACACTTTATCGGATGGAATTGTAATGGATTTTAGTTATTTCGGAGTGCTAT
	GlicE^23       TTCTTGTTTGTTATGGTATAATTTTATACTGTTTTATGTATCCAATTRTATTTGCTACTAAAATTCGCAACACTTTATCGGATGGAATTGTAATGGATTTTAGTTATTTCGGAGTGCTAT
	GlicE^24      TTCTTGTTTGTTATGGTATAATTTTATACTGTTTTATGTATCCAATTNTATTTGCTACTAAAATTCGCAACACTTTATCGGATGGAATTGTAATGGATTTTAGTTATTTCGGAGTGCTAT
	GlicE^25      TTCTTGTTTGTTATGGTATAATTTTATACTGTTTTATGTATCCAATTRTATTTGCTACTAAAATTCGCAACACTTTATCGGATGGAATTGTAATGGATTTTAGTTATTTYGGAGTGCTAT
	GmorB^27    TTCTTGTTTGTTATGGTATAATTTTATACTGTTTTATGTATCCAATTATATTTGCTACTAAAATTCGCAACACTTTATCGGATGGAATTGTAATGGATTTTAGTTATTT-GGAGTGCTAT
	GpasB^28    TTCTTGTTTGTTATGGTATAATTTTATACTGTTTTATGTATCCAATTATATTTGCTACTAAAATTCGCAACACTTTATCGGATGGAATTGTAATGGATTTTAGTTATTTCGGAGTGCTAT


20 120
	GecuC^1     GCACAACAGAAATATGGAAAATCTCGTGACAGATGAGTGATTGCAAAAAATATGCACGGTAGTGGTGTTGAATGAAGCAGTCCGTCTCACATTTGCGCAAATCCACAGACATATAAAAAG
	GecuP^4     GCACAACAGAAATATGGAAAATCTCGTGACAGATGAGTGATTGCAAAAAATATGCACGGTAGTGGTGTTGAATGAAGCAGTCCGTCTCACATTTGCGCAAATCCACAGACATATAAAAAG
	GecuP^5     GCACAACAGAAATATGGAAAATCTCGTGACAGATGAGTGATTGCAAAAAATATGCACGGTAGTGGTGTTGAATGAAGCAGTCCGTCTCACATTTGCGCAAATCCACAGACATATAAAAAG
	GecuP^6      GCRCAACAGAAATATGGAAAATCTCGTGACAGATGAGTGATTGCAAAAAATATGCACGGTAGTGGNGTTGAATGAAGCAGTCCGTCTCACATTTGCGCAAATCCACAGACATATAAAAAG
	GecuP^7      GCACAACAGAAATATGGAAAATCTCGTGACAGATGAGTGATTGCAAAAAATATGCACGGTAGTGGTGTTGAATGAAGCAGTCCGTCTCACATTTGCGCAAATCCACAGACATATAAAAAG
	GecuE^8      GCACAACAGAAATATGGAAAATCTCGTGACAGATGAGTGATTGCAAAAAATATGCACGGTAGTGGTGTTGAATGAAGCAGTCCGTCTCACATTTGCGCAAATCCACAGACATATAAAAAG
	GecuE^9       GCACAACAGAAATATGGAAAATCTCGTGACAGATGAGTGATTGCAAAAAATATGCACGGTAGTGGTGTTGAATGAAGCAGTCCGTCTCACATTTGCGCAAATCCACAGACATATAAAAAG
	GecuE^10       GCACAACAGAAATATGGAAAATCTCGTGACAGATGAGTGATTGCAAAAAATATGCACGGTAGTGGTGTTGAATGAAGCAGTCCGTCTCACATTTGCGCAAATCCACAGACATATAAAAAG
	GecuE^11      GCACAACAGAAATATGGAAAATCTCGTGACAGATGAGTGATTGCAAAAAATATGCACGGTAGTGGTGTTGAATGAAGCAGTCCGTCTCACATTTGCGCAAATCCACAGACATATAAAAAG
	GlicC^15     GCACAACAGAAATATGGAAAATCTCGTGACAGATGAGTGATTGCAAAAAATATGCACGGTAGTGGTGTTGAATGAAGCAGTCCGTCTCACATTTGCGCAAATCCACAGACATATAAAAAG
	GlicP^17      GCACAACAGAAATATGGAAAATCTCGTGACAGATGAGTGATTGCAAAAAATATGCACGGTAGTGGTGTTGAATGAAGCAGTCCGTCTCACATTTGCGCAAATCCACAGACATATAAAAAG
	GlicE^20      GCACAACAGAAATATGGAAAATCTCGTGACAGATGAGTGATTGCAAAAAATATGCACGGTAGTGGTGTTGAATGAAGCAGTCCGTCTCACATTTGCGCAAATCCACAGACATATAAAAAG
	GlicE^21      GCACAACAGAAATATGGAAAATCTCGTGACAGATGAGTGATTGCAAAAAATATGCACGGTAGTGGTGTTGAATGAAGCAGTCCGTCTCACATTTGCGCAAATCCACAGACATATAAAAAG
	GlicE^22      GCACAACAGAAATATGGAAAATCTCGTGACAGATGAGTGATTGCAAAAAATATGCACGGTAGTGGTGTTGAATGAAGCAGTCCGTCTCACATTTGCGCAAATCCACAGACATATAAAAAG
	GlicE^23       GCACAACAGAAATATGGAAAATCTCGTGACAGATGAGTGATTGCAAAAAATATGCACGGTAGTGGTGTTGAATGAAGCAGTCCGTCTCACATTTGCGCAAATCCACAGACATATAAAAAG
	GlicE^24       GCACAACAGAAATATGGAAAATCTCGTGACAGATGAGTGATTGCAAAAAATATGCACGGTAGTGGTGTTGAATGAAGCAGTCCGTCTCACATTTGCGCAAATCCACAGACATATAAAAAG
	GlicE^25      GCACAACAGAAATATGGAAAATCTCGTGACAGATGAGTGATTGCAAAAAATATGCACGGTAGTGGTGTTGAATGAAGCAGTCCGTCTCACATTTGCGCAAATCCACAGACATATAAAAAG
	GlicE^26      GCACAACAGAAATATGGAAAATCTCGTGACAGATGAGTGATTGCAAAAAATATGCACGGTAGTGGTGTTGAATGAAGCAGTCCGTCTCACATTTGCGCAAATCCACAGACATATAAAAAG
	GmorB^27    GCACAACAGAAATATGGAAAATCTCGTGACAGATGAGTGATTGCAAAAAATATGCACGGTAGTGGTGTTGAATGAAGCAGTCCGTCTCACATTTGCGCAAATCCACAGACATATAAAAAG
	GpasB^28    GCRCAACAGAAATATGGAAAATCTCGTGACAGATGAGTGATTGCAAAAAATATGCACGGTAGTGGTGTTGAATGAAGCAGTCCGTCTCACATTTGCGCAAATCCACAGACATATAAAAAG


15 120
	GecuC^1     AAATAGTACGCGTTGGATCATTGTTCTTTATAAAAATAAAGTTCTGACCAATAAGTCGTAAACCGAAAGAAATAACAATGGTTTCTAGCATTTTACAGTACTGCTCTTTCAGCATTACTC
	GecuP^4      AAATAGTACGCGTTGGATCATTGTYCTTTATAAAAATAAAGTTCTGRCCAATAAGTCGTAAACCGAAAGAAATAACAATGGTTTCTAGCATTTTACAGTACTGCTCTTTCAGCATTACTC
	GecuE^8      AAATAGTACGCGTTGGATCATTGTTCTTTATAAAAATAAAGTTCTGACCAATAAGTCGTAAACCGAAAGAAATAACAATGGTTTCTAGCATTTTACAGTACTGCTCTTTCAGCATTACTC
	GecuE^9       AAATAGTACGCGTTGGATCATTGTTCTTTATAAAAATAAAGTTCTGACCAATAAGTCGTAAACCGAAAGAAATAACAATGGTTTCTAGCATTTTACAGTACTGCTCTTTCAGCATTACTC
	GecuE^10      AAATAGTACGCGTTGGATCATTGTYCTTTATAAAAATAAAGTTCTGRCCAATAAGTCGTAAACCGAAAGAAATAACAATGGTTTCTAGCATTTTACAGTACTGCTCTTTCAGCATTACTC
	GlicC^15     AAATAGTACGCGTTGGATCATTGTTCTTTATAAAAATAAAGTTCTGACCAATAAGTCGTAAACCGAAAGAAATAACAATGGTTTCTAGCATTTTACAGTACTGCTCTTTCAGCATTACTC
	GlicP^17      AAATAGTACGCGTTGGATCATTGTTCTTTATAAAAATAAAGTTCTGACCAATAAGTCGTAAACCGAAAGAAATAACAATGGTTTCTAGCATTTTACAGTACTGCTCTTTCAGCATTACTC
	GlicE^20      AAATAGTACGCGTTGGATCATTGTTCTTTATAAAAATAAAGTTCTGACCAATAAGTCGTAAACCGAAAGAAATAACAATGGTTTCTAGCATTTTACAGTACTGCTCTTTCAGCATTACTC
	GlicE^21      AAATAGTACGCGTTGGATCATTGTTCTTTATAAAAATAAAGTTCTGACCAATAAGTCGTAAACCGAAAGAAATAACAATGGTTTCTAGCATTTTACAGTACTGCTCTTTCAGCATTACTC
	GlicE^22      AAATAGTACGCGTTGGATCATTGTTCTTTATAAAAATAAAGTTCTGACCAATAAGTCGTAAACCGAAAGAAATAACAATGGTTTCTAGCATTTTACAGTACTGCTCTTTCAGCATTACTC
	GlicE^23       AAATAGTACGCGTTGGATCATTGTTCTTTATAAAAATAAAGTTCTGACCAATAAGTCGTAAACCGAAAGAAATAACAATGGTTTCTAGCATTTTACAGTACTGCTCTTTCAGCATTACTC
	GlicE^24      AAATAGTACGCGTTGGATCATTGTTCTTTATAAAAATAAAGTTCTGACCAATAAGTCGTAAACCGAAAGAAATAACAATGGTTTCTAGCATTTTACAGTACTGCTCTTTCAGCATTACTC
	GmorB^27    AAATAGTACGCGTTGGATCATTGTTCTTTATAAAAATAAAGTTCTGACCAATAAGTCGTAAACCGAAAGAAATAACAATGGTTTCTAGCATTTTACAGTACTGCTCTTTCAGCATTACTC
	GpasB^28    AAATAGTACGCGTTGGATCATTGTTCTTTATAAAAATAAAGTTCTGACCAATAAGTCGTAAACCGAAAGAAATAACAATGGTTTCTAGCATTTTACAGTACTGCTCTTTCAGCATTACTC
	GpasB^29    AAATAGTACGCGTTGGATCATTGTTCTTTATAAAAATAAAGTTCTGACCAATAAGTCGTAAACCGAAAGAAATAACAATGGTTTCTAGCATTTTACAGTACTGCTCTTTCAGCATTACTC


20 120
	GecuC^1     GCCACGCTTTTGAATAACTCATTTCCAATCGGTTAGCAACTTTATTACCACTATGAAAACATTATATGCAGAATTTGACTGAACACTGACTTGACTGAAACAAGAGCTGTGCTGACTTCG
	GecuP^4     GCCACGCTTTTGAATAACTCATTTCCAATCGGTTAGCAACTTTATTACCACTATGAAAACATYATATGCAGAATTTGACTGAACACTGACTTGACTGAAACAAGAGCTGTGCTGACTTCG
	GecuP^5      RCCACGCTTTTGAATAACTCATTTCCAATCGGTTAGCAACTTTATTACCACTATGAAAACATYATATGCAGAATTTGACTGAACACTGACTTGACTGAAACAAGAGCTGTGCTGACTTCG
	GecuE^8      RCCACGCTTTTGAATAACTCATTTCCAATCGGTTAGCAACTTTATTACCACTATGAAAACATTATATGCAGAATTTGACTGAACACTGACTTGACTGAAACAAGAGCTGTGCTGACTTCG
	GecuE^9       GCCACGCTTTTGAATAACTCATTTCCAATCGGTTAGCAACTTTATTACCACTATGAAAACATYATATGCAGAATTTGACTGAACACTGACTTGACTGAAACAAGAGCTGTGCTGACTTCG
	GecuE^10       GCCACGCTTTTGAATAACTCATTTCCAATCGGTTAGCAACTTTATTACCACTATGAAAACATCATATGCAGAATTTGACTGAACACTGACTTGACTGAAACAAGAGCTGTGCTGACTTCG
	GecuE^11      GCCACGCTTTTGAATAACTCATTTCCAATCGGTTAGCAACTTTATTACCACTATGAAAACATYATATGCAGAATTTGACTGAACACTGACTTGACTGAAACAAGAGCTGTGCTGACTTCG
	GlicC^15     GCCACGCYTTTGAATAACTCATTTCCAATCGGTTAGCAACTTTATTACCACTATGAAAACATCATATGCAGAATTTGACTRAACACTGACTTGACTGAAACAAGAGCTGTGCTGACTTCG
	GlicP^17      GCCACGCTTTKGAATAACTCATTTCCAATCGGTTAGCAACTTTATTACCACTATGAAAACATCATATGCAGAATTTGACTGAACACTGACTTGAYTGAAACAAGRGCTGTGCTGACTTCG
	GlicP^18      GCCACGCTTTTGAATAACTCATTTCCAATCGGTTAGCAACTTTATTACCACTATGAAAACATCATATGCAGAATTTGACTGAACACTGACTTGACTGAAACAAGRGCTGTGCTGACTTCG
	GlicE^20      GCCACGCTTTTGAATAACTCATTTCCAATCGGTTAGCAACTTTATTACCACTATGAAAACATCATATGCAGAATTTGACTGAACACTGACTTGACTGAAACAAGAGCTGTGCTGACTTCG
	GlicE^21      GCCACGCTTTTGAATAACTCATTTCCAATCGGTTAGCAACTTTRTTACCACTATGAAAACATCATATGCAGAATTTGACTGAACACTGACTTGACTGAAACAAGAGCTGTGCTGACTTCG
	GlicE^22      GCCACGCTTTTGAATAACTCATTTCCAATCGGTTAGCAACTTTATTACCACTATGAAAACATCATATGCAGAATTTGACTGAACACTGACTTGACTGAAACAAGAGCTGTGCTGACTTCG
	GlicE^23       GCCACGCTTTTGAATAACTCATTTCCAATCGGTTAGCAACTTTATTACCACTATGAAAACATCATATGCAGAATTTGACTGAACACTGACTTGACTGAAACAAGRGCTGTGCTGACTTCG
	GlicE^24       GCCACGCTTTTGAATAACTCATTTCCAATCGGTTAGCAACTTTATTACCACTATGAAAACATCATATGCAGAATTTGACTGAACACTGACTTGACTGAAACAAGAGCTGTGCTGACTTCG
	GlicE^25      GCCACGCYTTTGAATAACTCATTTCCAATCGGTTAGCAACTTTATTACCACTATGAAAACATCATATGCAGAATTTGACTGAACACTGACTTGACTGAAACAAGAGCTGTGCTGACTTCG
	GlicE^26      GCCACGCTTTTGAATAACTCATTTCCAATCGGTTAGCAACTTTATTACCACTATGAAAACATCATATGCAGAATTTGACTGAACACTGACTTGACTGAAACAAGRGCTGTGCTGACTTCG
	GmorB^27    GCCACGCTTTTGAATAACTCATTTCCAATCGGTTAGCAACTTTATTACCACTATGAAAACATTATATGCAGAATTTGACTGAACACTGACTTGACTGAAACAAGAGCTGTGCTGACTTCG
	GpasB^28    GCCACGCTTTTGAATAACTCATTTCCAATCGGTTAGCAACTTTATTACCACTATGAAAACATCATATGCAGAATTTGACTGAACACTGACTTGACTGAAACAAGGGCTGTGCTGACTTMG
	GpasB^29    RCCACGCTTTTGAATAACTCATTTCCAATCGGTTAGCAACTTTATTACCACTATGAAAACATYATATGCAGAATTTGACTGAACACTGACTTGACTGAAACAAGRGCTGTGCTGACTTCG


21 120
	GecuC^1     GCCGTGAGAAGCATCGGAATTGTTATCGTTACGCTAGCNCGTGAAGAAATATCAATTTCCCGTACAGCAGAAACGTATACGTGTACAAYTTTTTATCTGTTGGTGAAATCTTTTGATCGT
	GecuP^4     GCCGTGAGAAGCATCGGAATTGTTATCGTTACGCTAGCGCGTGAAGAAATATCAATTTCCCGTACAGCAGAAACGTATACGTGTACAATTTTTTATCTGTTGGTGAAATCTTTTGATCGT
	GecuP^5      GCCGTGAGAAGCATCGGAATTGTTATCGTTACGCTAGCGCGTGAAGAAATATCAATTTCCCGTACAGCAGAAACGTATACGTGTACAATTTTTTATCTGTTGGTGAAATCTTTTGATCGT
	GecuE^8      GCCGTGAGAAGCATCGGAATTGTTATCGTTACGCTAGCGCGTGAAGAAATATCAATTTCCCGTACAGCAGAAACGTATACGTGTACAATTTTTTATCTGTTGGTGAAATYTTTTGATCGT
	GecuE^9       GCCGTGAGAAGCATCGGAATTGTTATCGTTACGCTAGCGCGTGAAGAAATATCAATTTCCCGTACAGCAGAAACGTATACGTGTACAAYTTTTTATCTGTTGGTGAAATCTTTTGATCGT
	GecuE^10       GCCGTGAGAAGCATCGGAATTGTTATCGTTACGCTAGCGCGTGAAGAAATATCAATTTCCCGTACAGCAGAAACGTMTACGTGTACAAYTTTTTATCTGTTGGTGAAATCTTTTGATCGT
	GecuE^11      GCCGTGAGAAGCATCGGAATTGTTATCGTTACGCTAGCGCGTGAAGAAATATCAATTTCCCGTACAGCAGAAACGTATACGTGTACAATTTTTTATCTGTTGGTGAAATCTTTTGATCGT
	GlicC^15     GCCGTGAGAAGCATCGGAATTGTTATCGTTACGCTAGCGCGTGAAGAAATATCAATTTCCCGTACAGCAGAAACGTATACGTGTACAATTTTTTATCTGTTGGTGAAATCTTTTGATCGT
	GlicP^17      GCCGTGAGAAGCATCGGAATTGTTATCGTTACGCTAGCGCGTGAAGAAATATCAATTTCCCGTACAGCAGAAACGTATACGTGTACAATTTTTTATCTGTTGGTGAAATCTTTTGATCGT
	GlicP^18      GCCGTGAGAAGCATCGGAATTGTTATCGTTACGCTAGCGCGTGAAGNAATATCAATTTCCCGTACAGCAGAAACGTATACGTGTACAATTTTTTATCTGTTGGTGAAATCTTTTGATCGN
	GlicP^19      GCCGTGANAAGCATCGGAATTGTTATCGTTACGCTAGCGCGTGAAGAAATATCAANNTCCCGTACAGCAGAAACGTATACGTGTACAATTTTTTATCTGTTGGTGAAATCTTTTGATCGT
	GlicE^20      GCCGTGAGAAGCATCGGAATTGTTATCGTTACGCTAGCGCGTGAAGAAATATCAATTT-CCGTACAGCAGAAACGTATACGTGTACAATTTTTTATCTGTTGGNGAAATC-TTTGATCGT
	GlicE^21      GCCGTGAGAAGCATCGGAATTGTTATCGTTACGCTAGCGCGTGAAGAAATATCAATTTCCCGTACAGCAGAAACGTATACGTGTACAATTTTTTATCTGTTGGTGAAATCTTTTGATCGT
	GlicE^22      GCCGTGAGAAGCATCGGAATTGTTATCGTTACGCTAGCGCGTGAAGAAATATCAATTTCCCGTACAGCAGAAACGTATACGTGTACAATTTTTTATCTGTTGGTGAAATCTTTTGATCGT
	GlicE^23       GCCGTGAGAAGCATCGGAATTGTTATCGTTACGCTAGCGCGTGAAGAAATATCAATTTCCCGTACAGCAGAAACGTATACGTGTACAATTTTTTATCTGTTGGTGAAATCTTTTGATCGT
	GlicE^24       GCCGTGAGAAGCATCGGAATTGTTATCGTTACGCTAGCGCGTGAAGAAATATCAATTTCCCGTACAGCAGAAACGTATACGTGTACAATTTTTTATCTGTTGGTGAAATCTTTTGATCGT
	GlicE^25      GCCGTGAGAAGCATCGGAATTGTTATCGTTACGCTAGCGCGTGAAGAAATATCAATTTCCCGTACAGCAGAAACGTATACGTGTACAATTTTTTATCTGTTGGTGAAATCTTTTGATCGT
	GlicE^26      GCCGTGAGAAGCATCGGAATTGTTATCGTTACGCTAGCGCGTGAAGAAATATCAATTTCCCGTACAGCAGAAACGTATACGTGTACAATTTTTTATCTGTTGGTGAAATYTTTTGATCGT
	GmorB^27    GCCGTGAGAAGCATCGGAATTGTTATCGTTAYGCTAGCGCGTGAAGAAATATCAATTTCCCGTACAGCAGAAACGTATACGTGTACAATTTTTTATCTGTTGGTGAAATCTTTTGATCGT
	GpasB^28    GCCGTGAGAAGCATCGGAATTGTTATCGTTACGCTAGCGCGTGAAGAAATATCAATTTCCCGTACAGCAGAAACGTATACGTGTACAATTTTTTATCTGTTGGTGAAATCTTTTGATCGT
	GpasB^29    GCCGTGAGAAGCATCGGAATTGTTATCGTTACGCTAGCGCGTGAAGAAATATCAATTTCCCGTACAGCAGAAACGTATACGTGTACAATTTTTTATCTGTTGGTGAAATCTTTTGATCGT


17 120
	GecuC^1     TGCATTTGTAAACCACTGTTATGTTTTGCAAACATACTGTCCCTATTATGCACGTATTCCTTTATGTTACACCGCAATTAGCTGTGCGTGCTTTACATTTACGTGATGTGAA-CCCTGTT
	GecuC^2     TGCATTTGTAAACCACTGTTATGTTTTGCAAACATACTGTCCCTATTATGCACGTATTCCTTTATGTTACACCGCAATTAGCTGTGCGTGCTTTACATTTACGTGATGTGAAGCCCTGTT
	GecuP^4      TGCATTTGTAAACCACTGTTATGTTTTGCAAACATACTGTCCCTATTATGCACGTATTCCTTTATGTTACACCGCAATTAGCTGTGCGTGCTTTACATTTACGTGATGTGAAGCCCTGTT
	GecuP^5      TGCATTTGTAAACCACTGTTATGTTTTGCAAACATACTGTCCCTATTATGCACGTATTCCTTTATGTTACACCGCAATTAGCTGTGCGTGCTTTACATTTACGTGATGTGAAGCCCTGTT
	GecuE^8       TGCATTTGTAAACCACTGTTATGTTTTGCAAACATACTGTCCCTATTATGCACGTATTCCTTTATGTTACACCGCAATTAGCTGTGCGTGCTTTACATTTACGTGATGTGAAGCCCTGTT
	GecuE^9      TGCATTTGTAAACCACTGTTATGTTTTGCAAACATACTGTCCCTATTATGCACGTATTCCTTTATGTTACACCGCAATTAGCTGTGCGTGCTTTACATTTACGTGATGTGAAGCCCTGTT
	GlicC^15     TGCATTTGTAAACCACTGTTATGTTTTGCAAACATACTGTCCCTATTATGCACGTATTCCTTTATGTTACACCGCAATTAGCTGTGCGTGCTTTACATTTACGTGATGTGAAGCCCTGTT
	GlicC^16     TGCATTTGTAAACCACTGTTATGTTTT-CAAACATACTGTCCCTATTATGCACGTATTCCTTTATGTTACACCGCAATTAGCTGTGCGTGCTTTACATTTACGTGATGTGAAGCCCTGTT
	GlicP^17      TGCATTTGTAAACCACTGTTATGTTTTGCAAACATACTGTCCCTATTATGCACGTATTCCTTTWTGTTACACCGCAATTAGCTGTGCGTGCTTTACATTTACGTGAYGTGAAGCCCTGTT
	GlicP^18      TGCATTTGTAAACCACTGTTATGTTTTGCAAACATACTGTCCCTATTATGCACGTATTCCTTT-TGTTACACCGCAATTAGCTGTGCGTGCTTTACATTTACGTGATGTGAAGCCCTGTT
	GlicE^20      TGCATTTGTAAACCACTGTTATGTTTTGCAAACRTACTGTCCCTATTATGCACGTATTCCTTTATGTTACACCGCAATTAGCTGTGCGTGCTTTACATTTACGTGATGTGAAGCCCTGTT
	GlicE^21      TGCATTTGTAAACCACTGTTATGTTTTGCAAACATACTGTCCCTATTATGCACGTATTCCTTTATGTTACACCGCAATTAGCTGTGCGTGCTTTACATTTACGTGATGTGAAGCCCTGTT
	GlicE^22       TGCATTTGTAAACCACTGTTATGTTTTGCAAACATACTGTCCCTATTATGCACGTATTCCTTTATGTTACACCGCAATTAGCTGTGCGTGCTTTACATTTACGTGATGTGAAGCCCTGTT
	GlicE^23      TGCATTTGTAAACCACTGTTATGTTTTGCAAACATACTGTCCCTATTATGCACGTATTCCTTTATGTTACACCGCAATTAGCTGTGCGTGCTTTACATTTACGTGATGTGAAGCCCTGTT
	GmorB^27    TGCATTTGTAAACCACTGTTWTGTTTTRCAAACATACTGTCCCTATTATGCACGTATTCCTTTATGTTACACCGCAATTAGCTGTGCGTGCTTTACATTTACGTGATGTGAAGCCCTGTT
	GpasB^28    TGCATTTGTAAACCACTGTTATGTTTTGCAAACATACTGTCCCTATTATGCACGTATTCCTTTATGTTACACCGCAATTAGCTGTGCGTGCTTTAYATTTACGTGATGTGAAGCCCTGTT
	GpasB^29    TGCATTTGTAAACCACTGTTATGTTTTGCAAACATACTGTCCCTATTATGCACGTATTCCTTTATGTTACACCGCAATTAGCTGTGCGTGCTTTAYATTTACGTGATGTGAAGCCCTGTT


18 120
	GecuC^1     TTTCAAACATATTTTTCCGTGTAGTCGGACGTGGTTGATACACAATATCTTTTATTCTTTCCCACACGTAAAAATCTAGCACGTTGTGATCCGGAGATCTAGGAGGCAACGGAAACAAAC
	GecuP^4     TTTCAAACATATTTTTCCGTGTAGTCGGACGTGGTTGATACACAATATCTTTTATTCTTTCCCACACGTAAAAATCTAGCACGTTGTGATCCGGAGATCTAGGAGGCAACGGAAACAAAC
	GecuP^5      TTTCAAACATATTTTTCCGTGTAGTCGGACGTGGTTGATACACAATATCTTTTATTCTTTCCCACACGTAAAAATCTAGCACGTTGTGATCCGGAGATCTAGGAGGCAACGGAAACAAAC
	GecuE^8      TTTCAAACATATTTTTCCGTGTAGTCGGACGTGGTTGATACACAATATCTTTTATTCTTTCCCACACGTAAAAATCTAGCACGTTGTGATCCGGAGATCTAGGAGGCAACGGAAACAAAC
	GecuE^9       TTTCAAACATATTTTTCCGTGTAGTCGGACGTGGTTGATACACAATATCTTTTATTCTTTCCCACACGTAAAAATCTAGCACGTTGTGATCCGGAGATCTAGGAGGCAACGGAAACAAAC
	GecuE^10       TTTCAAACATATTTTTCCGTGTAGTCGGACGTGGTTGATACACAATATCTTTTATTCTTTCCCACACGTAAAAATCTAGCACGTTGTGATCCGGAGATCTAGGAGGCAACGGAAACAAAC
	GlicC^15     TTTCAAACATATTTTTCCGTGTAGTCGGACGTGGTTGATACACAATATCTTTTATTCTTTCCCACACGTAAAAATNTAGCACGTTGTGATCCGGAGATCTAGGAGGCAACGGAAACAAAC
	GlicP^17      TTTCAAACATATTTTTCCGTGTNGTCGGACGTGGTTGATACACAATATCTTTTATTCTTTCCCACACGTAAAAATCTAGCACGTTGTGATCCGGAGATCTAGGAGGCAACGGAAACAAAC
	GlicP^18      TTTCAAACATATTTTTCCGTGTAGTCGGACGTGGTTGATACACAATATCTTTTATTCTTTCCNACACGTAAAAATCTAGCACGTTGTGNTCCGGAGATCTAGGAGGCAACGGANACAAAC
	GlicE^20      TTTCAAACATATTTTTCCGTGTAGTCGGACGTGGTTGATACACAATATCTTTTATTCTTTCCCACACGTAAAAATCTAGCACGTTGTGATCCGGAGATCTAGGAGGCAACGGAAACAAAC
	GlicE^21      TTTCAAACATATTTTTCCGTGTAGTCGGACGTGGTTGATACACAATATCTTTTATTCTTTCCCACACGTAAAAATCTAGCACGTTGTGATCCGGAGATCTAGGAGGCAACGGAAACAAAC
	GlicE^22       TTTCAAACATATTTTTCCGTGTAGTCGGACGTGGTTGATACACAATATCTTTTATTCTTTCCCACACGTAAAAATCTAGCACGTTGTGATCCGGAGATCTAGGAGGCAACGGAAACAAAC
	GlicE^23       TTTCAAACATATTTTTCCGTGTAGTCGGACGTGGTTGATACACAATATCTTTTATTCTTTCCCACACGTAAAAATCTAGCACGTTGTGATCCGGAGATCTAGGAGGCAACGGAAACAAAC
	GlicE^24      TTTCAAACATATTTTTCCGTGTAGTCGGACGTGGTTGATACACAATATCTTTTATTCTTTCCCACACGTAAAAATCTAGCACGTTGTGATCCGGAGATCTAGGAGGCAACGGAAACAAAC
	GlicE^25      TTTCAAACATATTTTTCCGTGTAGTCGGACGTGGTTGATACACAATATCTTTTATTCTTTCCCACACGTAAAAATCTAGCACGTTGTGATCCGGAGATCTAGGAGGCAACGGAAACAAAC
	GmorB^27    TTTCAAACATATTTTTMCGTGTAGTCGGACGTGGTTGATACACAATATCTTTTATTCTTTCCCACACGTAAAAATCTAGCACGTTGTGATCCGGAGATCTAGGAGGCAACGGAAACAAAC
	GpasB^28    TTTCAAACATATTTTTACGTGTAGTCGGACGTGGTTGATACACAATATCTTTTATTCTTTCCCACACGTAAAAATCTAGCACGTTGTGATCCGGAGATCTAGGAGGCAACGGAAACAAAT
	GpasB^29    TTTCAAACATATTTTTACGTGTAGTCGGACGTGGTTGATACACAATATCTTTTATTCTTTCCCACACGTAAAAATCTAGCACGTTGTGATCCGGAGATCTAGGAGGCAACGGAAACAAA-


17 120
	GecuC^1     GCTCTTGCATTTCCAAAAACACATTGTTCACGTTATAAACGGCGTATTCGTTCACATACACGTGTAAGACTCGACTTTGCTCTCGCATTTCYGAAAAATGCCGATTATGCTGGCTGATCA
	GecuP^4     GCTCTTGCATTTCCAAAAACACATTGTTCACGTTATAAACGGCGTATTCGTTCACATACACGTGTAAGACTCGACTTTGCTCTMGCATTTCTGAAAAATGCCGATTATGCTGGCTGATCA
	GecuE^8      GCTCTTGCATTTCCAAAAACACATTGTTCACGTTATAAACGGCGTATTCGTTCACATACACGTGTAAGACTCGACTTTGCTCTCGCATTTCTGAAAAATGCCGATTATGCTGGCTGATCA
	GecuE^9       GCTCTTGCATTTCCAAAAACACATTGTTCACGTTATAAACGGCGTATTCGTTCACATACAYGTGTAAGACTCGACTTTGCTCTCGCATTTCCGAAAAATGCCGATTATGCTGGCTGATCA
	GecuE^10       GCTCTTGCATTTCCAAAAACACATTGTTCACGTTATAAACGGCGTATTCGTTCACATACACGTGTAAGACTCGACTTTGCTCTCGCATTTCYGAAAAATGCCGATTATGCTGGCTGATCA
	GecuE^11      GCTCTTGCATTTCCAAAAACACATTGTTCACGTTATAAACGGCGTATTCGTTCACATACACGTGTAAGACTCGACTTTGCTCTCGCATTTCCGAAAAATGCCRATTATGCTGGCTGATCA
	GlicC^15     GCTCTTGCATYTCCAAAAACACATTGTTCACGTTATAAACGGCGTATTCGTTCACATACACGTGTAAGACTCGACTTTGCTCTCGCATTTCCGMAAAATGCCGATTATGCTGGCTGATCA
	GlicP^17      GCTCTTGCATTTCCAAAAACACATTGTTCACGTTATAAACGGCGTATTCGTTCACATACACGTGTAAGACTCGACTTTGCTCTCGCATTTCYGAAAAATGCCGRTTATGCTGGCTGATCA
	GlicE^20      GCTCTTGCATTTCCAAAAACACATTGTTCACGTTATAAACGGCGTATTCGTTCACATACACGTGTAAGACTCGACTTTGCTCTCGCATTTCYGAAAAATGCCGRTTATGCTGGCTGATCA
	GlicE^21      GCTCTTGCATYTCCAAAAACACATTGTTCACGTTATAAACGGCGTATTCGTTCACATACACGTGTAAGAYTCGACTTTGCTCTCGCATTTCCGAAAAATGCCGRTTATGCTGGCTGATCA
	GlicE^22      GCTCTTGCATTTCCAAAAACACATTGTTCACGTTATAAACGGCGTATTCGTTCACATACACGTGTAAGACTCGACTTTGCTCTCGCATTTCYGAAAAATGCCGATTATGCTGGCTGATCA
	GlicE^23       GCTCTTGCATTTCCAAAAACACATTGTTCACGTTATAAACGGCGTATTCGTTCACATACACGTGTAAGACTCGACTTTGCTCTCGCATTTCYGAAAAATGCCGATTATGCTGGCTGATCA
	GlicE^24       GCTCTTGCATTTCCAAAAACACATTGTTCACGTTATAAACGGCGTATTCGTTCACATACACGTRTAAGACTCGACTTTGCTCTCGCATTTCCGAAAAATGCCGATTATGCTGGCTGATCA
	GlicE^25      GCTCTTGCATTTCCAAAAACACATTGTTCACGTTATAAACGGCGTATTCGTTCACATACACGTGTAAGACTCGACTTTGCTCTCGCATTTCCGAAAAATGCCGATTATGCTGGCTGATCA
	GmorB^27    GCTCTTGCATTTCCAAAAACACATTGTTCACGTTATAAACGGCGTATTCGTTCACATACACGTGTAAGACTCGACTTTGCTCTCGCATTTCCGAAAAATGCCGATTATGCTGGCTGATCA
	GpasB^28    GCTCTTGCATTTCCAAAAACACATTGTTCACGTTATAAACGGCGTATTCGTTCACATACATGTGTAAGACTCGACTTTGCTCTCGCATTTCCGAAAAATGCCGATTATGCTGGCTGATCA
	GpasB^29    GCTCTTGCATTTCCAAAAACACATTGTTCACGTTATAAACGGCGTATTCGTTCACATACACGTGTAAGACTCGACTTTGCTCTCGCATTTCCGAAAAATGCCGATTATGCTGGCTGATCA


19 120
	GecuC^1     CGAGAACATTGTCAATAACCGCTTTCACACAATTCATGTCAATGAGTGCATTTTCAAATCGTTTGTCCCTCATCAAACGACGAATGTCCGGTCCATCAAATATTTTTGTAAAATAAATNN
	GecuP^4     CGAGAACATTGTCAATAACCGCTTTCACACAATTCATGTCAATGAGTGCATTTTCAAATCGTTTGTCCCTCATCAAACGACGAATGTCCGGTCCATCAAATATTTTTGTAAAATAAAT--
	GecuP^5      CGAGAACATTGTCAATAACCGCTTTCACACAATTCATGTCAATGAGTGCATTTTCAAATCGTTTGTCCCTCATCAAACGACGAATGTCCGGTCCATCAAATATTTTTGTAAAATAAAT--
	GecuP^6      CGAGAACATTGTCAATAACCGCTTTCACACAATTCATGTCAATGAGTGCATTTTCAAATCGTTTGTCCCTCATCAAACGACGAATGTCCGGTCCATCAAATATTTTTGTAAAATAAAT--
	GecuE^8      CGAGAACATTGTCAATAACCGCTTTCACACAATTCATGTCAATGAGTGCATTTTCAAATCGTTTGTCCCTCATCAAACGACGAATGTCCGGTCCATCAAATATTTTTGTAAAATAAAT--
	GecuE^9       CGAGAACATTGTCAATAACCGCTTTCACACAATTCATGTCAATGAGTGCATTTTCAAATCGTTTGTCCCTCATCAAACGACGAATGTCCGGTCCATCAAATATTTTTGTAAAATAAAT--
	GecuE^10       CGAGAACATTGTCAATAACCGCTTTCACACAATTCATGTCAATGAGTGCATTTTCAAATCGTTTGTCCCTCATCAAACGACGAATGTCCGGTCCATCAAATATTTTTGTAAAATAAAT--
	GecuE^11      CGAGAACATTGTCAATAACCGCTTTCACACAATTCATGTCAATGAGTGCATTTTCAAATCGTTTGTCCCTCATCAAACGACGAATGTCCGGTCCATCAAATATTTTTGTAAAATAAATAT
	GlicC^15     CGAGAACATTGTCAATAACCGCTTTCACACAATTCATGTCAACGAGTGCATTTTCAAATCGTTTGTCCCTCATCAAACGGCGAATGTCCGGTCCATCAAATATTTTTGTAAAATAAAT--
	GlicP^17      CGAGAACATTGTCAATAACCGCTTTCACACAATTCATGTCAATGAGTGCATTTTCAAATCGTTTGTCCCTCATCAAACGACGAATGTCCGGTCCATCAAATATTTTTGTAAAATAAATAT
	GlicP^18      CGAGAACATTGTCAATAACCGCTTTCACACAATTCATGTCAAYGAGTGCATTTTCAAATCGTTTGTCCCTCATCAAACGRCGAATGTCCGGTCCATCAAATATTTTTGTAAAATAAATAT
	GlicE^20      CGAGAACATTGTCAATAACCGCTTTCACACAATTCATGTCAATGAGTGCATTTTCAAATCGTTTGTCCCTCATCAAACGACGAATGTCCGGTCCATCAAATATTTTTGTAAAATAAATAT
	GlicE^21       CGAGAACATTGTCAATAACCGCTTTCACACAATTCATGTCAAYGAGTGCATTTTCAAATCGTTTGTCCCTCATCAAACGRCGAATGTCCGGTCCATCAAATATTTTTGTAAAATAAATAT
	GlicE^22       CGAGAACATTGTCAATAACCGCTTTCACACAATTCATGTCAAYGAGTGCATTTTCAAATCGTTTGTCCCTCATCAAACGRCGAATGTCCGGTCCATCAAATATTTTTGTAAAATAAATAT
	GlicE^23      CGAGAACATTGTCAATAACCGCTTTCACACAATTCATGTCAATGAGTGCATTTTCAAATCGTTTGTCCCTCATCAAACGACGAATGTCCGGTCCATCAAATATTTTTGTAAAATAAATAT
	GlicE^24      CGAGAACATTGTCAATAACCGCTTTCACACAATTCATGTCAATGAGTGCATTTTCAAATCGTTTGTCCCTCATCAAACGACGAATGTCCGGTCCATCAAATATTTTTGTAAAATAAATAT
	GmorB^27    CGAGAACATTGTCAATAACCGCTTTCACACAATTCATGTCAATGAGTGCATTTTCAAATCGTTTGTCCCTCATCAAACGGCGAATGTCCGGTCCATCAAATATTTTTGTAAAATAAAT--
	GpasB^28    CGAGAACATTGTCAATAACCGCTTTCACACAATTCATGTCAATGAGTGCATTTTCAAATCGTTTGTCCCTCATCAAACGACGAATGTCCGGTCCATCAAATATTTTTGTAAAATAAAT--
	GpasB^29    CGAGAACATTGTCAATAACCGCTTTCACACAATTCATGTCAATGAGTGCATTTTCAAATCGTTTGTCCCTCATCAAACGACGAATGTCCGGTCCATCAAATATTTTTGTAAAATAAAT--


18 120
	GecuC^1     GACAGAGGAACKCCAGATATATTCGTACGAGTCGGAAACTAAACAGCAATCAACTATTTGGGTGTTCCCAGATGAACCGAATCCAACAAAAGTTCGCTCACGAAGCGCTTCC-AAGAAAA
	GecuP^4     GACAGAGGAACTCCAGATATATTCGTACGAGTCGGAAACTAAACAGCAATCAACTATTTGGGTGTTCCCAGATGAACCGAATCCAACAAAAGTTCGCTCACGAAGCGCTTCC-AAGAAAA
	GecuP^5     GACAGAGGAACTCCAGATATATTCGTACGAGTCGGAAACTAAACAGCAATCAACTATTTGGGTGTTCCCAGATGAACCGAATCCAACAAAAGTTCGCTCACGAAGCGCTTCC-AARAAAA
	GecuP^6      GACAGAGGAACTCCAGATATATTCGTACGAGTCGGAAACTAAACAGCAATCAACTATTTGGGTGTTCCCAGATGAACCGAATCCAACAAAAGTTCKCTCACGAAGCGCTTCC-AAGAAAA
	GecuE^8      GACAGAGGAACTCCAGATATATTCGTACGAGTCGGAAACTAAACAGCAATCAACTATTTGGGTGTTCCCAGATGAACCGAATCCAACAAAAGTTCGYTCACGAAGCGCTTCCNAARAAAA
	GecuE^9       GACAGAGGAACTCCAGATATATTCGTACGAGTCGGAAACTAAACAGCAATCAACTATTTGGGTGTTCCCAGATGAACCGAATCCAACAAAAGTTCKCTCACGAAGCGCTTCC-AAGAAAA
	GecuE^10       GACAGAGGAACTCCAGATATATTCGTACGAGTCGGAAACTAAACAGCAATCAACTATTTGGGTGTTCCCAGATGAACCGAATCCAACAAAAGTTCGCTCACGAAGCGCTTCC-AAGAAAA
	GlicC^15     GACAGAGGAACTCCAGATATATTCGTACGAGTCGGAAACTAAACAGCAATCAACTATTTGGGTGTTCCCAGATGAACCGAATCCAACAAAAGYTCGCTCACGAAGCGCTTCC-AARAAAA
	GlicP^17      GACAGAGGAACTCCAGATATATTCGTACGAGTCGGAAACTAAACAGCAATCAACTATTTGGGTGTTCCCAGATGAACCGAATCCAACAAAAGTTCGCTCACGAAGCGCTTCC-AAGAAAA
	GlicE^20      GACAGAGGAACTCCAGATATATTCGTACGAGTCGGAAACTAAACAGCAATCAACTATTTGGGTGTTCCCAGATGAACCGAATCCAACAAAAGTTCGCTCACGAAGCGCTTCC-AAGAAAA
	GlicE^21      GACAGAGGAACTCCNGATATATTCGTACGAGTCGGAAACTAAACAGCAATCAACTATTTGGGTGTTCCCAGATGAACCGAATCCAACAAAAGNTCGCTCACGAAGCGCTTCC--AAAAAA
	GlicE^22      GACAGAGGAACTCCAGATATATTCGTACGAGTCGGAAACTAAACAGCAATCAACTATTTGGGTGTTCCCAGATGAACCGAATCCAACAAAAGTTCGCTCACGAAGCGCTTCC-AAGAAAA
	GlicE^23       GACAGAGGAACTCCAGATATATTCGTACGAGTCGGAAACTAAACAGCAATCAACTATTTGGGTGTTCCCAGATGAACCGAATCCAACAAAAGTTCGCTCACGAAGCGCTTCC-AAGAAAA
	GlicE^24       GACAGAGGAACTCCRGATATATTCGTACGAGTCGGAAACTAAACAGCAATCAACTATTTGGGTGTTCCCAGATGAACCGAATCCAACAAAAGYTCGCTCACGAAGCGCTTCC-AARAAAA
	GlicE^25      GACAGAGGAACTCCAGATATATTCGTACGAGTCGGAAACTAAACAGCAATCAACTATTTGGGTGTTCCCAGATGAACCGAATCCAACAAAAGTTNGCTCACGAAGCGCTTCC-AAGAAAA
	GlicE^26      GACAGAGGAACTCCAGATATATTCGTACGAGTCGGAAACTAAACAGCAATCAACTATTTGGGTGTTCCCAGATGAACCGAATCCAACAAAAGTTCGCTCACGAAGCGCTTCC-AAGAAAA
	GmorB^27    GACAGAGGAACTCCAGATATATTCGTACGAGTCGGAAACTAAACAGCAATCAACTATTTGGGTGTTCCCAGATGAACCGAATCCAACAAAAGTTCKCTCACGAAGCGCTTCC-AAGAAAA
	GpasB^28    GACAGAGGAACTCCAGATATATTCGTACGAGTCGGAAACTAAACAGCAATCAACTATTTGGGTGTTCCCAGATGAACCGAATCCAACAAAAGTTCGCTCACGAAGCGCTTCC-AAAAAAA


19 120
	GecuC^1     TGAAATATAAGTAGTCTTCATAAACTGTAATTGTTACTGGTCTATAGAAAGGAATTGTGTCCAAAATTTAGTAATAGCGCTMTTATTTCTCTYGTGCATTAGAAATTGTACAAGAAGTTC
	GecuP^4     TGAAATATAAGTAGTCTTCATAAACTATAATTGTTACTGGTCTATAGAAAGGAATTGYRTCCAAAATTTAGTAATAGCGCTATTATTTCTCTCGTGCATTAGAAATTGTACAAGAAGTTC
	GecuP^5      TGAAATATAAGTAGTCTTCATAAACTATAATTGTTACTGGTCTATAGAAAGGAATTGTGTCCAAAATTTAGTAATAGCGCTATTATTTCTCTCGTGCATTAGAAATTGTACAAGAAGTTC
	GecuE^8      TGAAATATAAGTAGTCTTCATAAACTATAATTGTTACTGGTCTATAGAAAGGAATTGYGTCCAAAATTTAGTAATAGCGCTATTATTTCTCTCGTGCATTAGAAATTGTACAAGAAGTTC
	GecuE^9       TGAAATATAAGTAGTYTTCATAAACTRTAATTGTTACTGGTCTATAGAAARGAATTGTGTCCAAAATTTAGTAATAGCGCTATTATTTCTCTCGTGCATTAGAAATTGTACAAGAAGTTC
	GecuE^10       TGAAATATAAGTAGTCTTCATAAACTRTAATTGTTACTGGTCTATAGAAAGGAATTGTGTCCAAAATTTAGTAATAGCGCTATTATTTCTYTCGTGCATTAGAAATTGTACAAGAAGTTC
	GecuE^11      TGAAATATAAGTAGTCTTCATAAACTGTAATTGTTACTGGTCTATAGAAAGGAATTGTGTCCAAAATTTAGTAATAGCGCTATTATTTCTCTCGTGCATTAGAAATTGTACAAGAAGTTC
	GlicC^15     TGAAATATAAGTAGTCTTCATAAACTATAATTGTTACTGGTCTATAGAAAGGAATTGTGTCCAAAATTTAGTAATAGCGCTATTATTTCTCTCGTGCATTAGAAATTGTACAAGAAGTTC
	GlicP^17      TGAAATATAAGTAGTCTTCATAAACTATAATTGTTACTGGTCTATAGAAAGGAATTGTGTCCAAAATTTAGTAATAGYGCTMTTATTTCTCTCGTGCATTAGAAATTGTACAAGAAGTTC
	GlicP^18      TGAAATATAAGTAGTCTTCATAAACTATAATTGTTACTGGTCTATAGAAAGGAATTGYGTCCAAAATTTAGTAATAGCGCTATTATTTCTYTCGTGCATTAGAAATTGTACAAGAAGTTC
	GlicE^20      TGAAATATAAGTAGTCTTCATAAACTATAATTGTTACTGGTCTATAGAAAGGAATTGYGTCCAAAATTTAGTAATAGCGCTATTATTTCTCTCGTGCATTAGAAATTGTACAAGAAGTTC
	GlicE^21      TGAAATATAAGTAGTCTTCATAAACTATAATTGTTACTGGTCTATAGAAAGGAATTGYGTCCAAAATTTAGTAATAGCGCTATTATTTCTCTCGTGCATTAGAAATTGTACAAGAAGTTC
	GlicE^22       TGAAATATAAGTAGTCTTCATAAACTATAATTGTTACTGGTCTATAGAAAGGAATTGTGTCCAAAATTTAGTAATAGCGCTATTATTTCTCTCGTGCATTAGAAATTGTACAAGAAGTTC
	GlicE^23       TGAAATATAAGTAGTCTTCATAAACTATAATTGTTACTGGTCTATAGAAAGGAATTGTGTCCAAAATTTAGTAATAGCGCTATTATTTCTCTCGTGCATTAGAAATTGTACAAGAAGTTC
	GlicE^24      TGAAATATAAGTAGTCTTCATAAACTATAATTGTTACTGGTCTATAGAAAGGAATTGTGTCCAAAATTTAGTAATAGCGCTATTATTTCTCTCGTGCATTAGAAATTGTACAAGAAGTTC
	GlicE^25      TGAAATATAAGTAGTCTTCATAAACTATAATTGTTACTGGTCTATAGAAAGGAATTGTGTCCAAAATTTAGTAATAGCGCTATTATTTCTCTCGTGCATTAGAAATTGTACAAGAAGTTC
	GmorB^27    TGAAATATAAGTAGTCTTCATAAACTATAATTGTTACTGGTCTATAGAAAGGAATTGTGTCCAAAATTTAGTAATAGCGCTATTATTTCTYTCGTGCATTAGAAATTGTACAAGAAGTTC
	GpasB^28    TGAAATATAAGTAGTCTTCATAAACTATAATTGTTACTGGTCTATAGAAAGGAATTGTRTCCAAAATTTAGTAATAGCGCTATTATTTCTCTCGTGCATTAGAAATTGTACAAGAAGTTC
	GpasB^29    TGAAATATAAGTAGTCTTCATAAACTATAATTGTTACTGGTCTATAGAAAGGAATTGTGTCCAAAATTTAGTAATAGCGCTMTTATTTCTYTCGTGCATTAGAAATTGTACAAGAAGTTC


18 120
	GecuC^1     TGCAATTATTCAAGAAGTATGCGAAATGCTGACGACTTGGACGRAAACAAACCAAACTCCACACTGATCTGAAATTTGTTCAATTCATGAAGAATAGAGCCCATCATGAAGGCATAAATT
	GecuP^4     TGCAATTATTCAAGAAGTATGCGAAATGCTGACGACTTGGACGAAAACAAACCAAACTCCACACTGATCTGAAATTTGTTCAATTCATGAAGAATAGAGCCCATCATGAAGGCATAAATT
	GecuP^5     TGCAATTATTCAAGAAGTATGCGAAATGCTGACGACTTGGACGRAAACAAACCAAACTCCACACTGATCTGAAATTTGTTCAATTCATGAAGAATAGAGCCCATCATGAAGGCATAAATT
	GecuP^6      TGCAATTATTCAAGAAGTATGCGAAATGCTGACGACTTGGACG-AAACAAACCAAACTCCACACTGATCT-AAATTTGTTCAATTCATGAAGAATAGAGCCCATCATGAAGGCATAAATT
	GecuP^7      TGCAATTATTCAAGAAGTATGCGAAATGCTGACGACTTGGACGGAAACAAACCAAACTCCACACTGATCTGAAATTTGTTCAATTCATGAAGAATAGAGCCCATCATGAAGGCATAAATT
	GecuE^8      TGCAATTATTCAAGAAGTATGCGAAATGCTGACGACTTGGACGRAAACAAACCAAACTCCACACTGATCTGAAATTTGTTCAATTCATGAAGAATAGAGCCCATCATGAAGGCATAAATT
	GecuE^9       TGCAATTATTCAAGAAGTATGCGAAATGCTGACGACTTGGACGGAAACAAACCAAACTCCACACTGATCTGAAATTTGTTCAATTCATGAAGAATAGAGCCCATCATGAAGGCATAAATT
	GecuE^10       TGCAATTATTCAAGAAGTATGCGAAATGCTGACGACTTGGACGGAAACAAACCAAACTCCACACTGATCTGAAATTTGTTCAATTCATGAAGAATAGAGCCCATCATGAAGGCATAAATT
	GlicC^15     TGCAATTATTCAAGAAGTATGCGAAATGCTGACGACTTGGACGGAAACAAACCAAACTCCACACTGATCTGAAATTTGTTCAATTCATGAAGAATAGAGCCCATCATGAAGGCATAAATT
	GlicP^17      TGCAATTATTCAAGAAGTATGCGAAATGCTGACGACTTGGACGGAAACAAACCAAACTCCACACTGATCTGAAATTTGTTCAATTCATGAAGAATAGAGCCCATCATGAAGGCATAAATT
	GlicE^20      TGCAATTATTCAAGAAGTATGCGAAATGCTGACGACTTGGACGGAAACAAACCAAACTCCACACTGATCTGAAATTTGTTCAATTCATGAAGAATAGAGCCCATCATGAAGGCATAAATT
	GlicE^21      TGCAATTATTCAAGAAGTATGCGAAATGCTGACGACTTGGACGGAAACAAACCAAACTCCACACTGATCTGAAATTTGTTCAATTCATGAAGAATAGAGCCCATCATGAAGGCATAAATT
	GlicE^22       TGCAATTATTCAAGAAGTATGCGAAATGCTGACGACTTGGACGGAAACAAACCAAACTCCACACTGATCTGAAATTTGTTCAATTCATGAAGAATAGAGCCCATCATGAAGGCATAAATT
	GlicE^23       TGCAATTATTCAAGAAGTATGCGAAATGCTGACGACTTGGACGGAAACAAACCAAACTCCACACTGATCTGAAATTTGTTCAATTCATGAAGAATAGAGCCCATCATGAAGGCATAAATT
	GlicE^24      TGCAATTATTCAAGAAGTATGCGAAATGCTGACGACTTGGACGGAAACAAACCAAACTCCACACTGATCTGAAATTTGTTCAATTCATGAAGAATAGAGCCCATCATGAAGGCATAAATT
	GlicE^25      TGCAATTATTCAAGAAGTATGCGAAATGCTGACGACTTGGACGGAAACAAACCAAACTCCACACTGATCTGAAATTTGTTCAATTCATGAAGAATAGAGCCCATCATGAAGGCATAAATT
	GmorB^27    TGCAATTATTCAAGAAGTATGCGAAATGCTGACGACTTGGACGAAAACAAACCAAACTCCACACTGATCTGAAATTTGTTCAATTCATGAAGAATAGAGCCCATCATGAAGGCATAAATT
	GpasB^28    TGCAATTATTCAAGAAGTATGCGAAATGCTGACGACTTGGACGGAAACAAACCAAACTCCACACTGATCTGAAATTTGTTCAAATCATGAAGAATAGAGCCTATCATGAAGGCATAAATT


17 120
	GecuC^1     AGGAATAATATTGCCGATATATAAAAAAGGAGGGAAGAGAGAATGCAATAACTACAAGGGAATCACATTATCAAGTGTTCCAGGAAAAATAATGGCAAGAATCATGGAACGAAGAATAAG
	GecuP^4     AGGAATAATATTGCCGATATATAAAAAAGGAGGGAAGAGAGAATGCAATAACTACAAGGGAATCACATTATCAAGTGTTCCAGGAAAAATAATGGCAAGAATCATGGAACGAAGAATAAG
	GecuP^5      AGGAATAATATTGCCGATATATAAAAAAGGAGGGAAGAGAGAATGCAATAACTACAAGGGAATCACATTATCAAGTGTTCCAGGAAAAATAATGGCAAGAATCATGGAACGAAGAATAAG
	GecuE^8      AGGAATAATATTGCCGATATATAAAAAAGGAGGGAAGAGAGAATGCAATAACTACAAGGGAATCACATTATCAAGTGTTCCAGGAAAAATAATGGCAAGAATCATGGAACGAAGAATAAG
	GecuE^9       AGGAATAATATTGCCGATATATAAAAAAGGAGGGAAGAGAGAATGCAATAACTACAAGGGAATCACATTATCAAGTGTTCCAGGAAAAATAATGGCAAGAATCATGGAACGAAGAATAAG
	GecuE^10       AGGAATAATATTGCCGATATATAAAAAAGGAGGGAAGAGAGAATGCAATAACTACAAGGGAATCACATTATCAAGTGTTCCAGGAAAAATAATGGCAAGAATCATGGAACGAAGAATAAG
	GlicC^15     AGGAATAATATTGCCGATATATAAAAAAGGAGGGAAGAGAGAATGCAATAACTACAAGGGAATCACATTATCAAGTGTTCCAGGAAAAATAATGGCAAGAATCATGGAACGAAGAATAAG
	GlicP^17      AGGAATAATATTGCCGATATATAAAAAAGGAGGGAAGAGAGAATGCAATAACTACAAGGGAATCACATTATCAAGTGTTCCAGGAAAAATAATGGCAAGAATCATGGAACGAAGAATAAG
	GlicE^20      AGGAATAATATTGCCGATATATAAAAAAGGAGGGAAGAGAGAATGCAATAACTACAAGGGAATCACATTATCAAGTGTTCCAGGAAAAATAATGGCAAGAATCATGGAACGAAGAATAAG
	GlicE^21      AGGAATAATATTGCCGATATATAAAAAAGGAGGGAAGAGAGAATGCAATAACTACAAGGGAATCACATTATCAAGTGTTCCAGGAAAAATAATGGCAAGAATCATGGAACGAAGAATAAG
	GlicE^22       AGGAATAATATTGCCGATATATAAAAAAGGAGGGAAGAGAGAATGCAATAACTACAAGGGAATCACATTATCAAGTGTTCCAGGAAAAATAATGGCAAGAATCATGGAACGAAGAATAAG
	GlicE^23       AGGAATAATATTGCCGATATATAAAAAAGGAGGGAAGAGAGAATGCAATAACTACAAGGGAATCACATTATCAAGTGTTCCAGGAAAAATAATGGCAAGAATCATGGAACGAAGAATAAG
	GlicE^24      AGGAATAATATTGCCGATATATAAAAAAGGAGGGAAGAGAGAATGCAATAACTACAAGGGAATCACATTATCAAGTGTTCCAGGAAAAATAATGGCAAGAATCATGGAACGAAGAATAAG
	GlicE^25      AGGAATAATATTGCCGATATATAAAAAAGGAGGGAAGAGAGAATGCAATAACTACAAGGGAATCACATTATCAAGTGTTCCAGGAAAAATAATGGCAAGAATCATGGAACGAAGAATAAG
	GmorB^27    AGGAATAATATTGCCGATATATAAAAAAGGAGGGAAGAGAGAATGCAATAACTACAAGGGAATCACATTATCAAGTGTTCCAGGAAAAATAATGGCAAGAATCATGGAACGAAGAATAAG
	GpasB^28    AGGAATAATATTGCCGATATATGAAAAAGGAGGGAAGAGAGAATGCAATAACTACAAGGGAATCACATTATCAAGTGTTCCAGGAAAAATAATGGCAAGAATCATGGAACGAAGAATAAG
	GpasB^29    AGGAATAATATTGCCGATATATGAAAAAGGAGGGAAGAGAGAATGCAATAACTACAAGGGAATCACATTATCAAGTGTTCCAGGAAAAATAATGGCAAGAATCATGGAACGAAGAATAAG


20 120
	GecuC^1     ACGCGTCGTTTGAATCCATKCTTCGTCCGAATGTAAAACCCATAAAACGCCACTCCATACCGGTCGACTAYATTTATCAGACACGGTACAACACGTGAGCGGCGCCTCTATACACACAGA
	GecuP^4     ACGCGTCGTTTGAATCCATGCTTCGTCCGAATGTAAAACCCATAAAACGCCACTCYATACCGGTCGACTACATTTATCAGACACGGTACAACACGTGAGCGGCGCCTCTATACACACAGA
	GecuP^5     ACGCGTCGTTTGAATCCATGCTTCGTCCGAATGTAAAACCCATAAAACGCCACTCCATACCGGTCGACTACATTTATCAGACACGGTACAACACGTGAGCGGCGCCTCTATACACACAGA
	GecuP^6      ACGCGTCGTTTGAATCCATGCTTCGTCCGAATGTAAAACCCATAAAACGCCACTCCATACCGGTCGACTACATTTATCAGACACGGTACAACACGTGAGCGGCGCCTCTATACACACAGA
	GecuE^8      ACGCGTCGTTTGAATCCATGCTTCGTCCGAATGTAAAACCCATAAAACGCCACTCCATACCGGTCGACTACATTTATCAGACACGGTACAACACGTGAGCGGCGCCTCTATACACRCAGA
	GecuE^9       ACGCGTCGTTTGAATCCATGCTTCGTCCGAATGTAAAACCCATAAAACGCCACTCCATACCGGTCGACTACATTTATCAGACACGGTACAACACGTGAGCGGCGCCTCTATACACACAGA
	GecuE^10       ACGCGTCGTTTGAATCCATGCTTCGTCCGAATGTAAAACCCATAAAACGCCACTCTATACCGGTCGACTACATTTATCAGACACGGTACAACACGTGAGCGGCGCCTCTATACACACAGA
	GecuE^11       ACGCGTCGYTTGAATCCATGCTTCGTCCGAATGTAAAACCCATAAAACGCCACTCCATACCGGTCGACTACATTTATCAGACACGGTACAACACGTGAGCGGCGCCTCTATACACACAGA
	GecuE^12      ACGCGTCGTTTGAATCCATGCTTCGTCCGAATGTAAAACCCATAAAACGCCACTCCATNCCGGTCGACTACATTTATCAGACACGGTACAACACGTGAGCGGCGCCTCTATACACACAGA
	GlicC^15     ACGCGTCGTTTGAATCCATGCTTCGTCCGAATGTAAAACCCATAAAACGCCACTCCATACCGGTCGACTAYATTTATCAGACACGGTACAACACGTGAGCGGCGCCTCTATACACACAGA
	GlicP^17      ACGCGTCGTTTGAATCCATGCTTCGTCCGAATGTAAAACCCATAAAACGCCACTCCATACCGGTCGACTACATTTATCAGACACGGTACAACACGTGAGCGGCGCCTCTATACACACAGA
	GlicE^20      ACGCGTCGTTTGAATCCATGCTTCGTCCGAATGTAAAACCCATAAAACGCCACTCCATACCGGTCGACTAYATTTATCAGACACGGTACAACACGTGAGCGGCGCCTCTATACACACAGA
	GlicE^21      ACGCGTCGTTTGAATCCATGCTTCGTCCGAATGTAAAACCCATAAAACGCCACTCYATACCGGTCGACTACATTTATCAGACACGGTACAACACGTGAGCGGCGCCTCTATACACACAGA
	GlicE^22       ACGCGTCGTTTGAATCCATGCTTCGTCCGAATGTAAAACCCATAAAACGCCACTCCATACCGGTCGACTAYATTTATCAGACACGGTACAACACGTGAGCGGCGCCTCTATACACACAGA
	GlicE^23       ACGCGTCGTTTGAATCCATGCTTCGTCCGAATGTAAAACCCATAAAACGCCACTCCATACCGGTCGACTAYATTTATCAGACACGGTACAACACGTGAGCGGCGCCTCTATACACACAGA
	GlicE^24      ACGCGTCGTTTGAATCCATGCTTCGTCCGAATGTAAAACCCATAAAACGCCAYTCCATACCGGTCGACTAYATTTATSAGACACGGTACAACACGTGAGCGGCGCCTCTATACACACAGA
	GlicE^25      ACGCGTCGTTTGAATCCATGCTTCGTCCGAATGTAAAACCCATAAAACGCCACTCCATACCGGTCGACTASATTTATCAGACACGGTACAACACGTGAGCGGCGCCTCTRTACACACAGA
	GmorB^27    ACGCGTCGTTTGAATCCATGCTTCGTCCGAATGTAAAACCCATAAAACGCCACTCCATACCGGTCGACTACATTTATCAGACACGGTACAACACGTGAGCGGCGCCTCTATACACACAGA
	GpasB^28    ACGCGTCGTTTGAATCCATGCTTCGTCCGAATGTAAAACCCATAAAACGCCACTCCATACCGGTCGACTACATTTATCAGACACGGTACAACACGTGAGCGGCGCCTCTATACACACAGA
	GpasB^29    ACGCGTCGTTTGAATCCATGCTTCGTCCGAATGTAAAACCCATAAAACGCCACTCCATACCGGTCGACTACATTTATCAGACACGGTACAACACGTGAGCGGCGCCTCTATACACACAGA


17 120
	GecuC^1     CAA-AAACGCTGAAAAAACGAGGCTGTAAATCGACATCGCTCTAGTTTTCGTTCGATTTATAGTTAGATATGCGTTTCTGGTCGACGAATTTGACGGTTTCCGATAGAAAATGAACCACT
	GecuP^4     CAA-AAACGCTGAAAAAACGAGGCTGTAAATCGACATCGCTCTAGTTTTCGTTCGATTTATAGTTAGGTATGCGTTTCTGGTCGACGAATTTGACGGTTTCCGATAGAAAATGAACCACT
	GecuP^5     CAA-AAACGCTGAAAAAACGAGGCTGTAAATCGACATCGCTCTAGTTTTCGTTCGATTTATAGTTAGGTATGCGTTTCTGGTCGACGAATTTGACGGTTTCCGATAGAAAATGAACCACT
	GecuP^6      CAA-AAACRCTGAAAAAACGAGGCTGTAAATCGACATCGCTCTAGTTTTCGTTCGATTTATAGTTAGRTATGCGTTTCTGGTCGACGAATTTGACGGTTTCCGATAGAAAATGAACCACT
	GecuE^8      CAANAAACGCTGAAAAAACGAGGCTGTAAATCGACATCGCTCTAGTTTTCGTTCGATTTATAGTTAGATATGCGTTTCTGGTCGACGAATTTGACGGTTTCCGATAGAAAATGAACCACT
	GecuE^9       CAA-AAACGCTGAAAAAACGAGGCTGTAAATCGACATCGCTCTAGTTTTCGTTCGATTTATAGTTAGGTATGCGTTTCTGGTCGACGAATTTGACGGTTTCCGATAGAAAATGAACCACT
	GecuE^10       CAA-AAACGCTGAAAAAACGAGGCTGTAAATCGACATCGCTCTAGTTTTCGTTCGATTTATAGTTAGGTATGCGTTTCTGGTCGACGAATTTGACGGTTTCCGATAGAAAATGAACCACT
	GlicC^15     CAA-AAACGCTGAAAAAACGAGGCTGTAAATCGNNATCGCTCTAGTTTTCGTTCGATTTATAGTTAGGTATGCGTTTCTGGTCGACGNNNTTGACGGTTTCCGATAGAAAATGAACCACT
	GlicP^17      CAA-AAACGCTGAAAAAACGAGGCTGTAAATCGMMATCGCTCTAGTTTTCGTTCGATTTATAGTTAGGTATGCGTTTCTGGTCGACGAATTTGACGGTTTCCGATAGAAAATGAACCACT
	GlicE^20      CAA-AAACGCTGAAAAAACGAGGCTGTAAATCGACATCGCTCYAGTTTTCGTTCGATTTATAGTTAGGTATGCGTTTCTGGTCGACGAATTTRACGGTTTCCGATAGAAAATKAACCACT
	GlicE^21      CAA-AAACGCTGAAAAAACGAGGCTGTAAATCGACATCGCTCTAGTTTTCGTTCGATTTATAGTTAGGTATGCGTTTCTGGTCGACGAATTTGACGGTTTCCGATAGAAAATGAACCACT
	GlicE^22       CAA-AAACGCTGAAAAAACGAGGCTGTAAATCGACATCGCTCTAGTTTTCGTTCGATTTATAGTTAGGTATGCGTTTCTGGTCGACGAATTTGACGGTTTCCGATAGAAAATGAACCACT
	GlicE^23       CAA-AAACGCTGAAAAAACGAGGCTGTAAATCGACATCGCTCTAGTTTTCGTTCGATTTATAGTTAGGTATGCGTTTCTGGTCGACGAATTTGACGGTTTCCGATAGAAAATGAACCACT
	GlicE^24      CAA-AAACGCTGAAAAAACGAGGCTGTAAATCGACATCGCTCTAGTTTTCGTTCGATTTATAGTTAGGTTTGCGTTTCTNGTCGACGAATTTGACGGTTTCCGATAGAAAATGAACCACT
	GlicE^25      CAA-AAACGCTGAAAAAACGAGGCTGTAAATCGMMATCGCTCTAGTTTTCGTTCGATTTATAGTTAGGTATGCGTTTCTGGTCGACGAATTTGACGGTTTCCGATAGAAAATGAACCACT
	GmorB^27    CAA-AAACGCTGAAAAAACGAGGCTGTAAATCGACATCGCTCTAGTTTTCGTTCGATTTATAGTTAGGTATGCGTTTCTGGTCGASGAATTTGACGGTTTCCGATAGAAAATGAACCACT
	GpasB^28    CAA-AAACGCTGAAAAAACGAGGCTGTAAATCGACATCGCTCTAGTTTTCGTTCGATTTATAGTTAGRTATGCGTTTCTGGTCGACGAATTTGACGGTTTCCGATAGAAAATGAACCACT


17 120
	GecuC^1     ATGAAAATCTGCTACTCGGCGCTGCAGGTCAACAGCAAGATAATCTCGCCGGAACAGCAGCAGTATCAGGACGTGCTGCGTCAGAACTACAAGAAGCTCTCGGCGTCGCTCTCGACGCTG
	GecuP^4     ATGAAAATCTGCTACTCGGCGCTGCAGGTCAACAGCAAGATAATCTCGCCGGAACAGCAGCAGTATCAGGACGTGCTGCGTCAGAACTACAAGAAGCTCTCGGCGTCGCTCTCGACGCTG
	GecuE^8      ATGAAAATCTGCTACTCGGCGCTGCAGGTCAACAGCAAGATAATCTCGCCGGAACAGCAGCAGTATCAGGACGTGCTGCGTCAGAACTACAAGAAGCTCTCGGCGTCGCTCTCGACGCTG
	GecuE^9       ATGAAAATCTGCTACTCGGCGCTGCAGGTCAACAGCAAGATAATCTCGCCGGAACAGCAGCAGTATCAGGACGTGCTGCGTCAGAACTACAAGAAGCTCTCGGCGTCGCTCTCGACGCTG
	GecuE^10       ATGAAAATCTGCTACTCGGCGCTGCAGGTCAACAGCAAGATAATCTCGCCGGAACAGCAGCAGTATCAGGACGTGCTGCGTCAGAACTACAAGAAGCTCTCGGCGTCGCTCTCGACGCTG
	GecuE^11       ATGAAAATCTGCTACTCGGCGCTGCAGGTCAACAGCAAGATAATCTCGCCGGAACAGCAGCAGTATCAGGACGTGCTGCGTCAGAACTACAAGAAGCTCTCGGCGTCGCTCTCGACGCTG
	GlicC^15     ATGAAAATCTGCTACTCGGCGCTGCAGGTCAACAGCAAGATAATCTCGCCGGAACAGCAGCAGTATCARGACGTGCTGCGTCAGAACTACAAGAAGCTCTCGGCGTCGCTCTCGACGCTG
	GlicP^17      ATGAAAATCTGCTACTCGGCGCTGCAGGTCAACAGCAAGATAATCTCGCCGGAACAGCAGCAGTATCARGACGTGCTGCGTCAGAACTACAAGAAGCTCTCGGCGTCGCTCTCGACGCTG
	GlicE^20      ATGAAAATCTGCTACTCGGCGCTGCAGGTCAACAGCAAGATAATCTCGCCGGAACAGCAGCAGTATCARGACGTGCTGCGTCAGAACTACAAGAAGCTCTCGGCGTCGCTCTCGACGCTG
	GlicE^21      ATGAAAATCTGCTACTCGGCGCTGCAGGTCAACAGCAAGATAATCTCGCCGGAACAGCAGCAGTATCAAGACGTGCTGCGTCAGAACTACAAGAAGCTCTCGGCGTCGCTCTCGACGCTG
	GlicE^22       ATGAAAATCTGCTACTCGGCGCTGCAGGTCAACAGCAAGATAATCTCGCCGGAACAGCAGCAGTATCARGACGTGCTGCGTCAGAACTACAAGAAGCTCTCGGCGTCGCTCTCGACGCTG
	GlicE^23       ATGAAAATCTGCTACTCGGCGCTGCAGGTCAACAGCAAGATAATCTCGCCGGAACAGCAGCAGTATCARGACGTGCTGCGTCAGAACTACAAGAAGCTCTCGGCGTCGCTCTCGACGCTG
	GlicE^24      ATGAAAATCTGCTACTCGGCGCTGCAGGTCAACAGCAAGATAATCTCGCCGGAACAGCAGCAGTATCARGACGTGCTGCGTCAGAACTACAAGAAGCTCTCGGCGTCGCTCTCGACGCTG
	GlicE^25      ATGAAAATCTGCTACTCGGCGCTGCAGGTCAACAGCAAGATAATCTCGCCGGAACAGCAGCAGTATCARGACGTGCTGCGTCAGAACTACAAGAAGCTCTCGGCGTCGCTCTCGACGCTG
	GmorB^27    ATGAAAATCTGCTACTCGGCGCTGCAGGTCAACAGCAAGATAATCTCGCCGGAACAGCAGCAGTATCARGACGTGCTGCGTCAGAACTACAAGAAGCTCTCGGCGTCGCTCTCGACGCTG
	GpasB^28    ATGAAAATCTGCTACTCGGCGCTGCAGGTCAACAGCAAGATAATCTCGCCGGAACAGCAGCAGTATCARGACGTGCTGCGTCAGAACTACAAGAAGCTCTCGGCGTCGCTCTCGACGCTG
	GpasB^29    ATGAAAATCTGCTACTCGGCGCTGCAGGTCAACAGCAAGATAATCTCGCCGGAACAGCAGCAGTATCAGGACGTGCTGCGTCAGAACTACAAGAAGCTCTCGGCGTCGCTCTCGACGCTR


21 120
	GecuC^1     GGTTCTGCTGCTTTTATTGAGACGAAGGGACAACCTCATATACARTACCGAGTGATAGATGAACATAGTACATAAATATATCAGATCGGCTATAACGGTTTATACAGACATACCTACTTG
	GecuP^4     GGTTCTGCTGCTTTTATTGAGACGAAGGGACAACCTCATATACAATACCGAGTGATAGATGAACATAGTACATAAATATATCAGATCGGCTATAACGGTTTATACAGACATACCTACYTG
	GecuP^5     GGTTCNGCTGCTTTTATTGAGACGAAGGGACAACCTCATATACAATACCGAGTGATAGATGAACATAGTACATAAATATATCAGATCGGCTATAACGGTTTATACAGACATACCTACTTN
	GecuP^6      GGTTCTGCTGCTTTTATTGAGACGAAGGGACAACCTCATATACAATACCGAGTGATAGATGAACATAGTACATAAATATATCAGATCGGCTATAACGGTTTATACAGACATACCTACTTG
	GecuP^7      GGTTCTGCTGCTTTTATTGAGACGAAGGGACAACCTCATATACAATACCGAGTGATAGATGAACATAGTACATAAATATATCAGATCGGCTATAACGGTTTATACAGACATNCCTACNTG
	GecuE^8      GGTTCTGCTGCTTTTATTGAGACGAAGGGACAACCTCATATACAATACCGAGTGATAGATGAACATAGTACATAAATATATCAGATCGGCTATAACGGTTTATACAGACATACCTACYTG
	GecuE^9       GGTTCTGCTGCTTTTATTGAGACGAAGGGACAACCTCATATACAATACCGAGTGATAGATGAACATAGTACATAAATATATCAGATCGGCTATAACGGTTTATACAGACATACCTACTTG
	GecuE^10       GGTTCTGCTGCTTTTATTGAGACGAAGGGACAACCTCATATACAATACCGAGTGATAGATGAACATAGTACATAAATATATCAGATCGGCTATAACGGTTTATACAGACATACCTACTTG
	GecuE^11      GGTTCTGCTGCTTTTATTGAGACGAAGGGACAACCTCATATACAATACCGAGTGATAGATGAACATAGTACATAAATATATCAGATCGGCTATAACGGTTTATACAGACATACCTACTTG
	GlicC^15     GGTTCTGCTGCTTTTATTGAGACGAAGGGACAACCTCATATACAATACCGAGTGATAGATGAACATAGTACATAAATATATCAGATCGGCTATAACGGTTTATACAGACATACCTACTTG
	GlicP^17      GGTTCTGCTGCTTTTATTGAGACGAAGGGACAACCTCATATACAATACCGAGTGATAGATGAACATAGTACATAAATATATCAGATCGGCTATAACGGTTTATACAGACATACCTACTTG
	GlicE^20      GGTTCTGCTGCTTTTATTGAGACGAAGGGACAACCTCATATACAATACCGAGTGATAGATGAACATAGTACATAAATATATCAGATCGGCTATAACGGTTTATACAGACATACCTACTTG
	GlicE^21      GGTTCTGCTGCTTTTATTGAGACGAAGGGACAACCTCATATNCAATANCGAGTGATAGATGAACATAGTACATAAATATATCAGATCGGCTATAACGGTTTATACAGACATACCTACTTG
	GlicE^22      GGTTCTGCTGCTTTTATTGAGACGAAGGGACAACCTCATATACAATACCGAGTGATAGATGAACATAGTACATAAATATATCAGATCGGCTATAACGGTTTATACAGACATACCTACYTG
	GlicE^23       GGTTCTGCTGCTTTTATTGAGACGAAGGGACAACCTCATATACAATACCGAGTGATAGATGAACATAGTACATAAATATATCAGATCGGCTATAACGGTTTATACAGACATACCTACTTG
	GlicE^24       GGTTCTGCTGCTTTTATTGAGACGAAGGGACAACCTCATATACAATACCGAGTGATAGATGAACATAGTACATAAATATATCAGATCGGCTATAACGGTTTATACAGACATACCTACTTG
	GlicE^25      GGTTCTGCTGCTTTTATTGAGACGAAGGGACAACCTCATATACAATACCGAGTGATAGATGAACATAGTACATAAATATATCAGATCGGCTATAACGGTTTATACAGACATACCTACTTG
	GlicE^26      GGTTCTGCTGCTTTTATTGAGACGAAGGGACAACCTCATATACAATACCGAGTGATAGATGAACATAGTACATAAATATATCAGATCGGCTATAACGGTTTATACAGACATACCTACTTG
	GmorB^27    GGTTCTGCTGCTTTTATTGAGACGAAGGGACAACCTCATATACAATACCGAGTGATAGATGAACATAGTACATAAATATATCAGATCGGCTATAACGGTTTATACAGACATACCTACTTG
	GpasB^28    GGTTCTGCTGCTTTTATTGAGACGAAGGGACAACCTCATATACAATACCGAGTGATAGATGAACATAGTACATAAATATATCAGATCGGCTATAACGGTTTATACAGACATACCTACTTG
	GpasB^29    GGTTCTGCTGCTTTTATTGAGACGAAGGGACAACCTCATATACAATACCGAGTGATAGATGAACATAGTACATAAATATATCAGATCGGCTATAACGGTTTATACAGACATACCTACTTG


17 120
	GecuC^1     CCTTGACCTAGACGTCCGTAACTGCCTTCTCCGCAAGCTAGGACTGTNCCATTTGCTTGAATCACGAAAGTGCAATTGTGGCCACAAATTATCTTCTTAGCGGAAGCGAAAGATTCTACN
	GecuP^4     CCTTGACCTAGACGTCCGTAACTGCCTTCTCCGCAAGCTAGGACTGTCCCATTTGCTTGAATCACGAAAGTGCAATTGTGGCCACAAATTATCTTCTTAGCGGAAGCGAAAGATTCTACT
	GecuP^5      CCTTGACCTAGACGTCCGTAACTGCCTTCTCCGCAAGCTAGGACTGTCCCATTTGCTTGAATCACGAAAGTGCAATTGTGGCCACAAATTATCTTCTTAGCGGAAGCGAAAGATTCTACT
	GecuE^8      CCTTGACCTAGACGTCCGTAACTGCCTTCTCCGCAAGCTAGGACTGTCCCATTTGCTTGAATCACGAAAGTGCAATTGTGGCCACAAATTATCTTCTTAGCGGAAGCGAAAGATTCTACC
	GecuE^9       CCTTGACCTAGACGTCCGTAACTGCCTTCTCCGCAAGCTAGGACTGTCCCATTTGCTTGAATCACGAAAGTGCAATTGTGGCCACAAATTATCTTCTTAGCGGAAGCGAAAGATTCTACY
	GecuE^10       CCTTGACCTAGACGTCCGTAACTGCCTTCTCCGCAAGCTAGGACTGTCCCATTTGCTTGAATCACGAAAGTGCAATTGTGGCCACAAATTATCTTCTTAGCGGAAGCGAAAGATTCTACT
	GecuE^11      CCTTGACCTAGACGTCCRTAACTGCCTTCTCCGCAAGCTAGGACTGTCCCATTTGCTTGAATCACGAAAGTGCAATTRTGGCCACAAATTATCTTCTTAGCGGAAGCGAAAGATTCTACC
	GlicC^15     CCTTGACCTAGACGTCCGTAACTGCCTTCTCCGCAAGCTAGGACTGTCCCATTTGCTTGAATCACGAAAGTGCAATTGTGGCCACAAATTATCTTCTTAGCGGAAGCGAAAGATTCTACT
	GlicP^17      CCTTGACCTAGACGTCCGTAACTGCCTTCTCCGCAAGCTAGGACTGTCCCATTTGCTTGAATCACGAAAGTGCAATTGTGGCCACAAATTATCTTCTTAGCGGAAGCGAAAGATTCTACT
	GlicE^20      CCTTGACCTAGACGTCCGTAACTGCCTTCTCCGCAAGCTAGGACTGTCCCATTTGCTTGAATCACGAAAGTGCAATTGTGGCCACAAATTATCTTCTTAGCGGAAGCGAAAGATTCTACT
	GlicE^21      CCTTGACCTAGACGTCCGTAACTGCCTTCTCCGCAAGCTAGGACTGTCCCATTTGCTTGAATCACGAAAGTGCAATTGTGGCCACAAATTATCTTCTTAGCGGAAGCGAAAGATTCTACT
	GlicE^22       CCTTGACCTAGACGTCCGTAACTGCCTTCTCCGCAAGCTAGGACTGTCCCATTTGCTTGAATCACGAAAGTGCAATTGTGGCCACAAATTATCTTCTTAGCGGAAGCGAAAGATTCTACT
	GlicE^23       CCTTGACCTAGACGTCCGTAACTGCCTTCTCCGCAAGCTAGGACTGTCCCATTTGCTTGAATCACGAAAGTGCAATTGTGGCCACAAATTATCTTCTTAGCGGAAGCGAAAGATTCTACY
	GlicE^24      CCTTGACCTAGACGTCCGTAACTGCCTTCTCCGCAAGCTAGGACTGTCCCATTTGCTTGAATCACGAAAGTGCAATTGTGGCCACAAATTATCTTCTTAGCGGAAGCGAAAGATTCTACT
	GmorB^27    CCTTGACCTAGACGTCCGTAACTGCCTTCTCCGCAAGCTAGGACTGTCCCATTTGCTTGAATCACGAAAGTGCAATTGTGGCCACAAATTATCTTCTTAGCGGAAGCGAAAGATTCTACT
	GpasB^28    CCTTGACCTAGACGTCCGTAACTGCCTTCTCCGCAAGCTAGGACTGTCCCATTTGCTTGAATCACGAAAGTGCAATTGTGGCCACAAATTATCTTCTTAGCGGAAGCGAAAGATTCTACT
	GpasB^29    CCTTGACCTAGACGTCCGTAACTGCCTTCTCCGCAAGCTAGGACTGTCCCATTTGCTTGAATCACGAAAGTGCAATTGTGGCCACAAATTATCTTCTTAGCGGAAGCGAAAGATTCTACT


18 120
	GecuC^1     CTATACAAATGATCAAAATTTGTAACGTTTGTTTTTGTGAATGACATAAACTAAACTACGTAGAAGAGTTACGAATTTTACCGTTAGCCCTTTCTTGCAGAAACCATGTAAAT-AAAACT
	GecuP^4     CTATACAAATKATCAAAATTTGTAACGTTTGTTTTTGTGAATGACATAAACTAAACTACGTAGAAGAGTTACGAATTTTACCTTTAGCCCTTTCTTGCAGAAACCATGTAAATAAAAACT
	GecuE^8      CTATACAAATKATCAAAATTTGTAACGTTTGTTTTTGTGAATGACATAAACTAAACTACGTAGAAGAGTTACGAATTTTANCTTTAGCCCTTTCTTGCAGAAACCATGTAAATAAAAACT
	GecuE^9       CTATACAAATKATCAAAATTTGTAACGTTTGTTTTTGTGAATGACATAAACTAAACTACGTAGAAGAGTTACGAATTTTACCKTTAGCCCTTTCTTGCAGAAACCATGTAAATAAAAACT
	GecuE^10       CTATACAAATGATCAAAATTTGTAACGTTTGTTTTTGTGAATGACATAAACTAAACTACGTAGAAGAGTTACGAATTTTACCGTTAGCCCTTTCTTGCAGAAACCATGTAAATAAAAACT
	GecuE^11      CTATACAAATTATCAAAATTTGTAACGTTTGTTTTTGTGAATGACATAAACTAAACTACGTAGAAGAGTTACGAATTTTACCTTTAGCCCTTTCTTGCAGAAACCATGTAAATAAAAACT
	GlicC^15     CTATACAAATGATCAAAATTTGTAACGTTTGTTTTTGTGAATGACATAAACTAAACTACGTAGAAGAGTTACGAATTTTACCTTTAGCCCTTTCTTGCAGAAACCATGTAAATAAAAACT
	GlicP^17      CTATACAAATGATCAAAATTTGTAACGTTTGTTTTTGTGAATGACATAAACTAAACTACGTAGAAGAGTTACGAATTTTACCTTTAGCCCTTTCTTGCAGAAACCATGTAAATAAAAACT
	GlicE^20      CTATACAAATGATCAAAATTTGTAACGTTTGTTTTTGTGAATGACATAAACTRAACTACGTAGAAGAGTTACGAATTTTACCTTTAGCCCTTTCTTGCAGAAACCATGTAAATAAAAACT
	GlicE^21      CTATACAAATGATCAAAATTTGTAACGTTTGTTTTTGTGAATGACATAAACTAAACTACGTAGAAGAGTTACGAATTTTACCTTTAGCCCTTTCTTGCAGAAACCATGTAAATAAAAACT
	GlicE^22      CTATACAAATGATCAAAATTTGTAACGTTTGTTTTTGTGAATGACATAAACTAAACTACGTAGAAGAGTTACGAATTTTACCTTTAGCCCTTTCTTGCAGAAACCATGTAAATAAAAACT
	GlicE^23       CTATACAAATGATCAAAATTTGTAACGTTTGTTTTTGTGAATGACATAAACTAAACTACGTAGAAGAGTTACGAATTTTACCTTTAGCCCTTTCTTGCAGAAACCATGTAAATAAAAACT
	GlicE^24       CTATACAAATGATCAAAATTTGTAACGTTTGTTTTTGTGAATGACATAAACTAAACTACGTAGAAGAGTTACGAATTTTACCTTTAGCCCTTTCTTGCAGAAACCATGTAAATAAAAACT
	GlicE^25      CTATACAAATGATCAAAATTTGTAACGTTTGTTTTTGTGAATGACATAAACTAAACTACGTAGAAGAGTTACGAATTTTACCTTTAGCCCTTTCTTGCAGAAACCACGTAAATAAAAACT
	GlicE^26      CTATACAAATGATCAAAATTTGTAACGTTTGTTTTTGTGAATGACATAAACTAAACTACGTAGAAGAGTTACGAATTTTACCTTTAGCCCTTTCTTGCAGAAACCATGTAAATAAAAACT
	GmorB^27    CTATACAAATGATCAAAATTTGTAACGTTTGTTTTTGTGAATGACATAAACTAAACTACGTAGAAGAGTTACGAATTTTACCTTTAGCCCTTTCTTGCAGAAACCATGTAAATAAAAACT
	GpasB^28    CTATACAAATGATCAAAATTTGTAACGTTTGTTTTTGTGAATGACATAAACTAAACTACGTAGAAGAGTTACGAATTTTACCTTTAGCCCTTTCTTGCAGAAACCATGTAAATAAAAACT
	GpasB^29    CTATACAAATGATCAAAATTTGTAACGTTTGTTTTTGTGAATGACATAAACTAAACTACGTAGAAGAGTTACGAATTTTACCTTTAGCCCTTTCTTGCAGAAACCATGTAAATAAAAACT


16 120
	GecuC^1     GACTACTCTNTAGAATATAGACCAGGTACAAAGATGTCGCATGTTGACGCTTTGTGNCGAAATCCGGAACTTGTTGAACGCCGGGAAAGTGTAGAAAGTSTATATGTAAATATAAACGAG
	GecuP^4     GACTACTCTATAGAATATAGACCAGGTACAAAGATGTCGCATGTTGACGCTTTGTGTCGAAATCCGGAACTTGTTGAACGCCGGGAAAGTGTAGAAAGTSTATATGTAAATATAAACGAG
	GecuP^5      GACTACTCTATAGAATATAGANCAGGTACAAAGATGTCGCATGTTGACGCTTTGTGTCGAAATCCGGNACTTGTTGAACGCCGGGAAAGTGTAGAAAGTGTATATGTAAATATAAACGAG
	GecuE^8      GACTACTCTATAGAATATAGACCAGGTACAAAGATGTCGCATGTTGACGCTTTGTGTCGAAATCCGGAACTTGTTGAACGCCGGGAAAGTGTAGAAAGTGTATATGTAAATATAAACGAG
	GecuE^9       GACTACTCTATAGAATATAGACCAGGTACAAAGATGTCGCATGTTGACGCTTTGTGTCGAAATCCGGAACTTGTTGAACGCCGGGAAAGTGTAGAAAGTSTATATGTAAATATAAACGAG
	GecuE^10       GACTACTCTATAGAATATAGACCAGGTACAAAGATGTCGCATGTTGACGCTTTGTGTCGAAATCCGGAACTTGTTGAACGCCGGGAAAGTGTAGAAAGTSTATATGTAAATATAAACGAG
	GecuE^11      GACTACTCTATAGAATATAGACCAGGTACAAAGATGTCGCATGTTGACGCTTTGTGTCGAAATCCGGAACTTGTTGAACGCCGGGAAAGTGTAGAAAGTSTATATGTAAATATAAACGAG
	GlicC^15     GACTACTCTATAGAATATAGACCAGGTACAAAGATGTCGCATGTTGACGCTTTGTGTCGAAATCCGGAACTTGTTGAACGCCGGGAAAGTGTAGAAAGTGTATATGTAAATATAAACGAG
	GlicP^17      GACTACTCTATAGAATATAGACCAGGTACAAAGATGTCGCATGTTGACGCTTTGTGYCGAAATCCGGAACTTGTTGAACGCCGGGAAAGTGTAGAAAGTSTATATGTAAATATAAACGAG
	GlicE^20      GACTACTCTATAGAATATAGACCAGGTACAAAGATGTCGCAYGTTGACGCTTTGTGYCGAAATCCGGAACTTGTTGAACGCCGGGAAAGTGTAGAAAGTCTATATGTAAATATAAACGAG
	GlicE^21      GACTACTCTATAGAATATAGACCAGGTACAAAGATGTCGCATGTTGACGCTTTGTGYCGAAATCCGGAACTTGTTGAACGCCGGGAAAGTGTAGAAAGTSTATATGTAAATATAAACGAG
	GlicE^22       GACTACTCTATAGAATATAGACCAGGTACAAAGATGTCGCATGTTGACGCTTTGTGTCGAAATCCGGAACTTGTTGAACGCCGGGAAAGTGTAGAAAGTGTATATGTAAATATAAACGAG
	GlicE^23       GACTACTCTATAGAATATAGACCAGGTACAAAGATGTCGCATGTTGACGCTTTGTGTCGAAATCCGGAACTTGTTGAACGCCGGGAAAGTGTAGAAAGTGTATATGTAAATATAAACGAG
	GmorB^27    GACTACTCTATAGAATATAGACCAGGTACAAAGATGTCGCATGTTGACGCTTTGTGTCGAAATCCGGAACTTGTTGAACGCCGGGAAAGTGTAGAAAGTGTATATGTAAATATAAACGAG
	GpasB^28    GACTACTCTATAGAATATAGACCAGGTACAAAGATGTCGCATGTTGACGCTTTGTGYCGAAATCCGGAACTTGTTGAACGCCGGGAAAGTGTAGAAAGTCTATATGTAAATATAAACGAG
	GpasB^29    GACTACTCTATAGAATATAGACCAGGTACAAAGATGTCGCATGTTGACGCTTTGTGCCGAAATCCGGAACTTGTTGAACGCCGGGAAAGTGTAGAAAGTCTATATGTAAATATAAACGAG


19 120
	GecuC^1     GATGACACCTGAATTTTGAGTCAAAATCAATAGAAGCCACAAAAATGTTATACCTGCAATCGAGGAATAATTAGAAGATGCAGATGTGAGCCCTAAAACTAATGTTACAGCCGAGCTTTA
	GecuP^4      GATGACACCTGAATTTTGAGTCAAAATCAATAGAAGCCACAAAAATGTTATACCTGCAATCGAGGAATAATTAGAAGATGCAGATGTGAGNCCTAAAACTAATGTTACAGCCGAGCTTTA
	GecuP^5      GATGACACCTGAATTTTGAGTCAAAATCAATAGAAGCCACAAAAATGTTATACCTGCAATCGAGGAATAATTAGAAGATGCAGATGTGAGCCCTAAAAGTAATGTTACAGCCGAGCTTTA
	GecuE^8      GATGACACCTGAATTTTGAGTCAAAATCAATAGAAGCCACAAAAATGTTATACCTGCAATCGAGGAATAATTAGAAGATGCAGATGTGAGCCCTAAAACTAATGTTACAGCCGAGCTTTA
	GecuE^9       GATGACACCTGAATTTTGAGTCAAAATCAATAGAAGCCACAAAAATGTTATACCTGCAATCGCGGAATAATTAGAAGATGCAGATGTGAGCCCTAAAAGTAATGTTACAGCCGAGCTTTA
	GecuE^10       GATGACACCTGAATTTTGAGTCAAAATCAATAGAAGCCACAAAAATGTTATACCTGCAATCGAGGAATAATTAGAAGATGCAGATGTGAGCCCTAAAAGTAATGTTACAGCCGAGCTTTA
	GecuE^11      GATGACACCTGAATTTTGAGACAAAATCAATAGAAGCCACAAAAATGTTATACCTGCAATCGAAGAATAATTAGAAGATGCAGATGTGAGCCCTAAAACTAATGTTACAGCCGAGCTTTA
	GlicC^15     GATGACACCTGAATTTTGAGTCAAAATCAATAGAAGCCACAAAAATGTTATACCTGCAATCGAGGAATAATTAGAAGATGCAGATGTGAGCCCTAAAAGTAATGTTACAGCCGAGCTTTA
	GlicP^17      GATGACACCTGAATTTTGAGTCAAAATCAATAGAAGCCACAAAAATGTTATACCTGCAATCGAGGAATAATTAGAAGATGCAGATGTGAGCCCTAAAACTAATGTTACAGCCGAGCTTTA
	GlicE^20      GATGACACCTGAATTTTGAGTCAAAATCAATAGAAGCCACAAAAATGTTATACCTGCAATCGAGGAATAATTAGAAGATGCAGATGTGAGCCCTAAAACTAATGTTANAGCCGAGCTTTA
	GlicE^21      GATGACACCTGAATTTTGAGTCAAAATCAATAGAAGCCACAAAAATGTTATACCTGCAATCGAGGAATAATTAGAAGATGCAGATGTGAGCCCTAAAACTAATGTTACAGCCGAGCTTTA
	GlicE^22      GATGACACTTGAATTTTGAGACAAAATCAATAGAAGCCACAAAAATGTTATACCTGCAATCGAAGAATAATTAGAAGATGCAGATGTGAGCCCTAAAACTAATGTTACAGCCGAGCTTTA
	GlicE^23       GATGACACCTGAATTTTGAGTCAAAATCAATAGAAGCCACAAAAATGTTATACTTGCAATCGAAGAATAATTAGAAGATGCAGATATGAGCCCTAAAACTAATGTTACAGCCGAGCTTTA
	GlicE^24       GATGACACCTGAATTTTGAGTCAAAATCAATAGAAGCCACAAAAATGTTATACCTGCAATCGAGGAATAATTAGAAGATGCAGATGTGAGCCCTAAAACTAATGTTACAGCCGAGCTTTA
	GlicE^25      GATGACACCTGAATTTTGAGTCAAAATCAATAGAAGCCACAAAAATGTTATACCTGCAATCGAGGAATAATTAGAAGATGCAGATGTGAGCCCTAAAACTAATGTTACAGCCGAGCTTTA
	GlicE^26      GATGACACCTGAATTTTGAGTCAAAATCAATAGAAGCCACAAAAATGTTATACCTGCAATCGAGGAATAATTAGAAAATGCAGATGTGAGCCCTAAAACTAATGTTACAGCCGAGCTTTA
	GmorB^27    GATGACACCTGAATTTTGAGTCAAAATCAATAGAAGCCACAAAAATGTTATACCTGCAATCGAGGAATAATTAGAAGATGCAGATGTGAGCCCTAAAACTAATGTTACAGCCGAGCTTTA
	GpasB^28    GATGACACCTGAATTTTGAGWCAAAATCAATAGAAGCCACAAAAATGTTATACCTGCAATCGAGGAATAATTAGAAGATGCAGATGTGAGCCCTAAAAGTAATGTTACAGCCGAGCTTTA
	GpasB^29    GATGACACCTGAATTTTGAGTCAAAATCAATAGAAGCCACAAAAATGTTATACCTGCAATCGAGGAATAATTAGAAGATGCAGATGTGAGCCCTAAAAGTAATGTTACAGCCGAGCTTTA


18 120
	GecuC^1     ATTCAATGCTGCGTGAAGAACACTTATACTATTATATTACTCTCAATCAATCAGAAAGGTAAAYCGTTCAATGTTTTGNTGAAGTTTATTATTCAAAATGATCCAAAAAACTGCAGAATG
	GecuP^4     ATTCAATGCTGCGTGAAGAACACTTATACTATTATATTACTCTCAATCAATCAGAAAGGTAAATCGTTCAATGTTTTGCTGAAGTTTATTATTCAAAATGATCCAAAAAACTGCAGAATG
	GecuP^5     ATTCAATGCTGCGTGAAGAACACTTATACTATTATATTACTCTCAATCAATCAGAAAGGTAAACCGNTCAATGTTTTGCTGAAGTTTATTATTCAAAATGATCCAAAAAACTGCAGAATG
	GecuP^6      ATTCAATGCTGCGTGAAGAACACTTATACTATTATATTACTCTCAATCAATCAGAAAGGTAAACCGCTCAATGTTTTGCTGAAGTTTATTATTCAAAATGATCCAAAAAACTGCAGAATG
	GecuE^8      ATTCAATGCTGCGTGAAGAACACTTATACTATTATATTACTCTCAATCAATCAGAAAGGTAAAYCGYTCAATGTTTTGCTGAAGTTTATTATTCAAAATGATCCAAAAAACTGCAGAATG
	GecuE^9       ATTCAATGCTGCGTGAAGAACACTTATACTATTATATTACTCTCAATCAATCAGAAAGGTAAATCGTTCAATGTTTTGCTGAAGTTTATTATTCAAAATGATCCAAAAAACTGCAGAATG
	GecuE^10       ATTCAATGCTGCGTGAAGAACACTTATACTATTATATTACTCTCAATCAATCAGAAAGGTAAACCGTTCAATGTTTTGCTGAAGTTTATTATTCAAAATGATCCAAAAAACTGCAGAATG
	GecuE^11      ATTCAATGCTGCGTGAAGAACACTTATACTATTATATTACTCTCAATCAATCAGRAAGGTAAACCGTTCAATGTTTTGCTGAAGTTTATTATTCAAAATGATCCAAAAAACTGCAGAATG
	GlicC^15     ATTCAATGCTGCGTGAAGAACACTTATACTATTATATTACTCTCAATCAATCAGAAAGGTAAACCGCTCAATGTTCTGCTGAAGTTTATTATTCAAAATGATCCACAAAACTGCAGAATG
	GlicP^17      ATTCAATGCTGCGTGAAGAACACTTATACTATTATATTACTCTCAATCAATCAGAAAGGTAAACCGTTCAATGTTTTGCTGAAGTTTATTATTCAAAATGATCCAAAAAACTGCAGAATG
	GlicE^20      ATTCAATGCTGCGTGAAGAACACTTATACTATTATATTACTCTCAATCAATCAGAAAGGTAAACCGTTCAATGTTTTGCTGAAGTTTATTATTCAAAATGATCCAAAAAACTGCAGAATG
	GlicE^21      ATTCAATGCTGCGTGAAGAACACTTATACTATTATATTACTCTCAATCAATCAGAAAGGTAAAYCGTTCAATGTTTTGCTGAAGTTTATTATTCAAAATGATCCAAAAAACTGCAGAATG
	GlicE^22       ATTCAATGCTGCGTGAAGAACACTTATACTATTATATTACTCTCAATCAATCAGAAAGGTAAACCGTTCAATGTTTTGCTGAAGTTTATTATTCAAAATGATCCAAAAAACTGCAGAATG
	GlicE^23       ATTCAATGCTGCGTGAAGAACACTTATACTATTATATTACTCTCAATCAATCAGAAAGGTAAACCGTTCAATGTTTTGCTGAAGTTTATTATTCAAAATGATCCAAAAAACTGCAGAATG
	GlicE^24      ATTCAATGCTGCGTGAAGAACACTTATACTATTATATTACTCTCAATCAATCAGAAAGGTAAACCGTTCAATGTTTTGCTGAAGTTTATTATTCAAAATGATCCAAAAAACTGCAGAATG
	GmorB^27    ATTCAATGCTGCGTGAAGAACACTTATACTATTATATTACTCTCAATCAATCAGAAAGGTAAACCGTTCAATGTTTTGCTGAAGTTTATTATTCAAAATGATCCAAAAAACTGCAGAATG
	GpasB^28    ATTCAATGCTGCGTGAAGAACACTTATACTATTATATTACTCTCAATCAATCAGAAAGGTAAAYCGTTCAATGTTTTGCTGAAGTTTATTATTCAAAATGATCCAAAAAACTGCAGAATG
	GpasB^29    ATTCAATGCTGCGTGAAGAACACTTATACTATTATATTACTCTCAATCAATCAGAAAGGTAAAYCGTTCAATGTTTTGCTGAAGTTTATTATTCAAAATGATCCAAAAAACTGCAGAATG


18 120
	GecuC^1     ACTTCTCTCTAATGATTCTTCAACTCCTAAGTTATATGGTCCCCTAAAATTCACAAACCTAATATCCCCTTACGCCCCATTGTTAGCACTATCAATAGCCCTACTTACAAACTATCRAAG
	GecuP^4     ACTTCTCTCTAATGATTCTTCAACTCCTAAGTTATATGGTCCCCTAAAATTCACAAACCTAATATCCCCTTACGCCCCATTGTTAGCACTATCAATAGCCCTACTTACAAACTATCGAAG
	GecuP^5     ACTTCTCTCTAATGATTCTTCAACTCCTAAGTTATATGGTCCCSTAAAATTCACAAACCTAATATCCCCTTACGCCCCATTGTTAGCACTATCAATAGCCCTACTTACAAACTATCGAAG
	GecuE^8      ACTTCTCTCTAATGATTCTTCAACTCCTAAGTTATATGGTCCCCTAAAATTCACAAACCTAATATCCCCTTACGCCCCATTGTTAGCACTATCAATAGCCCTACTTACAAACTATCGAAG
	GecuE^9       ACTTCTCTCTAATGATTCTTCAACTCCTAAGTTATATGGTCCCCTAAAATTCACAAACCTAATATCCCCTTACGCCCCATTGTTAGCACTATCAATAGCCCTACTTACAAACTATCRAAG
	GecuE^10       ACTTCTCTCTAATGATTCTTCAACTCCTAAGTTATATGGTCCCCTAAAATTCACAAACCTAATATCCCCTTACGCCCCATTGTTAGCACTATCAATAGCCCTACTTACAAACTATCGAAG
	GecuE^11      ACTTCTCTCTAATGATTCTTCAACTCCTAAGTTATATGGTCCCSTAAAATTCACAAACCTAATATCCCCTTACGCCCCATTGTTAGCACTATCAATAGCCCTACTTACAAACTATCRAAG
	GlicC^15     ACTTCTCTCTAATGATTCTTCAACTCCTAAGTTATATGGTCCCCTAAAATTCACAAACCTAATATCCCCTTACGCCCCATTGTTAGCACTATCAATAGCCCTACTTACAAACTATCRAAG
	GlicP^17      ACTTCTCTCTAATGATTCTTCAACTCCTAAGTTATATGGTCCCCTAAAATTCACAAACCTAATATCCCCTTACGCCCCATTGTTAGCACTATCAATAGCCCTACTTACAAACTATCGAAG
	GlicE^20      ACTTCTCTCTAATGATTCTTCAACTCCTAAGTTATATGGTCCCCTAAAATTCACAAACCTAATATCCCCTTACGCCCCATTGTTAGCACTATCAATAGCCCTACTTACAAACTATCGAAG
	GlicE^21      ACTTCTCTCTAATGATTCTTCAACTCCTAAGTTATATGGTCCCCTAAAATTCACAAACCTAATATCCCCTTACGCCCCATTGTTAGCACTATCAATAGCCCTACTTACAAACTATCGAAG
	GlicE^22      ACTTCTCTCTAATGATTCTTCAACTCCTAAGTTATATGGTCCCCTAAAATTCACAAACCTAATATCCCCTTACGCCCCATTGTTAGCACTATCAATAGCCCTACTTACAAACTATCGAAG
	GlicE^23       ACTTCTCTCTAATGATTCTTCAACTCCTAAGTTATATGGTCCCCTAAAATTCACAAACCTAATATCCCCTTACGCCCCATTGTTAGCACTATCAATAGCCCTACTTACAAACTATCGAAG
	GlicE^24       ACTTCTCTCTAATGATTCTTCAACTCCTAAGTTATATGGTCCCCTAAAATTCACAAACCTAATATCCCCTTACGCCCCATTGTTAGCACTATCAATAGCCCTACTTACAAACTATCGAAG
	GlicE^25      ACTTCTCTCTAATGATTCTTCAACTCCTAAGTTATATGGTCCCCTAAAATTCACAAACCTAATATCCCCTTACGCCCCATTGTTAGCACTATCAATAGCCCTACTTACAAACTATCGAAG
	GmorB^27    ACTTCTCTCTAATGATTCTTCAACTCCTAAGTTATATGGTCCCSTAAAATTCACAAACCTAATATCCCCTTACGCCCCATTGTTAGCACTATCAATAGCCCTACTTACAAACTATCGAAG
	GpasB^28    ACTTCTCTCTAATGATTCTTCAACTCCTAAGTTATATGGTCCCCTAAAATTCACAAACCTAATATCCCCTTACGCCCCATTGTTAGCACTATCAATAGCCCTACTTACAAACTATCGAAG
	GpasB^29    ACTTCTCTCTAATGATTCTTCAACTCCTAAGTTATATGGTCCCCTAAAATTCACAAACCTAATATCCCCTTACGCCNCATTGTTAGCACTATCAATAGCCCTACTTACAAACTATCGAAG


17 120
	GecuC^1     TGACAATGTACATACCTAAAACATTAGAAAGTGATCACAAAAACTGAAGCGTATGTAATACTGTCATTCGCTTTGRCACATCCTTGTCAGTAAGTGCTTATATCGATAATTGCTATTGTT
	GecuP^4     TGACAATGTACATACCTAAAACATTAGAAAGTGATCACAAAAACTGAAGCGAATGTAATACTGTCATTCGCTTTGACACATCCTTGTCAGTAAGTGCTTATATCGATAATTGCTATTGTT
	GecuP^5      TGACAATGTACATACCTAAAACATTAGAAAGTGATCACAAAAACTGAAGCGAATGTAATACTGTCATTCGCTTTGACACATCCTTGTCAGTAAGTGCTTATATCGATAATTGCTATTGTT
	GecuE^8       TGACAATGTACATACCTAAAACATTAGAAAGTGATCACAAAAACTGAAGCGAATGTAATACTGTCATTCGCTTTGACACATCCTTGTCAGTAAGTGCTTATATCGATAATTGCTATTGTT
	GecuE^9       TGACAATGTACATACCTAAAACATTAGAAAGTGATCACAAAAACTGAAGCGAATGTAATACTGTCATTCGCTTTGACACATCCTTGTCAGTAAGTGCTTATATCGATAATTGCTATTGTT
	GecuE^10      TGACAATGTACATACCTAAAACATTAGAAAGTGATCACAAAAACTGAAGCGTATGTAATACTGTCATTCGCTTTGGCACATCCTTGTCAGTAAGTGCTTATATCGATAATTGCTATTGTT
	GecuE^11      TGACAATGTACATACCTAAAACATTAGAAAGTGATCACAAAAACTGAAGCGTATGTAATACTGTCATTCGCTTTGRCACATCCTTGTCAGTAAGTGCTTATATCGATAATTGCTATTGTT
	GlicC^15     TGACAATGTACATACCTAAAACATTAGAAAGTGATCACAAAAACTGAAGCGTATGTAATACTGTCATTCGCTTTGRCACATCCTTGTCAGTAAGTGCTTATATCGATAATTGCTATTGTT
	GlicP^17      TGACAATGTACATACCTAAAACATTAGAAAGTGATCACAAAAACTGAAGCGTATGTAATACTGTCATTCGCTTTGACACATCCTTGTCAGTAAGTGCTTATATCGATAATTGCTATTGTT
	GlicE^20      TGACAATGTACATACCTAAAACATTAGAAAGTGATCACAAAAACTGAAGCGWATGTAATACTGTCATTCGCTTTGACACATCCTTGTCAGTAAGTGCTTATATCGATAATTGCTATTGTT
	GlicE^21      TGACAATGTACATACCTAAAACATTAGAAAGTGATCACAAAAACTGAAGCGTATGTAATACTGTCATTCGCTTTGACACATCCTTGTCAGTAAGTGCTTATATCGATAATTGCTATTGTT
	GlicE^22      TGACAATGTACATACCTAAAACATTAGAAAGTGATCACAAAAACTGAAGCGAATGTAATACTGTCATTCGCTTTGACACATCCTTGTCAGTAAGTGCTTATATCGATAATTGCTATTGTT
	GlicE^23       TGACAATGTACATACCTAAAACATTAGAAAGTGATCACAAAAACTGAAGCGAATGTAATACTGTCATTCGCTTTGACACATCCTTGTCAGTAAGTGCTTATATCGATAATTGCTATTGTT
	GlicE^24      TGACAATGTACATACCTAAAACATTAGAAAGTGATCACAAAAACTGAAGCGAATGTAATACTGTCATTCGCTTTGACACATCCTTGTCAGTAAGTGCTTATATCGATAATTGCTATTGTT
	GmorB^27    TGACAATGTACATACCTAAAACATTAGAAAGTGATCACAAAAACTGAAGCGAATGTAATACTGTCATTCGCTTTGACACATCCTTGTCAGTAAGTGCTTATATCGATAATTGCTATTGTT
	GpasB^28    TGACAATGTACATACCTAAAACATTAGAAAGTGATCACAAAAACTGAAGCGTATGTAATACTGTCATTCGCTTTGGCACATCCTTGTCAGTAAGTGCTTATATCGATAATTGCTATTGTT
	GpasB^29    TGACAATGTACATACCTAAAACATTAGAAAGTGATCACAAAAACTGAAGCGTATGTAATACTGTCATTCGCTTTGGCACATCCTTGTCAGTAAGTGCTTATATCGATAATTGCTATTGTT


16 120
	GecuC^1     AATAATATCAAAACAAAA-GAGCAATATGGAAACAATCTGGGCGAAATACAGCAAAAAGAAAAAGTAGGAAAAAGAAAAACAACCGGAGGAAATATAAAAAAGCACCCTNGGAACAGCAT
	GecuP^4     AATAATATCAAAACAAAAGGAGCAATATRGAAACAATCTGGGCGAAATACAGCAAAAAGRAAAAGTAGGAAAAAGAAAAACAACCGGAGGAAATATAAAAAAGCACCCTCGGAACAGCAT
	GecuP^5      AATAATATCAAAACAAAAGGAGCAATATGGAAACAATCTGGGCGAAATACAGCAAAAAGAAAAAGTAGGAAAAAGAAAAACAACCGGAGGAAATATAAAAAAGCACCCTCGGAACAGCAT
	GecuE^8      AATAATATCAAAACAAAARGAGCAATATGGAAACAATCTGGGCGAAATACAGCAAAAAGAAAAAGTAGGAAAAAGAAAAACAACCGGAGGAAATATAAAAAAGCACCCTCGGAACAGCAT
	GecuE^9       AATAATATCAAAACAAAAGGAGCAATATGGAAACAATCTGGGCGAAATACAGCAAAAAGAAAAAGTAGGAAAAAGAAAAACAACCGGAGGAAATATAAAAAAGCACCCTCGGAACAGCAT
	GecuE^10      AATAATATCAAAACAAAAGGAGCAATATGGAAACAATCTGGGCGAAATACAGCAAAAAGAAAAAGTAGGAAAAAGAAAAACAACCGGAGGAAATATAAGAAAGCACCCTCGGAACAGCAT
	GlicC^15     AATAATATCAAAACAAAAGGAGCAATATGGAAACAATCTGGGCGAAATACAGCAAAAAGAAAAAGTAGGAAAAAGAAAAACAACCGGAGGAAATATAAAAAAGCACCCTCGGAACAGCAT
	GlicP^17      AATAATATCAAAACAAAAGGAGCAATATGGAAACAATCTGGGCGAAATACAGCAAAAAGAAAAAGTAGGAAAAAGAAAAACAACCGGAGGAAATATAAAAAAGCACCCTCGGAACAGCAT
	GlicP^18      AATAATATCAAAACAAAAGGAGCAATATGGAAACAATCTGGGCGAAATACAGCAAAAAGAAAAAGTAGGAAAAAGAAAAACAACCGGAGGAAATATAAAAAAGCACCCTCGGAACAGCAT
	GlicE^20      AATAATATCAAAACAAAAGGAGCAATATGGAAACAATCTGGGCGAAATACAGCAAAAAGAAAAAGTAGGAAAAAGAAAAACAACCGGAGGAAATATAAAAAAGCACCCTCGGAACAGCAT
	GlicE^21      AATAATATCAAAACAAAAGGAGCAATATGGAAACAATCTGGGCGAAATACAGCAAAAAGAAAAAGTAGGAAAAAGAAAAACAACCGGAGGAAATATAAAAAAGCACCCTCGGAACAGCAT
	GlicE^22       AATAATATCAAAACAAAAGGAGCAATATGGAAACAATCTGGGCGAAATACAGCAAAAAGAAAAAGTAGGAAAAAGAAAAACAACCGGAGGAAATATAAAAAAGCACCCTCGGAACAGCAT
	GlicE^23       AATAATATCAAAACAAAAGGAGCAATATGGAAACAATCTGGGCGAAATACAGCAAAAAGAAAAAGTAGGAAAAAGAAAAACAACCGGAGGAAATATAAAAAAGCACCCTCGGAACAGCAT
	GlicE^24      AATAATATCAAAACAAAAGGAGCAATATGGAAACAATCTGGGCGAAATACAGCAAAAAGAAAAAGTAGGAAAAAGAAAAACAACCGGAGGAAATATAAAAAAGCACCCTCGGAACAGCAT
	GmorB^27    AATAATATCAAAACAAAAGGAGCAATATGGAAACAATCTGGGCGAAATACAGCAAAAAGAAAAAGTAGGAAAAAGAAAAACAACCGGAGGAAATATAAAAAAGCACCCTCGGAACAGCAT
	GpasB^28    AATAATATCAAAACAAAAGGAGCAATATGGAAACAATCTGGGCGAAATACAGCAAAAAGAAAAAGTAGGAAAAAGAAAAACAACCGGAGGAAATATAAAAAAGCACCCTCGGAACAGCAT


16 120
	GecuC^1     ATCGAAGATTGGTAAAGCCTTTGAGGCAGTAATAAAGAGAATTGAAGATCTAGCGCTTTTCTAAAGATTTGGTTATTATAAAGGAAGTTGAAAATTTTATGACTATTTAGGGATGAACAA
	GecuP^4     ATCGAAGATTGGTAAAGCCTTTGAGGCAGTAATAAAGAGAATTGAAGATCTAGCGCTTTTCTAAAGATTTGGTTATTATAAAGGAAGTTGAAAATTTTATGACTATTTAGGGATGAACNA
	GecuP^5     ATCGAAGATTGGTAGAGCCTTTGAGGCAGTAATAAAGAGAATTGAAGATCTAGCGCTTTTCTAAAGANTTGGTTATTATAAAGGAAGTTGAAAATTTTATGACTATTTAGGGATGAACAA
	GecuP^6      ATCGAAGATTGGTAAAGCCTTTGAGGCAGTAATAAAGAGAATTGAAGATCTAGCGCTTTTCTAAAGATTTGGTTATTATAAAGGAAGTTGAAAATTTTATGACTATTTAGGGATGAACAA
	GecuE^8      ATCGAAGATTGGTAAAGCCTTTGAGGCAGTAATAAAGAGAATTGAAGATCTAACGCTTTTCTAAAGATTTGGTTATTATAAAGGAAGTTGAAAATTTTATGACTATTTAGGGATGAACAA
	GecuE^9       ATCGAAGATTGGTAAAGCCTTTGAGGCAGTAATAAAGAGAATTGAAGATCTAGCGCTTTTCTAAAGATTTGGTTATTATAAAGGAAGTTGAAAATTTTATGACTATTTAGGGATGAACAA
	GecuE^10       ATCGAAGATTGGTAAAGCCTTTGAGGCAGTAATAAAGAGAATTGAAGATCTAGCGCTTTTCTAAAGATTTGGTTATTATAAAGGAAGTTGAAAATTTTATGACTATTTAGGGATGAACAA
	GlicC^15     ATCGAAGATTGGTAGAGCCTTTGAGGCAGTAATAAAGAGAATTGAAGATCTAGCGCTTTTCTAAAGATTTGGTTATTATAAAGGAAGTTGAAAATTTTATGAMTATTTAGGGATGAACAA
	GlicP^17      ATCGAAGATTGGTAGAGCCTTTGAGGCAGTAATAAAGAGAATTGAAGATCTAACGCTTTTCTAAAGATTTGGTTATTATAAAGGAAGTTGAAAATTTTATGACTATTTAGGGATGAACAA
	GlicE^20      ATCGAAGATTGGTAGAGCCTTTGAGGCAGTAATAAAGAGAATTGAAGATCTAGCGCTTTTCTAAAGATTTGGTTATTATAAAGGAAGTTGAAAATTTTATGACTATTTAGCGATGAACAA
	GlicE^21      ATCGAAGATTGGTAGAGCCTTTGAGGCAGTAATAAAGAGAATTGAAGATCTAGCGCTTTTCTAAAGATTTGGTTATTATAAAGGAAGTTGAAAATTTTATGACTATTTAGCGATGAACAA
	GlicE^22      ATCGAAGATTGGTAGAGCCTTTGAGGCAGTAATAAAGAGAATTGAAGATCTAGCGCTTTTCTAAAGATTTGGTTATTATAAAGGAAGTTGAAAATTTTATGACTATTTAGGGATGAACAA
	GlicE^23      ATCGAAGATTGGTAAAGCCTTTGAGGCAGTAATAAAGAGAATTGAAGATCTAGCGCTTTTCTAAAGATTTGGTTATTATAAAGGAAGTTGAAAATTTTATGACTATTTAGGGATGAACAA
	GmorB^27    ATCGAAGATTGGTAAAGCCTTTGAGGCAGTAATAAAGAGAATTGAAGATCTAGCGCTTTTCTAAAGATTTGGTTATTATAAAGGAAGTTGAAAATTTTATGACTATTTAGGGATGAACAA
	GpasB^28    ATCGAAGATTGGTAAAGCCTTTGAGGCAGTAATAAAGAGAATTGAAGATCTAGCGCTTTTCTAAAGATTTGGTTATTATAAAGGAAGTTGAAAATTTTATGACTATTTAGGGATGAACAA
	GpasB^29    ATCGAAGATTGGTAAAGCCTTTGAGGCAGTAATAAAGAGAATTGAAGATCTANCGCTTTTCTAAAGATTTGGTTATTATAAAGGAAGTTGAAAATTTTATGACTATNTAGGGATGAACAA


20 120
	GecuC^1     TATATATTGAACACCTTTCGACTTGACAATGTTTTCGGTCGGGCTTCTGGTCGAAACGTCGAGATTGTCGATAGAAATTTTCGTCCTGAAATAACTGAGTTGGCAAAGAAAGAAATGAGC
	GecuP^4     TATATATTGAACACCTTTCGACTTGACAATGTTTTCGGTCGGGCWTCTGGTCGAAACGTCGAGATTGTCGATAGAAATTTTCGTCCTGAAATAACTGAGTTGGCAAAGAAAGAAATGAGC
	GecuP^5     TATATATTGAACACCTTTCGACTTGACAATGTTTTCGGTCGGGCTTCTGGTNGAAACGTCGAGATTGTCGATAGAAATTTTCGTCCTGAAATAACTGAGTTGGCAAAGAAAGAAATGAGC
	GecuP^6      TATATATTGAACACCTTTCGACTTGACAATGTTTTCGGTCGGGCTTCTGGTCGAAACGTCGAGATTGTCGATAGAAATTTTCGTCCTGAAATAACTGAGTTGGCAAAGAAAGAAATGAGC
	GecuP^7      TATATATTGAACACCTTTCGACTTGACAATGTTTTCGGTCGGGCTTCTGGTCGAAACGTCGAGATTGTCGATAGAAATTTTCGTCCTGAAATAACTGAGTTGGCAAAGAAAGAAATGAGC
	GecuE^8      TATATATTGAACACCTTTCGACTTGACAATGTTTTCGGTCGGGCTTCTGGTCGAAACGTCGAGATTGTCGATAGAAATTTTCGTCCTGAAATAACTGAGTTGGCAAAGAAAGAAATGAGC
	GecuE^9       TATATATTGAACACCTTTCGACTTGACAATGTTTTCGGTCGGGCTTCTGGTCGAAACGTCGAGATTGTCGATAGAAATTTTCGTCCTGAAATAACTGAGTTGGCAAAGAAAGAAATGAGC
	GecuE^10       TATATATTGAACACCTTTCGACTTGACAATGTTTTCGGTCGGGCTTCTGGTCGAAACGTCGAGATTGTCGATAGAAATTTTCGTCCTGAAATAACTGAGTTGGCAAAGAAAGAAATGAGC
	GecuE^11      TATATATTGAACACCTTTCGACTTGACAATGTTTTCGGT-GGGCTTCTGGTCGAAACGTCGAGATTGTCGATAGAAATTTTCGTCCTGAAATAACTGAGTTGGCAAAGAAAGAAATGAGC
	GlicC^15     TATATATTGAACACCTTTCGACTTGACAATGTTTTCGGTCGGGCTTCTGGTCGAAACGTCGAGATTGTCGATAGAAATTTTCGTCCTGAAATAACTGAGTTGGCAAAGAAAGAAATGAGC
	GlicP^17      TATATATTGAACACCTTTCGACTTGACAATGTTTTCGGTCGGGCTTCTGGTCGAAACGTCGAGATTGTCGATAGAAATTTTCGTCCTGAAATAACTGAGTTGGCAAAGAAAGAAATGAGC
	GlicE^20      TATATATTGAACACCTTTCGACTTGACAATGTTTTCGGTCGGGCTTCTGGTCGAAACGTCGAGATTGTCGATAGAAATTTTCNTCCTGAAATAACTGAGTTGGCAAAGAAAGAAATGAGC
	GlicE^21      TATATATTGAACACCTTTCGACTTGACAATGTTTTCGGTCGGGCTTCTGGTCGAAACGTCGAGATTGTCGATAGAAATTTTCGTCCTGAAATAACTGAGTTGGCAAAGAAAGAAATGAGC
	GlicE^22      TATATATTGAACACCTTTCGACTTGACAATGTTTTCGGTCGGGCTTCTGGTCGAAACGTCGAGATTGTCGATAGAAATTTTCGTCCTGAAATAACTGAGTTGGCAAAGAAAGAAATGAGC
	GlicE^23       TATATATTGAACACCTTTCGACTTGACAATGTTTTCGGTCGGGCTTCTGGTCGAAACGTCGAGATTGTCGATAGAAATTTTCGTCCTGAAATAACTGAGTTGGCAAAGAAAGAAATGAGC
	GlicE^24       TATATATTGAACACCTTTCGACTTGACAATGTTTTCGGTCGGGCTTCTGGTCGAAACGTCGAGATTGTCGATAGAAATTTTCRTCCTGAAATAACTGAGTTGGCAAAGAAAGAAATGAGC
	GlicE^25      TATATATTGAACACCTTTCGACTTGACAATGTTTTCGGTCGGGCTTCTGGTCGAAACGTCGAGATTGTCGATAGAAATTTTCGTCCTGAAATAACTGAGTTGGCAAAGAAAGAAATGAGC
	GmorB^27    TATATATTGAACACCTTTCGACTTGACAATGTTTTCGGTCGGGCTTCTGGTCGAAACGTCGAGATTGTCGATAGAAATTTTCGTCCTGAAATAACTGAGTTGGCAAAGAAAGAAATGAGC
	GpasB^28    TATATATTGAACACCTTTCGACTTGACAATGTTTTCGGTCGGGCTTCTGGTCGAAACRTCGAGATTGTCGATAGAAATTTTCGTCCTGAAATAACTGAGTTGGCAAAGAAAGAAATGAGC
	GpasB^29    TATATATTGAACACCTTTCGACTTGACAATGTTTTCGGTCGGGCTTCTGGTCGRAACGTCGAGATTGTCGATAGAAATTTTCGTCCTGAAATAACTGAGTTGGCAAAGAAAGAAATGAGC


17 120
	GecuC^1     TTTATT----CTTTGTCTTCTTTACTAAATTTCAGCTTTCTACTCACAGATTTTCATTTTGTCATACTTACTCCCAAAATTACCTTAGTATAAACGAAAATTGAGTTCGTCAGAACGTAA
	GecuP^4     TTTATT----CTTTGTCTTCTTTACTAAATTTCAGCTTTCTACTCACAGATTTTCATTTTGTCATACTTACTCCCAAAATTACCTTAGTATAAACGAAAATTGAGTTCGTCAGAACGTAA
	GecuP^5      TTTATTGATCCTTTGTCTTCTTTACTAAATTTCAGCTTTCTACTCACAGATTTTCATTTTGTCATACTTACTCCCAAAATTACCTTAGTATAAACGAAAATTGAGTTCGTCAGAACGTAA
	GecuE^8      TTTATT----CTTTGTCTTCTTTACTAAATTTCAGCTTTCTACTCACAGATTTTCATTTTGTCATACTTACTCCCAAAATTACCTTAGTATAAACGAAAATTGAGTTCGTCAGAACGTAA
	GecuE^9       TTTATT----CTTTGTCTTCTTTACTAAATTTCAGCTTTCTACTCACAGATTTTCATTTTGTCATACTTACTCCCAAAATTACCTTAGTATAAACGAAAATTGAGTTCGTCAGAACGTAA
	GecuE^10       TTTATT----CTTTGTCTTCTTTACTAAATTTCAGCTTTCTACTCACAGATTTTCATTTTGTCATACTTACTCCCAAAATTACCTTAGTATAAACGAAAATTGAGTTCGTCAGAACGTAA
	GecuE^11      TTTATT----CTTTGTCTTCTTTACTAAATTTCAGCTTTCTACTCACAGATTTTCATTTTGTCATACTTACTCCCAAAATTACCTTAGTATAAACGAAAAYTGAGTTCGTCAGAACGTAA
	GlicC^15     TTTATT----CTTTGTCTTCTTTACTAAATTTCAGCTTTCTACTCACAGATTTTCATTTTGTCATACTTAYTCCCAANATTACCTTAGTATAAACGAAAATTGAGTTCGTCAGAACGTAA
	GlicP^17      TTTATT----CTTTGTCTTCTTTACTAAATTTCAGCTTTCTACTCACAGATTTTCATTTTGTCATACTTACTCCCAAAATTACCTTAGTATAAACGAAAATTGAGTTCGTCAGAACGTAA
	GlicE^20      TTTATT----CTTTGTCTTCTTTACTAAATTTCAGCTTTCTACTCACAGATTTTCATTTTGTCATACTTACTCCCAAAATTACCTTAGTATAAACGAAAATTGAGNTCGTCAGAACGTAA
	GlicE^21      TTTATT---NCTTTGTCTTCTTTACTAAATTTCAGCTTTCTACTCACAGATTTTCATTTTGTCATACTTACTCCCAAAATTACCTTAGTATAAACGAAAAYTGAGTTCGTCAGAACGTAA
	GlicE^22       TTTATT----CTTTGTCTTCTTTACTAAATTTCAGCTTTCTACTCACAGATTTTCATTTTGTCATACTTACTCCCAAAATTACCTTAGTATAAACGAAAATTGAGTTCGTCAGAACGTAA
	GlicE^23       TTTATT----CTTTGTCTTCTTTACTAAATTTCAGCTTTCTACTCACAGATTTTCATTTTGTCATACTTACTCCCAMAATTACCTTAGTATAAACGAAAATTGAGTTCGTCAGAACGTAA
	GlicE^24      TTTATT----CTTTGTCTTCTTTACTAAATTTCAGCTTTCTACTCACAGATTTTCATTTTGTCATACTTACTCCCAAAATTACCTTAGTATAAACGAAAATTGAGTTCGTCAGAACGTAA
	GlicE^25      TTTATT----CTTTGTCTTCTTTACTAAATTTCAGCTTTCTACTCACAGATTTTCATTTTGTCATACTTACTCCCAAAATTACCTTAGTATAAACGAAAATTGAGTTCGTCAGAACGTAA
	GmorB^27    TTTATT----CTTTGTCTTCTTTACTAAATTTCAGCTTTCTACTCACAGATTTTCATTTTGTCATACTTACTCCCAAAATTACCTTAGTATAAACGAAAATTGAGTTCGTCAGAACGTAA
	GpasB^28    TTTATT----CTTTGTCTTCTTTACTAAATTTCAGCTTTCTACTCACAGATTTTCATTTTGTCATACTTACTCCCAAAATTACCTTAGTATAAACGAAAATTGAGTTCGTCAGAACGTAA


19 120
	GecuC^1     GTATATGCGGGTAGCTTTTCCATTGTAGATTTTATCTTCCGAAGGTTGCTGACCACAACTAGTCGGCAACAAGTGAGCATTTTTATGTTTGGAATGATCCACTGGTTTCTCTGGCCTTAC
	GecuP^4     GTATATGCGGGTAGCTTTTCCATTGTAGATTTTATCTTCCGAAGGTTGCTGACCACAACTAGTCGGCAACAAGTGAGCATTTTTATGTTTGGAATGATCCACTGGTTTCTCTGGCCTTAC
	GecuP^5     GTATATGCGGGTAGCTTTTCCATTGTAGATTTTATCTTCCGAAGGTTGCTGACCACAAYTAGTCGGCAACAAGTGAGCATTTTTATGTTTGGAATGATCCACTGGTTTCTCTGGCCTTAC
	GecuP^6      GTATATGCGGGTAGCTTTTCCATTGTAGATTTTATCTTCCGAAGGTTGCTGACCACAACTAGTCGGCAACAAGTGAGCATTTTTATGTTTGGAATGATCCACTGGTTTCTCTGGCCTTAC
	GecuE^8      GTATATGCGGGTAGCTTTTCCATTGTAGATTTTATCTTCCGAAGGTTGCTGACCACAACTAGTCGGCAACAAGTGAGCATTTTTATGTTTGGAATGATCCACTGGTTTCTCTGGCCTTAC
	GecuE^9       GTATATGCGGGTAGCTTTTCCATTGTAGATTTTATCTTCCGAAGSTTGCTGACCACAACTAGTCGGCAACAAGTGAGCATTTTTATGTTTGGAATGATCCACTGGTTTCTCTGGCCTTAC
	GecuE^10       GTATATGCGGGTAGCTTTTCCATTGTAGATTTTATCTTCCGAAGGTTGCTGACCACAACTAGTCGGCAACAAGTGAGCATTTTTATGTTTGGAATGATCCACTGGTTTCTCTGGCCTTAC
	GecuE^11       GTATATGCGGGTAGCTTTTCCATTGTAGATTTTATCTTCCGAAGGTTGCTGACCACAAYTAGTCGGCAACAAGTGAGCATTTTTATGTTTGGAATGATCCACTGGTTTCTCTGGCCTTAC
	GlicC^15     GTATATGCGGGTAGCTTTTCCATTGTAGATTTTATCTTCCGAAGGTTGCTGACCACAACTAGTCGGCAACAAGTGAGCATTTTTATGTTTGGAATGATCCACTGGTTTCTCTGGCCTTAC
	GlicP^17      GTATATGCGGGTAGCTTTTCCATTGTAGATTTTATCTTCCGAAGGTTGCTGACCACAACTAGTCGGCAACAAGTGAGCATTTTTATGTTTGGAATGATCCACTGGTTTCTCTGGCCTTAC
	GlicE^20      GTATATGCGGGTAGCTTTTCCATTGTAGATTTTATCTTCCGAAGGTTGCTGACCACAACTAGTCGGCAACAAGTGAGCATTTTTATGTTTGGAATGATCCACTGGTTTCTCTGGCCTTAC
	GlicE^21      GTATATGCGGGTAGCTTTTCCATTGTAGATTTTATCTTCCGAAGGTTGCTGACCACAACTAGTCGGCAACAAGTGAGCATTTTTATGTTTGGAATGATCCACTGGTTTCTCTGGCCTTAC
	GlicE^22       GTATATGCGGGTAGCTTTTCCATTGTAGATTTTATCTTCCGAAGGTTGCTGACCACAACTAGTCGGCAACAAGTGAGCATTTTTATGTTTGGAATGATCCACTGGTTTCTCTGGCCTTAC
	GlicE^23       GTATATGCGGGTAGCTTTTCCATTGTAGATTTTATCTTCCGAAGGTTGCTGACCACAACTAGTCGGCAACAAGTGAGCATTTTTATGTTTGGAATGATCCACTGGTTTCTCTGGCCTTAC
	GlicE^24      GTATATGCGGGTAGCTTTTCCATTGTAGATTTTATCTTCCGAAGGTTGNTGACCACAACTAGTCGGCAACAAGTGAGCATTTTTATGTTTGGAATGATCCACTGGTTTCTCTGGCCTTAC
	GlicE^25      GTATATGCGGGTAGCTTTTCCATTGTAGATTTTATCTTCCGAAGGTTGCTGACCACAACTAGTCGGCAACAAGTGAGCATTTTTATGTTTGGAATGATCCACTGGTTTCTCTGGCCTTAC
	GmorB^27    GTATATGCGGGTAGCTTTTCCATTGTAGATTTTATCTTCCGAAGGTTGCTGACCACAACTAGTCGGCAACAAGTGAGCATTTTTATGTTTGGAATGATCCACTGGTTTCTCTGGCCTTAC
	GpasB^28    GTATATGCGGGTAGCTTTTCCATTGTAGATTTTATCTTCCGAAGGTTGCTGACCACAACTAGTCGGCAACAAGTGRGCATTTTTATGTTTGGAATGATCCACTGGTTTCTCTGGCCTTAC
	GpasB^29    GTATATGCGGGTAGCTTTTCCATTGTAGATTTTATCTTCCGAAGGTTGCTGACCACAACTAGTCGGCAACAAGTGAGCATTTTTATGTTTGGAATGATCCACTGGTTTCTCTGGCCTTAC


17 120
	GecuC^1     TTTTTTTCAATGGTTCTTTGATATGATCCTCGATATTGAAGAAGTCATCCAGGTTATTTTATCTACAGTTATTGGTATATTTTTTGCAAAAAAAATCATCTACATTGTGAATCGTATTGA
	GecuP^4     TTTTTTTCAATGGTTCTTTGATATGATCCTCGATATTGAAGAAGTCATCCAGGTTATTTTATCTACAGTTATTGGTATATTTTTTGCAAAAAAAATCATCTACATTGTGAATCGTATTGA
	GecuP^5     TTTTTTTCAATGGTTCTTTGATATGATCCTCGATATTGAAGAAGTCATCCAGGTTATTTTATCTACAGTTATTGGTATATTTTTTGC-AAAAAAATCATCTACATTGTGAATCGTATTGA
	GecuP^6      TTTTTTTCAATGGTTSTTTGATATGATCCTCGATATTGAAGAAGTCATCCAGGTTATTTTATCTACAGTTATTGGTATATTTTTTGCAAAAAAAATCATCTACATTGTGAATCGTATTGA
	GecuE^8      TTTTTTTCAATGGTTCTTTGATATGATCCTCGATATTGAAGAAGTCATCCAGGTTATTTTATCTACAGTTATTGGTATATTTTTTGCAAAAAAAATCATCTACATTGTGAATCGTATTGA
	GecuE^9       TTTTTTTCAATGGTTCTTTGATATGATCCTCGATATTGAAGAAGTCATCCAGGTTATTTTATCTACAGTTATTGGTATATTTTTTGCAAAAAAAATCATCTACATTGTGAATCGTATTGA
	GecuE^10       TTTTTTTCAATGGTTCTTTGATATGATCCTCGATATTGAAGAAGTCATCCAGGTTATTTTATCTACAGTTATTGGTATATTTTTTGC-AAAAAAATCATCTACATTGTGAATCGTATTGA
	GecuE^11      TTTTTTTCAATGGTTCTTTGATATGATCCTCGATATTGAAGAAGTCATCCAGGTTATTTTATCTACAGTTATTGGTATATTTTTTGCAAAAAAAATCATCTACATTGTGAATCGTATTGA
	GlicC^15     TTTTTTTCAATGGTTCTTTGATATGATCCTCGATATTGAAGAAGTCATCCAGGTTATTTTATCTACAGTTATTGGTATATTTTTTG--AAAAAAATCATCTACATTGTGAATCGTATTGA
	GlicP^17      TTTTTTTCAATGGTTCTTTGATATGATCCTCGATATTGAAGAAGTCATCCAGGTTATTTTATCTACAGTTATTGGTATATTTTTTGC-AAAAAAATCATCTACATTGTGAATCGTATTGA
	GlicE^20      TTTTTTTCAATGGTTCTTTGATATGATCCTCGATATTGAAGAAGTCATCCAGGTTATTTTATCTACAGTTATTGGTATATTTTTTGC-AAAAAAATCATCTACATTGTGAATCGTATTGA
	GlicE^21       TTTTTTTCAATGGTTCTTTGATATGATCCTCGATATTGAAGAAGTCATCCAGGTTATTTTATCTACAGTTATTGGTATATTTTTTGC-AAAAAAATCATCTACATTGTGAATCGTATTGA
	GlicE^22       TTTTTTTCAATGGTTCTTTGATATGATCCTCGATATTGAAGAAGTCATCCAGGTTATTTTATCTACAGTTATTGGTATATTTTTTGC-AAAAAAATCATCTACATTGTGAATCGTATTGA
	GlicE^23      TTTTTTTCAATGGTTCTTTGATATGATCCTCGATATTGAAGAAGTCATCCAGGTTATTTTATCTACAGTTATTGGTATATTTTTTGC-AAAAAAATCATCTACATTGTGAATCGTATTGA
	GlicE^24      TTTTTTTCAATGGTTCTTTGATATGATCCTCGATATTGAAGAAGTCATCCAGGTTATTTTATCTACAGTTATTGGTATATTTTTTGC-AAAAAAATCATCTACATTGTGAATCGTATTGA
	GmorB^27    TTTTTTTCAATGGTTCTTTGATATGATCCTCGATATTGAAGAAGTCATCCAGGTTATTTTATCTACAGTTATTGGTATATTTTTTGC-AAAAAAATCATCTACATTGTGAATCGTATTGA
	GpasB^28    TTTTTTTCAATGGTTCTTTGATATGATCCTCGATATTGAAGAAGTCATCCAGGTTATTTTATCTACAGTTATTGGTATATTTTTTGCAAAAAAAATCATCTACATTGTGAATCGTATTGA


19 120
	GecuC^1     CAAACAAAAAAAATATCCAATTCCGGATCTGTATCCGATAAAAACGAAGAAACTTTCGAAAACTGAGTTTGATTCTTGCCTAAATAAGCAGGAAAATGACGAAAACGCGGATTCTGGATT
	GecuP^4     CAAACAAAAAAAATATCCAATTCCGGATCTGTATCCGATAAAAACGAAGAAACTTTCGAAAACTGAGTTTGATTCTTGCCTAAATAAGCAGGAAAATGACGAAAACGCGGATTCTGGATT
	GecuP^5     CAAACAAAAAAAATATCCAATTCCGGATCTGTATCCGATAAAAACGAAGAAACTTTCGAAAACTGAGTTTGATTCTTGCCTAAATAAGCANGAAAATGACGAAAACGCGGATTCTGGATT
	GecuP^6      CAAACAAAAAAAATATCCAATTCCGGATCTGTATCCGATAAAAACGAAGAAACTTTCGAAAACTGAGTTTGATTCTTGCCTAAATAAGCAGGAAAATGACGAAAACGCGGATTCTGGATT
	GecuP^7      CAAACAAAAAAAATATCCAATTCCGGATCTGTATCCGATAAAAACGAAGAAACTTTCGAAAACTGAGTTTGATTCTTGCCTAAATAAGCAGGAAAATGACGAAAACGCGGATTCTGGATT
	GecuE^8      CAAACAAAAAAAATATCCAATTCCGGATCTGTATCCGATAAAAACGAAGAAACTTTCGAAAACTGAGTTTGATTCTTGCCTAAATAAGCAGGAAAATGACGAAAACGCGGATTCTGGATT
	GecuE^9       CAAACAAAAAAAATATCCAATTCCGGATCTGTATCCGATAAAAACGAAGAAACTTTCGAAAACTGAGTTTGATTCTTGCCTAAATAAGCAGGAAAATGACGAAAACGCGGATTCTGGATT
	GecuE^10       CAAACAAAAAAAATATCCAATTCCGGATCTGTATCCGATAAAAACGAAGAAACTTTCGAAAACTGAGTTTGATTCTTGCCTAAATAAGCAGGAAAATGACGAAAACGCGGATTCTGGATT
	GlicC^15     CAAACAAAAAAAATATCCAATTCCGGATCTGTATCCGATAAAAACGAAGAAACTTTCGAAAACTGAGTTTGATTCTTGCCTAANTAAGCAGGAAAATGACGAAAACGCGGATTCTGGATT
	GlicP^17      CAAACAAAAAAAATATCCAATTCNGGATCTGTATCCGATAAAAACGAAGAAACTTTCGAAAACTGAGTTTGATTCTTGYCTAAATAAGCAGGAAAATGACGAAAACGCGGATTCTGGATT
	GlicE^20      CAAACAAAAAAAATATCCAATTCCGGATCTGTATCCGATAAAAACGAAGAAACTTTCGAAAACTGAGTTTGATTCTTGYCTAAATAAGCAGGAAAATGACGAAAACGCGGATTCTGGATT
	GlicE^21      CAAACAAAAAAAATATCCAATTCCGGATCTGTATCCGATAAAAACGAAGAAACTTTCGAAAACTGAGTTTGATTCTTGYCTAARTAAGCAGGAAAATGACGAAAACGCGGATTCTGGATT
	GlicE^22       CAAACAAAAAAAATATCCAATTCCGGATCTGTATCCGATAAAAACGAAGAAACTTTCGAAAACTGAGTTTGATTCTTGCCTAARTAAGCAGGAAAATGACGAAAACGCGGATTCTGGATT
	GlicE^23       CAAACAAAAAAAATATCCAATTCCGGATCTGTATCCGATAAAAACGAAGAAACTTTCGAAAACTGAGTTTGATTCTTGCCTAAATAAGCAGGAAAATGACGAAAACGCGGATTCTGGATT
	GlicE^24      CAAACAAAAAAAATATCCAATTCCGGATCTGTATCCGATAAAAACGAAGAAACTTTCGAAAACTGAGTTTGATTCTTGCCTAAATAAGCAGGAAAATGACGAAAACGCGGATTCTGGATT
	GlicE^25      CAAACAAAAAAAATATCCAATTCCGGATCTGTATCCGATAAAAAYGAAGAAACTTTCGAAAACTGAGTTTGATTCTTGYCTAAATAAGCAGGAAAATGACGAAAACGCGGATTCTGGATT
	GmorB^27    CAAACAAAAAAAATATCCAATTCCGGATCTGTATCCGATAAAAACGAAGAAACTTTYGAAAACTGAGTTTGATTCTTGCCTAAATAAGCAGGAAAATGACGAAAACGCGGATTCTGGATT
	GpasB^28    CAAACAAAAAAAATATCCAATTCCGGATCTGTATCCGATAAAAACGAAGAAACTTTCGAAAACTGAGTTTGATTCTTGCCTAAATAAGCAGGAAAATGACGAAAACGCGGATTCTGGATT
	GpasB^29    CAAACAAAAAAAATATCCAATTCCGGATCTGTATCCGATAAAAACGAAGAAACTTTCGAAAACTGAGTTTGATTCTTGCCTAAATAAGCAGGAAAATGACGAAAACGCGGATTCTGGATT


16 120
	GecuC^1     GGCGAATACTTGGCTCAGAAATATTAGACACTACTGTNAATTCCTTCACTTTCAAACGGCGTTGTGCTAACACAATTTCTTCAATAACTGAAATGTTATGAGGCGTTATCNGTTCAATTG
	GecuP^4     GGCGAATACTTGGCTCAGAAATATTAGACANTACTGNTAATTCCTTCACTTTCAAACGGCGTTNTGCTAACACAATTTCTTCAATAACTGAAATGTTATGAGGCGTTATCAGTTCAATTG
	GecuP^5      GGCGAATACTTGGCTCAGAAATATTAGACACTACTGTCAATTCCTTCACTTTCAAACGGCGTTGTGCTAACACAATTTCTTCAATAACTGAAATGTTATGAGGCGTTATCAGTTCAATTG
	GecuE^8      GGCGAATACTTGGCTCAGAAATATTAGACACTACTGTCAATTCCTTCACTTTCAAACGGCGTTGTGCTAACACAATTTCTTCAATAACTGAAATGTTATGAGGCGTTATCAGTTCAATTG
	GecuE^9       GGCGAATACTTGGCTCAGAAATATTAGACACTACTGTCAATTCCTTCACTTTCAAACGGCGTTGTGCTAACACAATTTCTTCAATAACTGAAATGTTATGAGGCGTTATCAGTTCAATTG
	GlicC^15     GGYGAATACTTGGCTCAGAAATATTAGACACTANTGTCAATTCCTTCACTTTCAAACGGCGTTGTGCTAACACAATTTCTTCAATAACTGAAATGTTATGAGGCGTTATCAGTTCAATTG
	GlicP^17      GGCGAATACTTGGCTCAGAAATATTAGACACTACTGTCAATTCCTTCACTTTCAAACGGCGTTGTGCTAACACAATTTCTTCAATAACTGAAATGTTATGAGGCGTTATCAGTTCAATTG
	GlicE^20      GGCGAATACTTGGCTCAGAAATATTAGACACTACTGTCAATTCCTTCACTTTCAAACGGCGTTGTGCTAACACAATTTCTTCAATAACTGAAATGTTATGAGGCGTTATCAGTTCAATTG
	GlicE^21      GGCGAATACTTGGCTCAGAAATATTAGACACTACTGTCAATTCCTTCACTTTCAAACGGCGTTGTGCTAACACAATTTCTTCAATAACTGAAATGTTATGAGGCGTTATCAGTTCAATTG
	GlicE^22      GGCGAATACTTGGCTCAGAAATATTAGACACTACTGTCAATTCCTTCACTTTCAAACGGCGTTGTGCTAACACAATTTCTTCAATAACTGAAATGTTATGAGGCGTTATCAGTTCAATTG
	GlicE^23       GGCGAATACTTGGCTCAGAAATATTAGACACTACTGTCAATTCCTTCACTTTCAAACGGCGTTGTGCTAACACAATTTCTTCAATAACTGAAATGTTATGAGGCGTTATCAGTTCAATTG
	GlicE^24       GGCGAATACTTGGCTCAGAAATATTAGACACTACTGTCAATTCCTTCACTTTCAAACGGCGTTGTGCTAACACAATTTCTTCAATAACTGAAATGTTATGAGGCGTTATCAGTTCAATTG
	GlicE^25      GGCGAATACTTGGCTCAGAAATATTAGACACTACTGTCAATTCCTTCACTTTCAAACGGCGTTGTGCTAACACAATTTCTTCAATAACTGAAATGTTATGAGGCGTTATCAGTTCAATTG
	GlicE^26      GGCGAATACTTGGCTCAGAAATATTAGACACTACTGTCAATTCCTTCACTTTCAAACGGCGTTGTGCTAACACAATTTCTTCAATAACTGAAATGTTATGAGGCGTTATCAGTTCAATTG
	GmorB^27    GGCGAATACTTGGCTCAGAAATATTAGACACTACTGTCAATTCCTTCACTTTCAAACGGCGTTGTGCTAATACAATTTCTTCAATAACTGAAATGTTATGAGGCGTTATCAGTTCAATTG
	GpasB^28    GGCGAATACTTGGCTCAGAAATATTAGACACTACTGTCAATTCCTTCACTTTCAAACGGCGTTGTGCTAACACAATTTCTTCAATAACTGAAATGTTATGAGGCGTTATCAGTTCAATTG


20 120
	GecuC^1     CAAATGGTTATTCGTGACCCAAATATCGAAATTCCTTTTGTGTTTGACGTCGAATAT-GGAAAGACAATGTAATATATAAATGCCCTTGCGTGTGANGGACCGAAAGAATTGGAAAGTAT
	GecuP^4     CAAATGGTTATTCGTGACCCAAATATCGAAATTCCTTTTGTGTTTGACGTCGAATAT-GGAAAGACAATGTAATATATAAATGCCCTTGCGTGTGAGGGACCGAAAGAATTGGAAAGTAT
	GecuP^5      CAAATGGTTATTCGTGACCCAAATATCGAAATTCCTTTTGTGTTTGACGTCGAATAT-GGAAAGACAATGTAATATATAAATGCCCTTGCGTGTGAGGGACCGAAAGAATTGGAAAGTAT
	GecuP^6      CAAATGGTTATTCGTGACCCAAATATCGAAATTCCTTTTGTGTTTGACGTCGAATAT-GGAAAGACAATGTAATATATAAATGCCCTTGCGTGTGAGGGACCGAAAGAATTGGAAAGTAT
	GecuE^8      CAAATGGTTATTCGTGACCCAAATATCGAAATTCCTTTTGTGTTTGACGTCGAATAT-GGAAAGACAATGTAATATATAAATGCCCTTGCGTGTGAGGGACCGAAAGAATTGGAAAGTAT
	GecuE^9       CAAATGGTTATTCGTGACCCAAATATCGAAATTCCTTTTGTGTTTGACGTCGAATAT-GGAAAGACAATGTAATATATAAATGCCCTTGCGTGTGAGGGACCGAANGAATTGGAAAGNAT
	GecuE^10       CAAATGGTTATTCGTGACCCAAATATCGAAATTCCTTTTGTGTTTGACGTCGAATAT-GGAAAGACAATGTAATATATAAATGCCCTTGCGTGTGAGGGACCGAAAGAATTGGAAAGTAT
	GecuE^11       CAAATGGTTATTCGTGACCCAAATATCGAAATTCCTTTTGTGTTTGACGTCGAATAT-GGAAAGACAATGTAATATATAAATGCCCTTGCGTGTGAGGGACCGAARGAATTGGAAAGTAT
	GecuE^12      CAAATGGTTATTCGTGACCCAAATATCGAAATTCCTTTTGTGTTTGACGTCGAATAT-GGAAAGACAATGTAATATATAAATGCCCTTRCGTGTGAGGGACCGAAAGAATTGGAAAGTAT
	GlicC^15     CAAATGGTTATTCGTGACCCAAATATCGAAATTCCTTTTGTGTTTGACGTCGAATAT-GGAAAGACAATGTAATATATAAATGCCCTTGCGTGTGAGGGACCGAAAGAATTGGAAAGTAT
	GlicP^17      CAAATGGTTATTCGTGACCYAAATATCGAAATTCCTTTTGTGTTTGACGTCGAATAT-GGAAAGACAATGTAATATATAAATGCCCTTGCGTGTGAGGGACCGAARGAATTGGAAAGTAT
	GlicE^20      CAAATGGTTATTCGTGACCYAAATATCGAAATTCCTTTTGTGTTTGACGTCGAATAT-GGAAAGACAATGTAATATATAAATGCCCTTGCGTGTGAGGGACCGAARGAATTGGAAAGTAT
	GlicE^21      CAAATGGTTATTCGTGACCCAAATATCGAAATTCCTTTTGTGTTTGACGTCGAATAT-GGAAAGACAATGTAATATATAAATGCCCTTGCGTGTGAGGGACCGAAGGAATTGGAAAGTAT
	GlicE^22      CAAATGGTTATTCGTGACCYAAATATCGAAATTCCTTTTGTGTTTGACGTCGAATAT-GGAAAGACAATGTAATATATAAATGCCCTTGCGTGTGAGGGACCGAARGRATTGGAAAGTAT
	GlicE^23       CAAATGGTTATTCGTGACCCAAATATCGAAATTCCTTTTGTGTTTGACGTCGAATAT-GGAAAGACAATGTAATATATAAATGCCCTTGCGTGTGAGGGACCGAAAGAATTGGAAAGTAT
	GlicE^24       CAAATGGTTATTCGTGACCCAAATATCGAAATTCCTTTTGTGTTTGACGTCGAATATNGGAAAGACAATGTAATATATAAATGCCCTTGCGTGTGAGGGACCGAAAGAATTGGAAAGTAT
	GlicE^25      CAAATGGTTATTCGTGACCCAAATATCGAAATTCCTTTTGTGTTTGACGTCGAATAT-GGAAAGACAATGTAATATATAAATGCCCTTGCGTGTGAGGGACCGAARGAATTGGAAAGTAT
	GmorB^27    CAAATGGTTATTCGTGACCCAAATATCGAAATTCCTTTTGTGTTTGACGTCGAATAT-GGAAAGACAATGTAATATATAAATGCCCTTGCGTGTGAGGGACCGAAAGAATTGGAAAGTAT
	GpasB^28    CAAATGGTTATTCGTGACCCAAATATCGAAATTCCTTTTGTGTTTGACGTCGAATAT-GGAAAGACAATGTAATATATAAATGCCCTTGCGTGTGAGGGACCGAAAGAATTGGAAAGTAT
	GpasB^29    CAAATGGTTATTCGTGACCCAAATATCGAAATTCCTTTTGTGTTTGACGTCGAATAT-GGAAAGACAATGTAATATATAAATGCCCTTGCGTGTGAGGGACCGAAAGAATTGGAAAGTAT


19 120
	GecuC^1     TGCATCCCTAGGATTGATTCTTTGGTCTTCACTAACTAAAAGATAAGATTCCAAAGAAATTTTTGAAGACCAGAAGCTTGATTTCCAATTTACCATCGTCATAACCTGGATAAGCTGGAT
	GecuP^4     TGCATCCCTAGGATTGATTCTTTGGTCTTCACTAACTAAAAGATGAGATTCCAAAGAAATTATTGAAGACCAGAAGCTTGATTTCCAATTTACCATCGTCATAACCTGGATAAGCTGGAT
	GecuP^5      TGCATCCCTAGGATTGATTCTTTGGTCTTCACTAACTAAAAGATGAGATTCCAAAGAAATTATTGAAGACCAGAAGCTTGATTTCCAATTTACCATCGTCATAACCTGGATAAGCTGGAT
	GecuP^6      TGCATCCCTAGGATTGATTCTTTGGTCTTCACTAACTAAAAGATGAGATTCCAAAGAAATTATTGAAGACCAGAAGCCTGATTTCCAATTTACCATCGTCATAACCTGGATAAGCTGGAT
	GecuE^8      TGCATCCCTAGGATTGATTCTTTGGTCTTCACTAACTAAAAGATGAGATTCCAAAGAAATTATTGAAGACCAGAAGCTTGATTTCCAATTTACCATCGTCATAACCTGGATAAGCTGGAT
	GecuE^9       TGCATCCCTAGGATTGATTCTTTGGTCTTCACTAACTAAAAGATNAGATTCCAAAGAAATTNTTGAAGACCAGAAGCTTGATTTCCAATTTACCATCGTCATAACCTGGATAAGCTGGAT
	GecuE^10       TGCATCCCTAGGATTGATTCTTTGGTCTTCACTAACTAAAAGATGAGATTCCAAAGAAATTATTGAAGACCAGAAGCTTGATTTCCAATTTACCATCGTCATAACCTGGATAAGCTGGAT
	GecuE^11      TGCATCCCTAGGATTGATTCTTTGGTCTTCACTAACTAAAAGATGAGATTCCAAAGAAATTATTGAAGACCAGAAGCTTGATTTCCAATTTACCATCGTCATAACCTGGATAAGCTGGAT
	GlicC^15     TGCATCCCTAGGATTGATTCTTTGGTCTTCACTAACTAAAAGATGAGATTCCAAAGAAATTATTGAAGACCAGAAGCTTGATTTCCAATTTACCATCGTCATAACCTGGATAAGCTGGAT
	GlicC^16     TGCATCCCTAGGATTGATTCTTTGGTCTTCACTAACTAAAAGATGAGATTCCAAAGAAATTATTSAAGACCAGAAGCTTGATTTCCAATTTACCATCGTCATAACCTGGATAAGCTGGAT
	GlicP^17      TGCATCCCTAGGATTGATTCTTTGGTCTTCACTAACTAAAAGATGAGATTCCAAAGAAATTATTGAAGACCAGAAGCTTGATTTCCAATTTACCATCGTCATAACCTGGATAAGCTGGAT
	GlicP^18      TGCATCCCTAGGATTGATTCTTTGGTCTTCACTAACTAAAAGATGAGATTCCAAAGAAATTATTCAAGACCAGAAGCTTGATTTCCAATTTACCATCGTCATAACCTGGATAAGCTGGAT
	GlicE^20      TGCATCCCTAGGATTGATTCTTTGGTCTTCACTAACTAAAAGATGAGATTCCAAAGAAATTATTSAAGACCAGAAGCTTGATTTCCAATTTACCATCGTCRTAACCTGGATAAGCTGGAT
	GlicE^21      TGCATCCCTAGGATTGATTCTTTGGTCTTCACTAACTAAAAGATRAGATTCCAAAGAAATTWTTGAAGACCAGAAGCTTGATTTCCAATTTACCATCGTCATAACCTGGATAAGCTGGAT
	GlicE^22      TGCATCCCTAGGATTGATTCTTTGGTCTTCACTAACTAAAAGATGAGATTCCAAAGAAATTATTGAAGACCAGAAGCTTGATTTCCAATTTACCATCGTCATAACCTGGATAAGCTGGAT
	GlicE^23       TGCATCCCTAGGATTGATTCTTTGGTCTTCACTAACTAAAAGATGAGATTCCAAAGAAATTATTCAAGACCAGAAGCTTGATTTCCAATTTACCATCGTCATAACCTGGATAAGCTGGAT
	GlicE^24       TGCATCCCTAGGATTGATTCTTTGGTCTTCACTAACTAAAAGATGAGATTCCAAAGAAATTATAGAAGACCAGAAGCTTGATTTCCAATTTACCATCGTCATAACCTGGATAAGCTGGAT
	GmorB^27    TGCATCCCTAGGATTGATTCTTTGGTCTTCACTAACTAAAAGATGAGATTCCAAAGAAATTATTGAAGACCAGAAGCTTGATTTCCAATTTACCATCGTCATAACCTGGATAAGCTGGAT
	GpasB^28    TGCATCCCTAGGATTGATTCTTTGGTCTTCACTAACTAAAAGATGAGATTCCAAAGAAATTATTGAAGACCAGAAGCTTGATTTCCAATTTACCATCGTCATAACCTGGATAAGCTGGAT


20 120
	GecuC^1     CTGATTAGTTTCGTCTAAGCTTCGTAGCAACAACAAAATAAATATGCGAAACTCTYATTTCCACGCGACCATKACTTCAAATTATTACTTGNGTTCNTGCACACAACAGGTCTACACGCC
	GecuP^4     CTGATTAGTTTCGTCTAAGCTTCATAGCAACAACAAAATAAATATGCGAAACTCTCATTTCCACGCGACCATGACTTCAAATTATTACTTGCGTTCTTGCACACAACAGGTCTACACGCC
	GecuP^5     CTGATTAGTTTCRTCTAAGCTTCGYAGCAACAACAAAATAAATATGCGAAACTCTCATTTCCACGCGACCATGAYTTCAAATTATTACTTGCGTTCTTGCACACAACAGGTCTACACGCC
	GecuP^6      CTGATTASTTTCGTCTAAGCTTCGTAGCAACAACAAAATAAATATGCGAAACTSTCATTTCCACGCGACCATGACTTCAANTTATTACTTGCGTTCTTGCACACAACAGGTCTACACGCC
	GecuP^7      CTGATTAGTTTCGTCTAAGCTTCGTAGCAACAACAAAATAAATATGCGAAACTGTCATTTCCACGCGACCATGACTTCAAATTATTACTTGCGTTCTTGCACACAACAGGTCTACACGCC
	GecuE^8      CTGATTAGTTTCATCTAAGCTTCGTAGCAACAACAAAATAAATATGCGAAACTCTCATTTCCACGCGACCATGACTTCAAATTATTACTTGCGTTCTTGCACACAACAGGTCTACACGCC
	GecuE^9       CTGATTAGTTTCGTCTAAGCTTCGTAGCAACAACAAAATAAATATGCGAAACTNTCATTTCCACGCGACCATGACTTCAAATTATTACTTGCGTTCTTGCACACAACAGGTCTACACGCC
	GecuE^10       CTGATTAGTTTCRTCTAAGCTTCGTAGCAACAACAAAATAAATATGCGAAACTCTCATTTCCACGCGACCATGACTTCAAATTATTACTTGCGTTCTTGCACACAACAGGTCTACACGCC
	GecuE^11      CTGATTAGTTTCGTCTAAGYTTCGTAGCAACAACAAAATAAATATGCGAAACTCTCATTTCCACGMGACCATGACTTCAAATTATTACTTGCGTTCTTGCACACAACAGGTCTACACGCC
	GlicC^15     CTGATTAGTTTCGTCTAAGCTTCGTAGCAACAACAAAATAAATATGCGAAACTGTCATTTCCACGCGACCATGACTTCAAATTATTACTTGCGTTCTTGCACACAACAGGTCTACACGCC
	GlicP^17      CTGATTAGTTTCGTCTAAGCTTCGTAGCAACAACAAAATAAATATGCGAAACTGTCATTTCCACGCGACCATGACTTCAAATTATTACTTGCGNTCTTGCANACAACAGGTCTACACGCC
	GlicE^20      CTGATTAGTTTCGTCTAAGCTTCGTAGCAACAACAAAATAAATATGCGAAACTCTCATTTCCACGCGACAATGACTTCAAATTATTACTTGCGTTCTTGCACACAACAGGTCTACACGCC
	GlicE^21      CTGATTAGTTTCGTCTAAGCTTCGTAGCAACAACAAAATAAATATGCRAAACTCTCATTTCCACGCGACCATGACTTCAAATTATTACTTGCGTTCTTGCACACAACAGGTCTACACGCC
	GlicE^22      CTGATTAGTTTCGTCTAAGCTTCGTAGCAACAACAAAATAAATATGCGAAACTCTCATTTCCACGCGACCATGACTTCAAATTATTACTTGCGTTCTTGCACACAACAGGTCTACACGCC
	GlicE^23       CTGATTAGTTTCGTCTAAGCTTCGTAGCAACAACAAAATAAATATGCGAAACTCTCATTTCCACGCGACCATGACTTCAAATTATTACTTGCGTTCTTGCACACAACAGGTCTACACGCC
	GlicE^24      CTGATTAGTTTCGTCTAAGCTTCGTAGCAACAACAAAATAAATATGCGAAACTCTCATTTCCACGCGACCATGACTTCAAATTATTACTTGCGTTCTTGCACACAACAGGTCTACACGCC
	GlicE^25      CTGATTAGTTTCGTCTAAGCTTCGTAGCAACAACAAAATAAATATGCGAAACTGTCATTTCCACGCGACCATGACTTCAAATTATTACTTGCGTTCTTGCACACAACAGGTCTACACGCC
	GmorB^27    CTGATTAGTTTCGTCTAAGCTTCGTAGCAACAACAAAATAAATATGCGAAACTCTCATTTCCACGCGACCATGACTTCAAATTATTACTTGCGTTCTTGCACACAACAGGTCTACACGCC
	GpasB^28    CTGATTAGTTTCGTCTAAGCTTCGTAGCAACAACARAATAAATATGCGAAACTCTCATTTCCACGCGACCATGACTTCAAATTATTACTTGCGTTCTTGCACACAACAGGTCTACACGCC
	GpasB^29    CTGATTASTTTCGTCTAAGCTTCGTAGCAACAACAAAATAAATATGCGAAACTCTCATTTCCACGCGACCATGACTTCAAATTATTACTTGCGTTCTTGCACACAACAGGTCTACACGCC


20 120
	GecuC^1     AAAATAAAGCACTCTGCAAATTACTYGTAAACAAATCAATGGAAACACTACTCGTTTGCGAAATA-TTTTTTTTTGCTAGCAATAGTAAAAACTTCAGAATAAATTTATCTTCTCGCTGA
	GecuP^4     AAAATAAAGCACTCTGCAAATTACTCGTAAACAAATCAATGGAAACACTACTCGTTTGCGAAATA-TTTTTTTTTGCTAGCAATAGTAAAAACTTCAGAATAAATTTATCTTCTCGCTGA
	GecuP^5     AAAATAAAGCACTCTGCAAATTACTCGTAAACAAATCAATGGAAACACTACTCGTTTGCGAAATA-TTTTTTTTTGCTAGCAATAGTAAAAACTTCNGAATAAATTTATCTTCTCGCTGA
	GecuP^6      AAAATAAAGCACTCTGCAAATTACTCGTAAACAAATCAATGGAAACACTACTCGTTTGSGAAATA-TTTTTTTTTGCTAGCAATAGTAAAAACTTCAGAATAAATTTATCTTCTCGCTGA
	GecuP^7      AAAATAAAGCACTCTGCAAATTACTCGTAAACAAATCAATNGAAACACTACTCGTTTGCGAAATA--TTTTTTTTGCTAGCAATAGTAAAAACTTCAGAATAAATTTATCTTCTCGCTGA
	GecuE^8      AAAATAAAGCACTCTGCAAATTACTCGTAAACAAATCAATGGAAACACTACTCGTTTGCGAAATA-TTTTTTTTTGCTAGCAATAGTAAAAACTTCAGAATAAATTTATCTTCTCGCTGA
	GecuE^9       AAAATAAAGCACTCTGCAAATTACTCGTAAACAAATCAATGGAAACACTACTCGTTTRCGAAATA-TTTTTTTTTGCTAGCAATAGTAAAAACTTCAGAATAAATTTATCTTCTYGCTGA
	GecuE^10       AAAATAAAGCACTCTGCAAATTACTCGTAAACAAATCAATGGAAACACTACTCGTTTGCGAAATA-TTTTTTTTTGCTAGCAATAGTAAAAACTTCAGAATAAATTTATCTTCTCGCTGA
	GecuE^11      AAAATAAAGCACTCTGCAAATTACTCGTAAACAAATCAATGGAAACACTACTCGTTTRCGAAATA--TTTTTTTTGCTAGCAATAGTAAAAACTTCAGAATAAATTTATCTTCTYGCTGA
	GlicC^15     AAAATAAAGCACTCTGCAAATTACTCGTAAACAAATCAATGGAAACACTACTCGTTTGCGAAATA--TTTTTTTTGCTAGCAATAGTAAAAACTTCAGAATAAATTTATCTTCTCGCTGA
	GlicP^17      AAAATAAAGCACTCTGCAAATTACTCGTAAACAAATCAATGGAAACACTACTCGTTTGCGAAATA-TTTTTTTTTGCTAGCAATAGTAAAAACTTCAGAATAAATTTATCTTCTCGCTGA
	GlicE^20      AAAATAAAGCACTCTGCAMATTACTCGTAAACAAATCAATGGAAACACTACTCGTTTGCGAAATATTTTTTTTTTGCTAGCAATAGTAAAAACTTCAGAATAAATTTATCTTCTCGCTGA
	GlicE^21      AAAATAAAGCACTCTGCAAATTACTCGTAAACAAATCAATGGAAACACTACTCGTTTGCGAAATA-TTTTTTTTTGCTAGCAATAGTAAAAACTTCAGAATAAATTTATCTTCTCGCTGA
	GlicE^22       AAAATAAAGCACTCTGCAAATTACTCGTAAACAAATCAATGGAAACACTACTCGTTTGCGAAATA-TTTTTTTTTGCTAGCAATAGTAAAAACTTCAGAATAAATTTATCTTCTCGCTGA
	GlicE^23       AAAATAAAGCACTCTGCAAATTACTCGTAAACAAATCAATGGAAACACTACTCGTTTGCGAAATA-TTTTTTTTTGCTAGCAATAGTAAAAACTTCAGAATAAATTTATCTTCTCGCTGA
	GlicE^24      AAAATAAAGCACTCTGCAAATTACTCGTAAACAAATCAATGGAAACACTACTCGTTTGCGAAATA--TTTTTTTTGYTAGCAATAGTAAAAACTTCAGAATAAATTTATCTYCTCGCTGA
	GlicE^25      AAAATAAAGCACTCTGCAAATTACTCGTAAACAAATCAATGGAAACACTACTCGTTTGCGAAATA-TTTTTTTTTGCTAGCAATAGTAAAAACTTCAGAATAAATTTATCTTCTCGCTGA
	GmorB^27    AAAATAAAGCACTCTGCAAATTACTCGTAAACAAATCAATGGAAACACTACTCGTTTGSGAAATA-TTTTTTTTTGCTAGCAATAGTAAAAACTTCAGAATAAATTTATCTTCTCGCTGA
	GpasB^28    AAAATAAAGCACTCTGCAAATTACTCGTAAACAAATCAATGGAAACACTACTCGTTTGCGAAATA-TTTTTTTTTGCTAGCAATAGTAAAAACTTCAGAATAAATTTATCTTCWCGCTGA
	GpasB^29    AAAATAAAGCACTCTGCAAATTACTCGTAAACAAATCAATGGAAACACTACTCGTTTGCGAAATA-TTTTTTTTTGCTAGCAATAGTAAAAACTTCAGAATAAATTTATCTTCTCGCTGA


18 120
	GecuC^1     CGCGACGTTACCCGACCTGACCACACATTCGCTGAAGAAGAGAGCTTTCGCGTTAGAAACCGACGCTCTCCCCACCACCTCCGCCGAACTCATCAACTCCGCTGAAAGTTTACCTCCGAC
	GecuP^4     CGCGACGTTACCCGACCTGACCACACATTCGCTGAAGAAGAGAGCTTTCGCGTTAGAAACCGACGCTCTCCCCACCACCTCCGCCGAACTCATCAACTCCGCTGAAAGTTTACCTCCGAC
	GecuE^8      CGCGACGTTACCCGACCTGACCRCACATTCGCTGAAGAAGAGAGCTTTCGCGTTAGAAACCGACGCTCTCCCCACCACCTCCGCCGAACTCATCAACTCCGCTGAAAGTTTACCTCCGAC
	GecuE^9       CGCGACGTTACCCGACCTGACCACACATTCGCTGAAGAAGAGAGCTTTCGCGTTAGAAACCGAYGCTCTCCCCACCACCTCCGCCGAACTCATCAACTCCGCTGAAAGTTTACCTCCGAC
	GecuE^10       CGCGACGTTACCCGACCTGACCACACATTCGCTGAAGAAGAGAGCTTTCGCGTTAGAAACCGACGCTCTCCCCACCACCTCCGCCGAACTCATCAACTCCGCTGAAAGTTTACCTCCGAC
	GecuE^11      CGCGACGTTACCCGACCTGACCACACATTCGCTGAAGAAGAGAGCTTTCGCGTTAGAAACCGANGCTCTCCCCACCACCTCCGCCGAACTCATCAACTCCGCTGAAAGTTTACCTCCGAC
	GlicC^15     CGCGACGTTACCCGACCTGACCACACATTCGCTGAAGAAGAGAGCTTTCGCGTTAGAAACCGACGCTCTCCCCACCACCTCCGCCGAACTCATCAACTCCGCTGAAAGTTTACCTCCGAC
	GlicP^17      CGCGACGTTACCCGACCTGACCACACATTCGCTGAAGAAGAGAGCTTTCGCGTTAGAAACCGACGCTCTCCCCACCACCTCCGCCGAACTCATCAACTCCGCTGAAAGTTTACCTCCGAC
	GlicE^20      CGCGACGTTACCCGACCTGACCACACATTCGCTGAAGAAGAGAGCTTTCGCGTTAGAAACCGACGCTCTCCCCACCACCTCCGCCGAACTCATCAACTCCGCTGAAAGTTTACCTCCGAC
	GlicE^21      CGCGACGTTACCCGACCTGACCACACATTCGCTGAAGAAGAGAGCTTTCGCGTTAGAAACCGACGCTCTCCCCACCACCTCCGCCGAACTCATCAACTCCGCTGAAAGTTTACCTCCGAC
	GlicE^22      CGCGACGTTACCCGACCTGACCACACATTCGCTGAAGAAGAGAGCTTTCGCGTTAGAAACCGACGCTCTCCCCACCACCTCCGCCGAACTCATCAACTCCGCTGAAAGTTTACCTCCGAC
	GlicE^23       CGCGACGTTACCCGACCTGACCACACATTCGCTGAAGAAGAGAGCTTTCGCGTTAGAAACCGACGCTCTCCCCACCACCTCCGCCGAACTCATCAACTCCGCTGAAAGTTTACCTCCGAC
	GlicE^24       CGCGACGTTACCCGACCTGACCACACATTCGCTGAAGAAGAGAGCTTTCGCGTTAGAAACCGACGCTCTCCCCACCACCTCCGCCGAACTCATCAACTCCGCTGAAAGTTTACCTCCGAC
	GlicE^25      CGCGACGTTACCCGACCTGACCACACATTCGCTGAAGAAGAGAGCTTTCGCGTTAGAAACCGACGCTCTCCCCACCACCTCCGCCGAACTCATCAACTCCGCTGAAAGTTTACCTCCGAC
	GlicE^26      CGCGACGTTACCCGACCTGACCACACATTCGTTGAAGAAGAGAGCTTTCGCGTTAGAAACCGACGCTCTCCCCACCACCTCCGCCGAACTCATCAACTCCGCTGAAAGTTTACCTCCGAC
	GmorB^27    CGCGACGTTACCCGACCTGACCACACATTCGCTGAAGAAGAGAGCTTTCGCGTTAGAAACCGACGCTCTCCCCACCACCTCCGCCGAACTCATCAACTCCGCTGAAAGTTTACCTCCGAC
	GpasB^28    CGCGACGTTACCCGACCTGACCACACATTCGCTGAAGAAGAGAGCTTTCGCGTTAGAAACCGACGCTCTCCCCACCACCTCCGCCGAACTCATCAACTCCGCTGAAAGTTTACCTCCGAC
	GpasB^29    CGCGACGTTACCCGACCTGACCACACATTCGCTGAAGAAGAGAGCTTTCGCGTTAGAAACCGACGCTCTCCCCACCACCTCCGCCGAACTCATCAACTCCGCTGAAAGTTTACCTCCGAC


19 120
	GecuC^1     TGCAATAGAGAATTTGAAAATGTATTACGTCGACATAGAATGATATATCAGAGAACAAATGCATACACACCAGAACAAGATGGYATGGCAGAAACAATGAATAGAACTGTTATTGAAAAG
	GecuP^4     TGCAATAGAGAATTTGAAAATGTATTACGTCGACATAGAATGATATATCAGAGAACAAATGCATRCACACCAGAACAAGATGGCATGGCAGAAACAATGAATAGAACTGTTATTGAAAAG
	GecuP^5     TGCAATAGAGAATTTGAAAATGTATTACGTCGACATAGAATGATATATCAGAGAACAAATGCATACACACCAGAACAAGATGGCATGGCAGAAACAATGAATAGAACTGTTATTGAAAAG
	GecuE^8      TGCAATAGAGAATTTGAAAATGTATTACGTCGACATAGAATGATATATCAGAGAACAAATGCATACACACCAGAACAAGATGGYATGGCAGAAACAATGAATAGAACTGTTATTGAAAAG
	GecuE^9       TGCAATAGAGAATTTGAAAATGTATTACGTCGACATAGAATGATATATCAGAGAACAAATGCATACACACCAGAACAAGATGGCATGGCAGAAACAATGAATAGAACTGTTATTGAAAAG
	GecuE^10       TGCAATAGAGAATTTGAAAATGTATTACGTCGACATAGAATGATATATCAGAGAACAAATGCATACACACCAGAACAAGATGGCATGGCAGAAACAATGAATAGAACTGTTATTGAAAAG
	GecuE^11      TGCAATAGAGAATTTGAAAATGTATTACGTCGACATAGAATGATATATCAGAGAACAAATGCATACACACCAGAACAAGATGGCATGGCAGAAACAATGAATAGAACTGTTATTGAAAAG
	GlicC^15     TGCAATAGAGAATTTGAAAATGTATTACGTCGACATAGAATGATATATCAGAGAACAAATGCATACACACCAGAACAAGATGGCATGGCAGAAACAATGAATAGAACTGTTATTGAAAAG
	GlicP^17      TGCAATAGAAAATTTGAAAATGTATTACGTCGACATAGAATGATATATCAGAGAACAAATGCATACATACCAGAACAAGATGGCATGGCAGAAACAATGAATAGAACTGTTATTGAAAAG
	GlicP^18      TGCAATAGAAAATTTGAAAATGTATTACGTCGACATAGAATGATATATCAGAGAACAAATGCATACATACCAGAACAAGATGGCATGGCAGAAACAATGAATAGAACTGTTATTGAAAAG
	GlicE^20      TGCAATAGAGAATTTGAAAATGTATTACGTCGACATAGAATGATATATCAGAGAACAAATGCATACACACCAGAACAAGATGGYATGGCAGAAACAATGAATAGAACTGTTATTGAAAAG
	GlicE^21      TGCAATAGARAATTTGAAAATGTATTACGTCGACATAGAATGATATATCAGAGAACAAATGCATACAYACCAGAACAAGATGGYATGGCAGAAACAATGAATAGAACTGTTATTGAAAAG
	GlicE^22       TGCAATAGAGAATTTGAAAATGTATTACGTCGACATAGAATGATATATCAGAGAACAAATGCATACACACCAGAACAAGATGGYATGGCAGAAACAATGAATAGAACTGTTATTGAAAAG
	GlicE^23       TGCAATAGAGAATTTGAAAATGTATTACGTCGACATAGAATGATATATCAGAGAACAAATGCATACACACCAGAACAAGATGGCATGGCAGAAACAATGAATAGAACTGTTATTGAAAAG
	GlicE^24      TGCAATAGAGAATTTGAAAATGTATTACGTCGACATAGAATGATATATCAGAGAACAAATGCATACACACCAGAACAAGATGGCATGGCAGAAACAATGAATAGAACTGTTATTGAAAAG
	GlicE^25      TGCAATAGAGAATTTGAAAATGTATTACGTCGACATAGAATGATATATCAGAGAACAAATGCATACACACCAGAACAAGATGGYATGGCAGAAACAATGAATAGAACTGTTATTGAAAAG
	GmorB^27    TGCAATAGARAATTTGAAAATGTATTACGTCGACATAGAATGATATATCAGAGAACAAATGCATACAYACCAGAACAAGATGGCATGGCAGAAACAATGAATAGAACTGTTATTGAAAAG
	GpasB^28    TGCAATARAGAATTTGAAAATGTATTACGTCGACATAGAATGATATATCAGAGAACAAATGCATACACACCAGAACAAGATGGCATGGCAGAAACAATGAATAGAACTGTTATTGAAAAG
	GpasB^29    TGCAATARAGAATTTGAAAATGTATTACGTCGACATAGAATGATATATCAGAGAACAAATGCATACACACCAGAACAAGATGGCATGGCAGAAACAATGAATAGAACTGTTATTGAAAAG


19 120
	GecuC^1     GCGCCAGACGCTCTGCGCATGCTCGTGATCACGCATGCTAATGGGGGTATTGGACAAGTCG-TGTGGAACGCCTCGATCCGTGGCAACTGCCCCTCGCTGAGCCTTTCCCAACTCGACAT
	GecuP^4     GCGCCAGACGCTCTGCGCATGCTCGTGATCACGCATGCTAATGGGGGTATTGGACAAGTSGTTGTGGAACGCCTCGATCGGTGGCAACTGCCCCTCGCTGAGCCTTTCCCAACTCGACAT
	GecuP^5      GCGCCAGACGYTCTGCGCATGCTCGTGATCACGCATGCTAATGGGGGTATTGGACAAGTCGTTGTGGAACGCCTCGATCSGTGGCAACTGCCCCTCGCTGAGCCTTTCCCAACTCGACAT
	GecuE^8      GCGCCAGACGYTCTGCGCATGCTCGTGATCACGCATGCTAATGGGGGTATTGGACAAGTSGTTGTGGAACGCCTCGATCGGTGGCAACTGCCCCTCGCTGAGCCTTTCCCAACTCGACAT
	GecuE^9       GCGCCAGACGYTCTGCGCATGCTCGTGATCACGCATGCTAATGGGGGTATTGGACAAGTSGTTGTGGAACGCCTCGATCGGTGGCAACTGCCCCTCGCTGAGCCTTTCCCAACTCGACAT
	GecuE^10       GCGCCAGACGCTCTGCGCATGCTCGTGATCACGCATGCTAATGGGGGTATTGGACAAGTSGTTGTGGAACGCCTCGATCSGTGGCAACTGCCCCTCGCTGAGCCTTTCCCAACTCGACAT
	GecuE^11       GCGCCAGACGCTCTGCGCATGCTCGTGATCACGCATGCTAATGGGGGTATTGGACAAGTGGTTGTGGAACGCCTCGATCGGTGGCAACTGCCCCTCGCTGAGCCTTTCCCAACTCGACAT
	GecuE^12      GCGCCAGACGTTCTGCGCATGCTCGTGATCACGCATGCTAATGGGGGTATTGGACAAGTCGTTGTGGAACGCCTCGATCGGTGGCAACTGCCCCTCGCTGAGCCTTTCCCAACTCGACAT
	GlicC^15     GCGCCAGACGCTCTGCGCATGCTCGTGATCACGCATGCTAATGGGGGTATTGGACAAGTCGTTGTGGAACGCCTCGATCGGTGGCAACTG-CCCTCGCTGAGCCTTTCCCAACTCGACAT
	GlicP^17      GCGCCAGACGCTCTGCGCATGCTCGTGATCACGCATGCTAATGGGGGTATTGGACAAGTCGTTGTGGAACGCCTCGATCGGTGGCAACTGCCCCTCGCTGAGCCTTTCCCAACTCGACAT
	GlicE^20      GCGCCAGACGCTCTGCGCATGCTCGTGATCACGCATGCTAATGGGGGTATTGGACAAGTCGTTGTGGAACGCCTCGATCGGTGGCAACTGCCCCTCGCTGAGCCTTTCCCAACTCGACAT
	GlicE^21      GCGCCAGACGCTCTGCGCATGCTCGTGATCACGCATGCTAATGGGGGTATTGGACAAGTCGTTGTGGAACGCCTCGATCGGTGGCAACTGCCCCTCGCTGAGCCTTTCCCAACTCGACAT
	GlicE^22       GCGCCAGACGCTCTGCGCATGCTCGTGATCACGCATGCTAATGGGGGTATTGGACAAGTCGTTGTGGAACGCCTCGATCGGTGGCAACTGCCCCTCGCTGAGCCTTTCCCAACTCGACAT
	GlicE^23       GCGCCAGACGCTCTGCGCATGCTCGTGATCACGCATGCTAATGGGGGTATTGGACAAGTCGTTGTGGAACGCCTCGATCGGTGGCAACTGCCCCTCGCTGAGCCTTTCCCAACTCGACAT
	GlicE^24      GCGCCAGACGCTCTGCGCATGCTCGTGATCACGCATGCTAATGGGGGTATTGGACAAGTCGTTGTGGAACGCCTCGATCGGTGGCAACTGCCCCTCGCTGAGCCTTTCCCAACTCGACAT
	GlicE^25      GCGCCAGACGCTCTGCGCATGCTCGTGATCACGCATGCTAATGGGGGTATTGGACAAGTCGTTGTGGAACGCCTCGATCGGTGGCAACTGCCCCTCGCTGAGCCTTTCCCAACTCGACAT
	GmorB^27    GCGCCAGACGCTCTGCGCATGCTCGTGATCACGCATGCTAATGGGGGTATTGGACAAGTCGTTGTGGAACGCCTCGATCSGTGGCAACTGCCCCTCGCTGAGCCTTTCCCAACTCGACAT
	GpasB^28    GCGCCAGACGCTCTGCGCATGCTCGTGATCACGCATGCTAATGGGGGTATTGGACAAGTCGTTGTGGAACGCCTCGATCCGTGGCAACTGCCCCTCGCTGAGCCTTTCCCAACTCGACAT
	GpasB^29    GCGCCAGACGCTCTGCGCATGCTCGTGATCACGCATGCTAATGGGGGTATTGGACAAGTCGTTGTGGAACGCCTCGATCSGTGGCAACTGCCCCTCGCTGAGCCTTTCCCAACTCGACAT


17 120
	GecuC^1     GTTATTTCGYGAGTTTGTATTTATTGTAGCAGGGGCTTATTKTATGGAAGTATCTTGGTAAACCNATTCTCTACACTAGGAGACTAAATCAAGATTGCCTGGAAAGCCTTCTTGGRAGTG
	GecuP^4     GTTATTTCGYGAGTTTGTATTTATTGTAGCAGGGGCTTATTKTATGGAAGTATCTTGGTAAACCCATTCTCTACACTAGGAGACTAAATCAAGATTGCCTGGAAAGCCTTCTTGGAAGTG
	GecuP^5     GTTATTTCGCGAGTTTGTATTTATTGTAGCAGGGGCTTATTTTATGGAAGTATCTTGATAAACCCATTCTCTACACTAGGAGACTAAATCAAGATTGCCTGGAAAGCCTTCTTGGAAGTG
	GecuP^6      GTTATTTCGYGAGTTTGTATTTATTGTAGCAGGGGCTTATTKTATGGAAGTATCTTGGTAAACCCATTCTCTACACTAGGAGACTAAATCAAGATTGCCTGGAAAGCCTTCTTGGAAGTG
	GecuP^7      GTTATTTCGYGAGTTTGTATNTATTGTAGCAGGGGCTTATTTTATGGAAGTATCTTGGTAAACCCATTCTCTACACTAGGAGACTAAATCAAGATTGCCTGGAAAGCCTTCTTGGAAGTN
	GecuE^8       GTTATTTCGTGAGTTTGTATTTATTGTAGCAGGGGCTTATTKTATGGAAGTATYTTGGTAAACCCATTCTCTACACTAGGAGACTAAATCAAGATTGCCTGGAAAGCCTTCTTGGAAGTG
	GecuE^9       GTTATTTCGYGAGTTTGTATTTATTGTAGCAGGGGCTTATTTTATGGAAGTATCTTGGTAAACCCATTCTCTACACTAGGAGACTAAATCAAGATTGCCTGGAAAGCCTWCTTGGAAGTG
	GlicC^15     GTTATTTCGTGAGTTTGTATTT-TTGTAGCAGGGGCTTATTTTATGGAAGTATCTTGGTAAACCCATTCTCTACACTAGGAGACTAAATCAAGATTGCCTGGAAAGCCTTCTTGGAAGTG
	GlicP^17      GTTATTTCGTGAGTTTGTATTTATTGTAGCARGGGCTTATTKTATGGAAGTATCTTGGTAAACCCATTCTCTACACTAGGAGACTAAATCAAGATTGCCTGGAAAGCCTTCTTGGAAGTG
	GlicE^20      GTTATTTCGCGAGTTTGTATTTATTGTAGCAGGGGCTTATTTTATGGAAGTATCTTGGTAAACCCATTCTCTACACTAGGAGACTAAATCAAGATTGCCTGGAAAGCCTTCTTGGAAGTG
	GlicE^21       GTTATTTCGYGAGTTTGTATTTATTGTAGCAGGGGCTTATTTTATGGAAGTATCTTGGTAAACCCATTCTCTACACTAGGAGACTAAATCAAGATTGCCTGGAAAGCCTTCTTGGAAGTG
	GlicE^22       GTTATTTCGYGAGTTTGTATTTATTGTAGCAGGGGCTTATTTTATGGAAGTATCTTGGTAAACCCATTCTCTAYACTAGGAGACTAAATMAAGATTGCCTGGAAAGCCTTCTTGGAAGTG
	GlicE^23      GTTATTTCGCGAGTTTGTATTTATTGTAGCAGGGGCTTATTTTATGGAAGTATCTTGGTAAACCCATTCTCTACACTAGGAGACTAAATCAAGATTGCCTGGAAAGCCTTCTTGGAAGTG
	GlicE^24      GTTATTTCGTGAGTTTGTATTTATTGTAGCAGGGGCTTATTTTATGGAAGTATCTTGGTAAACCCATTCTCTACACTAGGAGACTAAATMAAGATTGCCTGGAAAGCCTTCTTGGAAGTG
	GmorB^27    GTTATTTCGYGAGTTTGTATTTATTGTAGCAGGGGCTTATTTTATGGAAGTATCTTGGTAAACCCATTCTCTACACTAGGAGACTAAATCAAGATTGCCTGGAAAGCCTTCTTGGAAGTG
	GpasB^28    GTTATTTCGCGAGTTTGTATTTATTGTAGCAGGGGCTTATTTTATGGAAGTATCTTGGTAAACCCATTCTCTACACTAGGAGACTAAATCAAGATTGCCTGGAAAGCCTTCTTGGGAGTG
	GpasB^29    GTTATTTCGCGAGTTTGTATTTATTGTAGCAGGGGCTTATTTTATGGAAGTATCTTGGTAAACCCATTCTCTACACTAGGAGACTAAATCAAGATTGCCTGGAAAGCCTTCTTGGRAGTG


17 120
	GecuC^1     TCGCCTAGGGTTTCGCATATTGACATATATAAATTTTAGGAGAATATAGGTTTGTCCAGAAAAGGCTCCAAAAACACTAAAGAAACTAGGCTTTCAATCCAGAAAACCTAGAAAAATTGC
	GecuP^4     TCGCCTAGGGTTTCGCATATTGACATATATAAATTTTAGGAGAATATAGGTTTGTCCAGARAAGGCTCCAAAAACACTAAAGAAACTAGGCTTTCAATCCAGAAAACCTAGAAAAATTGC
	GecuP^5     TCGCCTAGGGTTTCGCATATTGACATATATAAATTTTAGGAGAATATAGGTTTGTCCAGAAAAGRCTCCAAAAACACTAAAGAAACTAGGCTTTCAATCCAGAAAACCTAGAAAAATTGC
	GecuE^8      TCGCCTAGGGTTTCGCATATTGACATATATAAATTTTAGGAGAATATAGGTTTGTCCAGAAAAGGCTCCAAAAACACTAAAGAAACTAGGCTTTCAATCCAGAAAACCTAGAAAAATTGC
	GecuE^9       TCGCCTAGGGTTTCGCATATTGACATATATAAATTTTAGGAGAATATAGGTTTGTCCAGAAAAGGCTCCAAAAACACTAAAGAAACTAGGCTTTCAATCCAGAAAACCTAGAAAAATTGC
	GecuE^10       TCRCCTAGGGTTTCGCATATTGACATATATAAATTTTAGGAGAATATAGGTTTGTCCAGAAAAGGCTCCAAAAACACTAAAGAAACTAGGCTYTCAATCCAGAAAACCTAGAAAAATTGC
	GlicC^15     TCGCCTAGGGTTTCGCATATTGACATATATAAATTTTAGGAGAATATAGGTTTGTCCAGAAAAGGCTCCAAAAACACTAAAGAAACTAGGCTTTCAATCCAGAAAACCTAGAAAAATTGC
	GlicP^17      TCGCCTAGGGTTTCGCATATTGACATATATAAATTTTAGGAGAATATAGGTTTGTCCAGAAAAGRCTCCAAAAACACTAAAGAAACTAGGCTTTCAATCCAGAAAACCTAGAAAAATTGC
	GlicP^18      TCGCCTAGGGTTTCGCATATTGACATATATAAATTTTAGGAGAATATAGGTTTGTCCAGAAAAGRCTCCAAAAACACTAAAGAAACTAGGCTTTCAATCCAGAAAACCTAGAAAAATTGC
	GlicE^20      TCGCCTAGGGTTTCGCATATTGACATATATAAATTTTAGGAGAATATAGGTTTGTCCAGAAAAGACTCCAAAAACACTAAAGAAACTAGGCTTTCAATCCAGAAAACCTAGAAAAATTGC
	GlicE^21      TCGCCTAGGGTTTCGCATATTGACATATATAAATTTTAGGAGAATATAGGTTTGTCCAGAAAAGGCTCCAAAAACACTAAAGAAACTAGGCTYTCAATCCAGAAAACCTAGAAAAATTGC
	GlicE^22       TCGCCTAGGGTTTCGCATATTGAYATATATAAATTTTAGGAGAATATAGGTTTGTCCAGAAAAGGCTCCAAAAACACTAAAGAAACTAGGCTTTCAATCCAGAAAACCTAGAAAAATTGC
	GlicE^23       TCGCCTAGGGTTTCGCATATTGACATATATAAATTTTAGGAGAATATAGGTTTGTCCAGAAAAGGCTCCAAAAACACTAAAGAAACTAGGCTTTCAATCCAGAAAACCTAGAAAAATTGC
	GlicE^24      TCGCCTAGGGTTTCGCATATTGACATATATAAATTTTAGGAGAATATAGGTTTGTCCAGAAAAGGCTCCAAAAACACTAAAGAAACTAGGCTTTCAATCCAGAAAACCTAGAAAAATTGC
	GlicE^25      TCGCCTAGGGTTTCGCATATTGACATATATAAATTTTAGGAGAATATAGGTTTGTCCAGAAAAGGCTCCAAAAACACTAAAGAAACTAGGCTTTCAATCCAGAAAACCTAGAAAAATTGC
	GmorB^27    TCGCCTAGGGTTTCGCATATTGACATATATAAATTTTAGGAGAATATAGGTTTGTCCAGAAAAGGCTCCAAAAACACTAAAGAAACTAGGCTTTCAATCCAGAAAACCTAGAAAAATTGC
	GpasB^28    TCGCCTAGGGTTTCGCATATTGRCATATATAAATTTTAGGAGAATATAGGTTTGTCCAGAAAAGGCTCCAAAAACACTAAAGAAACTAGGCTTTCAATCCAGAAAACCTAGAAAAATTGC


16 120
	GecuC^1     GAATATATATTTTATAGTTTAGTTCTCAATCGCCTAAATTTAGATATAGGAGGATGGTATGAAAAGTACCCGTACTTGGAGCCAGATGGCGCTTTGTGTCAAAGTCTGCATTACCGACTA
	GecuP^4     GAATATATATTTTATAGTTTAGTTCTCAATCGCCTAAATTTAGATATAGGAGGATGGTATGAAAAGTACCCGTACTTGGAGCCAGATGGCGCGTTGTGTCAAAGTCTGCATTACCGACTA
	GecuP^5      RAATATATATTTTATA-TTTAGTTCTCAATNGCCTAAATTTAGATATAGGAGGATGGTATGAAAAGTACCCGTACTTGGAGCCAGATRGCGCTTTGTGTCAAARTCTGCATTACCGACTA
	GecuP^6      NAATATATATTTTATAGTTTAGTTCTCAATCGCCTAAATTTAGATATAGGAGGATGGTATGAAAAGTACCCGTACTTGGAGCCAGATGGCGCTTTGTGTCAAAGTCTGCATTACCGACTA
	GecuE^8       RAATATATATTTTATAGTTTAGTTCTCAATCGCCTAAATTTAGATATAGGAGGATGGTATGAAAAGTACCCGTACTTGGAGCCAGATGGCGCTTTGTGTCAAARTCTGCATTACCGACTA
	GecuE^9      RAATATATATTTTATAGTTTAGTTCTCAATCGCCTAAATTTAGATATAGGAGGATGGTATGAAAAGTACCCGTACTTGGAGCCAGATGGCGCTTTGTGTCAAAGTCTGCATTACCGACTA
	GlicC^15     GAATATATATTTTATAGTTTAGTTCTCAATTGCCTAAATTTAGATATAGGAGGATGGTATGAAAAGTACCCGTACTTGGANCCAGATGGCGCTTTGTGCCAAAGTCTGCATTACCGACTA
	GlicP^17      GAATATATATTTTATAGTTTAGTTCTCAATCGCCTAAATTTAGATATAGGAGGATGGTATGAAAAGTACCCGTACTTGGAGCCAGATGGCGCTTTGTGTCAAAGTCTGCATTACCGACTA
	GlicP^18      GAATATATATTTTATAGTTTAGTTCTCAATYGCCTAAATTTAGATATAGGAGGATGGTATGAAAAGTACCCGTACTTGGAGCCAGATGGCGCTTTGTGYCAAAGTCTGCATTACCGACTA
	GlicE^20      GAATATATATTTTATAGTTTAGTTCTCAATCGCCTAAATTTAGATATAGGAGGATGGTATGAAAAGTACCCGTACTTGGAGCCAGATGGCGCTTTGTGTCAAAGTCTGCATTACCGACTA
	GlicE^21      GAATATATATTTTATAGTTTAGTTCTCAATCGCCTAAATTTAGATATAGGAGGATGGTATGAAAAGTACCCGTACTTGGAGCCAGATGGCGCTTTGTGTCAAAGTCTGCATTACCGACTA
	GlicE^22       GAATATATATTTTATAGTTTAGTTCTCAATCGCCTAAATTTAGATATAGGAGGATGGTATGAAAAGTACCCGTACTTGGAGCCAGATGGCGCTTTGTGTCAAAGTCTGCATTACCGACTA
	GlicE^23       GAATATATATTTTATAGTTTAGTTCTCAATCGCCTAAATTTAGATATAGGAGGATGGTATGAAAAGTACCCGTACTTGGAGCCAGATGGCGCTTTGTGTCAAAGTCTGCATTACCGACTA
	GmorB^27    RAATATATATTTTATAGTTTAGTTCTCAATCGCCTAAATTTAGATATAGGAGGATGGTATGAAAAGTACCCGTACTTGGAGCCAGATRGCGCTTTGTGTCAAARTCTGCATTACCGACTA
	GpasB^28    RAATATATATTTTATAGTTTAGTTCTCAATCGCCTAAATTTAGATATAGGAGGATGGTATGAAAAGTACCCGTACTTGGAGCCAGATGGCGCTTTGTGTCAAAGTCTGCATTACCGACTA
	GpasB^29    AAATATATATTTTATAGTTTAGTTCTCAATCGCCTAAATTTAGATATAGGAGGATGGTATGAAAAGTACCCGTACTTGGAGCCAGATGGCGCTTTGTGTCAAAGTCTGCATTACCGACTA


19 120
	GecuC^1     AAAGGAAAAATACGAAGAAATGGATATTAGAAACAATAACAAGGCAATTGATAAAGCGAAATTGACAGATGACATAGGATACGTAAACAAAACAAACGTTTTACCCAGGAAAAAAGCCCG
	GecuP^4     AAAGCAAAAATACGAAGAAATGGATATTAGAAACAATAACAAGGCAATTGATAAAGCGAAATTGACAGATGACATAGGATACGTAAACAAAACAAACGTTTTACCCAGGAAAAAAGCCCG
	GecuP^5     AAAGSAAAAATACGAAGAAATGGATATTAGAAACAATAACAAGGCAATTGATAAAGCGAAATTGACAGATGACATAGGATACGTAAACAAAACAAACGTTTTACCCAGGAAAAAAGCCCG
	GecuP^6      AAAGSAAAAATACGAAGAAATGGATATTAGAAACAATAACAAGGCAATTGATAAAGCGAAATTGACAGATGACATAGGATACGTAAACAAAACAAACGTTTTACCCAGGAAAAAAGCCNG
	GecuE^8      AAAGGAAAAATACGAAGAAATGGATATTAGAAACAATAACAAGGCAATTGATAAAGCGAAATTGACAGATGACATAGGATACGTAAACAAAACAAACGTTTTACCCAGGAAAAAAGCCCG
	GecuE^9       AAAGCAAAAATACGAAGAAATGGATATTAGAAACAATAACAAGGCAATTGATAAAGCGAAATTGACAGATGACATAGGATACGTAAACAAAACAAACGTTTTACCCAGGAAAAAAGCCCG
	GecuE^10       AAAGCAAAAATACGAAGAAATGGATATTAGAAACAATAACAAGGCAATTGATAAAGCGAAATTGACAGATGACATAGGATACGTAAACAAAACAAACGTTTTACCCAGGAAAAAAGCCCG
	GlicC^15     AAAGCAAAAATACGAAGAAATGGATATTAGAAACAATAACAAGGCAATTGATAAAGCGAAATTGACAGATGACATAGGATACGTAAACAAAACAAACGTTTTACCCAGGAAAAAAGCCCG
	GlicC^16     AAAGGAAAAATACGAAGAAATGGATATTAGAAACAATAACAAGGCAATTGATAAAGCGAAATTGACAGATGACATAGGATACGTAAACAAAACAAACGTTTTACCCAGGAAAAAAGCCCG
	GlicP^17      AAAGGAAAAATACGAAGAAATGGATATTAGAAACAATAACAAGGCAATTGATAAAGCGANATTGACAGATGACATAGGATACGTAAACAAAACAAA-GTTTTACCCAGGAAAAAAGCCCG
	GlicP^18      AAAGGAAAAATACGAAGAAATGGATATTAGAAACAATAACAAGGCAATTGATAAAGCGNAATTGACAGATGACATAGGATACGTAAACAAAACAAACGTTTTACCCAGGAAAAAAGCCCG
	GlicE^20      AAAGSAAAAATACGAAGAAATGGATATTAGAAACAATAACAAGGCAATTGATAAAGCGAAATTGACAGATGACATAGGATACGTAAACAAAACAAACGTTTTACCCAGGAAAAAAGCCCG
	GlicE^21      AAAGSAAAAATACGAAGAAATGGATATTAGAAACAATAACAAGGCAATTGATAAAGCGAAATTGACAGATGACATAGGATACGTAAACAAAACAAACGTTTTACCCAGGAAAAAAGCCCG
	GlicE^22       AAAGGAAAAATACGAAGAAATGGATATTAGAAACAATAACAAGGCAATTGATAAAGCGAAATTGACAGATGACATAGGATACGTAAACAAAACAAACGTTTTACCCAGGAAAAAAGCCCG
	GlicE^23       AAAGGAAAAATACGAAGAAATGGATATTAGAAACAATAACAAGGCAATTGATAAAGCGAAATTGACAGATGACATAGGATACGTAAACAAAACAAACGTTTTACCCAGGAAAAAAGCCCG
	GlicE^24      AAAGGAAAAATACGAAGAAATGGATATTAGAAACAATAACAAGGCAATTGATAAAGCGAAATTGACAGATGACATAGGATACGTAAACAAAACAAACGTTTTACCCAGGAAAAAAGCCCG
	GlicE^25      AAAGSAAAAATACGAAGAAATGGATATTAGAAACAATAACAAGGCAATTGATAAAGCGAAATTGACAGATGACATAGGATACGTAAACAAAACAAACGTTTTACCCAGGAAAAAAGCCCG
	GmorB^27    AAAGGAAAAATACGAAGAAATGGATATTAGAAACAATAACAAGGCAATTGATAAAGCGAAATTGACAGATGACATAGGATACGTAAACAAAACAAACGTTTTACCCAGGAAAAAAGCCCG
	GpasB^28    AAAGGAAAAATACGAAGAAATGGATATTAGAAACAATAACAAGGCAATTGATAAAGCGAAATTGACAGATGACATAGGATACGTAAACAAAACAAACGTTTTACCCAGGAAAAAAGCCCG


18 120
	GecuC^1     AGGAAGTACGTATTTTTGAATATTCGCGATTACACATTTCAAATGAGGTTCGGAAAGGTTGAAATTTTGCCGAATATAAGTCTCAGCGGTTGAAATATGCTACCCGTATTCTATGAAAGC
	GecuP^4     AGGAAGTACGTATTTTTGAATATTCGCGATTACACATTTCAAATGAGGTTCGGAAAGGTTGAAATTTTGCCGAATATAAGTCTCAGCGGTTGAAATATGCTACCCGTATTCTATGAAAGC
	GecuP^5     AGGAAGTACGTATTTTTGAATATTCGCGATTACACATTTCAAATGAGGTTCGGAAAGGTTGAAATTTTGCCGAATATAAGTCTCAGCGGTTGAAATATGCTACCCGTAKTCTATGAAAGC
	GecuP^6      AGGAAGTACGTATTTTTGAATATTCGCGATTACACATTTCAAATGAGGTTCGGAAAGGTTGAAATTTTGCCGAATATAAGTCTCAGCGGTTGAAATATGCTACCCGTATTCTATGAAAGC
	GecuE^8      AGGAAGTACGTATTTTTGAATATTCGCGATTACACATTTCAAATGAGGTTCGGAAAGGTTGAAATTTTGCCGAATATAAGTCTCAGCGGTTGAAATATGCTACCCGTATTCTATGAAAGC
	GecuE^9       AGGAAGTACGTATTTTTGAATATTCSCGATTACACATTTCAAATGAGGTTCGGAAAGGTTGAAATTTTGCCGAATATAAGTCTCAGCGGTTGAAATATGCTACCCGTATTCTATGAAAGC
	GecuE^10       AGGAAGTACGTATTTTTGAATATTCGCGATTACACATTTCAAATGAGGTTCGGAAAGGTTGAAATTTTGCCGAATATAAGTCTCAGCGGTTGAAATATGCTACCCGTATTCTATGAAAGC
	GecuE^11      AGGAAGTACGTATTTTTGAATATTCSCGATTACACATTTCAAATGAGGTTCGGAAAGGTTGAAATTTTGCCGAATATAAGTCTCAGCGGTTGAAATATGCTACCCGTATTCTATGAAAGC
	GlicC^15     AGGAAGTACGTATTTTTGAATATTCGCGATTACACATTTCAAATGAGGTTCGGAAAGGTTGAAATTTTGCCGAATATAAGTCTCAGCGGTTGAAATATGCTACCCGTATTCTATGAAAGC
	GlicP^17      AGGAAGTACGTATTTTTGAATATTCGCGATTACACATTTCAAATGAGGTTCGGAAAGGTTGAAATTTTGCCGAATATAAGTCTCAGCGGTTGAAATATGCTACCCGTATTCTATGAAAGC
	GlicE^20      AGGAAGTACGTATTTTTGAATATTCGCGATTACACATTTCAAATGAGGTTCGGAAAGGTTGAAATTWTGCCGAATATAAGTCTCAGCGGTTGAAATATGCTACCCGTATTCTATGAAAGC
	GlicE^21      AGGAAGTACGTATTTTTGAATATTCGCGATTACACATTTCAAATGAGGTTCGGAAAGGTTGAAATTTTGCCGAATATAAGTCTCAGCGGTTGAAATATGCTACCCGTATTCTATGAAAGC
	GlicE^22       AGGAAGTACGTATTTTTGAATATTCGCGATTACACATTTCAAATGAGGTTCGGAAAGGTTGAAATTTTGCCGAATATAAGTCTCAGCGGTTGAAATATGCTACCCGTATTCTATGAAAGC
	GlicE^23       AGGAAGTACGTATTTTTGAATATTCGCGATTACACATTTCAAATGAGGTTCGGAAAGGTTGAAATTTTGCCGAATATAAGTCTCAGCGGTTGAAATATGCTACCCGTATTCTATGAAAGC
	GlicE^24      AGGAAGTACGTATTTTTGAATATTCGCGATTACACATTTCAAATGAGGTTTGGAAAGGTTGAAATTTTGCCGAATATAAGTCTCAGCGGTTGAAATATGCTACCCGTATTCTATGAAAGC
	GlicE^25      AGGAAGTACGTATTTTTGAATATTCGCGATTACACATTTCAAATGAGGTTCGGAAAGGTTGAAATTTTGCCGAATATAAGTCTCAGCGGTTGAAATATGCTACCCGTATTCTATGAAAGC
	GmorB^27    AGGAAGTACGTATTTTTGAATATTCGCGATTACACATTTCAAATGAGGTTCGGAAAGGTTGAAATTTTGCCGAATATAAGTCTCAGCGGTTGAAATATGCTACCCGTATTCTATGAAAGC
	GpasB^28    AGGAAGTACGTATTTTTGAATATTCGCGATTACACATTTCAAATGAGGTTCGGAAAGGTTGAAATTTTGCCGAATATAAGTCTCAGCGGTTGAAATATGCTACCCGTATTCTATGAAAGC


18 120
	GecuC^1     TTGCGTTTTCTTACCCATTTCTTTTGTTTATTTGAAAAAACACCCACGCGTATTTCACCTTCACTGTATTACTTTTTACAGTCCAACCAGTTACTCCAAAATCAGCAC-CATATTCCAGC
	GecuP^4     TTGCGTTTTCTTACCCATTTCTTTTGTTTATTTGAAAAAACACCCACGCGTATTTCACCTTCACTGTATTACTTTTTACAGTCCAACCAGTTACTCCAAAATCAGCAC-CATATTCCAGC
	GecuP^5     TTGCRTTTTCTTACCCATTTCTTTTGTTTATTTGAAAAAACACCCACGCGTATTTCACCTTCACTGTATTACTTTTTACAGTCMAACCAGTTACTCCAAAATCAGCAC-CATATTCCAGM
	GecuP^6      TTGCATTTTCTTACCCATTTCTTTTGTTTATTTGAAAAAACACCCACGCGTATTTCACCTTCACTGTATTACTTTTTACAGTCAAACCAGTTACTCCAAAATCAGCAC-YATATTCCAGC
	GecuE^8      TTGCRTTTTCTTACCCATTTCTTTTGTTTATTTGAAAAAACACCCACGCGTATTTCACCTTCACTGTATTACTTTTTACAGTCMAACCAGTTACTCCAAAATCAGCAC-CATATTCCAGC
	GecuE^9       TTGCATTTTCTTACCCATTTCTTTTGTTTATTTGAAAAAACACCCACGCGTATTTCACCTTCACTGTATTACTTTTTACAGTCAAACCAGTTACTCCAAAATCAGCAC-CATATTCCAGC
	GecuE^10       TTGCRTTTTCTTACCCATTTCTTTTGTTTATTTGAAAAAACACCCACGCGTATTTCACCTTCACTGTATTACTTTTTACAGTCMAACCAGTTACTCCARAATCAGCAC-CATATTCCAGC
	GecuE^11      TTGCRTTTTCTTACCCATTTCTTTTGTTTATTTGAAAAAACACCCACGCGTATTTCACCTTCACTGTATTACTTTTTACAGTCMAACCAGTTACTCCAAAATCAGCAC-CATATTCCAGC
	GlicC^15     TTGCATTTTCTTACCCATTTCTTTTGTTTATTTGAAAAAACACCCACGCGTATTTCACCTTCACTGTATTACTTTTTACAGTCAAACCAGTTACTCCAAAATCAGCAC-CATATTCCAGC
	GlicP^17      TTGCATTTTCTTACCCATTTCTTTTGTTTATTTGAAAAAACACCCACGCGTATTTCACCTTCACTGTATTACTTTTTACAGTCAAACCAGTTACTCCAAAATCAGCAC-CATATTCCAGC
	GlicE^20      TTGCATTTTCTTACCCATTTCTTTTGTTTATTTGAAAAAACACCCACGCGTATTTCACCTTCACTGCATTACTTTTTACAGTCGAACCAGTTACTCCAAAATCAGCAC-CATATTCCAGC
	GlicE^21      TTGCRTTTTCTTACCCATTTCTTTTGTTTATTTGAAAAAACACCCACGCGTATTTCACCTTCACTGTATTACTTTTTACAGTCMAACCAGTTACTCCAAAATCAGCAC-CATATTCCAGC
	GlicE^22       TTGCATTTTCTTACCCATTTCTTTTGTTTATTTGAAAAAACACCCACGCGTATTTCACCTTCACTGTATTACTTTTTACAGTCAAACCAGTTACTCCAAAATCAGCAY-CATATTCCAGC
	GlicE^23       TTGCATTTTCTTACCCATTTCTTTTGTTTATTTGAAAAAACACCCACGCGTATTTCACCTTCACTGTATTACTTTTTACAGTCAAACCAGTTACTCCAAAATCAGCACNCATATTCCAGC
	GlicE^24      TTGCATTTTCTTACCCATTTCTTTTGTTTATTTGAAAAAACACCCACGCGTATTTCACCTTCACTGTATTACTTTTTACAGTCAAACCAGTTACTCCAAAATCAGCAC-CATATTCCAGC
	GmorB^27    TTGCRTTTTCTTACCCATTTCTTTTGTTTATTTGAAAAAACACCCACGCGTATTTCACCTTCACTGTATTACTTTTTACAGTCMAACCAGTTACTCCAAAATCAGCAC-YATATTCCAGC
	GpasB^28    TTGCATTTTCTTACCCATTTCTTTTGTTTATTTGAAAAAACACCCACGCGTATTTCACCTTCACTGTATTACTTTTTACAGTCAAACCAGTTACTCCAAAATCAGCAC-CATATTCCAGC
	GpasB^29    TTGCATTTTCTTACCCATTTCTTTTGTTTATTTGAAAAAACACCCACGCGTATTTCACCTTCACTGTATTACTTTTTACAGTCAAACCAGTTACTCCAAAATCAGCAC-CATATTCCAGC


16 120
	GecuC^1     CCAAGAACGGCATCTAACCTCGATTTTATTTCCGTTGCGGTTTTCCCTTCCAAATAGAAACATTTGATGATCACGAACTTCGTTTCTACCCATAATTGAAAACACAAAAAGATACTNGAC
	GecuP^4     CCAAGAACGGCATCTAACCTCGATTTTATTTCCGTTGCGGTTTTCCCTT-CAAATAGAAACATTTGATGATCACGAACTTCGTTTCTACCCATAATTGAAAACACAAAAAGATACTTGAC
	GecuE^8       CCAAGAACGGCATCTAACCTCGATTTTATTTCCGTTGCGGTTTTCCCTTCCAAATAGAAACATTTGATGAYCACGAACTTCGTTTCTACCCATAATTGAAAACACAAAAAGATACTTGAC
	GecuE^9      CCAAGAACGGCATCTAACCTCGATTTTATTTCCGTTGCGGTTTTCCCTTCCAAATAGAAACATTTGATGAYCACGAACTTCGTTTCTACCCATAATTGAAAACACAAAAAGATACTTGAC
	GlicC^15     CCAAGAACGGCANCTAACCTCGATTTTATTTCCGTTGCGGTTTTCCCTTCCAAATAGAAACATTTGATGACCACGAACTTCGTTTCTACCCATAATTGAAAACACAAAAAGATACTTGAC
	GlicP^17      CCAAGAACGGCATCTAACCTCGATTTTATTTCCGTTGCGGTTTTCCCTTCCAAATAGAAACATTTGATGATCACGAACTTCGTTTCTACCCATAATTGAAAACACAAAAAGATACTTGAC
	GlicP^18      CCAAGAACGGCATCTAACCTCGATTTTATTTCCGTTGCGGTTTTCCCTTCCAAATAGAAACATTTGATGATCACGAACTTCGTTTCTACCCATAATTGAAAACACAAAAAGATACTTGAC
	GlicE^20      CCAAGAACGGCATCTAACCTCGATTTTATTTCCGTTGCGGTTTTCCCTTCCAAATAGAAACATTTGATGACCACGAACTTCGTTTCTACCCATAATTGAAAACACAAAAAGATACTTGAC
	GlicE^21      CCAAGAACGGCATCTAACCTCGATTTTATTTCCGTTGCGGTTTTCCCTTCCAAATAGAAACATTTGATGAYCACGAACTTCGTTTCTACCCATAATTGAAAACACAAAAAGATACTTGAC
	GlicE^22       CCAAGAACGGCATCTAACCTCGATTTTATTTCCGTTGCGGTTTTCCCTTCCAAATAGAAACATTTGATGAYCACGAACTTCGTTTCTACCCATAATTGAAAACACAAAAAGATACTTGAC
	GlicE^23       CCAAGAACGGCATCTAACCTCGATTTTATTTCCGTTGCGGTTTTCCCTTCCAAATAGAAACATTTGATGACCACGAACTTCGTTTCTACCCATAATTGAAAACACAAAAWGATACTTGAC
	GlicE^24      CCAAGAACGGCATCTAACCTCGATTTTATTTCCGTTGCGGTTTTCCCTTCCAAATAGAAACATTTGATGACCACGAACTTCGTTTCTACCCATAATTGAAAACACAAAAAGATACTTGAC
	GlicE^25      CCAAGAACGGCATCTAACCTCGATTTTATTTCCGTTGCGGTTTTCCCTTCCAAATAGAAACATTTGATGACCACGAACTTCGTTTCTACCCATAATTGAAAACACAAAAAGATACTTGAC
	GmorB^27    CCAAGAACGGCATCTAACCTCGATTTTATTTCCGTTGCGGTTTTCCCTTCCAAATAGAAACATTTGATGAYCACGAACTTCGTTTCTACCCATAATTGAAAACACAAAAAGATACTTGAC
	GpasB^28    CCAAGAACGGCATCTAACCTCGATTTTATTTCCGTTGCGGTTTTCCCTTCCAAATAGAAACATTTGATGAYCACGAACTTCGTTTCTACCYATAATTGAAAACACAAAAAGATACTTGAC
	GpasB^29    CCAAGAACGGCATCTAACCTCGATTTTATTTCCGTTGCGGTTTTCCCTTCCAAATAGAAACATTTGATGATCACGAACTTCGTTTCTACCCATAATTGAAAACACAAAAA-ATACTTGAC


19 120
	GecuC^1     TTTATCTCGACTATATGGCGCGAGACAATAGGGTCGGCCATTGTTTTTGATAAAAGGCAGTCCTTCCGCGGACTCAAACTCAACAGTTAGGCAATTAGCCGCAACAAAGAAGTCGTGACC
	GecuP^4     TTTATCTCGACTATATGGCGCGAGACAATAGGGTCGGCCATTGTTTTTGATAAAAGGCARTCCTTCCGCGGACTCAAACTCAACAGTTAGGCAATTAGCCGCAACAAAGAAGTCGTGACC
	GecuP^5     TTTATCTCGACTATATGGCGCGAGACAATAGGGTCGGCCATTGTTTTTGATAAAAGGCAGTCCTTCCGCGGACTCAAACTCAACAGTTAGGCAATTAGCCGCAACAAAGAAGTCGTGACC
	GecuE^8      TTTATCTCGACTATATGGCGCGAGACAATAGGGTCGGCCATTGTTTTTGATAAAAGGCAATCCTTCCGCGGACTCAAACTCAACAGTTAGGCAATTAGCCGCAACAAAGAAGTCGTGACC
	GecuE^9       TTTATCTCGACTATATGGCGCGAGACAATAGGGTCGGCCATTGTTTTTGATAAAAGGCARTCCTTCCGCGGACTCAAACTCAACAGTTAGGCAATTAGCCGCAACAAAGAAGTCGTGACC
	GecuE^10       TTTATCTCGACTATATGGCGCGAGACAATAGGGTCGGCCATTGTTTTTGATAAAAGGCAGTCCTTCCGCGGACTCAAACTCAACAGTTAGGCAATTAGCCGCAACAAAGAAGTCGTGACC
	GecuE^11       TTTATCTCGACTATATGGCGCGAGACAATAGGGTCGGCCATTGTTTTTGATAAAAGGCAGTCCTTCCGCGGACTCAAACTCAACAGTTAGGCAATTAGCCGCAACAAAGAAGTCGTGACC
	GecuE^12      TTTATCTCGACTATATGGCGCGAGACAATAGGGTCGGCCATTGTTTTTGATAAAAGGCAGTCCTTCCGCGGACTCAAACTCAACAGTTAGGCAATTAGCCGCAACAAAGAAGTCGTGACC
	GlicC^15     TTTATCTCGACTATATGGCGCGAGACAATAGGGTCGGCMATTGTTTTTGATAAAAGGCAGTCCTTCCGCGGACTCAAACTCAACAGTTAGGCAATTAGCCGCAACAAAGAAGTCGTGACC
	GlicP^17      TTTATCTCGACTATATGGCGCGAGACAATAGGGTCGGCCATTGTTTTTGATAAAAGGCAGTCCTTCCGCGGACTCAAACTCAACAGTTAGGCAATTAGCCGCAACAAAGAAGTCGTGACC
	GlicP^18      TTTATCTCGACTATATGGCGCGAGACAATANGGTCGNCCATTGTTTTTGATAAAAGGCARTCCTTCCGCGGACTCAAAYTCAACAGTTAGGCAATTAGCCGCAACAAAGAAGTCGTGACC
	GlicE^20      TTTATCTCGACTATATGGCGCGAGACAATAGGGTCGGCCATTGTTTTTGATAAAAGGCAGTCCTTCCGCGGACTCAMAYTCAACAGTTAGGCAATTAGCCGCAACAAAGAAGTCGTGACC
	GlicE^21      TTTATCTCGACTATATGGCGCGAGACAATAGGGTCGGCCATTGTTTTTGATAAAAGGCARTCCTTCCGCGGACTCAMACTCAACAGTTAGGCAATTAGCCGCAACAAAGAAGTCGTGACC
	GlicE^22       TTTATCTCGACTATATGGCGCGAGACAATAGGGTCGGCCATTGTTTTTGATAAAAGGCAGTCCTTCCGCGGACTCAAACTCAACAGTTAGGCAATTAGCCGCAACAAAGAAGTCGTGACC
	GlicE^23       TTTATCTCGACTATATGGCGCGAGACAATAGGGTCGGCCATTGTTTTTGATAAAAGGCARTCCTTCCGCGGACTCAAACTCAACAGTTAGGCAATTAGCCGCAACAAAGAAGTCGTGACC
	GlicE^24      TTTATCTCGACTATATGGCGCGAGACAATAGGGTCGGCCATTGTTTTTGATAAAAGGCAGTCCTTCCGCGGACTCAMACTCAACAGTTAGGCAATTAGCCGCAACAAAGAAGTCGTGACC
	GlicE^25      TTTATCTCGACTATATGGCGCGAGACAATAGGGTCGGCCATTGTTTTTGATAAAAGGCAGTCCTTCCGCGGACTCAAATTCAACAGTTAGGCAATTAGCCGCAACAAAGAAGTCGTGACC
	GmorB^27    TTTATCTCGACTATATGGCGCGAGACAATAGGGTCGGCCATTGTTTTTGATAAAAGGCAGTCCTTCCGCGGACTCAAACTCAACAGTTAGGCAATTAGCCGCAACAAAGAAGTCGTGACC
	GpasB^28    TTTATCTCGACTATATGGCGCGAGACAATAGGGTCGGCCATTGTTTTTGATAAAAGGCAGTCCTTCCGCGGACTCAMACTCAACAGTTAGGCAATTAGCCGCAACAAAGAAGTCGTGACC


19 120
	GecuC^1     ATGCACAACACAAATTATATATAATTCAGTAGTCTAAATTCACAATGTCATCTATAACATCGAAAATGATCATTAGTCTGGGCAAACAGCGGTAACAGTCAGTGTAGTAGATATGTGGTG
	GecuP^4     ATGCACAACACAAATTATATATAATTCAGTAGTCTAAATTCACAATGTCATCTATAACATCGAAAATGATCATTAGTCTGGGCAAACAGCGGTAACAGTCAGTGTAGTAGATATGTGGTG
	GecuP^5      ATGCACAACACAAATTATATATAATTCAGTAGTCTAAATTCACAATGTCATCTATAACATCGAAAATGATCATTAGTCTGGGCAAACAGCGGTAACAGTCAGTGTAGTAGATATGTGGTG
	GecuP^6      ATGCACAACACAAATTATATATAATTCAGTAGTCTAAATTCACAATGTCNTCTATAACATCGAAAATGATCATTAGTCTGGGCAAACAGCGGTAACAGTCAGTGTAGTAGATATGTGGTG
	GecuE^8      ATGCACAACACAAATTATATATAATTCAGTAGTCTAAATTCACAATGTCATCTATAACATCGAAAATGATCATTAGTCTGGGCAAACAGCGGTAACARTCAGTGTAGTARATATGTGGTG
	GecuE^9       ATGCACAACACAAATTATATATAATTCAGTAGTCTAAATTCACAATGTCATCTATAACATCGAAAATGATCATTAGTCTGGGCAAACAGCGGTAACAGTCAGTGTAGTAGATATGTGGTG
	GecuE^10       ATGCACAACACAAATTATATATAATTCAGTAGTCTAAATTCACAATGTCATCTATAACATCGAAAATGATCATTAGTCTGGGCAAACAGCGGTAACAGTCAGTGTAGTAGATATGTGGTG
	GecuE^11      ATGCACAACACAAATTATATATAATTCAGTAGTCTAAATTCACAATGTCATCTATAACATCGAAAATGATCATTAGTCTGGGCAAACAGCGGTAACAGTCAGTGTAGTAGATATGTGGTG
	GlicC^15     ATGCACAACACAAATTATATATAATTCAGTAGTCTAAATTCACAATGTCATCTATAACATCGAAAATGATCATTAGTCTGGGCAAACAGCGGTAACAGTCAGTGTAGTAAATATGTGGTG
	GlicP^17      ATGCACAACACAAATTATATATAATTCAGTAGTCTAAATTCACAATGTCATCTATAACATCGAAAATGATCATTAGTMTGGGCAAACAGCGGTAACAGTCAGTGTAGTARATATGTGGYG
	GlicP^18      ATGCACAACACAAATTATATATAATTCAGTAGTCTAAATTCACAATGTCATCTATAACATCGAAAATGATCATTAGTCTGGGCAAACAGCGGTAACAGTCAGTGTAGTARATATGTGGTG
	GlicE^20      ATGCACAACACAAATTATATATAATTCAGTAGTCTAAATTCACAATGTCATCTATAACATCGAAAATGATCATTAGTCTGGGCAAACAGCGGTAACAGTCAGTGTAGTAGATATGTGGTG
	GlicE^21       ATGCACAACACAAATTATATATAATTCAGTAGTCTAAATTCACAATGTCATCTATAACATCGAAAATGATCATTAGTCTGGGCAAACAGCGGTAACAGTCAGTGTAGTARATATGTGGTG
	GlicE^22       ATGCACAACACAAATTATATATAATTCAGTAGTCTAAATTCACAATGTCATCTATAACATCGAAAATGATCATTAGTCTGGGCAAACAGCGGTAACAGTCAGTGTAGTARATATGTGGTG
	GlicE^23      ATGCACAACACAAATTATATAYAATTCAGTAGTCTAAATTCACAATGTCATCTATAACATCGAAAATGATCATTAGTCTGGGCAAACAGCGGTAACAGTCAGTGTAGTAGATATGTGGTG
	GlicE^24      ATGCACAACACAAATTATATATAATTCAGTAGTCTAAATTCACAATGTCATCTATAACATCGAAAATGATCATTAGTCTGGGCAAACAGCGGTAACAGTCAGTGTAGTAGATATGTGGTG
	GmorB^27    ATGCACAACACAAATTATATATAATTCAGTAGTCTAAATTCACAATGTCATCTATAACATCGAAAATGATCATTAGTCTGGGCAAACAGCGGTAACAGTCAGTGTAGTAGATATGTGGTG
	GpasB^28    ATGCACAACACAAATTATATATAATTCAGTAGTCTAAATTCACAATGTCATCTATAACATCGAAAATGATCATTAGTCTGGGCAAACAGCGGTAACAGTCAGTGTAGTAGATATGTGGTG
	GpasB^29    ATGCACAACACAAATTATATATAATTCAGTAGTCTAAATTCACAATGTCATCTATAACATCGAAAATGATCATTAGTCTGGGCAAACAGCGGTAACAGTCAGTGTAGTAGATATGTGGTG


22 120
	GecuC^1     ACGAAATCAACGATGATGCCGATAACAATGATGATAAAGTTAGAGAAGACGAAGCTCGTTTATCAGAAGGGTGGRAAATGTACATACGTCTGCTTTCTCTTTTATGTCAACACGATCGGC
	GecuP^4     ACGAAATCAACGATGATGMCGATAACAATGATGATAAAGTTAGAGAAGACGAAGCTCGTTTATCAGAAGGGTGGGAAATGTACATACGTCTGCTTTCTCTTTTATGTCAACACGATCGGC
	GecuP^5     ACGAAATCAACGATGATGMCGATAACAATGATGATAAAGTTAGAGAAGACGAAGCTCGTTTATCAGAAGGGTGGGAAATGTACATACGTCTGCTTTCTCTTTTATGTCAACACGATCRGC
	GecuP^6      ACGAAATCAACGATGATGCCGATAACAATGATGATAAAGTTAGAGAAGACGAAGCTCGTTTATCAGAAGGGTGGGAAATGTACATACGTCTGCTTTCTCTTTTATGTNAACACGATCGGC
	GecuE^8      ACGAAATCAACGATGATGCCGATAACAATGATGATAAAGTTAGAGAAGACGAAGCTCGTTTATCAGAAGGGTGGGAAATGTACATACGTCTGCTTTCTCTTTTATGTCAACACGATCRGC
	GecuE^9       ACGAAATCAACGATGATGCCGATAACAATGATGATAAAGTTAGAGAAGACGAAGCTCGTTTATCAGAAGGGTGGGAAATGTACATACGTCTGCTTTCTCTTTTATGTCAACACGATCGGC
	GecuE^10       ACGAAATCAACGATGATGCCGATAACAATGATGATAAAGTTAGAGAAGACGAAGCTCGTTTATCAGAAGGGTGGGAAATGTACATACGTCTGCTTTCTCTTTTATGTCAACACGATCAGC
	GecuE^11      ACGAAATCAACGATGATGCCGATAACAATGATGATAAAGTTAGAGAAGACGAAGCTCGTTTATCAGAAGGGTGGGAAATGTACATACGTCTGCTTTCTCTTTTATGTCAACACGATCAGC
	GecuE^12      ACGAAATCAACGATGATGNCGATAACAATGATGATAAAGTTAGAGAAGACGAAGCTCGTTTATCAGAAGGGTGGGAAATGTACATACGTCTGCTTTCTCTTTTATGTCAACACGATCNGC
	GlicC^15     ACGAAATCAACGATGATGCCGATAACAATGATGATAAAGTTAGAGAAGACGAAGCTCGTTTATCAGAAGGGTGGGAAATGTACATACGTCTGCTTTCTCTTTTATGTCAACACGATCAGC
	GlicP^17      ACGAAATCAACGATGATGCCGATAACAATGATGATAAAGTTAGAGAAGACGAAGCTCGTTTATCAGAAGGGTGGGAAATGTACATACGTCTGCTTTCTCTTTTATGTCAACACGATCRGC
	GlicP^18      ACGAAATCAACGATGATGCCGATAACAATGATGATAAAGTTAGAGAAGACGAAGCTCGTTTATCAGAAGGGTGGGAAATGNACATACGTCTGCTTTCTCTTTTATGTCAACACGATCGGC
	GlicE^20      ACGAAATCAACGATGATGCCGATAACAATGATGATAAAGTTAGAGAAGACGAAGCTCGTTTATCAGAAGGGTGGGAAATGTACATACGTCTGCTTTCTCTTTTATGTCAACACGATCGGC
	GlicE^21      ACGAAATCAACGATGATGCCGATAACAATGATGATAAAGTTAGAGAAGACGAAGCTCGTTTATCAGAAGGGTGGGAAATGTACATACGTCTGCTTTCTCTTTTATGTCAACACGATCRGC
	GlicE^22      ACGAAATCAACGATGATGCCGATAACAATGATGATAAAGTTAGAGAAGACGAAGCTCGTTTATCAGAAGGGTGGGAAATGTACATACGTCTGCTTTCTCTTTTATGTCAACACGATCRGC
	GlicE^23       ACGAAATCAACGATGATGCCGATAACAATGATGATAAAGTTAGAGAAGACGAAGCTCGTTTATCAGAAGGGTGGGAAATGTACATACGTCTGCTTTCTCTTTTATGTCAACACGATCAGC
	GlicE^24       ACGAAATCAACGATGATGCCGATAACAATGATGATAAAGTTAGAGAAGACGAAGCTCGTTTATCAGAAGGGTGGGAAATGTACATACGTCTGCTTTCTCTTTTATGTCAACACGATCGGC
	GlicE^25      ACGAAATCAACGATGATGCCGATAACAATGATGATAAAGTTAGAGAAGACGAAGCTCGTTTATCAGAAGGGTGGGAAATGTACATACGTCTGCTTTCTCTTTTATGTCAACACGATCGGC
	GlicE^26      ACGAAATCAACGATGATGCCGATAACAATGATGATAAAGTTAGAGAAGACGAAGCTCGTTTATCAGAAGGGTGGGAAATGTACATACGTCTGCTTTCTCTTTTATGTCAACACGATCGGC
	GmorB^27    ACGAAATCAACGATGATGCCGATRACAATGATGATAAAGTTAGAGAAGACGAAGCTCGTTTATCAGAAGGGTGGGAAMTGTACATACGTCTGCTTTCTCTTTTATGTCAACACGATCRGC
	GpasB^28    ACGAAATCAACGATGATGCCGATAACAATGATGATAAAGTTAGAGAAGACGAAGCTCGTTTATCAGAAGGGTGGGAAATGTACATACGTCTGCTTTCTCTTTTATGTCAACACGATCRGC
	GpasB^29    ACGAAATCAACGATGATGCCGATAACAATGATGATAAAGTTAGAGAAGACGAAGCTCGTTTATCAGAAGGGTGGGAAATGTACATACGTCTGCTTTCTCTTTTATGTCAACACGATCAGC


17 120
	GecuC^1     TAGTTTCTTATAACTGTAAGTAANATTGTATGGGGAACTTATTACTAGCATGTATGTGTATATAAGCTAAACATGATGTAGTACACAAAATGCATGGTTATTCATATTTAGATCAAAGAA
	GecuP^4     TAGTTTCTTATAACTGTAAGTAAGATTGTATGGGGAACTTATTACTAGCATGTAYGTGTATATAAGCTAAACATRATGTAATACACAAAATGCATGGTTATTCATATTTAGATCAAAGAA
	GecuP^5      TAGTTTCTTATAACTGTAAGTAAGATTGTATGGGGAACTTATTACTAGCATGTATGTGTATATAAGCTAAACATGATGTAGTACACAAAATGCATGGTTATTCATATTTAGATCAAAGAA
	GecuE^8      TAGTTTCTTATAACTGTAAGTAAGATTGTATGGGGAACTTATTACTAGCATGTATGTGTATATAAGCTAAACATGATGTARTACACAAAATGCATGGTTATTCATATTTAGATCAAAGAA
	GecuE^9       TAGTTTCTTATAACTGTAAGTAAGATTGTATGGGGAACTTATTACTAGCATGTATGTGTATATAAGCKAAACATGATGTARTACACAAAATGCATGGTTATTCATATTTAGATCAAAGAA
	GecuE^10       TAGTTTCTTATAAYTGTAAGYAAGATTGTATGGGGAACTTATTACTAGCATGTATGTGTATATAAGCTAAACATGATGTAATACACAAAATGCATGGTTATTCATATTTAGATCAAAGAA
	GlicC^15     TAGTTTCTTATAACTGTAAGTAAGATTGTATGGGGAACTTATTACTAGCATGTATGTGTATATAAGCTAAACATGATGNNNTACACAAAATGCATGGTTATTCATATTTAGATCAAAGAA
	GlicP^17      TAGTTTCTTATAACTGTAAGTAAGATTGTATGGGGAACTTATTACTAGCATGTATGTGTATATAAGCTAAACATGATGTAGTACACAAAATGCATGGTTATTCATATTTAGATCAAAGAA
	GlicE^20      TAGTTTCTTATAACTGTAAGTAAGATTGTATGGGGAACTTATTACTAGCATGTATGTGTATATAAGCTAAACATGATGTAGTACACAAAATGYATGGTTATTCATATTTAGATCAAAGAA
	GlicE^21      TAGTTTCTTATAACTGTAAGTAAGATTGTATGGGGAACTTATTACTAGCATGTATGTGTATATAAGCTAAACATGATGTAGTACACAAAATGCATGGTTATTCATATTTAGATCAAAGAA
	GlicE^22      TAGTTTCTTATAACTGTAAGTAAGATTGTATGGGGAACTTATTACTAGCATGTATGTGTATATAAGCTAAACATGATGTAGTACACAAAATGCATGGTTATTCATATTTAGATCAAAGAA
	GlicE^23       TAGTTTCTTATAACTGTAAGTAAGATTGTATGGGGAACTTATTACTAGCATGTATGTGYATATAAGCTAAACATGATGTARTACACAAAATGCATGGTTATTCATATTTAGATCAAAGAA
	GlicE^24       TAGTTTCTTATAACTGTAAGTAAGATTGTATGGGGAACTTATTACTAGCATGTATGTGTATATAAGCTAAACATGATGTAGTACACAAAATGCATGGTTATTCATATTTAGATCAAAGAA
	GlicE^25      TAGTTTCTTATAACTN--NGTAAGATTGTATGGGGAACTTATTACTAGCATGTATGTGYATATAAGCTAAACATGATGTAGTACACAAAATGCATGGTTATTCATATTTAGATCAAAGAA
	GlicE^26      TAGTTTCTTATAACTGTAAGTAAGATTGTATGGGGAACTTATTACTAGCATGTATGTGTATATAAGCTAAACATGATGTAGTACACAAAATGCATGGTTATTCATATTTAGATCAAAGAA
	GmorB^27    TAGTTTCTTATAACTGTAAGTAAGATTGTATGGGGAACTTATTACTAGCATGT--GTGTATATAAGCTAAACATGATGTAATACACAAAATGCATGGTTATTCATATTTAGATCAAAGAA
	GpasB^28    TAGTTTCTTATAACTGTAAGTAAGATTGTATGGGGAACTTATTACTAGCATGTATGTGTATATAAGCTAAACATGATGTAATACACAAAATGCATGGTTATTCATATTTAGATCAAAGAA


17 120
	GecuC^1     ATGTGATAAAAAGCAACTAAACGGGATGATTTTAGTTTTTCTAACAACTCSTTAGCTAGAAGTCGTTGATAAGGGTTTTCAATTTTTAGATGGCCCCAGCGATCRATATTCTTGTCACAT
	GecuP^4     ATGTGATAAAAAGCAACTAAACGGGATGATTTTAGTTTTTCTAACAACTCRTTAGCTAGAAGTCGTTGATAAGGGTTTTCAATTTTTAGATGRCCCCAGCGATCAATATTCTTGTCACAT
	GecuP^5     ATGTGATAAAAAGCAACTAAACGGGATGATTTTAGTTTTTCTAACAACTCGTTAGCTAGAAGTCGTTGATAAGGGTTTTCAATTTTTAGATGGCCCCAGCGATCAATATTCTTGTCACAT
	GecuP^6      ATGTGATAAAAAGCAACTAAACGGGATGATTTTAGTTTTTCTAACAACTCRTTAGCTAGAAGTCGTTGATAAGGGTTTTCAATTTTTAGATGGCCCCAGCGNTCAATATTCTTGTCACAT
	GecuE^8      ATGTGATAAAAAGCAACTAAACGGGATGATTTTAGTTTTTCTAACAACTCATTAGCTAGAAGTCGTTGATAAGGGTTTTCAATTTTTAGATGGCCCCAGCGATCAATATTCTTGTCACAT
	GecuE^9       ATGTGATAAAAAGCAACTAAACGGGATGATTTTAGTTTTTCTAACAACTCGTTAGCTAGAAGTCGTTGATAAGGGTTTTCAATTTTTAGATGGCCCCAGCGATCRATATTCTTGTCACAT
	GecuE^10       ATGTGATAAAAAGCAACTAAACGGGATGATTTTAGTTTTTCTAACAACTCGTTAGCTAGAAGTCGTTGATAAGGGTTTTCAATTTTTAGATGGCCCCAGCGATCAATATTCTTGTCACAT
	GlicC^15     ATGTGATAAAAAGCAACTAAACGGGATGATTTTAGTTTTTCTAACAACTCGTTAGCTAGAAGTCGTTGATAAGGGTTTTCAATTTTTAGATGGCCCCAGCGATCRATATTCTTGTCACAT
	GlicP^17      ATGTGATAAAAAGCAACTAAACGGGATGATTTTAGTTTTTCTAACAACTCGTTAGCTAGAAGTCGTTGATAAGGGTTTTCAATTTTTAGATGGCCCCAGCGATCGATATTCTTGTCACAT
	GlicE^20      ATGTGATAAAAAGCAACTAAACGGGATGATTTTAGTTTTTCTAACAACTCRTTAGCTAGAAGTCGTTGATAAGGGTTTTCAATTTTTAGATGGCCCCAGCGATCAATATTCTTGTCACAT
	GlicE^21       ATGTGATAAAAAGCAACTAAACGGGATGATTTTAGTTTTTCTAACAACTCRTTAGCTAGAAGTCGTTGATAAGGGTTTTCAATTTTTAGATGGCCCCAGCGATCAATATTCTTGTCACAT
	GlicE^22       ATGTGATAAAAAGCAACTAAACGGGATGATTTTAGTTTTTCTAACAACTCGTTAGCTAGAAGTCGTTGATAAGGGTTTTCAATTTTTAGATGGCCCCAGCGATCAATATTCTTGTCACAT
	GlicE^23      ATGTGATAAAAAGCAACTAAACGGGATGATTTTAGTTTTTCTAACAACTCGTTAGCTAGAAGTCGTTGATAAGGGTTTTCAATTTTTAGATGGCCCCAGCGATCGATATTCTTGTCACAT
	GlicE^24      ATGTGATAAAAAGCAACTAAACGGGATGATTTTAGTTTTTCTAACAACTCRTTAGCTAGAAGTCGTTGATAAGGGTTTTCAATTTTTAGATGRCCCCAGCGATCAATATTCTTGTCACAT
	GmorB^27    ATGTGATAAAAAGCAACTAAACGGGATGATTTTAGTTTTTCTAACAACTCATTAGCTAGAAGTCGTTGATAAGGGTTTTCAATTTTTAGATGACCCCAGCGATCAATATTCTTGTCACAT
	GpasB^28    ATGTGATAAAAAGCAACTAAACGGGATGATTTTAGTTTTTCTAACAACTCCTTAGCTAGAAGTCGTTGATAAGGGTTTTCAATTTTTAGATGACCCCAGCGATCAATATTCTTGTCACAT
	GpasB^29    ATGTGATAAAAAGCAACTAAACGGGATGATTTTAGTTTTTCTAACAACTCSTTAGCTAGAAGTCGTTGATAAGGGTTTTCAATTTTTAGATGRCCCCAGYGATCAATATTCTTGTCACAT


24 120
	GecuC^1     TATTTACAGATTCAGCAGAATTTTCGCGTGACTCTTGTACAAGCCAGAAAGAGGTGGTTATATACAATGTAATGCGATCGTTTGTGTGGTTAGCATCTCACTATCCCACATTGTAAAAGA
	GecuC^2     TATTTACAGATTCAGCAGAATTTTCGCGTGACTCTTGTACAAGCCAGAAAGAGGTGGTTATATACAATGTAATGCGATCGTTTGTGTGGTTAGCATCTCACTATCCCACATTGTAAAAGA
	GecuC^3     TATTTACAGATTCAGCAGAATTTTCGCGTGACTCTTGTACANGCCAGAAAGAGGTGGTTATATACAATGTAATGCGATCGTTTGTGTGGTTAGCATCTCACTATNCCACATTGTAAAAGA
	GecuP^4     TATTTACAGATTCAGCAGAATTTTCGCGTGACTCTTGTACAAGCCAGAAAGAGGTGGTTATATACAATGTAATGCGATCGTTTGTGTGGTTAGCATCTCACTATCCCACATTGTAAAAGA
	GecuP^5      TATTTACAGATTCAGCAGAATTTTCGCGTGACTCTTGTACAAGCCAGAAAGAGGTGGTTATATACAATGTAATGCGATCGTTTGTGTGGTTAGCATCTCACTATCCCACATTGTAAAAGA
	GecuP^6      TATTTACAGATTCAGCAGAATTTTCGCGTGACTCTTGTACAAGCYAGAAAGAGGTGGTTATATACAATGTAATGCGATCGTTTGTGTGGTTAGCATCTCACTATCCCACATTGTAAAAGA
	GecuE^8      TATTTACAGATTCAGCAGAATTTTCGCGTGACTCTTGTACAAGCCAGAAAGAGGTGGTTATATACAATGTAATGCGATCGTTTGTGTGGTTAGCATCTCACTATCCCACATTGTAAAAGA
	GecuE^9       TATTTACAGATTCAGCAGAATTTTCRCGTGACTCTTGTACAAGCCAGAAAGAGGTGGTTATATACAATGTAATGCGATCGTTTGTGTGGTTAGCATCTCACTATCCCACATTGTAAAAGA
	GecuE^10       TATTTACAGATTCAGCAGAATTTTCGCGTGACTCTTGTACAWGCCAGAAAGAGGTGGTTATATACAATGTAATGCRATCGTTTGTGTGGTTAGCATCTCACTATSCCACATTGTAAAAGA
	GecuE^11      TATTTACAGATTCAGCAGAATTTTCGCGTGACTCTTGTACARGCCAGAAAGAGGTGGTTATATACAATGTAATGCGATCGTTTGTGTGGTTAGCATCTCACTATCCCACATTGTAAAAGA
	GlicC^15     TATTTACAGATTCAGCAGAATTTTCGNGTGACTCTTGTACAWGCCAGAAAGAGGTGGTTATATACAATGTAATGCGATCGTTTGTGTGGTTAGCATCTCACTATCCCACATTGTAAAAGA
	GlicP^17      TATTTACAGATTCAGCAGAATTTTCGCGTGACTCTTGTACAAGCCAGAAAGAGGTGGTTATATACAATGTAATGCGATCGTTTGTGTGGTTAGCATCTCACTATCCCACATTGT-AAAGA
	GlicP^18      TATTTACAGATTCAGCAGAATTTTCGCGTGACTCTTGTACAAGCCAGAAAGAGGTGGTTATATACAATGTAATGCGATCGTTTGTGTGGTTAGCATCTCACTATCCCACATTGTAAAAGA
	GlicP^19      TATTTACAGATTCAGCAGAATTTTCGCGTGACTCTTGTACAAGCCAGAAAGAGGTGGTTATATACAATGTAATGCGATCGTTTGTGTGGTTAGCATCTCACTATCCCACATTGTAAAAGA
	GlicE^20      TATTTACAGATTCAGCAGAATTTTCGCGTGACTCTTGTACAAGCCAGAAAGAGGTGGTTATATACAATGTAATGCGATCGTTTGTGTGGTTAGCATCTCACTATCCCACATTGTAAAAGA
	GlicE^21      TATTTACAGATTCAGCAGAATTTTCGCGTGACTCTTGTACAAGCCAGAAAGAGGTGGTTATATACAATGTAATGCGATCGTTTGTGTGGTTAGCATCTCACTATCCCACATTGTAAAAGA
	GlicE^22      TATTTACAGATTCAGCAGAATTTTCGCGTGACTCTTGTACAAGCCAGAAAGAGGTGGTTATATACAATGTAATGCGATCGTTTGTGTGGTTAGCATCTCACTATCCCACATTGTAAAAGA
	GlicE^23       TATTTACAGATTCAGCAGAATTTTCGCGTGACTCTTGTACAAGCCAGAAAGAGGTGGTTATATACAATGTAATGCGATCGTTTGTGTGGTTAGCATCTCACTATCCCACATTGTAAAAGA
	GlicE^24       TATTTACAGATTCAGCAGAATTTTCGCGTGACTCTTGTACAAGCCAGAAAGAGGTGGTTATATACAATGTAATGCGATCGTTTGTGTGGTTAGCATCTCACTATCCCACATTGTAAAAGA
	GlicE^25      TATTTACAGATTCAGCAGAATTTTCGCGTGACTCTTGTACAAGCCAGAAAGAGGTGGTTATATACAATGTAATGCGATCGTTTGTGTGGTTAGCATCTCACTATCCCACATTGTAAAAGA
	GlicE^26      TATTTACAGATTCAGCAGAATTTTCGCGTGACTCTTGTACAAGCCAGAAAGAGGTGGTTATATACAATGTAATGCGATCGTTTGTGTGGTTAGCATCTCACTATCCCACATTGTAAAAGA
	GmorB^27    TATTTACAGATTCAGCAGAATTTTCGCGTGACTCTTGTACAAGCCAGAAAGAGGTGGTTATATACAATGTAATGCGATCGTTTGTGTGGTTAGCATCTCACTATCCCACATTGTAAAAGA
	GpasB^28    TATTTACAGATTCAGCAGAATTTTCGCGTGACTCTTGTACAWGCCAGAAAGAGGTGGTTATATACAATGTAATGCGATCGTTTGTGTGGTTAGCATCTCACTATSCCACATTGTAAAAGA
	GpasB^29    TATTTACAGATTCAGCAGAATTTTCGCGTGACTCTTGTACATGCCAGAAAGAGGTGGTTATATACAATGTAATGCGATCGTTTGTGTGGTTAGCATCTCACTATGCCACATTGTAAAAGA


18 120
	GecuC^1     TGCTGGGCCCAATATCGATAATTATGTCTATTTACAGCACGATGTAGGGAAATGATTGCTTCCTTGGAAAAAGATATATTGTTCACAAAAATTGGGTTGTCTTCAAACATGACCATCGTT
	GecuP^4     TGCTGGGCCCAATATCGATAATTATGTCTATTTACAGCACGATCTAGGGAAATGATTGCTTCCTTGGAAAAAGATATATTGTTCACAAAAATTGGGTTGTCTTCAAACATGACCATCGTT
	GecuP^5      TGCTGGGCCCAATATCGATAATTATGTCTATTTACAGCACGATGTAGGGAAATGATTGCTTCCTTGGARAAAGATATATTGTTCACAAAAATTGGGTTGTCTTCAAACATGACCATCGTT
	GecuE^8      TGCTGGGCCCAATATCGATAATTATGTCTATTTACAGCACGATGTAGGGAAATGATTGCTTCCTTGGAAAAAGATATATTGTTCACAAAAATTGGGTTGTCTTCAAACATGACCATCGTT
	GecuE^9       TGCTGGGCCCAATATCGATAATTATGTCTATTTACAGCACGATGTAGGGAAATGATTGCTTCCTTGGAAAAAGATATATTGTTCACAAAAATTGGGTTGTCTTCAAACATGACCATCGTT
	GecuE^10       TGCTGGGCCCAATATCGATAATTATGTCTATTTACAGCACGATSTAGGGAAATGATTGCTTCCTTGGAAAAAGATATATTGTTCACAAAAATTGGGTTGTCTTCAAACATGACCATCGTT
	GecuE^11      TGCTGGGCCCAATATCGATAATTATGTCTATTTACAGCACGATGTAGGGAAATGATTGCTTCCTTAGAAAAAGATATATTGTTCACAAAAATTGGGTTGTCTTCAAACATGACCATCGTT
	GlicC^15     TGCTNGGCCCAATATCGATAATTATGTCTATTTACAGCACGATGTAGGGAAATGATTGCTTCCTTGGAAAAAGATATATNGTTCACAAAAATTGGGTTGTCTTCAAACATGACCATCGTT
	GlicP^17      TGCTGGKCCCAATATCGATAATTATGTCTATTTACAGCACGATGTAGGGAAATGATTGCTTCCTTGGAAAAAGATATATYGTTCACAAAAATTGGGTTGTCTTCAAACATGACCATCGTT
	GlicE^20      TGCTGGGCCCAATATCGATAATTATGTCTATTTACAGCACGATGTAGGGAAATGATTGCTTCCTTGGAAAAAGATATATTGTTCACAAAAMTTGGGTTGTCTTCAAACATGACCATCGTT
	GlicE^21      TGCTGGGCGCAATATCGATAATTATGTCTATTTACAGCACGATGTAGGGAAATGATTGCTTCCTTGGAAAAAGATATATTGTTCACAAAAATTGGGTTGTCTTCAAACATGACCATCGTT
	GlicE^22      TGCTGGGCCCAATATCGATAATTATGTCTATTTACAGCACGATGTAGGGAAATGATTGCTTCCTTGGAAAAAGATATATTGTTCACAAAAATTGGGTTGTCTTCAAACATGACCATCGTT
	GlicE^23       TGCTGGGCCCAATATCGATAATTATGTCTATTTACAGCACGATGTAGGGAAATGATTGCTTCCTTGGAAAAAGATATATTGTTCACAAAAMTTGGGTTGTCTTCAAACATGACCATCGTT
	GlicE^24       TGCTGGGCCCAATATCGATAATTATGTCTATTTACAGCACGATGTAGGGAAATGATTGCTTCCTTGGAAAAAGATATATTGTTCACAAAAATTGGGTTGTCTTCAAACATGACCATCGTT
	GlicE^25      TGCTGGGCSCAATATCGATAATTATGTCTATTTACAGCACGATGTAGGGAAATGATTGCTTCCTTGGAAAAAGATATATTGTTCACAAAAMTTGGGTTGTCTTCAAACATGACCATCGTT
	GmorB^27    TGCTGGGCCCAATATCGATAATTATGTCTATTTACAGCACGATGTAGGGAAATGATTGCTTCCTTGGAAGAAGATATATTGTTCACAAAAATTGGGTTGTCTTCAAACATGACCATCGTT
	GpasB^28    TGCTGGGCCCAATATCGATAATTATGTCTATTTACAGCACGATGTAGGGAAATGATTGCTTCCTTGGAAAAAGATATATTGTTCACAAAAATTGGGTTGTCTTCAAACATGACCATCGTT
	GpasB^29    TGCTGGGCCCAATATCGATAATTATGTCTATTTACAGCACGATGTAGGGAAATGATTGCTTCCTTGGAAAAAGATATATTGTTCACAAAAATTGGGTTGTCTTCAAACATGACCATCGTT


19 120
	GecuC^1     TTTGTGGAAAATAGCGATTGACAAAGGATTTCCATTTGTTTTATTACAGAATGCTTTATACATTTCATAAACATGAGCTNTGGAGTCCCAAGTGGGTTCTAATTATAATTTTGAAGACTT
	GecuP^4     TTTGTGGAAAATAGCGATTGACAAAGGATTTCCATTTGTTTTATTACAGAATGCTTTATACATTTCATAAACATGAGCTTTGGAGTCCCAAGTGGGTTCTAATTATAATTTTGAAGACTT
	GecuP^5      TTTGTGGAAAATAGCGATTGACAAAGGATTTCCATTTGTTTTATTACAGAATGCTTTATACATTTCATAAACATGAGCTTTGGRGTCCCAAGTGGGTTCTAATTATAATTTTGAAGACTT
	GecuE^8      TTTGTGGAAAATAGCGATTGACAAAGGATTTCCATTTGTTTTATTACAGAATGCTTTATACATTTCATAAACATGAGCTTTGGAGTCYCAAGTGGGTTCTAATTATAATTTTGAAGACTT
	GecuE^9       TTTGTGGAAAATAGCGATTGACAAAGGATTTCCATTTGTTTTATTACAGAATGCTTTATACATTTCATAAACATGAGCTTTGGAGTCCCAAGTGGGTTCTAATTATAATTTTGAAGACTT
	GecuE^10       TTTGTGGAAAATAGCGATTGACAAAGGATTTCCATTTGTTTTATTACAGAATGCTTTATACATTTCATAAACATGAGCTTTGGAGTCCCAAGTGGGTTCTAATTATAATTTTGAAGACTT
	GecuE^11      TTTGTGGAAAATAGCGATTGACAAAGGATTTCCATTTGTTTTATTACAGAATGCTTTATACATTTCATAAACATGAGCTTTGGAGTCCCAAGTGGGTTCTAATTATAATTTTGAAGACTT
	GlicC^15     TTTGTGGAAAATAGCGATTGACAAAGGATTTCCATTTGTTTTATTACAGAATGCTTTATACATTTCATAAACATGAGCTTTGGAGTCCCAAGTGGGTTCTAATTATAATTTTGAAGACTT
	GlicC^16     TTTGTGGAAAATAGCGATTGACAAAGGATTTCCATTTGTTTTATTACAGAATGCTTTATACATTTCATAAACATGAGCTTTGGAGTCCCAAGTGGGTTCTAATTATAATTTTGAAGACTT
	GlicP^17      TTTGTNGAAAATAGCGATTGACAAAGGATTTCCATTTGTTTTATTACAGAATGCTTTATACATTTCATAAACATGAGCTTTGGAGTCCCAAGTGGGTTCTAATTATAATTTTGAAGACTT
	GlicE^20      TTTGTGGAAAATAGCGATTGACAAAGGATTTCCATTTGTTTTATTACAGAATGCTTTATACATTTCATAAACATGAGCTTTGGAGTCCCAAGTGGGTTCTAATTATAATTTTGAAGACTT
	GlicE^21      TTTGTGGAAAATAGCGATTGACAAAGGATTTCCATTTGTTTTATTACAGAATGCTTTATACATTTCATAAACATGAGCTTTGGAGTCCCAAGTGGGTTCTAATTATAATTTTGAAGACTT
	GlicE^22       TTTGTGGAAAATAGCGATTGACAAAGGATTTCCATTTGTTTTATTACAGAATGCTTTATACATTTCATAAACATGAGCTTTGGAGTCCCAAGTGGGTTCTAATTATAATTTTGAAGACTT
	GlicE^23       TTTGTGGAAAATAGCGATTGACAAAGGATTTCCATTTGTTTTATTACAGAATGCTTTATACATTTCATAAACATGAGCTTTGGAGTCCCAAGTGGGTTCTAATTATAATTTTGAAGACTT
	GlicE^24      TTTGTGGAAAATAGCGATTGACAAAGGATTTCCATTTGTTTTATTACAGAATGCTTTATACATTTCATAAACATGAGCTTTGGAGTCCCAAGTGGGTTCTAATTATAATTTTGAAGACTT
	GlicE^25      TTTGTGGAAAATAGCGATTGACAAAGGATTTCCATTTGTTTTATTACAGAATGCTTTATACATTTCATAAACATGAGCTTTGGAGTCCCAAGTGGGTTCTAATTATAATTTTGAAGACTT
	GmorB^27    TTTGTGGAAAATAGCGATTGACAAAGGATTTCCATTTGTTTTATTACAGAATGCTTTATACATTTCATAAACATGAGCTTTGGAGTCCCAAGTGGGTTCTAATTATAATTTTGAAGACTT
	GpasB^28    TTTGTGGAAAATAGCGATTGACAAAGGATTTCCATTTGTTTTATTACAGAATGCTTTATACATTTCATAAACATGAGCTTTGGAGTCCCAAGTGGGTTCTAATTATAATTTTGAAGACTT
	GpasB^29    TTTGTGGAAAATAGCGATTGACAAAGGATTTCCATTTGTTTTATTACAGAATGCTTTATACATTTCATAAACATGAGCTTTGGAGTCCCAAGTGGGTTCTAATTATAATTTTGAAGACTT


19 120
	GecuC^1     ATCTTTGTCCACAGAGTCCGTTGTGCTCATTGGTTTCTTCGAAAGACTGAGTAAGTCCTATTCCTATATAGCATCTATAACTAGGTAATTTAGTCTTGTCTTGACACCAATGTGATACAA
	GecuP^4     ATCTTTGTCCACAGAGTCCGTTGTGCTCATTGGTTTCTTCGAAAGACTSAGTAAGTCCTATTCCTATAKAGCATCTATAACTAGGTAATTTAGTCTTGTCTTGACACCAATGTGATWCAA
	GecuP^5      ATCTTTGTCCACAGAGTCCGTTGTGCTCATTGGYTTCTTCGAAAGACTGAGTAAGTCCTATTCCTATATAGCATCTATAACTAGGTAATTTAGTCTTGTCTTGACACCAATGTGATWCAA
	GecuE^8      ATCTTTGTCCACAGAGTCCGTTGTGCTCATTGGTTTCTTCGAAAGACTSAGTAAGTCCTATTCCTATATAGCATCTATAACTAGGTAATTTAGTCTTGTCTTGACACCAATGTGATWCAA
	GecuE^9       ATCTTTGTCCACGGAGTCCGTTGTGCTCATTGGTTTCTTCGAAAGACTGAGTAAGTCCTATTCCTATATAGCATCTATAACTAGGTAACTTAGTCTTGTCTTGACACCAATGTGATTCAA
	GecuE^10       ATCTTTGTCCACAGAGTCCGTTGTGCTCATTGGTTTCTTCGAAAGACTNAGTANGTCCTATTCNTATATAGCATCTATAACTAGGTAATTTAGTCTTGTCTTGACACCAATGTGATTCAA
	GecuE^11      ATCTTTGTCCACAGAGTCCGTTGTGCTCATTGGTTTCTTCGAAAGACTSAGTAAGTCCTATTCCTATATAGCATCTATAACTAGGTAATTTAGTCTTGTCTTGACACCAATGTGATWCAA
	GlicC^15     ATCTTTGTCCACAGAGTCCGTTGTGCTCATTGGTTTCTTCGAAAGACTGAGTAAGTCCTATTCCTATATAGCATCTATAACTAGGTAATTTAGTCTTGTCTTGACACCAATGTGATACAA
	GlicP^17      ATCTTTGTCCACAGAGTCCGTTGTGCTCATTGGTTTCTTCGAAAGACTGAGTAAGTCCTATTCCTATATAGCATCTATAACTAGGTAATTTAGTCTTGTCTTGACACCAATGTGATACAA
	GlicE^20      ATCTTTGTCCACAGAGTCCGTTGTGCTCATTGGTTTCTTCGAAAGACTSAGTAAGTCCTATTCCTATATAGCATCTATAACTARGTAATTTAGTCTTGTCTTGACACCAATGTGATWCAA
	GlicE^21      ATCTTTGTCCACAGAGTCCGTTGTGCTCATTGGTTTCTTCGAAAGACTSAGTAAGTCCTATTCCTATATAGCATCTATAACTAGGTAATTTAGTCTTGTCTTGACACCAATGTGATWCAA
	GlicE^22      ATCTTTGTCCACAGAGTCCGTTGTGCTCATTGGTTTCTTCGAAAGACTCAGTAAGTCCTATTCCTATATAGCATCTATAACTAGGTAATTTAGTCTTGTCTTGACACCAATGTGATTCAA
	GlicE^23       ATCTTTGTCCACAGAGTCCGTTGTGCTCATTGGTTTCTTCGAAAGACTGAGTAAGTCCTATTCCTATATAGCATCTATAACTAGGTAATTTAGTCTTGTCTTGACACCAATGTGATACAA
	GlicE^24       ATCTTTGTCCACAGAGTCCGTTGTGCTCATTGGTTTCTTCGAAAGACTCAGTAAGTCCTATTCCTATATAGCATCTATAACTAGGTAATTTAGTCTTGTCTTGACACCAATGTGATTCAA
	GlicE^25      ATCTTTGTCCACARAGTCCGTTGTGCTCATTGGTTTCTTCGAAAGACTSAGTAAGTCCTATTCCTATATAGCATCTATAACTAGGTAATTTAGTCTTGTCTTGACACCAATGTGATWCAA
	GlicE^26      ATCTTTGTCCACAGAGTCCGTTGTGCTCATTGGTTTCTTCGAAAGACTCAGTAAGTCCTATTCCTATATAGCATCTATAACTAGGTAATTTAGTCTTGTCTTGACACCAATGTGATTCAA
	GmorB^27    ATCTTTGTCCACAGAGTCCGTTGTGCTCATTGGTTTCTTCGAAAGACTSAGTAAGTCCTATTCCTATATAGCATCTATAACTAGGTAATTTAGTCTTGTCTTGACACCAATGTGATWCAA
	GpasB^28    ATCTTTGTCCACAGAGTCCGTTGTGCTCATTGGTTTCTTCGAAAGACTCAGTAAGTCCTATTCCTATATAGCATCTATAACTAGGTAATTTAGTCTTGTCTTGACACCAATGTGATTCAA
	GpasB^29    ATCTTTGTCCACAGAGTCCGTTGTGCTCATTGGTTTCTTCGAAAGACTGAGTAAGTCCTATTCCTATGGAGCATCTATAACTAGGTAATTTAGTCTTGTCTTGACACCAATGTGATACAA


19 120
	GecuC^1     CATTCCGTCACCTATGTTTGGTTTGAGGGAATTGCGTTATAAATTGATTCTTTTCCTATTAGAAAGTATGTAAGTGTCGATGTATCAAGGGAAAATAAATGAGTCTAGCGTACTTGGTTG
	GecuP^4     CATTCCGTCACCTATGTTTGGTTTGAGGGAATTGCGTTATAAATTGATTCTTTTCCTATTAGAAAGTATGTAAGTGTCGATGTATCAAGGGAAAATAAATGAGTCTAGCATACTTGGTTG
	GecuP^5     CATTCCGTCACCTATGTTTGGTTTGAGGGAATTGCGTTATAAATTGATTCTTTTCCTATTAGAAAGTATGYAAGTGTCGATGTATCAAGGGAAAATAAATGAGTCTAGCATACTTGGTTG
	GecuP^6      CATTCCGTCACCTATGTTTGGTTTGAGGGAATTGCGTTATAAATTGATTCTTTTCCTATTAGAAAGTATGTAAGTGTCGATGTATCAAGGGAAAATAAATGAGTCTAGCGTACTTGGTTG
	GecuE^8      CATTCCGTCACCTATGTTTGGTTTGAGGGAATTGCGTTATAAATTGATTCTTTTCCTATTAGAAAGTATGTAAGTGTCGATGTATCAAGGGAAAATAAATGAGTCTAGCATACTTGGTTG
	GecuE^9       CATTCCGTCACCTATGTTTGGTTTGAGGGAATTGCGTTATAAATTGATTYTTTTCCTATTAGAAAGTATGTAAGTGTCGATGTATCAAGGGAAAATAAATGAGTCTAGCRTACTTGGTTG
	GecuE^10       CATTCCGTCACCTATGTTTGGTTTGAGGGAATTGCGTTATAAATTGATTCTTTTCCTATTAGAAAGTATGTAAGTGTCGATGTATCAAGGGAAAATAAATGAGTCTAGCATACTTGGTTG
	GlicC^15     CATTCCGTCACCTATGTTTGGTTTGAGGGAATTGCGTTATAAATTGATTCTTTTCCTATTAGAAAGTATGTAAGTGTCGATGTATCAAGGGAAAATAAATGAGTCTAGCATACTTGGTTG
	GlicP^17      CATTCCGTCACCTATGTTTGGTTTGAGGGANTTGCGTTATAAATTGATTCTTTTCCTATTAGAAAGTATGYAAGTGTCGATGTATCAAGGGAAAATAAATGAGTCNAGCRTACTTGGTTG
	GlicP^18      CATTCCGTCACCTATGTTTGGTTTGAGGGAATTGCGTTATAAATTGATTCTTTTCCTATTAGAAAGTATGYAAGTGTCGATGTATCAAGGGAAAATAAATGAGTCTAGCATACTTGGTTG
	GlicE^20      CATTCCGTCACCTAYGTTTGGTTTGAGGGAATTGCGTTATAAATTGATTCTTTTCCTATTAGAAAGTATGTAAGTGTCGATGTATCAAGGGAAAATAAATGAGTCTAGCATACTTGGTTG
	GlicE^21      CATTCCGTCACCTATGTTTGGTTTGAGGGAATTGCGTTATAAATTGATTCTTTTCCTATTAGAAAGTATGTAAGTGTCGATGTATCAAGGGAAAATAAATGAGTCTAGCATACTTGGTTG
	GlicE^22       CATTCCGTCACCTATGTTTGGTTTGAGGGAATTGCGTTATAAATTGATTCTTTTCCTATTAGAAAGTATGYAAGTGTCGATGTATCAAGGGAAAATAAATGAGTCTAGCATACTTGGTTG
	GlicE^23       CATTCCGTCACCTATGTTTGGTTTGAGGGAATTGCGTTATAAATTGATTCTTTTCCTATTAGAAAGTATGCAAGTGTCGATGTATCAAGGGAAAATAAATGAGTCTAGCATACTTGGTTG
	GlicE^24      CATTCCGTCACCTATGTTTGGTTTGAGGGAATTGCGTTATAAATTGATTCTTTTCCTATTAGAAAGTATGYAAGTGTCGATGTATCAAGGGAAAATAAATGAGTCTAGCATACTTGGTTG
	GlicE^25      CATTCCGTCACCTATGTTTGGTTTGAGGGAATTGCGTTATAAATTGATTCTTTTCCTATTAGAAAGTATGYAAGTGTCGATGTATCAAGGGAAAATAAATGAGTCTAGCATACTTGGTTG
	GmorB^27    CATTCCGTCACCTATGTTTGGTTTGAGGGAATTGCGTTATAAATTGATTCTTTTCCTATTAGAAAGTATGTAAGTGTCGATGTATCAAGGGAAAATAAATGAGTCTAGCATACTTGGTTG
	GpasB^28    CATTCCGTCACCTATGTTTGGTTTGAGGGAATTGCGTTATAAATTGATTCTTTTCCTATTAGAAAGTATGYAAGTGTCGATGTATCAAGGGAAAATAAATGAGTCTAGCRTACTTGGTTG
	GpasB^29    CATTCCGTCACCTATGTTTGGTTTGAGGGAATTGCGTTATAAATTGATTCTTTTCCTATTAGAAAGTATGCAAGTGTCGATGTATCAAGGGAAAATAAATGAGTCTAGCATACTTGGTTG


17 120
	GecuC^1     GCGTTTCGAATTTAGAGAGAGAGAGAR--TAGAATGTTATTATCGTATTTGCAGGGTGAGCGATTTTCTGTTTCGAGCGACTGTTTTTCTGTTTGACATTTGAACGAATTTCGACGAAGA
	GecuP^4     GCGTTTCGAATTTAGAGAGAGAGAGAR--TAGAATGTTATTATCGTATTTGCAGGGTGAGCGATTTTCTGTTTCGAGCGACTGTTTTTCTGTTTGACATTTGAACGAATTTCGACGAAGA
	GecuP^5     GCGTTTCGAATTTAGAGAGAGAGAGAGARTAGAATGTTATTATCGTATTTGCAGGGTGAGCGATTTTCTGTTTCGAGCGACTGTTTTTCTGTTTGACATTTGAACGAATTTCGACGAAGA
	GecuP^6      GCGTTTCGAATTTAGAGAGAGAGAGAR--TAGAATGTTATTATCGTATTTGCAGGGTGAGCGATTTTCTGTTTCGAGCGACTGTTTTTCTGTTTGACATTTGAACGAATTTCGACGAAGA
	GecuE^8      GCGTTTCGAATTTAGAGAGAGAGAGAR--TAGAATGTTATTATCGTATTTGCAGGGTGAGCGATTTTCTGTTTCGAGCGACTGTTTTTCTGTTTGACATTTGAACGAATTTCGACGAAGA
	GecuE^9       GCGTTTCGAATTTAGAGAGAGAGAGAR--TAGAATGTTATTATCGTATTTGCAGGGTGAGCGATTTTCTGTTTCGAGCGACTGTTTTTCTGTTTGACATTTGAACGAATTTCGACGAAGA
	GecuE^10       GCGTTTCGAATTTAGAGAGAGAGAGAGARTAGAATGTTATTATCGTATTTGCAGGGTGAGCGATTTTCTGTTTCGAGCGACTGTTTTTCTGTTTGACATTTGAACGAATTTCGACGAAGA
	GecuE^11      GCGTTTCGAATTTAGAGAGAGAGAGAR--TAGAATGTTATTATCGTATTTGCAGGGTGAGCGATTTTCTGTTTCGAGCGACTGTTTTTCTGTTTGACATTTGAACGAATTTCGACGAAGA
	GlicC^15     GCGTTTCGAATTTAGAGAGAGAGAGAA--TAGAATGTTATTATCGTATTTGCAGGGTGAGCGATTTTCTGTTTCGAGCGACTGTTTTTCTGTTTGACATTTGAACGAATTTCGACGAAGA
	GlicP^17      GCGTTTCGAATTTAGAGAGAGAGARAGAGTAGAATGTTATTATCGTATTTGCAGGGTGAGCGATTTTCTGTTTCGAGCGACTGTTTTTCTGTTTGACATTTGAACGARTTTCRACGAAGA
	GlicE^20      GCGTTTCGAATTTAGAGAGAGAGAGAA--TAGAATGTTATTATCGTATTTGCAGGGTGAGCGATTTTCTGTTTCGAGCGACTGTTTTTCTGTTTGACATTTGAACGAATTTCGACGAAGA
	GlicE^21      GCGTTTCGAATTTAGAGAGAGAGAGAG--TAGAATGTTATTATCGTATTTGCAGGGTGAGCGATTTTCTGTTTCGAGCGACTGTTTTTCTGTTTGACATTTGAACGAATTTCGACGAAGA
	GlicE^22       GCGTTTCGAATTTAGRGAGAGAGAGAR--TAGAATGTTATTATCGTATTTGCAGGGTGAGCGATTTTCTGTTTCGAGCGACTGTTTTTCTGTTTGACATTTGAACGAATTTCGACGAAGA
	GlicE^23      GCRTTTCGAATTTAGAGAGAGAGAGAR--TAGAATGTTATTATCGTATTTGCAGGGTGAGCGATTTTCTGTTTCGAGCGACTGTTTTTCTGTTTGACATTTGAACGAATTTCGACGAAGA
	GlicE^24      GCGTTTCGAATTTAGAGAGAGAGAGAR--TAGAATGTTATTATCGTATTTGCAGGGTGAGCGAYTTTCTGTTTCGAGCGACTGTTTTTCTGTTTGACATTTGAACGAATTTCGACGAAGA
	GmorB^27    GCGTTTCGAATTTAGAGAGAGAGAGAR--TAGAATGTTATTATCGTATTTGCAGGGTGAGCGATTTTCTGTTTCGAGCGACTGTTTTTCTGTTTGACATTTGAACGAATTTCGACGAAGA
	GpasB^28    GCGTTTCGAATTTAGAGAGAGAGAGAA--TAGAATGTTATTATCGTATTTGCAGGGTGAGCGATTTTCTGTTTCGAGCGACTGTTTTTCTGTTTGACATTTGAACGAATTTCGACGAAGA


21 120
	GecuC^1     TGTGCTGCCCTAAATATTCCTCAAATGTCCAGGAAAACTTATCAAAAATACTCAGAGAATGTGCACAATTCCATAGAAGCATGTTTCTCGGAAGAAATGTCTAAAGCTGGGAAAGAARAW
	GecuP^4     TGTGCTGCCCTAAATATTCCTCAAATGTCCAGGAAAACTTATCAAAAATACTCAGAGAATGTGCACAATTCCATAGAAGCATGTTTCTCGGAAGAAATGTCYAAAGCTGGGAAAGAARAA
	GecuP^5     TGTGCTGCCCTAAATATTCCTCAAATGTCCAGGAAAACTTATCAAAAATACTCAGAGAATGTGCACAATTCCATAGAAGCATGTTTCTCGGAAGAAATGTCTAAAGCTGGGAAAGAARAW
	GecuP^6      TGTGCTGCCCTAAATATTCCTCAAATGTCCAGGAAAACTTATCAAAAATACTCAGAGAATGTGCACAATTCCATAGAAGCATGTTTCTCGGAAGAAATGTCYAAAGCTGGGAAAGAAGAW
	GecuP^7      TGTGCTGCCCTAAATATTCCTCAAATGTCCAGGAAAACTTATCAAAAATACTCAGAGAATGTGCACAATTCCATAGAAGCATGTTTCTCGGAAGAAATGTCTAAAGCTGGGAAAGAAGAA
	GecuE^8      TGTGCTGCCCTAAATATTCCTCAAATGTCCAGGAAAACTTATCAAAAATACTCAGAGAATGTGCACAATTCCATAGAAGCATGTTTCTCGGAAGAAATGTCTAAAGCTGGGAAAGAAGAA
	GecuE^9       TGTGCTGCCCTAAATATTCCTCAAATGTCCAGGAAAACTTATCAAAAATACTCAGAGAATGTGCACAATTCCATAGAAGCATGTTTCTCGGAAGAAATGTCTAAAGCTGGGAAAGAAGAA
	GecuE^10       TGTGCTGCCCTAAATATTCCTCAAATGTCCAGGAAAACTTATCAAAAATACTCAGAGAATGTGCACAATTCCATAGAAGCATGTTTCTCGGAAGAAATGTCTAAAGCTGGGAAAGAAGAT
	GecuE^11      TGTGCTGCCCTAAATATTCCTCAAATGTCCAGGAAAACTTATCAAAAATACTCAGAGAATGTGCACAATTCCATAGAAGCATGTTTCTCGGAAGAAATGTCYAAAGCTGGGAAAGAAGAA
	GecuE^12      TGTGCTGCCCTAAATATTCCTCAAATGTCCAGGAAAACTTATCAAAAATACTCAGAGAATGTGCACAATTCCATAGAAGCATGTTTCTCGGAAGAAATGTCCAAAGCTGGGAAAGAAGAA
	GlicC^15     TGTGCT-CCCTAAATATTCCTMAAATGTCCAGGAAAACTTATCAAAAATACTCAGAGAATGTNCACAATTCCATAGAAGCATGTTTCTCGGAAGAAATGTCTAAAGCTGGGAAAGAAGAT
	GlicC^16     TGTGCTGCCCTAAATATTCCTCAAACGTCCAGGAAAACTTATCAAAAATACTCAGAGAATGTGCACAATTCCATAGAAGCATGTTTCTCGGAAGAAATGTCTAAAGCTGGGAAAGAAGAA
	GlicP^17      TGTGCTGCCCTAAATAWTCCTCAAATGTCCAGGAAAACTTATCAAAAATACTCAGAGAATGTGCACAATTCCATAGAAGCATGTTTCTCGGAAGAAATGTCTAAAGCTGGGAAAGAAGAA
	GlicE^20      TGTGCTGCCCTAAATATTCCTCAAATGTCCAGGAAAACTTATCAAAAATACTCAGAGAATGTGCACAATTCCATAGAAGCATGTTTCTCGGAAGAAATGTCTAAAGCTGGGAAAGAAGAA
	GlicE^21      TGTGCTGCCCTAAATATTCCTCAAAYGTCCAGGAAAACTTATCAAAAATACTCAGAGAATGTGCACAATTCCATAGAAGCATGTTTCTCGGAAGAAATGTCYAAAGCTGGGAAAGAAGAA
	GlicE^22       TGTGCTGCCCTAAATATTCCTCAAAYGTCCAGGAAAACTTATCAAAAATACTCAGAGAATGTGCACAATTCCATAGAAGCATGTTTCTCGGAAGAAATGTCTAAAGCTGGGAAAGAAGAA
	GlicE^23       TGTGCTGCCCTAAATATTCCTCAAATGTCCAGGAAAACTTATCAAAAATACTCAGAGAATGTGCACAATTCCATAGAAGCATGTTTCTCGRAAGAAATGTCTAAAGCTGGGAAAGAAGAA
	GlicE^24      TGTGCTGCCCTAAATATTCCTCAAATGTCCAGGAAAACTTATCAAAAATACTCAGAGAATGTGCACAATTCCATAGAAGCATGTTTCTCGGAAGAAATGTCYAAAGCTGGGAAAGAAGAA
	GlicE^25      TGTGCTGCCCTAAATATTCCTCAAATGTCCAGGAAAACTTATCAAAAATACTCAGAGAATGTGCACAATTCCATAGAAGCATGTTTCTCGGAAGAAATGTCCAAAGCTGGGAAAGAAGAA
	GmorB^27    TGTGCTGCCCTAAATATTCCTCAAATGTCCAGGAAAACTTATCAAAAATACTCAGAGAATGTGCACAATTCCATAGAAGCATGTTTCTCGGAAGAAATGTCTAAAGCTGGGAAAGAAGAW
	GpasB^28    TGTGCTGCCCTAAATATTCCTCAAATGTCCAGGAAAACTTATCAAAAATACTCAGAGAATGTGCACAATTCCATAGAAGCATGTTTCTCGGAAGAAATGTCTAAAGCTGGGAAAGAAGAA


19 120
	GecuC^1     ATCATCCTCCCYTTACGTGGGTGGCAGTTCCTTTTGCTTGCCACAGATAACATTTTCAAGGGCAAAAATCAAGGCGACAAAAATATATCGCGAGGAAGTGTTGATGTACGAGTTGTGRAG
	GecuP^4     ATCATCCTCCCCTTACGTGGGTGGCAGTTCCTTTTGCTTGCCACAGATAACATTTTCAAGGGCAAAAATCAAGGCGACAAAAATATATCGCGAGGAAGTGTTGATGTACGAGTTGTGGAG
	GecuP^5     ATCATCCTCCCYTTACGTGGGTGGCAGTTCCTTTTGCTTGCCACAGATAACATTTTCAAGGGCAAAAATCAAGGCGACAAAAATATATCGCGAGGAAGTGTTGATGTACGAGTTKTGGAG
	GecuP^6      ATCATCCTCCCYTTACGTGGGTGGCAGTTCCTTTTGCTTGCCACAGATAACATTTTCAAGGGCAAAAATCAAGGCGACAAAAATATATCGCGAGGAAGTGTTGATGTACGAGTTGTGGAG
	GecuP^7      ATCATCCTCCCCTTACGTGGGTGGCAGTTCCTTTTGCTTGCCACAGATAACATTTTCAAGGGCAAAAATCAAGGCGACAAAAATATATCGCGAGGAAGTGTTGATGTACGAGTTGTGGAG
	GecuE^8      ATCATCCTCCCCTTACGTGGGTGGCAKTTCCTTTTGCTTGCCACAGATAACATTTTCAAGGGCAAAAATCAAGGCGACAAAAATATATCGCGAGGAAGTGTTGATGTACGAGTTGTGGAG
	GecuE^9       ATCATCCTCCCCTTACGTGGGTGGCAGTTCCTTTTGCTTGCCACAGATAACATTTTCAAGGGCAAAAATCAAGGCGACAAAAATATATCGCGAGGAAGTGTTGATGTACGAGTTGTGGAG
	GecuE^10       ATCATCCTCCCYTTACGTGGGTGGCAGTTCCTTTTGCTTGCCACAGATAACATTTTCAAGGGCAAAAATCAAGGCGACAAAAATATATCGCGAGGAAGTGTTGATGTACGAGTTGTGGAG
	GecuE^11      ATCATCCTCCCCTTACGTGGGTGGCAGTTCCTTTTGCTTGCCACAGATAACATTTTCAAGGGCAAAAATCAAGGCGACAAAAATATATCGCGAGGAAGTGTTGATGTACGAGTTGTGGAG
	GlicC^15     ATCATCCTCCCYTTACGTGGGTGGCAGTTCCTTTTGCTTGCCACAGATAACATTTTCAAGGGCAAAAATCAAGGCGACAAAAAKATATCGCGAGGAAGTGTTGATGTACGAGTTGTGGAG
	GlicP^17      ATCATCCTCCCCTTACGTGGGTGGCAGTTCCTTTTGCTTGCCACAGATAACATTTTCAAGGGCAAAAATCAAGGCGACAAAAAGATATCGCGAGGAAGTGTTGATGTACGAGTTGTGGAG
	GlicE^20      ATCATCCTCCCCTTACGTGGGTGGCAGTTCCTTTTGCTTGCCACAGATAACATTTTCAAGGGCAAAAATCAAGGCGACAAAAATATATCGCGAGGAAGTGTTGATGTACGAGTTGTGGAG
	GlicE^21      ATCATCCTCCCCTTACGTGGGTGGCAGTTCCTTTTGCTTGCCACAGATAACATTTTCAAGGGCAAAAATCAAGGCGACAAAAATATATCGCGAGGAAGTGTTGATGTACGAGTTGTGGAG
	GlicE^22       ATCATCCTCCCCTTACGTGGGTGGCAGTTCCTTTTGCTTGCCACAGATAACATTTTCAAGGGCAAAAATCAAGGCGACAAAAATATATCGCGAGGAAGTGTTGATGTACGAGTTGTGGAG
	GlicE^23       ATCATCCTCCCCTTACGTGGGTGGCAGTTCCTTTTGCTTGCCACAGATAACATTTTCAAGGGCAAAAATCAAGGCGACAAAAATATATCGCGAGGAAGTGTTGATGTACGAGTTGTGGAG
	GlicE^24      ATCATCCTCCCCTTACGTGGGTGGCAGTTCCTTTTGCTTGCCACAGATAACATTTTCAAGGGCAAAAATCAAGGCGACAAAAATATATCGCGAGGAAGTGTTGATGTACGAGTTGTGGAG
	GlicE^25      ATCATCCTCCCYTTACGTGGGTGGCAGTTCCTTTTGCTTGCCACAGATAACATTTTCAAGGGCAAAAATCAAGGCGACAAAAAKATATCGCGAGGAAGTGTTGATGTACGAGTTGTGGAG
	GmorB^27    ATCATCCTCCCTTTACGTGGRTGGCAGTTCCTTTTGCTTGCCACAGATAACATTTTCAAGGGCAAAAATCAAGGCGACAAAAATATATCGCGAGGAAGTGTTGATGTACGAGTTGTGGAG
	GpasB^28    ATCATCCTCCCYTTACGTGGGTGGCAGTTCCTTTTGCTTGCCACAGATAACATTTTCAAGGGCAAAAATCAAGGCGACAAAAATATATCGCGAGGAAGTGTTGATGTACGAGTTGYGGAG


18 120
	GecuC^1     TCAACCAACTTTGCTGCTCCTCTTTTGTGAACATGATGAAAACATAAACCACAATAGTTTAGANCGGTAACTCATGCAAGACG-TTTTTTCTCGCCAGAGCGCATGCGCTTCAATTCAGA
	GecuP^4     TCAACCAACTTTGCTGCTCCTCTTTTGTGAACATGATGAAAACATAAACCACAATAGTTTAGAYCGGTAACTCATGCAAGACGWTTTTTTCTCGCCAGAGCGCATGCGCTTCAATTCAGA
	GecuE^8      TCAACCAACTTTGCTGCTCCTCTTTTGTGAACATGATGAAAACATAAACCACAATAGTTTAGAYCGGTAACTCATGCAAGACGWTTTTTTCTCGCCAGAGCGCATGCGCTTCAATTCAGA
	GecuE^9       TCAACCAACTTTGCTGCTCCTCTTTTGTGAACATGATGAAAACATAAACCACAATAGTTTAGAYCGGTAACTCATGCAAGACGWTTTTTTCTCGCCAGAGCGCATGCGCTTCAATTCAGA
	GecuE^10       TCAACCAACTTTGCTGCTCCTCTTTTGTGAACATGATGAAAACATAAACCACAATAGTTTAGAYCGGTAACTCATGCAAGACGWTTTTTTCTCGCCAGAGCGCATGCGCTTCAATTCAGA
	GecuE^11      TCAACCAACTTTGCTGCTCCTCTTTTGTGAACATGATGAAAACATAAACCACAATAGTTTAGACCGGTAACTCATGCAAGACGATTTTTTCTCGCCAGAGCGCATGCGCTTCAATTCAGA
	GlicC^15     TCAACCAACTTTGCTGCTCCTCTTTTGTGAACATGATGAAAACATAAACCACAATAGTTTAGATCGGTAACTCATGCAAGACGTTTTTTTCTCGCCAGAGCGCATGCGCTTCAATTCAGA
	GlicP^17      TCAACCAACTTTGCTGCTCCTCTTTTGTGAACATGATGAAAACATAAACCACAATAGTTTAGAYCGGTAACTCATGCAAGACGWTTTTTTCTCGCCAGAGCGCATGCGCTTCAATTCAGA
	GlicE^20      TCAACCAACTTTGCTGCTCCTCTTTTGTGAACATGATGAAAACATAAACCACAATAGTTTAGATCGGTAACTCATGCAAGACGTTTTTTTCTCGCCAGAGCGCATGCGCTTCAATTCAGA
	GlicE^21      TCAACCAACTTTGCTGCTCCTCTTTTGTGAACATGATGAAAACATAAACCACAATAGTTTAGAYCGGTAACTCATNCAAGACGWTTTTTTCTCGCCAGAGCGCATGCGCTTCAATTCAGA
	GlicE^22      TCAACCAACTTTGCTGCTCCTCTTTTGTGAACATGATGAAAACATAAACCACAATAGTTTAGAYCGGTAACTCATGCAAGACGWTTTTWTCTCGCCAGAGCGCATGCGCTTCAATTCAGA
	GlicE^23       TCAACCAACTTTGCTGCTCCTCTTTTGTGAACATGATGAAAACATAAACCACAATAGTTTAGAYCGGTAACTCATGCAAGACGWTTTTTTCTCGCCAGAGCGCATGCGCTTCAATTCAGA
	GlicE^24       TCAACCAACTTTGCTGCTCCTCTTTTGTGAACATGATGAAAACATAAACCACAATAGTTTAGAYCGGTAACTCATGCAAGACGWTTTTTTCTCGCCAGAGCGCATGCGCTTCAATTCAGA
	GlicE^25      TCAACCAACTTTGCTGCTCCTCTTTTGTGAACATGATGAAAACATAAACCACAATAGTTTAGAYCGGTAACTCATGCAAGACGWTTTTTTCTCGCCAGAGCGCATGCGCTTCAATTCAGA
	GlicE^26      TCAACCAACTTTGCTGCTCCTCTTTTGTGAACATGATGAAAACATAAACCACAATAGTTTAGAYCGGTAACTCATGCAAGACGWTTTTTTCTCGCCAGAGCGCATGCGCTTCAATTCAGA
	GmorB^27    TCAACCAACTTTGCTGCTCCTCTTTTGTGAACATGATGAAAACATAAACCACAATAGTTTAGAYCGGTAACTCATGCAAGACGWTTTTTTCTCGCCAGAGCGCATGCGCTTCAATTCAGA
	GpasB^28    TCAACCAACTTTGCTGCTCCTCTTTTGTGAACATGATGAAAACATAAACCACAATAGTTTAGACCGGTAACTCATGCAAGACGATTTTTTCTCGCCAGAGCGCATGCGCTTCAATTCAGA
	GpasB^29    TCAACCAACTTTGCTGCTCCTCTTTTGTGAACATGATGAAAACATAAACCACAATAGTTTAGACCGGTAACTCATGCAAGACGATTTTTTCTCGCCAGAGCGCATGCGCTTCAATTCAGA


20 120
	GecuC^1     AATCGCATAGAATTGCCCGTTCTTTCCGTAGCTGCGCAACAAGTAGCTGTTGTATTATCGGCGAAGAAAGAGAAGAAAAAGACATTTGTATTCACAGATGGGGATGTGGTTGATATGTGT
	GecuP^4     AATCGCATAGAATTGCCCGTTCTTTCCGTAGCTGCGCAACAAGTAGCTGTTGTATTATCGGCGAAGAAAGAGAAGAAAAAGACATTTGTATTCACAGATGGGGATGTGGTTGATATGTGT
	GecuP^5     AATCGCATAGAATTGCCCGTTCTTTCCGTAGCTGCGCAACAAGTAGCTGTTGTATTATCGGCGAAGAAAGAGAAGAAAAAGACATTTGTATTCACAGATGGGGATGTGGTTGATATGTGY
	GecuP^6      AATCGCATAGAATTGCCCGTTCTTTCCGTAGCTGCGCAACAAGTAGCTGTTGTATTATCGGCGAAGAAAGAGAAGAAAAAGACATTTGTATTCACAGATGGGGATGTGGTTGATATGTGT
	GecuE^8      AATCGCATAGAATTGCCCGTTCTTTCCGTAGCTGCGCAACAAGTAGCTGTTGTATTATCGGCGAAGAAAGAGAAGAAAAAGACATTTGTATTCACAGATGGGGATGTGGTTGATATGTGT
	GecuE^9       AATCGCATAGAATTGCCCGTTCTTTCCGTAGCTGCNCAACAAGTAGCTGTTGTATTATCGGCGAAGAAAGAGAAGAAAAAGACATTTGTATTCACAGATGGGGATGTGGTTGATATGTGY
	GecuE^10       AATCGCATAGAATTGCCCGTTCTTTCCGTAGCTGCGCAACAAGTAGCTGTTGTATTATCGGCGAAGAAAGAGAAGAAAAAGACATTTGTATTCACAGATGGGGATGTGGTTGATATGTGT
	GecuE^11       AATCGCATAGAATTGCCCGTTCTTTCCGTAGCTGCGCAACAAGTAGCTGTTGTATTATCGGCGAAGAAAGAGAAGAAAAAGACATTTGTATTCACAGATGGGGATGTGGTTGATATGTGT
	GecuE^12      AATCGCATAGAATTGCCCGTTCTTTCCGTAGCTGCGCAACAAGTAGCTGTTGTATTATCGGCGAAGAAAGAGAAGAAAAAGACATTTGTATTCACAGATGGGGATGTGGTTGATATGTGY
	GlicC^15     AATCGCATAGAATTGCCCGTTCTTTCCGTAGCTGCGCAACAAGTAGCTGTTGTATTATCGGCGAAGAAAGAGAAGAAAAAGACATTTGTATTCACAGATGGGGATGTGGTTGATATGTGT
	GlicP^17      AATCGCATAGAATTGCCSGTTCTTTCCGTAGCTGCGCAACAAGTAGCTGTTGTATTATCGGCGAAGAAAGAGAAGAAAAAGACATTTGTATTCACAGATGGGGATGTGGTTGATATGTGT
	GlicP^18      AATCGCATAGAATTGCCCGTTCTTTCCGTAGCTGCGCAACAAGTAGCTGTTGTATTATCGGCGAAGAAAGAGAAGAAAAAGACATTTGTATTCACAGATGGGGATGTGGTTGATATGTGT
	GlicE^20      AATCGCATAGAATTGCCCGTTCTTTCCGTAGCTGCGCAACAAGTAGCTGTTGTATTATCGGCGAAGAAAGAGAAGAAAAAGACATTTGTATTCACAGATGGGGATGTGGTTGATATGTGT
	GlicE^21      AATCGCATAGAATTGCCCGTTCTTTCCGTAGCTGCGCAACAAGTAGCTGTTGTATTATCGGCGAAGAAAGAGAAGAAAAAGACATTTGTATTCACAGATGGGGATGTGGTTGATATGTGT
	GlicE^22       AATCGCATAGAATTGCCCGTTCTTTCCGTAGCTGCGCAACAAGTAGCTGTTGTATTATCGGCGAAGAAAGAGAAGAAAAAGACATTTGTATTCACAGATGGGGATGTGGTTGATATGTGT
	GlicE^23       AATCGCATAGAATTGCCCGTTCTTTCCGTAGCTGCGCAACAAGTAGCTGTTGTATTATCGGCGAAGAAAGAGAAGAAAAAGACATTTGTATTCACAGATGGGGATGTGGTTGATATGTGT
	GlicE^24      AATCGCATAGAATTGCCCGTTCTTTCCGTAGCTGCGCAACAAGTAGCTGTTGTATTATCGGCGAAGAAAGAGAAGAAAAAGACATTTGTATTCACAGATGGGGATGTGGTTGATATGTGT
	GlicE^25      AATCGCATAGAATTGCCCGTTCTTTCCGTAGCTGCGCAACAAGTAGCTGTTGTATTATCGGCGAAGAAAGAGAAGAAAAAGACATTTGTATTCACAGATGGGGATGTGGTTGATATGTGT
	GmorB^27    AATCGCATAGAATTGCCCGTTCTTTCCGTAGCTGCGCAACAAGTAGCTGTTGTAYTATCGGCGAAGAAAGAGAAGAARAAGACATTTGTATTCACAGATGGGGATGTGGTTGATATGTGT
	GpasB^28    AATCGCATAGAATTGCCCGTTCTTTCCGTAGCTGCGCAACAAGTAGCTGTTGTATTATCRGCGAAGAAAGAGAAGAAAAAGACATTTGTATTCACAGATGGGGATGTGGTTGATATGTGT


19 120
	GecuC^1     ATGTTTGGTAAATAAATTACAA-TTGCCAAATCTTTGAGGTTGTAAGTCGAAGCACTCTAATTGCATTGATAATTCTACTATACCCTGTATAGTATGGATGACCTTACGTTAGCCGTATA
	GecuP^4     ATGTTTGGTAAATAAATTACAA-TTGCCAAATCTTTGAGGTTGTAAGTCGAAGCACTCTAATTGCATTGATAATTCTACTRTACCCTGTATAGTATGGATGACCTTACGTTAGCCGTATA
	GecuP^5     ATGTTTGGTAAATAAATTACAA-TTGCCAAATCTTTGNGGTTGTAAGTCGAAGCACTNTAATTGCATTGATAATTCTACTATACCCTGTATAGTATGGATGACCTTACGTTAGCCGTATA
	GecuP^6      ATGTTTGGTAAATAAATTACAA-TTGCCAAATCTTTGAGGTTGTAAGTYGAAGCACTCTAATTGCATTGATAATTCTACTATACCYTGTATAGTATGGATGACCTTACGTTAGCCGTATA
	GecuP^7      ATGTTTGGTAAATAAATTACAA-TTGCCAAATCTTTGAGGTTGTAAGTCGAAGCACTCTAATTGCATTGATAATTCTACTATACCCTGTATAGTATGGACGACCTTACGTTAGCCGTATA
	GecuE^8      ATGTTTGGTAAATAAATTACAA-TTGCCAAATCTTTGAGGTTGTAAGTCGAAGCACTCTAATTGCATTGATAATTCTACTATACCCTGTATAGTATGGATGACCTTACGTTAGCCGTATA
	GecuE^9       ATGTTTGGTAAATAAATTACAA-TTGCCAAATCTTTGAGGTTRTAAGTYGAAGCACTCTAATTGCATTGATAATTCTACTATACCCTGTATAGTATGGATGACCTTACGTTAGCCGTATA
	GecuE^10      ATGTTTGGTAAATAAATTACAA-TTGCCAAATCTTTGAGGTTGTAAGTCGAAGCACTCTAATTGCATTGATAATTCTACTATACCCTGTATAGTATGGATGACCTTACGTTAGCCGTATA
	GlicC^15     ATGTTTGGTAAATAAATTACAA-TTGCCAAATCTTTGAGGTCGTAAGTCGAAGCACTCTAATTGCATTGATAATTCTACTATACCCTGTATAGTATGGATGACCTTACGTTAGCCGTATA
	GlicP^17      ATGTTTGGTAAATAAATTACAA-TTGCCAAATCTTTGAKGTTGTAAGTCGAAGCACTCTAATTGCATTGATAATTCTACTATACCCTGTATAGTATGGATGACCTTACGTTASCCGTATA
	GlicE^20      ATGTTTGGTAAATAAATTACAA-TTGCCAAATCTTTGAGGYTATAAGTCGAAGCACTCTAATTGCATTGATAATTCTACTATACCCTGTATAGTATGGATGACCTTACGTTAGCCGTATA
	GlicE^21      ATGTTTGGTAAATAAATTACAANTTGCCAAATCTTTGAGGTTRTAAGTYGAAGCACTCTAATTGCATTGATAATTCTACTATACCCTGTATAGTATGGATGACCTTACGTTAGCCGTATA
	GlicE^22       ATGTTTGGTAAATAAATTACAA-TTGCCAAATCTTTGAGGTTGTAAGTYGAAGCACTCTAATTGCATTGATAATTCTACTATACCCTGTATAGTATGGATGACCTTACGTTAGCCGTATA
	GlicE^23       ATGTTTGGTAAATAAATTACAA-TTGCCAAATCTTTGAGGTTGTAAGTCGAAGCACTCTAATTGCATTGATAATTCTACTATACCCTGTATAGTATGGATGACCTTACGTTAGCCGTATA
	GlicE^24      ATGTTTGGTAAATAAATTACAA-TTGCCAAATCTTTGNGGTTGTAAGTCGAAGCACTCTAATTGCATTGATAATTCTACTATACCCTGTATAGTATGGATGACCTTACGTTAGCCGTATA
	GlicE^25      ATGTTTGGTAAATAAATTACAA-TTGCCAAATCTTTGAGGTTGTAAGTCGAAGCACTCTAATTGCATTGATAATTCTACTATACCCTGTATAGTATGGATGACCTTACGTTAGCCGTATA
	GmorB^27    ATGTTTGGTAAATAAATTACAW-TTGCCAAATCTTTGAGGTTGTAAGTCGAAGCACTCTAATTGCATTGATAATTCTACTATACCCTGTATAGTATGGATGACCTTACGTTAGCCGTATA
	GpasB^28    ATGTTTGGTAAATAAATTACAA-TTGCCAAATCTTTGAGGTTGTAAGTCGAAGCACTCTAATTGCATTGATAATTCTACTATACCCTGTATAGTATGGATGACCTTACGTTAGCCGTATA
	GpasB^29    ATGTTTGGTAAATAAATTACAW-TTGCCAAATCTTTGAGGTTRTAAGTCGAAGCACTCTAATTGCATTGATAATTCTACTATACCCTGTATAGTATGGATGACCTTACGTTAGCCGTATA


18 120
	GecuC^1     TGTGCCCAAAAAACTAAAGAGCAGCGTTCAAATTCAACGTTTTAGCGATTGCTATGCACTGACAGGTAGCCACTAACTGATTGTGAGCTGTATTAGGGACAGAGCAAAACCGTTCTCGTA
	GecuP^4     TGTGCCCAAAAAACTAAAGAGCAGCGTTCAAATTCAACGTTTTAGCGATTGCTATGCACTGACAGGTAGCCACTAACTGATTGTGAGCTGTATTAGGGACAGAGCAAAACCGTTCTCGTA
	GecuP^5      TGTGCCCAAAAAACTAAAGAGCAGCGTTCAAATTCAACGTTTTAGCGATTGCTATGCACTGACAGGTAGCCACTAACTGATTGTGAGCTGTATTAGGGACAGAGCAAAACCGTTCTCGTA
	GecuE^8      TGTGCCCAAAAAACTAAAGAGCAGCGTTCAAATTCAACGTTTTAGCGATTGCTATGCACTGACAGGTAGCCACTAACTGATTGTGAGCTGTATTAGGGACAGAGCAAAACCGTTCTCGTA
	GecuE^9       TGTGCCCAAAAAACTAAAGAGCAGCGTTCAAATTCAACGTTTTAGCGATTGCTATGCACTGACAGGTAGCCACTAACTGATTGTGAGCTGTATTAGGGACAGAGCAAAACCGTTCTCGTA
	GecuE^10       TGTGCCCAAAAAACTAAAGAGCAGCGTTCAAATTCAACGTTTTAGCGATTGCTATGCACTGACAGGTAGCCACTAACTGATTGTGAGTTGTATTAGGGACAGAGCAAAACCGTTCTCGTA
	GlicC^15     TGTGCCCAAAAAACTAAAGAGCAGCGTTCAAATTCAACGTTTTAGCGATTGCTATGCACTGACAGGTAGCCACTAACTGATTGTGAGCTGTATTAGGGACAGAGCAAMACCGTTCTCGTA
	GlicP^17      TGTGCCCAAAAAACTAAAGAGCAGCGTTCAAATTCAACGTTTTAGCGATTGCTATGCACTGACAGGTAGCCACTAACTGATTGTGAGCTGTATTAGGGACAGAGCAAAACCGTTCTCGTA
	GlicE^20      TGTGCCCAAAAAACTAAAGAGCAGCGTTCAAATYCAACGTTTTAGCGATTGCTATGCACTGACAGGTAGCCACTAACTGATTGTGAGCTGTATTAGGGACAGAGCAAAACCGTTCTCGTA
	GlicE^21      TGTGCCCAAAAAACTAAAGAGCAGCGTTCAAATTCAACGTTTTAGCGATTGCTATGCACTGACAGGTAGCCACTAACTGATTGTGAGYTGTATTAGGGACAGAGCAAAACCGTTCTCGTA
	GlicE^22      TGTGCCCAAAAAACTAAAGAGCAGCGTTCAAATTCAACGTTTTAGCGATTGCTATGCACTGACAGGTAGCCACTAACTGATTGTGAGCTGTATTAGGGACAGAGCAAAACCGTTCTCGTA
	GlicE^23       TGTGCCCAAAAAACTAAAGAGCAGCGTTCAAATTCAACGTTTTAGCGATTGCTATGCACTGACAGGTAGCCACTAACTGATTGTGAGCTGTATTAGGGACAGAGCAAAACCGTTCTCGTA
	GlicE^24       TGTGCCCAAAAAACTAAAGAGCAGCGTTCAAATTCAACGTTTTAGCGATTGCTATGCACTGACAGGTAGCCACTAACTGATTGTGAGCTGTATTAGGGACAGAGCAAAACCGTTCTCGTA
	GlicE^25      TGTGCCCAAAAAACTAAAGARCAGCGTTCAAATTCAACGTTTTAGCGATTGCTATGCACTGACAGGTAGCCACTAACTGATTGTGAGCTGTATTAGGGACAGAGCAAAACCGTTCTCGTA
	GlicE^26      TGTGCCCAAAAAACTAAAGARCAGCGTTCAAATTCAACGTTTTAGCGATTGCTATGCACTGACAGGTAGCCACTAACTGATTGTGAGCTGTATTAGGGACAGAGCAAMACCGTTCTCGTA
	GmorB^27    TGTGCCCAAAAAACTAAAGAGCAGCGTTCAAATTCAACGTTTTAGCGATTGCTATGCACTGACAGGTAGCCACTAACTGATTGTGAGCTGTATTAGGGACAGAGCAAMACCGTTCTCGTA
	GpasB^28    TGTGCCCAAAAAACTAAAGAGCAGCGTTCAAATTCAACGTTTTAGCGATTGCTATGCACTGACAGGTAGCCACTAACTGATTGTGAGYTGTATTAGGGACAGAGCAAAACCGTTCTCGTA
	GpasB^29    TGTGCCCAAAAAACTAAAGAGCAGCGTTCAAATTCAACGTTTTAGCGATTGNTATGCACTGACAGGTAGCCACTAACTGATTGTGAGTTGTATTAGGGACAGAGCAAAACCGTTCTCGTA


20 120
	GecuC^1     TCATTTCAAAGTAAAGCCAAAACCATTTCTTTGAATGTAAAACAGTAATTTACCAATTTCTCATCTAAGTRAAAGTAAGAAATACTTGAAAGGCATATAACACGTAAATAATTATTACGA
	GecuP^4     TCATTTCAAAGTAAAGCCAAAACCATTTCTTTGAATGTAAAACAGTAATTTACCAATTTCTCATCTAAGTAAAAGTAAGAAATACTTGAAARGCATATAACACRTAAATAATTATTACGA
	GecuP^5     TCATTTCAAAGTAAAGCCAAAACCATTTCTTTGAATGTAAAACAGTAATTTACCAATTTCTCATCTAAGTRAAAGTAAGAAATACTTGAAAGGCATATAACACRTAAATAATTATTACGA
	GecuP^6      TCATTTCAAAGTAAAGCCAAAACCATTTCTTTGAATGTAAAACAGTAATTTACCAATTTCTCATCTAAGTAAAAGTAAGAAATACTTGAAAGGCATGTAACACATAAATAATTATTACGA
	GecuP^7      TCATTTCAAAGTAAAGCCAAAACCATTTCTTTGAATGTAAAACAGTAATTTACCAATTTCTCATCTAAGTAAAAGTAAGAAATACTTGAAAGGCATRTAACACATAAATAATTATTACGA
	GecuE^8      TCATTTCAAAGTAAAGCCAAAACCATTTCTTTGAATGTAAAACAGTAATTTACCAATTTCTCATCTAAGTRAAAGTAAGAAATACTTGAAAGGCATRTAACACRTAAATAATTATTACGA
	GecuE^9       TCATTTCAAAGTAAAGCCAAAACCATTTCTTTGAATGTAAAACAGTAATTTACCAATTTCTCATCTAAGTAAAAGTAAGAAATACTTGAAARGCATATAACACRTAAATAATTATTACGA
	GecuE^10       TCATTTCAAAGTAAAGCCAAAACCATTTCTTTGAATGTAAAACAGTAATTTACCAATTTCTCATCTAAGTAAAAGTAAGAAATACTTGAAAGGCATATAACACATAAATAATTATTACGA
	GlicC^15     TCATTTCAAAGTAAAGCCAAAACCATTTCTTTGAATGTAAAACAGTAATTTACCAATTTCTCATCTAAGTAAAAGTAAGAAATACTTGAAAGGCATGTAACACATAAATAATTATTACGA
	GlicP^17      TCATTTCAAAGTAAAGCCAAAACCATTTCTTTGAATGTAAAACAGTAATTTACCAATTTCTCATCTAAGTAAAAGTAAGAAATACTTGAAAGGCATRTAACACRTAAATAATTATTASGA
	GlicE^20      TCATTTCAAAGTAAAGCCAAAACCATTTCTTTGAATGTAAAACAGTAATTTACCAATTTCTCATCTAAGTAAAAGTAAGAAATACTTGAAAGGCATGTAACACATAAATAATTATTAYGA
	GlicE^21      TCATTTCAAAGTAAAGCCAAAACCATTTCTTTGAATGTAAAACAGTAATTTACCAATTTCTCATCTAAGTAAAAGTAAGAAATACTTGAAAGGCATRTAACACRTAAATAATTATTASGA
	GlicE^22      TCATTTCAAAGTAAAGCCAAAACCATTTCTTTGAATGTAAAACAGTAATTTACCAATTTCTCATCTAAGTAAAAGTAAGAAATACTTGAAAGGCATRTAACACATAAATAATTATTASGA
	GlicE^23       TCATTTCAAAGTAAAGCCAAAACCATTTCTTTGAATGTAAAACAGTAATTTACCAATTTCTCATCTAAGTAAAAGTAAGAAATACTTGAAAGGCATRTAACACRTAAATAATTATTACGA
	GlicE^24       TCATTTCAAAGTAAAGCCAAAACCATTTCTTTGAATGTAAAACAGTAATTTACCAATTTCTCATCTAAGTAAAAGTAAGAAATACTTGAAAGGCATRTAACACRTAAATAATTATTACGA
	GlicE^25      TCATTTCAAAGTAAAGCCAAAACCATTTCTTTGAATGTAAAACAGTAATTTACCAATTTCTCATCTAAGTAAAAGTAAGAAATACTTGAAAGGCATGTAACACATAAATAATTATTACGA
	GlicE^26      TCATTTCAAAGTAAAGCCAAAACCATTTCTTTGAATGTAAAACAGTAATTTACCAATTTCTCATCTAAGTAAAAGTAAGAAATACTTGAAAGGCATRTAACACATAAATAATTATTAYGA
	GmorB^27    TCATTTCAAAGTAAAGCCAAAACCATTTCTTTGAATGTAAAACAGTAATTTACCAATTTCTCATCTAAGTAAAAGTAAGAAATACTTGAAAGGCATRTAACACATAAATAATTATTACGA
	GpasB^28    TCATTTCAAAGTAAAGCCAAAACCATTTCTTTGAATGTAAAACAGTAATTTACCAATTTCTCATCTAAGTAAAAGTAAGAAATACTTGAAAAGCATATAACACGTAAATAATTATTACGA
	GpasB^29    TCATTTCAAAGTAAAGCCAAAACCATTTCTTTGAATGTAAAACAGTAATTTACCAATTTCTCATCTAAGTAAAAGTAAGAAATACTTGAAARGCATATAAYACGTAAATAATTATTACGA


22 120
	GecuC^1     GTCAAACGACAAATCTGCGTTCAATTTATTCTGTTTACTGTTTGCTAAAAGAATGATCGATTCCCTGCAAATATGTGCYAGGCCTGAAATGAGATATTTTGAAGGTTGTTTGGTGGCGTT
	GecuC^2     GTCAAACGACAAATCTGCGTTCAATTTATTCTGTTTACTGTNTGCTAAAAGAATGATCGATTCCCTGCAAATATGTGCYAGGYCTGAAATGAGATATTTTGAAGGTTGTTTGGTGGCGTT
	GecuP^4     GTCAAACGACAAATCTGCGTTCAATTTATTCTGTTTACTGTTTGCTAAAAGAATGATCGATTCCCTGCAAATATGTGCYAGGCCTGAAATGAGATATTTTGAAGGTTGTTTGGTGGCGTT
	GecuP^5     GTCAAACGACAAATCTGCGTTCAATTTATTCTGTTTACTGTTTGCTAAAAGAATGATCGATTCCCWGCAAATATGTGCYAGGCCTGAAATGAGATATTTTGAAGGTTGTTTGGTGGCGTT
	GecuP^6      GTCAAACGACAAATCTGCGTTCAATTTATTCTGTTTACTGTTTGCTAAAAGAATGATCGATTCCCWGCAAATATGTGCTAGGCCTGAAATGAGATATTTTGAAGGTTGTTTGGTGGCGTT
	GecuP^7      GTCAAACGACAAATCTGCGTTCAATTTATTCTGTTTACTGTTTGCTAAAAGAATGATCGATTCCC-GCAAATATGTGCTAGGCCTGAAATGAGATATTTTGAAGGTTGTTTGGTGGCGTT
	GecuE^8      GTCAAACGACAAATCTGCGTTCAATTTATTCTGTTTACTGTTTGCWAAAAGAATGATCGATTCCCWGCAAATATGTGCTAGGYCTGAAATGAGATATTTTGAAGGTTGTTTGGTGGCGTT
	GecuE^9       GTCAAACGACAAATCTGCGTTCAATTTATTCTGTTTACTGTTTGCTAAAAGAATGATCGATTCCCTGCAAATATGTGCYAGGCCTGAAATGAGATATTTTGAAGGTTGTTTGGTGGCGTT
	GecuE^10       GTCAAACGACAAATCTGCGTTCAATTTATTCTGTTTACTGTTTGCTAAAAGAATGATCGATTCCCWGCAAATATGTGCTAGGCCTGAAATGAGATATTTTGAAGGTTGTTTGGTGGCGTT
	GecuE^11      GTCAAACGACAAATCTGCGTTCAATTTATTCTGTTTACTGTTTGCTAAAAGAATGATCGATTCCCTGCAAATATGTGCTAGGCCTGAAATGAGATATTTTGAAGGTTGTTTGGTGGCGTT
	GlicC^15     GT-AAACGACAAATCTGCGTTCAATTTATTCTGTTTACTGTTTGCTAAAAGAATGATCGATTCCCAGCAAATATGTGCYAGGCCTGAAATGAGATATTTTGAAGGTTGTTTGGTGGCGTT
	GlicP^17      GTCAAACGACAAATCTGCGTTCAATTTATTCTGTTTACTGTTTGCTAAAAGAATGATCGATTCCC-GCAAATATGTGCTAGGCCTGAAATGAGATATTTTGAAGGTTGTTTGGTGGCGTT
	GlicE^20      GTCAAACGACAAATCTGCGTTCAATTTATTCTGTTTACTGTTTGCTAAAAGAATGATCGATTCCCAGCAAATATGTGCTAGGCCTGAAATGAGATATTTTGAAGGTTGTTTGGTGGCGTT
	GlicE^21      GTCAAACGACAAATCTGCGTTCAATTTATTCTGTTTACTGTTTGCTAAAAGAATGATCGATTCCCWGCAAATATGTGCTAGGCCTGAAATGAGATATTTTGAAGGTTGTTTGGTGGCGTT
	GlicE^22      GTCAAACGACAAATCTGCGTTCAATTTATTCTGTTTACTGTTTGCTAAAAGAATGATCGATTCCCTGCAAATATGTGCTAGGCCTGAAATGAGATATTTTGAAGGTTGTTTGGTGGCGTT
	GlicE^23       GTCAAACGACAAATCTGCGTTCAATTTATTCTGTTTACTGTTTGCTAAAAGAATGATCGATTCCCAGCAAATATGTGCTAGGCCTGAAATGAGATATTTTGAAGGTTGTTTGGTGGCGTT
	GlicE^24       GTCAAACGACAAATCTGCGTTCAATTTATTCTGTTTACTGTTTGCTAAAAGAATGATCGATTCCCAGCAAATATGTGCTAGGCCTGAAATGAGATATTTTGAAGGTTGTTTGGTGGCGTT
	GlicE^25      GTCAAACGACAAATCTGCGTTCAATTTATTCTGTTTACTGTTTGCTAAAAGAATGATCGATTCCCWGCAAATATGTGCTAGGCCTGAAATGAGATATTTTGAAGGTTGTTTGGTGGCGTT
	GlicE^26      GTCAAACGACAAATCTGCGTTCAATTTATTCTGTTTACTGTTTGCTAAAAGAATGATCGATTCCCWGCAAATATGTGCTAGGCCTGAAATGAGATATTTTGAAGGTTGTTTGGTGGCGTT
	GmorB^27    GTCAAACGACAAATCTGCGTTCAATTTATTCTGTTTACTGTTTGCTAAAAGAATGATCGATTCCCWGCAAATATGTGCTAGGCCTGAAATGAGATATTTTGAAGGTTGTTTGGTGGCGTT
	GpasB^28    GTCAAACGACAAATCTGCGTTCAATTTATTCTGTTTACTGTTTGCTAAAAGAATGATCGATTCCCTGCAAATATGTGCTAGGCCTGAAATGAGATATTTTGAAGGTTGTTTGGTGGCGTT
	GpasB^29    GTCAAACGACAAATCTGCGTTCAATTTATTCTGTTTACTGTTTGCTAAAAGAATGATCGATTCCCTGCAAATATGTGCTAGGCCTGAAATGAGATATTTTGAAGGTTGTTTGGTGGCGTT


19 120
	GecuC^1     TCCAMATTTGAATGTAACTTTACGACAATTCAAATTCK-AAACGATATTTACAGAAGGTAAATCGTTGAAAAAGTAAAGCATTATCGTTTGTAACGCATCSTTCTTATAATAACACAGAA
	GecuP^4     TCCACATTTGAATGTAACTTTACGACAATTCAAATTCC-AAACGATATTTACAGAAGGTAAATCGTTGAAAAAGTAAAGCATTATCGTTTGTAACGCATCSKTCTTATAATAACACAGAA
	GecuP^5      TCCACATTTGAATGTAACTTTACGACAATTCAAATTC--AAACGATATTTACAGAAGGTAAATCGTTGAAAAAGTAAAGCATTATCGTTTGTAACGCATCNNTCTTATAATAACACAGAA
	GecuE^8      TCCACATTTGAATGTAACTTTACGACAATTCAAATTCG-AAACGATATTTACAGAAGGTAAATCGTTGAAAAAGTAAAGCATTATCGTTTGTAACGCATCSKTCTTATAATAACACAGAA
	GecuE^9       TCCACATTTGAATGTAACTTTACGACAATTCAAATTCG-AAACGATATTTACAGAAGGTAAATCGTTGAAAAAGTAAAGCATTATCGTTTGTAACGCATCCNTCTTATAATAACACAGAA
	GecuE^10       TCCACATTTGAATGTAACTTTACGACAATTCAAATTCS-AAACGATATTTACAGAAGGTAAATCGTTGAAAAAGTAAAGCATTATCGTTTGTAACKCATCSTTCTTATAATAACACAGAA
	GecuE^11       TCCACATTTGAATGTAACTTTACGACAATTCAAATTCS-AAACGATATTTACAGAAGGTAAATCGTTGAAAAAGTAAAGCATTATCGTTTGTAACGCATCGTTCTTATAATAACACAGAA
	GecuE^12      TCCACATTTGAATGTAACTTTACGACAATTCAAATTC--AAACGATATTTACAGAAGGTAAATCGTTGAAAAAGTAAAGCATTATCGTTTGTAACGCATCGTTCTTATAATAACACAGAA
	GlicC^15     TCCACATTTGAATGTAACTTTACGACAATTCAAATTCG-AAACGATATTTACAGAAGGTAAATCGTTGAAAAAGTAAAGCATTATCGTTTGTAACGCATCGTTCTTATAATAACACAGAA
	GlicP^17      TCCACATTTGAATGTAACTTTACGACAATTCAAATTCG-AAACGATATTTACAGAAGGTAAATCGTTGAAAAAGTAAAGCATTATCGTTTGTAACGCATCGTTCTTATAATAACACAGAA
	GlicP^18      TCCACATTTGAATGTAACTTTACGACAATTCAAATTCS-AAACGATATTTACAGAAGGTAAATCGTTGAAAAAGTAAAGCATTATCGTTTGTAACGCATCSTTCTTATAATAACACAGAA
	GlicE^20      TCCACATTTGAATGTAACTTTACGACAATTCAAATTCS-AAACGATATYTACAGAAGGTAAATCGTTGAAAAAGTAAAGCATTATCGTTTGTAACGCATCSTTCTTATAATAACACAGAA
	GlicE^21      TCCACATTTGAATGTAACTTTACGACAATTCAAATTCS-AAACGATATTTACAGAAGGTAAATCGTTGAAAAAGTAAAGCATTATCGTTTGTAACGCATCSTTCTTATAATAACACAGAA
	GlicE^22       TCCACAYTTGAATGTAACTTTACGACAATTCAAATTCCSAAACGATATTTACAGAAGGTAAATCGTTGAAAAAGTAAAGCATTATCGTTTGTAACGCATCSTTCTTATAATAACACAGAA
	GlicE^23      TCCACATTTGAATGTAACTTTACGACAATTCAAATTCS-AAACGATATTTACAGAAGGTAAATCGTTGAAAAAGTAAAGCATTATCGTTTGTAACGCATCCTTCTTATAATAACACAGAA
	GlicE^24      TCCACATTTGAATGTAACTTTACGACAATTCAAATTCG-AAACGATATTTACAGAAGGTAAATCGTTGAAAAAGTAAAGCATTATCGTTTGTAACGCATCGTTCTTATAATAACACAGAA
	GmorB^27    TCCAMATTTGAATGTAACTTTACGACAATTCAAATTCS-AAACGATATTTACAGAAGGTAAATCGTTGAAAAAGTAAAGCATTATCGTTTGTAACGCATCSTTCTTATAATAACACAGAA
	GpasB^28    TCCACATTTGAATGTAACTTTACGACAATTCAAATTCS-AAACGATATTTACAGAAGGTAAATCGTTGAAAAAGTAAAGCATTATCGTTTGTAACGCATCCTTCTTATAATAACACAGAA
	GpasB^29    TCCAMATTTGAATGTAACTTTACGACAATTCAAATTCC-AAACGATATTTACAGAAGGTAAATCGTTGAAAAAGTAAAGCATTATCGTTTGTAACGCATCSTTCTTATAATAACACAGAA


17 120
	GecuC^1     CCCACTTCCCACACGCTAACGCAATATCCAGTCAAGACAAGCCATATTTTTACTAAATATACGTAGTAGATTGCACTATATGAATATACCGCGTTAGTAAGTTCCGTAGTAAAGTGAACC
	GecuP^4     CCCACTTCCCACACGCTAACGCAATATCCAGTCAAGACAAGCCATATTTTTACTAAATATACGTAGTAGATTGCACTATATGAATATACCGCGTTAGTAAGTTCCGTAGTAAAGTGAACC
	GecuP^5     CCCACTTCCCACACGCTAACGCAATATCCAGTCAAGACAAGCCATATTTTTACTAAATATACGTAGTAGATTGCACTATATGAATATACCGCGTTAGTAAGTTCCGTAGTAAAGTGAACC
	GecuP^6      CCCACTTCCCACACGCTAACGCAATATCCAGTCAAGACAAGCCATATTTTTACTAAATATACGTAGTAGATTGCACTATATGAATATACCGCGTTAGTAAGTTCCGTAGTAAAGTGAACC
	GecuE^8      CCCACTTCCCACACGCTAACGCAATATCCAGTCAAGACAAGCCATATTTTTACTAAATATACGTAGTAGATTGCACTATATGAATATACCGCGTTAGTAAGTTCCGTAGTAAAGTGAACC
	GecuE^9       CCCACTTCCCACACGCTAACGCAATATCCAGTCAAGACAAGCCATATTTTTACTAAATATACGTAGTAGATTGCACTATATGAATATACCGCGTTAGTAAGTTCCGTAGTAAAGTGAACC
	GecuE^10       CCCACTTCCCACACGCTAACGCAATATCCAGTCAAGACAAGCCATATTTTTACTAAATATACGTAGTAGATTGCACTATATGAATATACCGCGTTAGTAAGTTCCGTAGTAAAGTGAACC
	GecuE^11      CCCACTTCCCACACGCTAACGCAATATCCAGTCAAGACAAGCCATATTTTTACTAAATATACGTAGTAGATTGCACTATATGAATATACCGCGTTAGTAAGTTCCGTAGTAAAGTGAACC
	GlicC^15     CCCACTTCCCACACGCTAACGCAATATCCAGTCAAGACAAGCCATATTTTTACTAAATATACGTAGTAGATTGCACTATATGAATATACCGCGTTAGTAAGTTCCGTAGTAAAGTGAACC
	GlicP^17      CCCACTTCCCACACGCTAACGCAATATCCANTCAAGACAAGCCATATTTTTACTAAATATACGTAGTAGATTGCACTATATGAATATACCGCGTTAGTAAGTTCCGTAGTAAAGTGAACC
	GlicE^20      CCCACTTCCCACACGCTAACGCAATATCCAGTCAAGACAAGCCATATTTTTACTAAATATACGTAGTAGATTGCACTATATGAATATACCGCGTTAGTAAGTTCCGTAGTAAAGTGAACC
	GlicE^21      CCCACTTCCCACACGCTAACGCAATATCYASTCAAGACAAGCCATATTTTTACTAAATATACGTAGTAGATTGCACTATATGAATATACCGCGTTAGTAAGTTCCGTAGTAAAGTGAACC
	GlicE^22       CCCACTTCCCACACGCTAACGCAATATCCAGTCAAGACAAGCCATATTTTTACTAAATATACGTAGTAGATTGCACTATATGAATATACCGCGTTAGTAAGTTCCGTAGTAAAGTGAACC
	GlicE^23       CCCACTTCCCACACGCTAACGCAATATCCAGTCAAGACAAGCCATATTTTTACTAAATATACGTAGTAGATTGCACTATATGAATATACCGCGTTAGTAAGTTCCGTAGTAAAGTGAACC
	GlicE^24      CCCACTTCCCACACGCTAACGCAATATCCAGTCAAGACAAGCCATATTTTTACTAAATATACGTAGTAGATTGCACTATATGAATATACCGCGTTAGTAAGTTCCGTAGTAAAGTGAACC
	GmorB^27    CCCACTTCCCACACGCTAACGCAATATCCAGTCAAGACARGCCATATTTTTACTAAATATACSTAGTAGATTGCACTATATGAATATACCGCGTTAGTAAGTTCCGTAGTAAAGTGAACC
	GpasB^28    CCCACTTCCCACACGCTAACGCAATATCCAGTCAAGACAAGCCATATTTTTACTAAATATACGTAGTAGATTGCACTATATGAATATACCGCGTTAGTAAGTTCCGTAGTAAAGTGAACC


18 120
	GecuC^1     GACTGCAATATAAAGATCCACTTCACTCCCACTTNAATTTCTTCCCTAATAACTACGGGCAAGTCAATAATGAGCACGCCGAACATTTTCGTCAGGACAATATGGAGAAAGATGATCCAT
	GecuP^4     GACTGCAATATAAAGATCCACTTCACTCCCACTTGAATTTCTTCCCTAATAACTACGGGCAAGTCAATAATGAGCACGCCGAACATTTTCGTCAGGACAATATGGAGAAAGATGATCCAT
	GecuP^5     GACTGCAATATAAAGATCCACTTCACTCCCACTTGAATTTCTTCCCTAATAACTACNGGCAAGTCAATAATGAGCACGCCGAACA-TTTCGTCAGGACAATATGGAGAAAGATGATCCAT
	GecuP^6      GACTGCAATATAAAGATCCACTTCACTCCCACTTGAATTTCTTCCCTAATAACTACGGGCAAGTCAATAATGAGCACGCCGAACATTTTCGTCAGGACAATATGGAGAAAGATGATCCAT
	GecuE^8      GACTGCAATATAAAGATCCACTTCACTCCCACTTGAATTTCTTCCCTAATAACTACGGGCAAGTCAATAATGAGCACGCCGAACATTTTCGTCAGGACAATATGGAGAAAGATGATCCAT
	GecuE^9       GACTGCAATATAAAGATCCACTTCACTCCCACTTGAATTTCTTCCCTAATAACTACGGGCAAGTCAATAATGAGCACGCCGAACATTTTCGTCAGGACAATATGGAGAAAGATGATCCAT
	GecuE^10       GACTGCAATATAAAGATCCACTTCACTCCCACTTGAATTTCTTCCCTAATAACTACGGGCAAGTCAATAATGAGCACGCCGAACATTTTCGTCAGGACAATATGGAGAAAGATGATCCAT
	GecuE^11      GACTGCAATATAAAGATCCACTTCACTCCCACTTGAATTTCTTCCCTAATAACTACGGGCAAGTCAATAATGAGCACGCCGAACATTTTCGTCAGGACARTATGGAGAAAGATGATCCAT
	GlicC^15     GACTGCAATATAAAGATCCACTTCACTCCCACTTGAATTTCTTNCCTAATAACTACGGGCAAGTCAATAATGAGCACGCCGAACATTTTCGTCAGGACAATNTKGAGAAAGATGATCCAT
	GlicP^17      GACTGCAATATAAAGATCCACTTCACTCCCACTTGAATTTCTTCCCTAATAACTACGGGCAAGTCAATAATGAGCACGCCGAACATTTTCGTCAGGACAATATGGAGAAAGATGATNCAT
	GlicE^20      GACTGCAATATAAAGATCCACTTCACTCCCACTTGAATTTCTTCCCTAATAACTACGGGCAAGTCAATAATGAGCACGCCGAACATTTTCGTCAGGACAATATGGAGAAAGATGATCCAT
	GlicE^21      GACTGCAATATAAAGATCCACTTCACTCCCACTTGAATTTCTTCCCTAATAACTACGGGCAAGTCAATAATGAGCACGCCGAACATTTTCGTCAGGACAATATGGAGAAAGATGATCCAT
	GlicE^22      GACTGCAATATAAAGATCCACTTCACTCCCACTTGAATTTCTTCCCTAATAACTACGGGCAAGTCAATAATGAGCACGCCGAACATTTTCGTCAGGACAATATGGAGAAAGATGATCCAT
	GlicE^23       GACTGCAATATAAAGATCCACTTCACTCCCACTTGAATTTCTTCCCTAATAACTACGGGCAAGTCAATAATGAGCACGCCGAACATTTTCGTCAGGACAATRTGGAGAAAGATGATCCAT
	GlicE^24       GACTGCAATATAAAGATCCACTTCACTCCCACTTGAATTTCTTCCCTAATAACTACGGGCAAGTCAATAATGAGCACGCCGAACATTTTCGTCAGGACAATATGGAGAAARATGATCCAT
	GlicE^25      GACTGCAATATAAAGATCCACTTCACTCYCAYTTGAATTTCTTCCCTAATAACTACGGGCAAGTCAATAATGAGCACGCCGAACATTTTCGTCAGGACAATATGGAGAAAGATGATCCAT
	GmorB^27    GACTGCAATATAAAGATCCACTTCACTCCCACTTGAATTTCTTCCCTAATAACTACGGGCAAGTCAATAATGAGCACGCCGAACATTTTCGTCAGGACAATATGGAGAAAGATGATCCAT
	GpasB^28    GACTGCAATATAAAGATCCACTTCACTCCCACTTGAATTTCTTCCCTAATAACTACGGGCAAGTCAATAATGAGCACGCCGAACATTTTCGTCAGGACAATATGGAGAAAGATGATCCAT


15 120
	GecuC^1     GACAGCACGTTTCAAAGTATACTAGGGTAGGTAAGGATTCATTTGTAGGCGCGAGTCCATACATATAGCGAATAACGTYGCCGCTTGTGCTAGGAACGTCCCCTTCGCTCCTCAGTGCCC
	GecuP^4     GACAGCACGTTTCAAAGTATACTAGGGTAGGTAAGGATTCATTTGTAGGCGCGAGTCCATACATATAGCGAATAACGTTGCCGCTTGTGCTAGGAACGTYCCCTTCGCTCCTCAGTGCCC
	GecuP^5      GACAGCACGTTTCAAAGTATACTAGGGTAGGTAGGGATTCATTTGTAGGCGCGAGTCCATACATATAGCGAATAACGTTGCCGCTTGTGCTAGGAACGTCCCCTTCGCTCCTCAGTGCCC
	GecuE^8      GACAGCACGTTTCAAAGTATACTAGGGWAGGTAGGGATTCATTTGTAGGCGCGAGTCCATACATATAGCGAATAACGTTGCCGCTTGTGCTAGGAACGTCCCCTTCGCTCCTCAGTGCCC
	GecuE^9       GACAGCACGTTTCAAAGTATACTAGGGTAGGTARGGATTCATTTGTAGGCGCGAGTCCATACATATAGCGAATAACGTTGCCGCTTGTGCTAGGAACGTYCCCTTCGCTCCTCAGTGCCC
	GecuE^10       GACAGCACGTTTCAAAGTATACTAGGGTAGGTARGGATTCATTTGTAGGCGCGAGTCCATACATATAGCGAATAACGTTGCCGCTTGTGCTAGGAACGTCCCCTTCGCTCCTCAGTGCCC
	GecuE^11      GACAGCACGTTTCAAAGTATACTAGGGTAGGTAAGGATTCATTTGTAGGCGCGAGTCCATACATATAGCGAATAACGTTGCCGCTTGTGCTAGGAACGTCCCCTTCGCTCCTCAGTGCCC
	GlicC^15     GACAGCACGTTTCAAAGTATACTAGGGTAGGTAAGGATTCATTTGTAGGCGCGAGTCCATACATATAGCGAATAACGTTGCCGCTTGTGCTAGGAACGTTCCCTTCGCTCCTCAGTGCCC
	GlicP^17      GACAGCACGTTTCAAAGTATACTAGGGTAGGTAAGGATTCATTTGTAGGCGCGAGTCCATACATATAGCGAATAACGTTGCCGCTTGTGCTAGGAACGTNNCCTTCGCTCCTCAGTGCCC
	GlicE^20      GACAGCACGTTTCAAAGTATACTAGGGTAGGTAAGGATTCATTTGTAGGCGCGAGTCCATACATATAGCGAATAACGTTGCCGCTTGTGCTAGGAACGTTCCCTTCGCTCCTCAGTGCCC
	GlicE^21      GACAGCACGTTTCAAAGTATACTAGGGTAGGTAAGGATTCATTTGTAGRCGCGAGTCCATACATATAGCGAATAACGTTGCCGCTTGTGCTAGGAACGTYYCCTTCGCTCCTCAGTGCCC
	GlicE^22       GACAGCACGTTTCAAAGTATACTAGGGTAGGTAAGGATTCATTTGTAGGCGCGAGTCCATACATATAGCGAATAACGTTGCCGCTTGTGCTAGGAACGTCTCCTTCGCTCCTCAGTGCCC
	GlicE^23      GACAGCACGTTTCAAAGTATACTAGGGTAGGTAAGGATTCATTTGTAGGCGCGAGTCCATACATATAGCGAATAACGTTGCCGCTTGTGCYAGGAACGTCYCCTTCGCTCCTCAGTGCCC
	GmorB^27    GACAGCACGTTTCAAAGTATACTAGGGTAGGTARGGATTCATTTGTAGGCGCGAGTCCATACATATAGCGAATAACGTTGCCGCTTGTGCTAGGAACGTCCCCTTCGCTCCTCAGTGCCC
	GpasB^28    GACAGCACGTTTCAAAGTATACTAGGGTAGGTAAGGATTCATTTGTAGGCGCGAGTCCATACATATAGCGAATAACGTTGCCGCTTGTGCTAGGAACGTCCCCTTCGCTCCTCAGTGCCC


17 120
	GecuC^1     AAGACCGCGCAGAACAGATACAGAAGTATTTGAATTTCGCAAATCTTACTTTATTAGATGCTGAGCGATCACTTGCAAAGCATACGAGAACGTTTTCAGACCGTCGTCAAGGCCTGACCG
	GecuP^4     AAGACCGCGCAGAACAGATACAGAAGTATTTGAATTTCGCAAATCTTACTTTATTAGATGCTGAGCGATCACTTGCAAAGCATACGAGAACGTTTTCAGACCGTCGTCAAGGCCTGACCG
	GecuP^5     AAGACCGCGCAGAACAGATACAGAAGTATTTGAATTTCGCAAATCTTACTTTATTAGATGCTGAGCGATCACTTGCAAARCATACGAGAACGTTTTCAGACCRTCGTCAAGGCCTGACCG
	GecuP^6      AAGACCGCGCAGAACAGATACAGAAGTATTTGAATTTCGCAAATCTTACTTTATTAGATGCTGAGCGATCACTTGCAAAGCATACGAGAACGTTTTCAGACCGTCGTCAAGGCCTGACCG
	GecuP^7      AAGACCGCGCAGAACAGATACAGAAGTATTTGAATTTCGCAAATCTTACTTTATTAGATGCTGARCGATCACTTGCAAAGCATACGAGAACGTTTTCAGACCGTCGTCAAGGCCTGACCG
	GecuE^8      AAGACCGCGCAGAACAGATACAGAAGTATTTGAATTTCGCAAATCTTACTTTATTAGATGCTGAGCGATCACTTGCAAAGCATACGAGAACGTTTTCAGACCRTCGTCAAGGCCTGACCG
	GecuE^9       AAGRCCGCGCAGAACAGATACAGAAGTATTTGAATTTCGCAAATCTTACTTTATTAGATGCTGARCGATCACTTGCAAAGCATACGAGAACGTTTTCAGACCRTCGTCAAGGCCTGACCG
	GecuE^10      AAGACCGCGCAGAACAGATACAGAAGTATTTGAATTTCGCAAATCTTACTTTATTAGATGCTGAGCGATCACTTGCAAAGCATACGARAACGTTTTCAGACCRTCGTCAAGGCCTGACCG
	GlicC^15     AAGACCGCGCAGAACAGATACAGAAGTATTTGAATTTCGCAAATCTTACTTTATTAGATGCTGAACGATCACTTGCAAA-CATACGAGAACGTTTTCAGACCGTCGTCAAGGCCTGACCG
	GlicP^17      AAGACCGCGCAGAACAGATACAGAAGTATTTGAATTTCGCAAATCTTACTTTATTAGATGCTGAGCGATCACTTGCAAAGCATACGAGAACGTTTTCAGNCCGTCGTCAAGGCCTGACCG
	GlicE^20      AAGACCGCGCAGAACAGATACAGAAGTATTTGAATTTCGCAAATCTTACTTTATTAGATGCTGAACGATCACTTGCAAAGCATACGAGAACGTTTTCAGACCGTCGTCAAGGCCTGACCG
	GlicE^21      AAGACCGCGCAGAACAGATACAGAAGTATTTGAATTTCGCAAATCTTACTTTATTAGATGCTGANCGATCACTTGCAAAGCATACGNGAACGTTTTCAGACCGTCGTCAAGGCCTGACCG
	GlicE^22      AAGACCGCGCAGAACAGATACAGAAGTATTTGAATTTCGCAAATCTTACTTTATTAGATGCTGAACGATCACTTGCAAAGCATACGAGAACGTTTTCAGACCGTCGTCAAGGCCTGACCG
	GlicE^23       AAGACCGCGCAGAACAGATACAGAAGTATTTGAATTTCGCAAATCTTACTTTATTAGATGCTGARCGATCACTTGCAAAGCATACGAGAACGTTTTCAGACCGTCGTCAAGGCCTGACCG
	GlicE^24      AAGACCGCGCAGAACAGATACAGAAGTATTTGAATTTCGCAAATCTTACTTTATTAGATGCTGAACGATCACTTGCAAAGCATACGAGAACGTTTTCAGACCGTCGTCAAGGCCTGACCG
	GmorB^27    AAGACCGCGCAGAACAGATACAGAAGTATTTGAATTTCGCAAATCTTACTTTATTAGATGCTGAGCGATCACTTGCAAAGCATACGAGAACGTTTTCAGACCGTCGTCAAGGCCTGACCG
	GpasB^28    AAGACCGCGCAGAACAGATACAGAAGTATTTGAATTTCGCAAATCTTACTTTATTAGATGCTGAGCGATCACTTGCAAAGCATACGARAACGTTTTCAGACCATCGTCAAGGCCTGACCG


19 120
	GecuC^1     AATTCTATGTATTTTGTAATTTTGTGTAAAGGGTATGGTAGTTGGTGTTGTCTCTAATCTTTGGAATAGGTAAGATACGCTTTGCTTCTATGCCCAAAGACT-AAATTGTTCGAGTGTAT
	GecuP^4     AATTCTATGTATTTTGTAATTTTGTGTAAAGGGTATGGTAGTTGGTGTTGTCTCTAATCTTTGGAATAGGTAAGATACGCTTTGCTTCTATGCCCAAAGACT-AAATTGTTCGAGTGTAT
	GecuP^5     AATTCTATGTATTTTGTAATTTTGTGTAAAGGGTATGGTAGTTGGTGTTGTCTCTAATCTTTGGAATAGGTAAGATACGCTTTGCTTCTATGCCCAAAGACT-AAATTGTTCGAGTGTAT
	GecuP^6      AATKSTATGTATTTTSTAATTTTGTGTAAAGGGTATGGTAGTTGGTGTTGTCTCTAATCTTTGGAATAGGTAAGATACGCTTTGCTTCTATGCCCAAAGACT-AAATTGTTCGAGTGTAT
	GecuE^8      AATKSTATGTATTTTSTAATTTTGTGTAAAGGGTATGGTAGTTGGTGTTGTCTCTAATCTTTGGAATAGGTAAGATACGCTTTGCTTCTATGCCCAAAGACTAAAATTGTTCGAGTGTAT
	GecuE^9       AATTSTATGTATTTTGTAATTTTGTGTAAAGGGTATGGTAGTTGGTGTTGTCTCTAATCTTTGGAATAGGTAAGATACGCTTTGCTTCTATGCCCAAAGACTAAAATTGTTCGAGTGTAT
	GecuE^10       AATTSTATGTATTTTGTAATTTTGTGTAAAGGGTATGGTAGTTGGTGTTGTCTCTAATCTTTGGAATAGGTAAGATACGCTTTGCTTCTATGCCCAAAGACT-AAATTGTTCGAGTGTAT
	GlicC^15     AATTGTATGTATTTTGTAATTTTGTGTAAAGGGTATGGTAGTTGGTGTTGTCTCTAATCTTTGGAATAGGTAAGATACGCTTTGCTTCTATGCCCAAAGACT-AAATTGTTCGAGTGTAT
	GlicP^17      NATTNTATGTATTTTGTAATTTTGTGTAAAGGGTATGGTAGTTGGTGTTGTCTCTAATCTTTGGAATAGGTAAGATACGCTTTGCTTCTATGCCCAAAGACT-AAATTGTTCGAGTGTAT
	GlicP^18      AATTSTATGTATTTTGTAATTTTGTGTAAAGGGTATGGTAGTTGGTGTTGTCTCTAATCTTTGGAATAGGTAAGATACGCTTTGCTTCTATGCCCAAAGACT-AAATTGTNCGAGTGTAT
	GlicE^20      AATTSTATGTATTTTGTAATTTTGTGTAAAGGGTATGGTAGTTGGTGTTGTCTCTAATCTTTGGAATAGGTAAGATACGCTTTGCTTCTATGCCCAAAGACT-AAATTGTTCGAGTGTAT
	GlicE^21      AATTGTATGTATTTTGTAATTTTGTGTAAAGGGTATGGTAGTTGGYGTTGTCTCTAATCTTTGGAATAGGTAAGATACGCTTTGCTTCTATGCCCAAAGACT-AAATTGTTCGAGTGTAT
	GlicE^22      AATTGTATGTATTTTGTAATTTTGTGTAAAGGGTATGGTAGTTGGTGTTGTCTCTAATCTTTGGAATAGGTAAGATACGCTTTGCTTCTATGCCCAAAGACT-AAATTGTTCGAGTGTAT
	GlicE^23       AATTGTATGTATTTTGTAATTTTGTGTAAAGGGTATGGTAGTTGGTGTTGTCTCTAATCTTTGGAATAGGTAAGATACGCTTTGCTTCTATGCCCAAAGACT-AAATTGTTCGAGTGTAT
	GlicE^24       AATTGTATGTATTTTGTAATTTTGTGTAAAGGGTATGGTAGTTGGTGTTGTCTCTAATCTTTGGAATAGGTAAGATACGCTTTGCTTCTATGCCCAAAGACTAAAATTGTTCGAGTGTAT
	GlicE^25      AATTNTATGTATTTTGTAATTTTGTGTAAAGGGTATGGNAGTTGGTGTTGTCTCTAATCTTTGGAATAGGTAAGATACGCTTTGCTTCTATGCCCAAAGACT-AAATTGTTCGAGNGTAT
	GlicE^26      AATTCTATGTATTTTGTAATTTTGTGTAAAGGGTATGGTAGTTGGTGTTGTCTCTAATCTTTGGAATAGGTAAGATACGCTTTGCTTCTATGCCCAAAGACT-AAATTGTTCGAGTGTAT
	GmorB^27    AATTGTATGTATTTTGTAATTTTGTGTAAAGGGTATGGTAGTTGGTGTTGTCTCTAATCTTTGGAATAGGTAAGATACGCTTTGCTTCTATGCCCAAAGACT-AAATTGTTCGAGTGTAT
	GpasB^28    AATTGTATGTATTTTGTAATTTTGTGTAAAGGGTATGGTAGTTGGTGTTGTCTCTAATCTTTGGAATAGGTAAGATACGCTTTGCTTCTATGCCCAAAGACT-AAATTGTTGGAGTGTAT


16 120
	GecuC^1     TTGCGAGATCACCTACGGATGTACCTGCAAAACAACCCAAAATCATTATTGAACCACCGCTGTGTTTGACGGTAGAGACTGCGCATTGCTCTGGTGCACGTTCACCTACAAATCTTACAA
	GecuP^4     TTGCGAGATCACCTACGGATRTACCTGCAAAACAACCCAAAATCATTATTGAACCACCGCTGTGTTTGACGGTAGAGACTGCGCATTGCTCTGGTGCACGTTCACCTACAAATCTTACAA
	GecuE^8      TTGCGAGATCACCTACGGATGTACCTGCAAAACAACCCAAAATCATTATTGAACCACCGCTGTGTTTGACGGTAGAGACTGCGCATTGCTCTGGTGCACGTTCACCTACAAATCTTACAA
	GecuE^9       TTGCGAGATCACCTACGGATGTACCTGCAAAACAACCCAAAATCATTATTGAACCACCGCTGTGTTTGACGGTAGAGACTGCGCATTGCTCTRGTGCACGTTCACCTACAAATCTTACAA
	GecuE^10       TTGCGAGATCACCTACGGATGTACCTGCAAAACAACCCAAAATCATTATTGAACCACCGCTGTGTTTGACGGTAGAGACTGCGCATTGCTCTGGTGCACGTTCACCTACAAATCTTACAA
	GlicC^15     TTGCGAGATCACCKACGGATGTACCTGYAAAACAACCCAAAATCATTATTGAACCACCGCTGTGTTTGACGGTAGAGACTGCGCATTGCTCTGGTGCACGTTCACCTACAAATCTTACAA
	GlicP^17      TTGCGAGATCACCTACGGATGTACCTGCAAAACAACCCAAAATNATTATTGAACCACCGCTGTGTTTGACGGTAGAGACTGCGCATTGCTCTGGTGCACGTTCACCTACAAATCTTACAA
	GlicE^20      TTGCGAGATCACCTACGGATGTACCTGCAAAACAACCCAAAATCATTATTGAACCACCGCTGTGTTTGACGGTAGAGACTGCGCATTGCTCTGGTGCACGTTCACCTACAAATCTTACAA
	GlicE^21      TTGCGAAATCACCTACGGATGTACCTGCAAAACAACCCAAAATCATTATTGAACCACCGCTGTGTTTGACGGTAGAGACTGCCCATTGCTCTGGTGCACGTTCACCTACAAATCTTACAA
	GlicE^22       TTGCGAGATCACCTACGGATGTACCTGCAAAACAACCCAAAATCATTATTGAACCACCGCTGTGTTTGACGGTAGAGACTGCGCATTGCTCTGGTGCACGTTCACCTACAAATCTTACAA
	GlicE^23       TTGCGAGATCACCTACGGATGTACCTGCAAAACAACCCAAAATCATTATTGAACCACCGCTGTGTTTGACGGTAGAGACTGCGCATTGCTCTGGTGCACGTTCACCTACAAATCTTACAA
	GlicE^24      TTGCGAGATCACCTACGGATGTACCTGCAAAACAACCCAAAATCATTATTGAACCACCGCTGTGTTTGACGGTAGAGACTGCGCATTGCTCTGGTGCACGTTCACCTACAAATCTTACAA
	GlicE^25      TTGCGAGATCACCKACGGATGTACCTGYAAAACAACCCAAAATCATTATTGAACCACCGCTGTGTTTGACGGTAGAGACTGCGCATTGCTCTGGTGCACGTTCACCTACAAATCTTACAA
	GmorB^27    TTGCGAGATCACCTACGGATGTACCTGCAAAACAACCCAAAATCATTATTGAACCACCGCTGTGTTTGACGGTAGAGACTGCGCATTGCTCTGGTGCACGTTCACCTACAAATCTTACAA
	GpasB^28    TTGCGAGATCACCTACGGATGTACCTGCAAAACAACCCAAAATCATTATTGAACCACCGCTGTGTTTGACGGTAGAGACTGCGCATTGCTCTGGTGCACGTTCACCTACAAATCTTACAA
	GpasB^29    TTGCGAGATCACCKACGGATGTACCTGYAAAACAACCCAAAATCATTATTGAACCACCGCTGTGTTTGACGGTAGAGACTGCGCATTGCTCTGGTGCACGTTCACCTACAAATCTTACAA


19 120
	GecuC^1     CTTGGAAATATGCAGGATGTGCACTACTGAACACCAAATTNTGCTACATTCAACTACCGCAACCGTAATTTTTTCTTCAAACAGCATCATATATTTTTCTGCGTCCATCGTATAGATAGT
	GecuP^4     CTTGGAAATATGCAGGATGTGCACTACTGAACACCAAATTTTGCTACATTCAACTACCGCAACCGTAATTTTTTCTTCAAACAGCATCATATATTTTTCTGCGTCCATCGTATAGATAGT
	GecuP^5      CTTGGAAATATGCAGGATGTGCACTACTGAACACCAAATTTTGCTACATTCAACTACCGCAACCGTAATTTTTTCTTCAAACAGCATCATATATTTTTCTGCGTCCATCGTATAGATAGT
	GecuE^8      CTTGGAAATATGCAGGATGTGCACTACTGAACACCAAATTTTGCTACATTCAACTACCGCAACCGTAATTTTTTCTTCAAACAGCATCATATATTTTTCTGCGTCCATCGTATAGATAGT
	GecuE^9       CTTGGAAATATGCAGGATGTGCACTACTGAACACCAAATTTTGCTACATTCAACTACCGCAACCGTAATTTTTTCTTCAAACAGCATCATATATTTTTCTGCGTCCATCGTATAGATAGT
	GecuE^10       CTTGGAAATATGCAGGATGTGCACTACTGAACACCAAATTTTGCTACATTCAACTACCGCAACCGTAATTTTTTCTTCAAACAGCATCATATATTTTTCTGCGTCCATCGTATAGATAGT
	GecuE^11      CTTGGAAATATGCAGGATGTGCACTACTGAACACCAAATTTTGCTACATTCAACTACCGCAACCGTAATTTTTTCTTCAAACAGCATCATATATTTTTCTGCGTCCATCGTATAGATAGT
	GlicC^15     CTTGGAAATATGCAGGATGTGCACTACTGAACACCAAATTTTGCTACATTCAACTACCGCAACCGTAATTTTTTCTTCAAACAGCATCATATATTTTTCTGCGTNCATCGAATAGATAGT
	GlicC^16     CTTGGAAATATGCAGGATGTGCACTACTGAACACCAAATTTTGCTACATTCAACTACCGCAACCGTAATTTTTTCTTCAAACAGCATCATATATTTTTCTGCGTCCATCGAATAGATAGT
	GlicP^17      CTTGGAAATATGCAGGATGTGCACTACTGAACACCAAATTTTGCTACATTCAACTACCGCAACCGTAATTTTTTCTTCAAACAGCATCATATATTTTTCTGCGTCCATCGAATAGATAGT
	GlicE^20      CTTGGAAATATGCAGGATGTGCACTACTGAACACCAAATTTTGCTACATTCAACTACCGCAACCGTAATTTTTTCTTCAAACAGCATCATATATTTTTCTGCGTCCATCGAATAGATAGT
	GlicE^21      CTTGGAAATATGCAGGATGTGCACTACTGAACACCAAATTTTGCTACATTCAACTACCGCAACCGTAATTTTTTCTTCAAACAGCATCATATATTTTTCTGCGTCCATCGAATAGATAGT
	GlicE^22      CTTGGAAATATGCAGGATGTGCACTACTGAACACCAAATTTTGCTACATTCAACTACCGCAACCGTAATTTTTTCTTCAAACAGCATCATATATTTTTCTGCGTCCATCGAATAGATAGT
	GlicE^23       CTTGGAAATATGCAGGATGTGCACTACTGAACACCAAATTTTGCTACATTCAACTACCGCAACCGTAATTTTTTCTTCAAACAGCATCATATATTTTTCTGCGTCCATCGAATAGATAGT
	GlicE^24       CTTGGAAATATGCAGGATGTGCACTACTGAACACCAAATTTTGCTACATTCAACTACCGCAACCGTAATTTTTTCTTCAAACAGCATCATATATTTTTCTGCGTCCATCGTATAGATAGT
	GlicE^25      CTTGGAAATATGCAGGATGTGCACTACTGAACACCAAATTTTGCTACATTCAACTACCGCAACCGTAATTTTTTCTTCAAACAGCATCATATATTTTTCTGCGTCCATCGWATAGATAGT
	GmorB^27    CTTGGAAATATGCAGGATGTGCACTACTGAACACCAAATTTTGCTACATTCAACTACCGCAACCGTAATTTTTTCTTCAAACAGCATCATATATTTTTCTGCGTCCATCGTATAGATAGT
	GpasB^28    CTTGGAAATATGCAGGATGTGCACTACTGAACACCAAATTTTGCTACATTCAACTACGGCAACCGTAATTTTTTCTTCAAACAGCATCATATATTTTTCTGCGTCCATCGTATAGATAGT
	GpasB^29    CTTGGAAATATGCAGGATGTGCACTACTGAACACCAAATTTTGCTACATTCAACTACSGCAACCGTAATTTTTTCTTCAAACAGCATCATATATTYTTCTGCGTCCATCGTATAGATAGT


20 120
	GecuC^1     AGGCGCCTGCAAACGTTACTATGTTGTTCTTATACCAAGGTACTCTTTCAGTCWCTAGAGTTTCATCGAAATCTGAATTTTTGGGTTGTCAGTGTTCTCTTGTTAGTCAATTATACCAAA
	GecuP^4     AGGCGCCTGCAAACGTTACTATGTTGTTCTTATACCAAGGTACTCTTTCAGTCACTAGAGTTTCATCGAAATCTGAATTTTTGGGTTGTCAGTGTTCTCTTGTTAGTCAATTATACCAAA
	GecuP^5      AGGCGCCTGCAAACGTTACTATGTTGTTCTTATACCAAGGTACTCTTTCAGTCACTAGAGTTTCATCGAAATCTGAATTTTTGGGTTGTCAGTGTTCTCTTGTTAGTCAATTATACCAAA
	GecuP^6      AGGCGCCTGCAAACGTTACTATGTTGTTCTTATACCAAGGTACTCTTTCAGTCWCTAGAGTTTCATCGAAATCTGAATTTTTGGGTTGTCAGTGTTCTCTTGTTAGTCAATTATACCAAA
	GecuE^8      AGGCGCCTGCAAACGTTACTATGTTGTTCTTATACCAAGGTACTCTTTCAGTCACTAGAGTTTCATCGAAATCTGAATTTTTGGGTTGTCAGTGTTCTCTTGTTAGTCAATTATACCAAA
	GecuE^9       AGGCGCCTGCAAACGTTACTATGTTGTTCTTATACCAAGGTACTCTTTCAGTCWCTAGAGTTTCATCGAAATSTGAATTTTTGGGTTGTCAGTGTTCTCYTGTTAGTCAATTATACCAAA
	GecuE^10       AGGCGCCTGCAAACGTTACTATGTTGTTCTTATACCAAGGTACTCTTTCAGTCWCTAGAGTTTCATCGAAATCTGAATTTTTGGGTTGTCAGTGTTCTCTTGTTAGTCAATTATACCAAA
	GecuE^11      AGGCGCCTGCAAACGTTACTATGTTGTTCTTATACCAAGGTACTCTTTCAGTCACTAGAGTTTCATCGAAATCTGAATTTTTGGGTTGTCAGTGTTCTCTTGTTAGTCAATTATACCAAA
	GlicC^15     AGGCGCCTGCAAACGTTACTATGTTGTTCTTATACCAAGGTACTCTTTCAGTCACTAGAGTTTCATCGAAATCTGAATTTTTGGGTTGTCAGTGTTCTCTTGTTAGTCAATTATACCAAA
	GlicP^17      AGGCGCCTGCAAACGTTACTATGTTGTTCTTATACCAAGGTACTCTTTCAGTCTCTAGAGTTTCATCGAAAYCTGAATTTTTGGGTTGTCAGTGTTCTCTYGTTAGTCAATTATACCAAA
	GlicE^20      AGGCGCCTGCAAACGTTACTATGTTGTTCTTATACCAAGGTACTCTTTCAGTCWCTAGAGTTTCATCGAAATCTGAATTTTTGGGTTGTCAGTGTTCTCTTGTTAGTCAATTATACCAAA
	GlicE^21      AGGCGCCTGCAAACGTTACTATGTTGTTCTTATACCAAGGTACTCTTTCAGTCTCTAGAGTTTCATCGAAATSTGAATTTTTGGGTTGTCAGTGTTCTCYTGTTAGTCAATTATACCAAA
	GlicE^22      AGGCGCCTGCAAACGTTACTATGTTGTTCTTATACCAAGGTACTCTTTCAGTCTCTAGAGTTTCATCGAAATCTGAATTTTTGGGTTGTCAGTGTTCTCTTGTTAGTCAATTATACCAAA
	GlicE^23       AGGCGCCTGCAAACGTTACTATGTTGTTCTTATACCAAGGTACTCTTTCAGTCTCTAGAGTTTCATCGAAATCTGAATTTTTGGGTTGTCAGYGTTCTCTTGTTAGTCAATTATACCAAA
	GlicE^24       AGGCGCCTGCAAACGTTACTATGTTGTTCTTATACCAAGGTACTCTTTCAGTCWCTAGAGTTTCATCGAAATSTGAATTTTTGGGTTGTCAGTGTTCTCYTGTTAGTCAATTATACCAAA
	GlicE^25      AGGCGCCTGCAAACGTTACTATGTTGTTCTTATACCAAGGTACTCTTTCAGTCTCTAGAGTTTCATCGAAATCTGAATTTTTGGGTTGTCAGYGTTCTCTTGTTAGTCAATTATACCAAA
	GlicE^26      AGGCGCCTGCAAACGTTACTATGTTGTTCTTATACCAAGGTACTCTTTCAGTCWCTAGAGTTTCATCGAAATCTGAATTTTTGGGTTGTCAGTGTTCTCTTGTTAGTCAATTATACCAAA
	GmorB^27    AGGCGCCTGCAAACGTTACTATGTTGTTCTTATACCAAGGTACTCTTTCAGTCTCTAGAGWTTCATCGAAATCTGAATTTTTGGGTTGTCAGTGTTCTCTTGTTAGTCAATTATACCAAA
	GpasB^28    AGGCGCCTGCAAACGTTACTATGTTGTTCTTATACCAAGGTACTCTTTCAGTCWCTAGAGTTTCATCGAAATCTGAATTTTTGGGTTGTCAGTGTTCTCTTGTTAGTCAATTATACCAAA
	GpasB^29    AGGCGCCTGCAAACGTTACTATGTTGTTCTTATACCAAGGTACTCTTTCAGTCWCTAGAGTTTCATCGAAATCTGAATTTTTGGGTTGTCAGTGTTCTCTTGTTAGTCAATTATACCAAA


19 120
	GecuC^1     GCACATTCGTAGTAAATATCTTCGTAAAGGGTAGGTGTCAGGTAATCGGGAAAACGCGAACATGTACGGTTCCTAAGAGAACTGAGAATAATACCAGCGCAACGGTGTTGTATAAGTCTG
	GecuP^4     GCACATTCGTAGTAAATATCTTCGTAAAGGGTAGGTGTCAGGTAATCGGGAAAACGCGAACATGTACGGTTCCTAAGAGAACTGAGAATAATACCAGCGCAACGGTGTTGTATAAGTCTG
	GecuP^5      GNACATTCGTAGTAAATATCTTCGTAAAGGGTAGGTGTCAGGTAATCGGGAAAACGCGAACATGTACGGTTCCTAAGAGAACTGAGAATAATACCAGCGCAACGGTGTTGTATAAGYCTG
	GecuE^8      GCACATTCGTAGTAAATATCTTCGTAAAGGGTAGGTGTCAGGTAATCGGGAAAACGCGAACATGTACGGTTCCTAAGAGAACTGAGAATAATACCAGCGCAACGGTGTTGTATAAGTCTG
	GecuE^9       GCACATTCGTAGTAAATATCTTCGTAAAGGGTAGGTGTCAGGTAATCGGGAAAACGCGAACATGTACGGTTCCTAAGAGAACTGAGAATAATACCAGCGCAACGGTGTTGTATAAGTCTG
	GecuE^10       GCACATTCGTAGTAAATATCTTCGTAAAGGGTAGGTGTCAGGTAATCGGGAAAACGCGAACATGTACGGTTCCTAAGAGAACTGARAATAATACCAGCGCAACGGTGTTGTATAAGTCTG
	GecuE^11      GCACATTCGTAGTAAATATCTTCGTAAAGGGTAGGTGTCAGGTAATCGGGAAAACGCGAACATGTACGGTTCCTAAGAGAACTGAGAATAATACCAGCGCAACGGTGTTGTATAAGTCTG
	GlicC^15     GCACATTCGTAGTAAATATCTTCGTAAAGGGTAGGTGTCAGGTAATCGGGAAAACGCGAACATGTACGGTTCCTAAGAGAACTGAGAATAATACCAGCGCAACGGTGTTGTATAAGTCTG
	GlicP^17      GCACATTCGTAGTAAATATCTTCGTAAAGGGTAGGTGTCAGGTAATCGGGAAAACGCGAACATGTACGGTTCCTAAGAGAACTGAGAATAATACCAGCGCAACGGTGTTGTATAAGTCTG
	GlicE^20      GCACATTCGTAGTAAATATCTTCGTAAAGGGTAGGTGTCAGGTAATCGGGAAAACGCGAACATGTACGGTTCCTAAGAGAACTGAGAATAATACCAGCGCAACGGTGTTGTATAAGTCTG
	GlicE^21      GCACATTCGTAGTAAATATCTTCGTAAAGGGTAGGTGTCAGGTAATCGGGAAAACGCGAACATGTACGGTTCCTAAGAGAACTGAGAATAATACCAGCGCAACGGTGTTGTATAAGTCTG
	GlicE^22      GCACATTCGTAGTAAATATCTTCGTAAAGGGTAGGTGTCAGGTAATCGGGAAAACGCGAACATGTACGGTTCCTAAGAGAACTGAGAATAATACCAGCGCAACGGTGTTGTATAAGTCTG
	GlicE^23       GCACATTCGTAGTAAATATCTTCGTAAAGGGTAGGTGTCAGGTAATCGGGAAAACGCGAACATGTACGGTTCCTAAGAGAACTGAGAATAATACCAGCGCAACGGTGTTGTATAAGTCTG
	GlicE^24       GCACATTCGTAGTAAATATCTTCGTAAAGGGTAGGTGTCAGGTAATCGGGAAAACGCGAACATGTACGGTTCCTAAGAGAACTGAGAATAATACCAGCGCAACGGTGTTGTATAAGTCTG
	GlicE^25      GCACATTCGTAGTAAATATCTTCGTAAAGGGTAGGTGTCAGGTAATCGGGAAAACGCGAACATGTACGGTTCCTAAGAGAACTGAGAATAATACCAGCGCAACGGTGTTGTATAAGTCTG
	GlicE^26      GCACATTCGTAGTAAATATCTTCGTAAAGGGTAGGTGTCAGGTAATCGGGAAAACGCGAACATGTACGGTTCCTAAGAGAACTGAGAATAATACCAGCGCAACGGTGTTGTATAAGTCTG
	GmorB^27    GCACATTCGTAGTAAATATCTTCGTAAAGGGTAGGTGTCAGGTAATCGSGAAAACGCGAACATGTACGGTTCCTAAGAGAACTGAGAATAATACCAGCGCAACGGTGTTGTATAAGTCTG
	GpasB^28    GCACATTCGTAGTAAATATCTTCGTAAAGGGTAGGTGTCAGGTAATCGGGAAAACGCGAACATGTACGGTTCCTAAGAGAACTGAGAATAATACCAGCGCAACGGTGTTGTATAAGTCTG
	GpasB^29    GCACATTCGTAGTAAATATCTTCGTAAAGGGTAGGTGTCAGGTAATCGGGAAAACGCGAACATGTACGGTTCCTAAGAGAACTGAGAATAATACCAGCGCAACGGTGTTGTATAAGTCTG


19 120
	GecuC^1     AAATGAATCCGTTGRAACGAGAATAAAAGCCAATAATTACATATCTTTCGAGCATAACGGAGGAATTGAATTGTAAATCTACATTCGATGTTTCAATCAACTACGCCGCTTGAAGCTCAA
	GecuP^4     AAATGAATCCGTTGGAACGAGAATAAAAGCCAATAATTACATATCTTTCGAGCATAACGGAGGAATTGAATTGTAAATCTACATTYGATGTTTCAATCAACTACGCCGCTTGAAGCTCAA
	GecuP^5     AAATGAATCCGTTGGAACGAGAATAAAAGCCAATAATTACATATCTTTCGAGCATAACGGAGGAATTGAATTGTAAATCTACATTTGATGTTTCAATCAACTACGCCGCTTGAAGCTCAA
	GecuP^6      AAATGAATCCGTTGGAACGAGAATAAAAGCCAATAATTACATATCTTTCGAGCATAACGGAGGAATTGAATTGTAAATCTACATTYGATGTTTCAATCAACTACGCCGCTTGAAGCTCAA
	GecuE^8      AAATGAATCCGTTGGAACGAGAATAAAAGCCAATAATTACATATCTTTCGAGCATAACGGAGGAATTGAATTGTAAATCTACATTCGATGTTTCAATCAACTACGCCGCTTGAAGCTCAA
	GecuE^9       AAATGAATCCGTTGGAACGAGAATAAAAGCCAATAATTACATATCTTTCGAGCATAACGGAGGAATTGAATTGTAAATCTACATTYGATGTTTCAATCAACTACGCCGCTTGAAGCTCAA
	GecuE^10       AAATGAATCCGTTGGAACGAGAATAAAAGCCAATAATTACATATCTTTCGAGCATAACGCAGGAATTGAATTGTAAATCTACATTCGATGTTTCAATCAACTACGCCGCTTGAAGCTCAA
	GecuE^11       AAATGAATCCGTTGGAACGAGAATAAAAGCCAATAATTACATATCTTTCGAGCATAACGGAGGAATTGAATTGTAAATCTACATTYGATGTTTCAATCAACTACGCCGYTTGAAGCTCAA
	GecuE^12      AAATGAATCCGTTGGAACGAGAATAAAAGCCAATAATTACATATCTTTCGAGCATAACGGAGGAATTGAATTGTAAATCTACATTCGATGTTTCAATCAACTACGCCGTTTGAAGCTCAA
	GlicC^15     AAATGAATCCGTTGGAACGAGAATAAAAGCCAATAATTACATATCTTTCGAGCATAACGGAGGAATTGAATTGTAAATCTACATTCGATGTTTCAATCAACTACGCCGCTTGAAGCTCAA
	GlicP^17      AAATGAATCCGTTGGAACGAGAATAAAAGCCAATAATTACATATCTTTCGAGCATAACGGAGGAATTGAATTGTAAATCTACATTCGATGTTTCAATCAACTACGCCGCTTGAAGCTCAA
	GlicP^18      AAATGAATCCGTTGGAACGAGAATAAAAGCCAATAATTACATATCTTTCGAGCATAACGGAGGAATTGAATTGTAAATCTACATTCGATGTTTCAATCAACTACGCCGCTTGAAGCTCAA
	GlicE^20      AAATGAATCCGTTGGAACGAGAATAAAAGCYAATAATTACATATCTTTCGAGCATAACGGAGGAATTGAATTGTAAATCTACATTCGATGTTTCAATCAACTACGCCGCTTGAAGCTCAA
	GlicE^21      AAATGAATCCGTTGGAACGAGAATAAAAGCCAATAATTACATATCTTTCGAGCATAACGGAGGAATTGAATTGTAAATCTACATTYGATGTTTCAATCAACTACGCCGCTTGAAGCTCAA
	GlicE^22       AAATGAATCCGTTGGAACGAGAATAAAAGCCAATAATTACATATCTTTCGAGCATAACGGAGGAATTGAATTGTAAATCTACATTCGATGTTTCAATCAACTACGCCGCTTGAAGCTCAA
	GlicE^23       AAATGAATCCGTTGGAACGAGAATAAAAGCCAATAATTACATATCTTTCGAGCATAACGGAGGAATTGAATTGTAAATCTACATTYGATGTTTCAATCAACTACGCCGCTTGAAGCTCAA
	GlicE^24      AAATGAATCCGTTGGAACGAGAATAAAAGCCAATAATTACATATCTTTCGAGCATAACGGAGGAATTGAATTGTAAATCTACATTCGATGTTTCAATCAACTACGCCGCTTGAAGCTCAA
	GmorB^27    AAATGAATCCGTTGGAACGAGAATAAAAGCCAATAATTACATATCTTTCGAGCATAACGGAGGAATTGAATTGTAAATCTACATTYGATGTTTCAATCAACTACGCCGCTTGAAGCTCAA
	GpasB^28    AAATGAATCCGTTGGAACGAGAATAAAAGCCAATAATTACATATCTTTCGAGCATAACGGAGGAATTGAATTGTAAATCTACATTYGATGTTTCAATCAACTACGCCGCTTGAAGCTCAA


18 120
	GecuC^1     ATTTATTTCTTGTAAAATTTCAACCA-TTTCGCTTCGCAATCTCTATAATACTCTCCTTCAATATGAGTATCGTTATCNACTGAAAATAAAAGACTCTCAGATACCTATCGTNAAGAAAG
	GecuP^4     ATTTATTTCTTGTAAAATTTCAACCAATTTCGCTTCGCAATCTCTATAATACTCTCCYTCAATATGAGTATCGTTATCGACTGAAAATAAAAGACTCTCAGATACCTATCGTGAAGAAAG
	GecuP^5      ATTTATTTCTTGTAAAATTTCAACCAATTTCGCTTCGCAATCTCTATAATAYTCTCCTTCAATATGAGTATCGTTATCGACTGAAAATAAAAGACTCTCAGATACCTATCGTGAAGAAAG
	GecuE^8      ATTTATTTCTTGTAAAATTTCAACCAATTTCGCTTCGCAATCTCTATAATACTCTCCTTCAATATGAGTATCGTTATCGACTGAAAATAAAAGACTCTCAGATACCTATCGTGAAGAAAG
	GecuE^9       ATTTATTTCTTGTAAAATTTCAACCAATTTCGCTTCGCAATCTCTATAATACTCTCCTTCAATATGAGTATCGTTATCGACTGAAAATAAAAGACTCTCAGATACCTATCGTGRAGAAAG
	GecuE^10      ATTTATTTCTTGTAAAATTTCAACCAATTTCGCTTCGCAATCTCTATAATACTCTCCTTCAATATGAGTATCGTTATCGACTGAAAATAAAAGACTCTCAGATACCTATCGTGAAGAAAG
	GlicC^15     ATTTATTTCTTGTAAAATTTCAACCAATTTCGCTTCGCAATCTCTATAATACTCTCCTTCAATATGAGTATCGTTATCAACTGAAAATAAAAGACTCTCAGATACCTATCGTGATGAAAG
	GlicP^17      ATTTATTTCTTGTAAAATTTCAACCAATTTCGCTTCGCAATCTCTATAATACTCTCCTTCAATATGAGTATCGTTATCGACTGAAAATAAAAGACTCTCAGATACCTATCGTGAAGAAAG
	GlicE^20      ATTTATTTCTTGTAAAATTTCAACCAATTTCGCTTCGCAATCTCTATAATACTCTCCTTCAATATGAGTATCGTTATCAACTGAAAATAAAAGACTCTCAGATACCTATCGTGAAGAAAG
	GlicE^21      ATTTATTTCTTGTAAAATTTCAACCAATTTCGCTTCGCAATCTCTATAATACTCTCCTTCAATATGAGTATCGTTATCGACTGAAAATAAAAGACTCTCAGATACCTATCGTGAAGAAAG
	GlicE^22      ATTTATTTCTTGTAAAATTTCAACCAATTTCGCTTCGCAATCTCTATAATACTCTCCTTCAATATGAGTATCGTTATCGACTGAAAATAAAAGACTCTCAGATACCTATCGTGAAGAAAG
	GlicE^23       ATTTATTTCTTGTAAAATTTCAACCAATTTCGCTTCGCAATCTCTATAATACTCTCCTTCAATATGAGTATCGTTATCRACTGAAAATAAAAGACTCTCAGATACCTATCGTGAAGAAAG
	GlicE^24       ATTTATTTCTTGTAAAATTTCAACCAATTTCGCTTCGCAATCTCTATAATACTCTCCTTCAATATGAGTATCGTTATCGACTGAAAATAAAAGACTCTCAGATACCTATCGTGAAGAAAG
	GlicE^25      ATTTATTTCTTGTAAAATTTCAACCAATTTCGCTTCGCAATCTCTATAATACTCTCCTTCAATATGAGTATCGTTATCGACTGAAAATAAAAGACTCTCAGATACCTATCGTGAAGAAAG
	GlicE^26      ATTTATTTCTTGTAAAATTTCAACCAATTTCGCTTCGCAATCTCTATAATACTCTCCTTCAATATGAGTATCGTTATCGACTGAAAATAAAAGACTCTCAGATACCTATCGTGAAGAAAG
	GmorB^27    ATTTATTTCTTGTAAAATTTCAACCAATTTCGCTTCGCAATCTCTATAATACTCTCCTTCAATATGRGTATCGTTATCGACTGAAAATAAAAGACTCTCAGATACCTATCGTGAWGAAAG
	GpasB^28    ATTTATTTCTTGTAAAATTTCAACCARTTTCGCTTCGCAATCTCTATAATACTCTCCTTCAATATGAGTATCGTTATCRACTGAAAATAAAAGACTCTCAGATACCTATCGTGAAGAAAG
	GpasB^29    ATTTATTTCTTGTAAAATTTCAACCAATTTCGCTTCGCAATCTCTATAATACTCTCCTTCAATATGAGTATCGTTATCGACTGAAAATAAAAGACTCTCAGATACCTATCGTGAAGAAAG


19 120
	GecuC^1     TAGTCGGATGCGAAGYGWTGGGATAGTGGGAGGTAATCCACAYAAACGATYACATTACGTTATATATAACTATCTCTTTCTACGTTGTCCACGAGTCGCGCGAAAATTCTGCCGAACCTG
	GecuP^4     TAGTCGGATGCGAAGCGATGGGATAGTGGGAGGTAATCCACATAAACGATCACATTACGTTATATATAACTATCTCTTTCTACGTTGTCCACGAGTCGCGCGAAAATTCTGCCGAACCTG
	GecuP^5      TAGTCGGATGCGAAGTGATGGGATAGTGGGAGGTAATCCACATAAACGATCACATTACGTTATATATAACTATCTCTTTCTACGTTGTCCACGAGTCGCGCGAAAATTCTGCCGAACCTG
	GecuE^8      TAGTCGGATGCGAAGCGTTGGGATAGTGGGAGGTAATCCACACAAACGATYACATTACGTTATATATAACTATCTCTTTCTACGTTGTCCACGAGTCGCGCGAAAATTCTGCCGAACCTG
	GecuE^9       TAGTCGGATGCGAAGCGATGGGATAGTGGGAGGNAATCCACA-AAACGATCACATTACGTTATATATAACTATCTCTTTCTACGTTGTCCACGAGTCGCGCGAAAATTCTGCCGAACCTG
	GecuE^10       TAGTCGGATGCGAAGCGATGGGATAGTGGGAGGTAATCCACAYAAACGATCACATTACGTTATATATAACTATCTCTTTCTACGTTGTCCACGAGTCGCGCGAAAATTCTGCCGAACCTG
	GecuE^11       TAGTCGGATGCGAAGYGATGGGATAGTGGGAGGTAATCCACATAAACGATCACATTACGTTATATATAACTATCTCTTTCTACGTTGTCCACGAGTCGCGCGAAAATTCTGCCGAACCTG
	GecuE^12      TAGTCGGATGCGAAGYGATGGGATAGTGGGAGGTAATCCACATAAACGATCACATTACGTTATATATAACTATCTCTTTCTACGTTGTCCACGAGTCGCGCGAAAATTCTGCCGAACCTG
	GlicC^15     TAGTCGGATGCGAAGYGWTGGGATAGTGGGAGGTAATCCACAYAAACGATCACATTACGTTATATATAACTATCTCTTTCTACGTTGTCCACGAGTCGCGCGAAAATTCTGCCGAACCTG
	GlicP^17      TAGTCGGATGCGAAGCGTTGGGATAGTGGGANGTAATCCACACAAACGATCACATTACGTTATATATAACTATCTCTTTCTACGTTGTCCACGAGTCGCGCGAAAATTCTGCCGAACCTG
	GlicE^20      TAGTCGGATGCGAAGCGTTGGGATAGTGGGAGGTAATCCACACAAACGATCACATTACGTTATATATAACTATCTCTTTCTACGTTGTCCACGAGTCGCGCGAAAATTCTGCCGAACCTG
	GlicE^21      TAGTCGGATGCGAAGCGTTGGGATAGTGGGAGGTAATCCACACAAACGATCACATTACGTTATATATAACTATCTCTTTCTACGTTGTCCACGAGTCGCGCGAAAATTCTGCCGAACCTG
	GlicE^22       TAGTCGGATGCGAAGCGTTGGGATAGTGGGAGGTAATCCACACAAACGATCACATTACGTTATATATAACTATCTCTTTCTACGTTGTCCACGAGTCGCGCGAAAATTCTGCCGAACCTG
	GlicE^23       TAGTCGGATGCGAAGCGTTGGGATAGTGGGAGGTAATCCACACAAACGATCACATTACGTTATATATAACTATCTCTTTCTACGTTGTCCACGAGTCGCGCGAAAATTCTGCCGAACCTG
	GlicE^24      TAGTCGGATGCGAAGYGWTGGGATAGTGGGAGGTAATCCACAYAAACGATCACATTACGTTATATATAACTATCTCTTTCTACGTTGTCCACGAGTCGCGCGAAAATTCTGCCGAACCTG
	GlicE^25      TAGTCGGATGCGAAGYGWTGGGATAGTGGGAGGTAATCCACAYAAACGATCACATTACGTTATATATAACTATCTCTTTCTACGTTGTCCACGAGTCGCGCGAAAATTCTGCCGAACCTG
	GmorB^27    TAGTCGGATGCGAAGCGATGGGATAGTGGGAGGTAATCCACAYAAACGATCACATTACGTTATATATAACTATCTCTTTCTACGTTGTCCACGAGTCGCGCGAAAATTCTGCCGAACCTG
	GpasB^28    TAGTCGGATGCGAAGCGATGGGATAGTGGGAGGTAATCCACATAAACGATCACATTACGTTATATATAACTATCTCTTTCTACGTTGTCCACGAGTCGCGCGAAAATTCTGCCGAACCTG
	GpasB^29    TAGTCGGATGCGAAGCGATGGGATAGTGGGAGGTAATCCACATAAACGATCACATTACGTTATATATAACTATCTCTTTCTACGTTGTCCACGAGTCGCGCGAAAATTCTGCCGAACCTG


18 120
	GecuC^1     AAGTCAAATGCGAAGCGGTGGAATAGCATTATATTGTATATAACTATCTCTTTCTAGCAAGCAGANGAGTCGTGAGGAAATTCTGCCGAATCTGTAAAAGTTCTAGGCYGCGTCYCGTAT
	GecuP^4     AAGTCAAATGCGAAGCGGTGGAATAGCATTATATTGTATATAACTATCTCTTTCTAGCAAGCAGACGAGTCGTGAGGAAATTCTGCCGAATCTGTAAAAGTTCTAGGCCGCGTCTCGTAT
	GecuP^5     AAGTCAAATGCGAAGCGGTGGAATAGCATTATATTGTATANAACTATCTCTTTCTAGCAAGCAGACGAGTCGTGAGGAAATTCTGCCGAATCTGTAAAAGTTCTAGGCCGCGTCTCGTAT
	GecuE^8      AAGTCAAATGCGAAGCGGTGGAATAGCATTATATTGTATATAACTATCTCTTTCTAGCAAGCAGACGAGTCGTGAGGAAATTCTGCCGAATCTGTAAAAGTTCTAGGCCGCGTCTCGTAT
	GecuE^9       AAGTCAAATGCGAAGCGGTGGAATAGCATTATATTGTATACAACTATCTCTTTCTAGCAAGCAGACGAGTCGTGAGGAAATTCTGCCGAATCTGTAAAAGTTCTAGGCCGCGTCTCGTAT
	GecuE^10       AAGTCAAATGCGAAGCGGTGGAATAGCATTATATTGTATATAACTATCTCTTTCTAGCAAGCAGACGAGTCGTGAGGAAATTCTGCCGAATCTGTAAAAGTTCTAGGCCGCGTCYCGTAT
	GecuE^11      AAGTCAAATGCGAAGCGGTGGAATAGCATTATATTGTATATAACTATCTCTTTCTAGCAAGCAGACGAGTCGTGAGGAAATTCTGCCGAATCTGTAAAAGTTCTAGGCCGCGTCTCGTAT
	GlicC^15     AAGTCAAATGCGAAGCGGTGGAGTAGCATTATATTGTATATAACTATCTCTTTCTAGCAAGCAGACGAGTCGTGAGGAAATTCTGCCGAATCTGTAAAAGTTCTAGCCCGCGTCTCGTAT
	GlicP^17      AAGTCAAATGCGAAGCGGTGGAATAGCATTATATTGTATATAACTATCTCTTTCTAGCAAGCAGACGAGTCGTGAGGAAATTCTGCCGAATCTGTAAAAGTTCTAGGCCGCGTCNCGTAT
	GlicE^20      AAGTCAAATGCGAAGCGGTGGAATAGCATTATATTGTATATAACTATCTCTTTCTAGCAAGCAGACGAGTNGTGAGGAAATTCTGCCNAATCTGTAAAAGTTCTAGGCCGCGTCNCGTAT
	GlicE^21      AAGTCAAATGCGAAGCGGTGGARTAGCATTATATTGTATATAACTATCTCTTTCTAGCAAGCAGACGAGTCGTGAGGAAATTCTGCCGAATCTGTAAAAGTTCTAGSCCGCGTCTCGTAT
	GlicE^22       AAGTCAAATGCGAAGCGGTGGAATAGCATTATATTGTATATAACTATCTCTTTCTAGCAAGCAGACGAGTTGTGAGGAAATTCTGCCGAATCTGTAAAAGTTCTAGGCCGCGTCTCGTAT
	GlicE^23       AAGTCAAATGCGAAGCGGTGGAATAGCATTATATTGTATATAACTATCTCTTTCTAGCAAGCAGACGAGTCGTGAGGAAATTCTGCCGAATCTGTAAAAGTTCTAGGCCGCGTCCCGTAT
	GlicE^24      AAGTCAAATGCGAAGCGGTGGARTAGCATTATATTGTATATAACTATCTCTTTCTAGCAAGCAGACGAGTCGTGAGGAAATTCTGCCGAATCTGTAAAAGTTCTAGSCCGCGTCYCGTAT
	GlicE^25      AAGTCAAATGCGAAGCGGTGGAATAGCATTATATTGTATATAACTATCTCTTTCTAGCAAGCAGACGAGTCGTGAGGAAATTCTGCCRAATCTGTAAAAGTTCTAGGCCGCGTCYCGTAT
	GmorB^27    AAGTCAAATGCGAAGCGGTGGAATAGCATTATATTGTATATAACTATCTCTTTCTAGCAAGCAGACGAGTTGTGAGGAAATTCTGCCGAATCTGTAAAAGTTCTAGGCCGCGTCTCGTAT
	GpasB^28    AAGTCAAATGCGAAGCGGTGGAATAGCATTATATTGTATATAACTATCTCTTTCTAGCAAGCAGACGAGTCGTGAGGAAATTCTGCCGAATCTGTAAAAGTTCTAGGCCGCGTCTCGTAT
	GpasB^29    AAGTCAAATGCGAAGCGGTGGAATAGCATTATATTGTATATAACTATCTCTTTCTAGCAAGCAGACGAGTCGTGAGGAAATTCTGCCGAATCTGTAAAAGTTCTAGGCCGCGTCTCGTAT


18 120
	GecuC^1     GTTTCCATTGATGAACAATTGGTGGAATTTCGTTGCAACTGCAGGTTTCGACAATATATTCCGTCAAAACCAAATCGGTATGGAATAAAAATGTTTGCTCTGTGTGACGCCAAAAATTTG
	GecuP^4     GTTTCCATTGATGAACAATTGGTGGAATTTCGTTGCAACTGCAGGTTTCGACAATATATTCCGTCAAAACCAAATCGGTATGGAATAAAAATGTTTGCTCTGTGTGACGCCAAAAATTTG
	GecuP^5     GTTTCCATNNNTGAACAATTGGTGGAATTTCGTTGCAACTGCAGGTTTCGACAATATATTCCGTCAAAACCAAAWCGGTATGGAATAAAAATGTTTGCTCTGTGTGACGCCAAAAATTTG
	GecuP^6      GTTTCCAT---TGAACAATTGGTGGAATTTCGTTGCAACTGCAGGTTTCGACAATATATTCCGTCAAAACCAAATCGGTATGGAATAAAAATGTTTGCTCTGTGTGACGCCAAAAATTTG
	GecuE^8      GTTTCCAT---TGAACAATTGGTGGAATTTCGTTGCAACTGCAGGTTTCGACAATATATTCCGTCAAAACCAAATCGGTATGGAATAAAARTGTTTGCTCTGTGTGACGCCAAAAATTTG
	GecuE^9       GTTTCCAT---TGAACAATTGGTGGAATTTCGTTGCAACTGCAGGTTTCGACAATATATTCCGTCAAAACCAAAWCGGTATGGAATAAAAATGTTTGCTCTGTGTGACGCCAAAAATTTG
	GecuE^10       GTTTCCATTGATGAACAATTGGTGGAATTTCGTTGCAACTGCAGGTTTCGACAATATATTCCGTCAAAACCAAATCGGTATGGAATAAAAATGTTTGCTCTGTGTGACGCCAAAAATTTG
	GecuE^11      GTTTCCATNNNTGAACAATTGGTGGAATTTCGTTGCAACTGCAGGTTTCGACAATATATTCCGTCAAAACCAAATCGGTATGGAATAAAAATGTTTGCTCTGTGTGACGCCAAAAATTTG
	GlicC^15     GTTTCCANTGATGAACAATTGGTGGAATTTCGTTGCANCTGCAGGTTTCGACAATATATTCCGTCAAAACCAAATCGGTATGGAATAAAAATGTTTGCTCTGTGTGACGCCAAAAATKTG
	GlicP^17      GTTTCCATTGATGAACAATTGGTGGAATTTCGTTGCAACTGCAGGTTTCGACAATATATTCCGTCAAAACCAAATCGGTATGGAATAAAAATGKTTGCTCTGTGTGACGCCAAAAATTTG
	GlicE^20      GTTTCCATTGATGAACAATTGGTGGAATTTCGTTGCAACTGCAGGTTTCGACAATATATTCCGTCAAAACCAAATCGGTATGGAATAAAAATGTTTGCTCTGTGTGACGCCAAAAATTTG
	GlicE^21      GTTTCCATTGATGAACAATTGGTGGAATTTCGTTGCAACTGCAGGTTTCGACAATATATTCCGTCAAAACCAAATCGGTATGGAATAAAAATGTTTGCTYTGTGTGACGCCAAAAATTTG
	GlicE^22       GTTTCCATTGATGAACAATTGGTGGAATTTCGTTGCAACTGCAGGTTTCGACAATATATTCCGTCAAAACCAAATCGGTATGGAATAAAAATGTTTGCTCTGTGTGACGCCAAAAATGTG
	GlicE^23       GTTTCCATTGATGAACAATTGGTGGAATTTCGTTGCAACTGCAGGTTTCGACAATATATTCCGTCAAAACCAAATCGGTATGGAATAAAAATGTTTGCTCTGTGTGACGCCAAAAATTTG
	GlicE^24      GTTTCCATTGATGAACAATTGGTGGAATTTCGTTGCAACTGCAGGTTTCGACAATATATTCCGTCAAAACCAAATCGGTATGGAATAAAAATGTTTGCTCTGTGTGACGCCAAAAATTTG
	GlicE^25      GTTTCCATTGATGAACAATTGGTGGAATTTCGTTGCAACTGCAGGTTTCGACAATATATTCCGTCAAAACCAAATCGGTATGGAATAAAAATGTTTGCTCTGTGTGACGCCAAAAATTTG
	GmorB^27    GTTTCCATTGATGAACAATTGGTGGAATTTCGTTGCAACTGCAGGTTTCGACAATATATTCCGTCAAAACCAAATCGGTATGGAATAAAAATGTTTGCTCTGTGTGACGCCAAAAATTTG
	GpasB^28    GTTTCCATTGATGAACAATTGGTGGAATTTCGTTGCAACTGCAGGTTTCGACAATATATTCCGTCAAAACCAAATCGGTATGGAATAAAAATGTTTGCTCTGTGTGACGCCAAAAATTTG


17 120
	GecuC^1     CGGTTTCGTAGCGTGAAATTGGGATTTTTCATAACTGTAATCTACGAACGTTGTACAAAACTAACAGGTTCGAGTATGGGTTGAGGATGAAATAAGTAAACCATTTGACCCTGATGACAG
	GecuP^4     CGGTTTCGTAGCGTGAAATTGGGATTTTTCATAACTGTAATCTACGAACGTTGTACAAAACTAACAGGTTCGAGTATGGGTTGAGGATGAAATAAGTAAACCATTTGACCCTGATGACAG
	GecuP^5      CGGTTTCGTAGCGTGAAATTGGGATTTTTCATAACTGTAATCTACGAACGTTGTACAAAACTAACAGGTTYGAGTWTGGGTTGAGGATGAAATAAGTAAACCATTTGACCCTGATGACAG
	GecuP^6      CGGTTTCGTAGCGTGAAATTGGGATTTTTCATAACTGTAATCTACGAACGTTGTACAAAACTAACAGGTTCGAGTATGGGTTGAGGATGAAATAAGTAAACCATTTGACCCTGATGACAG
	GecuE^8      CGGTTTCGTAGCGTGAAATTGGGATTTTTCATAACTGTAATCTACGAACGTTGTACAAAACTAACAGGTTCGAGTATGGGTTGAGGATGAAATAAGTAAACCATTTGACCCTGATGACAG
	GecuE^9       CGGTTTCGTAGCGTGAAATTGGGATTTTTCATAACTGTAATCTACGAACGTTGTACAAAACTAACAGGTTCGAGTATGGGTTGAGGATGAAATRAGTAAACCATTTGACCCTGATGACAG
	GecuE^10       CGGTTTCGTAGCGTGAAATTGGGATTTTTCATAACTGTAATCTACGAACGTTGTACAAAACTAACAGGTTCGAGTATGGGTTGAGGATGAAATRAGTAAACCATTTGACCCTGATGACAG
	GlicC^15     CGGTTTCGTAGCGTGAAATTGGGATTTTTCATAACTGTAATCTACGAACGTTGTACAAAACTAACAGGTTCGAGTATGGGTTGAGGATGAAATAAGTAAACCATTTGACCCTGATGACAG
	GlicP^17      CGGTTTCGTAGCGTGAAATTGGGATTTTTCATAACTGTAATCTACGAACGTTGTACAAAACTAACAGGTTCGAGTATGGGTTGAGGATGAAATAAGTAAACCATTTGACCCTGATGACAG
	GlicE^20      CGGTTTCGTAGCGTGAAATTGGGATTTTTCATAACTGTAATCTACGAACGTTGTACAAAACTAACAGGTTCGAGTATGGGTTGAGGATGARATAAGTAAACCATTTGACCCTGATGACAG
	GlicE^21      CGGTTTCGTAGCGTGAAATTGGGATTTTTCATAACTGTAATCTACGAACGTTGTACAARACTAACAGGTTYGAGTWTGGGTTGAGGATGAAATAAGTAAACCATTTGACCCTRATGACAG
	GlicE^22       CGGTTTCGTAGCGTGAAATTGGGATTTTTCATAACTGTAATCTACGAACGTTGTACAAAACTAACAGGTTCGAGTATGGGTTGAGGATGAAATAAGTAAACCATTTGACCCTGATGACAG
	GlicE^23       CGGTTTCGTAGCGTGAAATTGGGATTTTTCATAACTGTAATCTACGAACGTTGTACAARACTAACAGGTTYGAGTWTGGGTTGAGGATGAAATAAGTAAACCATTTGACCCTRATGACAG
	GlicE^24      CGGTTTCGTAGCGTGAAATTGGGATTTTTCATAACTGTAATCTACGAACGTTGTACAAAACTAACAGGTTCGAGTATGGGTTGAGGATGAAATAAGTAAACCATTTGACCCTGATGAYAG
	GlicE^25      CGGTTTCGTAGCGTGAAATTGGGATTTTTCATAACTGTAATCTACGAACGTTGTACAAAACTAACAGGTTCGAGTATGGGTTGAGGATGAAATAAGTAAACCATTTGACCCTGATGACAG
	GmorB^27    CGGTTTCGTAGCGTGAAATTGGGATTTTTCATAACTGTAATCTACGAACGTTGTACAAAACTAACAGGTTCGAGTATGGGTTGAGGATGAAATAAGTAAACCATTTGACCCTGATGACAG
	GpasB^28    CGGTTTCGTAGCGTGAAATTGGGATTTTTCATAACTGTAATCTACGAACGTTGTACAAAACTAACAGGTTCGAGTATGGGTTGAGGATGAAATAAGTAAACCATTTGACCCTGATGACAG


19 120
	GecuC^1     GGCTTATACTTGTTTCAGAAATGTTAGACATCATTGCYAATTCCTTCACATTCAAACGGTAATCTACTAATAYCATTTCTTCAATAACTAAAATGTTTCGACRTGTTATCAGTTCAATTC
	GecuP^4     GGCTTATACTTGTTTCARAAATGTTAGACATCATTGCTAATTCCTTCACATTCAAACGGTAATCTACTAATACCATTTCTTCAATAACTAAAATGTTTCGACGTRTTATCAGTTCAATTC
	GecuE^8      GGCTTATACTTGTTTCAGAAATGTTAGACATCATTGCTAATTCCTTCACATTCAAACGGTAATCTACTAATACCATTTCTTCAATAACTAAAATGTTTCGACGTGTTATCAGTTCAATTC
	GecuE^9       GGCTTATACTTGTTTCAGAAATGTTAGACATCATTGCTAATTCCTTCACATTCAAACGGTAATCTACTAATACCATTTCTTCAATAACTAAAATGTTTCGACGTGTTATCANTTCAATTC
	GecuE^10       GGCTTATACTTGTTTCAGAAATGTTAGACATCATTGCTAATTCCTTCACATTCAAACGGTAATCTACTAATACCATTTCTTCAATAACTAAAATGTTTCGACGTGTTATCAGTTCAATTC
	GecuE^11       GGCTTATACTTGTTTCAGAAATGTTAGACATCATTGCTAATTCCTYCACATTCAAACGGTAATCTACTAATAYCATTTCTTCAATAACTAAAATGTTTCGACGTGTTATCAGTTCAATTC
	GecuE^12      GGCTTATACTTGTTTCAGAAATGTTAGACATCATTGCTAATTCCTTCACATTCAAACGGTAATCTACTAATACCATTTCTTCAATAACTAAAATGTTTCGACATGTTATCAGTTCAATTC
	GlicC^15     GGCTTATACTTGTTTCAGAAATGTTAGACATCATTGCTAATTCCTTCACATTCAAACGGTAATCTACTAATACCATTTCTTCAATAACTAAAATGWTTCGACGTGTTATCAGTTCAATTC
	GlicC^16     GGCTTATACTTGTTTCAGAAATGTTAGACATCATTGCTAATTCCTTCACATTCAAACGGTAATCTACTAATACCATTTCTTCAATAACTAAAATGTTTCGACGTGTTATCAGTTCAATTC
	GlicP^17      GGCTTATACTTGTTTCAGAAATGTTAGACATCATTGCTAATTCCTTCACATTCAAACGGTAATCTACTAATACCATTTCTTCAATAACTAAAATGTTTCGACGTGTTATCAGTTCAATTC
	GlicE^20      GGCTTATACTTGTTTCAGAAATGTTAGACATCATTGCTAATTCCTTCACATTCAAACGGTAATCTACTAATACCATTTCTTCAATAACTAAAATGTTTCGACGTGTTATCAGTTCAATTC
	GlicE^21      GGCTTATACTTGTTTCAGAAATGTTAGACATCATTGCTAATTCCTTCACATTCAAACGGTAATCTACTAATACCATTTCTTCAATAACTAAAATGTTTCGACGTGTTATCAGTTCAATTC
	GlicE^22      GGCTTATACTTGTTTCAGAAATGTTAGACATCATTGCTAATTCCTTCACATTCAAACGGTAATCTACTAATACCATTTCTTCAATAACTAAAATGTTTCGACGTGTTATCAGTTCAATTC
	GlicE^23       GGCTTATACTTGTTTCAGAAATGTTAGACATCATTGCTAATTCCTTCACATTCAAACGGTAATCTACTAATACCATTTCTTCAATAACTAAAATGTTTCGACGTGTTATCAGTTCAATTC
	GlicE^24       GGCTTATACTTGTTTCAGAAATGTTAGACATCATTGCTAATTCCTTCACATTCAAACGGTAATCTACTAATACCATTTCTTCAATAACTAAAATGTTTCGACGTGTTATCAGTTCAATTC
	GlicE^25      GGCTTATACTTGTTTCAGAAATGTTAGACATCATTGCTAATTCCTTCACATTCAAACGGTAATCTACTAATACCATTTCTTCAATAACTAAAATGTTTCGACGTGTTATCAGTTCAATTC
	GmorB^27    GGCTTATACTTGTTTCAGAAATGTTAGACATCATTGCTAATTCCTTCACATTCAAACGGTAATCTACTAATACCATTTCTTCAATAACTAAAATGTTTCGACGTGTTATCAGTTCAATTC
	GpasB^28    GGCTTATACTTGTTTCAGAAATGTTAGACATCATTGCTAATTCCTTCACATTCAAACGGTAATCTACTAATACCATTTCTTCAATAACTAAAATGTTTCGACRTGTTATCAGTTCAATTC
	GpasB^29    GGCTTATACTTGTTTCAGAAATGTTAGACATCATTGCTAATTCCTTCACATTCAAACGGTAATCTACTAATACCATTTCTTCAATAACTAAAATGTTTCGACRTGTTATCAGTTCAATTC


16 120
	GecuC^1     TCCGGCTGCCTGATGCCTGCTGGCTTGCTTGCTTTCGTTGCTGCGGCACTTCCGGCGGCCCGCGCTGTACACGGATTCACTCTCGTAATTTTTTTTCTGCCGCGTTCCGTACCCATCGAG
	GecuP^4     TCCGGCTGCCTGATGCCTGCTGGCTTGCTTGCTTTCGTTGCTGCGGCACTTCCGGCGGCCCGCGCTGTACACGGATTCACTCTCGTAATTTTTTTTCTGCCGCGTTCCGTACCCATCGAG
	GecuE^8      TCCGGCTGCCTGATGCCTGCTGGCTTGCTTGCTTTCGTTGCTGCGGCACTTCCGGCGGCCCGCGCTGTACACGGATTCACTCTCGTAATTTTTTTTCTGCCGCGTTCCGTACCCATCGAG
	GecuE^9       TCCGGCTGCCTGATGCCTGCTGGCTTGCTTGCTTTCGTTGCTGCGGCACTTCCGGCGGCCCGCGCTGTACACGGATTCACTCTCGTAATTTTTTTTCTGCCGCGTTCCGTACCCATCGAG
	GecuE^10       TCCGGCTGCCTGATGCCTGCTGGCTTGCTTGCTTTCGTTGCTGCGGCACTTCCGGCGGCCCGCGCTGTACACGGATTCACTCTCGTAATTTTTTTTCTGCCGCGTTCCGTACCCATCGAG
	GecuE^11       TCCGGCTGCCTGATGCCTGCTGGCTTGCTTGCTTTCGTTGCTGCGGCACTTCCGGCGGCCCGCGCTGTACACGGATTCACTCTCGTAATTTTTTTTCTGCCGCGTTCCGTACCCATCGAG
	GecuE^12      TCCGGCTGCCTGATGCCTGCTGGCTTGCTTGCTTTCGTTGCTGCGGCACTTCCGGCGGCCCGCGCTGTACACGGATTCACTCTCGTAATTTTTTTTCTGCCGCGNTCCGTACCCATCGAG
	GlicC^15     TCCGGCTGCCTGATGCNTGCTGGCTTGCTTGCTTTCGTTGCTGCGGCACTTCCGGCGGCCCGCGCTGTACACGGATTCACTNTCGTAATTTTTTTTCTGCCGCGTTCCGTACMCATCGAG
	GlicP^17      TCCGGCTGCCTGATGCCTGCTGGCTTGCTTGCTTTCGTTGCTGCGGCACTTCCGGCGGCCCGCGCTGTACACGGATTCACTCTCGTAATTTTTTTTCTGCCGCGTTCCGTACCCANCGAG
	GlicE^20      TCCGGCTGCCTGATGCCTGCTGGCTTGCTTGCTTTCGTTGCTGCGGCACTTCCGGCGGCCCGCGCTGTACACGGATTCACTCTCGTAATTTTTTTTCTGCCGCGTTCCGTACCCATCGAG
	GlicE^21       TCCGGCTGCCTGATGCCTGCTGGCTTGCTTGCTTTCGTTGCTGCGGCAYTTCCGGCGGCCCGCGCTGTACACGGATTCACTCTCGTAATTTTTTTTCTGCCGCGTTCCGTACCCATCGAG
	GlicE^22       TCCGGCTGCCTGATGCCTGCTGGCTTGCTTGCTTTCGTTGCTGCGGCACTTCCGGCGGCCCGCGCTGTACACGGATTCACTCTCGTAATTTTTTTTCTGCCGCGTTCCGTACCCATCGAG
	GlicE^23      TCCGGCTGCCTGATGCCTGCTGGCTTGCTTGCTTTCGTTGCTGCGGCACTTCCGGCGGCCCGCGCTGTACACGGATTCACTCTCGTAATTTTTTTTCTGCCGCGTTCCGTACCCATCGAG
	GlicE^24      TCCGGCTGCCTGATGCCTGCTGGCTTGCTTGCTTTCGTTGCTGCGGCACTTCCGGCGGCCCGCGCTGTACACGGATTCACTCTCGTAATTTTTTTTCTGCCGCGTTCCGTACCCATCGAG
	GmorB^27    TCCGGCTGCCTGATGCCTGCTGGCTTGCTTGCTTTCGTTGCTGCGGCACTTCCGGCGGCCCGCGCTGTACACGGATTCACTCTCGTMATTTTTTTTCTGCCGCGTTCCGTACCCATCGAG
	GpasB^28    TCCGGCTGCCTGATGCCTGCTGGCTTGCTTGCTTTCGTTGCTGCGGCACTTCCGGCGGCCCGCGCTGTACACGGATTCACTCTCGTAATTTTTTTTCTGCCGCGTTCCGTACCCATCGAG


21 120
	GecuC^1     TCTGTTTCGATGTTATTTCGAAAGCTCCGTTTCAAGGATTTGTGAGAATTACTTACCTTTGCTATGATAAAAAGCTTCTCAAAACTTCAAGGTATTTGACCTAAAAAGTGGGCCAACTTT
	GecuP^4     TCTGTTTCGATGTTATTTCGAAAGCTCCGTTTCAAGGATTTGTGAGAATTACTTACCTTTGCTATGATAAAAAGCTTCTCAAAACTTCAAGGTATTTGACCTAAAAAGTGGGCYAACTTT
	GecuP^5     TCTGTTTCGATGTTATTTCGAAAGCTCCGTTTCAAGGATTTGTGAGAATTACTTACCTTTGCTATGATAAAAAGCTTCTCAAAACTTCAAGGTATTTGACCTAAAAAGTGGGCCAACTTT
	GecuP^6      TCTGTTTCGATGTTATTTCGAAAGCTCCGTTTCAAGGATTTGTGAGAATTACTTACCTTTGCTATGATAAAAAGCTTCTCAAAACTTCAAGGTATTTGACCTAAAAAGTGGGCCAACTTT
	GecuP^7      TCTGTTTCGATGTTATTTCGAAAGCTCCGTTTCAAGGATTTGTGAGAATTACTTACCTTTGCTATGATAAAAAGCTTCTCAAAACTTCAAGGTATTTGACCTAAAAAGTGGGCCAACTTT
	GecuE^8      TCTGTTTCGATGTTATTTCGAAAGCTCCGTTTCAAGGATTTGTGAGAATTACTTACCTTTGCTATGATAAAAAGCTTCTCAAAACTTCAAGGTATTTGACCTAAAAAGTGGGCCAACTTT
	GecuE^9       TCTGTTTCGATGTTATTTCGAAAGCTCCGTTTCAAGGATTTGTGAGAATTACTTACCTTTGCTATGATAAAAAGCTTCTCAAAACTTCAAGGTATTTGACCTAAAAAGTGGGCCAACTTT
	GecuE^10       TCTGTTTCGATGTTATTTCGAAAGCTCCGTTTCAAGGATTTGTGAGAATTACTTACCTTTGCTATGATAAAAAGCTTCTCAAAACTTCAAGGTATTTGACCTAAAAAGTGKGCCAACTTT
	GecuE^11       TCTGTTTCGATGTTATTTCGAAAGCTCCGTTTCAAGGATTTGTGAGAATTACTTACCTTTGCTATGATAAAAAGCTTCTCAAAACTTCWAGGTATTTGACCTAAAAAGTGGGCCAACTTT
	GecuE^12      TCTGTTTCGATGTTATTTCGAAAGCTCCGTTTCAAGGATTTGTGAGAATTACTTACCTTTGCTATGATAAAAAGCTTCTCAAAACTTCAAGGTATTTGACCTAAAAAGTGGGCCAACTTT
	GlicC^15     TCTGTTTCGATGTTATTTCGAAAGCTCCGTTTCAAGGATTTGTGAGAATTACTTACCTTTGCTATGATAAAAAGCTTCTCAAAACTTCAAGGTATTTGACCTAAAAAGTGGGCCAACTTT
	GlicP^17      TCTGTTTCGATGTTATTTCGAAAGCTCCGTTTCAAGGATTTGTGAGAATTACTTACCTTTGCTATGATAAAAAGCTTCTCAAAACTTCAAGGTATTTGACCTAAAAAGTGGGCCAACTTT
	GlicP^18      TCTGTTTCGATGTTATTTCGAAAGCTCCGTTTCAAGGATTTGTGAGAATTACTTACCTTTGCTATGATAAAAAGCTTCTCAAAACTTCAAGGTATTTGACCTAAAAAGTGGGCCAACTTT
	GlicE^20      TCTGTTTCGATGTTATTTCGAAAGCTCCGTTTCAAGGATTTGTGAGAATTACTTACCTTTGCTATGATAAAAAGCTTCTCAAAACTTCAAGGTATTTGACCTAAAAAGTGGGCCAACTTT
	GlicE^21      TCTGTTTCGATGTTATTTCGAAAGCTCCGTTTCAAGGATTTGTGAGAATTACTTACCTTTGCTATGATAAAAAGCTTCTCAAAACTTCAAGGTATTTGACCTAAAAAGTGGGCCAACTTT
	GlicE^22       TCTGTTTCGATGTTATTTCGAAAGCTCCGTTTCAAGGATTTGTGAGAATTACTTACCTTTGCTRTGATAAAAAGCTTCTCAAAACTTCAAGGTATTTGACCTAAAAAGTGGGCCAACTTT
	GlicE^23       TCTGTTTCGATGTTATTTCGAAAGCTCCGTTTCAAGGATTTGTGAGAATTACTTACCTTTGCTATGATAAAAAGCTTCTCAAAACTTCAAGGTATTTGACCTAAAAAGTGGGCCAACTTT
	GlicE^24      TCTGTTTCGATGTTATTTCGAAAGCTCCGTTTCAAGGATTTGTGAGAATTACTTACCTTTGCTATGATAAAAAGCTTCTCAAAACTTCAAGGTATTTGACCTAAAAAGTGGGCCAACTTT
	GlicE^25      TCTGTTTCGATGTTATTTCGAAAGCTCCGTTTCAAGGATTTGTGAGAATTACTTACCTTTGCTATGATAAAAAGCTTCTCAAAACTTCAAGGTATTTGACCTAAAAAGTGGGCCAACTTT
	GmorB^27    TCTGTTTCGATGTTATTTCGAAAGCTCCGTTTCAAGGATTTGTGAGAATTACTTACCTTTGCTATGATAAAAAGCTTCTCAAAACTTCAAGGTATTTGACCTAAAAAGTGGGCCAACTTT
	GpasB^28    TCTGTTTCGATGTTATTTCGAAAGCTCCGTTTCAAGGATTTGTGAGAATTACTTACCTTTGCTATGATAAAAAGCTTCTCAAAACTTCAAGGTATTTGACCTAAAAAGTGGGCCAACTTT


17 120
	GecuC^1     GTACACTAATCATTTACCTGAGAGAGCTATCGTTTCCACTATGAATGTAAAACGTGTACACATATACGGAACATTCAAAAACTTACTACTAACTGTAATTTCGAACGAAGATGTGTTTGT
	GecuP^4     GTACACTAATCATTTACCTGAGAGAGCTATCGTTTCCACTATGAATGTAAAACGTGTACACATATACGGAACATTCAMAAACTTACTACTAACTGTAATTTCGAACGAAGATGTGTTTGT
	GecuP^5      GTACACTAATCATTTACCTGAGAGAGCTATCGTTTCCACTATGAATGTAAAACGTGTACACATATACGGAACATTCAAAAACTTACTACTAACTGTAATTTCGAACGAAGATGTGTTTGT
	GecuP^6      GTACACTAATCATTTACCTGAGAGAGCTATCGTTTCCACTATGAATGTAAAACGTGTACACATATACGGAACATTNAMAAACTTACTACTAACTGTAATTTCGAACGAAGATGTGTTTGT
	GecuE^8      GTACACTAATCATTTACCTGAGAGAGCTATCGTTTCCACTATGAATGTAAAACGTGTACACATATACGGAACATA-AAAAACTTACTACTAACTGTAATTTCGAACGAAGATGTGTTTGT
	GecuE^9       GTACACTAATMATTTACCTGAGAGAGCTATCGTTTCCACTATGAATGTAAAACGTGTACACATATACGGAACATTMAAAAACTTACTACTAACTGTAATTTCGAACGAAGATGTGTTTGT
	GecuE^10       GTACACTAATCATTTACCTGAGAGAGCTATCGTTTCCACTATGAATGTAAAACGTGTACACATATACGGAACATTMAAAAACTTACTACTAACTGTAATTTCGAACGAAGATGTGTTTGT
	GecuE^11      GTACACTAATCATTTACCTGAGAGAGCTANCGTTTCCACTATGAATGTAAAACGTGTACACATATANGGAACATT-AAAAACTTACTACTAACTGTAATTTCGAACGAAGATGTGTTTGT
	GlicC^15     GTACACTAATCATTTACCTGAGAGAGCTATCGTTTCCACTATGAATGTAAAACGTGTACACATATACGGAACATT-NNAAACTTACTACTAACTGTAATTTCGAACGAAGATGTGTTTGT
	GlicP^17      GTACACTAATCATTTACCTGAGAGAGCTATCGTTTCCACTATGAATGTAAAACGTGTACACATATACGGAACATTCAAAAACTTACTACTAACTGTAATTTCGAACGAAGATGTGTTTGT
	GlicE^20      GTACACTAATCATTTACCTGAGAGAGCTATCGTTTCCACTATGAATGTAAAACGTGTACACATATACGGAACATTCAAAAACTTACTACTAACTGTAATTTCGAACGAAGATGTGTTTGT
	GlicE^21      GTACACTAATCATTTACCTGAGAGAGCTATCGTTTCCACTATGAATGTAAAACGTGTACACATATACGGAACATT-RMAAACTTACTACTAACTGTAATTTCGAACGAAGATGTGTTTGT
	GlicE^22       GTACACTAATCATTTACCTGAGAGAGCTATCGTTTCCACTATGAATGTAAAACGTGTACACATATACGGAACATW-RMAAACTTACTACTAACTGTAATTTCGAACGAAGATGTGTTTGT
	GlicE^23       GTACACTAATCATTTACCTGAGAGAGCTATCGTTTCCACTATGAATGTAAAACGTGTACACATATACGGAACATT-RMAAACTTACTACTAACTGTAATTTCGAACGAAGATGTGTTTGT
	GlicE^24      GTACACTAATCATTTACCTGAGAGAGCTATCGTTTCCACTATGAATGTAAAACGTGTACACATATACGGAACATTMAAAAACTTACTACTAACTGTAATTTCGAACGAAGATGTGTTTGT
	GmorB^27    GTACACTAATCATTTACCTGAGAGAGCTATCGTTTCCACTATGAATGTAAAACGTGTACACATATACGGAACATA-AAAAACTTACTACTAACTGTAATTTCGAACGAAGATGTGTTTGT
	GpasB^28    GTACACTAATCATTTACCTGAGAGAGCTATCGTTTCCACTATGAATGTAAAACGTGTACACATATACGGAACATA-AAAAACTTACTACTAACTGTAATTTCGAACGAAGATGTGTTTGT


18 120
	GecuC^1     TGCAAAACTATTTGTAAACAGTCTTCTGATGGTGTGTCATTACCAAAAGTTGAACAAAGTGATTCAAGGCATTGTTGTTATGTTAGGCCTTTACTAAAATCGTAAAAAATCATCCAACGA
	GecuP^4     TGCAAAACTATTTGTAAACAGTCTTCTGATGGTGTGTCATTACCAAAAGTTGAACAAAGNGATTCAAGGCATTGTTGTTANGTTAGGCCTTTACTAAAATCGTAAAAAATCATCCAACGA
	GecuP^5      TGCAAAACTATTTGTAANCANTCTTCTGATKGTGTGTCATTACCAAAAGTTGAACAAAGTGATTCAAGGCATTGTTGTTATGTTAGGCCTTTACTAAAATCGTAAAAAATCATCCAACGA
	GecuE^8       TGCAAAACTATTTGTAAACAGTCTTCYGATKGTGTGTCATTACCAAAAGTTGAACAAAGTGATTCAAGGCATTGTTGTTATGTTAGGCCTTTACTAAAATCGTAAAAAATCATCCAACGA
	GecuE^9       TGCAAAACTATTTGTAAACAGTCTTCTGATGGTGTGTCATTACCAAAAGTTGAACAAAGCGATTCAAGGCATTGTTGTTACGTTAGGCCTTTACTAAAATCGTAAAAAATCATCCAACGA
	GecuE^10      TGCAAAACTATTTGTAAACA-TCTTCTGATGGTGTGTCATTACCAAAAGTTGAACAAAGTGATTCAAGGCATTGTTGTTATGTTAGGCCTTTACTAAAATCGTAAAAAATCATCCAACGA
	GlicC^15     TGCAAAACTATTTGTAAACA-TCTTCTGATGGTGTGTCATTA-CAAAAGTTGAACAAAGTGATTCAAGGCATTGTTGTTATGTTAGGCCTTTACTAAAATCGTAAAAAATCATCCAACGA
	GlicP^17      TGCAAAACTATTTGTAAACAGTCTTCTGATGGTGTGTCATTACCAAAAGTTGAACAAAGCGATTCAAGGCATTGTTGTTACGTTAGGCCTTTACTAAAATCGTAAAAAATCATCCAACGA
	GlicP^18      TGCAAAACTATTTGTAAACAGTCTTCTGATGGTGTGTCATTACCAAAAGTTGAACAAAGCGATTCAAGGCATTGTTGTTACGTTAGGCCTTTACTAAAATCGTAAAAAATCATCCAACGA
	GlicE^20      TGCAAAACTATTTGTAAACAGTCTTCTGATKGTGTGTCATTACCAAAAGTTGAACAAAGYGATTCAAGGCATTGTTGTTAYGTTAGGCCTTTACTAAAATCGTAAAAAATCATCCAACGA
	GlicE^21      TGCAAAAYTATTTGTAAACAGTCTTCTGATGGTGTGTCATTACCAAAAGTTGAACAAAGCGATTCAAGGCATTGTTGTTACGTTAGGCCTTTACTAAAATCGTAAAAAATCATCCAACGA
	GlicE^22       TGCAAAACTATTTGTAAACAGTCTTCTGATGGTGTGTCATTACCAAAAGTTGAACAAARCGATTCAAGGCATTGTTGTTACGTTAGGCCTTTACTAAAATCGTAAAAAATCATCCAACGA
	GlicE^23       TGCAAAACTATTTGTAAACAGTCTTCTGATGGTGTGTCATTACCAAAAGTTGAACAAARCGATTCAAGGCATTGTTGTTACGTTAGGCCTTTACTAAAATCGTAAAAAATCATCCAACGA
	GlicE^24      TGCAAAACTATTTGTAAACAGTCTTCTGATGGTGTGTCATTACCAAAAGTTGAACAAAGCGATTCAAGGCATTGTTGTTACGTTAGGCCTTTACTAAAATCGTAAAAAATCATCCAACGA
	GlicE^25      TGCAAAACTATTTGTAAACAGTCTTCTGATGGTGTGTCATTACCAAAAGTTGAACAAAGCGATTCAAGGCATTGTTGTTACGTTAGGCCTTTACTAAAATCGTAAAAAATCATCCAACGA
	GmorB^27    TGCAAAACTATTTGTAAACAGTCTTCTGATGGTGTGTCATTACCAAAAGTTGAACAAAGCGATTCAAGGCATTGTTGTTACGTTAGGCCTTTACTAAAATCGTAAAAAATCATCCAACGA
	GpasB^28    TGCAAAATTATTTGTAAACAGTCTTCTGATGGTGTGTCATTACCAAAAGTTGAACAAAGCGATTCAAGGCATTGTTGTTACGTTAGGCCTTTACTAAAATCGTAAAAAATCATCCAACGA
	GpasB^29    TGCAAAACTATTT-TAAACAGTCTTCTGATNGTGTGTCATTNCCAAAAGTTGAACAAAGTGATTCAAGGCATTGTTGTTATGTTAGGCCTTTACTAAAATCGTAAAAAATCATCCAACGA


19 120
	GecuC^1     GGCGAATACTTGTTCCAGAAATGTCAGATATCACTGCTAATTTCTTCATTTTCAAACGGCGATCTGCTCATTCTATTTCTTCAATAATTGAAACGTTTTGAGCCATATCAGTTCAATTGG
	GecuP^4     GGCGAATACTTGTTCCAGAAATGTCAAATATCACTGCTAATTTCTTCATTTTCAAACGACGATCTGCTCATTCTATTTCTTCAATAATTGAAACGTTTTGAGGCATATCAGTTCAATTGG
	GecuP^5     GGCGAATACTTGTTCCAGAAATGTCAGATATCACTGCTAATTTCTTCATTTTCAAACGGCGATCTGCTCATTNTATTTCTTCAATAATTGAAACGTTTTGAGNCATATCAGTTCAATTGG
	GecuP^6      GGCGAATACTTGTTCCAGAAATGTCAGATATCACTGCTAATTTCTTCATTTTCAAACGGCGATCTGCTCATTCTATTTCTTCAATAATTGAAACGTTTTGAGCCATATCAGTTCAATTGG
	GecuE^8      GGCGAATACTTGTTCCAGAAATGTCAGATATCACTGCTAATTTCTTCATTTTCAAACGGCGATCTGCTCATTCTATTTCTTCAATAATTGAAACGTTTTGAGCCATATCAGTTCAATTGG
	GecuE^9       GGCGAATACTTGTTCCAGAAATATCAGATATCACTGCTAATTTCTTCATTTTCAAACGGCGATCTGCTCATTCTATTTCTTCAATAATTGAAACGTTTTGAGGCATATCAGTTCAATTGG
	GecuE^10       GGCGAATACTTGTTCCAGAAATGTCAGATATCACTGCTAATTTCTTCATTTTCAAACAGCGATCTGCTCATTCTATTTCTTCAATAATTGAAACGTTTTGAGGCATATCAGTTCAATTGG
	GecuE^11      GGCGAATACTTGTTCCAGAAATGTCAGATATCACTGCTAATTTCTTCATTTTCAAACAGCGATCTGCTCATTCTATTTCTTCAATAATTGAAACGTTTTGAGGCATATCAGTTCAATTGG
	GlicC^15     GGCGAATACTTGTTCCAGAAATGTCAGATATCACTGCTAATTTCTTCATTTTCAAACGGCGATCTGCTCATTCTATTTCTTCAATAATTGAAACGTTTTGAGGCATATCAGTTCAATTGG
	GlicP^17      GGCGAATACTTRTTCCAGMAATGTCAGATATCACTGCTAATTTYTTCATTTTCAAACGGCGATCTGCTCATTCTATTTCTTCAATAATTGAAACGTTTTGAGGCATATCAGTTCAATTGG
	GlicE^20      GGCGAATACTTGTTCCAGAAATGTCAGATATCACTGCTAATTTCTTCATTTTCAAACGGCGATCTGCTCATTCTATTTCTTCAATAATTGAAACGTTTTGAGGCATATCAGTTCAATTGG
	GlicE^21      GGCGAATACTTGTTCCAGAAATGTCAGATATCACTGCTAATTTCTTCATTTTCAAACGGCGATCTGCTCATTCTATTTCTTCAATAATTGAAACGTTTTGAGNCATATCAGTTCAATTGG
	GlicE^22      GGCGAATACTTGTTCCAGAAATGTCAGATATCACTGCTAATTTCTTCATTTTCAAACGGCGATCTGCTCTTTCTATTTCTTCAATAATTGAAACGTTTTGAGGCATATCAGTTCAATTGG
	GlicE^23       GGCGAATACTTGTTCCAGAAATGTCAGATATCACTGCTAATTTCTTCATTTTCAAACGGCGATCTGCTCATTCTATTTCTTCAATAATTGAAACGTTTTGAGGCATATCAGTTCAATTRG
	GlicE^24       GGCGAATACTTGTTCCAGAAATGTCAGATATCACTGCTAATTTCTTCATTTTCAAACGGCGATCTGCTCATTCTATTTCTTCAATAATTGAAACGTTTTGAGSCATATCAGTTCAATTGG
	GlicE^25      GGCGAATACTTGTTCCAGAAATGTCAGATATCACTGCTAATTTCTTCATTTTCAAACGGCGATCTGCTCNTTCTATTTCTTCAATAATTGAAACGTT-TGAGSCATATCAGTTCAATTNG
	GlicE^26      GGCGAATACTTGTTMCAGAAATGTCAGATATCACTGCTAATTTCTTCATTTTCAAACGGCGATCTGCTCATTCTATTTCTTCAATAATTGAAACGTTTTGAGGCATATCAGTTCAATTGG
	GmorB^27    GGCGAATACTTGTTCYAGAAATGTCAGATATCACTGCTAATTTCTTCATTTTCAAACGGCGATCTGCTCAWTCTATTTCTTCAATAATTGAAACGTTTTGAGGCATATCAGTTCAATTGG
	GpasB^28    GGCGAATACTTGTTCCAGAAATGTCAGATATCACTGCTAATTTCTTCATTTTCAAACGGCGATCTGCTCATTCTATTTCTTCAATAATTGAAACGTTKTGAGGCATATCAGTTCAATTGG


22 120
	GecuC^1     AGCGAAACGATGTCAATTTATCTACACATAAATCACATCGTTCTAAAGTGCTAAACTTCGATAATACCGTCCTAACTTCAAAGAAGACGCACAAAAACTTTCAAAGTGAAAAATTTCCAT
	GecuP^4     AGCGAAACGATGTCAATTTATCTACACATAAATCACATCGTTCTAAAGTGCTAAACTTCGATAATACCGTCCTAACTTCAAAGAAGACGCACAAAAACTTTCAAAGTGAAAAATTTCCAT
	GecuP^5      AGCGAAACGATGTCAATTTATCTACACATAAATCACATCGTTCTAAAGTGCTAAACTTCGATAATACCGTCCTAACNTCAAAGAAGACGCACAAAAACTTTCAAAGTGAAAAATTTCCAT
	GecuP^6      AGCGMAACGATGTCAATTTATCTACACATAAATCACATCGTTCTAAAGTGCTAAACTTCGATAATACCGTCCTAACTTCAAAGAAGACGCACAAAAACTTTCAAAGTGAAAAATTTCCAT
	GecuE^8      AGCGMAACGATGTCAATTTATCTACACATAAATCACATCGTTCTAAAGTGCTAAACTTCGATAATACCGTCCTAACTTCAAAGAAGACGCACAAAAACTTTCAAAGTGAAAAATTTCCAT
	GecuE^9       AGCGAAACGATGTCAATTTATCTACACATAAATCACATCGTTCTAAAGTGCTAAACTTCGATAATACCGTCCTAACTTCAAAGAAGACGCACAAAAACTTTCAAAGTGAAAAATTTCCAT
	GecuE^10       AGCGMAACGATGTCAATTTATCTACACATAAATCACATCGTTCTAAAGTGCTAAACTTCGATAATACCGTCCTAACTTCAAAGAAGACGCACAAAAACTTTCAAAGTGAAAAATTTCCAT
	GecuE^11       AGCGAAACGATGTCAATTTATCTACACATAAATCACATCGTTCTAAAGTGCTAAACTTCGATAATACCGTCCTAACTTCAAAGAAGACGCACAAAAACTTTCAAAGTGAAAAATTTCCAT
	GecuE^12      AGCGCAACGATGTCAATTTATCTACACATGAATCACATCGTTCTAAAGTGCTAAACTTCGATAATACCGTCCTAACTTCAAAGAAGACGCACAAAAACTTTCAAAGTGAAAAATTTCCAT
	GlicC^15     NGCGAAACGATGTCAATTTATCTACACATAAATCACATCGTTCTAAAGTGCTAAACTTCGATAATACCGTCCTAACTTCAAAGAAGACGCACAAAAACTTTCAAAGTGAAAAATTTCCAT
	GlicC^16     AGCGNAACGATGTCAATTTATCTACACATAAATCACATCGTTCTAAAGTGCTAAACTTCGATAATACCGTCCTAACTTCAAAGAAGACGCACAAAAACTTTCAAAGTGAAAAATTTCCAT
	GlicP^17      AGCGAAACGATGTCAATTTATCWACACATAAATCACATCGTTCTAAAGTGCTAAACTTCGATAATACCGTCCTAACTTCAAAGAAGACGCACAAAAACTTTCAAAGTGAAAAATTTCCAT
	GlicE^20      AGCGAAACGATGTCAATTTATCTACACATAAATCACATCGTTCTAAAGTGCTAAACTTCGATAATACCGTCCTAACTTCAAAGAAGACGCACAAAAACTTTCAAAGTGAAAAATTTCCAT
	GlicE^21      AGCGMAACGATGTCAATTTATCTACACATAAATCACATCGTTCTAAAGTGCTAAACTTCGATAATACCGTCCTAACTTCAAAGAAGACGCACAAAAACTTTCAAAGTGAAAAATTTCCAT
	GlicE^22      AGCGAAACGATGTCAATTTATCTACACATAAATCACATCGTTCTAAAGTGCTAAACTTCGATAATACCGTCCTAACTTCAAAGAAGACGCACAAAAACTTTCAAAGTGAAAAATTTCCAT
	GlicE^23       AGCGMAACGATGTCAATTTATCTACACATAAATCACATCGTTCTAAAGTGCTAAACTTCGATAATACCGTCCTAACTTCAAAGAAGACGCACAAAAACTTTCAAAGTGAAAAATTTCCAT
	GlicE^24       AGCGMAACGATGTCAATTTATCTACACATAAATCACATCGTTCTAAAGTGCTAAACTTCGATAATACCGTCCTAACTTCAAAGAAGACGCACAAAAACTTTCAAAGTGAAAAATTTCCAT
	GlicE^25      AGCGAAACGATGTCAATTTATCTACACATAAATCACATCGTTCTAAAGTGCTAAACTTCGATAATACCGTCCTAACTTCAAAGAAGACGCACAAAAACTTTCAAAGTGAAAAATTTCCAT
	GlicE^26      AGCGAAACGATGTCAATTTATCTACACATAAATCACATCGTTCTAAAGTGCTAAACTTCGATAATACCGTCCTAACTTCAAAGAAGACGCACAAAAACTTTCAAAGTGAAAAATTTCCAT
	GmorB^27    AGCGAAACGATGTCAATTTATCTACACATAAATCWCATCGTTCTAAARTGCTAAACTTCGATAATACCGTCCTAACTTCAAAGAAGACGCACAAAAACTTTCAAAGTGAAAAATTTCCAT
	GpasB^28    AGCGAAACGATGTCAATTTATCTACACATAAATCACATCGTTCTAAAGTGCTAAACTTYGATAATACCGTCCTAACTTCAAAGAAGACGCACAAAAACTTTCAAAGTGAAAAATTTCCAT
	GpasB^29    AGCGAAACGATGTCAATTTATCTACACATAAATCACATCGTTCTAAAGTGCTAAACTTCGATAATACCGTCCTAACTTCAAAGAAGACGCACAAAAACTTTCAAAGTGAAAAATTTCCAT


17 120
	GecuC^1     AATTACATCTAACTTTTGAGGTAGTATGGAGCGATCAATGCGATCAAAAGCTTTGCTTAGGTTAGTATAGATTACATCTATTTGCTTACTCTTATCTATGTTGTCAGATATAGATTGACC
	GecuP^4     AATTACATCTAACTTTTGAGGTAGTATGGAGCGATCAATGCGATCAAAAGCTTTGCTTAGGTTAGTATAGATTACATCTATTTGCTTACTCTTATCTATGTTGTCAGATATAGATTGACC
	GecuP^5     AATTACATCTAACTTTTGAGGTAGTATGGAGCGATCAATGCGATCAAAAGCTTTGCTTAGGTTAGTATAGATTACATCTATTTGCTTACTCTTATCTATGTTGTCAGATATAGATTGACC
	GecuP^6      AATTACATCTAACTTTTGAGGTAGTATGGAGCGATCAATGCGATCAAAAGCTTTGCTTAGGTTAGTATAGATTACATCTATTTGCTTACTCTTATCTATGTTGTCAGATATAGATTGACC
	GecuE^8      AATTACATCTAACTTTTGAGGTAGTATGGAGCGATCAATGCGATCAAAAGCTTTGCTTAGGTTAGTATAGATTACATCTATTTGCTTACTCTTATCTATGTTGTCAGATATAGATTGACC
	GecuE^9       AATTACATCTAACTTTTGAGGTAGTATGGAGCGATCAATGCGATCAAAAGCTTTGCTTAGGTTAGTATAGATTACATCTATTTGCTTACTCTTATCTATGTTGTCAGATATAGATTGACC
	GecuE^10       AATTACATCTAACTTTTGAGGTAGTATGGAGCGATCAATGCGATCAAAAGCTTTGCTTAGGTTAGTATAGATTACATCTATTTGCTTACTCTTATCTATGTTGTCAGATATAGATTGACC
	GecuE^11      AATTACATCTAACTTTTGAGGTAGTATGGAGCGATCAATGCGATCAAAAGCTTTGCTTAGGTTAGTATAGATTACATCTATTTGCTTACTCTTATCTATGTTGTCAGATATAGATTGACC
	GlicC^15     AATTACATCTAACTTTTGAGGTAGTATGGAGCGATCAATGCGATCAAAAGCTTTGCTTAGGTTAGTATAGATTACATCTATTTGCTTACTCTTATCTATGTTGTCAGATATAGATTGACC
	GlicP^17      AATTACATCTAACTTTTGAGGTAGTATGGAGCGATCAATGCGATCAAAAGCTTTGCTTAGGTTAGTATAGATTACATCTATTTGCTTACTCTTATCTATGTTGTCAGATATAGATTGACC
	GlicE^20      AATTACATCTAACTTTTGAGGTAGTATGGAGCGATCAATGCGATCAAAAGCTTTGCTTAGGTTAGTATAGATTACATCTATTTGCTTACTCTTATCTATGTTGTCAGATATAGATTGACC
	GlicE^21      AATTACATCTAACTTTTGAGGTAGTATGGAGCGATCAATGCGATCAAAAGCTTTGCTTAGGTTAGTATAGATTACATCTATTTGCTTACTCTTATCTATGTTGTCAGATATAGATTGACC
	GlicE^22       AATTACATCTARCTTTTGAGGTAGTATGGAGCGATCAATGCGATCAAAAGCTTTGCTTAGGTTAGTATAGATTACATCTATTTGCTTACTCTTATCTATGTTGTCAGATATAGATTGACC
	GlicE^23       AATTACATCTAACTTTTGAGGTAGTATGGAGCGATCAATGCGATCAAAAGCTTTGCTTAGGTTAGTATAGATTACATCTATTTGCTTACTCTTATCTATGTTGTCAGATATAGATTGACC
	GlicE^24      AATTACATCTAACTTTTGAGGTAGTATGGAGCGATCAATGCGATCAAAAGCTTTGCTTAGGTTAGTATAGATTACATCTATTTGCTTACTCTTATCTATGTTGTCAGATATAGATTGACC
	GmorB^27    AATTACATCTAACTTTTGAGGTAGTATGGAGCGATCAATGCGATCAAAAGCTTTGCTTAGGTTAGTATAGATTACATCTATTTGCTTACTCTTATCTATGTTGTCAGATATAGATTGACC
	GpasB^28    AATTACATCTAACTTTTGAGGTAGTATGGAGCGATCAATGCGATCAAAAGCTTTGCTTAGGTTAGTATAGATTACATCTATTTGCTTACTCTTATCTATGTTGTCAGATATAGATTGACC


19 120
	GecuC^1     AAGAAATTTTGATGAGTGATTTGTTGCCCGGTATTGAAAAATTGTGTCGATTTTATTTTCCAACAGGRCYTCGTGTCATATCGCACTTTCAACCAAAYAATGGTTTGCCCAATAGAAYAC
	GecuP^4     AAGAAATTTTGATGAGTGATTTGTTGCCCGGTATTGAAAAATTGTGTCGATTTTATTTTCCAACAGGACCTCGTGTCATATCGCACTTTCAACCAAATRATGGTTTGCCCAATAGAATAC
	GecuP^5     AAGAAATTTTGATGAGTGATTTGTTGCCCGGTATTGAAAAATTGTGTCGATTTTATTTTCCAACAGGRCCTCGTGTCATATCGCACTTTCAAYCAAAYAATGGTTTGCCCAATAGAATAC
	GecuP^6      AAGAAATTTTGATGAGTGATTTGTTGCCCGGTATTGAAAAATTGTGTCGATTTTATTTTCCAACAGGACCTCGTGTCATATCGCACTTTCAACCAAATRATGGTTTGCCCAATAGAATAC
	GecuP^7      AAGAAATTTTGATGAGTGATTTGTTGCCCGGTATTGAAAAATTGTGTCGATTTTATTTTCCAACAGGACCTCGTGTCATATCGCACTTTCAANCAAA-AATGGTTTGCCCAATAGAATAC
	GecuE^8      AAGAAATTTTGATGAGTGATTTGTTGCCCGGTATTGAAAAATTGTGTCGATTTTATTTTCCAACAGGACCTCGTGTCATATCGCACTTTCAACCAAATRATGGTTTGCCCAATAGAATAC
	GecuE^9       AAGAAATTTTGATGAGTGATTTGTTGCCCGGTATTGAAAAATTGTGTCGATTTTATTTTCCAACAGGACCTCGTGTCATATCGCACTTTCAAYCAAAYAATGGTTTGCCCAATAGAATAC
	GecuE^10       AAGAAATTTTGATGAGTGATTTGTTGCCCGGTATTGAAAAATTGTGTCGATTTTATTTTCCAACAGGRCCTCGTGTCATATCGCACTTTCAACCAAATAATGGTTTGCCCAATAGAATAC
	GecuE^11      AAGAAATTTTGATGAGTGATTTGTTGCCCGGTATTGAAAAATTGTGTCGATTTTATTTTCCAACAGGACCTCGTGTCATATCGCACTTTCAACCAAATAATGGTTTGCCCAATAGAATAC
	GlicC^15     AAGAAATTTTGATGAGTGATTTGTTGCCCGGTATTGAAAAATTNYGTCGATTTTATTTTCCAACAGGACCTCGTGTCATATCGCACTTTCAACCAAAYAATGGTTTGCCCAATARAATAC
	GlicP^17      AAGAAATTTTGATGAGTGATTTGTTGCCCGGTATTGAAAAATTGTGTCGATTTTATTTTCCAACAGGACCTCGTGTCATATCGCACTTTCAACCAAATAATGGTTNGCCCAATAGAATAC
	GlicE^20      AAGAAATTTTGATGAGTGATTTGTTGCCCGGTATTGAAAAATTGTGTCGATTTTATTTTCCAACAGGRCCTCGTGTCATATCGCACTTTCAACCAAATAATGGTTTGCCCAATAGAATAC
	GlicE^21      AAGAAATTTTGATGAGTGATTTGTTGCCCGGTATTGAAAAATTGTGTCGATTTTATTTTCCAACAGGRCCTCGTGTCATATCGCACTTTCAACCAAAYAATGGTTTGCCCAATARAATAC
	GlicE^22       AAGAAATTTTGATGAGTGATTTGTTACCCGGTATTGAAAAATTGTGTCGATTTTATTTTCCAACAGGACCTCGTGTCATATCGCACTTTCAACCAAACAATGGTTTGCCCAATAGAATAC
	GlicE^23       AAGAAATTTTGATGAGTGATTTGTTGCCCGGTATTGAAAAATTGTGTCGATTTTATTTTCCAACAGGACCTCGTGTCATATCGCACTTTCAACCAAAYAATGGTTTGCCCAATAGAATAC
	GlicE^24      AAGAAATTTTGATGAGTGATTTGTTGCCCGGTATTGAAAAATTGTGTCGATTTTATTTTCCAACAGGRCCTCGTGTCATATCGCACTTTCAACCAAATAATGGTTTGCCCAATARAATAC
	GlicE^25      AAGAAATTTTGATGAGTGATTTGTTGCCCGGTATTGAAAAATTGTGTCGATTTTATTTTCCAACAGGRCCTCGTGTCATATCGCACTTTCAACCAAATAATGGTTTGCCCAATAGAATAC
	GmorB^27    AAGAAATTTTGATGAGTGATTTGTTGCCCGGTATTGAAAAATTGTGTCGATTTTATTTTCCAACAGGACCTCGTGTCATATCGCACTTTCAACCAAATAATGGTTTGCCCAATAGAATAC
	GpasB^28    AAGAAATTTTGATGAGTGATTTGTTGCCCGGTATTGAAAAATTGTGTCGATTTTATTTTCCAACAGGACCTCGTGTCATATCGCACTTTCAACCAAATAATGGTTTGCCCAATAGAATAC


20 120
	GecuC^1     TTGCGCTTCAAAATAAAATTTTGGCCGACAACAAGACAAGATCTAGTACTTCTTTGACCCTGCC--AAAAAAACCTAACGTAATTCTACTATTTTTTATATCGTTTTGAAACAACTATAT
	GecuP^4     TTGCGCTTCAAAATAAAATKTTGGCCGACAACAAGGCAAGATCTAGTACTTCTTTGACCCTGCC-AAAAAAAACMTAACGTAATTCTACTATTTTTTATATCGTTTTGAAACAACTATAT
	GecuP^5      TTGTGCTTCAAAATAAAATTTTGGCCGACAACAAGGCAAGATCTAGTACTTCTTTGACCCTGCCAAAAAAAAACATAACGTAATTCTACTATTTTTTATATCGTTTTGAAACAACTATAT
	GecuP^6      TTGCGCTTCAAAATAAAATTTTGGCCGACAACAAGGCAAGATCTAGTACTTCTTTGACCCTGCC--AAAAAAACCTAACGNAATTCTACTATTTTTTATATCGTTTTGAAACAACTATAT
	GecuE^8      TTGCGCTTCAAAATRAAATTTTGGCCGACAACAAGGCAAGATCTAGTACTTCTTTGACCCTGCC--AAAAAAACATAACGTAATTCTACTATTTTTTATATCGTTTTGAAACAACTATAT
	GecuE^9       TTGCGCTTCAAAATAAAATTTTGGCCGACAACAAGGCAAGATCTAGTACTTCTTTGACCCTGCC--AAAAAAACMTAACGTAATTCTACTATTTTTTATATCGTTTTGAAACAACTATAT
	GecuE^10       TTGCGCTTCAAAATAAAATTTTGGCCGACAACAAGGCAAGATCTAGTACTTCTTTGACCCTGCC-AAAAAAAACATAACGTAATTCTACTATTTTTTATATCGTTTTGAAACAACTATAT
	GlicC^15     TTGCGCTTCAAAATAAAATTTTGGCCGACAACAAGGCAAGATCTAGTACTTCTTTGACCCTGCC--AAAAAAACMTAACGTAATTCTACTATTTTTTATATCGTTTTGAAACAACTATAT
	GlicC^16     TTGCGCTTCAAAATAAAATTTTGGCCGACAACAAKGCAAGATCTAGTACTTCTTTGACCCTGCC--AAAAAAACATAACGTAATTCTACTATTTTTTATATCGTTTTGAANCAACTATAT
	GlicP^17      TTGCGCTTCAAAATAAAATTTTGGCCGACAACAAGRCAAGATCTAGTACTTCTTTGACCCTGCC--AAAAAAACMTAACGTAATTCTACTATTTTTTATATCGTTTTGAAACAACTATAT
	GlicE^20      TTGCGCTTCAAAATAAAATTTTGGCCGACAACAAGGCAAGATCTAGTACTTCTTTGACCCTGCC--AAAAAAACATAACGTAATTCTACTATTTTTTATATCGTTTTGAAACAACTATAT
	GlicE^21      TTGCGCTTCAAAATAAAATTTTGGCCGACAACAAGGCAAGATCTAGTACTTCTTTGACCCTGCC--AAAAAAACATAACGTAATTCTACTATTTTTTATATCGTTTTGAAACAACTATAT
	GlicE^22      TTGCGCTTCAAAATAAAATTTTGGCCGACAACAAGGCAAGATCTAGTACTTCTTTGACCCTGCC--AAAAAAACATAACGTAATTCTACTATTTTTTATATCGTTTTGAAACAACTATAT
	GlicE^23       TTGCGCTTCAAAATAAAATTTTGGCCGACAACAAGGCAAGATCTAGTACTTCTTTGACMCTGCC-AAAAAAAACATAACGTAATTCTACTATTTTTTATATCGTTTTGAAACAACTATAT
	GlicE^24       TTGCGCTTCAAAATAAAATTTTGGCCGACAACAAGGCAAGATCYAGTACTTCTTTGACCCTGCC--AAAAAAACATAACGTAATTCTACTATTTTTTATATCGTTTTGAAACAACTATAT
	GlicE^25      TTGCGCTTCAAAATAAAATTTTGGCCGACAACAAGGCAAGATCTAGTACTTCTTTGACCCTGCC--AAAAAAACMTAACGTAATTCTACTATTTTTTATATCGTTTTGAAACAACTATAT
	GlicE^26      TTGCGCTTCAAAATAAAATTTTGGCCGACAACAAGGCAAGATCTAGTACTTCTTTGACMCTGCC-AAAAAAAACATAACGTAATTCTACTATTTTTTATATCGTTTTGAAACAACTATAT
	GmorB^27    TTGCGCTTCAAAATAAAATTTTGGCCGACAACAAGGCAAGATCTAGTACTTCTTTGACCCTGCC-AAAAAAAACATAACGTAATTCTACTATTTTTTATATCGTTTTGAAACAACTATAT
	GpasB^28    TTGCGCTTCAAAATAAAATTTTGGCCGACAACAAGGCAAGATCTAGTACTTCTTTGACCCTGCC--AAAAAAACATAACGTAATTCTACTATTTTTTATATCGTTTTGAAACAACTATAT
	GpasB^29    TTGCGCTTCAAAATAAAATTTTGGCCGACAACAAGACAAGATCTAGTACTTCTTTGACCCTGCC--AAAAAAACCTAACGTAATTCTACTATTTTTTATATCGTTTTGAAACAACTATAT


18 120
	GecuC^1     CATTTTCGAAATGAAATAAGCATCCCTAAAATCACATTTTCTTTCTACGTGTGGTGACAGCCCATTGGGATCTGCAAGTTATTCAGCTTGTCATAACCACAGTGTTCTMTGACTTTGTTA
	GecuC^2     CATTTTCGAAATGAAATAAGCATCCCTAAAATCACATTTTCTTTCTACGTGTGGTGACAGCCCATTGGGATCTGCAAGTTATTCAGCTTGTCATAACCACAGTGTTCTATGACTTTGTTA
	GecuP^4     CATTTTCGAAATGAAATAAGCATCCCTAAAATCACATTTTCTTTCTACGTGTGGTGACAGCCCATTGGGATCTGCAAGTTATTCAGCTTGTCATAACCACAGTGTTCTATGACTTTGTTA
	GecuP^5     CATTTTCGAAATGAAATAAGCATCCCTAAAATCACATTTTCTTTCTACGTGTGGTGACAGCCCACTGGGATCTGCAAGTTATTCAGCTTGTCATAACCACAGTGTTCTATGACTTTGTTA
	GecuP^6      CATTTTCGAAATGAAATAAGCATCCCTAAAATCACATTTTCTTTCTACGTGTGGTGACAGCCCATTGGGATCTGCAAGTTATTCAGCTTGTCATAACCACAGTGTTCTATGACTTTGTTA
	GecuP^7      CATTTTCGAAATGAAATAAGCATCCCTAAAATCACATTTTCTTTCTACGTGTGGTGACAGCCCATTGGGATCTGCAAGTTATTCAGCTTGTCATAACCACAGTGTTCTATGACTTTGTTA
	GecuE^8      CATTTTCGAAATGAAATAAGCATCCATAAAATCACATTTTCTTTCTACGTGTRGTGACAGCCCATTGGGATCTGCAAGTTATTCAGCTTGTCATAACCACAGTGTTCTATGACTTTGTTA
	GecuE^9       CATTTTCAAAATGAAATAAGCATCCCTAAAATCACATTTTCTTTCTACGTGTGGTGACAGCCCATTGGGATCTGCAAGTTATTCAGCTTGTCATAACCACAGTGTTCTATGACTTTGTTA
	GecuE^10      CATTTTCGAAATGAAATAAGCATCCATAAAATCACATTTTCTTTCTACGTGTRGTGACAGCCCATTGGGATCTGCAAGTTATTCAGCTTGTCATAACCACAGYGTTCTATGACTTTGTTA
	GlicC^15     CATTTTCGAAATGAAATAAGCATCCNTAAAATCACATTTTCTTTCTACGTGTGGTGACAGCCCATTGGGATCTGCAAGTTATTCAGCTTGTCATAACCACAGTGTTCTATGACTTTGTTA
	GlicP^17      CATTTTCGAAATGAAATAAGCATCCMTAAAATCACATTTTCTTTCTACGTGTGGTGACAGCCCATTGGGATCTGCAAGTTATTCAGCTTGTCATAACCACAGYGTTCTATGACTTTGTTA
	GlicE^20      CATTTTCGAAATGAAATAAGCATCCMTAAAATCACATTTTCTTTCTACGTGTGGTGACAGCCCATTGGGATCTGCAAGTTATTCAGCTTGTCATAACCACAGTGTTCTATGACTTTGTTA
	GlicE^21      CATTTTCGAAATGAAATAAGCATCCMTAAAATCACATTTTCTTTCTACGTGTGGTGACAGCCCATTGGRATCTGYAAGTTATTCAGCTTGTCATAACCACAGTGTTCTATGACTTTGTTA
	GlicE^22       CATTTTCGAAATGAAATAAGCATCCATAAAATCACATTTTCTTTCTACGTGTGGTGACAGCCCATTGGGATCTGCAAGTTATTCAGCTTGTCATAACCACAGTGTTCTATGACTTTGTTA
	GlicE^23       CATTTTCGAAATGAAATAAGCATCCATAAAATCACATTTTCTTTCTACGTGTGGTGACAGCCCATTGGGATCTGCAAGTTATTCAGCTTGTCATAACCACAGTGTTCTATGACTTTGTTA
	GlicE^24      CATTTTCGAAATGAAATAAGCATCCCTAAAATCACATTTTCTTTCTACGTGTGGTGACAGCCCATTGGGATCTGCAAGTTATTCAGCTTGTCATAACCACAGTGTTCTATGACTTTGTTA
	GmorB^27    CATTTTCGAAATGAAATAAGCATCCATAAAATCACATTTTCTTTCTACGTGTGGTGACAGCCCATTGGGATCTGCAAGTTATTCAGCTTGTCATAACCACAGCGTTCTATGACTTTGTTA
	GpasB^28    CATTTTCGAAATGAAATAAGCATCCATAAAATCACATTTTCTTTCTACGTGTGGTGACAGCCCATTGGGATCTGCAAGTTATTCAGCTTGTCATAACCACAGCGTTCTATGACTTTGTTA


18 120
	GecuC^1     TTTTCGAAATTGGCAGAAAAGTAGGTATATGGAAGATGGAAGCTAAAAGAACCAATTGAATAACGATTGAATCTAAAAGARATGGATTCTGAGAGAAATGAGAAAATTTCCACGCTAGAG
	GecuP^4     TTTTCGAAATTGGCAGAAAAGTAGGTATATGGAAGATGGRAGCTAAAAGAACCAATTGAATAACGATTGAATCTAAAAGAGATGGATTCTGAGAGAAATGAGAAAATTTCCACGCTAGAG
	GecuP^5     TTTTCGAAATTGGCAGAAAAGTAGGTATATGGAAGATGGRAGCTAAAAGAACCAATTGAATAACGATTGAATCTAAAAGAGATGGATTCTGAGAGAAATGAGAAAATTTCCACGCTAGAG
	GecuP^6      TTTTCGAAATTGGCAGAAAAGTAGGTATATGGAAGATGGRAGCTAAAAGAACCAATTGAATAACGATTGAATCTAAAAGARATGGATTCTGAGAGAAATGAGAAAATTTCCACGCTAGAG
	GecuE^8      TTTTCGAAATTGGCAGAAAAGTAGGTATATGGAAGATGGRAGCTAAAAGAACCAATTGAATAACGATTGAATCTAAAAGARATGGATTCTGAGAGAAATGAGAAAATTTCCACGCTAGAG
	GecuE^9       TTTTCGAAATTGGCAGAAAAGTAGGTATATGGAAGATGGRAGCTAAAAGAACCAATTGAATAACGATTGAATCTAAAAGAGATGGATTCTGAGAGAAATGAGAAAATTTCCACGCTAGAG
	GecuE^10      TTTTCGAAATTGGCAGAAAAGTAGGTATATGGAAGATGGAAGCTAAAAGAACCAATTGAATAACGATTGAATCTAAAAGARATGGATTCTGAGAGAAATGAGAAAATTTCCACGCTAGAG
	GlicC^15     TTTTCGAAATTGGCAGAAAAGTAGGTATATGGAAGATGGAAGCTAAAAGAACCAATTGAATAACGATTGAATCTAAAAGAGATGGATTCTGAGAGAAATGAGAAAATTTCCACGCTAGAG
	GlicP^17      TTTTCGAAATTGGCAGAAAAGTAGGTATAYGGAAGATGGAAGCTAAAAGAACCAATTGAATAACGATTGAATCTAAAAGAGATGGATTCTGAGAGAAATGAGAAAATTTCCACGCTAGAG
	GlicE^20      TTTTCGAAATTGGCAGAAAAGTAGGTATATGGAAGATGGAAGCTAAAAGAACCAATTGAATAACGATTGAATCTAAAAGAGATGGATTCTGAGAGAAATGAGAAAATTTCCACGCTAGAG
	GlicE^21      TTTTCGAAATTGGCAGAAAAGTAGGTATAYGGAAGATGGAAGCTAAAAGAACCAATTGAATAACGATTGAATCTAAAAGAGATGGATTCTGAGAGAAATGAGAAAATTTCCACGCTAGAG
	GlicE^22      TTTTCGAAATTGGCAGAAAAGTAGGTATATGGAAGATGGAAGCTAAAAGAACCAATTGAATAACGATTGAATCTAAAAGAGATGGATTCTGAGAGAAATGAGAAAATTTCCACGCTAGAG
	GlicE^23       TTTTCGAAATTGGCAGAAAAGTAGGTATATGGAAGATGGAAGCTAAAAGAACCAATTGAATAACGATTGAATCTAAAAGAGATGGATTCTGAGAGAAATGAGAAAATTTCCACGCTAGAG
	GlicE^24       TTTTCGAAATTGGCAGAAAAGTAGGTATATGGAAGATGGAAGCTAAAAGAACCAATTGAATAACGATTGAATCTAAAAGAGATGGATTCTGAGAGAAATGAGAAAATTTCCACGCTAGAG
	GlicE^25      TTTTCGAAATTGGCAGAAAAGTAGGTATAYGGAAGATGGAAGCTAAAAGAACCAATTGAATAACGATTGAATCTAAAAGAGATGGATTCTGAGAGAAATGAGAAAATTTCCACGCTAGAG
	GlicE^26      TTTTCGAAATTGGCAGAAAAGTAGGTATAYGGAAGATGGAAGCTAAAAGAACCAATTGAATAACGATTGAATCTAAAAGAGATGGATTCTGAGAGAAATGAGAAAATTTCCACGCTAGAG
	GmorB^27    TTTTCGAAATTGGCAGAAAAGTAGGTATATGGAAGATGGRAGCTAAAAGAACCAATTGAATAACGATTGAATCTAAAAGAGATGGATTCTGAGAGAAATGAGAAAATTTCCACGCTAGAG
	GpasB^28    TTTTCGAAATTGGCAGAAAAGTAGGTATATGGAAGATGGAAGCTAAAAGAACCAATTGAATAACGATTGAATCTAAAAGAGATGGATTCTGAGAGAAATGAGAAAATTTCCACGCTAGAG


21 120
	GecuC^1     GATTTCATTATTACCAGGACAAAATCCACACGTACCTGTCACCGACACGTTTATCAAATAGGATTATTGATAAACAAGCGTTCATTTTTGCTCAGATTTTCACAGAAATTGCCTTGGTGT
	GecuP^4     GATTTCATTATTACCAGGACAAAATCCACACGTAYCTGTCACCGACACGTTTATCAAATAGGATTATTGATAAACAAGCGTTCATTTTTGCTCAGATTTTCACAGAAATTGCCTTGGTGT
	GecuP^5     GATTTCATTATTACCAGGACAAAATCCACACGTACCTGTCACCGACACGTTTATCAAATAGGATTATTGATAAACAAGCGTTCATTTTTGCTCAGATTTTCACAGAAATTGCCTTGGTGT
	GecuP^6      GATTTCATTATTACCAGGACAAAATCCACACGTACCTGTCACCGACACGTTTATCAAATAGGATTATTGATAAACAAGCGTTCATTTTTGCTCAGATTTTCACAGAAATTGCCTTGGTGT
	GecuE^8      GATTTCATTATTACCAGGACAAAATCCACACGTACCTGTCACCGACACGTTTATCAAATAGGATTATTGATAAACAAGCGTTCATTTTTGCTCAGATTTTCACAGAAATTGCCTTGGTGT
	GecuE^9       GATTTCATTATTACCAGGACAAAATCCACACGTACCTGTCACCGACACGTTTATCAAATAGGATTATTGATAAACAAGCGTTCATTTTTGCTCAGATTTTCACAGAAATTGCCTTGGTGT
	GecuE^10       GATTTCATTATTACCAGGACAAAATCCACACGTAYCTGTCACCGACACGTTTATCAAATAGGATTATTGATAAACAAGCGTTCATTTTTGCTCAGATTTTCACAGAAATTGCCTTGGTGT
	GecuE^11       GATTTCATTATTACCAGGACAAAATCCACACGTACCTGTCACCGACACGTTTATCAAATAGGATTATTGATAAACAAGCGTTCATTTTTGCTCAGATTTTCACAGAAATTGCCTTGGTGT
	GecuE^12      GATTTCATTATTACCAGGACAAAATCCACACGTACCTGTCACCGACACGTTTATCAAATAGGATTATTGATAAACAAGCGTTCATTTTTGCTCAGATTTTCACAGAAATTGCCTTGGTGT
	GlicC^15     GATTTCATTATTACCAGGACAAAATCCACACGTACCTGTCACCGACACGTTTATCAAATAGGATTATTGATAAACAAGCGTTCATTTTTGCTCAGATTTTCACAGAAATTGNNTTGGTGT
	GlicC^16     GATTTCATTATTACCAGGACAAAATCCACACGTACCTGTCACCGACACGTTTATCAAATAGGATTATTGATAAACAAGCGTTCATTTTTGCTCAGATTTTCACAGAAATTGCCTTGGTGT
	GlicP^17      GATTTCATTATTACCAGGACAAAATCCACACGTACCTGTCANCGACACGTTTATCAAATAGGATTATTGATAAACAAGCGTTCATTTTTGCTCAGATTTTCACAGAAATTGCCTTGGTGT
	GlicP^18      GATTTCATTATTACCAGGACAAAATCCACACGTACCTGTCACCGACACGTTTATCAAATAGGATTATTGATAAACAAGCGTTCATTTTTGCTCAGATTTTCACAGAAATTGCCTTGGTGT
	GlicE^20      GATTTCATTATTACCAGGACAAAATCCACACGTACCTGTCACCGACACGTTTATCAAATAGGATTATTGATAAACAAGCGTTCATTTTTGCTCAGATTTTCACAGAAATTGCCTTGGTGT
	GlicE^21      GATTTCATTATTACCAGGACAAAATCCACACGTACCTGTCACCGACACGTTTATCAAATAGGATTATTGATAAACAAGCGTTCATTTTTGCTCAGATTTTCACAGAAATTGCCTTGGTGT
	GlicE^22       GATTTCATTATTACCAGGACAAAATCCACACGTACCTGTCACCGACACGTTTATCAAATAGGATTATTGATAAACAAGCGTTCATTTTTGCTCAGATTTTCACAGAAATTGCCTTGGTGT
	GlicE^23       GATTTCATTATTACCAGGACAAAATCCACACGTACCTGTCACCGACACGTTTATCAAATAGGATTATTGATAAACAAGCGTTCATTTTTGCTCAGATTTTCACAGAAATTGCCTTGGTGT
	GlicE^24      GATTTCATTATTACCAGGACAAAATCCACACGTACCTGTCACCGACACGTTTATCAAATAGGATTATTGATAAACAAGCGTTCATTTTTGCTCAGATTTTCACAGAAATTGCCTTGGTGT
	GlicE^25      GATTTCATTATTACCAGGACAAAATCCACACGTACCTGTCACCGACACGTTTATCAAATAGGATTATTGATAAACAAGCGTTCATTTTTGCTCAGATTTTCACAGAAATTGCCTTGGTGT
	GmorB^27    GATTTCATTATTACCAGGACAAAATCCACACGTACCTGTCACCGACACGTTTATCAAATAGGATTATTGATAAACAAGCGTTCATTTTTGCTCAGATTTTCACAGAAATTGCCTTGGTGT
	GpasB^28    GATTTCATTATTACCAGGACAAAATCCACACGTACCTGTCACCGACACGTTTATCAAATAGGATTATTGATAAACAAGCGTTCATTTTTGCTCAGATTTTCACAGAAATTGCCTTGGTGT


19 120
	GecuC^1     GTACGCATATATGTATATATATGTAATTGTGGGAAAATTTAGTTATAGATTCTAATTCAGCATTGTATACTATTGTTTTAGCTCCGCTTATCTTGTACTCGAGAATTTCTGACTTCAATC
	GecuP^4     GTACGCATATATGTATATATATGYAATTGTGGGAAAATTTAGTTATAGATTCTAATTCAGCATTGTATACTATTGTTTTAGCTCCGCTTATCTTGTACTCGAGAATTTCTGACTTCAATC
	GecuP^5     GTACGCATATATGTATATATATGTAATTGTGGGAAAATTTAGTTATAGATTCTAATTCAGCATTGTATACTATTGTTTTAGCTCCGCTTATCTTGTACTCGAGAATTTCTGACTTCAATC
	GecuP^6      GTACGCATATATGTATATATATGTAATTGTGGGAAAATTTAGTTATAGATTCTAATTCAGCATTGTATACTATTGTTTTAGCTCCGCTTATCTTGTACTCGAGAATTTCTGACTTCAATC
	GecuE^8      GTACGCATATATRTATATATATGYAATTGTGGGAAAATTTAGTTATAGATTCTAATTCAGCATTGTATRCTATTGTTTTAGCTCCGCTTATCTTGTACTCGAGAATTTCTGACTTCAATC
	GecuE^9       GTACGCATATATGTATATATATGTAATTGTGGGAAAATTTAGTTATAGATTCTAATTCAGCATTGTATRCTATTGTTTTAGCTCCGCTTATCTTGTACTCGAGAATTTCTGACTTCAATC
	GecuE^10       GTACGCATATATGTATATATATGTAATTGTGGGAAAATTTAGTTATAGATTCTAATTCAGCATTGTATACTATTGTTTTAGCTCCGCTTATCTTGTACTCGAGAATTTCTGACTTCAATC
	GecuE^11      GTACGCATATATGTATATATATGTAATTGTGGGAAAATTTAGTTATAGATTCTAATTCAGCATTGTATACTATTGTTTTAGCTCCGCTTATCTTGTACTCGAGAATTTCTGACTTCAATC
	GlicC^15     GTACGCATATATGTATATATATGTAATTGTGGGAAAATTTAGTTATAGATTCTAATTCAGCATTGTATGCTATTGTTTTAGMTCCGCTTATCTTGTACTCGAGGATTTCTGACTTCAATC
	GlicP^17      GTACGCATATATGTATATATATGTAATTGTGGGAAAATTTAGTTATAGATTCTAATTCAGCATTGTATACTATTGTTTTAGCTCCGCTTATCTTGTACTCGAGAATTTCTGACTTCAATC
	GlicE^20      GTACGCATATATGTATATATATGTAATTGTGGGAAAATTTAGTTATAGATTCTAATTCAGCATTGTATACTATTGTTTTAGCTCCGCTTATCTTGTACTCGAGAATTTCTGACTTCAATC
	GlicE^21      GTAMGCATATATGTATATATATGTAATTGTGGGAAAATTTAGTTATAGATTCTAATTCAGCATTGTATRCTATTGTTTTAGCTCCGCTTATCTTGTACTCGAGAATTTCTGACTTCAATC
	GlicE^22      GTACGCATATATGTATATATATGTAATTGTGGGAAAATTTAGTTATAGATTCTAATTCAGCATTGTATGCTATTGTTTTAGCTCCGCTTATCTTGTACTCGAGGATTTCTGACTTCAATC
	GlicE^23       GTACGCATATATGTATATATATGTAATTGTGGGAAAATTTAGTTATAGATTCTAATTCAGCATTGTATACTATTGTTTTAGCTCCGCTTATCTTGTACTCGAGAATTTCTGACTTCAATC
	GlicE^24       GTAMGCATATATGTATATATATGTAATTGTGGGAAAATTTAGTTATAGATTCTAATTCAGCATTGTATRCTATTGTTTTAGCTCCGCTTATCTTGTACTCGAGAATTTCTGACTTCAATC
	GlicE^25      GTACGCATATATGTATATATATGTAATTGTGGGAAAATTTAGTTATAGATTCTAATTCAGCATTGTATACTATTGTTTTAGCTCCGCTTATCTTGTACTCGAGAATTTCTGACTTCAATC
	GlicE^26      GTACGCATATATGTATATATATGTAATTGTGGGAAAATTTAGTTATAGATTCTAATTCAGCATTGTATACTATTGTTTTAGCTCCGCTTATCTTGTACTCGAGAATTTCTGACTTCAATC
	GmorB^27    GTACGCATATATGTATATATATNTAATTGTGGGAAAATTTAGTTATAGATTCTAATTCAGCATTGTATACTATTGTTTTAGCTCCGCTTATCTTGTACTCGAGAATTTCTGACTTCAATC
	GpasB^28    GTACGCATATATGTATATATATGTAATTGTGGGAAAATTTAGTTATAGATTCTAATTCAGCATTGTATRCTATTGYTTTAGCTCCGCTTATCTTGTACTCGAGAATTTCTRACTTCAATC


21 120
	GecuC^1     AGATTCTTTATCCGATCGAATCCATTATTCGATAACGTGGATCCAGCCCCGCTCTCCGATAACTTTTTCCAGCAAATAGTAAAAAACGTAAAGTTTTATAGTAAACTCTAGAAACCTACA
	GecuP^4     AGATTCTTTATYCGATCGAATCCATTATTCGATAACGTGGATCCAGCCCCGCTCTCCGATAACTTTTTCCAGCAAATAGTAAAAAACGTAAAGTTTTATAGTAAACTCTAGAAACCTACA
	GecuP^5     AGATTCTTTATCCGATCGAATCCATTATTYGATAACGTGGATCCAGCCCCGCTCTCCGRTAACTTTTTCCAGCAAATAGTAAAAAACGTAAAGTTTTATAGTAAACTCTAGAAACCTACA
	GecuP^6      AGATTCTTTATCCGATCGAATCCATTATTYGATAACGTGGATCCAGCCCCGCTCTCCGATAACTTKTTCCAGCAAATAGTAAAAAACGTAAAGTTTTATAGTAAACTCTAGAAACCTACA
	GecuP^7      AGATTCTTTATCCGATCGAATCCATTATTCGATAACGTGGATCCAGCCCCGCTCTCCGATAACTTTTTCCAGCAAATAGTAAAAAACGTAAAGTTTTATAGTAAACTCTAGAAACCTACA
	GecuE^8      AGATTCTTTATCCGATCGAATCCATTATTCGATAACGTGGATCCAGCCCCGCTCTCCGATAACTTTTTCCAGCAAATAGTAAAAAACGTAAAGTTTCATAGTAAACCCTAGAAACCTACG
	GecuE^9       AGATTCTTTATCCGATCGAATCCATTATTCGATAACGTGGATCCAGCCCCGCTCTCCGATAACTTTTTCCAGCAAATAGTAAAAAACGTAAAGTTTYATAGTAAACYCTAGAAACCTACA
	GecuE^10       AGATTCTTTATCCGATCGAATCCATTATTCGATAACGTGGATCCAGCCCCGCTCTCCGATAACTTTTTCCAGCAAATAGTAAAAAACGTAAAGTTTCATAGTAAACCCTAGAAACCTACA
	GecuE^11      AGATTCTTTATCCGATCGAATCCATTATTCGATAACGTGGATCCAGCCCCGCTCTCCGATAACTTTTTCCAGCAAATAGTAAAAAACGTAAAGTTTYATAGTAAACYCTAGAAACCTACA
	GlicC^15     AGATTCTTTATCCGATCGAATCCATTATTCGATAACGTGGATCCAGMCCCGCTCTCCGATAACTTTTTCCAGCAAATAGTAAAAAACGTAAAGTTTTATAGTAAACTCTAGAAACCTACA
	GlicP^17      AGATTCTTTATCCGATCGAATCCATTATTCGATAACGTGGATCCAGCCCCGCTCTCCGATAACTTTTTCCAGCAAATAGTAAAAAACGTAAAGTTTTATAGTAAACTCTAGAAACCTACA
	GlicP^18      AGATTCTTTATCCGATCGAATCCATTATTCGATAACGTGGATCCAGCCCCGCTCTCCGATAACTTTTTCCAGCAAATAGTAAAAAACGTAAAGTTTCATAGTAAACCCTAGAAACCTACA
	GlicE^20      AGATTCTTTATCCGATCGAATCCATTATTCGATAACGTGGATCCAGCYCCGCTCTCCGATAACTTTTTCCAGCAAATAGTAAAAAACGTAAAGTTTYATAGTAAACYCTAGAAACCTACA
	GlicE^21      AGATTCTTTATTCGATCGAATCCATTATTCGATAACGTGGATCCAGCCCCGCTCTCCGATAACTTTTTCCAGCAAATAGTAAAAAACGTAAAGTTTTATAGTAAACTCTAGAAACCTACA
	GlicE^22       AGATTCTTTATYCGATCGAATCCATTATTCGATAACGTGGATCCAGCCCCGCTCTCCGATAACTTTTTCCAGCAAATAGTAAAAAACGTAAAGTTTTATAGTAAACTCTAGAAACCTACA
	GlicE^23       AGATTCTTTATCCGATCGAATCCATTATTCGATAACGTGGATCCAGCCCCGCTCTCCGATAACTTTTTCCAGCAAATAGTAAAAAACGTAAAGTTTYATAGTAAACYCTAGAAACCTACA
	GlicE^24      AGATTCTTTATCCGATCGAATCCATTATTCGATAACGTGGATCCAGCCCCGCTCTCCGATAACTTTTTCCAGCAAATAGTAAAAAACGTAAAGTTTYATAGTAAACYCTAGAAACCTACA
	GlicE^25      AGATTCTTTATCCGATCGAATCCATTATTCGATAACGTGGATCCAGCCCCGCTCTCCGATAACTTTTTCCAGCAAATAGTAAAAAACGTAAAGTTTTATAGTAAACTCTAGAAACCTACA
	GmorB^27    AGATTCTTTATCCGATCGAATCCATTATTTGATAACGTGGATCCAGCCCCGCTCTCCGGTAACTTTTTCCAGCAAATAGTAAAAAACGTAAAGTTTTATAGTAAACTCTAGAAACCTACA
	GpasB^28    AGATTCTTTATTCGATCGAATCCATTATTCGATAACGTGGATCCAGCCCCGCTCTCCGATAACTTTTTCCAGCAAATAGTAAAAAACGTAAAGTTTTATAGTAAACTCTAGAAACCTACA
	GpasB^29    AGATTTTTTATTCGATCGAATCCATTATTCGATAACGTGGATCCAGCCCCGCTCTCCGATAACTTTTTCCAGCAAATAGTAAAAAACGTAAAGTTTTATAGTAAACTCTAGAAACCTACA


18 120
	GecuC^1     CAAGTTCAAGCAACTAACCGGTGAGCAACGTCATAGTATATAGCAAAAATTGTTGCAGTTGAAAGAAGGCCAGAAGCTGAAGCATGGGAGTATAAATAAAATTGCMGCTGAACTTGKGGT
	GecuP^4     CAARTTCAAGYAACTAACCGGTGAGCAACGTCATAGTATATAGCAAAAATTGTTGCAGTTGAAAGAAGGCCAGAAGCTGAAGCATGGGAGTRTAAATAAAATTGCAGCTGAACTTGGGGT
	GecuE^8      CAAGTTCAAGCAACTAACCGGTGAGCAACGTCATAGTATATAGCAAAAATTGTTGCAGTTGAAAGAAGGCCAGAAGCTGAAGCATGGGAGTATAAATAAAATTGCAGCTGAACTTGGGGT
	GecuE^9       CAAGTTCAAGCAACTAACCGGTGAGCAACGTCMTAGTATATAGCAAAAATTGTTGCAGTTGAAAGAAGGCCAGAAGCTGAAGCATGGGAGTATAAATAAAATTGCAGCTGAACTTGGGGT
	GecuE^10       CAAGTTCAAGCAACTAACCGGTGAGCAACGTCATAGTATATAGCAAAAAWTGTTGCAGTTGAAAGAAGGCCAGAAGCTGAAGCATGGGAGTRTAAATAAAATTGCAGCTGAACTTGGGGT
	GecuE^11      CAAGTTCAAGCAACTAACCGGTGAGCAACGTCATAGTATATAGCAAAAATTGTTGCAGTTGAAAGAAGGCCAGAAGCTGAAGCATGGGAGTATAAATAAAATTGCAGCTGAACTTGGGGT
	GlicC^15     CAAGTTCAAGCAACTAACCGGTGAGCAACGTCATAGTATATAGCAAAAATTGTTGCAGTTGAAAGAAGGCCAGAAGCTGAAGCATGGGAGTATAAATAAAATTGTAGCTGAACTTGGGG-
	GlicC^16     CAAGTTCAAGCAACTAACCGGTGAGCAACGTCATAGTATATAGCAAAAATTGTTGCAGTTGAAAGAAGGCCAGAAGCTGAAGCATGGGAGTATAAATAAAATTGCAGCTGAACTTGGGGT
	GlicP^17      CAAGTTCAAGCAACTAACCGGTGAGCAACGTCATAGTATATAGC-AAAATTGTTGCAGTTGAAAGAAGGCCAGAAGCTGAAGCATGGGAGTATAAATAAAATTGCAGCTGAACTTGGGGT
	GlicE^20      CAAGTTCAAGCAACTAACCGGTGAGCAACGTCATAGTATATAGCAAAAATTGTTGCAGTTGAAAGAAGGCCAGAAGCTGAAGCATGGGAGTATAAATAAAATTGCAGCTGAACTTGGGG-
	GlicE^21      CAAGTTCAAGCAACTAACCGGTGAGCAACGTCATAGTATATAGCAAAAATTGTTGCAGTTGAAAGAAGGCCAGAAGCTGAAGCATGGGAGTGTAAATAAAATTGCAGCTGAACTTGGGGT
	GlicE^22       CAAGTTCAAGCAACTAACCGGTGAGCAACGTCATAGTATATAGCAAAAATTGTTGCAGTTGAAAGAAGGCCAGAAGCTGAAGCATGGGAGTATAAATAAAATTGCAGCTGAACTTGGGGT
	GlicE^23       CAAGTTCAAGCAACTAACCGGTGAGCAACGTCATAGTATATAGCAAAAATTGTTGCAGTTGAAAGAAGGCCAGAAGCTGAAGCATGGGAGTATAAATAAAATTGCAGCTGAACTTGGGGT
	GlicE^24      CAAGTTCAAGCAACTAACCGGTGAGCAACGTCATAGTATATAGCAAAAATTGTTGCAGTTGAAAGAAGGCCAGAAGCTGAAGCATGGGAGTATAAATAAAATTGCAGCTGAACTTGGGGT
	GlicE^25      CAAGTTCAAGCAACTAACCGGTGAGCAACGTCATAGTATATAGCAAAAATTGTTGCAGTTGAAAGAAGGCCAGAAGCTGAAGCATGGGAGTATAAATAAAATTGCAGCTGAACTTGGGGT
	GmorB^27    CAAGTTCAAGCAACTAACCGGTGAGCAACGTCATAGTATATAGCAAAAATTGTTGCAGTTGAAAGAAGGCCAGAAGCTGAAGCATGGGAGTATAAATAAAATTGCAGCTGAACTTGGGGT
	GpasB^28    CAAGTTCAAGCAACTAACCGGTGAGCAACGTCATAGTATATAGCAAAAAATGTTGCAGTTGAAAGAAGGCCAGAAGCTGAAGCATGGGAGTATAAATAAAATTGCAGCTGAACTTGGGGT
	GpasB^29    CAAGTTCAAGCAACTAACCGGTGAGCAACGTCATAGTATATAGCAAAAAATGTTGCAGTTGAAAGAAGGCCAGAAGCTGAAGCATGGGAGTATAAATAAAATTGCAGCTGAACTTGGGGT


20 120
	GecuC^1     GCGGTGGTGGTCGTCTTATTTTGTTTTCCTTTTTGGTATAAAGTAATTGATATTTATTAGCCTAGAACGTCGGAAAGTTTTCAATCCCAACATTTCGTATTCATTACGATTTCGTACACT
	GecuP^4     GCGGTGGTGGTCGTCTTATTTTGTTTTCCTTTTTGGTATAAAGTAATTGATATTTATTAGCCTAGAACGTCGGAAAGTTTTCAATCCCAACATTTCGTATTCATTACGATTTCGTACACT
	GecuP^5      GCGGTGGTGGTCGTCTTATTTTGTTTTCCTTTTTGGTATAAAGTAATTGATATTTATTAGCCTAGAACGTCGGAAAGTTTTCAATCCCAACATTTCGTATTCATTACGATTTCGTACACT
	GecuE^8      GCGGTGGTGGTCGTCTTATTTTGTTTTCCTTTTTGGTATAAAGTAATTGATATTTATTAGCCTAGAACGYCRGAAAGTTTTCAATCCCAACATTTCGTATTCATTACGATTTCGTACACT
	GecuE^9       GCGGTGGTGGTCGTCTTATTTTGTTTTCCTTTTTGGTATAAAGTAATTGATATTTATTAGCCTAGAACGTCGGAAAGTTTTCAATCCCAACATTTCGTATTCATTACGATTTCGTACACT
	GecuE^10       GCGGTGGTGGTCGTCTTATTTTGTTTTCCTTTTTGGTATAAAGTAATTGATATTTATTAGCCTAGAACGTCGGAAAGTTTTCAATCCCAACATTTCGTATTCATTACGATTTCGTACACT
	GecuE^11      GCGGTGGTGGTCGTCTTATTTTGTTTTCCTTTTTGGTATAAAGTAATTGATATTTATTAGCCTAGAACGTCGGAAAGTTTTCAATCCCAACATTTCGTATTCATTACGATTTCGTACACT
	GlicC^15     GCGGTGGTGGTCGTCTTATTTTGTTTTCCTTTTTGGTATAAAGTAATTGATATTTATTAGCCTAGAACGTCGGAAAGTTTTCAATCCCAACATTTCGTATTCATTACGATTTCGTACACT
	GlicP^17      GCGGTGGTGGTCGTCTTATTTTGTTTTCCTTTTTGGTATAAAGTAATTGATATTTATTAGCCTAGAACGTCGGAAAGTTTTCAATCCCAACATTTCGTATTCATTACGATTTCGTACACT
	GlicP^18      GCGGTGGTGGTCGTCTTATTTTGTTTTCCTTTTTGGTATAAAGTAATTGATATTTATTAGCCTAGAACGTCGGAAAGTTTTCAATCCCAACATTTCGTATTCATTACGATTTCGTACACT
	GlicE^20      GCGGTGGTGGTCGTCTTATTTTGTTTTCCTTTTTGGTATAAAGTAATTGATATTTATTAGCCTAGAACGTCGGAAAGTTTTCAATCCCAACATTTCGTATTCATTACGATTTCGTACACT
	GlicE^21      GCGGTGGTGGTCGTCTTATTTTGTTTTCCTTTTTGGTATAAAGTAATTGATATTTATTAGCCTAGAACGTCGGAAAGTTTTCAATCCCAACATTTCGTATTCATTACGATTTCGTACACT
	GlicE^22      GCGGTGGTGGTCGTCTTATTTTGTTTTCCTTTTTGGTATAAAGTAATTGATATTTATTAGCCTAGAACGTCGGAAAGTTTTCAATCCCAACATTTCGTATTCATTACGATTTCGTACACT
	GlicE^23       GCGGTGGTGGTCGTCTTATTTTGTTTTCCTTTTTGGTATAAAGTAATTGATATTTATTAGCCTAGAACGTCGGAAAGTTTTCAATCCCAACATTTCGTATTCATTACGATTTCGTACACT
	GlicE^24       GCGGTGGTGGTCGTCTTATTTTGTTTTCCTTTTTGGTATAAAGTAATTGATATTTATTAGCCTAGAACGTCGGAAAGTTTTCAATCCCAACATTTCGTATTCATTACGATTTCGTACACT
	GlicE^25      GCGGTGGTGGTCGTCTTATTTTGTTTTCCTTTTTGGTATAAAGTAATTGATATTTATTAGCCTAGAACGTCGGAAAGTTTTCAATCCCAACATTTCGTATTCATTACGATTTCGTACACT
	GlicE^26      GCGGTGGTGGTCGTCTTATTTTGTTTTCCTTTTTGGTATAAAGTAATTGATATTTATTAGCCTAGAACGTCGGAAAGTTTTCAATCCCAACATTTCGTATTCATTACGATTTCGTACACT
	GmorB^27    GCGGTGGTGGTCGTCTTATTTTGTTTTCCTTTTTGGTATAAAGTAATTGATATTTATTAGCCTAGAACGTCGGAAAGTTTTCAATCCCAACATTTCGTATTCATTACGATTTCGTACACT
	GpasB^28    GCGGTGGTGGTCGTCTTATTTTGTTTTCCTTTTTGGTATAAAGTAATTGATATTTATTAGCCTAGAACGTCGGAAAGTTTTCAATCCCAACATTTCGTATTCATTACGATTTCGTACACT
	GpasB^29    GCGGTGGTGGTCGTCTTATTTTGTTTTCCTTTTTGGTATAAAGTAATTGATATTTATTAGCCTAGAACGTCGGAAAGTTTTCAATCCCAACATTTCGTATTCATTACGATTTCGTACACT


18 120
	GecuC^1     TTCCACCTTCTGAAATTCATAATTTTCACGGCACCCAGTAGCTTCCATTTTGTTCCTCTTTCTTCATCCCTATAATCATGTACTTTGTCTTCTTCTCGTTTATTATCAGTCCATACTTTC
	GecuC^2     TTCCACCTTCTGAAATTCATAATTTTCACGGCACCCAGTAGCTTCCATTTTGTTCCTCTTTCTTCATCCCTATAATCATGTACTTTGTCTTCTTCTCGTTTATTATCAGTCCATACTTTC
	GecuP^4     TTCCACCTTCTGAAATTCATAATTTTCACGGCACCCAGTAGCTTCCATTTTGTTCCTCTTTCTTCATCCCTATAATCATGTACTTTGTCTTCTTCTCGTTTATTATCAGTCCATACTTTC
	GecuP^5      TTCCACCTTCTGAAATTCATAATTTTCACGGCACCCAGTAGCTTCCATTTTGTTCCTCTTTCTTCATCCCTATAATCATGTACTTTGTCTTCTTCTCGTTTATTATCAGTCCATACTTTC
	GecuE^8       TTCCACCTTCTGAAATTCATAATTTTCACGGCACCCAGTAGCTTCCATTTTGTTCCTCTTTCTTCATCCCTATAATCATGTACTTTGTCTTCTTCTCGTTTATTATCAGTCCATACTTTT
	GecuE^9       TTCCACCTTCTGAAATTCATAATTTTCACGGCACCCAGTAGCTTCCATTTTGTTCCTCTTTCTTCATCCCTATAATCATGTACTTTGTCTTCTTCTCGTTTATTATCAGTCCATACTTTC
	GecuE^10      TTCCACCTTCTGAAATTCATAATTTTCACGGCACCCAGTAGCTTCCATTTTGTTCCTCTTTCTTCATCCCTATAATCATGTACTTTGTCTTCTTCTCGTTTATTATCAGTCCATACTTTC
	GlicC^15     TTCCACCTTCTGAAATTCATAATTTTCACGGCACCCAGTAGCTTCCATTTTATTCCTCTTTCTTCATCCCTATAATCATGTACTTTGTCTTCTTCTCGTTTATTATCAGTCCATACTTTC
	GlicP^17      TTCCACCTTCTGAAATTCATAATTTTCACGGCACCCAGTAGCTTCCATTTTRTTCCTCTTTCTTCATCCCTATAATCATGTACTTTGTCTTCTTCTCGTTTATTATCAGTCCATACTTTC
	GlicP^18      TTCCACCTTCTGAAATTCATAATTTTCACGGCACCCAGTAGNTTCCATTTTGTTCCTCTTTCTTCATCCCTATAATCATGTACTTTGTCTTCTTCTCGTTTATTATCAGTCNATACTTTC
	GlicE^20      TTCCACCTTCTGAAATTCATAATTTTCACGGCACCCAGTAGCTTCCATTTTGTTCCTCTTTCTTCATCCCTATAATCATGTACTTTGTCTTCTTCTCGTTTATTATCAGTCCATACTTTC
	GlicE^21      TTCCACCTTCTGAAATTCATAATTTTCACGGCACCCAGTAGCTTCCATTTTGTTCCTCTTTCTTCRTCCCTATAATCATGTACTTTGTCTTCTTCTCGTTTATTATCAGTCCATACTTTC
	GlicE^22      TTCCACCTTCTGAAATTCATAATTTTCACGGCACCCAGTAGCTTCCATTTTGTTCCTCTTTCTTCATCCCTATAATCATGTACTTTGTCTTCTTCTCGTTTATTATCAGTCCATACTTTC
	GlicE^23       TTCCACCTTCTGAAATTCATAATTTTCACGGCACCCAGTAGCTTCCATTTTATTCCTCTTTCTTCATCCCTATAATCATGTACTTTGTCTTCTTCTCGTTTATTATCAGTCCATACTTTC
	GlicE^24       TTCCACCTTCTGAAATTCATAATTTTCACSGCACCCAGTAGCTTCCATTTTGTTCCTCTTTCTTCATCCCTATAATCATGTACTTTGTCTTCTTCTCGTTTATTATCAGTCCATACTTTC
	GlicE^25      TTCCACCTTCTGAAATTCATAATTTTCACGGCACCCAGTAGCTTCCATTTTRTTCCTCTTTCTTCATCCCTATAATCATGTACTTTGTCTTCTTCTCGTTTATTATCAGTCCATACTTTC
	GmorB^27    TTCCACCTTCTGAAATTCATAATTTTCACGGCACCCAGTAGCTTCCATTTTGTTCCTCTTTCTTCATCCCTATAATCATGTACTTTGTCTTCTTCTCGTTTATTATCAGTCCATACTTTC
	GpasB^28    TTCCACCTTCTGAAATTCATAATTTTCACGGCACCCAGTAGCTTCCATTTTGTTCCTCTTTCTTCATCCCTATAATCATGTACTTTGTCTTCTTCTCGTTTATTATCAGTCCATACTTTC


20 120
	GecuC^1     TATAATAAACTGCAATAGCATTATCAAAACCGTCGACAATTGACYAAATGTTTGTATGAAACACTTCGCTAGATTTCCAATTTTTATCACGGTATCTTGATTGTTCAGAACGTTGCAAAG
	GecuP^4     TATAATAAACTGCAATAGCATTATCAAAACCGTCGACAATTGACYAAATGTTTGTATGAAACACTTCGCTAGATTTCCAATTTTTATCACGGTATCTTGATTGTTCAGAACGTTGCAAAG
	GecuP^5     TATAATAAACTGCAATAGCATTATCAAAACCGTCGACAATTGACYAAATGTTTGTATGAAACACTTCGCTAGATTTCCAATTTTTATCACGGTATCTTGATTGTTCAGAACGTTGCAAAG
	GecuP^6      TATAATAAACTGCAATAGCATTATCAAAACCGTCGACAATTGACYAAATGTTTGTATGAAACACTTCGCTAGATTTCCAATTTTTATCACGGTATCTTGATTGTTCAGAACGTTGCAAAG
	GecuP^7      TATAATAAACTGCAATAGCATTATCAAAACCGTCGACAATTGACYAAATGTTTGTATGAAACACTTCGCTAGATTTCCAATTTTTATCACGGTATCTTGATTGTTCAGAACGTTGCAAAG
	GecuE^8      TATAATAAACTGCAATAGCATTATCAAAACCGTCGACAATTGACYAAATGTTTGTATGAAACACTTCGCTAGATTTCCAATTTTTATCACGGTATCTTGATTGTTCAGAACGTTGCAAAG
	GecuE^9       TATAATAAACTGCAATAGCATTATCAAAACCGTCGACAATTGACYAAATGTTTGTATGAAACACTTCGCTAGATTTCCAATTTTTATCACGGTATCTTGATTGTTCAGAACGTTGCAAAG
	GecuE^10       TATAATAAACTGCAATAGCATTATCAAAACCGTCGACAATTGACYAAATGTTTGTATGAAACACTTCGCTAGATTTCCAATTTTTATCACGGTATCTTGATTGTTCAGAACGTTGCAAAG
	GecuE^11      TATAATAAACTGCAATAGCATTATCAAAACCGTCGACAATTGACCAAATGTTTGTATGAAACACTTCGCTAGATTTCCAATTTTTATCACGGTATCTTGATTGTTCAGAACGTTGCAAAG
	GlicC^15     TATAATAAACTGCAATAGCATTATCAAAACCGTCGACAATTGACYAAATGTTTGTATGAANCACTTCGCTAGATTTCCAATTTTTATCACGGTATCTTGATTGTTCAGAACGTTGCAAAG
	GlicP^17      TATAATAAACTGCAATAGCATTATCAAAACCGTCGACAATTGACTAAATGTTTGTATGAAACACTTCGCTAGATTTCCAATTTTTATCACGGTATCTTGATTGTTCAGAACGTTGCAAAG
	GlicE^20      TATAATAAACTGCAATAGCATTATCAAAACCGTCGACNATTGACTAAATGTTTGTATGAAACACTTCGCTAGATTTCCAATTTTTATCACGGTATCTTGATTGTTCAGAACGTTGCAAAG
	GlicE^21      TATAATAAACTGCAATAGCATTATCAAAACCGTCGACAATTGACTAAATGTTTGTATGAAACACTTCGCTAGATTTCCAATTTTTATCACGGTATCTTGATTGTTCAGAACGTTGCAAAG
	GlicE^22      TATAATAAACTGCAATAGCATTATCAAAACCGTCGACAATTGACTAAATGTTTGTATGAAACACTTCGCTAGATTTCCAATTTTTATCACGGTATCTTGATTGTTCAGAACGTTGCAAAG
	GlicE^23       TATAATAAACTGCAATAGCATTATCAAAACCGTCGACAATTGACTAAATGTTTGTATGAAACACTTCGCTAGATTTCCAATTTTTATCACGGTATCTTGATTGTTCAGAACGTTGCAAAG
	GlicE^24       TATAATAAACTGCAATAGCATTATCAAAACCGTCGACAATTGACTAAATGTTTGTATGAAACACTTCGCTAGATTTCCAATTTTTATCACGGTATCTTGATTGTTCAGAACGTTGCAAAG
	GlicE^25      TATAATAAACTGCAATAGCATTATCAAAACCGTCGACAATTGACTAAATGTTTGTATGAAACACTTCGCTAGATTTCCAATTTTTATCACGGTATCTTGATTGTTCAGAACGTTGCAAAG
	GlicE^26      TATAATAAACTGCAATAGCATTATCAAAACCGTCGACAATTGACTAAATGTTTGTATGAAACACTTCGCTAGATTTCCAATTTTTATCACGGTATCTTGATTGTTCAGAACGTTGCAAAG
	GmorB^27    TATAATAAACTGCAATAGCATTATCAAAACCGTCGACAATTGACYAAATGTTTGTATGAAACACTTCGCTAGATTTCCAATTTTTATCACGGTATCTTGATTGTTCAGAACGTTGCAAAG
	GpasB^28    TATAATAAACTGCAATAGCATTATCAAAACCGTCGACAATTGACCAAATGTTTGTATGAAACACTTCGCTAGATTTCCAATTTTTATCACGGTATCTTGATTGTTCAGAACGTTGCAAAG


17 120
	GecuC^1     AAAAAGTCATTCGNGAAACATGACAAATAGACGAATCAAGCAACAATTTT-ATCTATATATATTCCACGGCGAACGGG-AAAAAAAAAACTCTCCCATACCACTCGCACGAACAATAAAA
	GecuP^4     AAAAAGTCATTCGGGAAACATGACAAATAGACGAATCAAGCAACAATTTTCATCTATATATATTCCACGGCGAACGGG-AAAAAAAAAACTCTCCCATACCACTCGCACGAACAATAAAA
	GecuE^8      AAAAAGTCATTCGGGAAACATGACAAATAGACGAATCAAGCAACAATTTTCATCTATATATATTCCACGGCGAACGGNARAAAAAAAAACTCTCCCATACCACTCGCRCGAACAATAAAA
	GecuE^9       AAAAAGTCATTCGGGAAACATGACAAATAGACGAATCAAGCAACAATTTTCATCTATATATATTCCACGGCGAACGGGAAAAAAAAAAACTCTCCCATACYACTCGCACGAACAATAAAA
	GecuE^10       AAAAAGTCATTCGGGAAACATGACAAATAGACGAATCAAGCARCAATTTTCATCTATATATATTCCAYGGCGAACGGGAAAAAAAAAAACTCTCCCATACCACTCGCACGAACAATAAAA
	GecuE^11      AAAAAGTCATTCGGGAAACATGACAAATAGACGAATCAAGCAACAATTTTCATCTATATATATTCCACGGCGAACGGR-AAAAAAAAAACTCTCCCATACCACTCGCGCGAACAATAAAA
	GlicC^15     AAAAAGTCATTCGGGAAACATGACAAATAGACGAATCAAGCAACAATTTTCATCTATATATATTCCACGGCGAACGGG--AAAAAAAAACTCTCCCATACCACTCGCACGAACAATAAAA
	GlicP^17      AAAAAGTCATTCGGGAAACATGACAAATAGACGAATCAAGCAACAATTTTCATCTATATATATTCCACGGCGAACGGGGAAAAAAAAAACTCTCCCATACCACTCGCACGAACAATAAAA
	GlicE^20      AAAAAGTCATTCGGGAAACATGACAAATAGACGAATCAAGCAACAATTTTCATCTATATATATTCCACGGCGAACGGG-AAAAAAAAAACTCTCCCATACCACTCGCACGAACAATAAAA
	GlicE^21      AAAAAGTCATTCGGGAAACATGACAAATAGACGAATCAAGCAACAATTTTCATCTATATATATTCCACGGCGAACGGGARAAAAAAAAACTCTCCCATACCACTCGCACGAACAATAAAA
	GlicE^22       AAAAAGTCATTCGGGAAACATGACAAATAGACGAATCAAGCARCAATTTTCATCTATATATATTCCAYGGCGAACGGG-AAAAAAAAAACTCTCCCATACCACTCGCACGAACAATAAAA
	GlicE^23       AAAAAGTCATTCGGGAAACATGACAAATAGACGAATCAAGCAGCAATTTTCATCTATATATATTCCATGGCGAACGGG-AAAAAAAAAACTCTCCCATACCACTCGCACGAACAATAAAA
	GlicE^24      AAAAAGTCATTCGGGAAACATGACAAATAGACGAATCAAGCAACAATTTTCATCTATATATATTCCACGGCGAACGGG--NAAAAAAAACTCTCCCATACCACTCGYACGAACAATAAAA
	GlicE^25      AAAAAGTCATTCGGGAAACATGACAAATAGACGAATCAAGCARCAATTTTCATCTATATATATTCCAYGGCGAACGGG-AAAAAAAAAACTCTCCCATACCACTCGCACGAACAATAAAA
	GmorB^27    AAAAAGTCATTCGGGAAACATGACAAATAGACGAATCAAGCAACAATTTTCATCTATATATATTCCACGGCGAACGGGAAAAAAAAAAACTCTCCCATACCACTCGCACGAACAATAAAA
	GpasB^28    AAAAAGTCATTCGGGAAACATGACAAATAGACGAATCAAGCAACAATTTTCATCTATATATATTCCACGGCGAACGGG-AAAAAAAAAACTCTCCCATACCACTCGCACGAACAATAAAA
	GpasB^29    AAAAAGTCATTCGGGAAACATGACAAATAGACGAATCAAGCAACAATTTTCATCTATATATATTCCACGGCGAACGGG-AAAAAAAAAACTCTCCCATACCACTCGCACGAACAATAAAA


21 120
	GecuC^1     GGAAACAAGTAAATTTAGGTATACTAAGTATAATATGTTTTGTCATTGCGTTTTGGATGAGACTATGTACAAATGATCAAAAACAGAGGTTGATATTTCAAAAAAATTGTTTTTTTTGTA
	GecuC^2     GGAAACAAGTAAATTTAGGTATACTAAGTATAATATGTTTTGTCATTGCGTTTTGGATGAGACTATGTACAAATGATCAAAAACAGAGGTTGATATTTCAAAAAAATTGTTTTTTTTGTA
	GecuP^4     GGAAACAAGTAAATTTAGGTATACTAAGTATAATATGTTTTGTCATTGCGTTTTGGATGAGACTATGTACAAAKGATCAAAAACAGAGRTTGATATTTCAAAAAAATTGTTTTTTTTGTA
	GecuP^5     GGAAACAAGTAAATTTAGGTATACTAAGTATAATATGTTTTGTCATTGCGTTTTGGATGAGACTATGTACAAATGATCAAAAACAGAGGTTGATATTTCAAAAAAATTGTTTTTTTTGTA
	GecuP^6      GGAAACAAGTAAATTTAGGTATRCTAAGTATAATATGTTTTGTCATTGCGTTTTGGATGAGACTATGTACAAATGATCAAAAACAGAGRTTGATATTTCAAAAAAATTGTTTTTTTTGTA
	GecuE^8      GGAAACAAGTAAATTTAGGTATACTAAGTATAATATGTTTTGTCATTGCGTTTTGGATGAGACTATGTACAAATGATCAAAAACAGAGGTTGATATTTCAAAAAAATTGTTTTTTTTGTA
	GecuE^9       GGAAACAAGTAAATTTAGGTATACTAAGTATAATATGTTTTGTCATTGCGTTTTGGATGAGACTATGTACAAATGATCAAAAACAGAGGTTGATATTTCAAAAAAATTGTTTTTTTTGTA
	GecuE^10       GGAAACAAGTAAATTTAGGTATACTAAGTATAATATGTTTTGTCATTGCGTTTTGGATGAGACTATGTACAAATGATCAAAAACAGAGGTTGATATTTCAAAAAAATTGTTTTTTTTGTA
	GecuE^11      GGAAACAAGTAAATTTAGGTATACTAAGTATAATATGTTTTGTCATTGCGTTTTGGATGAGACTATGTACAAATGATCAAAAACAGAGGTTGATATTTCAAAAAAATTGTTTTTTTTGTA
	GlicC^15     GGAAACAAGTAAATTTAGGTATACTAAGTATAATATGTTTTGTCATTGCGTTTTGGATGAGACTATGTACAAATGATCAAAAACAGAGRTTGATATTTCAAAAAAATTGTTTTTTTTGTA
	GlicP^17      GGAAACAAGTAAATTTAGGTATACTAAGTATAATATGTTTTGTCATTGCGTTTTGGATGAGACTATGTACAAATGATCAAAAACAGAGGTTGATATTTCAAAAAAATTGTTTTTTTTGTA
	GlicP^18      GGAAACAAGTAAATTTAGGTATACTAAGTATAATATGTTTTGTCATTGCGTTTTGGATGAGACTATGTACAAATGATCAAAAACAGAGRTTGATATTTCAAAAAAATTGTTTTTTTTGTA
	GlicP^19      GGAAACAAGTAAATTTAGGTATACTAAGTATAATATGTTTTGTCATTGCGTTTTGGATGAGACTATGTACAAATGATCAAAAACAGAGRTTGATATTTCAAAAAAATTGTTTTTTTTGTA
	GlicE^20      GGAAACAAGTAAATTTAGGTATACTAAGTATAATATGTTTTGTCATTGCGTTTTGGATGAGACTATGTACAAATGATCAAAAACAGAGGTTGATATTTCAAAAAAATTGTTTTTTTTGTA
	GlicE^21      GGAAACAAGTAAATTTAGGTATACTAAGTATAATATGTTTTGTCATTGCGTTTTGGATGAGACTATGTACAAATGATCAAAAACAGAGATTGATATTTCAAAAAAATTGTTTTTTTTGTA
	GlicE^22       GGAAACAAGTAAATTTAGGTATACTAAGTATAATATGTTTTGTCATTGCGTTTTGGATGAGACTATGTACAAATGATCAAAAACAGAGGTTGATATTTCAAAAAAATTGTTTTTTTTGTA
	GlicE^23       GGAAACAAGTAAATTTAGGTATACTAAGTATAATATGTTTTGTCATTGCGTTTTGGATGAGACTATGTACAAATGATCAAAAACAGAGGTTGATATTTCAAAAAAATTGTTTTTTTTGTA
	GlicE^24      GGAAACAAGTAAATTTAGGTATACTAAGTATAATATGTTTTGTCATTGCGTTTTGRATGAGACTATGTACAAATGATCAAAAACAGAGRTTGATATTTCAAAAAAATTGTTTTTTTTGTA
	GlicE^25      GGAAACAAGTAAATTTAGGTATACTAAGTATAATATGTTTTGTCATTGCGTTTTGGATGAGACTATGTACAAATGATCAAAAACAGAGATTGATATTTCAAAAAAATTGTTTTTTTTGTA
	GmorB^27    GGAAACAAGTAAATTTAGGTATACTAAGTATAATATGTTTTGTCATTGCGTTTTGGATGAGACTATGTACAAATGATCAAAAACAGAGRTTGATATTTCAAAAAAATTGTTTTTTTTGTA
	GpasB^28    GGAAACAAGTAAATTTAGGTATACTAAGTATAATATGTTTTGTCATTGCGTTTTGGATGAGACTATGTACAAATGATCAAAAACAGAGGTTGATATTTCAAAAAAATTGTTTTTTTTGTA


22 120
	GecuC^1     GGCAAATACTTGTTTCAGAAATGTTTCAGAAAACACATCACTGCTAGCTCCTTCACTTTCAAGCGGCGATCTGATAATACTACTTCTTCAATAATGGAAATGTTTTGAAGCGTTATCGGT
	GecuP^4     GGCAAATACTTGTTTCAGAAATGTTTCAGAAAACACATCACTGCTAGCTCCTTCACTTTCAAGCGGCGATCTGATAATACTACTTCTTCAATAATGGAAATGTTTTGAAGCGTTATCGGT
	GecuP^5     GGCAAATACTTGTTTCAGAAATGTTTCAGAAAACACATCACTGCTAGCTCCTTCACTTTCAAGCGGCGATCTGATAATACTACTTCTTCAATAATGGAAATGTTTTGAAGCGTTATCGGT
	GecuP^6      GGCAAATACTTGTTTCAGAAATGTTTCAGAAAACACATCACTGCTAGCTCCTKCACTTTCAAGCGGCGATCTGATAATACTACTTCTTCAATAATGGAAATGTTTTGAAGCGTTATCGGT
	GecuP^7      GGCAAATACTTGTTTCAGAAATGTTTCAGAAAACACATCACTGCTAGCTCCTTCACTTTCAAGCGGCGATCTGATAATACTACTTCTTCAATAATGGAAATGTTTTGAAGCGTTATCGGT
	GecuE^8      GGCAAATACTTGTTTCAGAAATGTTTCAGAAAACACATCACTGCTAGCTCCTTCACTTTCAAGCGGCGATCTGATAATACTACTTCTTCAATAATGGAAATGTTTTGAAGCGTTATCGGT
	GecuE^9       GGCAAATACTTGTTTCAGAAATGTTTCAGAAAACACATCACTGCTAGCTCCTTCACTTTCAAGCGGCGATCTGATAATACTACTTCTTCAATAATGGAAATGTTTTGAAGCGTTATCGGT
	GecuE^10       GGCAAATACTTGTTTCAGAAATGTTTCAGAAAACACAYCACTGCTAGCTCCTTCACTTTCAAGCGGCGATCTGATAATACTACTTCTTCAATAATGGAAATGTTTTGAAGCGTTATCGGT
	GecuE^11       GGCAAATACTTGTTTCAGAAATGTTTCAGAAAACACATCACTGCTAGCTCCTTCACTTTCAAGCGGCGATCTGATAATACTACTTCTTCAATAATGGAAATGTTTTGAAGCGTTATCGGT
	GecuE^12      GGCAAATACTTGTTTCAGAAATGTTTCAGAAAACACATCACTGCTAGCTCCTTCACTTTCAAGCGGCGATCTGATAATACTACTTCTTCAATAATGGAAATGTTTTGAAGCGTTATCGGT
	GlicC^15     GGCAAATACTTGTTTCAGAAATGTTTCAGAAAACACATCACTGCYAGCTCCTTCACTTTCAAGCGGCGATCTGATAATACTACTTCTTCAATAATGGAAATGTTTTGAAGCGTTATCGGT
	GlicP^17      GGCAAATACTTGTTTCAGAAATGTTTCAGAAAACACATCACTGCTAGCTMCTTCACTTTCAAGCGGCGATCTGATAATACTACTTCTTCAATAATGGAAATGTTTTGAAGCGTTATCGGT
	GlicP^18      GGCAAATACTTGTTTCAGAAATGTTTCAGAAAACACATCACTGCTAGCTCCTTCACTTTCAAGCGGCGATCTGATAATACTACTTCTTCAATAATGGAAATGTTTTGAAGCGTTATNGGT
	GlicP^19      GGCAAATACTTGTTTCAGAAATGTTTCAGAAAACACATCACTGCTAGCTCCTTCACTTTCAAGCGGCGATCTGATAATACTACTTCTTCAATAATGGAAATGTTTTGAAGCGTTATCGGT
	GlicE^20      GGCAAATACTTGTTTCAGAAATGTTTCAGAAAACACATCACTGCTAGCTCCTTCACTTTCAAGCGGCGATCTGATAATACTACTTCTTCAATAATGGAAATGTTTTGAAGCGTTATCGGT
	GlicE^21      GGCAAATACTTGTTTCAGAAATGTTTCAGAAAACACATCACTGCTAGCTCCTTCACTTTCAAGCGGCGATCTGATAATACTACTTCTTCAATAATGGAAATGTTTTGAAGCGTTATCGGT
	GlicE^22       GGCAAATACTTGTTTCAGAAATGTTTCAGAAAACACATCACTGCTAGCTCCTTCACTTTCAAGCGGCGATCTGATAATACTACTTCTTCAATAATGGAAATGTTTTGAAGCGTTATCGGT
	GlicE^23       GGCAAATAYTTGTTTCAGAAATGTTTCAGAAAACACATCACTGCTAGCTCCTTCACTTTCAAGCGGCGATCTGATAATACTACTTCTTCAATAATGGAAATGTTTTGAAGCGTTATCGGT
	GlicE^24      GGCAAATAMTTGTTTCAGAAATGTTTCAGAAAACACATCACTGCTAGCTCCTTCACTTTCAAGCGGCGATCTGATAATACTACTTCTTCAATAATGGAAATGTTTTGAAGCGTTATCGGT
	GlicE^25      GGCAAATACTTGTTTCAGAAATGTTTCAGAAAACACATCACTGCTAGCTCYTTCACTTTCAAGCGGCGATCTGATAATACTACTTCTTCAATAATGGAAATGTTTTGAAGCGTTATCGGT
	GmorB^27    GGCAAATACTTGTTTCAGAAATGTTTCAGAAAACACATCACTGCTAGCTCCTTCACTTTCAAGCGGCGATCTGATAATACTACTTCTTCAATAATGGAAATGTTTTGAAGCGTTATCGGT
	GpasB^28    GGCAAATACTTGTTTCAGAAATGTTTCAGAAAACACATCACTRCTAGCTYCTTCACTTTCAAGCGGCGATCTGATAATACTACTTCTTCAATAATGGAAATGTTTTGAAGCGTTATCGGT


19 120
	GecuC^1     ACCGAAAGAAGCAGCACAAAATGTAAAAGTTGTGATNACAATGTTACCAGATAGCTCAATTGTCAGGGAAGCAGTTAGCGGTAAAGATGGCATATTAGAAGGTATAGACAAGAACGGTTT
	GecuP^4     ACCGAAAGAAGCAGCACAAAATGTAAAAGTTGTGATTACAATGTTACCAGATAGCTCAATTGTCAGGGAAGCAGTTAGCGGTAAAGATGGCATATTAGAAGGTATAGACAAGAACGGTTT
	GecuP^5     ACCGAAAGAAGCAGCACAAAATGTANAAGTTGTGATTACAATGTTACCAGATAGCTCAATTGTCAGGGAAGCAGTTAGCGGTAAAGATGGCATATTAGAAGGTATAGACAAGAACGGTTT
	GecuP^6      ACCGAAAGAAGCAGCACAAAATGTAAAAGTTGTGATTACAATGTTACCAGATAGCTCAATTGTCAGGGAAGCAGTTAGCGGTAAAGATGGCATATTAGAAGGTATAGACAAGAACGGTTT
	GecuE^8      ACCGAAAGAAGCAGCACAAAATGTAAAAGTTGTGATTACAATGTTACCAGATAGCTCAATTGTCAGGGAAGCAGTTAGCGGTAAAGATGGCATATTAGAAGGTATAGACAAGAACGGTTT
	GecuE^9       ACCGAAAGAAGCAGCACAAAATGTAAAAGTTGTGATWACAATGTTACCAGATAGCTCAATTGTCAGGGAAGCAGTTAGCGGTAAAGATGGCATATTAGAAGGTATAGACAAGAACGGTTT
	GecuE^10       ACCGAAAGAAGCAGCACAAAATGTAAAAGTTGTGATWACAATGTTACCAGATAGCTCAATTGTCAGGGAAGCAGTTAGCGGTAAAGATGGCATATTAGAAGGTATAGACAAGAACGGTTT
	GlicC^15     ACCGAAAGAAGCAGCACAAAATGTAAAAGTTGTGATTACAATGTTACCAGATAGCTCAATTGTCAGGGAAGCAGTTAGCGGTAAAGATGGCATATTAGAAGGTATAGACAAGAACGGTTT
	GlicC^16     ACCGAAAGAAGCAGCACAAAATGTAAAAGTTGTGATTACAATGTTACCAGATAGCTCAATTGTCAGGGAAGCAGTTAGCGGTAAAGATGGCATATTAGAAGGTATAGACAAGAACGGTTT
	GlicP^17      ACCGAAAGAAGCAGCACAAAATGTAAAAGTTGTGATTACAATGTTACCAGATAGCTCAATTGTCAGGGAAGCAGTTAGCGGTAAAGATGGCATATTAGAAGGTATAGACAAGAACGGTTT
	GlicP^18      ACCGAAAGAAGCAGCACAAAATGTAAAAGTTGTGATTACAATGTTACCAGATAGCTCAATTGTCAGGGAAGCAGTTAGCGGTAAAGATGGCATATTAGAAGGTATAGACAAGAACGGTTT
	GlicE^20      ACCGAAAGAAGCAGCACAAAATGTAAAAGTTGTGATTACAATGTTACCAGATAGCTCAATTGTCAGGGAAGCAGTTAGCGGTAAAGATGGCATATTAGAAGGTATAGACAAGAACGGTTT
	GlicE^21       ACCGAAAGAAGCAGCACAAAATGTAAAAGTTGTGATTACAATGTTACCAGATAGCTCAATTGTCAGGGAAGCAGTTAGCGGTAAAGATGGCATATTAGAAGGTATAGACAAGAACGGTTT
	GlicE^22       ACCGAAAGAAGCAGCACAAAATGTAAAAGTTGTGATTACAATGTTACCAGATAGCTCAATTGTCAGGGAAGCAGTTAGCGGTAAAGATGGCATATTAGAAGGTATAGACAAGAACGGTTT
	GlicE^23      ACCGAAAGAAGCAGCACAAAATGTAAAAGTTGTGATTACAATGTTACCAGATAGCTCAATTGTCAGGGAAGCAGTTAGCGGTAAAGATGGCATATTAGAAGGTATAGACAAGAACGGTTT
	GlicE^24      ACCGAAAGAAGCAGCACAAAATGTAAAAGTTGTGATTACAATGTTACCAGATAGCTCAATTGTCAGGGAAGCAGTTAGCGGTAAAGATGGCATATTAGAAGGTATAGACAAGAACGGTTT
	GmorB^27    ACCGAAAGAAGCAGCACAAAATGTAAAAGTTGTGATTACAATGTTACCAGATAGCTCAATTGTCAGGGAAGCAGTTAGCGGTAAAGATGGCATATTAGAAGGTATAGACAAGAACGGTTT
	GpasB^28    ACCGAAAGAAGCAGCACAAAATGTAAAAGTTGTGATTACAATGTTACCAGATAGCTCAATTGTCAGGGAAGCAGTTAGCGGTAAAGATGGCATATTAGAAGGTATAGACAAGAACGGTTT
	GpasB^29    ACCGAAAGAAGCAGCACAAAATGTAAAAGTTGTGATTACAATGTTACCAGATAGCTCAATTGTCAGGGAAGCAGTTAGCGGTAAAGATGGCATATTAGAAGGTATAGACAAGAACGGTTT


21 120
	GecuC^1     GTGCGTCAATACAAAACCTACATGCCTACTAATTATAATGTTATAGATCGATTAGAAATTTGGCAACTCGGCGAAGAATTTATTGTCATAAATCAAGATATGATACTGCAAAATGTCATT
	GecuP^4     GTGCGYCAATACAAAACCTACATGCCTACTAATTATAATGTTATAGATCGATTAGAAATTTGGCAACTCGGCGAAGAATTTATTGTCATAAATCAAGATATGATACTGCAAAAAGTCATT
	GecuP^5     GTGCGTCAATACAAAACCTACATGCCTACTAATTATAATGTTATAGATCGATTAGAAATTTGGCAACTCGGCGAAGAATTTATTGTCATAAATCAAGATATGATACTGCAAAAAGTCATT
	GecuP^6      GTGCGTCAATACAAAACCTACATGCCTACTAATTATAATGTTATAGATCGATTAGAAATTTGGCAACTCGGCGAAGAATTTATTGTCATAAATCAAGATATGATACTGCAAAATGTCATT
	GecuP^7      GTGCGTCAATACAAAACCTACATGCCTACTAATTATAATGTTATAGATCGATTAGAAATTTGGNAACTCGGCGAAGAATTTATTGTCATAAATCAAGATATGATACTGCAAAATGTCATT
	GecuE^8      GTGCGTCAATACAAAACCTACATGCCTACTAATTATAATGTTATAGATCGATTAGAAATTTGGCAACTCGGCGAAGAATTTATTGTCATAAATCAAGATATGATACTGCAAAATGTCATT
	GecuE^9       GTGCRTCAATACAAAACCTACATGCCTACTAATTATAATGTTATAGATCGATTAGAAATTTGGCAACTCGGCGAAGAATTTATTGTCATAAATCAAGATATGATACTGCAAAATGTCATT
	GecuE^10       KTGCGWCAATACAAAACCTACATGCCTACTAATTATAATGTTATAGATCGATTAGAAATTTGGCAACTCGGCGAAGAATTTATTGTCATAAATCAAGATATGATACTGCAAAATGTCATT
	GecuE^11      GTGCGTCAATACAAAACCTACATGCCTACTAATTATAATGTTATAGATCGATTAGAAATTTGGCAACTCGGCGAAGAATTTATTGTCATAAATCAAGATATGATACTGCAAAATGTCATT
	GlicC^15     RTGCGTCAATACAAAACCTACATGCCTACTAATTATAATGTTATAGATCGATTAGAAATTTGGCAACTCGGCGAAGAATTTATTGTCATAAATCAAGATATGATACTGCAAAATGTCATT
	GlicP^17      GTGCGTCAATACAAGACCTACATGCCTACTAATTATAATGTTATAGATCGATTAGAAATTTGGCAACTCGGCGAAGAATTTATTGTCATAAATCAAGATATGATACTGCAAAATGTCATT
	GlicP^18      GTGCGTCAATACAARACCTACATGCCTACTAATTATAATGTTATAGATCGATTAGAAATTTGGCAACTCGGCGAAGAATTTATTGTCATAAATCAAGATATGATACTGCAAAATGTCATT
	GlicE^20      GTGCGTCAATACAAAACCTACATGCCTACTAATTATAATGTTATAGATCGATTAGAAATTTGGCAACTCGNCGAAGAATTTATTGTCATAAATCAAGATATGATACTGCAAAATGTCRTT
	GlicE^21      GTGCGTCAATACAAAACCTACRTGCCTACTAATTATAATGTTATAGATCGATTAGAAATTTGGCAACTCGGCGAAGAATTTATTGTCATAAATCAAGATATGATACTGCAAAATGTCATT
	GlicE^22      GTGCGTCAATACAAAACCTACATGCCTACTAATTATAATGTTATAGATCGATTAGAAATTTGGCAACTCGGCGAAGAATTTATTGTCATAAATCAAGATATGATACTGCAAAATGTCATT
	GlicE^23       GTGCGTCAATACAAAACCTACATGCCTACTAATTATAATGTTATAGATCGATTAGAAATTTGGCAACTCGGCGAAGAATTTATTGTCATAAATCAAGATATGATACTGCAAAATGTCATT
	GlicE^24       GTGCGTCAATACAAAACCTACATGCCTACTAATTATAATGTTATAGATCGATTAGAAATTTGGCAACTCGGCGAAGAATTTATTGTCATAAATCAAGATATGATACTGCAAAATGTCATT
	GlicE^25      GTGCGTCAATACAAAACCTACRTGCCTACTAATTATAATGTTATAGATCGATTAGAAATTTGGCAACTCGGCGAAGAATTTATTGTCATAAATCAAGATATGATACTGCAAAATGTCATT
	GlicE^26      GTGCGTCAATACAAAACCTACATGCCTACTAATTATAATGTTATAGATCGATTAGAAATTTGGCAACTCGGCGAAGAATTTATTGTCATAAATCAAGATATGATACTGCAAAATGTCATT
	GmorB^27    KTGCGTCAATACAAAACCTACATGCCTACTAATTATAATGTTATAGATCGATTAGAAATTTGGCAACTCGGCGAAGAATTTATTGTCATAAATCAAGATATGATACTGCAAAAWGTCATT
	GpasB^28    GTGCGTCAATACAAAACCTACATGCCTACTAATTATAATGTTATAGATCGATTAGAAATTTGGCAACTCGGCGAAGAATTTATTGTCATAAATCAAGATATGATACTGCAAAAAGTCATT


17 120
	GecuC^1     CTGGACCAAATCTACTAYGAAAAATACTGCGATATGCACTTCTTGATGCTGRATCCATTTATGGATGCCAGAAAAATTATCTAGTAATAGCAATTTGAAAAAAAATCTCAAACCGCATAT
	GecuP^4     CTGGACCAAATCTACTACGAAAAATACTGCGATATGCACTTCTTGATGCTGAATCCATTTATGGATGCCAGAAAAATTATCTAGTAATAGCAATTTGAAAAAAAATCTCAAACCGCATAT
	GecuP^5     CTGGACCAAATCTACTACGAAAAATACTGCGATATGCACTTCTTGRTGCTGAATCCATTTATGGATGCCAGAAAAATTATCTAGTAATAGCAATTTGAAAAAAAATCTCAAACCGCATAT
	GecuP^6      CTGGACCAAATCTACTACGAAAAATACTGCGATATGCACTTCTTGATGCTGAATCCATTTATGGAYGCCAGAAAAATTATCTAGTAATAGCAATTTGAAAAAAAATCTCAAACCGCATAT
	GecuE^8      CTGGACCAAATCTACTACGAAAAATACTGCGATATGCACTTCTTGRTGCTGAATCCATTTATGGATGCCAGAAAAATTATCTAGTAATAGCAATTTGAAAAAAAATYTCAAACCGCATAT
	GecuE^9       CTGGACCAAATCTACTACGAAAAATACTGCGATATGCACTTCTTGATGCTGAATCCATTTATGGATGCYAGAAAAATTATCTAGTAATAGCAATTTGAAAAAAAATYTCAAACCGCATAT
	GecuE^10       CTGGACCAAATCTACTACGAAAAATACTGCGATATGCACTTCTTGRTGCTGAATCCATTTATGGATGCCAGAAAAATTATCTAGTAATAGCAATTTGAAAAAAAATYTCAAACCGCATAT
	GlicC^15     CTGNACCAAATCTACTACGAAAAATACTGCGATATGCACTTCTTGATGCTGAATCCATTTATGGATGCCAGAAAAATTATCTAGTAATAGCAATTTGAAAAAAAATCTCAAACCGCATAT
	GlicP^17      CTGGACCAAATCTACTACGAAAAATACTGCGATATGCACTTCTTGAYGCTGAATCCATTTATGGATGCCAGAAAAATTATCTAGTAATAGCAATTTGAAAAAAAATCTCAAACCGCATAT
	GlicE^20      CTGGACCAAATCTACTACGAAAAATACTGCGATATGCASTTCTTGATGCTGAATCCATTTATGGATGCCAGAAAAATTATCTAGTAATAGCAATTTGAAAAAAAATCTCAAACCGCATAT
	GlicE^21      CTGGACCAAATCTACTACGAAAAATACTGCGATATGCACTTCTTGATGCTRAATCCATTTATGGATGCCAGAAAAATTATCTAGTAATAGCAATTTGAAAAAAAATCTCAAACCGCATAT
	GlicE^22       CTGGACCAAATCTACTACGAAAAATACTGCGATATGCACTTCTTGATGCTGAATCCATTTATGGATGCYAGAAAAATTATCTAGTAATAGCAATTTGAAAAAAAATYTCAAACCGCATAT
	GlicE^23       CTGGACCAAATCTACTACGAAAAATACTGCGATATGCACTTCTTGATGCTGAATCCATTTATGGATGCCAGAAAAATTATCTAGTAATAGCAATTTGAAAAAAAATCTCAAACCGCRTAT
	GlicE^24      CTGGACCAAATCTACTACGAAAAATACTGCGATATGCACTTCTTGATGCTGAATCCATTTATGGATGCCAGAAAAATTATCTAGTAATAGCAATTTGAAAAAAAATCTCAAACCGCATAT
	GmorB^27    CTGGACCAAATCTACTACGAAAAATACTGCGATATGCACTTCTTGATGCTGRATCCATTTATGGATGCCAGAAAAATTATCTAGTAATAGCAATTTGAAAAAAAATCTCAAACCGCATAT
	GpasB^28    CTGGACCAAATCTACTACGAAAAATACTGCGATATGCACTTCTTGATGCTGAATCCATTTATGGATGCCARAAAAATTATCTAGTAATAGCAATTTGAAAAAAAATCTCAAACCGCATAT
	GpasB^29    CTGGACCAAATCTACTACGAAAAATACTGCGATATGCACTTCTTGATGCTGGATCCATTTATGGATGCCAGAAAAATTATCTAGTAATAGCAATTTGAAAAAAAATCTCAAACCGCATAT


19 120
	GecuC^1     ATTACACATAAAATTGTCATTTGTTTATAACAGAGTAAGGCTGTGTTTATAGTGAAGCTGCGATAGTTTATAAGAGCGGCGATAAGAGCTGTGATAAGAGCAGCGATAAAAGCGTCGAAA
	GecuP^4     ATTACACATAAAATTGTCATTTGTTTATAACAGAGTAAGGCTGTGTTTATAGTGAAGCTGCGATRGTTTATAAGAGCGGCGATAAGAGCTGTGATAAGAGCAGCGATAAAAGCGTCGAAA
	GecuP^5      ATTACACATAAAATTGTCATTTGTTTATAACAGAGTAAGGCTGTGTTTATAGTGAAGCTGCGATAGTTTATAAGAGCGGCGATAAGAGCTGTGATAAGAGCAGCGATAAAAGCGTCGAAA
	GecuE^8      ATTACACATAAAATTGTCATTTGTTTATAACAGAGTAAGGCTGTGTTTATAGTGAAGCTGCGATRGTTTATAAGAGCGGCGATAAGAGCTGTGATAAGAGCAGCGATAAAAGCGTCGAAA
	GecuE^9       ATTACACATAAAATTGTCATTTGTTTATAACAGAGTAAGGCTGTGTTTATAGTGAAGCTGCGATAGTTTATAAGAGCGGCGATAAGAGCTGTGATAAGAGCAGCGATAAAAGCGTCGAAA
	GecuE^10       ATTACACATAAAATTGTCATTTGTTTATAACAGAGTAAGGCTGTGTTTATAGTGAAGCTGCGATAGTTTATAAGAGCGGCGATAAGAGCTGTGATAAGAGCAGCGATAAAAGCGTCGAAA
	GecuE^11       ATTACACATAAAATTGTCATTTGTTTATAACAGAGTAAGGCTGTGTTTATAGTGAAGCTGCGATAGTTTATAAGAGCGGCGATAAGAGCTGTGATAAGAGCAGCGATAAAAGCGTCGAAA
	GecuE^12      ATTACACATAAAATTGTCATTTGTTTATAACAGAGTAAGGCTGTGTTTATAGTGAAGCTGCGATAGTTTATAAGAGCGGCGATAAGAGCTGTGATAAGAGCAGCGATAAAAGCGTNGAAA
	GlicC^15     ATTACANATAAAATTGTCATTTGTTTATAACAGAGTAAGGCTGTGTTTATAGTGAAGCTGCGATAGTTTATAAGAGCGGCGATAAGAGCTGTGATAAGAGCAGCGATAAAAGCGTCGAAA
	GlicP^17      ATTACACATAAAATTGTCATTTGTTTATAACAGAGTAAGGCTGTGTTTATAGTGAAGCTGCGATAGTTTATAAGAGCGGCGATAAGAGCTGTGATAAGAGCAGCGATAAAAGCGTCGAAA
	GlicP^18      ATTACACATAAAATTGTCATTTGTTTATAACAGAGTAAGGCTGTGTTTATAGTGAAGCTGCGATAGTTTATAAGAGCGGCGATAAGAGCTGTGATAAGAGCAGCGATAAAAGCGTCGAAA
	GlicE^20      ATTACACATAAAATTGTCATTTGTTTATAACAGAGTAAGGCTGTGTTTATAGTGAAGCTGCGATAGTTTATAAGAGCGGCGATAAGAGCTGTGATAAGAGCAGCGATAAAAGCGTCGAAA
	GlicE^21      ATTACACATAAAATTGTCATTTGTTTATAACAGAGTAAGGCTGTGTTTATAGTGAAGCTGCGATAGTTTATAAGAGCGGCGATAAGAGCTGTGATAAGAGCAGCGATAAAAGCGTCGAAA
	GlicE^22       ATTACACATAAAATTGTCATTTGTTTATAACAGAGTAAGGCTGTGTTTATAGTGAAGCTGCGATAGTTTATAAGAGCGGCGATAAGAGCTGTGATAAGAGCAGCGATAAAAGCGTCGAAA
	GlicE^23       ATTACACATAAAATTGTCATTTGTTTATAACAGAGTAAGGCTGTGTTTATAGTGAAGCTGCGATAGTTTATAAGAGCGGCGATAAGAGCTGTGATAAGAGCAGCGATAAAAGCGTCGAAA
	GlicE^24      ATTACACATAAAATTGTCATTTGTTTATAACAGAGTAAGGCTGTGTTTATAGTGAAGCTGCGATAGTTTATAAGAGCGGCGATAAGAGCTGTGATAAGAGCAGCGATAAAAGCGTCGAAA
	GmorB^27    ATTACACATAAAATTGTCATTTGTTTATAACAGAGTAAGGCTGTGTTTATAGTGAAGCTGCGATAGTTTATAAGAGCGGCGATAAGAGCTGTGATAAGAGCAGCGATAAAAGCGTCGAAA
	GpasB^28    ATTACACATAAAATTGTCATTTGTTTATAACAGAGTAAGGCTGTGTTTATAGTGAAGCTGCGATAGTTTATAAGAGCGGCGATAAGAGCTGTGATAAGAGCAGCGATAAAAGCGTCGAAA
	GpasB^29    ATTACACATAAAATTGTCATTTGTTTATAACAGAGTAAGGCTGTGTTTATAGTGAAGCTGCGATAGTTTATAAGAGCGGCGATAAGAGCTGTGATAAGAGCAGCGATAAAAGCGTCGAAA


21 120
	GecuC^1     CGTCGGGAACCAGCACTTTCGGGCATTACATCGCGAAAGTCTTGGCAAGTAACTACCATTCTAAAATATAATACGCAGCTGCAATGTTACTGTATGTGCAGACTACATCGGTTTCCGGTT
	GecuP^4     YGTCGGGAACCAGCACTTTCGGGCATTACATCGCGAAAGTCTTGGCAAGTAACTACCATTCTAAAATATAATACGCAGCTGCAATGTTACTGTATGTGCAGACTACATCGGTTTCCGGTT
	GecuP^5     CGTCRGGAACCAGCACTTTCGGGCATTACATCGCGAAAGTCTTGRCAAGTAACTACCATTCTAAAATATAATACGCAGCTGCAATGTTACTGTATGTGCAGACTACATCGGTTTCCGGTT
	GecuP^6      CGTCRGGAACCAGCACTTTCGGGCATTACATCGCGAAAGTCTTGRCAAGTAACTACCATTCTAAAATATAATACGCAGCTGCAATGTTANTGTATGTGCAGACTACATCGGTTTCCGGTT
	GecuP^7      YGTCGGGAACCAGCACTTTCGGGCATTACATCGCGAAAGTCTTGGCAAGTAACTACCATTCTAAAATATAATACGCAGCTGCAATGTTACTGTATGTGCAGACTACATCGGTTTCCGGTT
	GecuE^8      CGTCGGGAACCAGCACTTTCGGGCATTACATCGCGAAAGTCTTGGCAAGTAACTACCATTCTAAAATATAATACGCAGCTGCAATGTTACTGTATGTGCAGACTACATCGGTTTCCGGTT
	GecuE^9       CGTCGGGAACCAGCACTTTCGGGCATTACATCGCGAAAGTCTTGGCAAGTAACTACCATTCTAAAATATAATACGCAGCTGCAATGTTACTGTATGTGCAGACTACATCGGTTTCCGGTT
	GecuE^10       CGTCGGGAACCAGCACTTTCGGGCATTACATCGCGAAAGTCTTGGCAAGTAACTACCATTCTAAAATATAATACGCAGCTGCAATGTTACTGTATGTGCAGACTAYATCGGTTTCCGGTT
	GecuE^11       CGTCGGGAACCAGCACTTTCGGGCATTACATCGCGAAAGTCTTGGCAAGTAACTACCATTCTAAAATATAATACGCAGCTGCAATGTTACTGTATGTGCAGACTACATCGGTTTCCGGTT
	GecuE^12      CGTCGGGAACCAGCACTTTCGGGCATTACATCGCGAAAGTCTTGGCAAGTAACTACCATTCTAAAATATAATACGCAGCTGCAATGTTACTGTATGTGCAGACTACATCGGTTTCCGGTT
	GlicC^15     CGTCRGGAACCAGCACTTTCGGGCATTACATNGCGAAAGTCTTGGCAAGTAACTACCATTCTAAAATATAATACGCAGCTGCAATGTTACTGTATGTGCAGACTACATCGGTTTCCGGTT
	GlicP^17      CGTCRGGAACCAGCAYTTTCGGGCATTACATCGCGAAAGTCTTGGCAAGTAACTACCATTCTAAAATATAATACGCAGCTGCAATGTTACTGTATGTGCAGACTACATCGGTTTCCGGTT
	GlicE^20      CGTCGGGAACCAGCACTTTCGGGCATTACATCGCGAAAGTCTTGGCAAGTAACTACCATTCTAAAATATAATACGCAGCTGCAATGTTACTGTATGTGCAGACTACATCGGTTTCCGGTT
	GlicE^21      CGTCGGGAACCAGCACTTTCGGGCATTACATCGCGAAAGTCTTGGCAAGTAACTACCATTCYAAAATATAATACGCAGCTGCAATGTTACTGTATGTGCAGACTACATCGGTTTCCGGTT
	GlicE^22       CGTCGGGAACCAGCACTTTCGGGCATTACATCGCGAAAGTCTTGGCAAGTAACTACCATTCTAAAATATAATACGCAGCTGCAATGTTACTGTATGTGCAGACTACATCGGTTTCCGGTT
	GlicE^23       CGTCGGGAACCAGCACTTTCGGGCATTACATCGCGAAAGTCTTGGCAAGTAACTACCATTCTAAAATATAATACGCAGCTGCAATGTTACTGTATGTGCAGACTAYATCGGTTTCCGGTT
	GlicE^24      CGTCGGGAACCAGCACTTTCGGGCATTACATCGCGAAAGTCTTGGCAAGTAACTACCATTCTAAAATATAATACGCAGCTGCAATGTTACTGTATGTGCAGACTACATCGGTTTCCGGTT
	GlicE^25      CGTCGGGAACCAGCACTTTCGGGCATTACATCGCGAAAGTCTTGGCAAGTAACTACCATTCTAAAATATAATACGCAGCTGCAATGTTACTGTATGTGCAGACTACATCGGTTTCCGGTT
	GmorB^27    CGTCGGGAACCAGCACTTTCGGGCATTACATCGCGAARGTCTTGGCAAGTAMCTACCATTCTAAAATATAATACGCAGCTGCAATGTTACTGTATGTGCAGACTACATCGGTTTCCGGTT
	GpasB^28    CGTCGGGAACCAGCACTTTCGGGCATTACATCGCGAAAGTCTTGGCAAGTAACTACCATTCTAAAATATAATACGCAGCTGCAATGTTACTGTATGTGCAGACTACATCGGTTTCCGGTT
	GpasB^29    CGTCGGGAACCAGCACTTTCGGGCATTACATCGCGAAAGTCTTGGCAAGTAACTACCATTCTAAAATATAATACGCAGCTGCAATGTTACTGTATGTGCAGAMTACATCGGTTTCCGGTT


16 120
	GecuC^1     TCATTTCCAGCAGCTTAGTATCTTCTATAAAGATTATTACCTTGCCCAGGGGAARTTAGAGCACCNTCGAAGGCTCCAGNAGATCCTTCCAGAAATGTTTTCCTCGNNTGTGCAGATTAC
	GecuP^4     TCATTTCCAGCAGCTTAGTATCTTCTATAAAGATTATTACCTTGCCCAGGGGAARTTAGAGCACCCTCGAAGGCTCCAGCAGATCCTTCCAGAAATGTTTTCCTCGYRTGTGCAGATTAC
	GecuE^8      TCATTTCCAGCAGCTTAGTATCTTCTATAAAGATTATTACCTTGCCCARGGGAAATTAGAGCACCCTCGAAGGCTCCAGCAGATCCTTCCAGAAATGTTTTCYTCGCRTGTGCAGATTAC
	GecuE^9       TCATTTCCAGCAGCTTAGTATCTTCTATAAAGATTATTACCTTGCCCAGGGGAAATTAGAGCACCCTCGAAGGCTCCAGCAGATCCTTCCAGAAATGTTKTCCTCGYRTGTGCAGATTAC
	GecuE^10       TCATTTCCAGCAGCTTAGTATCTTCTATAAAGATTATTACCTTGCCCAGGGGAAATTAGAGCACCCTCGAAGGCTCCAGYAGATCCTTCCAGAAATGTTTTCCTCGYRTGTGCAGATTAC
	GecuE^11      TCATTTCCAGCAGCTTAGTATCTTCTATAAAGATTATTACCTTGCCCAGGGGAARTTAGAGCACCCTCGAAGGCTCCAGCAGATCCTTCCAGAAATGTTTTCCTCGYRTGTGCAGATTAC
	GlicC^15     TCATTTCCAGCAGCTTAGTATCTTCTATAAAGATTATTACCTTGCCCAGGGGAAATTAGAGCACCCTCGAAGGCTCCAGCAGATCCTTCCAGAAATGTT-TCCTCGCNNGTGGAGATTAC
	GlicP^17      TCATTTCCAGCAGCTTAGTATCTTCTATAAAGATTATTACCTTGCCCAGGGGAAATTAGAGCACCCTCGAAGGCTCCAGYAGATCCTTCCAGAAATGTTTTCCTCGCGTGTGCAGATTAC
	GlicE^20      TCATTTCCAGCAGCTTAGTATCTTCTATAAAGATTATTACCTTGCCCAGGGGAAATTAGAGCACCCTCGAAGGCTCCRGCAGATCCTTCCAGAAATGTTTTCCTCGCGTGTGSAGATTAC
	GlicE^21      TCATTTCCAGCAGCTTAGTATCTTCTATAAAGATTATTACCTTGCCCAGGGGAAATTAGAGCACCCTCGAAGTCTCCAGCAGATCCTTCCAGAAATGTTTTCCTCGTATGTGCAGATTAC
	GlicE^22       TCATTTCCAGCAGCTTAGTATCTTCTATAAAGATTATTACCTTGCCCAGGGGAAATTAGAGCACCCTCGAAGGCTCCAGCAGATCCTTCCAGAAATGTTTTCCTCGCATGTGCAGATTAC
	GlicE^23       TCATTTCCAGCAGCTTAGTATCTTCTATAAAGATTATTACCTTGCCCAGGGGAAATTAGAGCACCCTCGAAGGCTCCAGCAGATCCTTCCAGAAATGTTTTCCTCGCGTGTGSAGATTAC
	GlicE^24      TCATTTCCAGCAGCTTAGTATCTTCTATAAAGATTATTACCTTGCCCAGGGGAARTTAGAGCACCCTCGAAGGCTCCAGCAGATCCTTCCAGAAATGTTTTCCTCGYRTGTGCAGATTAC
	GmorB^27    TCATTTCCAGCAGCTTAGTATCTTCTATAAAGATTATTACCTTGCCCAGRGGAAATTAGAGCACCCTCGAAGGCTCCAGCAGATCCTTCCAGAAATGTTTTCCTCGCGTGTGCAGATTAC
	GpasB^28    TCATTTCCAGCAGCTTAGTATCTTCTATAAAGATTATTACCTTGCCCAGGGGAAATTAGAGCACCCTCGAAGGCTCCAGCAGATCCTTCCAGAAATGTTTTCCTCGCRTGTGCAGATTAC
	GpasB^29    TCATTTCCAGCAGCTTAGTATCTTCTATAAAGATTATTACCTTGCCCAGGGGAAATTAGAGCACCCTCGAAGGCTCCAGCAGATCCTTCCAGAAATGTTTTCCTCGCGTGTGCAGATTAC


21 120
	GecuC^1     GCAATCCGGCCCAAACACACCGAAAGCGCATCTATACGTATTAGAAAGAGAACAGCAACGATCTGACTTCAGCTAGAGAAGAGGGACACGGACGGAAAGATGTTATTTCCTGATAATGTA
	GecuP^4     GCAATCCGGCCCAAACACACCGAAAGCGCATCTATACGTATTAGAAAGAGAACAGCAACGATCTGACTTCAGCTAGAGAAGAGGGACACGGACGGAAAGATGTTATTTCCTGATAATGTA
	GecuP^5     GCAATCCGGCCCAAACACACCGAAAGCGCATCTATACGTATTAGAAAGAGAACAGCAACGATCTGACTTCAGCTAGAGAAGAGGGACACGGACGGAAAGATGTTATTTCCTGATAATGTA
	GecuP^6      GCAATCCGGCCCAAACACACCGAAAGCGCATCTATACGTATTAGAAAGAGAACAGCAACGATCTGACTTCAGCTAGAGAAGAGGGACACGGACGGAAAGATGTTATTTCCTGATAATGTA
	GecuP^7      GCAATCCGGCCCAAACACACCGAAAGCGCATCTATACGTATTAGAAAGAGAACAGCAACGATCTGACTTCAGCTAGAGAAGAGGGACACGGACGGAAAGATGTTATTTCCTGATAATGTA
	GecuE^8      GCAATCCGGCCCAAACACACCGAAAGCGCATCTATACGTATTAGAAAGAGAACAGCAACGATCTGACTTCAGCTAGAGAAGAGGGACACGGACGGAAAGATGTTATTTCCTGATAATGTA
	GecuE^9       GCAATCCGGCCCAAACACACCGAAAGCGCATCTATACGTATTAGAAAGAGAACAGCAACGATCTGACTTCAGCTAGAGAAGAGGGACACGGACGGAAAGATGTTATTTCCTGATAATGTN
	GecuE^10       GCAATCCGGCCCAAACACACCGAAAGCGCATCTATACGTATTAGAAAGAGAACAGCAACGATCTGACTTCAGCTAGAGAAGAGGGACACGGACGGAAAGATGTTATTTCCTGATAATGTA
	GecuE^11       GCAATCCGGCCCAAACACACCGAAAGCGCATCTATACGTATTAGAAAGAGAACAGCAACGATCTGACTTCAGCTAGAGAAGAGGGACACGGACGGAAAGATGTTATTTCCTGATAATGTA
	GecuE^12      GCAATCCGGCCCAAACACACCGAAAGCGCATCTATACGTATTAGAAAGAGAACAGCAACGATCTGACTTCAGCTAGAGAAGAGGGACACGGACGGAAAGATGTTATTTCCTGATAATGTA
	GlicC^15     GCAATCCGGCCCAAACACACCGAAAGCGCATCTATACGTATTAGAAAGAGAACAGCAACGATCTGACTTCAGCTAGAGAAGAGGGACACGGACGGAAAGATGTTATTTCCTGATAATGTA
	GlicP^17      GCAATCCGGCCCAAACACACCGAAAGCGCATCTATACGTATTAGAAAGAGAACAGCAACGATCTGACTTCAGCTAGAGAAGAGGGACACGGACGGAAAGATGTTATTTCCTGATAATGTA
	GlicP^18      GCAATCCGGCCCAAACACACCGAAAGCGCATCTATACGTATTAGAAAGAGAACAGCAACGATCTGACTTCAGCTAGAGAAGAGGGACACGGACGGAAAGATGTTATTTCCTGATAATGTA
	GlicE^20      GCAATCCGGCCCAAACACACCAAAAGCGCATCTATACGTATTAGAAAGAGAACAGCAACGATCTGACTTCAGCTAGAGAAAAGGGACACGGACGGAAAGATGTTATTTCCTGATAATGTA
	GlicE^21      GCAATCCGGCCCAAACACACCGAAAGCGCATCTATACGTATTAGAAAGAGAACAGCAACGATCTGACTTCAGCTAGAGAAGAGGGACACGGACGGAAAGATGTTATTTCCTGATAATGTA
	GlicE^22       GCAATCCGGCCCAAACACACCGAAAGCGCATCTATACGTATTAGAAAGAGAACAGCAACGATCTGACTTCAGCTAGAGAAGAGGGACACGGACGGAAAGATGTTATTTCCTGATAATGTA
	GlicE^23       GCAATCCGGCCCAAACACACCGAAAGCGCATCTATACGTATTAGAAAGAGAACAGCAACGATCTGACTTCAGCTAGAGAAGAGGGACACGGACGGAAAGATGTTATTTCCTGATAATGTA
	GlicE^24      GCAATCCGGCCCAAACACACCRAAAGCGCATCTATACGTATTAGAAAGAGAACAGCAACGATCTGACTTCAGCTAGAGAARAGGGACACGGACGGAAAGATGTTATTTCCTGATAATGTA
	GlicE^25      GCAATCCGGCCCAAACACACCGAAAGCGCATCTATACGTATTAGAAAGAGAACAGCAACGATCTGACTTCAGCTAGAGAAGAGGGACACGGACGGAAAGATGTTATTTCCTGATAATGTA
	GmorB^27    GCAATCCRGCCCAAACACACCGAAAGCGCATCTATACGTATTAGAAAGAGAACAGCAACGATCTGACTTCAGCTAGAGAAGAGGGACACGGACGGAAAGATGTTATTTCCTGATAATGTA
	GpasB^28    GCAATCCGGCCCAAACACACCGAAAGCGCATCTATACGTATTAGAAAGAGAACAGCAACGATCTGACTTCAGCTAGAGAAGAGGGACACGGACGGAAAGATGTTATTTCCTGATAATGTA


17 120
	GecuC^1     TGCAATCACATCATTCAAGAAGTATGCGAAATGTGGAAGGCCGAGACATGGNCAGTCGCAAGGCTCTGTGGAGCGCACAAATCAGGACATTGAAAACATGCTGACGACTTGGACGGAGAC
	GecuP^4     TGCAATCACATCATTCAAGAAGTATGCGAAATGTGGAAGGCCGAGACATGGCCAGTCGCAAGGCTCTGTGGAGCGCGCAAATCAGGACATTGAAAACATGCTGACGACTTGGACGGAGAC
	GecuP^5      TGCAATCACATCATTCAAGAAGTATGCGAAATGTGGAAGGCCGAGACATGGCCAGTCGCAAGGCTCTGTGGAGCGCGCAAATCAGGACATTGAAAACATGCTGACGACTTGGACGGAGAC
	GecuE^8       TGCAATCACATCATTCAAGAAGTATGCGAAATGTGGAAGGCCGAGACATGGCCAGTCGCAAGGCTCTGTGGAGCGCGCAAATCAGGACATTGAAAACATGCTGACGACTTGGACGGAGAC
	GecuE^9      TGCAATCACATCATTCAAGAAGTATGCGAAATGTGGAAGGCCGAGACATGGCCAGTCGCAAGGCTCTGTGGAGCGCRCAAATCAGGACATTGAAAACATGCTGACGACTTGGACGGWGAC
	GlicC^15     TGCAATCACATCATTCAAGAAGTATGCGAAATGTGGAARGCCGAGACATGGCCAGTCGCAAGGCTCTNTGGAGCGCRCAAATCRGGACATTGAAAACATGCTGACGACTTGGACGGAGAC
	GlicC^16     TGCAATCACATCATTCAAGAAGTATGCGAAATGTGGAARGCCGAGACATGGCCAGTCGCAAGGCTCTGTGGAGCGCACAAATCAGGACATTGAAAAYATGCTGACGACTTGGACGGWGAC
	GlicP^17      TGCAATCACATCATTCAAGAAGTATGCGAAATGTGGAANGCCGAGACATGGCCAGTCGCAAGGCTCTGTGGAGCGCGCAAATCAGGACATTGAAAACATGCTGACGACTTGGACGGAGAC
	GlicP^18      TGCAATCACATCATTCAAGAAGTATGCGAAATGTGGAARGCCGAGACATGGCCAGTCGCAAGGCTCTGTGGAGCGCGCAAATCAGGACATTGAAAACATGCTGACGACTTGGACGGAGAC
	GlicE^20      TGCAATCACATCATTCAAGAAGTATGCGAAATGTGGAAGGCCGAGACATGGCCAGTCGCAAGGCTCTGTGGAGCGCGCAAATCAGGACATTGAAAACATGCTGACGACTTGGACGGAGAC
	GlicE^21      TGCAATCACATCATTCAAGAAGTATGCGAAATGTGGAAGGCCGAGACATGGCCAGTCGCAAGGCTCTGTGGAGCGCGCAAATCAGGACATTGAAAACATGCTGACGACTTGGACGGAGAC
	GlicE^22      TGCAATCACATCATTCAAGAAGTATGCGAAATGTGGAAGGCCGAGACATGGCCAGTCGCAAGGCTCTGTGGAGCGCGCAAATCAGGACATTGAAAACATGCTGACGACTTGGACGGAGAC
	GlicE^23       TGCAATCACATCATTCAAGAAGTATGCGAAATGTGGAAGGCCGAGACATGGCCAGTCGCAAGGCTCTGTGGAGCGCGCAAATCAGGACATTGAAAACATGCTGACGACTTGGACGGAGAC
	GlicE^24      TGCAATCACATCATTCAAGAAGTATGCGAAATGTGGAAGGCCGAGACATGGCCAGTCGCAAGGCTCTGTGGAGCGCGCAAATCAGGACATTGAAAACATGCTGACGACTTGGACGGAGAC
	GmorB^27    TGCAATCACATCATTCAAGAAGTATGCGAAATGTGGAAGGCCGAGACATGGCCAGTCGCAAGGCTCTGTGGAGCGCACAAATCAGG--ATTGAAAAYATGCTGACGACTTGGACGGTGAC
	GpasB^28    TGCAATCACATCATTCAAGAAGTATGCGAAATGTGGAAGGCCGAGACATGGCCAGTCGCAAGGCTCTGTGGAGCGCGCAAATCAGGACATTGAAAACATGCTGACGACTTGGACGGAGAC
	GpasB^29    TGCAATCACATCATTCAAGAAGTATGCGAAATGTGGAAGGCCGAGACATGGCCAGTCGCAAGGCTCTGTGGAGCGCGCAAATCAGGACATTGAAAAYATGCTGACGACTTGGACGGAGAC


18 120
	GecuC^1     GAAACCGCGAGATGGNGTACCGAACTTATACCSTTCGGCAGTCTTATATCCGCTTACCTCAAAACTTCAGACTGCCTTCGCAGTCTATATCCAATCAAAGATACCTTCCACCGATTTACG
	GecuP^4     GAAACCGCGAGATGGCGTACCGAACTTATACCCCTCGGCAGTCTTATATCCGCTTACCTCAAAACTTCAGACTGCCTTCGCAGTCTATATCCAATCAAAGATACCTTCCACCGATTTACG
	GecuP^5      GAAACCGCGAGATGGCGTACCGAACTTRTACCNCTCGGCAGTCTTATATCCGCTTACCTCAAAACTTCAGACTGCCTTCGCAGTCTATATCCAATCAAAGATACCTTCCACCGATTTACG
	GecuE^8      GAAACCGCGAGATGGCGTACCGAACTTATACCCYTCGGCAGTCTTATATCCGCTTACCTCAAAACTTCAGACTGCCTTCGCAGTCTATATCCAATCAAAGATACCTTCCACCGATTTACG
	GecuE^9       GAAACCGCGAGATGGCGTACCGAACTTATACCCCTCGGCAGTCTTATATCCGCTTACCTCAAAACTTCAGACTGCCTTCGCAGTCTATATCCAATCAAAGATACCTTCCACCGATTTACG
	GecuE^10       GAAACCGCGAGATGGCGTACCGAACTTATACCCCTCGGCAGTCTTATATCCGCTTACCTCAAAACTTCAGACTGCCTTCGCAGTCTATATCCAATCAAAGATACCTTCCACCGATTTACG
	GecuE^11      GAAACCGCGAGATGGCGTACCGAACTTATACCCYTCGGCAGTCTTATATCCGCTTACCTCAAAACTTCAGACTGCCTTCGCAGTCTATATCCAATCAAAGATACCTTCCACCGATTTACG
	GlicC^15     RAAACCGCGAGATGGCGTACCGAACTTATACCCCTCGGCAGTCTTATATCCGCTTACCTCAAAACTTCAGACTGCCTTCGCAGTCTATATCCAATCAAAGATACCTTCCACCGATTTACG
	GlicC^16     GAAACCGCGAGATGGCGTACCGAACTTATACCCCTCGGCAGTCTTATATCCGCTTACCTCAAAACTTCAGACTGCCTTCGCAGTCTATATCCAATCAAAGATACCTTCCACCGATTTACG
	GlicP^17      GAAACCGCGAGATGGCGTACCGAACTTATACCCCTCGGCAGTCTTATATCCGCTTACCTCAAAACTTCAGACTGCCTTCGCAGTCTATATCCAATCAAAGATACCTTCCACCGATTTACG
	GlicE^20      GAAACCGCGAGATGGCGTACCGAACTTATACCCCTCGGCAGTCTTATATCCGCTTACCTCAAAACTTCAGACTRCCTTCGCAGTNTATATCCAATCAAAGATACCTTCCACCGATTTACG
	GlicE^21      GAAACCGCGAGATGGCGTACCGAACTTATACCCCTCGGCAGTCTTATATCCGCTTACCTCAAAACTTCAGACTGCCTTCGCAGTCTATATCCAATCAAAGATACCTTCCACCGATTTACG
	GlicE^22       GAAACCGCGAGATGGCGTACCGAACTTATACCCCTCGGCAGTCTTATATCCGCTTACCTCAAAACTTCAGACTRCCTTCGCAGTCTATATCCAATCAAAGATACCTTCCACCGATTTACG
	GlicE^23       GAAACCGCGAGATGGCGTACCGAACTTATACCCCTCGGCAGTCTTATATCCGCTTACCTCAAAACTTCAGACTGCCTTCGCAGTCTATATCCAATCAAAGATACCTTCCACCGATTTACG
	GlicE^24      GAAACCGCGAGATGGCGTACCGAACTTATACCCCTCGGCAGTCTTATATCCGCTTACCTCAAAACTTCAGACTGCCTTCGCAGTCTATATCCAATCAAAGATACCTTCCACCGATTTACG
	GmorB^27    GAAACCGCGAGATGGCGTACCGAACTTATACCCCTCGGCAGTCTTATATCCGCTTACCTCAAAACTTCAGACTGCCTTCGCAGTCTATATCCAATCAAAGATACCTTCCACCGATTTACG
	GpasB^28    GAAACCGCGAGATGGCGTACCGAACTTATACCCCTCGGCAGTCTTATATCCGCTTACCTCAAAACTTCAGACTGCCTTCGCAGTCTATATCCAATCAAAGATACCTTCCACCGATTTACG
	GpasB^29    GAAACCGCGAGATGGCGTACCGAACTTATACCCCTCGGCAGTCTTATATCCGCTTACCTCAAAACTTCAGACTGCCTTCGCAGTCTATATCCAATCAAAGATACCTTCCACCGATTTACG


21 120
	GecuC^1     GCCGAACAACCACTAAACGAATCCGATGAACTCAGCGTTTTCATCACGTGACGGCGAGGCTCGAAYATTGGTACAGCGGCAAAAAGCTACATGCTCTTTTTGGTGACATTTGTTGGAATT
	GecuP^4     GCCGAACAACCACTAAACGAATCCGATGAACTCAGCGTTTTCATCACGTGACGGCGAGGCTCGAACATTGGTACAGCGGCAAAAAGCTACATGCTCTTTTTGGTGACATTTGTTGGAATT
	GecuP^5     GCCGAACAACCACTAAACGAATCCGATGAACTCRGCGTTTTCATCACGTGACGGCGAGGCTCGAACATTGGTACAGCGGCAAAAAGCTACATGCTCTTTTTGGTGACATTTGTTGGAATT
	GecuP^6      GCCGAACAACCACTAAACGAATCCGATGAACTCAGCGTTTTCATCACGTGACGGCGAGGCTCGAACATTGGTACAGCGGCAAAAAGCTACATGCTCTTTTTGGTGACATTTGTTGGAATT
	GecuE^8      GCCGAACAACCACTAAACGAATCCGATGAACTCAGCGTTTTCATCACGTGACGGCGAGGCTCGAACATTGGTACAGCGGCAAAAAGCTACATGCTCTTTTTGGTGACATTTGTTGGAATT
	GecuE^9       GCCGAACAACCACTAAACGAATCCGATGAACTCAGCGTTTTCATCACGTGACGGCGAGGCTCGAACATTGGTACAGCGGCAAAAAGCTACATGCTCTTNTTGGTGACATTTGTTGGAATT
	GecuE^10       GYCGAACAACCACTAAACGRATCCGATGAACTCAGCGTTTTCATCACGTGACGGCGAGGCTCGAACATTGGTACAGCGGCAAAAAGCTACATGCTCTTTTTGGTGACATTTGTTGGAATT
	GecuE^11       GCCGAACAACCACTAAACGAATCCGATGAACTCAGCGTTTTCATCACGTGACGGCGAGGCTCGAACATTGGTACAGCGGCAAAAAGCTACATGCTCTTTTTGGTGACATTTGTTGGAATT
	GecuE^12      GCCGAACAACCACTAAACGAATCCGATGAACTCAGCGTTTTCATCACGTGACGGCGAGGCTCGAACATTGGTACAGCGGCAAAAAGCTACATGCTCTTTTTGGTGACATTTGTTGGAATT
	GlicC^15     GCCGAACAACCACTAAACGGATCCGATGAACTCRGCGTTTTCATCACGTGACGGCGAGGCTCGAACATTGGTACAGCGGCAAAAAGCTACATGCTCTTTTTGGNGACATTTGTTGGAATT
	GlicP^17      GCCGAACAACCACTAAACGRATCCGATGAACTCAGCGTTTTCATCACGTGACGGCGAGGYTCGAACATTGGTACAGCGGCAAAAAGCTACATGCTCTTTTTGGTGACATTTGTTGGAATT
	GlicP^18      GCCGAACAACCACTAAACGRATCCGATGAACTCAGCGTTTTCATCACRTGACGGCGAGGCTCGAACATTGGTACAGCGGCAAAAAGCTACATGMTCTTTTTGGTGACATTTGTTGGAATT
	GlicE^20      GCCGAACAACCACTAAACGAATCCGATGAACTCAGCGTTTTCATCACGTGACGGCGAGGCTCGAACATTNGNACAGCGGCAAAAAGCTACATGCTCTTTTTGGNGACATTTGTTGGAATT
	GlicE^21      GCCGAACAACCACTAAACGAATCCGATGAACTCAGCGTTTTCATCACGTGACGGCAAGGCTCGAACATTGGTACAGCGGCAAAAAGCTACATGCTCTTTTTGGTGACATTTGTTGGAATT
	GlicE^22      GCCGAACAACCACTAAACGAATCCGATGAACTCRGCGTTTTCATCACGTGACGGCGAGGCTCGAACATTGGTACAGCGGCAAAAAGCTACATGCTCTTTTTGGTGACATTTGTTGGAATT
	GlicE^23       GCCGAACAACCACTAAACGRATCCGATGAACTCRGCGTTTTCATCACRTGACGGCGAGGCTCGAACATTGGTACAGCGGCAAAAAGCTACATGMTCTTTTTGGTGACATTTGTTGGAATT
	GlicE^24       GCCGAACAACCACTAAACGRATCCGATGAACTCRGCGTTTTCATCACGTGACGGCGAGGCTCGAACATTGGTACAGCGGCAAAAAGCTACATGCTCTTTTTGGTGACATTTGTTGGAATT
	GlicE^25      GCCGAACAACCACTAAACGGATCCGATGAACTCAGCGTTTTCATCACGTGACGGCGAGGCTCGAACATTGGTACAGCGGCAAAAAGCTACATGCTCTTTTTAGTGACATTTGTTGGAATT
	GlicE^26      GCCGAACAACCACTAAACGAATCCGATGAACTCAGCGTTTTCATCACGTGACGGCGAGGCTCGAACATTGGTATAGCGGCAAAAAGCTACATGCTCTTTTTGGTGACATTTGTTGGAATT
	GmorB^27    GCCGAACAACCACTAAACGGATCCGATGAACTCAGCGTTTTCATCACATGACGGCGAGGCTCGAACATTGGTACAGCGGCAAAAAGCTACATGATCTTTTTGGTGACATTTGTTGGAATT
	GpasB^28    GCCGAACAACCACTAAACGAATCCGATGAACTCAGCGTTTTCATCACGTGACGGCGAGGCTCGAACATTGGTACAGCGGCAAAAAGCTACATGCTCTTTTTGGTGACATTTGTTGGAATT


19 120
	GecuC^1     CGAGCATCAAATGGCCGACTTGAAAAATTTTTTAGGAGACGCAGTATTGCATTTAGAAACATATTGGTAGCTGATTGGAAATATAGGTTACCAAATACATATATTATATTTATAA-TTTG
	GecuP^4     CGAGCATCAAATGGCCGACTTGAAAAATTTTTTAGGAGACGCAGTATTGCATTTAGAAACATATTGGTAGCTGATTGGAAATATAGGTTACCAAATACACATATTATATTTATAA-TTTG
	GecuP^5     CGAGCATCAAATGGCCGACTTGAAAAATTTTTTAGGAGACGCAGTATTGCATTTAGAAACATATTGGTAGCTGATTGGAAATATAGGTTACCAAATACACATATTATATTTATAA-TTTG
	GecuP^6      CGAGCATCAAATGGCCGACTTGAAAAATTTTTTAGGAGACGCAGTATTGCATTTAGAAACATATTGGTAGCTGATTGGAAATATAGGTTACCAAATACAYATATTATATTTATAA-TTTG
	GecuP^7      CGAGCANCAAATGGCCGACTTGAAAAATTTTTTAGKAGACGCAGTATTGCATTTAGAAACATATTGGTAGCTGATTGGAAATATAGGTTACCAAATACACANNNTATATTTATAA-TTTG
	GecuE^8      CGAGCATCAAATGGCCGACTTGAAAAATTTTTTAGGAGACGCAGTATTGCATTTAGAAACATATTGGTAGCTGATTGGAAATATAGGTTACCAAATACACATATTATATTTATAA-TTTG
	GecuE^9       CGAGCATCAAATGGCCGACTTGAAAAAYTTTTTAGGAGACGCAGTATTGCATTTAGAAACATATTGGTAGCTGATTGGAAATATAGGTTACCAAATACACATATTATATTTATAA-TTTG
	GecuE^10       CGAGCATCAAATGGCCCACTTGAAAAATTTTTTAGGAGACGCAGTATTGCATTTAGAAACATATTGGTAGCTGATTGGAAATATAGGTTACCAAATACACATATTATATTCATAA-TTTG
	GecuE^11      CGAGCATCAAATGNCCGACTTGAAAAATTTTTTAGNAGACGCAGTATTGCATTTAGAAACATATTGGTAGCTGATTGGAAATATAGGTTACCAAATACACATATTATATTTATAA-TTTG
	GlicC^15     CGAGCATCAAATGRCCGACTTGAAAAWTTTTTTAGGAGACGCAGTATTGCATTTAGAAACRTATTGGTAGCTGATTGGAAATATAGGTTACCAAATACACATATTATATTTATAA-TTTG
	GlicP^17      CGAGCATCAAATGACCGACTTGAGAAATCTTTTAGGAGACGCAGTATTGCATTTAGAAACATATTGGTAGCTGATTGGAAATATAGGTTACCAAATACACATATTATATTTATAA-TTTG
	GlicE^20      CGAGCATCAAATGGCCGACTTGAAAAATTTTTTAGTAGACNCAGTATTGCATTTAGAAACATATTGGTAGCTGATTGGAAATATAGGTTACCAAATACACATATTATATTTATAA-TTTG
	GlicE^21      CGAGCATCAAATGRCCGACTTGAAAAATTTTTTAGKAGACGCAGTATTGCATTTAGAAACATATTGGTAGCTGATTGGAAATATAGGTTACCAAATACACATATTAYATTTATAA-TTTG
	GlicE^22      CGAGCATCAAATGGCCGACTTGAAAAATTTTTTAGGAGACGCAGTATTGCATTTAGAAACATATTGGTAGCTGATTGGAAATATAGGTTACCAAATACACATATTATATTTATAA-TTTG
	GlicE^23       CGAGCATCAAATGGCCGACTTGAAAAWTTTTTTAGGAGACGCAGTATTGCATTTAGAAACATATTGGTAGCTGATTGGAAATATAGGTTACCAAATACACATATTATATTTATAATTTTG
	GlicE^24       CGAGCATCAAATGGCCGACTTGAAAAWTTTTTTAGGAGACGCAGTATTGCATTTAGAAACATATTGGTAGCTGATTGGAAATATAGGTTACCAAATACACATATTATATTTATAATTTTG
	GlicE^25      CGAGCATCAAATGGCCGACTTGAAAAATTTTTTAGKAGACGCAGTATTGCATTTAGAAACATATTGGTAGCTGATTGGAAATATAGGTTACCAAATACACATATTATATTTATAATTTTG
	GmorB^27    CGAGCATCAAATGGCCGACTTGAAAAATTTTTTAGGAGACGCAGTATTGCATTTAGAAACATATTGGTAGCTGATTGGAAATATAAGTTACCAAATACACATATTATATTTATAA-TTTG
	GpasB^28    CGAGCATCAAATGGCCCACTTGAAAAATTTTTTAGGAGACGCAGTATTGCATTTAGAAACATATTGGTAGCTGATTGGAAATATAGGTTACCAAATACACATATTATATTCATAA-TTTG


19 120
	GecuC^1     TGTTGCTAAAATTGCGACACGCTCGTTGAGAAAATCTGCCATAACTGACTCAAATCAAATGCAAAAACAAAGGTTGTTTTTGGCTGCGCCAATAAAGAATAGTGTGCTCTTTCGTTTCAT
	GecuP^4     TGTTGCTAAAATTGCGACACGCTCGTTGAGAAAATCTGCCATAACTGACTAAAATCAAATGCAAAAACAAAGGTTGTTTTTGGCTGCGCCAATAAAGAATAGTGTGCTCTTTCGTTTCAT
	GecuP^5      TGTTGCTAAAATTGCGACACGCTCGTTGAGAAAATCTGCCATAACTGACTCAAATCAAATGCAAAAACAAAGGTTGTTTTTGGCTGCGCCAATAAAGAATAGTGTGCTCTTTCGTTTCAT
	GecuE^8      TGTTGCTAAAATTGCGACACGCTCGTTGAGAAAATCTGCCATAACTGACTCAAATCAAATGCAAAAACAAAGGTTGTTTTTGGCTGCGCCAATAAAGAATAGTGTGCTCTTTCGTTTCAT
	GecuE^9       TGTTGCTAAAATTGCGACACGCTCGTTGAGAAAATCTGCCATAACTGACTCAAATCAAATGCAAAAACAAAGGTTGTTTTTGGCTGCGCCAATAAAGAATAGTGTGCTCTTTCGTTTCAT
	GecuE^10       TGTTGCTAAAATTGCGACACGCTCGTTGAGAAAATCTGCCATAACTGACTCAAATCAAATGCAAAAACAAAGGYTGTTTTTGGCTGCGCCAATAAAGAATAGTGTGCTCTTTCGTTTCAT
	GecuE^11       TGTTGCTAAAATTGCGACACGCTCGTTGAGAAAATCTGCCATAACTGACTAAAATCAAATGCAAAAACAAAGGTTGTTTTTGGCTGCGCCAATAAAGAATAGTGTGCTCTTTCGTTTCAT
	GecuE^12      TGTTGCTAAAATTGCGACACGCTCGTTGAGAAAATCTGCCATAACTGACTAAAATCAAATGCAAAAACAAAGGTTGTTTTTGGCTGCGCCAATAAAGAATAGTGTGCTCTTTCGTTTCAT
	GlicC^15     TGTTGCTAAAATTGCGACACGCTCGTTGAGAAAATCTGCCATAACTGACTCAAATCAAATGCAAAAACAAAGGTTGTTTTTGGCTGCGCCAATAAAGAATAGNGTGCTCTTTCGTTTCAT
	GlicP^17      TGTTGCTAAAATTGCGACACGCTCGTTGAGAAAATCTGCCATAACTGACYMAAATCAAATGCAAAAACAAAGGTTGTTTTTGGCTGCGCCAATAAAGAATAGTGTGCTCTTTCGTTTCAT
	GlicP^18      TGTTGCTAAAATTGCGACACGCTCGTTGAGAAAATCTGCCATAACTGACTMAAATCAAATGCAAAAACAAAGGTTGTTTTTGGCTGCGCCAATAAAGAATAGTGTGCTCTTTCGTTTCAT
	GlicE^20      TGTTGCTAAAATTGCGACACGCTCGTTGAGAAAATCTGCCATAACTGACTCAAATCAAATGCAAAAACAAAGGTTGTTTTTGGCTGCGCCAATAAAGAATAGTGTGCTCTTTCGTTTCAT
	GlicE^21      TGTTGCTAAAATTGCGACACGCTCGTTGAGAAAATCTGCCATAACTGACTCAAATCAAATGCAAAAACAAAGGTTGTTTTTGGCTGCGCCAATAAAGAATAGTGTGCTCTTTCGTTTCAT
	GlicE^22       TGTTGCTAAAATTGCGACACGCTCGTTGAGAAAATCTGCCATAACTGACTCAAATCAAATGCAAAAACAAAGGTTGTTTTTGGCTGCGCCAATAAAGAATAGTGTGCTCTTTCGTTTCAT
	GlicE^23       TGTTGCTAAAATTGCGACACGCTCGTTGAGAAAATCTGCCATAACTGACTAAAATCAAATGCAAAAACAAAGGTTGTTTTTGGCTGCGCCAATAAAGAATAGTGTGCTCTTTCGTTTCAT
	GlicE^24      TGTTGCTAAAATTGCGACACGCTCGTTGAGAAAATCTGCCATAACTGACTMAAATCAAATGCAAAAACAAAGGTTGTTTTTGGCTGCGCCAATAAAGAATAGTGTGCTCTTTCGTTTCAT
	GlicE^25      TGTTGCTAAAATTGCGACACGCTCGTTGAGAAAATCTGCCATAACTGACTCAAATCAAATGCAAAAACAAAGGTTGTTTTTGGCTGCGCCAATAAAGAATAGTGTGCTCTTTCGTTTCAT
	GmorB^27    TGTTGCTAAAATTGCGACACGCTCGTTGAGAAAATCTGCCATAACTGACTAAAATCAAATGCAAAAACAAAGGTTGTTTTTGGCTGCGCCAATAAAGAATAGTGTGCTCTTTCGTTTCAT
	GpasB^28    TGTTGCTAAAATTGCGACACGCTCGTTGAGAAAATCTGCCATAACTGACTCAAATCAAATGCAAAAACAAAGGTTGTTTTTGGCTGCGCCAATAAAGAATAGTGTGCTCTTTCGTTTCAT


22 120
	GecuC^1     AAATTCGATACGTTCAAGCTGTGG-AAAAAGAAAGAGAGAGGAGAACGTTTTATTAGGCTAATGTGTTTTCATAAAAAGAATCTCGGATGTGCCCTTAGATTCGGATTTGAGCGCCTTRT
	GecuP^4     AAATTCGATACGTTCAAGCTGTGG-AAAAAGAAAGAGAGAGGAGAACGTTTTATTAGGCTAATGTGTTTTCATAAAAAGAATCTCGGATGTGCCCTTAGATTCGGATTTGAGCGCCTTAT
	GecuP^5     AAATTCGATACGTTCAAGCTGTGG-AAAAAGAAAGAGAGAGGAGAACGTTTTATTAGGCTRATGTGTTTTCATAAAAAGAATCTCGGATGTGCCCTTAGATTCGGATTTGAGCGCCTTAT
	GecuP^6      AAATTCGATACGTTCAAGCTGTGG-AAAAAGAAAGAGAGAGGAGAACGTTTTATTAGGCTAATGTGTTTTCATAAAAAGAATCTCGGATGTGCCCTTAGATTCGGATTTGAGCGCCTTAT
	GecuP^7      AAATTCGATACGTTCAAGCTGTGG-AAAAAGAAAGAGAGAGGAGMACGTTTTATTAGGCTAATGTGTTTTCATAAAAAGAATCTCGGATGTGCCCTTAGATTCGGATTTGNGCGCCTTRT
	GecuE^8      AAATTCGATACGTTCAAGCTGTGG-AAAAAGAAAGAGAGAGGAGAACGTTTTATTAGGCTAATGTGTTTTCATAAAAAGAATCTCGGATGTGCCCTTAGATTCGGATTTGAGCGCCTTGT
	GecuE^9       AAATTCGATACGTTCAAGCTGTGG--AAAAGAAAGAGAGAGGAGAACGTTTTATTAGGCTAATGTGTTTTCATAAAAAGAATCTCGGATGTGCCCTTAGATTCGGATTTGAGCGCCTTAT
	GecuE^10       AAATTCGATACGTTCAAGCTGTGG-AAAAAGAAAGAGAGAGGAGAACGTTTTATTAGGCTAATGTGTTTTCATAAAAAGAATCTCGGATGTGCCCTTAGATTCGGATTTGAGCGCCTTAT
	GecuE^11       AAATTCGATACGTTCAAGCTGTGG-AAAAAGAAAGAGAGARGAGAACGTTTTATTAGGCTAATGTGTTTTCATAAAAAGAATCTCGGATGTGCCCTTAGATTCGGATTTGAGCGCCTTAT
	GecuE^12      AAATTCGATACGTTCAAGCTGTGG-AAAAAGAAAGAGAGAGGAGNACGTTTTATTAGGCTAATGTGTTTTCATAAAAAGAATCTCGGATGTGCCCTTAGATTCGGATTTGAGCGCCTTAT
	GlicC^15     AAATTCGATACGTTCAAGCTGTGG-AAAAAGAAAGAGAGAGGAGAACGTTTTATTAGGCTAATGTGTTTTCATAAAAAGAATCTCGGATGTGCCCTTAGATTCGGATTTGAGCGCCTTNT
	GlicP^17      AAATTCGATACGTTCAAGCTGTGG-AAAAAGAAAGAGAGAGGAGAACGTTTTATTAGGCTAATGTGTTTTCATAAAAAGAATCTCGGATGTGCCCTTAGATTCGGATTTGAGCGCCTTAT
	GlicE^20      AAATTCGATACGTTCAAGCTGTGG-AAAAAGAAAGAGAGAGGAGAACGTTTTATTAGGCTAATGTGTTTTCATAAAAAGAATCTCGGATGTGCCCTTAGATTCGGATTTGAGCGCCTTAT
	GlicE^21      AAATTCGATACGTTCAAGCTGTGG-AAAAAGAAAGAGAGAGGAGAACGTTTTATTAGGCTAATGTGTTTTCATAAAAAGAATCTCGGATGTGCCCTTAGATTCGGATTTGAGCGCCTTAT
	GlicE^22      AAATTCGATACGTTCAAGCTGTGG-AAAAAGAAAGAGAGAGGAGAACGTTTTATTAGGCTAATGTGTTTTCATAAAAAGAATCTCGGATGTGCCCTTAGATTCGGATTTGAGCGCCTTAT
	GlicE^23       AAATTCGATACGTTCAAGCTGTGG-AAAAAGAAAGAGAGAGGAGMACGTTTTATTAGGCTAATGTGTTTTCATAAAAAGAATCTCGGATGTGCCCTTAGATTCGGATTTGAGCGCCTTAT
	GlicE^24       AAATTCGATACGTTCAAGCTGTGGAAAAAAGAAARAGAGAGGAGAACGTTTTATTAGGCTAATGTGTTTTCATAAAAAGAATCTCGGATGTGCCCTTAGATTCGGATTTGAGCGCCTTAT
	GlicE^25      AAATTCGATACGTTCAAGCTGTGG-AAAAAGAAAGAGAGAGGAGMACGTTTTATTAGGCTAATGTGTTTTCATAAAAAGAATCTCGGATGTGCCCTTAGATTCGGATTTGAGCGCCTTAT
	GlicE^26      AAATTCGATACGTTCAAGCTGTGG-AAAAAGAAAGAGAGAGGAGAACGTTTTATTAGGCTAATGTGTTTTCATAAAAAGAATCTCGGATGTGCCCTTAGATTCGGATTTGAGCGCCTTAT
	GmorB^27    AAATTCGATACGTTCAAGCTGTGG-AAAAAGAAAGAGAGAGGAGAACGTTTTATTAGGCTAATGTGTTTTCATAAAAAGAATCTCGGATGTGCCCTTAGATTCGGATTTGAGCGCCTTAT
	GpasB^28    AAATTCGATACGTTCAAGCTGTGG-AAAAAGAAAGAGAGAGGAGMACGTTTTATTAGGCTAATGTGTTTTCATAAAAAGAATCTCGGATGTGCCCTTAGATTCGGATTTGAGCGCCTTAT
	GpasB^29    AAATTCGATACGTTCAAGCTGTGG-AAAAAGAAAGAGAGAGGAGMACGTTTTATTAGGCTAATGTGTTTTCATAAAAAGAATCTCGGATGTGCCCTTAGATTCGGATTTGAGCGCCTTAT


19 120
	GecuC^1     GGCGAATACTTGTTTCAGAAATGTTAGACATCACTGCTAATTCATTCACTTTCGAGCTTAGATCTGCTGATACCATTTCTTCGATAATTGAAATGTTTTGAACCATTATTAGTTCAACTG
	GecuP^4     GGCGAATACTTGTTTCAGAAATGTTAGACATCACTGCTAATTCATTCACTTTCGAGCTTAGATCTGCTGATACCATTTCTTCGATAATTGAAATGTTTTGAACCATTATTAGTTCAACTG
	GecuP^5     GGCGAATACTTGTTTCAGAAATGTTAGACATCACTGCTAATTCATTCACTTTCGAGCTTAGATCTGCTGATACCATTTCTTCGATAATTGAAATGTTTTGAACCATTATTAGTTCAACTG
	GecuP^6      GGCGAATACTTGTTTCAGAAATGTTAGACATCACTGCTAATTCATTCACTTTCGAGCTTAGATCTGCTGATACCATTTCTTCGATAATTGAAATGTTTTGAACC---ATTAGTTCAACTG
	GecuE^8      GGCGAATGCTTGTTTCAGAAATGTTAGACATCACTGCTAATTCATTCACTTTCGAGCTTAGATCTGCTGATACCATTTCTTCGATAATTGAAATGTTTTGAACCATTATTAGCTCAACTG
	GecuE^9       GGCGAATACTTGTTTCAGAAATGTTAGACATCACTGCTAATTCATTCACTTTCGAGCTTAGATCTGCTGATACCATTTCTTCGATAATTGAAATGTTTTGAACCATTATTAGTTCAACTG
	GecuE^10       GGCGAATACTTGTTTCAGAAATGTTAGACATCACTGCTAATTCATTCACTTTCGAGCTTAGATCTGCTGATACCATTTCTTCGATAATTGAAATGTTTTGAACCATTATTAGTTCAACTG
	GecuE^11      GGYGAATACTTGTTTCAGAAATGTTAGACATCACTGCTAATTCATTCACTTTCGAGCTTAGATCTGCTGATACCATTTCTTCGATAATTGAAATGTTTTGAACCATTATTAGTTCAACTG
	GlicC^15     GGCGAATACTTGTTTCAGAAATGTTAKACATCACTGCTAATTCATTCACTTTCGAGCTTAGATCTGCTGATACCATTTCTTCGATAATTGAAATGTTTTGAACCATTATTAGTTCAACTG
	GlicP^17      GGCGAATACTTGTTTCAGAAATGTTAGACATCACTGCTAATTCATTCACTTTCGAGCTTAGATCTGCTGATACCATTTCTTCGATAATTGAAATGTTTTGAACCATTATTAGTTCAACTG
	GlicE^20      GGCGAATACTTGTTTCAGAAATGTTAGACATCACTGCTAATTCATTCACTTTCGAGCTTAGATCTGCTGATACCATTTCTTCGATAATTGAAATGTTTTGAACCATTATTAGTTCAACTG
	GlicE^21      GGCGAATACTTGTTTCAGAAATGTTAGACATCACTGCTAATTCATTCACKTTCGAGCTTAGATCTGCTGATACCATTTCTTCGATAATTGAAATGTTTTGAACCATTATTAGTTCAACTG
	GlicE^22       GGCGAATACTTGTTTCAGAAATGTTAGACATCACTGCTAATTCATTCACGTTCGAGCTTAGATCTGCTGATACCATTTCTTCGATAATTGAAATGTTTTGAACCATTATTAGTTCAACTG
	GlicE^23       GGCGAATACTTGTTTCAGAAATGTTAGACATCACTGCTAATCCATTCACTTTCGAGCTTAGATCTGCTGATACCATTTCTTCGATAATTGAAATGTTTTGAACCATTATTAGTTCAACTG
	GlicE^24      GGCGAATACTTGTTTCAGAAATGTTAGACATCACTGCTAATTCATTCACTTTCGAGCTTAGATCTGCTGATACCATTTCTTCGATAATTGAAATGTTTTGAACCATTATTAGTTCAACTG
	GlicE^25      GGCGAATACTTGTTTCAGAAATGTTAGACATCACTGCTAATTCATTCACTTTCGAGCTTAGATCTGCTGATACCATTTCTTCGATAATTGAAATGTTTTGAACCATTATTAGTTCAACTG
	GmorB^27    GGCGAATACTTGTTTCAGAAATGTTAGACATCACTGCTAATTCATTCACTTTCGAGCTTAGATCTGCTGATGCCATTTCTTCGATAATTGAAATGTTTTGAACCATTATTAGTTCAACTG
	GpasB^28    GGCGAATACTTGTTTCAGAAATGTTAGACATCACTGCTAATTCATTCACTTTCGAGCTTAGATCTGCTGATACCATTTCTTCGATAATTGAAATGTTTTGAACC---ATTAGTTCAACTG
	GpasB^29    GGCGAATACTTGTTTCAGAAATGTTAGACATCACTGCTAATTCATTCACTTTCGAGCTTAGATCTGCTGATACCATTTCTTCGATAATTGAAATGTTTTGAACC---ATTAGTTCAACTG


18 120
	GecuC^1     CACGGCAATTGCCATGAAAAACAATGTATGGAATATCGTTACCGACTTGTTTGTACATGTTATACCTAACACA--TGTTCATCTTGATATGCCTACTACGTTCTAAAGAATGCATGACGT
	GecuP^4     CACGGCAATTGCCATGAAAAACAATGTATGGAATATCGTTACCGACTTGTTTGTACATGTTATACCTAACACA--TGTTCATCTTGATATGCCTACTACGTTCTAAAGAATGCATGACGT
	GecuP^5      CACGGCAATTGCCATGAAAAACAATGTATGGAATATCGTTACCGACTTGTTTGTACATGTTATACCTAACACA--TGTTCATCTTGATATGCCTACTACGTTCTAAAGAATGCATGACGT
	GecuE^8      CACGGCAATTGCCATGAAAAACAATGTATGGAATATCGTTACCGACTTGTTTGTACATGTTATACCTAACACA--TGTTCATCTTGATATGCCTACTACGTTCTAAAGAATGCATGACGT
	GecuE^9       CACGGCAATTGCCATGAAAAACAATGTATGGAATATCGTTACCGACTTGTTTGTACATGTTATACCTAACACATGTGTTCATCTTGATATGCCTACTACRTTCTAAAGAATGCATGACGT
	GecuE^10       CACGGCAATTGCCATGAAAAACAATGTATGGAATATCGTTACCGACTTGTTTGTACATGTTATACCTAACACA--TGTTCATCTTGATATGCCTACTACGTTCTAAAGAATGCATGACGT
	GecuE^11      CACGGCAATTGCCATGAAAAACAATGTATGGAATATCGTTACCGACTTGTTTGTACATGYTATACCTAACACA--TGTTCATCTTGATATGCCTACTACGTTCTAAAGAATGCATGACGT
	GlicC^15     CACGGCAATTGCCATGAAAAACAATGTATGGAATATCGTTACCKACTTGTTTGTACATGTTATACCTAACACA--TGTTCATCTTGATATGCCTACTACGTTCTAAAGAATGCATGACGT
	GlicP^17      CACGGCAATTGCCATGAAAAACAATGTATGGAATATCGTTACCGACTTGTTTGTACATGTTATACCTAACACA--TGTTCATCTTGATATGCCTACTACGTTCTAAAGAATGCATGACGT
	GlicE^20      CACGGCAATTGCCATGAAAAACAATGTATGGAANATCGTTACCGACTTGTTTGTACATGTTATACCTAACACA--TGTTCATCTTGATATGCCTACTACGTTCTAAAGAATGCATGACGT
	GlicE^21      CACGGCAATTGCCATGAAAAACAATGTATGGAATATCGTTACCGACTTGTTTGTACATGTTATACCTAACACA--TGTTCATCTTGATATGCCTACTACGTTCTAAAGAATGCATGACGT
	GlicE^22      CACGGCAATTGCCATGAAAAACAATGTATGGAATATCGTTACCGACTTGTTTGTACATGTTATACCTAACACA--TGTTCATCTTGATATGCCTACTACGTTCTAAAGAATGCATGACGT
	GlicE^23       CACGGCAATTGCCATGAAAAACAATGTATGGAATATCGTTACCGACTTGTTTGTACATGTTATACCTAACACA--TGTTCATCTTGATATGCCTACTACGTTCTAAAGAATGCATGACGT
	GlicE^24       CACGGCAATTGCCATGAAAAACAATGTATGGAATATCGTTACCGACTTGTTTGTACATGTTATACCTAACACA--TGTTCATCTTGATATGCCTACTACGTTCTAAAGAATGCATGACGT
	GlicE^25      CACGGCAATTGCCATGAAAAACAATGTATGGAATATCGTTACCGACTTGTTTGTACATGTTATACCTAACACA--TGTTCATCTTGATATGCCTACTACGTTCTAAAGAATGCATGACGT
	GlicE^26      CACGGCAATTGCCATGAAAAACAATGTATGGAATATCGTTACCGACTTGTTTGTACATGTTATACCTAACACA--TGTTCATCTTGATATGCCTACTACGTTCTAAAGAATGCATGACGT
	GmorB^27    CACGGCAATTGCCATGAAAAACAATGTATGGAATATCGTTACCGACTTGTTTGTACATGTTATACCTAACACA--TGTTCATCTTGATATGCCTACTACGTTCTAAAGAATGCATGACGT
	GpasB^28    CACGGCAATTGCCATGAAAAACAATGTATGGAATATCGTTACCGACTTGTTTGTACATGTTATACCTAACACA--TGTTCATCTTGATATGCCTACTACGTTCTAAAGAATGCATGACGT


18 120
	GecuC^1     TAATGACTCATGCTAATTGCATG-AAGAAAA-CTATTTACAAAAAGAAGTGGTAATTTATGAAACACCGATAGTGTTGTCAAATACTTCAAATCCAATGATACCTTAGAAAGTGCTAATG
	GecuP^4     TAATGACTCATGCTAATTGCATG-AAGAAAAACTATTTACAAAAAGAAGTGGTAATTTATGAAACACCGATAGTGTTGTCAAATACTTCAAATCCAATGATACCTTAGAAAGTGCTAATG
	GecuP^5      TAATGACTCATGCTANTTGCATG-AAGAAAAACTATTTACAAAAAGAAGTGGTAATTTATGAAACACCGATAGTGTTGTCAAATACTTCAAATCCAATGATACCTTAGAAAGTGCTAATG
	GecuE^8      TAATGACTCATGCTAATTGCATG-AAAAAAAACTATTTACAAAAAGAAGTGGTAATTTATGAAACACCGATAGTGTTGTCAAATACTTCAAATCCAATGATACCTTAGAAAGTGCTAATG
	GecuE^9       TAATGACTCATGCTAATTGCATG-AARAAAAACTATTTACAAAAAGAAGTGGTAATTTATGAAACACCGATAGTGTTGTCAAATACTTCAAATCCAATGATACCTTAGAAAGTGCTAATG
	GecuE^10       TAATGACTCATGCTAATTGCATG-AAGAAAARCTATTTACAAAAAGAAGTGGTAATTTATGAAACACCGATAGYGTTGTCAAATACTTCAAATCCAATGATACCTTAGAAAGTGCTAATG
	GlicC^15     TAATGACTCATGCTAATTGCATG-AAGAAAARCTATTTACAAAAAGAAGTGGTAATTTATGAAACACCGATAGTGTTGTCAAATACTTCAAATCCAATGATACCTTAGAAAGTGCTAATG
	GlicP^17      TAATGACTCATGCTAATTGCATG-AAGAAAARCTATTTACAAAAAGAAGTGGTAATTTATGAAACACCGATAGTGTTGTCAAATACTTCAAATCCAATGATACCTTAGAAAGTGCTAATG
	GlicE^20      TAATGACTCATGCTAATTGCATG-AAGAAAARCTATTTACAAAAAGAAGTGGTAATTTATGAAACACCGATAGTGTTGTCAAATACTTCAAATCCAATGATACCTTAGAAAGTGCTAATG
	GlicE^21      TAATGACTCATGCTAATTGCATG-AAGAAAAACTATTTACAAAAAGAAGTGGTAATTTATGAAACACCGATAGTGTTGTCAAATACTTCAAATCCAATGATACCTTAGAAAGTGCTAATG
	GlicE^22      TAATGACTCATGCTAATTGCATG-AAGAAAARCTATTTACAAAAAGAAGTGRTAATTTATGAAACACCGATAGTGTTGTCAAATACTTCAAATCCAATGATACCTTAGAAAGTGCTAATG
	GlicE^23       TAATGACTCATGCTAATTGCATG-AAGAAAAACTATTTACAAAAAGAAGTGGTAATTTATGAAACACCGATAGTGTTGTCAAATACTTCAAATCCAATGATACCTTAGAAAGTGCTAATG
	GlicE^24       TAATGACTCATGCTAATTGCATG-AAGAAAAGCTATTTACAAAAAGAAGTGRTAATTTATGAAACACCGATAGTGTTGTCAAATACTTCAAATCCAATGATACCTTAGAAAGTGCTAATG
	GlicE^25      TAATGACTCATGCTAATTGCATG-AAGAAAAACTATTTACAAAAAGAAGTGGTAATTTATGAAACACCGATAGTGTTGTCAAATACTTCAAATCCAATGATACCTTAGAAAGTGCTAATG
	GlicE^26      TAATGACTCATGCTAATTGCATGNAARAAAAACTATTTACAAAAAGAAGTGGTAATTTATGAAACACCGATAGTGTTGTCAAATACTTCAAATCCAATGATACCTTAGAAAGTGCTAATG
	GmorB^27    TAATGACTCATGCTAATTGCATG-AAGAAAAACTATTTACAAAAAGAAGTGGTAATTTATGAAACACCGATAATGTTGTCAAATACTTCAAATCCAATGATACCTTAGAAAGTGCTAATG
	GpasB^28    TAATGACTCATGCTAATTGCATG-AAGAAAAACTATTTACAAAAAGAAGTGGTAATTTATGAAACACCGATAGTGTTGTCAAATACTTCAAATCCAATGATACCTTAGAAAGTGCTAATG
	GpasB^29    TAATGACTCATGCTAATTGCATG-AAGAAAAACTATTTACAAAAAGAAGTGGTAATTTATGAAACACCGATAGTGTTGTCAAATACTTCAAATCCAATGATACCTTAGAAAGTGCTAATG


18 120
	GecuC^1     TTTTTCAAGTTGGAATATCTTTGAAACTCGAGAAGGGTCTGACCATATCGCNATTTATTATTGACGCAAATGTATGACAGGAAACAAGGGTGG--ACAATTGCGANAGATTATCTGAATC
	GecuP^4     KTTTTCAAGTTGGAATATCTTTGAAACTCGAGAAGGGTCTGACCATATCGCAATTTATTATTGACGCAAATGTATGACAGGAAACAAGGGTGG--ACAATTGCGAAAGATTATCTGAATC
	GecuP^5      TTTTTCAAGTTGGAATATCTTTGAAACTCGAGAAGGGTCTGACCATATCGCAATTTATTATTGACGCAAATGTATGACAGGAAACAAGGGTGG--ACAATTGCGAAAGATTATCTGAATC
	GecuE^8      KTTTTCAAGTTGGAATATCTTTGAAACTCGAGAAGGGTCTGACCATRTCGCAATTTATTATTGACGCAAATGTATGACAGGAAACAAGGGTGG--ACAATTGCGAAAGATTATCTGAATC
	GecuE^9       TTTTTCAAGTTGGAATATCTTTGAAACTCGAGAAGGGTCTGACCATATCGCAATTTATTATTGACGCAAATGTATGACAGGAAACAAGGGTGG--ACAATTGCGAAAGATTATCTGAATC
	GecuE^10       TTTTTCAAGTTGGAATATCTTTGAAACTCGAGAAGGGTCTGACCATATCGCAATTTATTATTGACGCAAATGTATGACAGGAAACAAGGGCGG--ACAATTGCGAAAGATTATCTGAATC
	GecuE^11      KTTTTCAAGTTGGAATATCTTTGAAACTCGAGAAGGGTCTGACYATATCGCAATTTATTATTGACGCAAATGTATGACAGGAAACAAGGGTGG--ACAATTGCGAAAGATTATCTGAATC
	GlicC^15     TTTTTCAAGTTGNAATATCTTTGAAACTCGAGAAGGGTCTGACCATATCGCAATTTATTATTGACGCAAATGTATGACAGGAAACAAGGG-GG--ACAATTGCGAAAGATTATCTGAATC
	GlicP^17      KTTTTCAAGTTGGAATATCTTTGAAACTCGAGAAGGGTCTGACCATATCGCAATTTATTATTGACGCAAATGTATGACAGGAAACAAGGGTGG--ACAATTGCGAAAGATTATCTGAATC
	GlicE^20      TTTTTCAAGTTGGAATATCTTTGAAACTCGAGAAGGGTCTGACCATATCGCAATTTATTATTGACGCAAATGTATGACAGGAAACAAGGGTGG--ACAATTGCGAAAGATTATCTGAATC
	GlicE^21      TTTTTCAAGTTGGAATATCTTTGAAACTCGAGAAGGGTCTGACCATATCGCAATTTATTATTRACGCAAATGTATGACAGGAAACAAGGGTGG--ACAATTGCGAAAGATTATCTGAATC
	GlicE^22      TTTTTCAAGTTGGAATATCTTTGAAACTCGAGAAGGGTCTGACCATATCGCAATTTATTATTGACGCAAATGTATGACAGGAAACAAGGGTGG--ACAATTGCGAAAGATTATCTGAATC
	GlicE^23       TTTTTCAAGTTGRAATATCTTTGAAACTCGAGAAGGGTCTGACCATATCGCAATTTATTATTGACGCAAATGTATGACAGGAAACAAGGGTGGNNACAATTGCGAAAGATTATCTGAATC
	GlicE^24      TTTTTCAAGTTGGAATATCTTTGAAACTCGAGAAGGGTCTGACYATATCGCAATTTATTATTGACGCAAATGTATGACAGGAAACAAGGGTGG--ACAATTGCGAAAGATTATCTGAATC
	GlicE^25      TTTTTCAAGTTGGAATATCTTTGAAACTCGAGAAGGGTCTGACCATATCGCAATTTATTATTGACGCAAATGTATGACAGGAAACAAGGGTGG--ACAATTGCGAAAGATTATCTGAATC
	GmorB^27    TTTTTCAAGTTGGAATATCTTTGAAACTCGAGAAGGGTCTGACCATATCGCAATTTATTATTGACGCAAATGTATGACAGGAAACAAGGGTGG--ACAATTGCGAAAGATTATCTGAATC
	GpasB^28    TTTTTCAAGTTGGAATATCTTTGAAACTCGAGAAGGGTCTGACSATATCGCAATTTATTATTGACGCAAATGTATGACARGAAACAAGGGTGG--ACAATTGCGAAAGATTATCTGAATC
	GpasB^29    TTTTTCAAGTTGGAATATCTTTGAAACTCGAGAAGGGTCTGACCATATCGCAATTTATTATTGACGCAAATGTATGACAGGAAACAAGGGTGG--ACAATTGCGAAAGATTATCTGAATC


18 120
	GecuC^1     CATCTCGGACGGCTGCTTGGCCAACACTGAGCGGCGTAGCGAGACGAGAATGGTACGTATATAGAGTATGAGAGCTGCTGCACACGCCAATGTTGTCGRATTTCCACGTAAGATGAACAT
	GecuP^4     CATCTCGGRCGGCTGCTTGGCCAACACTGAGCGGCGTAGCGAGACGAGAATGGTACGTATATAGAGTATGAGAGCTGCTGCACACGCCAATGTTGTCGGATTTCCACGTAAGATGAACAT
	GecuP^5     CATCTCGGACGGCTGCTTGGCCAACACTGAGCGGCGTAGCGAGACGAGAATGGNACGTATATAGAGTATGAGAGCTGCTGCACACGCCAATGTTGTCGGATTTCCACGTAAGATGAACAT
	GecuP^6      CATNTCGGACGGCTGCTTGGCCAACACTGAGCGGCGTAGCGAGACGAGAATGGTACGTATATAGAGTATGAGAGCTGCTGCACACGCCAATGTTGTCGNATTTCCACGTAAGATGAACAT
	GecuE^8      CATCTCGGACGGCTGCTTGGCCAACACTGAGCGGCGTAGCGAGACGAGAATGGTACGTATATAGAGTATGAGAGCTGCTGCACACGCCAATGTTGTCGRATKTCCACGTAAGATGAACAT
	GecuE^9       CATCTCGGACGGCTGCTTGGCCAACACTGAGCGGCGTAGCGAGACGAGAATGGTACGTATATAGAGTATGAGAGCTGCTGCACACGCCAATGTTGTCGRATTTCCACGTAAGATGAACAT
	GecuE^10      CATCTCGGACGGCTGCTTGGCCAACACTGAGCGGCGTAGCGAGACGAGAATGGTACGTATATAGAGTNTGAGAGCTGCTGCACACGCCAATGTTGTCGNATTTCCACGTAAGATGAACAT
	GlicC^15     CATCTCGGACGGCTGCTTGGCCAACACTGAGCGGCGTAGCGAGACGAGAATGGTACGTATATAGAGTATGAGAGCTGCTGCACACGCCAATGTTGTCGGATKNNNACGTAAGATGAACAT
	GlicP^17      CATCTCGGACGGCTGCTTGGCCAACACTGAGCGGCGTAGCGAGACGAGAATGGTACGTATATAGAGTATGAGAGCTGCTGCACACGCCAATGTTGTCGGATG---ACGTAAGATGAACAT
	GlicE^20      CATCTCGGACGGCTGCTTGGCCAACACTGAGCGGCGTAGCGAGACGAGAATGGTACGTATATAGAGTATGAGAGCTGCTGCACACGCCAATGTTGTCGGATG---ACGTAAGATGAACAT
	GlicE^21      CATCTCGGACGGCTGCTTGGCCAACACTGAGCGGCGTAGCGAGACGAGAATGGTAYGTATATAGAGTATGAGAGCTGCTGCACACGCCAATGTTGTCGGATG---ACGTAAGATGAACAT
	GlicE^22       CATCTCGGACGGCTGCTTGGCCAACACTGAGCGGCGTAGCGAGACGAGAATGGTAYGTATATAGAGTATGAGAGCTGCTGCACACGCCAATGTTGTCGGATG---ACGTAAGATGAACAT
	GlicE^23       CATCTCGGACGGCTGCTTGGCCAACACTGAGCGGCGTAGCGAGACGAGAATGGTACGTATATRGAGTATGAGAGCTGCTGCACACGCCAATGTTGTCGGATG---ACGTAAGATGAACAT
	GlicE^24      CATCTCGGACGGCTGCTTGGCCAACACTGAGCGGCGTAGCGAGACGAGAATGGTACGTATATRGAGTATGAGAGCTGCTGCACACGCCAATGTTGTCGGATG---ACGTAAGATGAACAT
	GlicE^25      CATCTCGGACGGCTGCTTGGCCAACACTGAGCGGCGTAGCGAGACGAGAATGGTACGTATATRGAGTATGAGAGCTGCTGCACACGCCAATGTTGTCGGATG---ACGTAAGATGAACAT
	GmorB^27    CATCTCGGACGGCTGCTTGGCCAACACTGAGCGGCGTAGCGAGACGAGAATGGTACGTATATAGAGTATGAGAGCTGCTGCACACGCCAATGTTGTCGRATTTCCACGTAAGATGAACAT
	GpasB^28    CATCTCGGACGGCTGCTTGGCCAACACTGAGCGGCGTAGCGAGACGAGAATGGTACGTATATAGAGTATGAGAGCTGCTGCACACGCCAATGTTGTCGGATTTCCACGTAAGATGAACAT
	GpasB^29    CATCTCGGACGGCTGCTTGGCCAACACTGAGCGGCGTAGCGAGACGAGAATGGTACGTATATAGAGTATGAGAGCTGCTGCACACGCCAATGTTGTCGGATTTCCACGTAAGATGAACAT


19 120
	GecuC^1     TAGCACTCGCAAACGCTTTACATAAGTCAAACGAGAACTCCGACTGTCGATTAGATGTTGACACAAACGTTTTCAGCAGTTGAGTTGTTTGAAACGGNCACTTTCTTTTCGACTGTTTTT
	GecuP^4     TAGCACTCGCAAACGCTTTACATAAGTCAAACGAGAACTCCGACTGTCGATTAGATGTTGACACAAACGTTTTCAGCAGTTGAGTTGTTTGAAACGGTCACTTTCTTTTCGACTGTTTTT
	GecuP^5      TAGCACTCGCAAACGCTTTACATAARTCAAAYGAGAACTCCGACTGTCGATTAGATGTTGACACAAACGTTTTCAGCAGTTGAGTTGTTTGAAACGGTCACTTTCTTTTCGACTG-TTTT
	GecuE^8      TAGCACTCGCAAACGCTTTACATAAGTCAAACGAGAACTCCGACTGTCGATTAGATGTTGACACAAACGTTTTCAGCAGTTGAGTTGTTTGAAACGGTCACTTTCTTTTCGACTG-TTTT
	GecuE^9       TAGCACTCGCAAACGCTTTACATAAGTCAAACGAGAACTCCGACTGTCGATTAGATGTTGACACAAACGTTTTCAGCAGTTGAGTTGTTTGAAACGGTCACTTTCTTTTCGACTG-TTTT
	GecuE^10      TAGCACTCGCAAACGCTTTACATAAGTCAAACGAGAACTCCGACTGTCGATTAGATGTTGACACAAACGTTTTTAGCAGTTGAGTTGTTTGAAACGGTCACTTTCTTTTCGACTG-TTTT
	GlicC^15     TAGCACTYGCAAACGCTTTACATAAGTCAAACGAGAACTCCGACTGTCGATTAGATGTTGACACAAACGTTTTCAGCAGTTGAGTTGTTTGAAACGGTCACTTTCTTTTCGACTG-TTTT
	GlicP^17      TAGCACTCGCAAACGCTTTACATAAGTCAAACGAGAACTCCGACTGTAGATTAGATGTTGACACAAACGTTTTCAGCAGTTGAGTTGTTTGAAACGGTCACTTTCTTTTCGACTG-TTTT
	GlicP^18      TAGCACTCGCAAACGCTTTACATAAGTCAAACGAGAACTCCGACTGTCGATTAGATGTTGACACAAACGTTTTCAGCAGTTGAGTTGTTTGAAACGGTCACTTTCTTTTCGACTGTTYTT
	GlicE^20      TAGCACTCGCAAACGCTTTACATAAGTCAAACGAGAACTCCGACTGTCGATTAGATGTTGACACAAACGTTTTCAGCAGTTGASTTGTTTGAAACGSTCACTTTCTTTTCGACTGTTTTT
	GlicE^21      TAGCACTCGCAAACGCTTTACATAAGTCAAACGAGAACTCCGACTGTCGATTAGATGTTGACACAAACGTTTTCAGCAGTTGAGTTGTTTGAAACGGTCACTTTCTTTTCGACTGTTTTT
	GlicE^22      TAGCACTCGCAAACGCTTTACATAAGTCAAACGAGAACTCCGACTGTCGATTAGATGTTGACACAAACGTTTTCAGCAGTTGASTTGTTTGAAACGGTCACTTTCTTTTCGACTG-TTTT
	GlicE^23       TAGCACTCGCAAACGCTTTACATAAGTCAAACGAGAACTCCGACTGTCGATTAGATGTTGACACAAACGTTTTCAGCAGTTGASTTGTTTGAAACGGTCACTTTCTTTTCGACTG-TTTT
	GlicE^24       TAGCACTCGCAAACGCTTTACATAAGTCAAACGAGAACTCCGACTGTMGATTAGATGTTGACACAAACGTTTTCAGCAGTTGAGTTGTTTGAAACGGTCACTTTCTTTTCGACTGTTTTT
	GlicE^25      TAGCACTCGCAAACGCTTTACATAAGTCAAACGAGAACTCCGACTGTCGATTAGATGTTGACACAAACGTTTTCAGCAGTTGACTTGTTTGAAACGGTCACTTTCTTTTCGACTG-TTTT
	GlicE^26      TAGCACTCGCAAACGCTTTACATAAGTCAAACGAGAACTCCGACTGTCGATTAGATGTTGACACAAACGTTTTCAGCAGTTGAGTTGTTTGAAACGGTCACTTTCTTTTCGACTGTTTTT
	GmorB^27    TAGCACTCGCAAACGCTTTACATAAGTCAAACGAGAACTCCGACTGTCGATTAGATGTTGACACAAACGTTTTCAGCAGTTGACTTGTTTGAAACGGTCACTTTCTTTTCGACTG-TTTT
	GpasB^28    TAGCACTCGCAAACGCTTTACATAAGTCAAACGAGAACTCCGACTGTCGATTAGATGTTGACACAAACGTTTTCAGCAGTTGAGTTGTTTGAAACGGTCACTTTCTTTTCGACTG-TTTT
	GpasB^29    TAGCACTCGCAAACGCTTTACATAAGTCAAACGAGAACTCCGACTGTCGATTAGATGTTGACACAAACGTTTTCAGCAGTTGAGTTGTTTGAAACGGTCACTTTCTTTTCGACTG-TTTT


21 120
	GecuC^1     TTCCGATAAGGATCCTAGTAACATTATTGAGAGTAGATCATCTGGTATATCAATTYCCGCTTCTTTCAGTTGTTCCGCTTTACTTGAAAATTCGTTGAGATACTTCGCCATTGGGGTACC
	GecuP^4     TTCCGATAAGGATCCTAGTAACATTATTGAGAGTAGATCATCTGGTATATCAATTYCCGCTTCTTTCAGTTGTTCCGCTTTACTTGAAAATTCGTTGAGATACTTCGCCATTGGGGTACC
	GecuP^5     TTCCGATAAGGATCCTAGTAACATTATTGAGAGTAGATCATCTGGTATATCAATTYCCGCTTCTTTCAGTTGTTCCGCTTTACTTGAAAATTCGTTGAGATACTTCGCCATTGGGGTACC
	GecuP^6      TTCCGATAAGGATCCTAGTAACATTATTGAGAGTAGATCATCTGGTATATCAATTYCCGCTTCTTTCAGTTGTTCCGCTTTACTTGAAAATTCGTTGAGATACTTCGCCATTGGGGTACC
	GecuP^7      TTCCGATAAGGATCCTAGTAACATTATTGAGAGTAGATCATCTGGTATATCAATTYCCGCTTCTTTCAGTTGTTCCGCTTTACTTGAAAATTCGTTGAGATACTTCGCCATTGGGGTACC
	GecuE^8      TTCCGATAAGGATCCTAGTAACATTATTGAGAGTAGATCATCTGGTATATCAATTCCCGCTTCTTTCAGTTGTTCCGCTTTACTTGAAAATTCGTTGAGATACTTCGCCATTGGGGTACC
	GecuE^9       TTCCGATAAGGATCCTAGTAACATTATTGAGAGTAGATCATCTGGTATATCAATTYCCGCTTCTTTCAGTTGTTCCGCTTTACTTGAAAATTCGTTGAGATACTTCGCCATTGGGGTACC
	GecuE^10       TTCCGATAAGGATCCTAGTAACATTATTGAGAGTAGATCATCTGGTATATCAATTYCCGCTTCTTTCAGTTGTTCCGCTTTACTTGAAAATTCGTTGAGATACTTCGCCATTGGGGTACC
	GecuE^11       TTCCGATAAGGATCCTAGTAACATTATTGAGAGTAGATCATCTGGTAYATCAATTCCCGCTTCTTTCAGTTGTTCCGCTTTACTTGAAAATTCGTTGAGATACTTCGCCATTGGGGTACC
	GlicC^15     TTCCGATAAGGATCCTAGTAACATTATTGAGAGTAGATCATCTGGTATATCAATTCCCGCTTCTTTYAGTTGTTCCGCTTTACTTGAAAATTCGTTGAGATACTTCGCCATTGGGGTACC
	GlicP^17      TTCCGATAAGGATCCTAGTAACATTATTGAGAGTAGATCATCTGGTATATCAATTCCCGCTTCTTTYAGTTGTTCCGCTTTACTTGAAAATTCGTTGAGATACTTCGCCATTGGGGTACC
	GlicP^18      TTCCGATAAGGATCCTAGTAACATTATTGAGAGTAGATCATCTGGTATATCAATTCCCGCTTCTTTCAGTTGTTCCGCTTTACTTGAAAATTCGTTGAGATACTTCGCCATTGGGGTACC
	GlicP^19      TTCCGATAAGGATCCTAGTAACATTATTGAGAGTAGATCATCTGGTATATCAATTNCCGCTTCTTTYAGTTKTTCCGCTTTACTTGAAAATTCGTTGAGATACTTCGCCATTGGGGTACC
	GlicE^20      TTCCGATAAGGATCCTAGTAACATTATTGAGAGTAGATCATCTGGTATATCAATTCCCGCTTCTTTYAGTTGTTCCGCTTTACTTGAAAATTCGTTGAGATACTTCGCCATTGGGGTACC
	GlicE^21      TTCCGATAAGGATCCTAGTAACATTATTGAGAGTAGATCATCTGGTATATCAATTCCCGCTTCTTTYAGTTGTTCCGCTTTACTTGAAAATTCGTTGAGATACTTCGCCATTGGGGTACC
	GlicE^22       TTCCGATAAGGATCCTAGTAACATTATTGAGAGTAGATCATCTGGTATATCAATTCCCGCTTCTTTYAGTTGTTCCGCTTTACTTGAAAATTCGTTGAGATACTTCGCCATTGGGGTACC
	GlicE^23       TTCCGATAAGGATCCTAGTAACATTATTGAGAGTAGATCATCTGGTATATCAATTCCCGCTTCTTTYAGTTGTTCCGCTTTACTTGAAAATTCGTTGAGATACTTCGCCATTGGGGTACC
	GlicE^24      TTCCGATAAGGATCCTAGTAACATTATTGAGAGTAGATCATCTGGTATATCAATTCCCGCTTCTTT-AGTTGTTCCGCTTTACTTGAAAATTCGTTGAGATACTTCGCCATTGGGRTACC
	GmorB^27    TTCCGATAAGGATCCTAGTAACATTATTGAGAGTAGATCATCTGGTATATCAATTCCCGCTTCTTTCAGTTGTTCCGCTTTACTTGAAAATTCGTTGAGATACTTCGCCATTGGGGTACC
	GpasB^28    TTCCGATAAGGATCCTAGTAACATTATTGAGAGYAGATCATCTGGTATATCAATTCCCGCTTCTTTCAGTTGTTCCGCTTTACTTGAAAATTCGTTGAGATACTTCRCCATTGGGGTACC
	GpasB^29    TTCCGATAAGGATCCTAGTAACATTATTGAGAGTAGATCATCTGGTATATCAATTNCCGCTTCTTT-AGTTGTTCCGCTTTACTTGAAAATTCGTTGAGATACTTCGCCATTGGGGTACC


18 120
	GecuC^1     AAAACAATATACTGCAAATCATATACAGTCCCTGGCCATATTACTTGAAACATATCRTAAATCAACCCTTTTACCTGGAAATTCCCATCCTATTATAGTGATATTCTTTTGCTTTGAATC
	GecuP^4     AAAACAATATACTGCAAATCATATACAGYCCCTGGCCATATTACTTGAAACATATCATAAATCAACCCTTTTACCTGGAAATTCCCAGCCTATTATAGTGATATTCTTTTGCTTTGAATC
	GecuP^5      AAAACAATATACTGCAAATCATATACAGTCCCTGGCCATATTACTTGAAACATATCATAAATCAACCCTTTTACCTGGAAATTCCCAGCCTATTATAGTGATATTCTTTTGCTTTGAATC
	GecuE^8       AAAACAATATACTGCAAATCATATACAGTCYCTGGCCATATTACTTGAAACATATCATAAATCAACCCTTTTACCTGGAAATTCCCAKCCTATTATAGTGAKATTCTTTTGCTTTGAATC
	GecuE^9       AAAACAATATACTGCAAATCATATACAGTCCCTGGCCATATTACTTGAAACATATCATAAATCAACCCTTTTACCTGGAAATTCCCATCCTATTATAGTCATATTCTTTTGCTTTGAATC
	GecuE^10      AAAACAATATACTGCAAATCATATACAGTCCCTGGCCATATTACTTGAAACATATCATAAATCAACCCTTTTACCTGGAAATTCCCAGCCTATTATAGTGATATTCTTTTGCTTTGAATC
	GlicC^15     AAAACAATATACTGCAAATCATATACAGTCCCTGGCCATATTACTTGAAACATACCATAAATCAACCCTTTTACCTGGAAATTCCCATCCTATTATAGTGATATTCTTTTGCTTTGAATC
	GlicP^17      AAAACAATATACTGCAAATCATATACAGTCCCTGGCCATATTACTTGAAACATATCATAAATCAACCCTTTTACCTGGAAATTCCCATCCTATTATAGTGATATTCTTTTGCTTTGAATC
	GlicP^18      AAAACCATATACTGCAAATCATATACAGTCCCTGGCCATATTACTTGAAACATATCATAAATCAACCCTTTTACCTGGAAATTCCCATCCTATTATAGTGAGATTMTTTTGCTTTGAATC
	GlicE^20      AAAACAATATACTGCAAATCATATACAGTCCCTGGCCATATTACTTGAAACATACCATAAATCAACCCTTTTACCTGGAAATTCCCATCCTATTATAGTGATATTCTTTTGCTTTGAATC
	GlicE^21      AAAACAATATACTGCAAATCATATACAGTCCCTGGCCATATTACTTGAAACATACCATAAATCAACCCTTTTACCTGGAAATTCCCATCCTATTATAGTGATATTCTTTTGCTTTGAATC
	GlicE^22      AAAACAATATACTGCAAATCATATACAGTCCCTGGCCATATTACTTGAAACATATCATAAATCAACCCTTTTACCTGGAAATTCCCAKCCTATTATAGTGATATTCTTTTGCTTTGAATC
	GlicE^23       AAAACAATATACTGCAAATCATATACAGTCCCTGGCCATATTACTTGAAACATATCATAAATCAACCCTTTTACCTGGAAATTCCCAKCCTATTATAGTGATATTCTTTTGCTTTGAATC
	GlicE^24       AAAACAATATACTGCAAATCATATACAGTCCCTGGCCATATTACTTGAAACATAYCATAAATCAACCCTTTTACCTGGAAATTCCCATCCTATTATAGTGATATTCTTTTGCTTTGAATC
	GlicE^25      AAAACAATATACTGCAAATCATATACAGTCCCTGGCCATATTACTTGAAACATATCATAAATCAACCCTTTTACCTGGAAATTCCCAKCCTATTATAGTGATATTCTTTTGCTTTGAATC
	GmorB^27    AAAACAATATACTGCAAATCATATACAGTCCCTGGCCATATTACTTGAAACATATCATAAATCAACCCTTTTACCTGGAAATTCCCATCCTATTATAGTGATATTCTTTTGCTTTGAATC
	GpasB^28    AAAACAATATACTGCAAATCATATACAGTCCCTGGCCATATTACTTGAAACATATCATAAATCAACCCTTTTACCTGGAAATTCCCAKCCTATTATAGTGATATTCTTTTGCTTTGAATC
	GpasB^29    AAAACAATATACTGCAAATCATATACAGTCCCTGGCCATATTACTTGAAACATATCATAAATCAACCCTTTTACCTGGAAATTCCCAKCCTATTATAGTGATATTCTTTTGCTTTGAATC


20 120
	GecuC^1     ATTGAAATTGATTGGAAATCATGAGGAAACCAGAGAAATCTTATGGAAATCAGTAGAAATCACAATAAATTAGAAATCAAGTGCA-AAATTTTCGCTTGCGGTTTTCCCCTCGCTTTTAC
	GecuP^4     ATTGAAATTGATTGGAAATCATGAGGAAACCAGAGAAATCTTATGGAAATCAGTAGAAATCACAATAAATTAGAAATCAAGTGCACAAATTTTCGCTTGCGGTTTTCCCCTCGCTTTTAC
	GecuP^5      ATTGAAATTGATTGGAAATCATGAGGAAACCAGAGAAATCTTATGGAAATCAGTAGAAATCACAATAAATTAGAAATCNAGTGCACAAATTTTCGCTTGNGGTTTTCCCCTCGCTTTTAC
	GecuP^6      ATTGAAATTGATTGGAAATCATGAGGAAACCAGAGAAATNTTATGGAAATCAGTAGAAATCACAATAAATTAGAAATCAANTGCACAAATTTTCGCTTGCGGTTTTCCCCTYGCTTTTAC
	GecuE^8      ATTGAAATTGATTGGAAATCATGAGGAAACCAGAGAAATCTTATGGAAATNAGTAGAAATCACAATAAATTAGAAATCAAGTGCACAAATTTTCGCTTGCGGTTTTCCCCTCGCTTTTAC
	GecuE^9       ATTGAAATTGATTGGAAATCATGAGGAAACCAGAGAAATCTTATGGAAATCAGTAGAAATCACAATAAATTAGAAATCAAGTGCACAAATTTTCGCTTGCGGTTTTCCCCTCGCTTTTAC
	GecuE^10       ATTGAAATTGATTGGAAATCATGAGGAAACCRGAGAAATCTTATGGAAATCAGTAGAAATCACAATAAATTAGAAATCAMGTGCACAAATTTTCGCTTGCGGYTTTCCCCTCGCTTTTAC
	GecuE^11      ATTGAAATTGATTGGAAATCATGAGGAAACCAGAGAAATCTTATGGAAATCAGTAGAAATCACAATAAATTAGAAATCAAGTGCACAAATTTTCGCTTGCGGTTTTCCCCTCGCTTTTAC
	GlicC^15     ATTGAAATTGATTGGAAATCATGAGGAAACCAGAGAAATCTTATGGAAATCAGTAGAAATCACAATAAATTAGAAATCAAGTGCACAAATTTTCGCTTGCGGYTTTCCCCTCGCTTTTAC
	GlicP^17      ATTGAANTTGATTGGAAATCATGAGGAAACCAGAGAAATCTTATGGAAATCAGTAGAAATCACAATNAATTAGAAATCAAGTGCACAAATTTTCGCTTGCGGTTTTCCCCTCGCTTTTAC
	GlicE^20      ATTGAAATTGATTGGAAATCATGAGGAAACCAGAGAAATCTTATGGAAATCAGTAGAAATCACAATAAATTAGAAATCAAGTGCACAAATTTTCGCTTGCGGTTTTCCCMTCGCKTTTAC
	GlicE^21      ATTGAAATTGATTGGAAATCATGAGGAAACCAGAGAAATCTTATGGAAATCAGTAGAAATCACAATAAATTAGAAATCAAGTGCACAAATTTTCGCTTGMGGTTTTCCCCTCGCTTTTAC
	GlicE^22      ATTGAAATTGATTGGAAATCATGAGGAAACCAGAGAAATCTTATGGAAATCAGTAGAAATCACAATAAATTAGAAATCAAGTGCACAAATTTTCGCTTGCGGTTTTCCCCTCGCTTTTAC
	GlicE^23       ATTGAAATTGATTGGAAATCATGAGGAAACCAGAGAAATCTTATGGAAATCAGTAGAAATCACAATAAATTAGAAATCAAGTGCACAAATTTTCGCTTGCGGTTTTCCCMTCGCKTTTAC
	GlicE^24       ATTGAAATTGATTGGAAATCATGAGGAAACCAGAGARATCTTATGGAAATCAGTAGAAATCACAATAAATTAGAAATCAAGTGCACAAATTTTCGCTTGCGGTTTTCCCCTCRCTTTTAC
	GlicE^25      ATTGAAATTGATTGGAAATCATGAGGAAACCAGAGAAATCTTATGGAAATCAGTAGAAATCACAATAAATTAGAAATCAAGTGCACAAATTTTCGCTTGCGGTTTTCCCATCGCGTTTAC
	GlicE^26      ATTGAAATTGATTGGAAATCATGAGGAAACCAGAGAAATCTTATGGAAATCAGTAGAAATCACAATAAATTAGAAATCAAGTGCACAAATTTTCGCTTGCGGTTTTCCCCTCGCTTTTAC
	GmorB^27    ATTGAAATTGATTGGAAATCATGAGGAAACCAGAGAAATCTTATGGAAATCAGTAGAAATCACAATAAATTAGAAATCAAGTGCACAAATTTTCGCTTGCGGTTTTCCCCTCGCTTTTAC
	GpasB^28    ATTGAAATTGATTGGAAATCATGAGGAAACCAGAGAAATCTTATGGAAATCAGTAGAAATCACAATAAATTAGAAATCAAGTGCACAAATTTTCGCTTGCGGYTTTCCCCTCGCTTTTAC
	GpasB^29    ATTGAAATTGATTGGAAATCATGAGGAAACCAGAGAAATCTTATGGAAATCAGTAGAAATCACAATAAATTAGAAATCAAGTGCACAAATTTTCGCTTGCGGCTTTCCCCTCGCTTTTAC


20 120
	GecuC^1     TGTAAACAATTTCTGATCCAACTTAGCTCTAATCTAGACTTTATTTTGTTTGACTTTTATTTATTTCCTAAGATTTCTATTCGAAAATATAAAACCTAATGCTTGTACATTCAATCCTCT
	GecuP^4     TGTAAACAATTTCTGATCCAACTTAGCTCTRATCTAGAYTTTATTTTGTTTGACTTTTATTTATTTCCTAAGATTTCTATTCGAAAATATAAAAMCTAATGCTTGTACATTCAATCCTCT
	GecuP^5     TGTAAACAATTTCTGATCCAACTTAGCTCTAATCTAGACTTTATTTTGTTTGACTTTTATTTATTTCCTAAGATTTCTATTCGAAAATATAAAACCTAATGCTTGTACATTCAATCCTCT
	GecuP^6      TGTAAACAATTTCTGAWCCAACTTAGCTCTAATCTAGACTTTATTTTGTTTGACTTTTATTTATTTCCTAAGATTTCTATTCGAAAATATAAAACCTAATGCTTGTACATTCAATCCTCT
	GecuE^8      TGTAAACAATTTCTGATCCAACTTAGCTCTAATCTAGACTTTATTTTGTTTGACTTTTATTTATTTCCTAAGATTTCTATTCGAAAATATAAAACCTAATGCTTGTACATTCAATCCTCT
	GecuE^9       TGTAAACAATTTCTGATCCAACTTAGCTCTAATCTAGACTTTATTTTGTTTGACTTTTATTTATTTCCTAAGATTTCTATTCGAAAATATAAAACCTAATGCTTGTACATTCAATCCTCT
	GecuE^10       TGTAAACAATTTCTGATCCAACTTAGCTCTAATCTAGACTTTATTTTGTTTGACTTTTATTTATTTCCTAAGATTTCTATTCGAAAATATAAAACCTAATGCTTGTACATTCAATCCTCT
	GecuE^11      TGTAAACAATTTCTGATCCAACTTAGCTCTAATCTAGACTTTATTTTGTTTGACTTTTATTTATTTCCTAAGATTTCTATTCGAAAATATAAAACCTAATGCTTGTACATTCAATCCTCT
	GlicC^15     TGTAAACAATTTCTGATCCAACTTAGCTCTAATCTAGACTTTATTTWGTTTGACTTTTATTTATTTCCTAAGATTTCTATTCGAAAATATAAAACCTAATGCTTGTACATTCAATCCTCT
	GlicP^17      TGTAAACAATTTCTGATCCAACTTAGCTCTNATCTAGATTT--ATTTGTTTGACTTTTATTTATTTCCTAAGATTTCTATTCGAAAATATAAAACCTAATGCTTGTACATTCAATCCTCT
	GlicE^20      TGTAAACAATTTCTGATCCAACTTNGCTCTNATCTAGA-TTTATTTTGTTTGACTTTTATTTATTTCCTAAGATTTCTATTCGAAAATATAAAACCTAATGCTTGTACATTCAATCCTCT
	GlicE^21      TGTAAACAATTTCTGATCCAACTTAGCTCTAATCTAGACTTTATTTTGTTTGACTTTTATTTATTTCCTAAGATTTCTATTCGAAAATATAAAACCTAATGCTTGTACATTCAATCCTCT
	GlicE^22      TGTAAACAATTTCTGATCCAACTTRGCTCTRATCTAGAYTTTATTTTGTTTGACTTTTATTTATTTCCTAAGATTTCTATTCGAAAATATAAAAMCTAATGCTTGTACATTCAATCCTCT
	GlicE^23       TGTAAACAATTTCTGATCCAACTTRGCTCTRATCTAGAYTTTATTTTGTTTGACTTTTATTTATTTCCTAAGATTTCTATTCGAAAATATAAAAMCTAATGCTTGTACATTCAATCCTCT
	GlicE^24       TGTAAACAATTTCTGATCCAACTTRGCTCTAATCTAGAYTTTATTTTGTTTGACTTTTATTTATTTCCTAAGATTTCTATTCGAAAATATAAAACCTAATGCTTGTACATTCAATCCTCT
	GlicE^25      TGTAAACAATTTCTGATCCAACTTAGCTCTRATCTAGAYTTTATTTTGTTTGACTTTTATTTATTTCCTAAGATTTCTATTCGAAAATATAAAACCTAATGCTTGTACATTCAATCCTCT
	GlicE^26      TGTAAACAATTTCTGATCCAACTTAGCTCTRATCTAGAYTTTRTTTWGTTTGACTTTTATTTATTTCCTAAGATTTCTATTCGAAAATATAAAACCTAATGCTTGTACATTCAATCCTCT
	GmorB^27    TGTAAACAATTTCTGATCCAACTTAGCTCTAATCTAGACTTTATTTTGTTTGACTTTTATTTATTTCCTAAGATTTCTATTCGAAAATATAAAACCTAATGCTTGTACATTCAATCCTCT
	GpasB^28    TGTAAACAATTTCTGATCCAACTTAGCTCTAATCTAGACTTTATTTTGTTTGACTTTTATTTATTTCCTAAGATTTCTATTCGAAAATATAAAACCTAATGCTTGTACATTCAATCCTCT
	GpasB^29    TGTAAACAATTTCTGATCCAACTTAGCTCTAATCTAGACTTTATTTTGTTTGACTTTTATTTATTTCCTAAGATTTCTATTCGAAAATATAAAACCTAATGCTTGTACATTCAATCCTCT


17 120
	GecuC^1     GGCTCGACGAGATGCGAGTATAATTGCATTCCACTCTAAATGCTATGCATGAAAAATTGTAAAATAATGAGCTCTGAGTATAGATATAGTTTTCAGSTGTCAATTATTCGCAATTCGAAT
	GecuP^4     GGCTCGACGAGATGCGAGTATAATTGCATTCCACTCTAAATGCTATGCATGAAAAATTGTAAAATAATGAGCTCTGAGTATAGATATAGTTTTCAGGTGTCAATTATTCRCAATTCGAAT
	GecuP^5      GGCTCGAMGAGATGCGAGTATAATTGCATTCCACTCTAAATGCTATGCATGAAAAATTGTAAAATAATGAGCTCTGAGTATAGATATAGTTTTCAGGTGTCAATTATTCGCAATTCGAAT
	GecuP^6      GGCTCGACGAGATGCGARTATAATTGCATTCCACTCTAAATGCTATGCATGAAAAATTGTAAAATAATGAGCTCTGAGTATAGATATAGTTTTCAGGTGTCAATTATTCGCAATTCGAAT
	GecuE^8      GGCTCGACGAGATGCGAGTATAATTGCATTCCACTCTAAATGCTATGCATGAAAAATTGTAAAATAATGAGCTCTGAGTATAGATATAGTTTTCAGGTGTCAATTATTCGCAATTCGAAT
	GecuE^9       GGCTCGACGAGATGCGAGTATAATTGCATTCCACTCTAAATGCTATGCATGAAAAATTGTAAAATAATGAGCTCTGAGTATAGATATAGTTTTCAGGTGTCAATTATTCGCAATTCGAAT
	GecuE^10       GGCTCGACGAGATGCGAGTATAATTGCATTCCACTCTAAATGCTATGCATGAAAAATTGTAAAATAATGAGCTCTGAGTATAGATATAGTTTTCAGGTGTCAATTATTCGCAATTCGAAT
	GecuE^11      GGCTCGACGAGATGCGAGTATAATTGCATTCCACTCTAAATGCTATGCATGAAAAATTGTAAAATAATGAGCTCTGAGTATAGATATAGTTTTCAGGTGTCAATTATTCGCAATTCGAAT
	GlicC^15     GGCTCGACGAGATGCGAGTATAATTGCATTCCACTCTAAATGCTATGCATGAAAAATTGTAAAATAATGAGCTCTGAGNATAGATATAGTTTTCAGGTGTCAATTATTCGCAATTCGAAT
	GlicP^17      GGNNCGACGAGATGCGAGTATAATTGCATTCCACTCTAAATGCTATGCATGAAAAATTGTAAAATAATGAGCTCTGAGTATAGATATAGTTTTCAGGTGTCAATTATTCNCAATTCGAAT
	GlicE^20      GGCTCGACGAGATGCGAGTATAATTGCATTCCACTCTAAATGCTATGCATGAAAAATTGTAAAATAATGAGCTCTGAGTATAGATATAGTTTTCAGGTGTCAATTATTCGCAATTCGAAT
	GlicE^21      GGCTCGACGAGATGCGAGTATAATTGCATTCCACTCTAAATGCTATGCATGAAAAATTGTAAAATAATGAGCTCTGAGTATAGATATAGTTTTCAGGTGTCAATTATTCGCAATTCGAAT
	GlicE^22       GGCTCGACGAGATGCGAGTATAATTGCATTCCACTCTAAATGCTATGCATGAAAAATTGTAAAATAATGAGCTCTGAGTATAGATATAGTTTTCAGGTGTCAATTATTCGCAATTCGAAT
	GlicE^23       GG--CGACGAGATGCGAGTATAATTGCATTCCACTCTAAATGCTATGCATGAAAAATTGTAAAATAATGAGCTCTGAGTATAGATATAGTTTTCAGGTGTCAATTATTCGCAATTCGAAT
	GlicE^24      GG--CGACGAGATGCGAGTATAATTGCATTCCACTCTAAATGCTATGCATGAAAAATTGTAAAATAATGAGCTCTGAGTATAGATATAGTTTTCAGGTGTCAATTATTCGCAATTCGAAT
	GmorB^27    GGCTCGACGAGATGCGAGTATAATTGCATTCCACTCTAAATGCTATGCATGAAAAATTGTAAAATAATGAGCTCTGAGTATAGATATAGTTTTCAGGTGTCAATTATTCGCAATTCGAAT
	GpasB^28    GGCTCGACGAGATGCGAGTATAATTGCATTCCACTCTAAATGCTATGCATGAAAAATTGTAAAATAATGAGCTCTGAGTATAGATATAGTTTTCAGGTGTCAATTATTCGCAATTCGAAT


20 120
	GecuC^1     TGAAAATATCGCTTCTTCTAATTCTTCCGCCAATTCCTCTGGAGGAGCGCATCCTAATAAAAAGAAAAACAGTTTAGTACATAGTTACTACAAARCTAGATTTATGCATAGCTCTCCTAA
	GecuP^4     TGAAAATATCGCTTCTTCTAATTCTTCCGCCAATTCCTCTGGAGGAGCGCATCCTAATAAAAAGAAAAACAGTTTAGTACATAGTTACTACAAAGCTAGATTTATGCATAGCTCTCCTAA
	GecuP^5      TGAAAATATCGCTTCTTCTAATTCTTCCGCCAATTCCTCTGGAGGAGCGCATCCTAATAAAAAGAAAAACAGTTTAGTACATAGTTACTACAAARCTAGATTTATGCATAGCTNTCCTAA
	GecuE^8      TGAAAATATCGCTTCTTCTAATTCTTCCGCCAATTCCTCTGGAGGAGCGCATCCTAATAAAAAGAAAAACAGTTTAGTACATAGTTACTACAAARCTAGATTTATGCATAGCTCTCCTAA
	GecuE^9       TGAAAATATCGCTTCTTCTAATTCTTCCGCCAATTCCTCTGGAGGAGCGCATCCTAATAAAAAGAAAAACAGTTTAGTACATAGTTACTACAAARCTAGATTTATGCATAGCTCTCCTAA
	GecuE^10       TGAAAATATCGCTTCTTCTAATTCTTCCGCCAATTCCTCTGGAGGAGCGCATCCTAATAAAAAGAAAAACAGTTTAGTACATAGTTACTACAAARCTAGATTTATGCATAGCTCTCCTAA
	GecuE^11      TGAAAATATCGCTTCTTCTAATTCTTCCGCCAATTCCTCTGGAGGAGCNCATCCTAATAAAAAGAAAAACAGTTTAGTACATAGTTACTACAAA-CTAGATTTATGCATAGCTCTCCTAA
	GlicC^15     TGAAAATATCGCTTCTTCTAATTCTTCCGCCAATTCCTCTGGAGGAGCGCATCCTAATAAAAAGAAAAACAGTTTAGTACATAGTTACTACAAAACTAGATTTATGCATAGYTCTCCTAA
	GlicP^17      TGAAAATATCGCTTCTTCTAATTCTTCCGCCAATTCCTCTGGAGGAGCGCATCCTAATAAAAAGAAAAACAGTTTAGTACATAGTTACTACAAAACTAGATTTATGCATAGNTCTCCTAA
	GlicP^18      TGAAAATATCGCTTCTTCTAATTCTTCCGCCAATTCCTCTGGAGGAGCGCATCCTAATAAAAAGAAAAACAGTTTAGTACATAGTTACTACAAAACTAGATTTATGCATAGYTCTCCTAA
	GlicE^20      TGAAAATATCGCTTCTTCTAATTCTTCCGCCAATTCCTCTGGAGGAGCGCATCCTAATAAAAAGAAAAACAGTTTAGTACATAGTTACTACAAAACTAGATTTATGCATAGTTCTCCTAA
	GlicE^21      TGAAAATATCGCTTCTTCTAATTCTTCCGCCAATTCCTCTGGAGGAGCGCATCCTAATAAAAAGAAAAACAGTTTAGTACATAGTTACTACAAAACTAGATTTATGCATAGCTCTCCTAA
	GlicE^22      TGAAAATATCGCTTCTTCTAATTCTTCCGCCAATTCCTCTGGAGGAGCGCATCCTAATAAAAAGAAAAACAGTTTAGTACATAGTTACTACAAAACTAGATTTATGCATAGCTCTCCTAA
	GlicE^23       TGAAAATATCGCTTCTTCTAATTCTTCCGCCAATTCCTCTGGAGGAGCGCATCCTAATAAAAAGAAAAACAGTTTAGTACATAGTTACTACAAAACTAGATTTATGCATAGCTCTCCTAA
	GlicE^24       TGAAAATATCGCTTCTTCTAATTCTTCCGCCAATTCCTCTGGAGGAGCGCATCCTAATAAAAAGAAAAACAGTTTAGTACATAGTTACTACAAAACTAGATTTATGCATAGTTCTCCTAA
	GlicE^25      TGAAAATATCGCTTCTTCTAATTCTTCCGCCAATTCCTCTGGAGGAGCGCATCCTAATAAAAAGAAAAACAGTTTAGTACATAGTTACTACAAAACTAGATTTATGCATAGYTCTCCTAA
	GlicE^26      TGAAAATATCGCTTCTTCTAATTCTTCCGCCAATTCCTCTGGAGGAGCGCATCCTAATAAAAAGAAAAACAGTTTAGTACATAGTTACTACAAAACTAGATTTATGCATAGYTCTCCTAA
	GmorB^27    TGAAAATATCGCTTCTTCTAATTCTTCCGCCAATTCCTCTGGAGGAGCGCATCCTAATAAAAAGAAAAACAGTTTAGTACATAGTTACTACAAAGCTAGATTTATGCATAGCTCTCCTAA
	GpasB^28    TGAAAATATCGCTTCTTCTAATTCTTCCGCCAATTCCTCTGGAGGAGCGCATCCTAATAAAAAGAAAAACAGTTTAGTACATAGTTACTACAAAGCTAGATTTATGCATAGTTCTCCTAA
	GpasB^29    TGAAAATATCGCTTCTTCTAATTCTTCCGCCAATTCCTCTGGAGGAGCGCATCCTAATAAAAAGAAAAACAGTTTAGTACATAGTTACTACAAAGCTAGATTTATGCATAGYTCTCCTAA


18 120
	GecuC^1     GACGTAGCCATCTCTTACAGCTTCCACGGGTCTTCCTCCAAATCTAATTTTGGGTGATGTAATGGGATACGCAGCTTCCATCTCAACCTCTATTAGTGCCCGGTTAGATTTCTCAGTATA
	GecuP^4     GACGTAGCCATCTCTTACAGCTTCCACGGGTCTTCCTCCAAATCTAATTTTGGGTGATGTAATGGGATACGCAGCTTCCATCTCMACCTCTATTAGTGCCCGGTTAGATTTCTCAGTATA
	GecuP^5     GACGTAGCCATCTCTTACAGCTTCCACGGGTCTTCCTCCAAATCTAATTTTGGGTGATGTAATGGGATACGCAGCTTCCATCTCMACCTCTATTAGTGCCCGGTTAGATTTCTCAGTATA
	GecuP^6      GACGTAGCCATCTCTTACAGCTTCCACGGGTCTTCCTCCAAATCTAATTTTGGGTNATGTAATGGGATACGCAGNTTCCATCTCAACCTCTATTAGTGCCCGGTTAGATTTCTCAGTATA
	GecuP^7      GACGTAGCCATCTCTTACAGCTTCCACGGGTCTTCCTCCAAATCTAATTTTGGGTGATGTAATGGGATACGCAGCTTCCATCTCAACCTCTATTAGTGCCCGGTTAGATTTCTCAGTATA
	GecuE^8      GACGTAGCCATCTCTTACAGCTTCCACGGGTCTTCCTCCAAATCTAATTTTGGGTGATGTAATGGGATACGCAGCTTCCATCTCMACCTCTATTAGTGCCCGGTTAGATTTCTCAGTATA
	GecuE^9       GACGTAGCCATCTCTTACAGCTTCCACGGGYCTTCCTCCAAATCTAATTTTGGGTGATGTAATGGGATACGCAGCTTCCATCTCAACCTCTATTAGTGCCCGGTTAGATTTCTCAGTATA
	GecuE^10       GACGTAGCCATCTCTTACAGCTTCCACGGGTCTTCCTCCAAATCTAATTTTGGGTGATGTAATGGGATACGCAGCTTCCATCTCAACCTCTATTAGTGCCCGGTTAGATTTCTCAGTATA
	GecuE^11      GACGTAGCCATCTCTTACAGCTTCCACGGGCCTTCCTCCAAATCTAATTTTGGGTGATGTAATGGGATACGCAGCTTCCATCTCAACCTCTATTAGTGCCCGGTTAGATTTCTCAGTATA
	GlicC^15     GACGTAGCCATCTCTTACAGCTTCCACGGGTCTTCCTCCAAATCTAATTTTGGGTGATGTAATGGGATACGCAGCTTCCATCTCAACCTCTATTAGTGCCCGGTTAGATTTCTCAGTATA
	GlicP^17      GACGTAGCCATCTCTTACAGCTTCCACGGGTCTTCCTCCAAATCTAATTTTGGGTGATGTAATGGGATACGCAGCTTCCATCTCAACCTCTATTAGTGCCCGGTTAGATTTCTCAGTATA
	GlicE^20      GACGTAGCCATCTCTTACAGCTTCCACGGGTCTTCCTCCAAATCTAATTTTGGGTGATGTAATGGGATACGCAGCTTCCATCTCAACCTCTATTAGTGCCCGGTTAGATTTCTCAGTATA
	GlicE^21      GACGTAGCCATCTCTTACAGCTTCCACGGGTCTTCCTCCAAATCTAATTTTGGGTGATGTAATGGGATACGCAGCTTCCATCTCAACCTCTATTAGTGCCCGGTTAGATTTCTCAGTATA
	GlicE^22       GACGTAGCCATCTCTTACAGCTTCCACGGGTCTTCCTCCAAATCTAATTTTGGGTGATGTAATGGGATACGCAGCTTCCATCTCAACCTCTATTAGTGCCCGGTTAGATTTCTCAGTATA
	GlicE^23       GACGTAGCCATCTCTTACAGCTTCCACGGGTCTTCCTCCAAATCTAATTTTGGGTGATGTAATGGGATACGCAGCTTCCATCTCAACCTCTATTAGTGCCCGGTTAGATTTCTCAGTATA
	GlicE^24      GACGTAGCCATCTCTTACAGCTTCCACGGGTCTTCCTCCAAATCTAATTTTGGGTGATGTAATGGGATACGCAGCTTCCATCTCAACCTCTATTAGTGCCCGGTTAGATTTCTCAGTATA
	GmorB^27    GACGTAGCCATCTCTTACAGCTTCCACGGGTCTTCCTCCAAATCTAATTTTGGGTGATGTAATGGGATACGCAGCTTCCATCTCAACCTCTATTAGTGCCCGGTTAGATTTCTCAGTATA
	GpasB^28    GACGTAGCCATCTCTTACAGCTTCCACGGGTCTTCCTCCAAATCTAATTTTGGGTGATGTAATGGGATACGCAGCTTCCATCTCAACCTCTATTAGTGCCCGGTTAGATTTCTCAGTATA


15 120
	GecuC^1     AGAGCCATTCCA---ACAATTTACTGYAATGTTGTCATGGGCTTATCAGCCAGAGTATTGGCTTGCAAAAATGCACGCACTTGGAAATTTTATTCCGAATTTTTCTTGTGGTGTGKTTAG
	GecuP^4     AGAGCCATTCCA---ACAATTTACTGTAATGTTGTCATGGGCTTATCAGCCAGAGTAYTGGCTTGCAAAAATGCACGCAYTTGGAAATTTTATTCCGAATTTTTCTTGTGGTGTGGTTAG
	GecuE^8      AGASCCATTCCA---ACAATTTACTGTAATGTTGTCATGGGCTTATCAGCCAGAGTATTGGCTTGCAAAAATGCACGCACTTGGAAATTTTATTCCGAATTTTTCTTGTGGTGTGKTTAG
	GecuE^9       AGAGCCATTCCA---ACAATTTACTGTAATGTTGTCATGGGCTTATYAGCCAGAGTAYTGGCTTGCAAAAATGCACGCACTTGGAAATTTTATTCCGAATTTTTCTTGTGGTGTGGTTAG
	GecuE^10       AGRGCCATTCCA---ACAATTTACTGTAATRTTGTCATGGGCTTATCAGCCAGAGTATTGGCTTGCAAAAATGCACGCACTTGGAAATTTTATTCCGAATTTTTCTTGTGGTGTGGTTAG
	GecuE^11      AGRGCCATTCCA---ACAATTTACTGTAATGTTGTCATGGGCTTATCAGCCAGAGTATTGGCTTGCAAAAATGCACGCACTTGGAAATTTTATTCCGAATTTTTCTTGTGGTGTGGTTAG
	GlicC^15     AGAGCCATTCCA---ACAATTTACTGTAATGTTGTCATGGGCTTATCAGCCAGAGTATTGGCTTGCAAAAATGCACGCACTTGGAAATTTTATTCCGAATTTTTCTTGTGGTGTGGTTAG
	GlicP^17      AGAGCCATTCCA---ACAATTTACTGTAATGTTGTCATGGGCTTATCAGCCAGAGTATTGGCTTGCAAAAATGCACGCACTTGGAAATTTTATTCCGAATTTTTCTTGTGGTGTGGTTAG
	GlicE^20      AGAGCCATTCCA---ACAATTTACTGTAATGTTGTCATGGGCTTATCAGCCAGAGTACTGGCTTGCAAAAATGCACGCACTTGGAAATTTTATTCCGAATTTTTCTTGTGGTGTGGTTAG
	GlicE^21      AGAGCCATTCCA---ACAATTTACTGTAATGTTGTCATGGGCTTATCAGCCAGAGTATTGGCTTGCAAAAATGCACGCACTTGGAAATTTTATTCCGAATTTTTCTTGTGCTGTGGTTAG
	GlicE^22       AGAGCCATTCCA---ACAATTTACTGTAATGTTGTCATGGGCTTATCAGCCAGAGTAYTGGCTTGCAAAAATGCACGCACTTGGAAATTTTATTCCGAATTTTTCTTGTGGTGTGGTTAG
	GlicE^23      AGAGCCATTCCA---ACAATTTACTGTAATGTTGTCATGGGCTTATCAGCCAGAGTAYTGGCTTGCAAAAATGCACGCACTTGGAAATTTTATTCCGAATTTTTCTTGTGSTGTGGTTAG
	GmorB^27    AGAGCCATTCCATTTACAATTTACTGTAATRTTGTCATGGGCTTATCAGCCAGAGTATTGGCTTGCAAAAATGCACGCACTTGGAAATTTTATTCCGAATTTTTCTTGTGGTGTGGTTAG
	GpasB^28    AGAGCCATTCCA---ACAATTTACTGTAATGTTGTCATGGGCTTATYAGCCAGAGTAYTGGCTTGCAAAAATGCACGCACTTGGAAATTTTATTCCGAATTTTTCTTGTGGTGTGRTTAG
	GpasB^29    AGAGCCATTCCA---ACAATTTACTGTAATGTTGTCATGGGCTTATCAGCCAGAGTATTGGCTTGCAAAAATGCACGCACTTGGAAATTTTATTCCGAATTTTTCTTGTGGTGTGGTTAG


21 120
	GecuC^1     GACCGAGAATCCCACGAATGCGTTCCCTAACTGTGCCAAAAATTCTACGTCC-AATACTGCCAACTAAACGTGTTTTTTACATTGTACTTTTATTATTGTAGTTCTTTTTGTAAATGAGC
	GecuP^4     GACCGAGAATCCCACGAATGCGTTCCCTAACTGTGCCAAAAATTCTACGTCC-AATACTGCCAACTAAACGTGTTTTTTACATTGTACTTTTATTATTGTAGTTCTTTTTGTAAATGAGC
	GecuP^5     GACCGAGAATCCCACGAATGCGTTCCCTAACTGTGCCAAAAATTCTACGTCC-AATACTGCCAACTAAACGTGTTTTTTACATTGTACTTTTATTATTGTAGTTCTTTTTGTAAATGAGC
	GecuP^6      GACCGAGAATCCCACGAATGCGTTCCCTAACTGTGCCAAAAATTCTACGTCC-AATACTGCCAACTAAACGTGTTTTTTACATTGTACTTTTATTATYGTAGTTCTTTTTGTAAATGAGC
	GecuP^7      GACCGAGAATCCCACGAATGCGTTCCCTAACTGTGCCAAAAATTCTACGTCC-AATACTGCCAACTAAACGTGTTTTTTACATTGTACTTTTATTATTGTAGTTCTTTTTGTAAATGAGC
	GecuE^8      GACCGAGAATCCCACGAATGCGTTCCCTAACTGTGCCAAAAATTCTACGTCC-AATACTGCCAACTAAACGTGTTTTTTACATTGTACTTTTATTATTGTAGTTCTTTTTGTAAATGAGC
	GecuE^9       GACCGAGAATCCCACGAATGCGTTCCCTAACTGTGCCAAAAATTCTACGTCC-AATACTGCCAACTAAACGTGTTTTTTACATTGTACTTTTATTATTGTAGTTCTTTTTGTAAATGAGC
	GecuE^10       GACCGAGAATCCCACGAATGCGTTCCCTAACTGTGCCAAAAATTCTACGTCC-AATACTGCCAACTAAACGTGTTTTTTACATTGTACTTTTATTATTGTAGTTCTTTTTGTAAATGAGC
	GecuE^11      GACCGAGAATCCCACGAATGCGTTCCCTAACTGTGCCAAAAATTCTACGTCC-AATACTGCCAACTAAACGTGTTTTTTACATTGTACTTTTATTATTGTAGTTCTTTTTGTAAATGAGC
	GlicC^15     GACCGAGAATCCCACGAATGCGTTNCCTAACTGTGCCAAAAATTCTACGTCC-AATACTGCCAACTAAACGTGTTTTTTACATTGTACTTTTATTATTGTAGTTCTTTTTGTAAATGAGC
	GlicP^17      GACCGAGAATCCCACGAATGCGTTCCCTAACTGTGCCAAAAATTCTACGTCC-AATACTGCCAACTAAACGTGTTTTTTACATTGTACTTTTATTATTGTAGTTCTTTTTGTAAATGAGC
	GlicP^18      GACCGAGAATCCCACGAATGCGTTCCCTAACTGTGCCAAAAATTCTACGTCC-AATACTGCCAACTAAACGTGTTTTTTACATTGTACTTTTATTATTGTAGTTCTTTTTGTAAATGAGC
	GlicE^20      GACCGAGAATCCCACGAATGCGTTCCCTAACTGTGCCAAAAATTCTACGTCC-AATACTGCCAACTAAACGTGTTTTTTACATTGTACTTTTATTATTGTAGTTCTTTTTGTAAATGAGC
	GlicE^21      GACCGAGAATCCCACGAATGCGTTCCCTAACTGTGCCAAAAATTCTACGTCC-AATACTGCCAACTAAACGTGTTTTTTACATTGTACTTTTATTATTGTAGTTCTTTTTGTAAAYGAGC
	GlicE^22      GACCGAGAATCCCACGAATGCGTTCCCTAACTGTGCCAAAAATTCTACGTCC-AATACTGCCAACTAAACGTGTTTTTTACATTGTACTTTTATTATTGTAGTTCTTTTTGTAAATGAGC
	GlicE^23       GACCGAGAATCCCACGAATGCGTTCCCTAACTGTGCCAAAAATTCTACGTCCNAATACTGCCAACTAAACGTGTTTTTTACATTGTACTTTTATTATTGTAGTTCTTTTTGTAAATGAGC
	GlicE^24       GACCGAGAATCCCACGAATGCGTTCCCTAACTGTGCCAAAAATTCTACGTCC-AATACTGCCAACTAAACGTGTTTTTTACATTGTACTTTTATTATTGTAGTTCTTTTTGTAAATGAGC
	GlicE^25      GACCGAGAATCCCACGAATGCGTTCCCTAACTGTGCCAAAAATTCTACGTCC-AATACTGCCAACTAAACGTGTTTTTTACATTGTACTTTTATTATTGTAGTTCTTTTTGTAAATGAGC
	GlicE^26      GACCGAGAATCCCACGAATGCGTTCCCTAACTGTGCCAAAAATTCTACGTCC-AATACTGCCAACTAAACGTGTTTTTTACATTGTACTTTTATTATTGTAGTTCTTTTTGTAAATGAGC
	GmorB^27    GACCGAGAATCCCACGAATGCGTTCCCTAACTGTGCCAAAAATTCTACGTCC-AATACTGCCAACTAAACGTGTTTTTTACATTGTACTTTTATTATTGTAGTTCTTTTTGTAAATGAGC
	GpasB^28    GACCGAGAATCCCACGAATGCGTTCCCTAACTGTGCCAAAAATTCTACGTCC-AATACTGCCAACTAAACGTGTTTTTTACATTGTACTTTTATTATTGTAGTTCTTTTTGTAAATGAGC


17 120
	GecuC^1     GCAGCTAATAATGACTTTACAATTGAAAAAATACGAAGAAAATCTTGCAAACATGCAACGGAAACAACAGGAATTACTGTCGAAGCAAGAGAAGCAATTCAACTGTTTACTCGAACGACA
	GecuP^4     GCAGCTAATAATGACTTTACAATTGAAAAAATACGAAGAAAATCTTGCAAACATGCAACGGAAACAACAGGAATTACTGTCGAAGCAAGAGAAGCAATTCAACTGTTTACTCGAACGACA
	GecuP^5      GCAGNTAATAATGACTTTACAATTGAAAAAATACGAAGAAAATCTTGCAAACATGCAACGGAAACAACAGGAATTACTGTCGAAGCAAGAGAAGCAATTCAACTGTTTACTCGAACGACA
	GecuE^8      GCAGCTAATAATGACTTTACAATTGAAAAAATACGAAGAAAATCTTGCAAACATGCAACGGAAACARCAGGAATTRCTGTCGAAGCAAGAGAAGCAATTCAACTGTTTACTCGAACGACA
	GecuE^9       GCAGCTAATAATGACTTTACAATTGAAAAAATACGAAGAAAATCTTGCAAACATGCAACGGAAACAACAGGAATTACTGTCGAAGCAAGAGAAGCAATTCAACTGTTTACTCGAACGACA
	GecuE^10       GCAGCTAATAATGACTTTACAATTGAAAAAATACGAAGAAAATCTTGCAAACATGCAACGGAAACARCAGGAATTRCTGTCGAAGCAAGAGAAGCAATTCAACTGTTTACTCGAACGACA
	GecuE^11      ACAGCTAATAATGACTTTACAATTGAAAAAATACGAAGAAAATCTTGCAAACATGCAACGGAAACAACAGGAATTACTGTTGAAGCAAGAGAAGCAATTCAACTGTTTACTCGAACGACA
	GlicC^15     RCAGCTAATAATGACTTTACAATTGAAAAAATACGAAGAAAATCTTGCAAACATGCAACGGAAACARCAGGAATTRCTGTCGAAGCAAGAGAAGCAATTCAACTGTTTACTCGAACGACA
	GlicP^17      GCAGCTAATAATGACTTTACAATTGAAAAAATACGAAGAAAATCTTGCAAACATGCAACGGAAACARCAGGAATTRCTGTCGAAGCAAGAGAAGCAATTCAACTGTTTACTCGAACGACA
	GlicE^20      GCAGCTAATAATGACTTTACAATTGAAAAAATACGAAGAAAATCTTGCAAACATGCAACGGAAACAACAGGAATTACTGTCGAAGCAAGAGAAGCAATTCAACTGTTTACTCGAACGACA
	GlicE^21      GCAGCTAATAATGACTTTACAATTGAAAAAATACGAAGAAAATCTTGCAAACATGCAACGGAAACARCAGGAATTRCTGTCGAAGCAAGAGAAGCAATTCAACTGTTTACTCGAACGACA
	GlicE^22       GCAGCTAATAATGACTTTACAATTGAAAAAATACGAAGAAAATCTTGCAAACATGCAACGGAAACAACAGGAATTACTGTCGAAGCAAGAGAAGCAATTCAACTGTTTACTCGAACGACA
	GlicE^23       GCAGCTAATAATGACTTTACAATTGAAAAAATACGAAGAAAATCTTGCAAACATGCAACGGAAACAACAGGAATTACTGTCGAAGCAAGAGAAGCAATTCAACTGTTTACTCGAACGACA
	GlicE^24      RCAGCTAATAATGACTTTACAATTGAAAAAATACGAAGAAAATCTTGCAAACATGCAACGGAAACARCAGGAATTRCTGTCGAAGCAAGAGAAGCAATTCAACTGTTTACTCGAACGACA
	GlicE^25      RCAGCTAATAATGACTTTACAATTGAAAAAATACGAAGAAAATCTTGCAAACATGCAACGGAAACARCAGGAATTRCTGTCGAAGCAAGAGAAGCAATTCAACTGTTTACTCGAACGACA
	GmorB^27    GCAGCTAATAATGACTTTACAATTGAAAAAATACGAAGAAAATCTTGCAAACATGCAACGGAAACAACAGGAATTACTGTCGAAGCAAGARAAGCAATTCAACTGTTTACTCGAACGACA
	GpasB^28    GCAGCTAATAATGACTTTACAATTGAAAAAATACGAAGAAAATCTTGCAAACATGCAACGGAAACAACAGGAATTACTGTCGAAGCAAGAGAAGCAATTCAACTGTTTACTCGAACGACA


19 120
	GecuC^1     TGAACTCGCTAGATGCGTCCAGCATTAGCAGCTGTAAGACAGGGACCATATAACACACTGCAATAACTGAAATCTGACAACACTAATGATTCATACAAACCCTACTTAGTCTCTGAGCTG
	GecuP^4     TGAACTCGCTAGATGCGTCCAGCATTAGCAGCTGTAAGACAGGGACCATATAACACACTGCAATAACTGAAATCTGACAACACTAATAATTCATACAAATCGTACTTAGTCTCTGAGCTG
	GecuP^5     TGAACTCGCTAGATGCGTCCAGCATTAGCARCTGTAAGACAGGGACCATATAACACACTGCAATAACTGAAATCTGACAACACTAATGATTCATACAAACCCTACTTAGTCTCTGAGCTG
	GecuP^6      TGAACTCGCTAGATGCGTCCAGCATTAGCAGCTGTAAGACAGGGACCATATAACACACTGCAATAACTGAAATCTGACAACACTAATGATTCATACAAACCCTACTTAGTCTCTGAGCTG
	GecuP^7      TGAACTCGCTAGATGYGTCCAGCATTAGCAGCTGTAAGACAGGGACCATATAACACACTGCAATAACTGAAATCTGACAACACTAATRATTCATACAAAYCSTACTTAGTCTCTGAGCTG
	GecuE^8      TGAACTCGCTAGATGYGTCCAGCATTAGCAGCTGTAAGACAGGGACCATATAACACACTGCAATAACTGAAATCTGACAACACTAATGATTCATACAAACCCTACTTAGTCTCTGAGCTG
	GecuE^9       TGAACTCGCTAGATGCGTCCAGCATTAGCARYTGTAAGACAGGGACCATATAACACACTGCAATAACTGAAATCTGACAACACTAATRATTCATACAAAYCCTACTTAGTCTCTGAGCTG
	GecuE^10       TGAACTCGCTAGATGCGTCCAGCATTAGCAGCTGTAAGACAGGGACCATATAACACACTGCAATAACTGAAATCTGACAACACTAATGATTCATACAAACCCTACTTAGTCTCTGAGCTG
	GecuE^11      TGAACTCGCTAGATGCGTCCAGCATTAGCAGCTGTAAGACAKGGACCATATAACACACTGYAATAACTGAAATCTGACAACACTAATRATTCATACAAAYCCTACTTAGTCTCTGAGCTG
	GlicC^15     TGAACTCGCTAGATGCGTCCAGCATTAGCAGCTGTAAGACAGGGACCATATAACACACTGCAATAACTGAAATCTGACAACACTAATGATTCATACAAACCCTACTTAGTCTCTGAGCTG
	GlicP^17      TGAACTCGCTAGATGCGTCCAGCATTAGCAGCTGTAAGACAGGGACCATATAACACACTGCAATAACTGAAATCTGACAACACTAATGATTCATACAAACCCTACTTAGTCTCTGAGCTG
	GlicE^20      TGAACTCGCTAGATGCGTCCAGCATTAGCAGCTGTAAGACAGGGACCATATAACACACTGCAATAACTGAAATCTGACAACACTAATRATTCATACAAAYCCTACTTAGTCTCTGAGCTG
	GlicE^21      TGAACTCGCTAGATGCGTCCAGCATTAGCAGCTGTAAGACAGGGACCATATAACACACTGCAATAACTGAAATCTGACAACACTAATRATTCATACAAAYCCTACTTAGTCTCTGAGCTG
	GlicE^22       TGAACTCGCTAGATGCGTCCAGCATTAGCAGCTGTAAGACAGGGACCATATAACACACTGCAATAACTGAAATCTGACAACACTAATGATTCATACAAACCCTACTTAGTCTCTGAGCTG
	GlicE^23       TGAACTCGCTAGATGCGTCCAGCATTAGCAGCTGTAAGACAGGGACCATATAACACACTGCAATAACTGAAATCTGACAACACTAATAATTCATACAAATCCTACTTAGTCTCTGAGCTG
	GlicE^24      TGAACTCGCTAGATGCGTCCAGCATTAGCAGCTGTAAGACAGGGACCATATAACACACTGCAATAACTGAAATCTGACAACACTAATRATTCATACAAAYCCTACTTAGTCTCTGAGCTG
	GlicE^25      TGAACTCGCTAGATGCGTCCAGCATTAGCAGCTGTAAGACAGGGACCATATAACACACTGCAATAACTGAAATCTGACAACACTAATGATTCATACAAACCCTACTTAGTCTCTGAGCTG
	GmorB^27    TGAACTCGCTAGATGCGTCCAGCATTAGCAGCTGTAAGACAGGGACCATATAACACACTGCAATAACTGAAATCTGACAACACTAATGATTCATACAAACCCTACTTAGTCTCTGAGCTG
	GpasB^28    TGAACTCGCTAGATGCGTCCAGCATTAGCAGCTGTAAGACAGGGACCATATAACACACTGCAATAACTGAAATCTGACAACACTAATGATTCATACAAACCCTACTTAGTCTCTGAGCTG


18 120
	GecuC^1     ATTGGCATGTTTCGTACGACAGTCCAASCCCTTCACAAACATCGTGGATTGTCTGCCTTCTATCTTCGCRAATCACGTNACGTACTTTCGTGATCATTTCCGATGTTGCGCATNTTGATG
	GecuP^4     ATTGGCATGTTTCGTACGACARTCCAAGCCCTTCACAAACATCGTGGATTGTCTGCCTTCTATCTTCGCGAATCACGTCACGTACTTTCGTGATCATTTCCGATGTTGCGCATGTTGATG
	GecuE^8      ATTGGCATGTTTCGTACGACAGTCCAAGCCCTTCACAAACATCGTGGATTGTCTGCCTTCTATCTTCGCGAATCACGTCACGTACTTTCGTGATCATTTCCGATGTTGCGCATGTTGATG
	GecuE^9       ATTGNCATGTTTCGTACGACAGTCCAA-CCCTTCACAAACATCGTGGATTGTCTGCCTTCTATCTTCGCGAATCACGTCACGTACTTTCGTGATCATTTCCGATGTTGCGCATGTTGATG
	GecuE^10       ATTGGCATGTTTCGTACGACAGTCCAAGCCCTTCACAAACATCGTGGATTGTCTGCCTTCTATCTTCGCGAATCACGTCACGTACTTTCGTGATCATTTCCGATGTTGCGCATGTTGATG
	GecuE^11       ATTGGCATGTTTCGTACGACAGTCCAAGCCCTTCACAAACATCGTGGATTGTCTGCCTTCTATCTTCGCGAATCACGTCACGTACTTTCGTGATCATTTCCGATGTTGCGCATGTTGATG
	GecuE^12      ATTGGCATGTTTCGTACGACAGTCCAAGCCCTYCACAAACATCGTGGATTGTCTGCCTTCTATCTTCNCGAATCACGTCACGTACTTTCGTGATCATTTCCGATGTTGCGCATGTTGATG
	GlicC^15     ATTGGCATGTTTCGTACGACAGTCCAAGCCCTTCACAAACATCGTGGATTGTCTGCCTTCTATCTTCGCGAATCACGTCACGTACTTTCGNGATCATTTCCGATGTTGCGCATGTTGATG
	GlicP^17      ATTGGCATGTTTCGTACGACAGTCCAAGCCCCTCACAAACATCGTGGATTGTCTGCCTTCTATCTTCGCGAATYACGTCACGTACTTTCGTGATCATTTCCGATGTTGCGCATGTTGATG
	GlicE^20      ATTGGCATGTTTCGTACGACAGTCCAAGCCCTTCACAAACATCGTGGATTGTCTGCCTTCTATCTTCGCGAATCACGTCACGTACTTTCGTGATCATTTCCGATGTTGCGCATGTTGATG
	GlicE^21      ATTGGCATGTTTCGTACGACAGTCCAAGCCCTTCACAAACATCGTGGATTGTCTGCCTTCTATCTTCGCGAATCACGTCACGTACTTTCGTGATCATTTCCGATGTTGCGCATGTTGATG
	GlicE^22       ATTGGCATGTTTCGTACGACAGTCCAAGCCCTTCACAAACATCGTGGATTGTCTGCCTTCTATCTTCGCGAATCACGTCACGTACTTTCGTGATCATTTCCGATGTTGCGCATGTTGATG
	GlicE^23       ATTGGCATGTTTCGTACGACAGTCCAAGCCCTTCACAAACATCGTGGATTGYCTGCCTTCTATCTTCGCGAATCACGTCACGTACTTTCGTGATCATTTCCGATGTTGCGCATGTTGATG
	GlicE^24      ATTGGCATGTTTCGTACGACAGTCCAAGCCCTTCACAAACATCGTGGATTGTCTGCCTTCTATCTTCGCGAATCACGTCACGTACTTTCGTGATCATTTCCGATGTTGCGCATGTTGATG
	GlicE^25      ATTGGCATGTTTCGTACGACAGTCCAAGCCCTTCACAAACATCGTGGATTGYCTGCCTTCTATCTTCGCGAATCACGTCACGTACTTTCGTGATCATTTCCGATGTTGCGCATGTTGATG
	GmorB^27    ATTGGCATGTTTCGTACGACAGTCCAAGCCCYTCACAAACATCGTGGATTGTCTGCCTTCTATCTTCGCGAATCACGTCACGTACTTTCGTGATCATTTCCGATGTTGCGCATGTTGATG
	GpasB^28    ATTGGCATGTTTCGTACGACAGTCCAAGCCCTTCACAAACATCGTGGATTGTCTGCCTTCTATCTTCGCGAATCACGTCACGTACTTTCGTGATCATTTCCGATGTTGCGCATGTTGATG
	GpasB^29    ATTGGCATGTTTCGTACGACAGTCCAAGCCCTTCACAAACATCGTGGATTGTCTGCCTTCTATCTTCGCGAWTCACGTCACGTACTTTCGTGATCATTTCCGATGTTGCGCATGTTGATG


20 120
	GecuC^1     TACGCTAGTATCCCGAACATTCCTGTCACTTTGAATAGCTGGATTACAAGAGAATTACTTCCACCTTCCTGATATCTCCTTTTCAGCGTAAAATATCTACCGAAGAAGCACTCTGGAAAT
	GecuP^4     TACGCTAGTATCCCGAACATTCCTGTCACTTTGAATAGCTGGATTACAAGAGAATTACTTCCACCTTCCTGATATCTCCTTTTCAGCGTAAAATATCTACCGAAGAARCACTCTGGAAAT
	GecuP^5     TACGCTAGTATCCCGAACATTCCTGTCACTTTGAATAGCTGGATTACAAGAGAATTACTTCCACCTTCCTGATATCTCCTTTTCAGCGTAAAATATCTACCGAAGAAGCACTCTGGAAAT
	GecuP^6      TACGCTAGTATCCCGAACATTCCTGTCACTTTGAATAGCTGGATTACAAGAGAATTACTTCCACCTTCCTGATATCTCCTTTTCAGNGTAAAATATCTACCGAAGAAGCACTCTGGAAAT
	GecuP^7      TACGCTAGTATCCCGAACATTCCTGTCACTTTGAATAGCTGGATTACAANAGAATTACTTCCACCTTCCTGATATCTCCTTTTCAGCGTAAAATATCTACCGAAGAAGCACTCTGGAAAT
	GecuE^8      TACGCTAGTATCCCGAACATTCCTGTCACTTTGAATAGCTGGATTACAAGAGAATTACTTCCACCTTCCTGATATCTCCTTTTCAGCGTAAAATATCTACCGAAGAAGCACTCTGGAAAT
	GecuE^9       TACGCTARTATCCCGAACATTCCTGTCACTTTGAATAGCTGGATTACAAGAGAATTACTTCCACCTTCCTGATATCTCCTTTTCAGCGTAAAATATCTACCGAAGAAGCACTCTGGAAAT
	GecuE^10      TACGCTAGTATCCCGAACATTCCTGTCACTTTGAATAGCTGGATTACAAGAGAATTACTTCCACCTTCCTGATATCTCCTTTTCAGCGTAAAATATCTACCGAAGAARCACTCTGGAAAT
	GlicC^15     TACGCTAGTATCCCGAACATTCCTGTCACTTTGAATAGCTGGATTACAAGAGAATTACTTCCACCTTCCTGATATCTCCTTTTCAGCGTAAAATATCTACCGAAGAAGCACTCTGGAAAT
	GlicP^17      TACGCTAGTATCCCRAACATTCCTGTCACTTTGAATAGCTGGATTACAAGAGAATTACTTCCACCTTCCTGATATCTCCTTTTCAGCGTAAAATATCTACCGAAGAAGCACTCTGGAAAT
	GlicP^18      TACGCTAGTATCCCGAACATTCCTGTCACTTTGAATAGCTGGATTACAAGAGAATTACTTCCACCTTCCTGATATCTCCTTTTCAGCGTAAAATATCTACCGAAGAAGCACTCTGGAAAT
	GlicE^20      TACGCTAGTRTCCCGAACATTCCTGTCACTTTGAATAGCTGGATTACAAGAGAATTACTTCCACCTTCCTGATATCTCCTTTTCAGCGTAAAATATCTACCGAAGAAGCACTCTGGAAAT
	GlicE^21      TACGCTAGTATCCCGAACATTCCTGTCACTTTGAATAGCTGGATTACAAGAGAATTACTTCCACCTTCCTGATATCTCCTTTTCAGCGTAAAATATCTACCGAAGAAGCACTCTGGAAAT
	GlicE^22       TACGCTAGTATCCCGAACATTCCTGTCACTTTGAATAGCTGGATTACAAGAGAATTACTTCCACCTTCCTGATATCTCCTTTTCAGCGTAAAATATCTACCGAAGAAGCACTCTGGAAAT
	GlicE^23       TACGCTAGTATCCCGAACATTCCTGTCACTTTGAATAGCTGGATTACAAGAGAATTACTTCCACCTTCCTGATATCTCCTTTTCAGCGTAAAATATCTACCGAAGAAGCACTCTGGAAAT
	GlicE^24      TACGCTAGTATCCCGAACATTCCTGTCACTTTGAATNGCTGGATTACAAGAGAATTACTTCCACCTTCCTGATATCTCCTTTTCAGCGTAAAATATCTACCGAAGAAGCACTCTGGAAAT
	GlicE^25      TACSCTAGTATCCCGAACATTCCTGTCACTTTGAATAGCTGGATTACAAGAGAATTACTTCCACCTTCCTGATATCTCCTTTTCAGCGTAAAATATCTACCGAAGAAGCACTCTGGAAAT
	GmorB^27    TACGCTAGTATCCCGAACATTCCTGTCACTTTGAATAGCTGGATTACAAGAGAATTACTTCCACCTTCCTGATATCTCCTTTTCAGCGTAAAATATCTACCGAAGAAGCACTYTGGAAAT
	GpasB^28    TACGCTAGTATCCCGAACATTCCTGTCACTTTGAATAGCTGGATTACAAGAGAATTACTTCCACCTTCCTGATATCTCCTTTTCAGCGTAAAATATCTACCGAAGAAGCACTCTGGAAAT
	GpasB^29    TACGCTAGTATCCCGAACATTCCTGTCACTTTGAATAGCTGGATTACAAGAGAATTACTTCCACCTTCCTGATATCTCCTTTTCAGCGTAAAATATCTACCGAAGAAGCACTCTGGAAAT


19 120
	GecuC^1     GATTTCTAAATAAAGTTCACTACGAAACTGAAATTCAACTGTATTTAGAAATATTATCAATTTACATAATTTTTTCCTCAATGAACCTTTTTTGACACATATTTTCCCTCTAAAGCGCAT
	GecuP^4     GATTTCTAAATAAAGTTGACTACGAAACTCAAATTCAACTGTATTTAGAAATATTATCAATTTACATAATTTTTTCCTCAATGAACCTTTTTTGACACATATTTTCCCTCTAAAGCGCAT
	GecuP^5     GATTTCTAAATAAAGTTGACTACGAAACTCAAA-TCAACTGTATTTAGAAATATTATCAATTTACATAATTTTTTCCTCAATGAACCTTTTTTGACACATRTTTTCCCTCTAAAGCGCAT
	GecuP^6      GATTTCTAAATAAAGTTGACTACGAAACTCAAATTCAACTGTATTTAGAAATATTATCAATTTACATAATTTTTTCCTCAATGAACCTTTTTTGACACATATTTTCCCTCTAAAGCGCAT
	GecuE^8      GATTTCTAAATAAAGTTGACTACGAAACTCAAATTCAACTGTATTTAGAAATATTATCAATTTACATAATTTTTTCCTCAATGAACCTTTTTTGACACATRTTTTCCCTCTAAAGCGCAT
	GecuE^9       GATTTCTAAATAAAGTTGACTACGAAACTCAAATTCAACTGTATTGAGAAATATTATCAATTTACATAATTTTTTCCTCAATGAACCTTTTTTGACACATATTTTCCCTCTAAAGCGCAT
	GecuE^10       GATTTCTAAATAAAGTTGACTACGAAACTCAAATTCAACTGTATTTAGAAATATTATCAATTTACATAATTTTTTCCTCAATGAACCTTTTTTGACACATGTTTTCCCTCTAAAGCGCAT
	GecuE^11      GATTTCTAAATAAAGTTSACTACGAAACTSAAATTCAACTGTATTTAGAAATATTATCAATTTACATAATTTTTTCCTCAATGAACCTTTTTTGACACATATTTTCCCTCTAAAGCGCAT
	GlicC^15     GATTTCTAAATAAAGTTSACTACGAAACTSAAATTCAACTGTATTTAGAAATATTATCAATTTACATAATTTTTTCCTCAATGAACCTTTTTTGACACATATTTTCNCTCTAAAGCGCAT
	GlicP^17      GATTTCTAAATAAAGTTCACTACGAAACTGAAATTCAACTGTATTTAGAAATATTATCAATTTACATAATTTTTTCCTCAATGAACCTTTTTTGACACATATTTTCCCTCTAAAGCGCAT
	GlicE^20      GATTTCTAAATAAAGTTCACTACGAAACTGAAATTCAACTGTANTTAGAAATATTATCAATTTACATAATTTTTTCCTCAATGAACCTTTTTTGACACATATTTTCCCTCTAAAGCGCAT
	GlicE^21      GATTTCTAAATAAAGTTGACTACGAAACTCAAATTCAACTGTATTTAGAAATATTATCAATTTACATAATTYTTTCCTCAATGAACCTTTTTTGACACATATTTTCCCTCTAAAGCGCAT
	GlicE^22      GATTTCTAAATAAAGTTGACTACGAAACTCAAATTCAACTGTATTTAGAAATATTATCAATTTACATAATTTTTTCCTCAATGAACCTTTTTTGACACATATTTTCCCTCYAAAGCGCAT
	GlicE^23       GATTTCTAAATAAAGTTGACTACGAAACTCAAATTCAACTGTATTTAGAAATATTATCAATTTACATAATTTTTTCCTCAATGAACCTTTTTTGACACATATTTTCCCTCTAAAGCGCAT
	GlicE^24       GATTTCTAAATAAAGTTGACTACGAAACTCAAATTCAACTGTATTTAGAAATATTATCAATTTACATAATTTTTTCCTCAATGAACCTTTTTTGACACATATTTTCCCTCTAAAGCGCAT
	GlicE^25      GATTTCTAAATAAAGTTGACTACGAAACTCAAATTCAACTGTATTTAGAAATATTATCAATTTACATAATTTTTTCCTCAATGAACCTTTTTTGACACATATTTTCCCTCTAAAGCGCAT
	GlicE^26      GATTTCTAAATAAAGTTGACTACGAAACTCAAATTCAACTGTATTTAGAAATATTATCAATTTACATAATTTTTTCCTCAATGAACCTTTTTTGACACATATTTTCCCTCTAAAGCGCAT
	GmorB^27    GATTTCTAAATAAAGTTSACTACGAAACTSAAATTCAACTGTATTTAGAAATATTATCAATTTACATAATTTTTTCCTCAATGAACCTTTTTTGACACATATTTTCYCTCTAAAGCGCAT
	GpasB^28    GATTTCTAAATAAAGTTGACTACGAAACTCAAATTCAACTGTATTTAGAAATATTATCAATTTACATAATTTTATCCTCAATGAACCTTTTTTGACACATATTTTCCCTCTAAAGCGCAT


20 120
	GecuC^1     TTGAAATGTATATTATTTTCATGCACATATTACTTGCGCTTACCTTGTTTGAAACAGTACGACACATCCATACATAATGCAGTAAATTATTCACATATCTACAGAATAATGTTCAAACAA
	GecuP^4     TTGAAATGTATATTATTTACATGCACATATTACTTGCGCTTACCTTGTTTGAAACAGTACGACACATCCATACATAATGCAGTAAATTATTCACATATCTACAGAATAATGTTCAAACAA
	GecuP^5     TTGAAATGTATATTATTTACWTGCACATATTACTTGCGCTTACCTTGTTTGAAACAGTACGACACATCCATACATAATGCAGTAAATTATTCACATATCTACAGAATAATGTTCAAACAA
	GecuP^6      TTGAAATGTATATTATTTACWTGCACATATTACTTGCGCTTACCTTGTTTGAAACAGTACGACACATCCATACATAATGCAGTAAATTATTCACATATCTACAGAATAATGTTCAAACAA
	GecuE^8      TTGAAATGTATATTATTTACATGCACATATTACTTGCGCTTACCTTGTTTGAAACAGTACGACACATCCATACATAATGCAGTAAATTATTCACATATCTACAGAATAATGTTCAAACAA
	GecuE^9       TTGAAATGTATATTATTTACTTGCACATATTACTTGCGCTTACCTTGTTTGAAACAGTACGACACATCCATACATAATGCAGTAAATTATTCACATATCTACAGAATAATGTTCAAACAA
	GecuE^10       TTGAAATGTATATTATTTACATGCACATATTACTTGCGCTTACCTTGTTTGAAACAGTACGACACATCCATACATAATGCAGTAAATTATTCACATATCTACAGAATAATGTTCAAACAA
	GecuE^11      TTGAAATGTATATTATTTACWTGCACATATTACTTGCGCTTACCTTGTTTGAAACAGTACGACACATCCATACATAATGCAGTAAATTATTCACATATCTACAGAATAATGTTCAAACAA
	GlicC^15     TTGAAATGTATATTACTTACATGCACATATTACTTGCGCTTACCTTGTTTGAAACAGTACGACACATCCATACATAATGCAGTAAATTATTCACATATCTACAGAATAATGTTCAAACAA
	GlicP^17      TTGAAATGTATATTATTTACATGCACATATTACTTGCGCTTACCTTGTTTGAAACAGTACGACACATCCATACATAATGCAGTAAATTATTCACATATCTACAGAATAATGTTCAAACAA
	GlicE^20      TTGAAATGTATATTANTTACATGCACATATTACTTGCGCTTACCTTGTTTGAAACAGTACGACACATCCATACATAATGCAGTAAATTATTCACATATCTACAGAATAATGTTCAAACAA
	GlicE^21      TTGAAATGTATATTANTTACATGCACATATTACTTGCGCTTACCTTGTTTGAAACAGTACGACACATCCATACATAATGCAGTAAATTATTCACATATCTACAGAATAATGTTCAAACAA
	GlicE^22      TTGAAATGTATATTATTTACATGCACATATTACTTGCGCTTACCTTGTTTGAAACAGTACGACACATCCATACATAATGCAGTAAATTATTCACATATCTACAGAATAATGTTCAAACAA
	GlicE^23       TTGAAATGTATATTATTTACATGCACATATTACTTGCGCTTACCTTGTTTGAAACAGTACGACACATCCATACATAATGCAGTAAATTATTCACATATCTACAGAATAATGYTCAAACAA
	GlicE^24       TTGAAATGTATATTATTTACATGCACATATTACTTGCGCTTACCTTGTTTGAAACAGTACGACACATCCATACATAATGCAGTAAATTATTCACATATCTACAGAATAATGTTCAAACAA
	GlicE^25      TTGAAATGTATATTATTTACATGCACATATTACTTGCGCTTACCTTGTTTGAAACAGTACGACACATCCATACATAATGCAGTAAATTATTCACATATCTACAGAATAATGTTCAAACAA
	GlicE^26      TTGAAATGTATATTATTTACATGCACATATTACTTGCGCTTACCTTGTTTGAAACAGTACGACACATCCATACATAATGCAGTAAATTATTCACATATCTACAGAATAATGTTCAAACAA
	GmorB^27    TTGAAATGTATATTATTTACATGCACATATTACTTGCGCTTACCTTGTTTGAAACAGTACGACACATCYATACATAATGCARTAAATTATTCACATATCTACAGAATAATGTTCAAACAA
	GpasB^28    TTGAAATGTATATTATTTACATGCACATATTACTTGCGCTTACCTTGTTCGAAACAGTACGACACATCCATACATAATGCAGTAAATTATTCACATATCTACAGAATAATGTTCAAACAA
	GpasB^29    TTGAAATGTATATTATTTACATGCACATATTACTTGCGCTTACCTTGTTYGAAACAGTACGACACATCCATACATAATGCAGTAAATTATTCACATATCTACAGAATAATGTTCAAACAA


19 120
	GecuC^1     ATCAACACAATTCTATTCACCGACTTCCATCAACCTATCACCTACCCGTCTTCCTCCTTATGGGTTGCCAGCCTCCTCAGCGAAGACGGGAGGATTCGTAAACAAGACCAAGGTTGAAAA
	GecuP^4     ATCAACACAATTCTATTCATCGATTTCCATCAACCTATCACCTACCCGTCTTCCTCCTTATGGGTTGCCAGCCTCCTCAGCGAAGACGGGAGGATTCGTAAACAAGACCAAGGTTGAAAA
	GecuP^5     ATCAAYACAATTCTATTCATCGATTTCCATCAACCTATCACCTACCCGTCTTCCTCCTTATGGGTTGCCAGCCTCCTCAGCGAAGACGGGAGGATTCGTAAACAAGACCAAGGTTGAAAA
	GecuP^6      ATCAAYACAATTCTATTCAYCGAYTTCCATCAACCTATCACCTACCCGTCTTCCTCCTTATGGGTTGCCAGCCTCCTCAGCGAAGACGGGAGGATTCGTAAACAAGACCAAGGTTGAAAA
	GecuE^8       ATCAAYACAATTCTATTCATCGATTTCCATCAACCTATCACCTACCCGTCTTCCTCCTTATGGGTTGCCAGCCTCCTCAGCGAAGACGGGAGGATTCGTAAACAAGACCAAGGTTGAAAA
	GecuE^9      ATCAACACAATTCTATTCATCGATTTCCATCAACCTATCACCTACCCGTCTTCCTCCTTATGGGTTGCCAGCCTCCTCAGCGAAGACGGGAGGATTCGTAAACAAGACCAAGGTTGAAAA
	GlicC^15     ATCAACACAATTCTATTCATCGATTTCCATCAACCTATCACCTACCNGTCTTCCTCCTTATAGGTTGCCAGCCTCCTCAGCGAANACGGGAGGATTCGTAAACAAGACCAAGGTTGAAAA
	GlicC^16     ATCAACACAATTCTATTCATCGATTTCCATCAACCTATCACCTACCCGTCTTCCTCCTTATGGGTTGCCAGCCTCCTCAGCGAAGACGGGAGGATTCGTAAACAAGACCAAGGTTGAAAA
	GlicP^17      ATCAACACAATTCTATTCATCGATTTCCATCAACCTATCACCTACCCGTCTTCCTCCTTATNGGTTGCCAGCCTCCTCAGCGAAGACGGGAGGATTCGTAAACAAGACCAAGGTTGAAAA
	GlicP^18      ATCAAYACAATTCTATTCATCGATTTCCATCAACCTATCACCTACCCGTCTTCCTCCTTATGGGTTGCCAGCCTCCTCAGCGAAGACGGGAGGATTCGTAAACAAGACCAAGGTTGAAAA
	GlicE^20      ATCAACACAATTCTATTCATCGATTTCCATCAACCTATCACCTACCCGTCTTCCTCCTTATGGGTTGCCAGCCTCCTCAACGAAGACGGGAGGATTCGTAAACAAGACCAAGGTTGAAAA
	GlicE^21      ATCAACACAATTCTATTCATCGATTTCCATCAACCTATCACCTACCCGTCTTCCTCCTTATGGGTTGCCAGCCTCCTCAGCGAAGACGGGAGGATTCGTAAACAAGACCAAGGTTGAAAA
	GlicE^22      ATCAACACAATTCTATTCATCGATTTCCATCAACCKATCACCTACCCGTCTTCCTCCTTATRGGTTGCCAGCCTCCTCAGCGAAGACGGGAGGATTCGTAAACAAGACCAAGGTTGAAAA
	GlicE^23       ATCAACACAATTCTATTCATCGATTTCCATCAACCKATCACCTACCCGTCTTCCTCCTTATRGGTTGCCAGCCTCCTCAGCGAAGACGGGAGGATTCGTAAACAAGACCAAGGTTGAAAA
	GlicE^24       ATCAACACAATTCTATTCATCGATTTCCATCAACCKATCACCTACCCGTCTTCCTCCTTATAGGTTGCCAGCCTCCTCAGCGAAGACGGGAGGATTCGTAAACAAGACCAAGGTTGAAAA
	GlicE^25      ATCAACACAATTCTATTCATCGATTTCCATCAACCTATCACCTACCCGTCTTCCTCCTTATGGGTTGCCAGCCTCCTCAGCGAAGACGGGAGGATTCGTAAACAAGACCAAGGTTGAAAA
	GlicE^26      ATCAACACAATTCTATTCATCGAYTTCCATCAACCTATCACCTACCCGTCTTCCTCCTTATGGGTTGCCAGCCTCCTCARCGAAGACGGGAGGATTCGTAAACAAGACCAAGGTTGAAAA
	GmorB^27    ATCAACACAATTCTATTCAYCGAYTTCCATCAACCTATCACCTACCCGTCTTCCTCCTTATGGGTTGCCAGCCTCCTCAGCGAAGACGGGAGGATTCGTAAACAAGACCAAGGTTGAAAA
	GpasB^28    ATCAACACAATTCTATTCATCGATTTCCATCAACCTATCACCTACCCGTCTTCCTCCTTATGGGTTGCCAGCCTCCTCAGCGAAGACGGGARGATTCGTAAACAAGACCAAGGTTGAAAA


21 120
	GecuC^1     TATGATTCAAAACGATTTCGGTAGCTGTTTGAATTTGGTGAGCAGCGTTTTTGCGTATGAAGGTGATTGGGAAATGGCGAARGTCGCTTCCAATCAATGTGTGACGTTTCTGAATAATCA
	GecuP^4     TAYGATTCAAAACGATTTCGGTAGCTGTTTGAATTTGGTGAGCAGCGTTTTTGCGTATGAAGGTGATTGGGAAATGGCGAAAGTCGCTTCCAATCAATGTGTGACGTTTCTGAATAAYCA
	GecuP^5     TATGATTCAAAACGATTTCGGTAGCTGTTTGAATTTGGTGAGCAGCGTTTTTGCGTATGAAGGTGATTGGGAAATGGCGAAAGTCGCTTCCAATCAATGTGTGACGTTTCTGAATAATCA
	GecuP^6      TATGATTCAAAACGATTTCGGTAGCTGTTTGAATTTGGTGAGCAGCGTTTTTGCGTATGAAGGTGATTGGGAAATGGCGAAAGTCGCTTCCAATCAATGTGTGACGTTTCTGAATAACCA
	GecuE^8      TATGATTCAAAACGATTTCGGTAGCTGTTTGAATTTGGTGAGCAGCGTTTTTGCGTATGAAGGTGATTGGGAAATGGCGAAAGTCGCTTCCAATCAATGTGTGACGTTTCTGAATAATCA
	GecuE^9       TANGATTCAAAACGATTTCGGTAGCTGTTTGAATTTGGTGAGCAGCGTTTTTGCNTATGAAGGTGATTGGGAAATGGCGAAAGTCGCTTCCAATCAATGTGTGACGTTTCTGAATAATCA
	GecuE^10       TAYGATTCAAAACGATTTCGGTAGCTGTTTGAATTTGGTGAGCAGCGTTTTTGCGTATGAAGGTGATTGGGAAATGGCGAAAGTCGCTTCCAATCAATGTGTGACGTTTCTGAATAATCA
	GecuE^11       TATGATTCAAAACGATTTCGGTAGCTGTTTGAATTTGGTGAGCAGCGTTTTTGCGTATGAAGGTGATTGGGAAATGGCGAAAGTCGCTTCCAATCAATGTGTGACGTTTCTGAATAATCA
	GecuE^12      TATGATTCAAAACGATTTCGGTAGCTGTTTGAATTTGGTGAGCAGCGTTTTTGCGTATGAAGGTGATTGGGAAATGGCGAAAGTCGCTTCCAATCAATGTGTGACGTTTCTGAATAATCA
	GlicC^15     TATGATTCAAAACGATTTCGGTAGCTGTTTGAATTTGGTGAGCAGCGTTTTTGCGTATGAAGGTGATTGGGAAATGGCGAAAGTCGCTTCCAATCAATGTGTGACRTTTCTGAATAAYCA
	GlicP^17      TATGATTCAAAACGATTTCGGTAGCTGTTTGAATTTGGTGAGCAGCGTTTTTGCGTATGAAGGTGATTGGGAAATGGCGAAAGTCGCTTCCAATCAATGTGTGACGTTTCTGAATAATCA
	GlicP^18      TATGATTCAAAACGATTTCGGTAGCTGTTTGAATTTGGTGAGNAGCGTTTTTGCGTATGAAGGTGATTGGGAAATGGCGAAAGTCGCTTNCAATCAATGTGTGACGTTTCTGAATAATCA
	GlicE^20      TATGATTCAAAACGATTTCGGYAGCTGTTTGAATTTGGTGAGCAGCGTTTTTGCGTATGAAGGTGATTGGGAAATGGCGAAAGTCGCTTCCAATCAATGTGTGACGTTTCTGAATAAYCA
	GlicE^21      TATGATTCAAAACGATTTCGGTAGCTGTTTGAATTTGGTGAGCAGCGTTTTTGCGTATGAAGGTGATTGGGAAATGGCGAAAGTCGCTTCCAATCAATGTGTGACGTTTCTGAATAATCA
	GlicE^22      TATGATTCAAAACGATTTCGGYAGCTGTTTGAATTTGGTGAGCAGCGTTTTTGCGTATGAAGGTGATTGGGAAATGGCGAAAGTCGCTTCCAATCAATGTGTGACGTTTCTGAATAATCA
	GlicE^23       TATGATTCAAAACGATTTCGGTAGCTGTTTGAATTTGGTGAGCAGCGTTTTTGCGTATGAAGGTGATTGGGAAATGGCGAAAGTCGCTTCCAATCAATGTGTGACGTTTCTGAATAATCA
	GlicE^24       TATGATTCAAAACGATTTCGGTAGCTGTTTGAATTTGGTGAGCAGCGTTTTTGCGTATGAAGGTGATTGGGAAATGGCGAAAGTCGCTTCCAATCAATGTGTGACGTTTCTGAATAAYCA
	GlicE^25      TATGATTCAAAACGATTTCGGTAGCTGTTTGAATTTGGTGAGCAGCGTTTTTGCGTATGAAGGTGATTGGGAAATGGCGAARGTCGCTTCCAMTCAATGTGTGACGTTTCTGAATAATCA
	GlicE^26      TATGATTCAAAACGATTTCGGTAGCTGTTTGAATTTGGTGAGCAGCGTTTTTGCGTATGAAGGTGATTGGGAAATGGCGAAGGTCGCTTCCAATCAATGTGTGACGTTTCTSAATAATCA
	GmorB^27    TATGATTCAAAACGATTTCGGTAGCTGTTTGAATTTGGTGAGCAGCGTTTTTGCGTATGAAGGTGATTGGGAAATGGCGAAAGTCGCTTCCAATCAATGTGTGACGTTTCTGAATAATCA
	GpasB^28    TATGATTCAAAACGATTTCGGTAGCTGTTTGAATTTGGTGAGCAGCGTTTTTGCGTATGAAGGTGATTGGGAAATGGCGAAAGTCGCTTCCAATCAATGTGTGACGTTTCTGAATAATCA


20 120
	GecuC^1     TTTTAGTGCACCATGTTGTCATGTGTCATTCTTATGATATGAAAATATAATAATTTGGACATATTTTCAATAACTTGCTTTCATGCAAGATATATTATTTCAATTGAAAATGCACTAAGT
	GecuP^4     TTTTAGTGCACCATGTTGTCATGTGTCATTCTTATGATATGAAAATATAATAATTTGGACATATTTTCAATAACTTGCTTTCATGCAAGATATATTATTTCAATTGAAAATGCACTAAGT
	GecuP^5     TTTTAGTGCACCATGTTGTCATGTGTCATTCTTATGATATGAAAATATAATAATTTGGACATATTTTCAATAACTTGCTTTCATGCAAGATATATTATTTCAATTGAAAATGCACTAAGT
	GecuP^6      TTTTAKTGCACCATGTTGTCATGTGTCATTCTTATGATATGAAAATATAATAATTTGGACATATTTTCAATAACTTGCTTTCATGCAAGATATATTATTTCAATTGAAAATGCACTAAGT
	GecuP^7      TTTTAGTGCACCATGTTGTCATGTGTCATTCTTATGATATGAAAATATAATAATTTGGACATATTTTCAATAACTTGCTTTCATGCAAGATATATTATTTCAATTGAAAATGCACTAAGT
	GecuE^8      TTTTAGTGCACCATGTTGTCATGTGTCATTCTTATGATATGAAAATATAATAATTTGGACATATTTTCAATAACTTGCTTTCATGCAAGATATATTATTTCAATTGAAAATGCACTAAGT
	GecuE^9       TTTTAGTGCACCATGTTGTCATGTGTCATTCTTATGATATGAAAATATAATAATTTGGACATATTTTCAATAACTTGCTTTCATGCAAGATATATTATTTCAATTGAAAATGCACTAAGT
	GecuE^10       TTTTAKTGCACCATGTTGTCATGTGTCATTCTTATGATATGAAAATATAATAATTTGGACATATTTTCAATAACTTGCTTTCATGCAAGATATATTATTTCAATTGAAAATGCACTAAGT
	GecuE^11      TTTTAGTGCACCATGTTGTCATGTGTCATTCTTATGATATGAAAATATAATAATTTGGACATATTTTCAATAACTTGCTTTCATGCAAGATATATTATTTCAATTGAAAATGCACTAAGT
	GlicC^15     TTTTAGTGCACCATGTTGTCATGTGTCATTCTTATGATATGAAAATATAATAATTTGGACATATTTTCAATAACTTGCTTTCATGCAAGATATATTATNTCAATTGAAAATGCACTAAGT
	GlicC^16     TTTTAGTGCACCATGTTGTCATGTGTCATTCTTATGATATGAAAATATAATAATTTGGACATATTTTCAATAACTTGCTTTCATGCAAGATATATTATTTCAATTGAAAATGNACTAAGT
	GlicP^17      TTTTAGTGCACCATGTTGTCATGTGTCATTCTTATGATATGAAAATATAATAATTTGGACATATTTTCAATAACTTGCTTTCATGCAAGATATATTATTTCAATTGAAAATGCACTAAGT
	GlicE^20      TTTTAGTGCACCATGTTGTCATGTGTCATTCTTATGATATGAAAATATAATAATTTGGACATATTTTCAATAACTTGCTTTCATGCAAGATATATTATTTCAATTGAAAATGCACTAAGT
	GlicE^21      TTTTAGTGCACCATGTTGTCATGTGTCATTCTTATGATATGAAAATATAAYAATTTGGACATATTTTCAATAACTTGCTTTCATGCAAGATATATTATTTCAATTGAAAATGCACTAAGT
	GlicE^22       TTTTAGTGCACCATGTTGTCATGTGTCATTCTTATGATATGAAAATATAAYAATTTGGACATATTTTCAATAACTTGCTTTCATGCAAGATATATTATTTCAATTGAAAATGCACTAAGT
	GlicE^23       TTTTAGTGCACCATGTTGTCATGTGTCATTCTTATGATATGAAAATATAATAATTTGGACATATTTTCAATAACTTGCTTTCATGCAAGATATATTATTTCAATTGAAAATGCACTAAGT
	GlicE^24      TTTTAGTGCACCATGTTGTCATGTGTCATTCTTATGATATGAAAATATAATAATTTGGACATATTTTCAATAACTTGCTTTCATGCAAGATATATTATTTCAATTGAAAATGCACTAAGT
	GlicE^25      TTTTAGTGCACCATGTTGTCATGTGTCATTCTTATGATATGAAAATATAATAATTTGGACATATTTTCAATAACTTGCTTTCATGCAAGATATATTATTTCAATTGAAAATGCACTAAGT
	GmorB^27    TTTTAGTGCACCATGTTGTCATGTGTCATTCTTATGATATGAAAATATAATAATTTGGACATATTTTCAATAACTTGCTTTCATGCAAGATATATTATTTCAATTGAAAATGCACTAAGT
	GpasB^28    TTTTAGTGCACCATGTTGTCATGTGTCATTCTTATGATATGAAAATATAATAATTTGGACATATTTTCAATAACTTGCTTTCATGCAAGATATATTATTTCAATTGAAAATGCACTAAGT


18 120
	GecuC^1     GTTTGGGTGTTTT-AGATGAACCGAATCCAACAAAAGTAGTTTGTTCACGAATCACTTCCAAGAAAATGATTGCTTGTTTCATTTGTTGCACTGGACATGTCGCAAGTATTGCTTTGGAG
	GecuP^4     GTTTGGGTGTTTTCAGATGAACCGAATCCAACAAAAGTAGTTTGTTCACGAATCACTTCCAAGAAAATGATTGCTTGTTTCATTTGTTGCACTGGACATGTCGCAAGTATTGCTTTGGAG
	GecuE^8      GTTTGGGTGTTTTCAGATGAACCGAATCCAACAAAAGTAGTTTGTTCACGAATCACTTCCAAGAAAATGATTGCTTGTTTCATTTGTTGCACTGGACATGTCGCAAGTATTGCTTTGGAG
	GecuE^9       GTTTGGGTGTTTTCAGATGAACCGAATCCAACAAAAGTAGTTTGTTCACGAATCACTTCCAAGAAAATGATTGCTTGTTTCATTTGTTGCACTGGACATGTCGCAAGTATTGCTTTGGAG
	GecuE^10       GTTTGGGTGTTTTCAGATGAACCGAATCCAACAAAAGTAGTTTGTTCACGAATCACTTCCAAGAAAATGATTGCTTGTTTCATTTGTTGCACTGGACATGTCGCAAGTATTGCTTTGGAG
	GecuE^11      GTTTGGGTGTTTTCAGATGAAYCGAATCCAACAAAAGTAGTTTGTTCACGAATCACTTCCAAGAAAATGATTGCTTGTTTCATTTGTTGCACTGGACATGTCGCAAGTATTGCTTTGGAG
	GlicC^15     GTTTGGGTGTTTTCAGATGAACCGAATCCAACAAAAGTAGTTTGTTCACGAATCACTTCCAAGAAAATGATTGCTTGTTTCATTTGTTGCACTGGACATGTCGCAAGNATTGCTTTGGAG
	GlicC^16     GTTTGGGTGTTTTCAGATGAACCGAATCCAACAAAAGTAGTTTGTTCNCGAATCACTTCCAAGAAAATGATTGCTTGTTTCATTTGNTGCACTGGACATGTCGCAAGTATTGCTTTGGAG
	GlicP^17      GTTTGGGTGTTTTCAGATGAACCGAATCCAACAAAAGTAGTTTGTTCACGAATCACTTCCAAGAAAATGATTGCTTGTTTCATTTGTTGCACTGGACATGTCGCAAGTATTGCTTTGGAG
	GlicE^20      GTTTGGGTGTTTTCAGATGAACCGAATCCAACAAAAGTAGTTTGTTCACGAATCACTTCCAAGAAAATGATTGCTTGTTTCATTTGTTGCACTGGACATGTCGCAAGTATTGCTTTGGAG
	GlicE^21      GTTTGGGTGTTTTCAGATGAACCGAATCCAACAAAAGTAGTTTGTTCACGAATCACTTCCAAGAAAATGATTGCTTGTTTCATTTGTTGCACTGGACATGTCGCAAGTATTGCTTTGGAG
	GlicE^22      GTTTGGGTGTTTTCAGATGAACCGAATCCAACAAAAGTAGTTTGTTCACGAATCACTTCCAAGAAAATGATTGCTTGTTTCATTTGTTGCACTGGACATGTCGCAAGTATTGCTTTGGAG
	GlicE^23       GTTTGGGTGTTTTCAGATGAACCGAATCCAACAAAAGTAGTTTGTTCACGAATCACTTCCAAGAAAATGATTGCTTGTTTCATTTGTTGCACTGGACATGTCGCAAGTATTGCTTTGGAG
	GlicE^24      GTTTGGGTGTTTTCAGATGAACCGAATCCAACAAAAGTAGTTTGTTCACGAATCACTTCCAAGAAAATGATTGCTTGTTTCATTTGTTGCACTGGACATGTCGCAAGTATTGCTTTGGAG
	GlicE^25      GTTTGGGTGTTTTCAGATGAACCGAATCCAACAAAAGTAGTTTGTTCACGAATCACTTCCAAGAAAATGATTGCTTGTTTCATTTGTTGCACTGGACATGTCGCAAGTATTGCTTTGGAG
	GmorB^27    GTTTGGGTGTTTTCAGATGAACCGAATCCAACAAAAGTAGTTTGTTCACGAATCACTTCCAAGAAAATGATTGCTTGTTTCATTTGTTGCACTGGACATGTCGCAAGTATTGCTTTGGAG
	GpasB^28    GTTTGGGTGTTTTCAGATGAACCGAATCCAACAAAAGTAGTTTGTTCACGAATCACTTCCAAGAAAATGATTGCTTGTTTCATTTGTTGCACTGGACATGTCGCAAGTATTGCTTTGGAG
	GpasB^29    GTTTGGGTGTTTTCAGATGAACCGAATCCAACAAAAGTAGTTTGTTCACGAATCACTTCCAAGAAAATGATTGCTTGTTTCATTTGTTGCACTGGACATGTCGCAAGTATTGCTTTGGAG


16 120
	GecuC^1     AAGACCAGATCTTTATAATGAGGCAAATAAGCTAGAAGGAAATAAGAACAAAGAAGCAGGTACACGTGTGCTTCATAGATATGGAAAAGGCATTCGATGGGATAAAGAGAGAAAACGTGT
	GecuP^4     AAGACCAGATCTTTATAATGAGGCAAATAAGCTAGAAGGAAATAAGAACAAAGAAGCAGGTACACGTGTGCTTCATAGATATGGAAAAGGCATTCGATGGGATAAAGAGAGAAAACGTGT
	GecuP^5     AAGACCAGATCTTTATAATGAGGCAAATAAGCTAGAAGGAAATAAGAACAAAGAAGCAGGTACACGTGTGCTTCATAGATANGGAAAAGGCATTCGATGGAATAAAGAGAGAAAACGTAT
	GecuE^8       AAGACCAGATCTTTATAATGAGGCAAATAAGYTAGAAGGAAATAAGAACAAAGAAGCAGGTACACGTGTGCTTCATAGATATGGAAAAGGCATTCGATGGRATAAAGAGAGAAAACGTRT
	GlicC^15     AAGACCAGATCTTTATAATGAGGCAAATAAGCTAGAAGGAAATAAGAACAAAGAAGCAGGTACACGTGTGCTTCATAGATAYGGAAAAGGCATTCGATGGGATAAAGAGAGAAAACGTGT
	GlicC^16     AAGACCAGATCTTTATAATGAGGCAAATAAGCTAGAAGGAAATAAGAACAAAGAAGCAGGTACACGTGTGCTTCATAGATATGGAAAAGGCATTCGATGGGATAAAGAGAGAAAACGTGT
	GlicP^17      AAGACCAGATCTTTATAATGAGGCAAATAAGCTAGAAGGAAATAAGAACAAAGAAGCAGGTACACGTGTGCTTCATAGATATGGAAAAGGCATTCGATGGGATAAAGAGAGAAAACGTGT
	GlicE^20      AAGACCAGATCTTTATAATGAGGCAAATAAGCTAGNAGGAAATAAGAACAAAGAAGCAGGTACACGTGTGCTTCATAGATATGGAANAGGCATTCGATGGGATAAAGAGAGAAAACGTGT
	GlicE^21      AAGACCAGATCTTTATAATGAGGCAAATAAGCTAGAAGGAAATAAGAACAAAGAAGCAGGTACACGTGTGCTTCATAGATATGGAAAAGGCATTCGATGGGATAAAGAGAGAAAACGTGT
	GlicE^22      AAGACCAGATCTTTATAATGAGGCAAATAAGCTAGAAGGAAATAAGAACAAAGAAGCAGGTACACGTGTGCTTCATAGATAYGGAAAAGGCATTCGATGGGATAAAGAGAGAAAACGTGT
	GlicE^23       AAGACCAGATCTTTATAATGAGGCAAATAAGCTAGAAGGAAATAAGAACAAAGAAGCAGGTACACGTGTGCTTCATAGATATGGAAAAGGCATTCGATGGGATAAAGAGAGAAAACGTGT
	GlicE^24       AAGACCAGATCTTTATAATGAGGCAAATAAGCTARAAGGAAATAAGAACAAAGAAGCAGGTACACGTGTGCTTCATAGATATGGAAAAGGCATTCGATGGGATAAAGAGAGAAAACGTGT
	GlicE^25      AAGACCAGATCTTTATAATGAGGCAAATAAGCTAGAAGGAAATAAGAACAAAGAAGCAGGTACACGTGTGCTTCATAGATATGGAAAAGGCATTCGATGGGATAAAGAGAGAAAACGTGT
	GlicE^26      AAGACCAGATCTTTATAATGAGGCAAATAAGCTAGAAGGAAATAAGAACAAAGAAGCAGGTACACGTGTGCTTCATAGATATGGAAAAGGCATTCGATGGGATARAGAGAGAAAACGTGT
	GmorB^27    AAGACCAGATCTTTATAATGAGGCAAATAAGCTAGAAGGAAATAAGAACAAAGAAGCAGGTACACGTGTGCTTCATAGATATGGAAAAGCCATTCGATGGGATAAAGAGAGAAAACGTGT
	GpasB^28    AAGACCAGATCTTTATAATGAGGCAAATAAGCTAGAAGGAAATAAGAACAAAGAAGCAGGTACACGTGTGCTTCATAGATATGGAAAAGGCATTCGATGGAATAAAGAGAGAAAACGTAT


18 120
	GecuC^1     AAATATTGAGATTGCTTTTTTGCTGGTAAGCAGAATAGGCGATACACTCAACAACTTGCGATAAAAACCGAAAATTCGTCTGGAGCTAAAGATTGCTTTCGACAAAATTTTTGTAGACAG
	GecuP^4     AAATATTGAGATTGCTTTTTTGCTGGTAAGCAGAATAGGCGATACACTCAACAACTTGCGATAAAAACCGAAAATTCGTCTGGAGCTAAAGATTGCTTTCGACAAMATTTTTGTAGACAG
	GecuP^5     AAATATTGAGATTGCTTTTTTGCTGGTAAGCAGAATAGGCGATACACTCAACAACTTGCGATAAAAACCGAAAATTCGTCTGGAGCTAAAGATTGCTTTCGACAAAATTTTTGTAGACAG
	GecuP^6      AAATATTGAGATTGCTTTTTTGCTGGTAAGYAGAATAGGCGATACACTCAACAACTTGCGATAAAAACCGAAAATTCGTCTGNAGCTAAAGATTGCTTTCGACAAAATTTTTGTAGACAG
	GecuE^8      AAATATTGAGATTGCTTTTTTGCTGGTAAGCAGAATAGGCGATACACTCAACAACTTGCGATAAAAACCGAAAATTCGTCTGGAGCTAAAGATTGCTWTCGACAAAATTTTTGTAGACAG
	GecuE^9       AAATATTGAGATTGCTTTTTTGCTGGTAAGCARAATAGGCGATACACTCAACAACTTGCGATAAAAACCGAAAATTCGTCTGGAGCTAAAGATTGCTTTCGACAAAATTTTTGTAGACAG
	GecuE^10       AAATATTGAGATTGCTTTTTTGCTGGTAAGCAGAATAGGCGATACACTCAACAACTTGCGATAAAAACCGAAAATTCGTCTGGAGCTAAAGATTGCTTTCGACAAAATTTTTGTAGACAG
	GecuE^11      AAATATTGAGATTGCTTTTTTGCTGGTAAGCAGAATAGGCGATACACTCAACAACTTGCGATAAAAACCGAAAATTCGTCTGGAGCTAAWGATTGCTTTCGACAAAATTTTTGTAGACAG
	GlicC^15     AAATATTGAGATTGCTTTTTTGCTGGTAAGCAGAATAGGCGANACACTCAACAACTTGCGATAAAAACCGAAAATTCGTCTGGAGCTAAAGATTGCTTTCGACAAAATTTTTGTAGACAG
	GlicC^16     AAATATTGAGATTGCTTTTTTGCTGGTAAGCAGAATAGGCGATACACTCAACAACTTGCGATAAAAACCGAAAATTCGTCTGGANCTAAAGATTGCTTTCGACAAAATTTTTGTAGACAG
	GlicP^17      AAATATTGAGATTGCTTTTTTGCTGGTAAGCAGAATAGGCGATACACTCAACAACTTGCGATAAAAACCGAAAATTCGTCTGGAGCTAAAGATTGCTTTCGACAAAATTTTTGTAGACAG
	GlicE^20      AAATATTGAGATTGCTTTTTTGCTGGTAAGCAGAATAGGCGATACACTCAACAACTTGCGATAAAAACCGAAAATTCGTCTGGAGCTAAAGATTGCTTTCGACAAAATTTTTGTAGACAG
	GlicE^21      AAATATTGAGATTGCTTTTTTGCTGGTAAGCAGAATAGGCGATACACTCAACAACTTGCGATAAAAACCGAAAATTCGTCTGGAGCTAAAGATTGCTTTCGACAAAATTTTTGTAGACAG
	GlicE^22       AAATATTGAGATTGCTTTTTTGCTGGTAAGCAGAATAGGCGATACACTCAACAACTTGCGATAAAAACCGAAAATTCGTCTGGAGCTAAAGATTGCTTTCGACAAAATTTTTGTAGACAG
	GlicE^23       AAATATTGAGATTGCTTTTTTGCTGGTAAGCAGAATAGGCGATACACTCAACAACTTGCGATAAAAACCGAAAATTCGTCTGGAGCTAAAGATTGCTTTCGACAAAATTTTTGTAGACAG
	GlicE^24      AAATATTGAGATTGCTTTTTTGCTGGTAAGCAGAATAGGCGATACACTCAACAACTTGCGATAAAAACCGAAAATTCGTCTGGAGCTAAAGATTGCTTTCGACAAAATTTTTGTAGACAG
	GmorB^27    AAATATTGAGATTGCTTTTTTGCTGGTAAGCAGAATAGGCGATACACTCAACAACTTGCGATAAAAACCGAAAATTCGTCTGGAGCTAAAGATTGCTTTCGACAAAATTTTTGTAGACAG
	GpasB^28    AAATATTGAGATTGCTTTTTTGCTGGTAAGCAGAATAGGCGATACACTCAACAACTTGCGATAAAAACCGAAAATTCGTCTGGAGCTAAAGATTGCTTTCGACAAAATTTTTGTAGACAG


18 120
	GecuC^1     GTAACTTCCGATGGGAAATTACTATCGATTTYATACGTGGAATATGTTTCTGTATATGCMACATTTCTACAGCAAAAATACCGATAAAATATTCGCCTTGGGAAGATTTCTTTTGTTTTC
	GecuP^4     GTAACTTCCGATGGGAAATTACTATCGATTTTATACGTGGAATATGTTTCTGTATATGCMACATTTCTACAGCAAAAATACCGATAAAATATTCGCCTTGGGAAGATTTCTTTTGTTTTC
	GecuP^5      GTAACTTCCGATGGGAAATTACTATCGATTTTATACGTGGAATATGTTTCTGTATAYGCAACATTTCTACAGCAAAAATACCGATAAAATATTCGCCTTGGGAAGATTTCTTTTGTTTTC
	GecuE^8      GTAACTTCCGATGGGAAATTACTATCGATTTTATACGTGGAATATGTTTCTGTATATGCMACATTTCTACAGCAAAAATACCGATAAAATATTCGCCTTGGGAAGATTTCTTTTGTTTTC
	GecuE^9       GTAACTTCCGATGGGAAATTACTATCGATTTYATACGTGGAATATGTTTCTGTATATGCMACATTTCTACAGCAAAAATACCGATAAAATATTCGCCTTGGGAAGATTTCTTTTGTTTTC
	GecuE^10      GTAACTTCCGATGGGAAATTACTATCGATTTTATACGTGGAATATGTTTCTGTATATGCCACATTTCTACAGCAAAAATACCGATAAAATATTCGCCTTGGGAAGATTTCTTTTGTTTTC
	GlicC^15     GTAACTTCCGATGGGAAATTACTATCGATTTCATACGTGGAATATGTTTCTGTATATGCAACATTTCTACAGC-AAAATACCGATAAAATATTCGCCTTGGGAAGATTTCTTTTGTTTTC
	GlicP^17      GTAACTTCCGATGGGAAATTACTATCGATTT-ATACGTGGAATATGTTTCTGTATATGCCACATTTCTACAGCAAAAATACCGATAAAATATTCGNCTTGGGAAGATTTCTTTTGTTTTC
	GlicE^20      GTAACTTCCGATGGGAAATTACTATCGATTTTATACGTGGAATATGTTTCTGTATATGCCACATTTCTACAGCAAAAATACCGATAAAATATTCGCCTTGGGAAGATTTCTTTTGTTTTC
	GlicE^21      GTAACTTCCGATGGGAAATTACTATCGATTTYATACGTGGAATATGTTTCTGTATATGCMACATTTCTACAGCAAAAATACCGATAAAATATTCGCCTTGGGAAGATTTCTTTTGTTTTC
	GlicE^22      GTAACTTCCGATGGGAAATTACTATCGATTTTATACGTGGAATATGTTTCTGTATATGCCACATTTCTACAGCAAAAATACCGATAAAATATTCGCCTTGGGAAGATTTCTTTTGTTTTC
	GlicE^23       GTAACTTCCGATGGGAAATTACTATCGATTTTATACGTGGAATATGTTTCTGTATATGCCACATTTCTACAGCAAAAATAYCGATAAAATATTCGCCTTGGGAAGATTTCTTTTGTTTTC
	GlicE^24       GTAACTTCCGATGGGAAATTACTATCGATTTTATACGTGGAATATGTTTCTGTATATGCCACATTTCTACAGCAAAAATAYCGATAAAATATTCGCCTTGGGAAGATTTCTTTTGTTTTC
	GlicE^25      GTAACTTCCGATGGGAAATTACTATCGATTT-ATACGTGGAATATGTTTCTGTATATGCNACATTTCTACAGCAAAAATACCGATAAAATATTCGCCTTGGGAAGATTTCTTTTGTTTTC
	GlicE^26      GTAACTTCCGATGGGAAATTACTATCGATTTCATACGTGGAATATGTTTCTGTATATGCCACATTTCTACAGCAAAAATACCGATAAAATATTCGCCTTGGGAAGATTTCTTTTGTTTTC
	GmorB^27    GTAACTTCCGATGGGAAATTACTATCGATTTTATACGTGGAATATGTTTCTGTATATGCCACATTTCTACAGCAAAAATACCGATAAAATATTCGCCTTGGGAAGATTTCTTTTGTTTTC
	GpasB^28    GTAACTTCCGATGGGAAATTACTATCGATTTCATACGTGGAATATGTTTCTGTATATGCAACATTTCTACAGCAAAAATACCGATAAAATATTCGCCTTGGGAAGATTTCTTTTGTTTTC
	GpasB^29    GTAACTTCCGATGGGAAATTACTATCGATTTCATACGTGGAATATGTTTCTGTATATGCAACATTTCTACAGCAAAAATACCGATAAAATATTCGCCTTGGGAAGATTTCTTTTGTTTTC


19 120
	GecuC^1     CCTTGTTTTGTAACCGTTCTTCTCTAATACRTTCTTTACGTGCATAATTTCTATTGCTCAAATCGAAGACTTTGTCTGCCCTCCGTAGCAGTGAGTGTAGTGATGAGCGATTTCTTCTGC
	GecuP^4     CCTTGTTTTGTAACCGTTCTTCTCTAATACGTTCTTTACGTGCATAATTTCTATTGCTCAAATCGAAGACTTTGTCTGCYCTCCRTAGCAGTGAGTGTAGTGATGAGCGATTTCTTCTGC
	GecuP^5     CCTTGTTTTGTAACCNTTCTTCTCTAATACGTTCTTTACGTGCATAATTTCTATTGCTCAAATCGAAGACTTTGTCTGCCCTCCGTAGCAGTGAGTGTAGTGATGAGCGATTTCTTCTGC
	GecuP^6      CCTTGTTTTGTAACCGTTCTTCTCTAATACRTTCTTTACGTGCATAATTTCTATTGCTCAAATCGAAGACTTTGTCTGCCCTCCGTAGCAGTGAGTGTAGTGATGAGCGATTTCTTCTGC
	GecuP^7      CCTTGTTTTGTAACCGTTCTTCTCTAATACGTTCTTTACGTGCATAATTTCTATTGCTCAAATCGAAGACTTTGTCTGCCCTCCGTAGCAGTGAGTGTAGTGATGAGCGATTTCTTCTGC
	GecuE^8      CCTTGTTTTGTAACCGTTCTTCTCTAATACRTTCTTTACGTGCATAATTTCTATTGCTCAAATCGAAGACTTTGTCTGCCCTCCGTAGCAGTGAGTGTAGTGATGAGCGATTTCTTCTGC
	GecuE^9       CCTTGTTTTGTAACCGTTCTTCTCTAATACGTTCTTTACGTGCATAATTTCTATTGCTCAAATCGAAGACTTTGTCTGCCCTCCGTAGCAGTGAGTGTAGTGATGAGCGATTTCTTCTGC
	GecuE^10       CCTTGTTTTGTAACCGTTCTTCTCTAATACRTTCTTTACGTGCATAATTTCTATTGCTCAAATCGAAGACTTTGTCTGCCCTCCGTAGCAGTGAGTGTAGTGATGAGCGATTTCTTCTGC
	GlicC^15     CCTTGTTTTGTAACCGTTCTTCTCTAATACATTCTTTACGTGCATAATTTCTATTGCTCAAATCGAAGACTTTGTCTGCCCTCCGTAGCAGTGAGNGTAGTGATGAGCGATTTCTTCTGC
	GlicP^17      CCTTGTTTTGTAACCNTTCTTCTCTAATACNTTCTTTACGTGCATAATTTCTATTGCTCAAATCGAAGACTTTGTCTGCCCTCNGTAGCAGTGAGTGTAGTGATGAGCGATTTCTTCTGC
	GlicE^20      CCTTGTTTTGTAACCATTCTTCTCTAATACGTTCTTTACGTGCATAATTTCTATTGCTCAAATCGAAGACTTTGTCTGCCCTCCGTAGCAGTGAGTGTAGTGATGAGCGATTTCTTCTGC
	GlicE^21      CCTTGTTTTGTAACCATTCTTCTCTAATACGTTCTTTACGTGCATAATTTCTATTGCTCAAATCGAAGACTTTGTCTGCCCTCCGTAGCAGTGAGTGTAGTGATGAGCGATTTCTTCTGC
	GlicE^22       CCTTGTTTTGTAACCRTTCTTCTCTAATACRTTCTTTACGTGCATAATTTCTATTGCTCAAATCGAAGACTTTGTCTGCCCTCCGTAGCAGTGAGTGTAGTGATGAGCGATTTCTTCTGC
	GlicE^23       CCTTGTTTTGTAACCRTTCTTCTCTAATACRTTCTTTACGTGCATAATTTCTATTGCTCAAATCGAAGACTTTGTCTGCCCTCCGTAGCAGTGAGTGTAGTGATGAGCGATTTCTTCTGC
	GlicE^24      CCTTGTTTTGTAACCATTCTTCTCTAATACGTTCTTTACGTGCATAATTTCTATTGCTCAAATCGAAGACTTTGTCTGCCCTCCGTAGCAGTGAGTGTAGTGATGAGCGATTTCTTCTGC
	GlicE^25      CCTTGTTTTGTAACCRTTCTTCTCTAATACRTTCTTTACGTGCATAATTTCTATTGCTCAAATCGAAGACTTTGTCTGCCCTCCGTAGCAGTGAGTGTAGTGATGAGCGATTTCTTCTGC
	GmorB^27    CCTTGTTTTGTAACCGTTCTTCTCTAATACRTTCTTTACGTGCATAATTTCTATTGCTCAAATCGAAGACTTTGTCTGCCCTCCGTAGCAGTGAGTGTAGTGATGAGCGATTTCTTCTGC
	GpasB^28    CCTTGTTTTGTAACCGTTCTTCTCTAATACGTTCTTTACGTGCATAATTTCTATTGCTCAAATCGAAGACTTTGTCTGCCCTCCGTAGCAGTGAGTGTAGTGATGAGCGATTTCTTCTGC
	GpasB^29    CCTTGTTTTGTAACCGTTCTTCTCTAATACRTTCTTTACGTGCATAATTTCTATTGCTCAAATCGAAGACTTTGTCTGCCCTCCGTAGCAGTGAGTGTAGTGATGAGCGATTTCTTCTGC


17 120
	GecuC^1     TGTCGTGGGGCGCGTAAAACTTCAAGACTGCAGTATAAAATTTTACAGATAGGTGCTGCATCTTACTCCAGTACGCTGTAGAAATGTCATTATGATTGATGCAGTAGTTCCGAAGTTATT
	GecuP^4     TGTCGTGGGGCGCGTAAAAYTTCAAGACTGCAGTATAAAATTTTACAGATAGGTGCTGCATCTTACTCCAGTACGCTGTAGAAATGTCATTAYGATTGATGCAGTAGTTCCGAAGTTATT
	GecuE^8      TGTCGTGGGGCGCGTAAAACTTCAAGACTGCAGTATAAAATTTTACAGATAGGTGCTGCATCTTACTCCAGTACGCTGTAGAAATGTCATTATGATTGATGCAGTAGTTCCGAAGTTATT
	GecuE^9       TGTCGTKGGGCGCGTAAAACTTCAWGACTGCAGTATAAAATTTTACAGATAGGTGCTGCATCTTACTCCAGTACGCTGTAGAAATGTCATTATGATTGATGCAGTAGTTCCGAAGTTATT
	GecuE^10       TGTCGTGGGGCGCGTAAAACTTCAAGACTGCAGTATAAAATTTTACAGATAGGTGCTGCATCTTACTCCAGTACGCTGTAGAAATGTCATTATGATTGATGCAGTAGTTCCGAAGTTATT
	GecuE^11       TGTCGTGGGGCGCGTAAAACTTCAAGACTGCAGTATAAAATTTTACAGATAGGTGCTGCATCTTACTCCAGTACGCTGTAGAAATGTCATTATGATTGATGCAGTAGTTCCGAAGTTATT
	GlicC^15     TGTCGTGGGGCGCGTAAAACTTCAAGACTGCAGTATAAAATTTTACAGATAGNTGCTGCATCTTACTCCAGTACGCTGTAGAAATGTCATTATNATTGATGCAGTAGTTCCGAAGTTATT
	GlicP^17      TGTCGTGGGGCGCGTAAAACTTCAAGACTGCAGTATAAAATTTTACAGATAGRTGCTGCATCTTACTCCAGTACGCTGTAGAAATGTCATTATGATTGATGCAGTAGTTCCGAAGTTATT
	GlicE^20      TGTCGTGGGGCGCGTAAAACTTCAAGACTGCAGTATAAAATTTTACAGATAGGTGCTGCATCTTACTCCAGTACGCTGTAGAAATGTCATTATGATTGATGCAGTAGTTCCGAAGTTATT
	GlicE^21      TGTCGTGGGGCGCGTAAAACTTCAAGACTGCAGYATAAAATTTTACAGATAGGTGCTGCATCTTACTCCASTACGCTGTAGAAATGTCATTATGATTGATGCAGTAGTTCCGAAGTTATT
	GlicE^22       TGTCGTGGGGCGCGTAAAACTTCAAGACTGCAGTATAAAATTTTACAGATAGGTGCTGCATCTTACTCCAGTACGCTGTAGAAATGTCATTATGATTGATGCAGTAGTTCCGAAGTTATT
	GlicE^23       TGTCGTGGGGCGCGTAAAACTTCAAGACTGCAGTATAAAATTTTACAGATAGGTGCTGCATCTTACTCCAGTACGCTGTAGAAATGTCATTATGATTGATGCAGTAGTTCCGAAGTTATT
	GlicE^24      TGTCGTGGGGCGCGTAAAACTTCAAGACTGCAGTATAAAATTTTACAGATAGGTGCTGCATCTTACTCCAGTACGCTGTAGAAATGTCATTATGATTGATGCAGTAGTTCCGAAGTTATT
	GlicE^25      TGTCGTGGGGCGCGTAAAACTTCAAGACTGCAGTATAAAATTTTACAGATAGGTGCTGCATCTTACTCCAGTACGCTGTAGAAATGTCATTATGATTGATGCAGTAGTTCCGAAGTTATT
	GmorB^27    TGTCGTGGGGCGCGTAAAACTTCAAGACTGCAGTATAAAATTTTACAGATAGGTGCTGCATCTTACTCCAGTACGCTGTAGAAATGTCATTATGATTGATGCAGTAGTTCCGAAGTTATT
	GpasB^28    TGTCGTGGGGCGCGTAAAACTTCAAGACTGCAGCATAAAATTTTACAGATAGGTGCTGCATCTTACTCCAGTACGCTGTAGAAATGTCATTATGATTGATGCAGTAGTTCCGAAGTTATT
	GpasB^29    TGTCGTGGGGCGCGTAAAACTTCAAGACYGCAGTATAAAATTTTACAGATAGGTGCTGCATCTTACTCCAGTACGCTGTAGAAATGTCATTATGATTGATGCAGTAGTTCCGAAGTTATT


20 120
	GecuC^1     AATAAACTTTCATAAAAACGAGCCTCCATTGTGTTGAAACGACCGGTATCCATATCAAGATAACACAAAGNATCTGCACTCAATGAAMACTCAACCTCGACTAACATGAAAGCAAGCAAT
	GecuP^4     AATAAACTTTCATAAAAACGAGCCTCCATTGTGTTGAAACGACCGGTATCCATATCAAGATAACACAAAGCATCTGCACTCAATGAACACTCAACCTCGACTAACATGAAAGCAAGCAAT
	GecuP^5     AATAAACTTTCATAAAAACGAGCCTCCATTGTGTTGAARCGACCGGTATCYATATCAAGATAACACAAAGCATCTGCACTCAATGAAMACTCAACCTCGACTAACATGAAAGCAAGCAAT
	GecuP^6      AATAAACTTTCATAAAAACGAGCCTCCATTGYGTTGAAACGACCGGTATCCATATCAAGATAACACAAAGCATCTGCACTCAATGAAAACTCAACCTCGACTAACATGAAAGCAAGCAAT
	GecuE^8      AATAAACTTTCATAAAAACGAGCCTCCATTGTGTTGAAACGACCGGTATCCATATCAAGATAACACAAAGCATCTGCAYTCAATGAACACTCAACCTCGACTAACATGAAAGCAAGCAAT
	GecuE^9       AATAAACTTTCATAAAAACGAGCCTCCATTGTGTTGAAACGACCGGTATCCATATCAAGATAACACAAAGCATCTGCACTCAAYGAAMACTCAACCTCGACTAACATGAAAGCAAGCAAT
	GecuE^10       AATAAACTTTCATAAAAACGAGCCTCCATTGTGTTGAAACGACCGGTATCCATATCAAGATAACACAAAGCATCTGCATTCAATGAACACTCAACCTCGACTAACATGAAAGCAAGCAAT
	GecuE^11      AATAAACTTTCATAAAAACGAGCCTCCATTGTGTTGAAACGACCGGTATCCATATCAAGATAACACAAAGCATCTGCACTCAAYGAACACTCAACCTCGACTAACATGAAAGCAAGCAAT
	GlicC^15     AATAAACTTTCATAAAAACGAGCCTCCATTGTGTTGAAACGACCGGTATCCATATCAAGATAACACAAAGCATCTGCACTCAACGAACACTCAACCTCGACTAACATGAAAGCAAGCAAT
	GlicP^17      AATAAACTTTCATAAAAACGAGCCTCCATTGTGTTGAAACGACCGGTATCCATATCAAGATAACACAAAGCATCTGCACTCRAYGAACACTCAACCTCGACTAACATGAAAGCAAGCAAT
	GlicP^18      AATAAACTTTCATAAAAACGAGCCTCCATTGTGTTGAAACGACCGGTATCCATATCAAGATAACACAAAGCATCTGCACTCAATGAACACTCAACCTCGACTAACATGAAAGCAAGCAAT
	GlicE^20      AATAAACTTTCATAAAAACGAGCCTCCATTGTGTTGAAACGACCGGTATCCATATCAAGATAACACAAAGCATCTGCACTCAAYGAACACTCAACCTCGACTAACATGAAAGYAAGCAAT
	GlicE^21      AATAAACTTTCATAAAAACGAGCCTCCATTGTGTTGAAACGACCGGTATCCATATCAAGATAACACAAAGCATCTGCACTCAATGAACACTCAACCTCGACTAACATGAAAGCAAGCAAT
	GlicE^22      AATAAACTTTCATAAAAACGAGCCTCCATTGTGTTGAAACGACCGGTATCCATATCAAGATAATACAAAGCATCTGCACTCAATGAACACTCAACCTCGACTAACATGAAAGCAAGCAAT
	GlicE^23       AATAAACTTTCATAAAAACGAGCCTCCATTGTGTTGAAACGACCGGTATCCATATCAAGATAACACAAAGCATCTGCACTCAAYGAACACTCAACCTCGACTAACATGAAAGCAAGCAAT
	GlicE^24       AATAAACTTTCATAAAAACGAGCCTCCATTGTGTTGAAACGACCGGTATCCATATCAAGATAACACAAAGCATCTGCACTCAACGAACACTCAACCTCGACTAACATGAAAGCAAGCAAT
	GlicE^25      AATAAACTTTCATAAAAACGAGCCTCCATTGTGTTGAAACGACCGGTATCCATATCAAGATAACACAAAGCATCTGCACTCAATGAACACTCAACCTCGACTAACATGAAAGCAAGCAAT
	GlicE^26      AATAAACTTTCATAAAAACGAGCCTCCATTGTGTTGAAACGACCGGTATCCATATCAAGATAACACAAAGCATCTGCACTCAATGAACACTCAACCTCGACTAACATGAAAGCAAGCAAT
	GmorB^27    AATAAACTTTCATAAAAACGAGCCTCCATTGTGTTGAAACGACCGGTATCCATATCAAGATAACACAAAGCATCTGCAYTCAATGAAMACTCAACCTCGACTAACATGAAAGCAAGCAAT
	GpasB^28    AATAAACTTTCATAAAAACGAGCCTCCATTGTGTTGAARCGACCGGTATCYATATCAAGATAACACAAAGCATCTGCACTCAATGAAMACTCAACCTCGACTAACATGAAAGCAAGCAAT


15 120
	GecuC^1     ACGCGAGAGGATGCTGTTTTAGCAGATGAAACGACTGATATTTCCAGCATAGAGCAATTTTCCATTTGTATACGATACTTGGATTCGGAT-AAAATGTCTGTGAGGATTTCTTAGGATTT
	GecuC^2     ACGCGAGAGGATGCTGTTTTAGCAGATGAAACGACTGATATTTCCAGCATAGAGCAATTTTCCATTTGTATACGATACTTGGATTCGGATAAAAATGTCTGTGAGGATTTCTTAGGATTT
	GecuP^4      ACGCGAGAGGATGCTGTTTTAGCAGATAAAACGACTGATATTTCCAGCATAGAGCAATTTTCCATTTGTATACGATACTTGGATTCGGATAAAAATGTCTGTGAGGATTTCTTAGGATTT
	GecuE^8       ACGCGAGGGGATGCTGTTTTAGCAGATGAAACGACTGATATTTCCAGCATAGAGCAATTTTCCATTTGTATACGATACTTGGATTCGGATAAAAATGTCTGTGAGGATTTCTTAGGATTT
	GecuE^9      ACGCGAGAGGATGCTGTTTTAGCAGATGAAACGACTGATATTTCCAGCATAGAGCAATTTTCCATTTGTATACGATACTTGGATTCGGATAAAAATGTCTGTGAGGATTTCTTAGGATTT
	GecuE^10      ACGCGAGAGGATGCTGTTTTAGCAGATGAAACGACTGATATTTCCAGCATAGAGCAATTTTCCATTTGTATACGATACTTGGATTCGGATAAAAATGTCTGTNAGGATTTCTTAGGATTT
	GlicC^15     ACGCGAGAGGATGCTGTTTTAGCAGATGAAACGACTGATATTTCCAGCATAGAGCAATTTTCCATTTGTATACGATACTTGGATTCGGATAAAAATGTCTGTGAGGATTTCTTAGGATTT
	GlicP^17      ACGCGAGAGGATGCTGTTTTAGCAGATGAAACGACTGATATTTCCAGCATAGAGCAATTTTCCATTTGTATACGATACTTGGATTCGGATAAAAATGTCTGTGAGGATTTCTTAGGATTT
	GlicE^20      ACGCGAGAGGATGCTGTTTTAGCAGATGAAACGACTGATATTTCCAGCATAGAGCAATTTTCCATTTGTATACGATACTTGGATTCGGATAAAAATGTCTGTGAGGATTTCTTAGGATTT
	GlicE^21      ACGCGAGAGGATGCTGTTTTAGCAGATGAAACGACTGATATTTCCAGCATAGAGCAATTTTCCATTTGTATACGATACTTGGATTCGGATAAAAATGTCTGTGAGGATTTCTTAGGATTT
	GlicE^22       ACGCGAGAGGATGCTGTTTTAGCAGATGAAACGACTGATATTTCCAGCATAGAGCAATTTTCCATTTGTATACGATACTTGGATTCGGATAAAAATGTCTGTGAGGATTTCTTAGGATTT
	GlicE^23      ACGCGAGAGGATGCTGTTTTAGCAGATGAAACGACTGATATTTCCAGCATAGAGCAATTTTCCATTTGTATACGATACTTGGATTCGGATAAAAATGTCTGTGAGGATTTCTTAGGATTT
	GmorB^27    ACGCGAGRGGATGCTGTTTTAGCAGATGAAACGACTGATATTKCCAGCATAGAGCAATTTTCCATTTGTATACGATACTTGGATTCGGATAAAAATGTCTGTGAGGATTTCTTAGGATTT
	GpasB^28    ACGCGAGAGGATGCTGTTTTAGCAGATGAAACGACTGATATTTCCAGCATAGAGCAATTTTCCATTTGTATACGATACTTGGATTCGGATAAAAATGTCTGTGAGGATTTCTTAGGATTT
	GpasB^29    ACGCGAGAGGATGCTGTTTTAGCAGATGAAACGACTGATATTTCCAGCATAGAGCAATTTTCCATTTGTATACGATACTTGGATTCGGATAAAAATGTCTGTGAGGATTTCTTAGGATTT


18 120
	GecuC^1     AATGCCTTCAATTGGACCAAGTTTACCAGCTGTAGTGAAAGATTCTCCATTATTGCTACAAGAAATCGAGAATTTGCGCAAATTATTCCATGTTGAACGTAATCAACGTTTGCGCTTGGA
	GecuP^4     AATGCCTTCAATTGGACCAAGTTTACCAGCTGTAGTRAAAGATTCTCCAYTATTRCTACAAGAAATCGAGAATTTGCGCAAATTATTCCATGTTGAACGTAATCAACGTTTGCGCTTGGA
	GecuP^5     AATGCCTTCAATTGGACCAAGTTTACCAGCTGTAGTGAAAGATTCTCCATTATTGCTACAAGAAATCGAGAATTTGCGCAAATTATTCCATGTTGAACGTAATCAACGTTTGCGCTTGGA
	GecuP^6      AATGCCTTCAATTGGACCAAGTTTACCAGCTGTAGTGAAAGATTCTCCATTATTGCTACAAGAAATCGAGAATTNGCGCAAATTATTCCATGTTGAACGTAATCAACGTTTGCGCTTGGA
	GecuE^8       AATGCCTTCAATTGGACCAAGTTTACCAGCTGTAGTRAAAGATTCTCCAYTATTGCTACAAGAAATCGAGAATTTGCGCAAATTATTCCATGTTGAACGTAATCAACGTTTGCGCTTGGA
	GecuE^9       AATGCCTTCAATTGGACCAAGTTTACCAGCTGTAGTRAAAGATTCTCCAYTATTGCTACAAGAAATCGAGAATTTGCGCAAATTATTCCATGTTGAACGTAATCAACGTTTGCGCTTGGA
	GecuE^10      AATGCCTTCAATTGGACCAAGTTTACCAGCTGTAGTRAAAGATTCTCCATTATTGCTACAAGAAATCGAGAATTTGCGCAAATTATTCCATGTTGAACGTAATCAACGTTTGCGCTTGGA
	GlicC^15     AATGCCTTCAATTGNACCAAGTTTACCAGCTGTAGTRAAAGATTCTCCATTATTGCTACAAGAAATCGAGAATTTGCGCAAATTNTTCCATGTTGAACGTAATCAACGTTTGCGCTTGGA
	GlicC^16     AATGCCTTCAATTGGACCAAGTTTACCAGCTGTAGTGAAAGATTCTCCATTATTGCTACAAGAAATCGAGAATTTGCGCAAATTATTCCATGTTGAACGTAATCAACGTTTGCGCTTGGA
	GlicP^17      AATGCCTTCAATTGGACCAAGTTTACNAGCTGTAGTGAAAGATTCTCCATTATTGCTACAAGAAATCGAGAATTTGCGCAAATTATTCCATGTTGAACGTAATCAACGTTTGCGCTTGGA
	GlicE^20      AATGCCTTCAATTGGACCAAGTTTACCAGCTGTAGTGAAAGATTCTCCATTATTGCTACAAGAAATCGAGAATTTGCGCAAATTATTCCATGTTGAACGTAATCAACGTTTGCGCTTGGA
	GlicE^21      AATGCCTTCAATTGGACCAAGTTTACCAGCTGTAGTGAAAGATTCTCCATTATTGCTACAAGAAATCGAGAATTTGCGCAAATTATTCCATGTTGAACGTAATCAACGTTTGCGCTTGGA
	GlicE^22       AATGCCTTCAATTGGACCAAGTTTACCAGCTGTAGTGAAAGATTCTCCATTATTGCTACAAGAAATCGAGAATTTGCGCAAATTATTCCATGTTGAACGTAATCAACGTTTGCGCTTGGA
	GlicE^23       AATGCCTTCAATTGGACCAAGTTTACCAGCTGTAGTGAAAGATTCTCCATTATTGCTACAAGAAATCGAGAATTTGCGCAAATTATTCCATGTTGAACGTAATCAACGTTTGCGCTTGGA
	GlicE^24      AATGCCTTCAATTGGACCAAGTTTACCAGCTGTAGTGAAAGATTCTCCATTATTGCTACAAGAAATCGAGAATTTGCGCAAATNATTCCATGTTGAACGTAATCAACGTTTGCGCTTGGA
	GlicE^25      AATGCCTTCAATTGGACCAAGTTTACCAGCTGTAGTGAAAGATTCTCCATTATTGCTACAAGAAATCGAGAATTTGCGCAAATTATTCCATGTTGAACGTAATCAACGTTTGCGCTTGGA
	GmorB^27    AATGCCTTCAATTGGACCAAGTTTACCAGCTGTAGTGAAAGATTCTCCATTATTGCTACAAGAAATCGAGAATTTGCGCAAATTATTCCATGTTGAACGTAATCAACGTTTGCGCTTGGA
	GpasB^28    AATGCCTTCAATTGGACCAAGTTTACCAGCTGTAGTAAAAGATTCTCCAYTATTGCTACAAGAAATCGAGAATTTGCGCAAATTATTCCATGTTGAACGTAATCAACGTTTGCGCTTGGA


19 120
	GecuC^1     TGAGAATCGCGAACGAGTGACAGGAATAACTATATGGTTAGGTGCTAGAAGGGTGCTAGGTGTTATGACAAAAATGGTAGAAGATGTAACAGCAGATTTCTCAACGGACTTGTGCATACA
	GecuP^4     TGAGAATCGCGAACGAGTGACAGGAATAACTATATGGTTAGGTGCTAGAAGGGTGCTAGGTGTTATGACAAAAATGGTAGAAGATGTAACAGCAGATTTCTCAACGGACTTGTGCATACA
	GecuP^5     TGAGAATCGCGAACGAGTGACAGGAATAACTATATGGTTAGGTGCTAGAAGGGTGCTAGGTGTTATGACAAAAATGGTAGAAGATGTAACAGCAGATTTCTCAACGGACTTGTGCATACA
	GecuE^8      TGAGAATCGCGAACGAGTGACAGGAATAACTATATGGTTAGGTGCTAGAAGGGTGCTAGGTGTTATGACAAAAATGGTAGAAGATGTAACAGCAGATTTCTCAACGGACTTGTGCATACA
	GecuE^9       TGAGAATCGCGAACGAGTGACAGGAATAACTATATGGTTAGGTGCTAGAAGGGTGCTAGGTGTTATGACAAAAATGGTAGAAGATGTAACAGCAGATWTCTCAACGGACTTGTGCATACA
	GecuE^10       TGAGAATCGCGAACGAGTGACAGGAATAACTATATGGTTAGGTGCTAGAAGGGTGCTAGGTGTTATGACAAAAATGGTAGAAGATGTAACAGCAGATWTCTCAACGGACTTGTGCATACA
	GecuE^11      TGAGAATCGCGAACGAGTGACAGGAATAACTATATGGTTAGGTGCTAGAAGGGTGCTAGGTRTTATGACAAAAATGGTAGAAGATGTAACAGCAGATWTCTCAACGGACTTGTGCATACA
	GlicC^15     TNAGAATYGCGAACGAGTGACAGGAATAACTATATGGTTAGGTGCTAGAAGGGTGCTAGGTGTTATGACAAAAATGGTAGAAGATGTAACAGCAGATTTCTCAACGGACTTGTGCATACA
	GlicP^17      TGAGAATCGCGAACGAGTGACAGGAATAACTATATGGTTAGGTGCTAGAAGGGTGCTAGGTGTTATGACAAAAATGGTAGAAGATGTAACAGCAGATTTCTCAACGGACTTGTGCATACA
	GlicE^20      TRAGAATCGCGAACGAGTGACAGGAATAACTATATGGTTAGGTGCTAGAAGGGTGCTAGGTGTTATGACAAAAATGGTAGAAGATGTAACAGCAGATTTCTCAACGGACTTGTGCATACA
	GlicE^21      TGAGAATCGCGAACGAGTGACAGGAATAACTATATGGTTAGGTGCTAGAAGGGTGCTAGGTGTTATGACAAAAATGGTAGAAGATGTAACAGCAGATWTCTCAACGGACTTGTGCATACA
	GlicE^22      TGAGAATCGCGAACGAGTGACAGGAATAACTATATGGTTAGGTGCTAGAAGGGTGCTAGGTGTTATGACAAAAATGGTAGAAGATGTAACAGCAGATTTCTCAACGGACTTGTGCATACA
	GlicE^23       TGAGAATCGCGAACGAGTGACAGGAATAACTATATGGTTAGGTGCTAGAAGGGTGCTAGGTGTTATGACAAAAATGGTAGAAGATGTAACAGCAGATTTCTCAACGGACTTGTGCATACA
	GlicE^24       TGAGAATCGCGAACGAGTGACAGGAATAACTATATGGTTAGGTGCTAGAAGGGTGCTAGGTGTTATGACAAAAATGGTAGAAGATGTAACAGCAGATTTCTCAACGGACTTGTGCATACA
	GlicE^25      TGAGAATCGCGAACGAGTGACAGGAATAACTATATGGTTAGGTGCTAGAAGGNTGCTAGGTGTTATGACAAAAATGGTAGAAGATGTAACAGCAGATTTCNCAACGGACTTGTGCATACA
	GlicE^26      TGAGAATCGCGAACGAGTGACAGGAATAACTATATGGTTAGGTGCTAGAAGGGTGCTAGGTGTTATGACAAAAATGGTAGAAGATGTAACAGCAGATTTCTCAACGGACTTGTGCATACA
	GmorB^27    TGAGAATCGCGAACGAGTGACAGGAATAACTATATGGTTAGGTGCTAGAAGGGTGCTAGGTGTTATGACAAAAATGGTAGAAGATGTAACAGCAGATTTCTCAACGGACTTGTGCATACA
	GpasB^28    TGAGAATCGCGAACGAGTGACAGGAATAACTATATGGTTAGGTGCTAGAAGGGTGCTAGGTGTTATGACAAAAATGRTAGAAGATGTAACAGCAGATTTCTCAACGGACTTGTGCATACA
	GpasB^29    TGAGAATCGCGAACGAGTGACAGGAATAACTATATGGTTAGGTGCTAGAAGGGTGCTAGGTGTTATGACAAAAATGATAGAAGATGTAACAGCAGATTTCTCAACGGACTTGTGCATACA


17 120
	GecuC^1     GGTACAACTCGTCGTCGATAACCTCCAAAATGAAGACTCCGGAATATACAGCATCAGCGCTAGATCTCCTGCCGGAAAAGCATCTAGAGAGATGGAACTCAGAGTAACCGCYGATGGTGA
	GecuP^4     GGTACAACTCGTCGTCGATAACCTCCAAAATGAAGACTCCGGAATATACAGCATCAGCGCTAGATCTCCTGCCGGAAAAGCATCTAGAGAGATGGAACTCAGAGTAACCGCYGATGGTGA
	GecuE^8      GGTACAACTCGTCGTCGATAACCTCCAAAATGAAGACTCCGGAATATACAGCATCAGCGCTAGATCTCCTGCCGGAAAAGCATCTAGAGAGATGGAACTCAGAGTAACCGCCGATGGTGA
	GecuE^9       GGTACAACTCGTCGTCGATAACCTCCAAAATGAAGACTCCGGAATATACAGCATCAGCGCTAGATCTCCTGCCGGAAAAGYATCTAGAGAGATGGAACTCAGAGTAACCGCCGATGGTGA
	GecuE^10       GGTACAACTCGTCGTCGATAACCTCCAAAATGAAGACTCCGGAATATACAGCATCAGCGCTAGATCTCCTGCCGGAAAAGCATCTAGAGAGATGGAACTCAGAGTAACCGCCGATGGTGA
	GecuE^11      GGTACAACTCGTCGTCGATAACCTCCAAAATGAAGACTCCGGAATATAYAGCATCAGCGCTAGATCTCCTGCCGGAAAAGCATCTAGAGAGATGGAACTCAGAGTAACCGCCGATGGTGA
	GlicC^15     GGTACAACTCGTCGTCGATAAYCTCCAAAATGAAGACTCCGGAATATACAGCATCAGCGCTAGATCTCCTGCCGGAAAAGCATCTAGAGAGATGGAACTCAGAGTAACCGCCGATGGTGA
	GlicP^17      GGTACAACTCGTCGTCGATAACCTCCAAAATGAAGACTCCGGAATATACAGCATCAGCGCTAGATCTCCTGCCGGAAAAGCATCTAGAGAGATNGAACTCAGAGTAACYGCCGATGGTGA
	GlicP^18      GGTACAACTCGTCGTCGATAACCTCCAAAATGAAGACTCCGGAATATACAGCATCAGCGCTAGATCTCCTGCCGGAAAAGCATCTAGAGAGATGGAACTCAGAGTAACCGCCGATGGTGA
	GlicE^20      GGTACAACTCGTCGTCGATAACCTCCAAAATGAAGACTCCGGAATATACAGCATCAGCGCTAGATCTCCTGCCGGAAAAGCATCTAGAGAGATGGAACTCAGAGTAACCGCCGATGGTGA
	GlicE^21       GGTACAACTCGTCGTCGATAAYCTCCAAAATGAAGACTCCGGAATATACAGCATCAGCGCTAGATCTCCTGCCGGAAAAGCATCWAGAGAGATGGAACTCAGAGTAACCGCCGATGGTGA
	GlicE^22       GGTACAACTCGTCGTCGATAACCTCCAAAATGAAGACTCCGGAATATACAGCATCAGCGCTAGATCTCCTGCCGGAAAAGCATCTAGAGAGATGGAACTCAGAGTAACCGCCGATGGTGA
	GlicE^23      RGTACAACTCGTCGTCGATAACCTCCAAAATGAAGACTCCGGAATATACAGCATCAGCGCTAGATCTCCTGCCGGAAAAGCATCTAGAGAGATGGAACTCAGAGTAACCGCCGATGGTGA
	GlicE^24      GGTACAACTCGTCRTCGATAACCTCCAAAATGAAGACTCCGGAATATACAGCATCAGCGCTAGATCTCCTGCCGGAAAAGCATCTAGAGAGATGGAACTCAGAGTAACCGCCGATGGTGA
	GmorB^27    GGTACAACTCGTCGTCGATAACCTCCAAAATGAAGACTCCGGAATATACAGCATCAGCGCTAGATCTCCTGCCGGAAAAGYATCTAGAGAGATGGAACTCAGAGTAACCGCYGATGGTGA
	GpasB^28    GGTACAACTCGTCGTCGATAACCTCCAAAATGAAGACTCCGGAATATACAGCATCAGCGCTAGATCTCCTGCCGGAAAAGCATCTAGAGAGATGGAACTCAGAGTAACCGCCGATGGTGA
	GpasB^29    GGTACAACTCGTCGTCGATAACCTCCAAAATGAAGACTCCGGAATATACAGCATCAGCGCTAGATCTCCTGCCGGAAAAGCATCTAGAGAGATGGAACTCAGAGTAACCGCCGATGGTGA


20 120
	GecuC^1     GTGGTACCTAAAACTATTTAGGATAACGTACTACACACATATATCGCGAAATACGTCTYCTCCGACGTAGAAGGCGCGCAAAAAGTCGAGAAAACGAGAAACTTATTCGCGAGATATAAA
	GecuP^4     GTGGTACCTAAAACTATTTAGGATAACGTACTACACACATATATCGCGAAATACGYCTCCTCCGACGTAGAAGGCGCGCAAAAAGTCGAGAAAACGAGAAACTTATTCGCGAGATATAAA
	GecuP^5     GTGGTACCTAAAACTATTTAGGATAACGTACTACACACATATATCGCGAAATACGTCTCCTCCGACGTAGAAGGCGCG-AAAAAGTCGAGAAAACGAGAAACTTATTCGCGAGATATAAA
	GecuP^6      GTGGTACCTAAAACTATTTAGGATAACGTACTACACACATATATCGCGAAATACGTCTCCTCCGACGTAGAAGGCGCGCAAAAAGTCGAGAAAACGAGAAACTTATTCGCGAGATATAAA
	GecuE^8      GTGGTACCTAAAACTATTTAGGATAACGTACTACACACATATATCGCGAAATACGTCTCCTCCGACGTAGAAGGCGCGCAAAAAGTCGAGAAAACGAGAAACTTATTCGCGAGATATAAA
	GecuE^9       GTGGTACCTAAAACTATTTAGGATAACGTACTACACACATATATCGCGAAATACGTCTYCTCCGACGTAGAAGGCGCGCAAAAAGTCGAGAAAACGAGAAACTTATTCGCGAGATATAAA
	GecuE^10       GTGGTACCTAAAACTATTTAGGATAACGTACTACACACATATATCGCGAAATACGYCTCCTCCGACGTAGAAGGCGCGCAAAAAGTCGAGAAAACGAGAAACTTATTCGCGAGATATAAA
	GecuE^11      GTGGTACCTAAAACTATTTAGGATAACGTACTACACACATATATCGCGAAATACGTCTYCTCCGACGTAGAAGGCGCGCAAAAAGTCGAGAAAACGAGAAACTTATTCGCGAGATATAAA
	GlicC^15     GTGGTACCTAAAACTATTTAGGATAACGTACTACACACATATATCGCGAAATACGTCTNCTCCGACGTAGAAGGCGCGCAAAAAGTCGAGAAAACGAGAAACTTATTCGCGAGATATAAA
	GlicP^17      GTGGTACCTAAAACTATTTAGGATAACGTACTACACACATATATCGCGAAATACGTCTYCTCCGACGTAGAAGGCGCGCAAAAAGTCGAGAAAACGAGAAACTTATTCGCGAGATATAAA
	GlicE^20      GTGGTNCCTAAAACTATTTAGGATAACGTACTACACACATATATCGCGAAATACGTCTCCTCCGACGTAGAAGGCGCGCAAAAARTCGAGAAAACGAGAAACTTATTCGCGAGATATAAA
	GlicE^21      GTGGTACCTAAAACTATTTAGGATAACGTACTACACACATATATCGCGAAATACGTCTTCTCCGACGTAGAAGGCGCGCAAAAAGTCGAGAAAACGAGAAACTTATTCGCGAGATATAAA
	GlicE^22      GTGGTACCTAAAACTATTTAGGATAACGTACTACACACATATATCGCGAAATACGTCTYCTCCGACGTAGAAGGCGCGCAAAAARTCGAGAAAACGAGAAACTTATTCGCGAGATATAAA
	GlicE^23       GTGGTACCTAAAACTATTTAGGATAACGTACTACACACATATATCGCGAAATACGTCTYCTCCGACGTAGAAGGCGCGCAAAAAGTCGAGAAAACGAGAAACTTATTCGCGAGATATAAA
	GlicE^24       GTGGTACCTAAAACTATTTAGGATAACGTACTACACACATATATCGCGAAATACGTCTTCTCCGACGTAGAAGGCGCGCAAAAAGTCGAGAAAACGAGAAACTTATTCGCGAGATATAAA
	GlicE^25      GTGGTACCTAAAACTATTTAGGATAACGTACTACACACATATATCGCGAAATACGTCTCCTCCGACGTAGAAGGCGCGCAAAAAGTCGAGAAAACGAGAAACTTATTCGCGAGATATAAA
	GlicE^26      GTGGTACCTAAAACTATTTAGGATAACGTACTACACACATATATCGCGAAATACGTCTTCTCCGACGTAGAAGGCGCGCAAAAAGTCGAGAAAACGAGAAACTTATTCGCGAGATATAAA
	GmorB^27    GTGGTACCTAAAACTATTTAGGATAACGTACTACACACATATATCGCGAAATACRYCTCCTCCGACGTAGAAGGCGCGCAAAAAGTCGAGAAAACGAGAAACTTATTCGCGAGATATAAA
	GpasB^28    GTGGTACCTAAAACTATTTAGGATAACGTACTACACACRTATATCGCGRAATACGTCTCCTCCGACGTAGAAGGCGCGCAAAAAGTCGAGAAAACGAGAAACTTATTCGCGAGATATAAA
	GpasB^29    GTGGTACCTAAAACNATTTAGGATAACGTACTACACACATATATCGCGGAATACGTCTCCTCCGACGTAGAAGGCGCGCAAAAAGTCGAGAAAACGAGAAACTTATTCGCGAGATATAAA


15 120
	GecuC^1     AACAGATTGACTTCTGTTGCTGATTGACTTCTGTTGTTCTGCACGTCTTTACCTGCCAGACGACTATATACAAATCATGAAAGACTGCCGTAAAAAAAATAAGTTTGATGTTTCACGAAT
	GecuP^4     AACAGATTGACTTCTGTTGCTGATTGACTTCTGTTGCTCTGCACGTCTTTACCTGCCAGACGACTGTATACAAATCATGAAAGACTGCCGTAAAAAAAATAAGTTTGATGTTTCACGAAT
	GecuP^5     AACAGATTGACTTCTGTTGCTGATTGACTTCTGTTGCTNTGCACGTCTTTACCTGCCAGACGACTNTATACAAATCATGAAAGACTGCCGTAAAAAAAATAAGTTTGATGTTTCACGAAT
	GecuE^8       AACAGATTGACTTCTGTTGCTGATTGACTTCTGTTGYTYTGCACGTCTTTACCTGCCAGACGACTATATACAAATCATGAAAGACTGCCGTAAAAAAAATAAGTTTGATGTTTCACGAAT
	GlicC^15     AACAGATTGACTTCTGTTGCTGATTGACTTCTGTTGCTCTGCACGTCTTTACCTGCCAGACGACTATATACAAATCATGAAAGACTGCCGTAAAAAAAATAAGTTTGATGTTTCACGAAT
	GlicP^17      AACAGATTGACTTCTGTTGCTGATTGACTTCTGTTGCTCTGCACGTCTTTACCTGCCAGACGACTNTATACAAATCATGAAAGACTGCCGTAAAAAAAATAAGTTTGATGTTTCACGAAT
	GlicE^20      AACAGATTGACTTCTGTTGCTGATTGACTTCTGTTGCTCTGCACGTCTTTACCTGCCAGACGACTATATACAAATCATGAAAGACTGCCGTAAAAAAAATAAGTTTGATGTTTCACGAAT
	GlicE^21      AACAGATTGACTTCTGTTGCTGATTGACTTCTGTTGCTCTGCACGTCTTTACCTGCCAGACGACTATATACAAATCATGAAAGACTGCCGTAAAAAAAATAAGTTTGATGTTTCACGAAT
	GlicE^22       AACAGATTGACTTCTGTTGCTGATTGACTTCTGTTGCTCTGCACGTCTTTACCTGCCAGACGACTATATACAAATYATGAAAGACTGCCGTAAAAAAAATAAGTTTGATGTTTCACGAAT
	GlicE^23       AACAGATTGACTTCTGTTGCTGATTGACTTCTGTTGCTCTGCACGTCTTTACCTGCCAGACGACTATATACAAATCATGAAAGACTGCCGTAAAAAAAATAAGTTTGATGTTTCACGAAT
	GlicE^24      AACAGATTGACTTCTGTYGCTGATTGACTTCTGTTGCTCTGCACGTCTTTACCTGCCAGACGACTATATACAAATCATGAAAGAYTGCCGTAAAAAAAATAAGTTTGATGTTTCACRAAT
	GlicE^25      AACAGATTGACTTCTGTTGCTGATTGACTTCTGTTGCTCTGCACGTCTTTACCTGCCAGACGACTATATACAAATCATGAAAGACTGCCGTAAAAAAAATAAGTTTGATGTTTCACGAAT
	GmorB^27    AACAGATTGACTTCTGTTGCTGATTGACTTCTGTTGCTYTGCACGTCTTTACCTGCCAGACGACTATATACAAATCATGAAAGACTGCCGTAAAAAAAATAAGTTTGATGTTTCACGAAT
	GpasB^28    AACAGATTGACTTCTGTTGCTGATTGACTTCTGTTGCTCTGCACGTCTTTACCTGCCAGACGACTATATACAAATCATGAAAGACTGCCGTAAAAAAAATAAGTTTGATGTTTCACGAAT
	GpasB^29    AACAGATTGACTTCTGTTGCTGATTGACTTCTGTTGCTYTGCACGTCTTTACCTGCCAGACGACTATATACAAATCATGAAAGACTGCCGTAAAAAAAATAAGTTTGATGTTTCACGAAT


20 120
	GecuC^1     ACCCCGGTTGACAGTACCGTATTTGCATTATGGAGAGAGTTCTGCCTTCATGTATTGTGACCCGTACACAATGTTCCGTTCATCAAACCATTATTTATACCCCGTCAATTTTGGAGATAA
	GecuP^4     ACCCCGGTTGACAGTACCGTATTTGCATTATGGAGAGAGTTCTGCCTTCATGTATTGTGACCCGTACACAATGTTCCGTTCATCAAACCATTATTTATACCCCGTCAATTTTGGAGATAA
	GecuP^5     ACCCCGGTTGACAGTACCGTATNTGCATTATGGAGAGAGTTCTGCCTTCATGTATTGTGACCCGTACACAATGTTCCGTTCATCAAACCATTATTTATACCCCGTCAATNTTGGAGATAA
	GecuP^6      ACCCCGGTTGACAGTACCGTATTTGCATTATGGAGAGAGTTCTGCCTTCATGTATTGTGACCCGTACACAATGTTCCGTTNATCAAACCATTATTTATACCCCGTCAATTTTGGAGATAA
	GecuP^7      ACCCCGGTTGACAGTACCGTATTTGCATTATGGAGAGAGTTCTGCCTTCATGTATTGTGACCCGTACANAATGTTCCGTTCATCAAACCATTATTTATACCCCGTCAATTTTGGAGATAA
	GecuE^8      ACCCCGGTTGACAGTACCGTATTTGCATTATGGAGAGAGTTCTGCCTTCATGTATTGTGACCCGTACACAATGTTCCGTTCATCAAACCATTATTTATACCCCGTCAATTTTGGAGATAA
	GecuE^9       ACCCCGGTTGACAGTACCGTATTTGCATTATGGAGAGAGTTCTGCCTTCRTGTATTGTGACCCGTACACAATGTTCCGTTCATSAAACCATTATTTATACCCCGTCAATTTTGGAGATAA
	GecuE^10       ACCCCGGTTGACAGTACCGTATTTGCATTATGGAGAGAGTTCTGCCTTCATGTATTGTGACCCGTACACAATGTTCCGTTCATCAAACCATTATTTATACCCCGTCAATTTTGGAGATAA
	GecuE^11      ACCCCGGTTGACAGTACCGTATTTGCA----NGAGAGAGTTCTGCCTTCATGTATTGTGACCCGTACACAATGTTCCGTTCATCAAACCATTATTTATACCCCGTCAATTTTGGAGATAA
	GlicC^15     ACCCCGGTTGACAGTACCGTATTTGCATTATGGAGAGAGTTCTGCCYTCATGTATTGTGACCCGTAMACAATGTTCCGTTCATCAAACCATTATTTATACCCCGTCAATTTTGGAGATAA
	GlicP^17      ACCCCGGTTGACAGTACCGTATTTGCATTATGGAGAGAGTTCTGCCTTCATGTATTGTGACCCGTACACAATGTTCCGTTCATCAAACCATTATTTATACCCCGTCAATTTTGGAGATAA
	GlicE^20      ACCCCGGTTGACAGTACCGTATTTGCATTATGGAGAGAGTTCTGCCTTCATGTATTGTGACCCGTACACAATGTTCCGTTCATCAAACCATTATTTATACCCCGTCAATTTTGGAGATAA
	GlicE^21      ACCCCGGTTGACAGTACCGTATTTGCATTATGGARAGAGTTCTGCCTTCATGTATTGTGACCCGTACACAATGTTCCGTTCATCAAACCATTATTTATACCCCGTCAATTTTGGAGATAA
	GlicE^22      ACCCCGGTTGACAGTACCGTATTTGCATTATGGAGAGAGTTCTGCCTTCATGTATTGTGACCCGTAMACAATGTTCCGTTCATCAAACCATTATTTATACCCCGTCAATTTTGGAGATAA
	GlicE^23       ACCCCGGTTGACAGTACCGTATTTGCATTATGGAGAGAGTTCTGCCTTCATGTATTGTGACCCGTACACAATGTTCCGTTCATCAAACCATTATTTATACCCCGTCAATTTTGGAGATAA
	GlicE^24       ACCCCGGTTGACAGTACCGTATTTGCATTATGGAGAGAGTTCTGCCTTCATGTATTGTGACCCGTACACAATGTTCCGTTCATCAAACCATTATTTATACCCCGTCAATTTTGGAGATAA
	GlicE^25      ACCCCGGTTGACAGTACCGTATTTGCATTATGGAGAGAGTTCTGCCTTCATGTATTGTGACCCGTACACAATGTTCCGTTCATCAAACCATTATTTATACCCCGTCAATTTTGGAGATAA
	GlicE^26      ACCCCGGTTGACAGTACCGTATTTGCATTATGGAGAGAGTTCTGCCTTCATGTATTGTGACCCGTACACAATGTTCCGTTCATCAAACCATTATTTATACCCCGTCAATTTTGGAGATAA
	GmorB^27    ACCCCGGTTGACAGTACCGTATTTGCATTATNGAGAGAGTTCTGCCTTCATGTATTGTGACCCGTACACAATGNTCCGTTCATCAAACCATTATTTATACCCCGTCAATTTTGGAGATAA
	GpasB^28    ACCCCGGTTGACAGTACCGTATTTGCATTATGGAGAGAGTTCTGCCTTCATGTATTGTGACCCGTACACAATGTTCCGTTCATCAAACCATTATTTATACCCCGTCAATTTTGGAGATAA


28 120
	GecuC^1     CGTCTACGTATTATAAAACAACTGCTTCCTCCTATCGAGACACCAAAACGTGCTGCAAGGAATCCAGAACACATTGTTACCAAACGCAAAGTACCACCGGGGAAGCAAAAAATACCTAGC
	GecuC^2     CGTCTACGTATTATAAAACAACTGCTTCCTCCTATCGAGACACCAAAACGTGCTGCAAGGAATCCAGAACACATTGTTACCAAACGCAAAGTACCACCGGGGAAGCAAAAAATACCTAGC
	GecuC^3     CGTCTACGTATTATAAAACAACTGCTTCCTCCTATCGAGACACCAAAACGTGCTGCAAGGAATCCAGAACACATTGTTACCAAACGCAAAGTACCACCGGGGAAGCAAAAAATACCTAGC
	GecuP^4     CGTCTACGTATTATAAAACAACTGCTTCCTCCTATCGAGACACCAAAACGTGCTGCAAGGAATCCAGAACACATTGTTACCAAACGCAAAGTACCACCGGGGAAGCAAAAAATACCTAGC
	GecuP^5     CGTCTACGTATTATAAAACAACTGCTTCCTCCTATCGAGACACCAAAACGTGCTGCAAGGAATCCAGAACACATTGTTACCAAACGCAAAGTACCACCGGGGAAGCAAAAAATACCTAGC
	GecuP^6      CGTCTACGTATTATAAAACAACTGCTTCCTCCTATCGAGACACCAAAACGTGCTGCAAGGAATCCAGAACACATTGTTACCAAACGCAAAGTACCACCGGGGAAGCAAAAAATACCTAGC
	GecuP^7      CGTCTACGTATTATAAAACAACTGCTTCCTCCTATCGAGACACCAAAACGTGCTGCAAGGAATCCAGAACACATTGTTACCAAACGCAAAGTACCACCGGGGAAGCAAAAAATACCTAGC
	GecuE^8      CGTCTACGTATTATAAAACAACTGCTTCCTCCTATCGAGACACCAAAACGTGCTGCAAGGAATCCAGAACACATTGTTACCAAACGCAAAGTACCACCGGGGAAGCAAAAAATACCTAGC
	GecuE^9       CGTCTACGTATTATAAAACAACTGCTTCCTCCTATCGAGACACCAAAACGTGCTGCAAGGAATCCAGAACACATTGTTACCAAACGCAAAGTACCACCGGGGAAGCAAAAAATACCTAGC
	GecuE^10       CGTCTACGTATTATAAAACAACTGCTTCCTCCTATCGAGACACCAAAACGTGCTGCAAGGAATCCAGAACACATTGTTACCAAACGCAAAGTACCACCGGGGAAGCAAAAAATACCTAGC
	GecuE^11       CGTCTACGTATTATAAAACAACTGCTTCCTCCTATCGAGACACCAAAACGTGCTGCAAGGAATCCAGAACACATTGTTACCAAACGCAAAGTACCACCGGGGAAGCAAAAAATACCTAGC
	GecuE^12      CGTCTACGTATTATAAAACAACTGCTTCCTCCTATCGAGACACCAAAACGTGCTGCAAGGAATCCAGAACACATTGTTACCAAACGCAAAGTACCACCGGGGAAGCAAAAAATACCTAGC
	GecuE^13      CGTCTACGTATTATAAAACAACTGCTTCCTCCTATCGAGACACCAAAACGTGCTGCAAGGAATCCAGAACACATTGTTACCAAACGCAAAGTACCACCGGGGAAGCAAAAAATACCTAGC
	GlicC^15     CGTCTACRTATTATAAAACAACTGCTTCCTCNNATCGAGACACCAAAACGTGCTGCAAGGAATCCAGAACACATTGTTACCAAACGCAAAGTACCACCGGGGAAGCAAAAAATACCTAGC
	GlicC^16     CGTCTACGNATTATAAAACAACTGCTTCCTCCTATCGAGACACCAAAACGTGCTGCAAGGAATCCAGAACACATTGTTACCAAACGCAAAGTACCACCGGGGAAGCAAAAAATACCTAGC
	GlicP^17      CGTCTACGTATTATAAAACAACTGCTTCCTCCTATCGAGACACCAAAACGTGCTGCAAGGAATCCAGAACACATTGTTACCAAACGCAAAGTACCACCGGGGAAGCAAAAAATACCTAGC
	GlicP^18      CGTCTACGTATTATAAAACAACTGCTTCCTCCTATCGAGACACCAAAACGTGCTGCAAGGAATCCAGAACACATTGTTACCAAACGCAAAGTACCACCGGGGAAGCAAAAAATACCTAGC
	GlicP^19      CGTCTACGTATTATAAAACAACTGCTTCCTCCTATCGAGACACCAAAACGTGCTGCAAGGAATCCAGAACACATTGTTACCAAACGCAAAGTACCACCGGGGAAGCAAAAAATACCTAGC
	GlicE^20      CGTCTACGTATTATAAAACAACTGCTTCCTCCTATCGAGACACCAAAACGTGCTGCAAGGAATCCAGAACACATTGTTACCAAACGCAAAGTACCACCGGGGAAGCAAAAAATACCTAGC
	GlicE^21      CGTCTACGTATTATAAAACAACTGCTTCCTCCTATCGAGACACCAAAACGTGCTGCAAGGAATCCAGAACACATTGTTACCAAACGCAAAGTACCACCGGGGAAGCAAAAAATACCTAGC
	GlicE^22      CGTCTACGTATTATAAAACAACTGCTTCCTCCTATCGAGACACCAAAACGTGCTGCAAGGAATCCAGAACACATTGTTACCAAACGCAAAGTACCACCGGGGAAGCAAAAAATACCTAGC
	GlicE^23       CGTCTACGTATTATAAAACAACTGCTTCCTCCTATCGAGACACCAAAACGTGCTGCAAGGAATCCAGAACACATTGTTACCAAACGCAAAGTACCACCGGGGAAGCAAAAAATACCTAGC
	GlicE^24       CGTCTACGTATTATAAAACAACTGCTTCCTCCTATCGAGACACCAAAACGTGCTGCAAGGAATCCAGAACACATTGTTACCAAACGCAAAGTACCACCGGGGAAGCAAAAAATACCTAGC
	GlicE^25      CGTCTACGTATTATAAAACAACTGCTTCCTCCTATCGAGACACCAAAACGTGCTGCAAGGAATCCAGAACACATTGTTACCAAACGCAAAGTACCACCGGGGAAGCAAAAAATACCTAGC
	GlicE^26      CGTCTACGTATTATAAAACAACTGCTTCCTCCTATCGAGACACCAAAACGTGCTGCAAGGAATCCAGAACACATTGTTACCAAACGCAAAGTACCACCGGGGAAGCAAAAAATACCTAGC
	GmorB^27    CGTCTACGTATTATAAAACAACTGCTTCCTCCTATCGAGACACCAAAACGTGCTGCAAGGAATCCAGAACACATTGTTACCAAACGCAAAGTACCACCGGGGAAGCAAAAAATACCTAGC
	GpasB^28    CGTCTACGTATTATAAAACAACTGCTTCCTCCTATCGAGACACCAAAACGTGCTGCAAGGAATCCAGAACACATTGTTACCAAACGCAAAGTACCACCGGGGAAGCAAAAAATACCTAGC
	GpasB^29    CGTCTACGTATTATAAAACAACTGCTTCCTCCTATCGAGACACCAAAACGNGCTGCAAGGAATCCAGAACACATTGTTACCAAACGCAAAGTACCACCGGGGAAGCAAAAAATACCTAGC


17 120
	GecuC^1     ATCATACCGTTGAATAACTCATCTCCTATCGTTTTRCAACTTTACTAGCACTGGAAACATCGTATGCAAAATTTTCACGAACGAACGTCCTAAACGTCTTGCAAAATTAGGACAAGAAAA
	GecuP^4     ATCATACCGTTGAATAACTCATCTCCTATCGTTTTRCAACTTTACTAGCACTGGAAACATCGTATGCAAAATTTTCACGAACGAACGTCCTAAACGTCTTGCAAAATTAGGACAAGAAAA
	GecuP^5     ATCATACCGTTGAATAACTCATCTCCTATCG-TTTGCAACTTTACTAGCACTGGAAACATCGTATGCAAAATTTTCACGAACGAACGTCCTAAACGTCTTGCAAAATTAGGACAAGAAAA
	GecuP^6      ATCATACCGTTGAATAACTCATCTCCTATCGTTTTGCAACTTTACTAGCACTGGAAACATCGTATGCAAAATTTTCACGAACGAACGTCCTAAACGTCTTGCAAAATTAGGACAAGAAAA
	GecuE^8       ATCATACCGTTGAATAACTCATCTCCTATCGTTTTGCAACTTTACTAGCACTGGAAACATCGTATGCAAAATTTTCACGAACGAACGTCCTAAACGTCTTGCAAAATTAGGACAAGAAAA
	GecuE^9       ATCATACCGTTGAATAACTCATCTCCTATCGTTTTRCAACTTTACTAGCACTGGAAACATCGTATGCAAAATTTTCACGAACGAACGTCCTAAACGTCTTGCAAAATTAGGACAAGAAAA
	GecuE^10      ATCATACCGTTGAATAACTCATCTCCTATCGTTTTGCAACTTTACTAGCACTGGAAACATCGTATGCAAAATTTTCACGAACGAACGTCCTAAACGTCTTGCAAAATTAGGACAAGAAAA
	GlicC^15     ATCATACCGTTGAATAACTCATCTCCTATCGTTTTGCAACTTTACTAGCACTGGAAACATCGTATG-AAAATTTTCACGAACGAACGTCC-AAACGTCTTGCAAAATTAGGACAAGAAAA
	GlicP^17      ATCATACCGTTGAATAACTCATCTCCTATCGTTTTGCAACTTTACTAGCACTGGAAACATCGTATGYAAAATTTTCACGAACGAACGTCCTAAACGTCTTGCAAAATTAGGACAAGAAAA
	GlicE^20      ATCATACCGTTGAATAACTCATCTCCTATCGTTTTGCAAMTTTACTAGCACTGGAAACATCGTATGCRAAATTTTCACGAACGAACGTCCTAAACGTCTTGCAAAATTAGGACAAGAAAA
	GlicE^21      ATCATACCGTTGAATAACTCATCTCCTATCGTTTTGCAACTTTACTAGCACTGGAAACATCGTATGYAAAATTTTCACGAACGAACGTCCKAAACGTCTTGCAAAATTAGGACAAGAAAA
	GlicE^22      ATCATACCGTTGAATAACTCATCTCCTATCGTTTTGCAACTTTACTAGCACTGGAAACATCGTATGYAAAATTTTCACGAACGAACGTCCTAAACGTCTTGCAAAATTAGGACAAGAAAA
	GlicE^23       ATCATACCGTTGAATAACTCATCTCCTATCGTTTTGCAAMTTTACTAGCACTGGAAACATCGTATGYRAAATTTTCACGAACGAACGTCCTAAACGTCTTGCAAAATTAGGACAAGAAAA
	GlicE^24       ATCATACCGTTGAATAACTCATCTCCTATCGTTTTGCAACTTTACTAGCACTGGAAACATCGTATGYAAAATTTTCACGAACGAACGTCCTAAACGTCTTGCAAAATTAGGACAAGAAAA
	GlicE^25      ATCATACCGTTGAATAACTCATCTCCTATCGTTTTGCAACTTTACTAGCACTGGAAACATCGTATGYAAAATTTTCACGAACGAACGTCCKAAACGTCTTGCAAAATTAGGACAAGAAAA
	GmorB^27    ATCATACCGTTGAATAACTCATCTCCTATCGTTTTACAACTTTACTAGCACTGGAAACATCGTATGCAAAATTTTCACGAACGAACGTCCTAAACGTCTTGCAAAATTAGGACAAGAAAA
	GpasB^28    ATCATACCGTTGAATAACTCATCTCCTATCGTTTTGCAACTTTACTAGCACTGGAAACATCGTATGCAAAATTTTCACGAACGAACGTCCTAAACGTCTTGCAAAATTAGGACAAGAAAA


15 120
	GecuC^1     GGTATCAGGACGTTGTGTTATAYCTTCTACTGTCTGTGCAATACTGAATATTATTGCACACTCTTATTTCCYACCGAGAAATGCGAACGAACGACYATACTAGCAATGACGTGTTCCCGT
	GecuP^4     GGTATCAGGACGTTGTGTTATATCTTCTACTGTCTGTGCAATACTGAATATTATTGCACACTCTTATTTCCCACCGAGAAATGCGAACGAACGACTATACTAGCAATGACGTGTTCCCGT
	GecuP^5     GGTATCAGGACGTTNTGTTATACCTTCTACTGTCTNTGCAATACTGAATATTATTGCACACTCTTATTTCNCACCNAGAAATGCGAACGAACGACTATACTAGCAATGACGTGTTCCCGT
	GecuE^8      GGTATCAGGACGTTGTGTTATATCTTCTACTGTCTGTGCAATACTGAATATTATTGCACACTCTTATTTCCCACCGAGAAATGCGAACGAACGACTATACTAGCAATGACGTGTTCCCGT
	GecuE^9       GGTATCAGGACGTTGTGTTATAYCTTCTACTGTCTGTGCAATACTGAATATTATTGCACACTCTTATTTCCCACCGAGAAATGCGAACGAACGACTATACTAGCAATGACGTGTTCCCGT
	GecuE^10       GGTATCAGGACGTTGTGTTATATCTTCTACTGTCTGTGCAATACTGAATATTATTGCACACTCTTATTTCCCACCGAGAAATGCGAACGAACGACTATACTAGCAATGACGTGTTCCCGT
	GlicC^15     GGTATCAGGACGTTGTGTTATAYCTTCTACTGTCTGTGCAATACTGAATATTATTGCACACYCTTATTTCCCACCGAGAAATGCGAACGAACGACTATACTAGCAATGACGTGTTCCCGT
	GlicP^17      GGTATCAGGACGTTGTGTTATATCTTCTACTGTCTGTGCAATACTGAATATTATTGCACACTCTTATTTCCCACCGAGAAATGCGAACGAACGACTATACTAGCAATGACGTGTTCCCGT
	GlicE^20      GGTATCAGGACGTTGTGTTATAYCTTCTACTGTCTGTGCAATACTGAATATTATTGCACACYCTTATTTCCCACCGAGAAATGCGAACGAACGACTATACTAGCAATGACGTGTTCCCGT
	GlicE^21      GGTATCAGGACGTTGTGTTATATCTTCTACTGTCTGTGCAATACTGAATATTATTGCACACTCTTATTTCCCACCGAGAAATGCGAACGAACGACTATACTAGCAATGACGTGTTCCCGT
	GlicE^22       GGTATCAGGACGTTGTGTTATAYCTTCTACTGTCTGTGCAATACTGAATATTATTGCACACTCTTATTTCCCACCGAGAAATGCGAACGAACGACTATACTAGCAATGACGTGTTCCCGT
	GlicE^23       GGTATCAGGACGTTGTGTTATACCTTCTACTGTCTGTGCAATACTGAATATTATTGCACACNCTTATTTCCCACCGAGAAATGCGAACGAACGACTATACTAGCAATGACGTGTTCCCGT
	GlicE^24      GGTATCAGGACGTTGTGTTATAYCTTCTACTGTCTGTGCAATACTGAATATTATTGCACACYCTTATTTCCCACCGAGAAATGCGAACGAACGACTATACTAGCAATGACGTGTTCCCGT
	GmorB^27    GGTATCAGGACGTTGTGTTATATCTTCTACTGTCTGTGCAATACTGAATATTATTGCACACTCTTATTTCCCACCGAGAAATGCGAACGAACGACTATACTAGCAATGACGTGTTCCCGT
	GpasB^28    GGTATCAGGACGTTGTGTTATATCTTCTACTGTCTGTGCAATACTGAATATTATTGCACACTCTTATTTCCCACCGAGAAATGCGAACGAACGACTATACTAGCAATGACGTGTTCCCGT


17 120
	GecuC^1     TTACTGTTGCATGGAAAAGAGGAACACTGTTCCCTAACACATGAATAATCTTCCCCAAACGGGGATTTACTCCAATCCAGGAATTATCTGTTCCTGGAGGATCGACTTCTGTCGCAAACA
	GecuP^4     TTACTGTTGCATGGAAAAGAGGAACACTGTTCCCTAACACTTGAATAATCATCCCCAAACGGGGATTTACTCCAATCCAGGAATTATCTGTTCCTGGAGGATCGACTTCTGTCGCAAAAA
	GecuP^5      TTACTGTTGCATGGAAAAGAGGAACACTGTTCCCTAACACTTGAATAATCATCCCCAAACGGGGATTTACTCCAATCCAGGAATTATCTGTTCCTGGAGGATCGACTTCTGTCGCAAAAA
	GecuE^8      TTACTGTTGCATGGAAAAGAGGAACACTGTTCMCTAACACTTGAATAATCATCCCCAAACGGGGATTTACTCCAATCCAGGAATTATCTGTTCCTGGAGGATCGACTTCTGTCGCAAAAA
	GecuE^9       TTACTGTTGCATGGAAAAGAGGAACACTGTTCCCTAACACTTGAATAATCATCCCCAAACGGGGATTTACTCCAATCCAGGAATTATCTGTTCCTGGAGGATCGACTTCTGTCGCAAAAA
	GecuE^10       TTACTGTTGCATGGAAAAGAGGAACACTGTTCACTAACACTTGAATAATCATCCCCAAACGGGGATTTACTCCAATCCAGGAATTATCTGTTCCTGGAGGATCGACTTCTGTCGCAAAAA
	GecuE^11      TTACTGTTGCATGGAAAAGAGGAACACTGTTCCCTAACAYTTGAATAATNATCCCCAAACGGGGATTTACTCCAATCCAGGAATTATCTGTTCCTGGAGGATCGACTTCTGTCGCAAAAA
	GlicC^15     TTACTGTTGCATGGAAAAGAGGAACACTGNTCCCTAACACNTGAATAATCNTCCCCAAACGGGGATTTACTCCAATCCAGGAATTATCTGTTCCTGGAGNATCGACTTCTGTCGCAAAAA
	GlicP^17      TTACTGTTGCATGGAAAAGAGGAACACTGTTCACTAACACTTGAATAATCATCCCCAAACGGGGATTTACTCCAATCCAGGAATTATCTGTTCCTGGAGGATCGACTTCTGTCGCAAAAA
	GlicE^20      TTACTGTTGCATGGAAAAGAGGAACACTGTTCACTAACACTTGAATAATCATCCCCAAACGGGGATTTACTCCAATCCAGGAATTATCTGTTCCTGGAGGATCGACTTCTGTCGCAAAAA
	GlicE^21      TTACTGTTGCATGGAAAAGAGGAACACTGTTCMCTAACACTTGAATAATCATCCCCAAACGGGGATTTACTCCAATCCAGGAATTATCTGTTCCTGGAGGATCGACTTCTGTCGCAAAAA
	GlicE^22       TTACTGTTGCATGGAAAAGAGGAACACTGTTCMCTAACACTTGAATAATCATCCCCAAACKGGGATTTACTCCAATCCAGGAATTATCTGTTCCTGGAGGATCGACTTCTGTCGCAAAAA
	GlicE^23       TTACTGTTGCATGGAAAAGAGGAACACTGTTCACTAACACTTGAATAATCATCCCCAAACGGGGATTTACTCCAATCCAGGAATTATCTGTTCCTGGAGGATCGACTTCTGTCGCAAAAA
	GlicE^24      TTACTGTTGCATGGAAAAGAGGAACACTGTTCACTAACACTTGAATAATCATCCCCAAACGGGGATTTACTCCAATCCAGGAATTATCTGTTCCTGGAGGATCGACTTCTGTCGCAAAAA
	GmorB^27    TTACTGTTGCATGGAAAAGAGGAACACTGTTCCCTAACACTTGAATAATCATCCCCAAACGGGGATTTACTCCAATCCAGGAATTATCTGTTCCTGGAGGATCGACTTCTGTCGCAAAAA
	GpasB^28    TTACTGTTGCATGGAAAAGAGGAACACTGTTCCCTAACACTTGAATAATCATCCCCAAACGGGGATTTACTCCAATCCAGGAATTATCTGTTCCTGGAGGATTGACTTCTGTCGCAAAAA
	GpasB^29    TTACTGTTGCATGGAAAAGAGGAACACTGTTCCCTAACACTTGAATAATCATCCCCAAACGGGGATTTACTCCAATCCAGGAATTATCTGTTCCTGGAGGATTGACTTCTGTCGCAAAAA


19 120
	GecuC^1     ATGAGTAAAGTCGAAACTTACCATTGGACGATTGTAGGTATTCCACAACAAGTCGGCTAATGAAATGTGCAGTATCTTCTTTGAAACAATGAAGCAATACTATGAAAAATGTTTCCATGN
	GecuP^4     ATGAGTAAAGTCGAAACTTAGCATTGGACGATTGTAGGTATTCCACAACAAGTCGGCTAATGAAATGTGCAGTATCTTCTTTGAAACAATGAAGCAATACTATGAAAAATGTTTCCATGA
	GecuP^5     ATGAGTAAAGTCGAAACTTACCATTGGACGATTGTAGGTATTCCACAACAAGTCGGCTAATGAAATGTGCAGTATCTTCTTTGAAACAATGAAGCAATACTATGAAAAATGTTTCCATGA
	GecuE^8       ATGAGTAAAGTCGAAACTTAGCATTGGACGATTGTAGGTATTCCACAACAAGTCGGCTAATGAAATGTGCAGTATCTTCTTTGAAACAATGAAGCAATACTATGAAAAATGTTTCCATGA
	GecuE^9       ATGAGTAAAGTCGAAACTTACCATTGGACGATTGTAGGTATTCCACAACAAGTCGGCTAATGAAATGTGCAGTATCTTCTTTGAAACAATGAAGCAATACTATGAAAAATGTTTCCATGA
	GecuE^10      ATGAGTAAAGTCGAAACTTACCATTGGACGATTGTAGGTATTCCAYAACAAGTCGGCTAATGAAATGTGCAGTATCTTCTTTGAAACAATGAAGCAATACTATGAAAAATGTTTCCATGA
	GlicC^15     ATGAGTAAAGTCGAAACTTACCATTGGACGATTGTAGNTATTCCACAACAAGTCGGCTAATGAAATGTGCAGTATCWTCTTTGAAACAATGAAGCAATACTATG-AAAATGTTTCYATGA
	GlicP^17      ATGAGTAAAGTCGAAACTTACCATTGGACGATTGTAGGTNTTCCATAACAAGTCGGCTAATGAAATGTGCAGTATCTTCTTTGAAACAATGAAGCAATACTATGAAAAATGTTTCCATGA
	GlicP^18      ATGAGTAAAGTCGAAACTTACCATTGGACGATTGTAGGTATTCCANAACAAGTCGGCTAATGAAATGTGCAGTATCNTCTTTGAAACAATGAAGCAATACTATGAAAAATGTTTCNATGA
	GlicE^20      ATGAGTAAAGTCGAAACTTACCATTGGACGATTGTAGGTATTCCACAACAAGTCGGCTAATGAAATGTGCAGTATCTTCTTTGAAACAATGAAGCAATACTATGAAAAATGTTTCCATGA
	GlicE^21      ATGAGTAAAGTCGAAACTTACCATTGGACGATTGTAGGTATTCCACAACAAGTCGGCTAATGAAATGTGCAGTATCTTCTTTGAAACAATGAAGCAATACTATGAAAAATGTTTCCATGA
	GlicE^22      ATGAGTAAAGTCGAAACTTACCATTGGACGATTGTAGGTATTCCACAACAAGTCGGCTAATGAAATGTGCAGTATCWTCTTTGAAACAATGAAGCAATACTATGAAAAATGTTTCYATGA
	GlicE^23       ATGAGTAAAGTCGAAACTTASCATTGGACGATTGTAGGTATTCCACAACAAGTCGGCTAATGAAATGTGCAGTATCTTCTTTGAAACAATGAAGCAATACTATGAAAAATGTTTCCATGA
	GlicE^24       ATGAGTAAAGTCGAAACTTASCATTGGACGATTGTAGGTATTCCACAACAAGTCGGCTAATGAAATGTGCAGTATCTTCTTTGAAACAATGAAGCAATACTATGAAAAATGTTTCCATGA
	GlicE^25      ATGAGTAAAGTCGAAACTTANCATTGGACGATTGTAGGTATTCCANAACANGTCGGCTAATGAAATGTGCAGTATCTTCTTTGAAACAATGAAGCAATACTATGAAAAATGTTTCCATGA
	GlicE^26      ATGAGTAAAGTCGAAACTTACCATTGGACGATTGTAGGTATTCCACAACAAGTCGGCTAATGAAATGTGCAGTATCTTCTTTGAAACAATGAAGCAATACTATGAAAAATGTTTCCATGA
	GmorB^27    ATGAGTAAAGTCGAAACTTACCATTGGACGATTGTAGGTATTCCACAACAAGTCGGCTAATGAAATGTGCAGTATCTTCTTTGAAACAATGAAGCAATACTATGAAAAATGTTTCCATGA
	GpasB^28    ATGAGTAAAGTCGAAACTTAGCATTGGACGATTGTAGGTATTCCACAACAAGTCGGCTAATGAAATGTGCAGTATCTTCTTTGAAACAATGAAGCAATACTATGAAAAATGTTTCCATGA
	GpasB^29    ATGAGTAAAGTCGAAACTTAGCATTGGACGATTGTAGGTATTCCACAACAAGTCGGCTAATGAAATGTGCAGTATCTTCTTTGAAACAATGAAGCAATACTATGAAAAATGTTTCCATGA


20 120
	GecuC^1     AACGATATCACAGATATGCACAAATATGATGATACGCAACAATAAAGGTTTCGGTAATCTGTTTTTGTTGTTATGCAAAGTTGGCTAGGAAAGAGCGCCAAATTGTTTCTTGCGACGCTA
	GecuP^4     AACGATATCACARATATGCACAAATATGATGATACGCAACAATAAAGGTTTYGGTAATCTGTTTTTGTTGTTATGCAAAGTTGGCTAGGAAAGAGCGCCAAATTGTTTCTTGCGACGCTA
	GecuP^5     AACGATATCACAGATATGCACAAATATGATGATACGCAACAATAAAGGTTT-NGTAATCTGTTTTTGTTGTTATGCAAAGTTGGCTNGGAAAGAGCGCCAAATTGTTTCTTGCGANGCTA
	GecuP^6      AACGATATCACAGATATGCACAAATATGATGATACGCAACAATAAAGGTTTCGGTAATCTGTTTTTGTTGTTATGCAAAGTTGGCTAGGAAAGAGCGCCAAATTGTTTCTTGCGACGCTA
	GecuP^7      AACGATATCACAGATATGCACAAATATGATGATACGCAACAATAAAGGTTTCGGTAATCTGTTTTTGTTGTTATGCAAAGTTGGCTAGGAAAGAGCGCCAAATTGTTTCTTGCGACGCTA
	GecuE^8      AACGATATCACAGATATGCACAAATATGATGATACGCAACAATAAAGGTTTCGGTAATCTGTTTTTGTTGTTATGCAAAGTTGGCTAGGAAAGAGCGCCAAATTGTTTCTTGCGACGCTA
	GecuE^9       AACGATATCACAGATATGCACAAATATGATGATACGCAACAATAAAGGTTTYGGTAATCTGTTTTTGTTGTTATGCAAAGTTGGCTAGGAAAGAGCGCCAAATTGTTTCTTGCGACGCTA
	GecuE^10       AACGATATCACAGATATGCACAAATATGATGATACGCAACAATAAAGGTTTCGGTAATCTGTTTTTGTTGTTATGCAAAGTTGGCTAGGAAAGAGCGCCAAATTGTTTCTTGCGACGCTA
	GecuE^11      AACGATATCACAGATATGCACAAATATGATGATACGCAACAA-AAAGGTTTCGGTAATCTGTTTTTGTTGTTATGCAAAGTTGGCTAGGAAAGAGCGCCAAATTGTTTCTTGCGACGCTA
	GlicC^15     AACGATATCACAGATATGCACAAATATGATGATACGCAACAATAAAGGTTTTGGTAATCTGTTTTTGTTGTTATGCAAAGTTGGCTAGGAAAGAGCGCCAAATTGTTTCTTGCGACGCTA
	GlicP^17      AACGATATCACAGATATGCACAAATATGATGATACGCAACAATAAAGGTTTTGGTAATCTGTTTTTGTTGTTATGCAAAGTTGGCTAGGAAAGAGCGCCAAATTRTTTCTTGCGACGCTA
	GlicE^20      AACGATATCACAGATATGCACAAATATGATGATACGCAACAATAAAGGTTTTGGTAATCTGTTTTTGTTGTTATGCAAAGTTGGCTAGGAAAGAGCGCCAAATTGTTTCTTGCGACGCTA
	GlicE^21      AACGATATCACAGATATGCACAAATATGATGATACGCAACAATAAAGGTTTTGGTAATCTGTTTTTGTTGTTATGCAAAGTTGGCTAGGAAAGAGCGCCAAATTGTTTCTTGCGACGCTA
	GlicE^22       AACGATATCACAGATATGCACAAATATGATGATACGCAACAACAAAGGTTTTGGTAATCTGTTTTTGTTGTTATGCAAAGTTGGCTAGGAAAGAGCGCCAAATTGTTTCTTGCGACGCTA
	GlicE^23       AACGATATCACAGATATGCACAAATATGATGATACGCAACAATAAAKGTTTTGGTAATCTGTTTTTGTTGTTATGCAAAGTTGGCTAGGAAAGAGCGCCAAATTGTTTCTTGCGACGCTA
	GlicE^24      AACGATATCACAGATATGCACAAATATGATGATACGCAACAATAAAGGTTTTGGTAATCTGTTTTTGTTGTTATGCAAAGTTGGCTAGGAAAGAGCGCCAAATTGTTTCTTGCGACGCTA
	GlicE^25      AACGATATCACAGATATGCACAAATATGATGATACGCAACAATAAAGGTTTTGGTAATCTGTTTTTGTTGTTATGCAAAGTTGGCTAGGAAAGAGCGCCAAATTGTTTCTTGCGACGCTA
	GmorB^27    AACGATATCACAGATATGCACAAATATGATGATACGCAACAATAAAKGTTTTGGTAATCTGTTTTTGTTGTTATGCAAAGTTGGCTAGGAAAGAGCGCCAAATTGTTTCTTGCGACGCTA
	GpasB^28    AACGATATCACAGATATGCACAAATATGATGATACGCAACAATAAAGGTTTTGGTAATCTGTTTTTGTTGTTATGCAAAGTTGGCTAGGAAAGAGCGCCAAATTGTTTCTTGCGACGTTA
	GpasB^29    AACGATATCACAGATATGCACAAATATGATGATACGCAACAATAAAGGTTTTGGTAATCTGTTTTTGTTGTTATGCAAAGTTGGCTAGGAAAGAGCGCCAAATTGTTTCTTGCGACGTTA


18 120
	GecuC^1     GGCGAGTATTTATTTCAGAAATGTTAGACATCACTGCTAATTCTTTCACTTTCAAACGGCGATCTGCTAGTTCCATTTCTTCAATAATTGAAATGTTTTGAGG--CGTTATCAGTTCAAT
	GecuP^4     GGCGAGTATTTATTTCAGAAATGTTAGACATCACTGCTAATTCTTTCACTTTCAAACGGSGATCTGCTAGTTCCATTTCTTCAATAATTGAAATGTTTTGAGG--CGTTATCAGTTCAAT
	GecuP^5     GGCGAGTATTTATTTCAGAAATGTTAGACATCACTGCTAATTCTTTCACTTTCAAACGGCGATCTGCTAGTTCCATTTCTTCAATAATTGAAATGTTTTGAGG--CGTTATCAGTTCAAT
	GecuP^6      GGCGAGTATTTATTTCAGAAATGTTAGACATCACTGCTAATTCTTTCACTTTCAAACGGCGATCTGCTAGTTCCATTTCTTCAATAATTGAAATGTTTTGAGG--CGTTATCAGTTCAAT
	GecuE^8      GGCGAGTATTTATTTCAGAAATGTTAGACATCACTGCTAATTCTTTCACTTTCAAACGGCGATCTGCTAGTTCCATTTCTTCAATAATTGAAATGTTTTGAGG--CGTTATCAGTTCAAT
	GecuE^9       GGCGAGTATTTATTTCAGAAATGTTAGACATCACTGCTAATTCTTTCASTTTCAAACGGSGATCTGCTAGTTCCATTTCTTCAATAATTGAAATGTTTTGAGG--CGTTATCAGTTCAAT
	GecuE^10       GGCGAGTATTTATTTCAGAAATGTTAGACATCACTGCTAATTCTTTCACTTTCAAACGGCGATCTGCTAGTTCCATTTCTTCAATAATTGAAATGTTTTGAGG--CGTTATCAGTTCAAT
	GecuE^11       GGCGAGTATTTATTTCAGAAATGTTAGACATCACTGCTAATTCTTTCACTTTCAAACGGCGATCTGCTAGTTCCATTTCTTCAATAATTGAAATGTTTTGAGG--CGTTATCAGTTCAAT
	GecuE^12      GGCGAGTATTTATTTCAGAAATGTTAGACATCACTGCTAATTCTTTCACTTTCAAACGGCGATCTGCTAGTTCCATTTCTTCAATAATTGAAATGTTTTGAGG--CGTTATCAGTTCAAT
	GlicC^15     GGCGAGTATTTATTTCAGAAATGTTAGACATCACTGCTAATTCTTTCACTTTCAAACGGCGATCTGSTAGTTCCATTTCTTCAATAATTGAAATGTTTTGAGG--CGTTATCAGTTCAAT
	GlicP^17      GGCGAGTATTTATTTCAGAAATGTTAGACATCACTGCTAATTCTTTCASTTTCAAACGGCGATCTGSTAGTTCCATTTCTTCAATAATTGAAATGTTTTGAGG--CGTTATCAGTTCAAT
	GlicE^20      GGCGAGTATTTATTTCAGAAATGTTAGACATCACTRCTAATTCTTTCACTTTCAAACGGCGATCTGSTAGTTCCATTTCTTCAATAATTGAAATGTTTTGAGG--CGTTATCAGTTCAAT
	GlicE^21      GGCGAGTATTTATTTCAGAAATGTTAGACATCACTRCTAATTCTTTCACTTTCAAACGGCGATCTGGTARTTCCATTTCTTCAATAATTGAAATGTTTTGAGG--CGTTATCAGTTCAAT
	GlicE^22       GGCGAGTATTTATTTCAGAAATGTTAGACATCACTRCTAATTCTTTCACTTTCAAACGGCGATCTGGTARTTCCATTTCTTCAATAATTGAAATGTTTTGAGG--CGTTATCAGTTCAAT
	GlicE^23       GGCGAGTATTTATTTCAGAAATGTTAGACATCACTGCTAATTCTTTCACTTTCAAACGGCGATCTGCTAGTTCCATTTCTTCAATAATTGAAATGTTTTGAGGNNCGTTATCAGTTCAAT
	GlicE^24      GGCGAGTATTTATTTCAGAAATGTTAGACATCACTGCTAATTCTTTCACTTTCAAACGGCGATCTGCTAGTTCCATTTCTTCAATAATTGAAATGTTTTGAGG--CGTTATCAGTTCAAT
	GmorB^27    GGCGAGTATTTATTTCAGAAATGTTAGACATCACTGCTAATTCTTTCACTTTCAAACGGCGATCTGCTAGTTCCATTTCTTCAATAATTGAAATGTTTTGAGG--CGTTATCAGTTCAAT
	GpasB^28    GGCGAGTATTTATTTCAGAAATGTTAGACATCACTGCTAATTCTTTCASTTTCAAACGGCGATCTGCTAGTTCCATTTCTTCAATAATTGAAATGTTTTGAGG--CGTTATCAGTTCAAT


16 120
	GecuC^1     CAATTTAGTTTGGAAGCGCGGTCTTAGARCGGGAAAGAGATTCGATTTCAGGCGTTACGATTCGCCCGCTCCATCCCACTGCATGTGGTCGTCGTATGATTCACGGTCTAACGAGTCTAA
	GecuP^4     CAATTTAGTTTGGAAGCGCGKTCTTAGAGCGGGAAAGAGATTCGATTTCAGGCGTTACGATTCGCCCGCTCCATCCCACTGCATGTGGTCGTCGTATGATTCACGGTCTAACGAGTCTAA
	GecuP^5     CAATTTAGTTTGGAAGCGCGTTCNTAGAGCGGGAAAGAGATTCGATTTCAGGCGTTACGATTCGCCCGCTCCATCCCACTGCATGTGGTCGTCGTATGATTCACGGTNTAACGAGTCTAA
	GecuP^6      CAATTTAGTTT-GAAGCGCGKTCTTAGAGCGGGAAAGAGATTCGATTTCAGGCGTTACGATTCGCCCGCTCCATCCCACTGCATGTGGTCGTCGTATGATTCACGGTCTAACGAGTCTAA
	GecuE^8      CAATTTAGTTTGGAAGCGCGGTCTTAGAGCGGGAAAGAGATTCGATTTCAGGCGTTACGATTCGCCCGCTCCATCCCACTGCATGTGGTCGTCGTATGATTCACGGTCTAACGAGTCTAA
	GecuE^9       CAATTTAGTTTGGAAGCGCGKTCTTAGAGCGGGAAAGAGATTCGATTTCAGGCGTTACGATTCGCCCGCTCCATCCCACTGCATGTGGTCGTCGTATGATTCACGGTCTAACGAGTCTAA
	GecuE^10       CAATTTAGTTTGGAAGCGCGTTCTTAGAGCGGGAAAGAGATTCGATTTCAGGCGTTACAATTCGCCCGCTCCATCCCACTGCATGTGGTCGTCGTATGATTCACGGTCTAACGAGTCTAA
	GlicC^15     CAATTTAGTTTGGAAGCGCGGTCTTAGAGCGGGAAAGAGATTCGATTTCAGGNGTTACGATTCGCCCGCTNCATCCCACTGCATGTGGTCGTCGTATGATTCACGGTCTAACGAGTCTAA
	GlicP^17      CAATTTAGTTTGGAAGCGCGGTCTTAGAGCGGGAAAGAGATTCGATTTCAGGCGTTACGATTCGCCCGCTCCATCCCACTGCATGTGGTCGTCGTATGATTCACGCTCTAACGAGTCTAA
	GlicE^20      CAATTTAGTTTGGAAGCGCGGTCTTAGAGCGGGAAAGAGATTCGATTTCAGGCGTTACGATTCGCCCGCTCCATCCCACTGCATGTGGTCGTCGTATGATTCACGSTCTAACGAGTCTAA
	GlicE^21      CAATTTAGTTTGGAAGCGCGGTCTTAGAGCGGGAAAGAGATTCGATTTCAGGCGTTACGATTCGCCCGCTCCATCCCACTGCATGTGGTCGTCGTATGATTCACGSTCTAACGAGTCTAA
	GlicE^22       CAATTTAGTTTGGAAGCGCGTTCTTAGAGCGGGAAAGAGATTCGATTTCAGGCGTTACGATTCGCCCGCTCCATCCCACTGCATGTGGTCGTCGTATGATTCACGGTCTAACGAGTCTAA
	GlicE^23       CAATTTAGTTTGGAAGCGCGGTCTTAGARCGGGAAAGAGATTCGATTTCAGGCGTTACGATTCGCCCGCTCCATCCCACTGCATGTGGTCGTCGTATGATTCACGGTCTAACGAGTCTAA
	GlicE^24      CAATTTAGTTTGGAAGCGCGTTCTTAGAGCGGGAAAGAGATTCGATTTCAGGCGTTACGATTCGCCCGCTCCATCCCACTGCATGTGGTCGTCGTATGATTCACGGTCTAACGAGTCTAA
	GmorB^27    CAATTTAGTTTGGAAGCGCGGTCTTAGAGCGGGAAAGAGATTCGATTTCAGGCGTTACGATTCGCCCGCTCCATCCCACTGCATGTGGTCGTCGTATGATTCACGGTCTAACGAGTCTAA
	GpasB^28    CAATTTAGTTTGGAAGCGCGTTCTTAGAGCGGGAAAGAGATTCGATTTCAGGCGTTACGATTCGCCCGCTCCATCCCACTGCATGTGGTCGTCGTATGATTCACGGTCTAACGAGTCTAA


16 120
	GecuC^1     TTAGCCTATAGATATTTTCCTTGGTTTGTTATGAACCGTTATTTGCNTAATTCTATAATAAAGAAATAAAGCTTGTATTTCCTAACGCCGTGCTGTATGTAAATCGTAACGAACAAAGAG
	GecuP^4     TTAGCCTATAGATATTTTCCTTGGTTTGTTATGAACCGTTATTTGCATAATTCTATAATAAAGAAATAAAGCTTGTATTTCCTAACGCCGTGCTGTATGTAAATCGTAACAAACAAAGAG
	GecuP^5      TTNGCCTATAGATATTTTCCTTGGTTTGTTATGAACCGTTATTTGCATAATTCTATAATAAA-AAATAAAGCTTGTATTTCCTAACGCCGTGCTGTATGTAAATCGTAACNAACAAAGAG
	GecuP^6      TTAGCCTATAGATATTTTCCTTGGTTTGTTATGAACCGTYATTTGCNTAATTCTATAATAAAGAAATAAAGCTTGTATTTCCTAACGCCGTGCTGTATGTAAATCGTAACGAACAAAGAG
	GecuE^8       TTAGCCTATAGATATTTTCCTTGGTTTGTTATGAACCGTYATTTGCATAATTCTATAATAAAGAAATAAAGCTTGTATTTCCTAACGCCGTGCTGTATGTAAATCGTAACGAACAAAGAG
	GlicC^15     TTAGCCTATAGATATTTTCCTTGGTTTGTTATGAACCGTTATTTGCATAATTCTATAATAAAGAAATAAAGCTTGTATTTCCTAACGCCGTGCTGTATGTAAATCGTAANGAACAAAGAG
	GlicP^17      TTAGCCTATAGATATTTTCCTTGGTTTGTTATGAACCGCTATTTGCATAATTCTATAATAAAGAAATAAAGCTTGTATTTCCTAACGCCGTGCTGTATGTAAATCGTAACGAACAAAGAG
	GlicP^18      TTAGCCTATAGATATTTTCCTTGGTTTGTTATGAACCGTTATTTGCATAATTCTATAATAAAGAAATAAAGCTTGTATTTCCTAACGCCGTGCTGTATGTAAATCGTAACRAACAAAGAG
	GlicE^20      TTAGCCTATAGATATTTTCCTTGGTTTGTTATGAACCGTTATTTGCATAATTCTATAATAAAGAAATAAAGCTTGTATTTCCTAACGCCGTGCTGTATGTAAATCGTAANGAACAAAGAG
	GlicE^21      TTAGCCTATAGATATTTTCCTTGGTTTGTTATGAACCGTTATTTGCATAATTCTATAATAAAGAAATAAAGCTTGTATTTCCTAACGCCGTGCTGTATGTAAATCGTAACGAACAAAGAG
	GlicE^22      TTAGCCTATAGATATTTTCCTTGGTTTGTTATGAACCGTTATTTGCATAATTCTATAATAAAGAAATAAAGCTTGTATTTCCTAACGCCGTGCTGTATGTAAATCGTAATGAACAAAGAG
	GlicE^23       TTAGCCTATAGATATTTTCCTTGGTTTGTTATGAACCGTTATTTGCATAATTCTATAATAAAGAAATAAAGCTTGTATTTCCTAACGCCGTGCTGTATGTAAATCGTAAYGAACAAAGAG
	GlicE^24       TTAGCCTATAGATATTTTCCTTGGTTTGTTATGAACCGTTATTTGCATAATTCTATAATAAAGAAATAAAGCTTGTATTTCCTAACGCCGTGCTGTATGTAAATCGTAACGAACAAAGAG
	GlicE^25      TTAGCCTATAGATATTTTCCTTGGTTTGTTATGAACCGTTATTTGCATAATTCTATAATAAAGAAATAAAGCTTGTATTTCCTAACGCCGTGCTGTATGTAAATCGTAACGAACAAAGAG
	GmorB^27    TTAGCCTATAGATATTTTCCTTGGTTTGTTATGAACCGTTATTTGCATAATTCTATAATAAAGAAATAAAGCTTGTATTTCCTAACGCCGTGCTGTATGTAAATCGTAACAAACAAAGAG
	GpasB^28    TTAGCCTATAGATATTTTCCTTGGTTTGTTATGAACCGTTATTTGCATAATTCTATAATAAAGAAATAAAGCTTGTATTTCCTAACGCCGTGCTGTATGTAAATCGTAACGAACAAAGAG


18 120
	GecuC^1     TTGGAAATCGGAAGGTTCAAAAGTCAAGTTATTAGAAACACACAACGGATATAAGGCAATCTTACTTAGCATATGGCTGCTTATAATTGAAGATACATTTGTAATTTTGTTTGTAATAAA
	GecuP^4     TTGGAAATCGGAAGGTTCAAAAGTCAAGTTATTAGAAACACACAACGGATATAARGCAATCYTACTTAGCATATGGCTGCTTATAATTGAAGATACATTTGTAATTTTGTTTGTAATAAA
	GecuP^5      TTGGANATCGGAAGGTTCAAAAGTNAAGTTATTAGAAACACACAACGGATATAARGCAATCYTACTTAGCATATGGCTGCTTATAATTGAAGATACATTTGTAATTTTGTTTGTAATAAA
	GecuE^8      TTGGAAATCGGAAGGTTCAAAAGTCAAGTTATTAGAAACACACAACGGATATAAGGCAATCTTACTTAGCATATGGCTGCTTATAATTGAAGATACATTTGTAATTTTGTTTGTAATAAA
	GecuE^9       TTGGAAATCGGAAGGTTCAAAAGTCAAGTTATTAGAAACACACAACGGATATAAGGCAATCTTACTTAGCATATGGCTGCTTATAATTGAAGATACATTTGTAATTTTGTTTGTAATAAA
	GecuE^10       TTGGAAATCGGAAGGTTCAAAAGTCAAGTTATTAGAAACACACAACGGATATAAGGCAATCTTACTTAGCATATGGCTGCTTATAATTGAAGATACATTTGTAATTTTGTTTGTAATAAA
	GecuE^11      TTGGAAATCGGAAGGTTCAAAAGTCAAGTTATTAGAAACACACAACGGATATAAGGCAATCTTASTTAGCATATGGCTGCTTATAATTGAAGATACATTTGTAATTTTGTTTGTAATAAA
	GlicC^15     TTGGAAATCGGAAGGTTCAAAAGTCAAGTTATTAGAAACACACAACGGATATAAGGCAATCTTACTTAGCATATGGCTGCTTATAATTGAAGATACATTTGTAATTTTGTTTGTAATAAA
	GlicP^17      TTGGAAATCGGAAGGTTCAAAAGTCAAGTTATTAGAAACACACAACGGATATAAGGCAATCTTACTTAGCATATGGCTGCTTATAATTGAAGATACATTTGTAATTTTGTTTGTAATAAA
	GlicE^20      TTGGAAATCGGAAGGTTCAAAAGTCAAGTTATTAGAAACACACAACGGATATAAGGCAATCTTACTTAGCATATGGCTGCTTATAATTGAAGATACATTTGTAATTTTGTTTGTAATAAA
	GlicE^21      TTGGAAATCGGAAGGTTCAAAAGTCAAGTTATTAGAAACACACAACGGATATAAGGCAATCTTACTTAGCATATGGCTGCTTATAATTGAAGATACATTTGTAATTTTGTTTGTAATAAA
	GlicE^22       TTGGAAATCGGAAGGTTCAAAAGTCAAGTTATTAGAAACACACAACGGATATAAGGCAATCTTACTTAGCATATGGYTGCTTATAATTGAAGATACATTTGTAATTTTGTTTGTAATAAA
	GlicE^23       TTGGAAATCGGAAGGTTCAAAAGTCAAGTTATTAGAAACACACAACGGATATAAGGCAATCTTACTTAGCATATGGCTGCTTATAATTGAAGATACATTTGTAATTTTGTTTGTAATAAA
	GlicE^24      TTGGAAATCGGAAGGTTCAAAAGTCAAGTTATTAGAAACACACAACGGATATAAGGCAATCTTACTTAGCATATGGCTGCTTATAATTGAAGATACATTTGTAATTTTGTTTGTAATAAA
	GlicE^25      TTGGAAATCGGAAGGTTCAAAAGTCAAGTTATTAGAAACACACAACGGATATAAGGCAATCTTACTTAGCATATGGCTGCTTATAATTGAAGATACATTTGTAATTTTGTTTGTAATAAA
	GmorB^27    TTGGAAATCGGAAGGTTCAAAAGTCAAGTTATTAGAAACACACAACGGATATAAGGCAATCTTACTTAGCATATGGCTGCTTATAATTGAAGATACATTTGTAATTTTGTTTGTAATAAA
	GpasB^28    TTGGAAATCGGAAGGTTCAAAAGTCAAGTTATTAGAAACACACAACGGATATAAGGCAATCTTACTTRGCATATGGCTGCTTATAATTGAAGATACATTTGTAATTTTGTTTGTAATAAA
	GpasB^29    TTGGAAATCGGAAGGTTCAAAAGTCAAGTTATTAGAAACACACAACGGATATAAGGCAATCTTACTTGGCATATGGCTGCTTATAATTGAAGATACATTTGTAATTTTGTTTGTAATAAA


20 120
	GecuC^1     AGTTACTGCGAAATGTAGTCGGTGATGAAATAAAACGATTGATTTATATAAATTTCATAGAATAAAACTTGTACACTAACAGTTTTACCTACTTATGAATATAGAAGTTACCTACCCCTC
	GecuC^2     AGTTACTGYGAAATGTAGTCGGTGATGAAATAAAACGATTGATTTATATAAATTTCATAGAATAAAACTTGTACACTAACAGTTTTACCTACTTATGAATATAGAAGTTACCTACCCCTC
	GecuP^4     AGTTACTGCGAAATGTAGTCGGTGATGAAATAAAACGATTGATTTATATAAATTTCATAGAATAAAACTTGTACACTAACAGTTTTACCTACTTATGAATATAGAAGTTACCTACCCCTC
	GecuP^5     AGTTACTGCGAAATGTAGTCGGTGATGAAATAAAACGATTGATTTATATAAATTTCATAGAATAAAACTTGTACACTAACAGTTTTACCTACTTATGAATATAGAAGTTACCTACCCCTC
	GecuP^6      ARTTACTGCGAAATGTAGTCGGTGATGAAATAAAACGATTGATTTATATAAATTTCATANAATAAAACTTGTACACTAACAGTTTTACCTACTTATGAATATANAAGTTWCCTACCCCTC
	GecuP^7      AGTTAYTGCGAAATGTAGTCGGTGATGAAATAAAACGATTGATTTATATAAATTTCATAGAATAAAACTTGTACACTAACAGTTTTACCTACTTATGAATATAGAAGTTACCTACCCCTC
	GecuE^8      AGTTACTGCGAAATGTAGTCGGTGATGAAATAAAACGATTGATTTATATAAATTTCATAGAATAAAACTTGTACACTAACAGTTTTACCTACTTATGAATATAGAAGTTACCTACCCCTC
	GecuE^9       AGTTACTGCGAAATGTAGTCGGTGATGAAATAAAACGATTGATTTATATAAATTTCATAGAATAAAACTTGTACACTAACAGTTTTACCTACTTATGAATATAGAAGTTACCTACCCCTY
	GecuE^10       AGTTACTGCGAAATGTAGTCGGTGATGAAATAAAACGATTGATTTATATAAATTTCATAGAATAAAACTTGTACACTAACAGTTTTACCTACTTATGAATATAGAAGTTACCTACCCCTY
	GecuE^11      AGTTACTGCAAAATGTAGTCGGTGATGAAATAAAACGATTGATTTATATAAATTTCATAGAATAAAACTTGTACACTAACAGTTTTACCTACTTATGAATATAGAAGTTACCTACCCCTC
	GlicC^15     AGTTACTGNGAAATGTAGTCGGTGATGAAATAAAACGATTGATTTATATAAATTTCATAGAATAAAACTTGTACACTAACAGTTTTACCTACTTATRAATATAGAAGTTACCTACCCCTC
	GlicP^17      AGTTACTGCGAAATGTAGTCGGTGATGAAATAAAACCATTGATTTATATAAATTTCATAGAATAAAACTTGTATACNAACAG-TTTACCTANTTATGAATATAGAAGTTACCTACCCCTC
	GlicE^20      AGTTACTGCGAAATGTAGTCGGTGATGAAATAAAACGATTGATTTATATAAATTTCATAGAATAAAACTTGTACACTAACAGTTTTACCTACTTATGAATATAGAAGTTACCTACCCCTC
	GlicE^21      AGTTACTGCGAAATGTAGTCGGTGATGAAATAAAACGNTTGATTTATATAAATTTCATAGAATAAAASTTGTACACTAACAGTTTTACCTACTTATGAATANAGAAGTTACCTACCCCTC
	GlicE^22      AGTTACTGCGAAATGTAGTCRGTGATGAAATAAAACGATTGATTTATATAAATTTCATAGAATAAAACTTGTACACTAACAGTTTTACCTACTTATGAATATAGAAGTTACCTACCCCTC
	GlicE^23       AGTTACTGCGAAATGTAGTCGGTGATGAAATAAAACGATTGATTTATATAAATTTCATAGAATAAAACTTGYACACTAACAGTTTTACCTACTTATRAATATAGAAGTTACCTACCCCTC
	GlicE^24       AGTTACTGCGAAATGTAGTCGGTGATGAAATAAAACGATTGATTTATATAAATTTCATAGAATAAAACTTGTACACTAACAGTTTTACCTACTTATRAATATAGAAGTTACCTACCCCTC
	GlicE^25      AGTTACTGCGAAATGTAGTCGGTGATGAAATAAAACGATTGATTTATATAAATTTCATAGAATAAAACTTGYACACTAACAGTTTTACCTACTTATGAATATAGAAGTTACCTACCCCTC
	GmorB^27    AGTTACTGCGAAATGTAGTCGGTGATGAAATAAAACGATTGATTTATATAAATTTCATAGAATAAAACTTGTACACTAACAGTTTTACCTACTTATRAATATAGAAGTTACCTACCCCTC
	GpasB^28    AGTTACWGCGAAATGTAGTCGGTGATGAAATAAAWCGATTGATTTATATAAATTTCATAGAATAAAACTTGTACACTAACAGTTTTACCTACTTATGAATATAGAAGTTACCTACCCCTC


18 120
	GecuC^1     CTKACAGTGAGTTGATTGAGAGGCATGGCATAGTTACACTTGCCGATAGAAAAAGAAAYATTAGTGATACATTTATGAAGAACATTTTCACCAAYCAAATCAACTCACCTGATGTACTCT
	GecuP^4     CTGACAGTGAGTTGATTGAGAGGCATGGCATAGTTACACTTGCCGATAGAAAAAGAAACATTAGTGATACATTTATGAAGAACATTTTCACCAAYCAAATCAACTCACCTGATGTACTCT
	GecuP^5     CTGACAGTGAGTTGATTGAGAGGCATGGCATAGTTACACTTGCYGATAGAAAAAGAAACATTAGTGATACATTTATGAAGAACATTTTCACCAATCAAATCAACTCACCTGATGTACTCT
	GecuP^6      CTRACAGTGAGTTGATTGAGAGGCATGGCATAGTTACACTTGCCGATAGAAAAAGAAACATTAGTGATACATTTATGAAGAACATTTTCACCAATCAAATCAACTCACCTGATGTACTCT
	GecuE^8      CTGACAGTGAGTTGATTGAGAGGCATGGCATAGTTACACTTGCCGATAGAAAAAGAAACATTAGTGATACATTTATGAAGAACATTTTCACCAATCAAATCAACTCACCTGATGTACTCT
	GecuE^9       CTGACAGTGAGTTGATTGAGAGGCATGGCATAGTTACACTTGCCGATAGAAAAAGAAACATTAGTGATACATTTATGAAGAACATTTTCACCAAYCAAATCAACTCACCTGATGTACTCT
	GecuE^10       CTGACAGTGAGTTGATTGAGAGGCATGGCATAGTTACACTTGCCGATAGAAAAAGAAACATTAGTGATACATTTATGAAGAACATTTTCACCAATCAAATCAACTCACCTGATGTACTCT
	GecuE^11      CTKACAGTGAGTTGATTGAGAGGCATGGCATAGTTACACTTGCCGATAGAAAAAGAAACATTAGTGATACATTTATGAAGAACATTTTCACCAAYCAAATCAACTCACCTGATRTACTCT
	GlicC^15     CTGACAGTGAGTTGATTGAGAGGCATGGCATAGTTACACTTGCCGATAGAAAAAGAAACATTAGTGATACATTTATGAAGAACATTTTCACCAACCAAATCAACTCACCTGATGTACTCT
	GlicP^17      CTGACAGTGAGTTGATTGAGAGGCATGGCATAGTTACACTTGCCGATAGAAAAAGAAACATTAGTGATACATTTATGAAGAACATTTTCACCAACCAAATCAACTCACCTGATRTACTCT
	GlicE^20      CTGACAGTGAGTTGATTGAGAGGCATGGCATAGTTACACTTGCCGATAGAAAAAGAAACATTAGTGATACATTTATGAAGAACATTTTCACCAAYCAAATCAACTCACCTGATRTACTCT
	GlicE^21      CTGACAGTGAGTTGATTGAGAGGCATGGCATAGTTACACTTGCCGATAGAAAAAGAAACATTAGTGATACATTTATGAAGAACATTTTCACCAAYCAAATCAACTCACCTGATRTACTCT
	GlicE^22       CTGACAGTGAGTTGATTGAGAGGCATGGCATAGTTACACTTGCCGATAGAAAAAGAAACATTAGTGATACATTTATGAAGAACATTTTCACCAATCAAATCAACTCACCTGATGTACTCT
	GlicE^23       CTGACAGTGAGTTGATTGAGAGGCATGGCATAGTTACACTTGCCGATAGAAAAAGAAACATTAGTGATACATTTATGAAGAACATTTTCACCAATCAAATCAACTCACCTGATGTACTCT
	GlicE^24      CTGACAGTGAGTTGATTGAGAGGCATGGCATAGTTACACTTGCCGATAGAAAAAGAAACATTAGTGATACATTTATGAAGAACATTTTCACCAATCAAATCAACTCACCTGATGTACTCT
	GlicE^25      CTGACAGTGAGTTGATTGAGAGGCATGGCATAGTTACACTTGCCGATAGAAAAAGAAACATTAGTGATACATTTATGAAGAACATTTTCACCAATCAAATCAACTCACCTGATGTACTCT
	GmorB^27    CTKACAGTGAGTTGATTGAGAGGCATGGCATAGTTACACTTGCCGATAGAAAAAGAAAYATTAGTGATACATTTATGAAGAACATTTTCACCAATCAAATCAACTCACCTGATGTACTCT
	GpasB^28    CTGACAGTGAGTTGATTGAGAGGCATGGCATAGTTACACTTGCCGATAGAAAAAGAAACATTAGTGATACATTTATGAAGAACATTTTCACCAATCAAATCAACTCACCTGATGTACTCT


15 120
	GecuC^1     ATAATGACTGGAGGAAGGTATTCAGAAATGCATTAGCAACGAGTRGTTTTCGATCCAAAAATGCAAGTAAAGTTTTACGATTATTCTTTCAAGCAGAAAACTCGGTTACTAAGTTTATAT
	GecuP^4     ATAATGACTGGAGGAAGGTATTCAGAAATGCATTAGCAACGAGTAGTTTTCGATCCAAAAATGCAAGTAAAGTTTTACGATTATTCTTTCAAGCAGAAAACTCGGTTACTAAGTTTATAT
	GecuP^5      ATAATGACTGGAGGAAGGTATTCAGAAATGCATTAGCAACGAGTARTTTTCGATCCAAAAATGCAAGTAAAGTTTTACGATTATTCTTTCAAGCAGAAAACTCGGTTACTAAGTTTATAT
	GecuE^8       ATAATGACTGGAGGAAGGTATTCAGAAATGCATTAGCAACGAGTAGTTTTCGATCCAAAAATGCAAGTAAAGTTTTACGATTATTCTTTCAAGCAGAAAACTCGGTTACTAAGTTTATAT
	GecuE^9      ATAATGACTGGAGGAAGGTATTCAGAAATGCATTAGCAACGAGTAGTTTTCGATCCAAAAATGCAAGTAAAGTTTTACGATTATTCTTTCAAGCAGAAAACTCGGTTACTAAGTTTATAT
	GlicC^15     ATAATGACTGGAGGAAGGTATTCAGAAATGCATTAGCAACGAGTAGKTTTCGATCCAAAAATGCAAGTAAAGTTTTACGATTATTCTTTCAAGCAGAAAACTCGGTTACTAAGTTTATAT
	GlicC^16     ATAATGACTGGAGGAAGGTATTCAGAAATGCATTAGCAACGAGTAGTTTTCGATCCAAAAATGCAAGTAAAGTTTTACGATTATTCTTTCAAGCAGAAAACTCGGTTACTAAGTTTATAT
	GlicP^17      ATAATGACTGGAGGAAGGTATTCAGAAATGCATTAGCAACGAGTAGTTTTCGATCCAAAAATGCAAGTAAAGTTTTACGATTATTCTTTCAAGCAGAAAACTCGGTTACTAAGTTTATAT
	GlicP^18      ATAATGACTGGAGGAAGGTATTCAGAAATGCATTAGCAACGAGTAGTTTTCGATCCAAAAATGCAAGTAAAGTTTTACGATTATYCTTTCAAGCAGAAAACTYGGTTACTAAGTTTATAT
	GlicE^20      ATAATGACTGGAGGAAGGTATTCAGAAATGCATTAGCAACGAGTAGTTTTCGATCCAAAAATGCAAGTAAAGTTTTACGATTATTCTTTCAAGCAGAAAACTCGGTTACTAAGTTTATAT
	GlicE^21      ATAATGACTGGAGGAAGGTATTCAGAAATGCATTAGCAACGAGTAGTTTTCGATCCAAAAATGCAAGTAAAGTTTTACGATTATTCTTTCAAGCAGAAAACTCGGTTACTAAGTTTWTAT
	GlicE^22      ATAATGACTGGAGGAAGGTATTCAGAAATGCATTAGCAACGAGTAGTTTTCGATCCAAAAATGCAAGTAAAGTTTTACGATTATTCTTTCAAGCAGAAAACTCGGTTACTAAGTTTATAT
	GmorB^27    ATAATGACTGGAGGAAGGTATTCAGAAATGCATTAGCAACGAGTAGTTTTCGATCCAAAAATGCAAGTAAAGTTTTACGATTATTCTTTCAAGCAGAAAACTCGGTTACTAAGTTTATAT
	GpasB^28    ATAATGACTGGAGGAAGGTATTCAGAAATGCATTAGCAACGAGTAGTTTTCGATCCAAAAATGCAAGTAAAGTTTTACGATTATTCTTTCAAGCAGAAAACTCGGTTACTAAGTTTATAT
	GpasB^29    ATAATGACTGGAGGAAGGTATTCAGAAATGCATTAGCAACGAGTAGTTTTCGAT-CAAAAATGCAAGTAAAGTTTTACGATTATTCTTTCAAGCAGAAAACTCGGTTACTAAGTTTATAT


17 120
	GecuC^1     TAGTAGAGCCCCCAACTAGTACGACGTCGTNTATTGACGCTTTATCTANCTTGGCGTCATTCAAAGCTTTCTCAACNGGCTGTAACGTACCTTTGAATAAATCCGAGTTCAATTCCTCGA
	GecuP^4     TAGTAGAGCCCCCAACTARTACGACGTCGTTTATTGACGCTTTATCTAGCTTGGCGTCATTCAAAGCTTTCTCAACTGGCTGTAACGTACCTTTGAATAAATCCGAGTTCAATTCCTCGA
	GecuE^8      TAGTAGAGCCCCCAACTAGTACGACGTCGTTTATTGACGCTTTATCTAGCTTGGCGTCATTCAAAGCTTTCTCAACTGGCTGTAACGTACCTTTGAATAAATCCGAGTTCAATTCCTCGA
	GecuE^9       TAGTAGAGCCCCCAACTAGTACGACGTCGTTTATTGACGCTTTATCTAGCTTGGCGTCATTCAAAGCTTTCTCAACTGGCTGTAACGTACCTTTGAATAAATCCGAGTTCAATTCCTCGA
	GecuE^10       TAGTAGAGCCCCCAACTAGTACGACGTCGTTTATTGACGCTTTATCTAGCTTGGCGTCATTCAAAGCTTTCTCAACTGGCTGTAACGTACCTTTGAATAAATCCGAGTTCAATTCCTCGA
	GecuE^11      TAGTAGAGCCCCCAACTANTACGACGTCGTTTATTGACGCTTTATCTAGCTTGGCGTCATTCAAAGCTTTCTCAACTGGCTGTAACGTACCTTTGAATAAATCCGAGTTCAATTCCTCGA
	GlicC^15     TAGTAGAGCCCCCAACTAGTACGACGTCGTTTATTGACGCTTTATCTAGCTTGGCGTCATTCAAAGCTTTCTCAACTGGCTGTAACGTACCTTTGAATAAATCCGAGTTCAATTCCTCGA
	GlicP^17      TAGTAGAGCCCCCAACTAGTACGACGTCGTTTATTGACGCTTTATCTAGCTTGGCGTCATTCAAAGCTTTCTCAACTGGCTGTAACGTACCTTTGAATAAATCCGAGTTCAATTCCTCGA
	GlicP^18      TAGTAGAGCCCCCAACTAGTACGACGTCGTTTATTGACGCTTTATCTAGCTTGGCGTCATTCAAAGCTTTCTCAACTGGCTGTAACGTACCTTTGAATAAATCCGAGTTCAATTCCTCGA
	GlicE^20      TAGTAGAGCCCCCAACTAGTACGACGTCGTTTATTGACGCTTTATCTAGCTTGGCGTCATTCAAAGCTTTCTCAACTGGCTGTAACGTACCTTTGAATAAATCCGAGTTCAATTCCTCGA
	GlicE^21       TAGTAGAGCCCCCAACTAGTACGACGTCGTTTATTGACGCTTTATCTAGCTTGGCGTCATTCAAAGCTTTCTCAACTGGCTGTAACGTACCTTTGAATAAATCCGAGTTCAATTCCTCGA
	GlicE^22       TAGTAGAGCCCCCAACTAGTACGACGTCGTTTATTGACGCTTTATCTAGCTTGGCGTCATTCAAAGCTTTCTCAACTGGCTGTAACGTACCTTTGAATAAATCCGAGTTCAATTCCTCGA
	GlicE^23      TAGTAGAGCCCCCAACTAGTACGACGTCGTTTATTGACGCTTTATCTAGCTTGGCGTCATTCAAAGCTTTCTCAACTGGCTGTAACGTACCTTTGAATAAATCCGAGTTCAATTCCTCGA
	GlicE^24      TAGTAGAGCCCCCAACTAGTACGACGTCGTTTATTGACGCTTTATCTAGCTTGGCGTCATTCAAAGCTTTCTCAACTGGCTGTAACGTACCTTTGAATAAATCCGAGTTCAATTCCTCGA
	GmorB^27    TAGTAGAGCCCCCAACTAGTACGACGTCGTTTATTGACGCTTTATCTAGCTTGGCGTCATTCAAAGCTTTCTCAACTGGCTGTAACGTACCTTTGAATAAATCCGAGTTCAATTCCTCGA
	GpasB^28    TAGTAGAGCCCCCAACTAGTACGACGTCGTTTATTGACGCTTTATCTAGCTTGGCGTCATTCAAAGCTTTCTCAACTGGCTGTAACGTACCTTTGAATAAATCCGAGTTCAATTCCTCGA
	GpasB^29    TAGTAGAGCCCCCAACTAGTACGACGTCGTTTATTGACGCTTTATCTAGCTTGGCGTCATTCAAAGCTTTCTCAACTGGCTGTAACGTACCTTTGAATAAATCCGAGTTCAATTCCTCGA


18 120
	GecuC^1     TGTGTAGCAGAGGAATTGCCCAACGGAGATTGCGTTCTTGTTGGTGACGATTTTCTACTAGTGGGTTGACTTTTCGTTGCTTTCGGAATTTTCGATGGGGAAGACTGCGATTTGTTATTA
	GecuP^4     TGTGTAGCAGAGGAATTGCCCAACGGAGATTGCGTTCTTGTTGGTGACGATTTTCTACTAGTGGGTTGACTTTTCGTTGCTTTCGGAATTTTCGATGGGGAAGACTGCGATTTGTTATTA
	GecuP^5      TGTGTAGCAGAGGAATTGCCCAACGGAGATTGCGTTCTTGTTGGTGACGATTTTCTACTAGTGGGTTGACTTTTCGTTGCTTTCGGAATTTTCGATGGGGAAGACTGCGATTTGTTATTA
	GecuE^8      TGTGTAGCAGAGGAATTGCCCAACGGAGATTGCGTTCTTGTTGGTGACGATTTTCTACTAGTGGGTTGACTTTTCGTTGCTTTCGGAATTTTCGATGGGGAAGACTGCGATTTGTTATTA
	GecuE^9       TGTGTAGCARAGGAATTGCCCAACGGAGATTGCGTTCTTGTTGGTGACGATTTTCTACTAGTGGGTTGACTTTTCGTTGCTTTCGGAATTTTCGATGGGGAAGACTGCGATTTGTTATTA
	GecuE^10       TGTGTAGCAGAGGAATTGCCCAACGGAGATTGCGTTCTTGTTGGTGACGATTTTCTACTAGTGGGTTGACTTTTCGTTGCTTTCGGAATTTTCGATGGGGAAGACTGCGATTTGTTATTA
	GecuE^11      TGTGTAGCAGAGGAATTGCCCAACGGAGATTGCGTTCTTGTTGGTGACGATTTTCTACTAGTGGGTTGACTTTTCGTTGCTTTCGGAATTTTCGATGGGGAAGACTGCGATTTGTTATTA
	GlicC^15     TGTGTNGCAGAGGAATTGCCCAACGGAGATTGCGTTCTTGTTGGTGACGATTTTCTACTAGTGGGTTGACTTTTCGTTGCTTTCGGAATTTTCGATGGGGAAGACTGCGATTTGTTATTA
	GlicP^17      TGTGTAGCAGAGGAATTGCCCAACGGAGATTGCGTTCTTGTTGGTGACGATTTTCTACTAGTGGGTTGACTTTTCGTTGCTTTCGGAATTTTCGATGGGGAAGACTGCGATTTGTTATTA
	GlicE^20      TGTGTAGCAGAGGAATTGCCCAACGGAGATTGCGTTCTTGTTGGTGACGATTTTCTACTAGTGGGTTGACTTTTCGTTGCTTTCGGAATTTTCGATGGGGAAGACTGCGATTTGTTNTTA
	GlicE^21      TGTGTAGCAGAGGAATTGCCCAACGGAGATTGCGTTCTTGTTGGTGACGATTTTCTACTAGTGGGTTGACTTTTCGTTGCTTTCGGAATTTTCGATGGGGAAGACTGCGATTTGTTATTA
	GlicE^22       TGTGTAGCAGAGGAATTGCCCAACGGAGATTGCGTTCTTGTTGGTGACGATTTTCTACTAGTGGGTTGACTTTTCGTTGCTTTCGGAATTTTCGATGGGGAAGACTGCGATTTGTTATTA
	GlicE^23       TGTGTAGCAGAGGAATTGCCCAACGGAGATTGCGTTCTTGTTGGTGACGATTTTCTACTAGTGGGTTGACTTTTCGTTGCTTTCGGAATTTTCGATGGGGAAGACTGCGATTTGTTATTA
	GlicE^24      TGTGTAGCAGAGGAATTGCCCAACGGAGATTGCGTTCTTGTTGGTGACGATTTTCTACTAGTGGGTTGACTTTTCGTTGCTTTCGGAATTTTCGATGGGGAAGACTGCGATTTGTTATTA
	GlicE^25      TGTGTAGCAGAGGAATTGCCCAACGGAGATTGCGTTCTTGTTGGTGACGATTTTCTACTAGTGGGTTGACTTTTCGTTGCTTTCGGAATTTTCGATGGGGAAGACTGCGATTTGTTATTA
	GmorB^27    TGTGTAGCAGAGGAATTGCYCAACGGAGATTGCGTTCTTGTTGGTGACGATTTTCTACTAGTGGGTTGACTTTTCGTTGCTTTCGGAATTTTCGATGGGGAAGACTGCGATTTGTTATTA
	GpasB^28    TGTGTAGCAGAGGAATTGCCCAACGGAGATTGCGTTCTTGTTGGTGACGATTTTCTACTAGTGGGTTGACTTTTCGTTGCTTTCGGAATTTTCGATGGGGAAGACTGCGATTTGTTATTA
	GpasB^29    TGTGTAGCAGAGGAATTGCCCAACGGAGATTGCGTTCTTGTTGGTGACGATTTTCTACTAGTGGGTTGACTTTTCGTTGCTTTCGGAATTTTCGATGGGGAAGACTGCGATTTGTTATTA


18 120
	GecuC^1     AAATACAAATTATTTCTGAAGTTTTGTCGGASGTAATATTTTCATCTGGTCGTACTCCAACAGTTGATACAAGCCAACAAAACTCTCGATACAGTTAGTTGAGAGTGCTTTAGTACTTTA
	GecuP^4     AAATACAAATTATTTCTGAAGTTTTGTCGGASGTAATATTTTCATSTGGTCGTACTCCAACAGTTGATACAAGCCAACAAAACTCTCGATACAGTTAGTTGAGAGTGCTTYAGTACTTTA
	GecuE^8      AAATACAAATTATTTCTGAAGTTTTGTCGGACGTAATATTTTCATSTGGTCGTACTCCAACAGTTGATACAAGCCAACAAAACTCTCGATACAGTTAGTTGAGAGTGCTTTAGTACTTTA
	GecuE^9       AAATACAAATTATTTCTGAAGTTTTGTCGGAGGTAATATTTTCATCTGGTCGTACTCCAACAGTTGATACAAGCCAACAAAACTCTCGATACAGTTAGTTGAGAGTGCTTTAGTACTTTA
	GecuE^10       AAATACAAATTATTTCTGAAGTWTTGTCGGASGTAATATTTTCATSTGGTCGTACTCCAACAGTTGATACAAGCCAACAAAACTCTCGATACAGTTAGTTGAGAGTGCTTTAGTACTTTA
	GecuE^11      AAATACAAATTATTTCTGAAGTTTTGTCGGAGGTAATATTTTCATCTGGTCGTACTCCAACAGTTGATACAAGCCAACAAAACTCTCGATACAGTTAGTTGAGAGTGCTTTAGTACTTTA
	GlicC^15     AAATACAAATTATTTCTGAAGTTTTGTCGGAGGTAATATTTTCATCTGGTCGTACTCCAACAGTTGATACAAGCCAACAAAACTCTCGATACAGTTAGTTGAGNGTGCTTTAGTACTTTA
	GlicC^16     AAATACAAATTATTTCTGAAGTTTTGTCGGAGGTAATATTTTCATCTGGTCGTACTCCAACAGTTGATACAAGCCAACAAAACTCTCGATACAGTTAGTTGAGAGTGCTTTAGTACTTTA
	GlicP^17      AAATACAAATTATTTCTGAAGTTTTGTCGGACGTAATATTTTCATCTGGTCGTACTCCAACAGTTGATACAAGCCAACAAAACTCTCGATACAGTTAGTTGAGAGTGCTTTAGTACTTTA
	GlicE^20      AAATACAAATTATTTCTGAAGTTTTGTCGGAGGTAATATTTTCATCTGGTCGTACTCCAACAGTTGATACAAGCCAACAAAACTCTCGATACAGTTAGTTGAGAGTGCTTTAGTACTTTA
	GlicE^21      AAATACAAATTATTTCTGAAGTTTTGTCGGAGGTAATATTTTCATCTGGTCGTACTCCAACAGTTGATACAAGCCAACAAAACTCTCGATACAGTTAGTTGAGAGTGCTTTAGTACTTTA
	GlicE^22       AAATACAAATTATTTCTGAAGTTTTGTCGGAGGTAATATTTTCATCTGGTCGTACTCCAACAGTTGATACAAGCCAACAAAACTCTCGATACAGTTAGTTGAGAGTGCTTTAGTACTTTA
	GlicE^23       AAATACAAATTATTTCTGAAGTTTTGTCGGASGTAATATTTTCATCTGGTCGTACTCCAACAGTTGATACAAGCCAACAAAACTCTCGATACAGTTAGTTGAGAGTGCTKTAGTACTTTA
	GlicE^24      AAATACAAATTATTTCTGAAGTTTTGTCGGANGTAATATTTTCATNTGGTCGTACTCCAACAGTTGATACAAGCCAACAAAACTCTCGATACAGTTAGTTGAGAGTGCTTTAGTACTTTA
	GlicE^25      AAATACAAATTATTTCTGAAGTTTTGTCGGASGTAATATTTTCATSTGGTCGTACTCCAACAGTTGATACAAGCCAACAAAACTCTCGATACAGTTAGTTGAGAGTGCTTTAGTACTTTA
	GmorB^27    AAATACAAATTATTTCTGAAGTTTTGTCGGASGTAATATTTTCATCTGGTCGTACTCCAACAGTTGATACAAGCCAACAAAACTCTCGATACAGTTAGTTGAGAGTGCTTTAGTACTTTA
	GpasB^28    AAATACAAATTATTTCTGAAGTTTTGTCGGACGTAATATTTTCATCTGGTCGTACTCCAACAGTTGATACAAGCCAACAAAACTCTCGATACAGTTAGTTGAGAGTGCTTTAGTACTTTA
	GpasB^29    AAATACAAATTATTTCTGAAGTTTTGTCGGACGTAATATTTTCATSTGGTCGTACTCCAACAGTTGATACAAGCCAACAAAACTCTCGATACAGTTAGTTGAGAGTGCTTTAGTACTTTA


19 120
	GecuC^1     ATAAGTAACATCAGTTCGATAGCCCCATKTACAAAATGACATAGCTGCAAGGACACAAAATTTCGTTGCGCGAGATCAAAGGCGCTGACAGAGAGTTTTGTATCTGTATATTATCTAATC
	GecuP^4     ATAAGTAACATCAGTTCGATAGCCCCATTTACAAAATGACATAGCTGCAAGGACACAAAATTTCGTTGCGCGRGATCAAAGGCGCTGACAGAGAGTTTTGTATCTGTATATTATCTAATC
	GecuP^5     ATAAGTAACATCAGTTCGATAGCCCCATTTACAAAATGACATAGCTGCAAGGACACAAAATTTCGTTGCGCGAGATCAAAGGCGCTGACAGAGAGTTTTGTATCTGTATATTATCTAATC
	GecuP^6      ATAAGTAACATCAGTTCGATAGCCCCATTTACAAAATGACATAGCTGCAAGGACACAAAATTTCGTTGCGCGAGATCAAAGGCGCTGACAGAGAGTTTTGTATCTGTATATTATCTAATC
	GecuE^8      ATAAGTAACATCAGTTCGATAGCCCCATTTACAAAATGACATAGCTGCAAGGACACAAAATTTCGTTGCGCGAGATCAAAGGCGCTGACAGAGAGTTTTGTATCTGTATATTATCTAATC
	GecuE^9       ATAAGTAACATCAGTTCGATAGCCCCATTTACAAAATGACATAGCTGCAAGGACACAAAATTTCGTTGCGCGAGATCAAAGGCGCTGACAGAGAGTTTTGTATCTGTATATTATCTAATC
	GecuE^10       ATAAGTAACATCAGTTCGATAGCCCCATTTACAAAATGACATAGCTGCAAGGACACAAAATTTCGTTGCGCGAGATCAAAGGCGCTGACAGAGAGTTTTGTATCTGTATATTATCTAATC
	GecuE^11      ATAAGTAACATCAGTTCGATAGCCCCATTTACAAAATGACATAGCTGCAAGGACACAAAATTTCGTTGCGCGAGATCAAAGGCGCTGACAGAGAGTTTTGTATCTGTATATTATCTAATC
	GlicC^15     ATAAGTAACATCAGTTCGATAGCCCCATTTACAAAATGACATAGCTGCAAGGACACAAAATTTCGTTGCGCGAGATCAAAGGCGCTGACAGAGAGTTTTGTATCTGTATATTATCTAATC
	GlicP^17      ATAAGTAACATCAGTTCGATAGCCCCATTTACAAAATGACATAGCTGCAAGGACACAAAATTTCGTTGCGCGAGATCAAAGGCGCTGACAGAGAGTTTTGTATCTGTATATTATCTAATC
	GlicE^20      ATAAGTAACATCAGTTCGATAGCCCCATTTACAAAATGACATAGCTGCAAGGACACAAAATTTCGTTGCGCGAGATCAAAGGCGCTGACAGAGAGTTTTGTATCTGTATATTATCTAATC
	GlicE^21      ATAAGTAACATCAGTTCGATAGCCCCATTTACAAAATGACATAGCTGCAAGGACACAAAATTTCGTTGCGCGAGATCAAAGGCGCTGACAGAGAGTTTTGTATCTGTATATTATCTAATC
	GlicE^22      ATAAGTAACATCAGTTCGATAGCCCCATTTACAAAATGACATAGCTGCAAGGACACAAAATTTCGTTGCGCGAGATCAAAGGCGCTGACAGAGAGTTTTGTATCTGTATATTATCTAATC
	GlicE^23       ATAAGTAACATCAGTTCGATAGCCCCATTTACAAAATGACATAGCTGCAAGGACRCAAAATTTCGTTGCGCGAGATCAAAGGCGCTGACAGAGAGTTTTGTATCTGTATATTATCTAATC
	GlicE^24       ATAAGTAACATCAGTTCGATAGCCCCATTTACAAAATGACATAGCTGCAAGGACACAAAATTTCGTTGCGCGAGATCAAAGGCGCTGACAGAGAGTTTTGTATCTGTATATTATCTAATC
	GlicE^25      ATAAGTAACATCAGTTCGATAGCCCCATTTACAAAATGACATAGCTGCAAGGACACAAAATTTCGTTGCGCGAGATCAAAGGCGCTGACAGAGAGTNTTGTATCTGTATATTATCTAATC
	GlicE^26      ATAAGTAACATCAGTTCGATAGCCCCATTTACAAAATGACATAGCTGCAAGGACACAAAATTTCGTTGCGCGAGATCAAAGGCGCTGACAGAGAGTTTTGTATCTGTATATTATCTAATC
	GmorB^27    ATAAGTAACATCAGTTCGATAGCCCCATTTACAAAATGACATAGCTGCAAGGACACAAAATTTCGTTGCGCGAGATCAAAGGCGCTGACAGAGAGTTTTGTATCTGTATATTATCTAATC
	GpasB^28    ATAAGTAACATCAGTTCGATAGCCCCATTTACAAAATGACATAGCTGCAAGGACACAAAATTTCGTTGCGCGRGATCAAAGGCGCTGACAGAGAGTTTTGTATCTGTATATTATCTAATC


17 120
	GecuC^1     AAAGCGTCTCGTTTTTTTTTCTTTCTGGAAACCGCACGCTGACTTCCTGAACGTGAAGGAACGCGATAAATTATTCCGTGGGCGTCTACGCGTGTGCATGTGTGTATGACGAGTTTTTTC
	GecuP^4     AAAGCGTCTCGTTTTTTTTTCTTTCTGGAAACCGCACGCTGACTTCCTGAACGTGAAGGAACGCGATAAATTATTCCGTGGGCGTCTACGCGTGTGCATGTGTGTATGACGAGTTTTTTC
	GecuP^5      AAAGCGTCTCGTTTTTTTTTCTTTCTGGAAACCGCACGCTGACTTCCTGAACGTGAAGGAACGCGATAAATTATTCCGTGGGCGTCTACGCGTGTGCATGTGTGTATGACGAGTTTTTTC
	GecuE^8      AAAGCGTCTCGTTTTTTTTTCTTTCTGGAAACCGCACGCTGACTTCCTGAACGTGAAGGAACGCGATAAATTATTCCGTGGGCGTCTACGCGTGTGCATGTGTGTATGACGAGTTTTTTC
	GecuE^9       AAAGCGTCTCGTTTTTTTTTCTTTCTGGAAACCGCACGCTGACTTCCTGAACGTGAAGGAACGCGATAAATTATTCCGTGGGCGTCTACGCGTGTGCATGTGTGTATGACGAGTTTTTTC
	GecuE^10       AAAGCGTCTCGTTTTTTTTTCTTTCTGGAAACCGCACGCTGACTTCCTGAACGTGAAGGAACGCGATAAATTATTCCGTGGGCGTCTACGCGTGTGCATGTGTGTATGACGAGTTTTTTC
	GecuE^11      AAAGCGTCTCGTTTTTTTTTCTTTCTGGAAACCGCACGCTGACTTCCTGAACGTGAAGGAACGCGATAAATTATTCCGTGGGCGTCTACGCGTGTGCATGTGTGTATGACGAGTTTTTTC
	GlicC^15     AAAGSGTCTCGTTTTTTTTTCTTTCTGGAAACCGCACGCTGACTTCCTGAACGTGAAGGAACGCGATAAATTATTCCGTGGGCGTCTACGCGTGTGCATGTGTGTATGACGAG-TTTTTC
	GlicC^16     AAAGCGTCTCGTTTTTTTTTCTTTCTGGAAACCGCACGCTGACTTCCTGAACGTGAAGGAACGCGATAAATTATTCCGTGGGCGTCTACGCGTGTGCATGTGTGTATGACGAGTTTTTTC
	GlicP^17      AAAGCGTCTCGTTTTTTTTTCTTTCTGGAAACCGCACGCTGACTTCCTGAACGTGAAGGAACGCGATAAATTATTCCGTGGGCGTCTACGCGTGTGCATGTGTGTATGACGAGTTTTTTC
	GlicE^20      AAAGCGTCTCGTTTTTTTTTCTTTCTGGAAACCGCACGCTGACTTCCTGAACGTGAAGGAACGCGATAAATTATTCCGTGGGCGTCTACGCGTGTGCATGTGTGTATGACGAGTTTTTTC
	GlicE^21      AAAGCGTCTCGTTTTTTTTTCTTTCTGGAAACCGCACGCTGACTTCCTGAACGTGAARGAACGCGATAAATTATTCCGTGGGCGTCTACGCGTGTGCATGTGTGTATGACGAGTTTTTTC
	GlicE^22       AAAGCGTCTCGTTTTTTTTTCTTTCTGGAAACCGCACGCTGACTTCCTGAACGTGAAGGAACGCGATAAATTATTCCGTGGGCGTCTACGCGTGTGCATGTGTGTATGACGAGTTTTTTC
	GlicE^23       AAAGCGTCTCGTTTTTTTTTCTTTCTGGAAACCGCACGCTGACTTCCTGAACGTGAAGGAACGCGATAAATTATTCCGTGGGCGTCTACGCGTGTGCATGTGTGTATGACGAGTTTTTTC
	GlicE^24      AAAGCGTCTCGTTTTTTTTTCTTTCTGGAAACCGCACGCTGACTTCCTGAACGTGAAGGAACGCGATAAATTATTCCGTGGGCGTCTACGCGTGTGCATGTGTGTATGACGAGTTTTTTC
	GmorB^27    AAAGCGTYTCGTTTTTTTTTCTTTCTGGAAACCGCACGCTGACTTCCTGAACGTGAAGGAACGCGATAAATTATTCCGTGGGCGTCTACGCGTGTGCATGTGTGTATGACGAGTTTTTTC
	GpasB^28    AAAGCGTCTCGTTTTTTTTTMTTTCTGGAAACCGCACGCTGACTTCCTGAACGTGAAGGAACGCGATAAATTATTCCGTGGGCGTCTACGCGTGTGCATGTGTGTATGACGAGTTTTTTC


18 120
	GecuC^1     GGGGAAACGGAAGCTCGTAAGAACTCATATTCGCAATTAGACAAGCAAGTGAAAAATAAATCAACAAAAACATTGACATTCAAATATGCTTACATTGTCGGCTGGGATAAYTTTCACGAT
	GecuP^4     GGGGAAACGGAAGCTCGTAAGAACTCATATTCGCAATTAGACAAGCAAGTGAAAAATAAATCAACAAAAACATTGACATTCAAAYATGCTTACATTGTCGGCTGGGATAATTTTCACGAT
	GecuP^5      GGGGAAACGGAAGCTCGTAAGAACTCATATTCGCAATTAGACAAGCAAGTGAAAAATAAATCAACAAAAACATTGACATTCAAATATGCTTACATTGTCGGCTGGGATAATTTTCACGAT
	GecuE^8      GGGGAAACGGAAGCTCGTAAGAACTCATATTCGCAATTAGRCAAGCAAGTGAAAAATAAATCAACAAAAACATTGACATTCAAATATGCTTACATTGTCGGCTGGGATAATTTTCACGAT
	GecuE^9       GGGGAAACGGAAGCTCRTAAGAACTCATATTCGCAATTAGACAAGCAAGTGAAAAATAAATCAACAAAAACATTGACATTCAAATATGCTTACATTGTCGGCTGGGATAATTTTCACGAT
	GecuE^10       GGGGAAACGGAAGCTCGTAAGAACTCATATTCGCAATTAGACAAGCAAGTGAAAAATAAATCAACAAAAACGTTGACATTCAAATATGCTTACATTGTCGGCTGGGATAATTTTCACGAT
	GecuE^11      GGGGAAACGGAAGCTCGTAAGAACTCATATTCGCAATTAGACAAGCAAGTGAAAAATAAATCAACAAAAACATTGACATTCAAATATGCTTACATTGTCGGCTGGGATAATTTTCACGAT
	GlicC^15     GGGGAAACGGAAGCTCGTAAGAACTCATATTCGCAATTAGGCAAGCAAGTGAAAAATAAATCAACAAAAACATTGACATTCAAATATGCTTACATTGTCGGCTGGGATAATTTTCACGAT
	GlicP^17      GGGGAAACGAAAGCTCATAAGAACTCATATTCGCAATTAGACAAGCAAGTGAAAAATAAATCAACAAAAACATTGACATTCAAATATGCTTACATTGTCGGCTGGGATAATTTTCACGAT
	GlicE^20      GGGGAAACGGAAGCTCGTAAGAACTCATATTCGCAATTAGACAAGCAAGTGAAAAATAAATCAACAAAAACATTGACATTCAAATATGCTTACATTGTCGGCTGGGATAATTTTCACGAT
	GlicE^21      GGGGAAACGGAAGCTCGTAAGAACTCATATTCGCAATTAGACAAGCAAGTGAAAAATAAATCAACAAAAACATTGACATTCAAATATGCTTACATTGTCGGCTGGGATAATTTTCACGAT
	GlicE^22       GGGGAAACGGAAGCTCGTAARAACTCATATTCGCAATTAGACAAGCAAGTGAAAAATAAATCAACAAAAACATTGACATTCAAATATGCTTACATTGTCGGCTGGGATAATTTTCACGAT
	GlicE^23       GGGGAAACGGAAGCTCGTAAGAACTCATATTCGCAATTAGACAAGCAAGTGAAAAATAAATCAACAAAAACATTGACATTCAAATATGCTTACATTGTCGGCTGGGATAATTTTCACGAT
	GlicE^24      GGGGAAACGGAAGCTCGTAAGAACTCATATTCGCAATTAGRCAAGCAAGTGAAAAATAAATCAACAAAAACATTGACATTCAAATATGCTTACATTGTCGGCTGGGATAATTTTCACGAT
	GlicE^25      GGGGAAACGGAAGCTCGTAAGAACTCATATTCGCAATTAGACAAGCAAGTGAAAAATAAATCAACAAAAACATTGACATTCAAATATGCTTACATTGTCGGCTGGGATAATTTTCACGAT
	GmorB^27    GGGGAAACGGAAGCTCGTAAGAACTCATATTCGCAATTAGACAAGCAAGTGAAAAATAAATCAACAAAAACATTGACATTCAAATATGCTTACATTGTCGGCTGGGATAATTTTCACGAT
	GpasB^28    GGGGAAACGGAAGCTCGTAAGAACTCATATTCGCAATTMGACAAGCAAGTGAAAAATAAATCAACAAAAACATTGACATTCAAATATGCTTACATTGTCGGCTGGGATAATTTTCACGAY
	GpasB^29    GGGGAAACGGAAGCTCGTAAGAACTCATATTCGCAATTAGACAAGCAAGTGAAAAATAAATCAACAAAAACGTTGACATTCAAATATGCTTACATTGTCGGCTGGGATAATTTTCACGAY


18 120
	GecuC^1     TGCAGCAATTTCTGAGCGTCCAACTTGGCTGAAATTTTCAAAAGTATTTTTTCACGCATGCGCAATTATATTACCAGAATATTTTTGATGAGTAACACCTTCTTCATGTTGAGGCTTGAA
	GecuP^4     TGCAGCAATTTCTGAGCGTCCAACTTGGCTGAAATTTTCAAAAGTATTTTTTCACGCATGCGCAATTATATTACCAGAATATTTTTGATGAGTAACACCTTCTTCATGTTGAGGCTTGAA
	GecuP^5      TGCAGCAATTTCTGAGCGTCCAACTTGGCTGAAATTTTCAAAAGTATTTYTTCACGCATGCGCAATTATATTACCAGAATATTTTTGATGAGTAACACCTTCTTCATGTTGAGGCTTGAA
	GecuE^8      TGCAGCAATTTCTGAGCGTCCAACTTGGCTGAAATTTTCAAAA-TATTTCTTCACGCATGCGCAATTATATTACCAGAATATTTTTGATGAGTAACACCTTCTTCATGTTGAGGCTTGAA
	GecuE^9       TGCAGCAATTTCTGAGCGTCCAACTTGGCTGAAATTTTCAAAAGTATTTTTTCACGCATGCGCAATTATATTACCAGAATATTTTTGATGAGTAACACCTTCTTCATGTTGAGGCTTGAA
	GecuE^10       TGCAGCAATTTCTGAGCGTCCAACTTGGCTRAAATTTTCAAAAGTATTTTTTCACGCATGCGCAATTATATTACCAGAATATTTTTGATGAGTAACACCTTCTTCATGTTGAGGCTTGAA
	GecuE^11      TGCAGCAATTTCTGAGCGTCCAACTTGGCTGAAATTTTCAAAAGTATTTTTTCACGCATGCRCAATTATATTACCAGAATATTTTTGATGAGTAACACCTTCTTCATRTTGAGGCTTGAA
	GlicC^15     TGCAGCAATTTCTGAGCGTCCAACTTGGCTGAAATTTTCAAAAGTATTTTTTCACGTATGCGCAATTATATTACCAGAATATTTTTGATGAGTAACACCTTCTTCATGTTGAGGCTTGAA
	GlicP^17      TGCAGCAATTTCTGAGCGTCCAACTTGGCTGAA----TAATGAGTATTTTTTCACGCATGCGCAATTATATTACCAGAATATTTTTGATGAGTAACACCTTCTTCATGTTGAGGCTTGAA
	GlicP^18      TGCAGCAATTTCTGAGYGTCCAACTTGGCTGAAATTTTCAAAAGTATTTTTTCAYGCATGCGCAATTATATTACCAGAATATTTTTGATGAGTAACACCTTCTTCATGTTGAGGCTTGAA
	GlicE^20      TGCAGCAATTTCTGAGCGTCCAACTTGGYTGAAATTTTCAAAAGTATTTTTTCACGCATGCGCAATTATATTACCAGAATATTTTTGATGAGTAACACCTTCTTCATGTTGAGGCTTGAA
	GlicE^21      TGCAGSAATTTCTGAGCGTCCAACTTGGCTRAAATTTTCAAAAGTATTTTTTCACGCATGCGCAATTATATTACCAGAATATTTTTGATGAGTAACACCTTCTTCATGTTGAGGCTTGAA
	GlicE^22      TGCAGCAATTTCTGAGCGTSCAACTTGGCTGAAATTTTCAAAAGTATTTTTTCACGCATGCGCAATTATATTACCAGAATATTTTTGATGMGTAACACCTTCTTCATGTTGAGGCTTGAA
	GlicE^23       TGCAGCAATTTCTGAGCGTCCAACTTGGCTGAAATTTTMAWRAGTATTTTTTCACGCATGCGCAATTATATTACCAGAATATTTTTGATGAGTAACACCTTCTTCATGTTGAGGCTTGAA
	GlicE^24       TGCAGCAATTTCTGAGCGTCCAACTTGGYTGAAATTTTCAAAAGTATTTTTTCACGCATGCGCAATTATATTACCAGAATATTTTTGATGAGTAACACCTTCTTCATRTTGAGGCTTGAA
	GlicE^25      TGCAGCAATTTCTGAGYGTCCAACTTGGCTGAAATTTTCAAAAGTATTTTTTCAYGCATGCGCAATTATATTACCAGAATATTTTTGATGAGTAACACCTTCTTCATGTTGAGGCTTGAA
	GmorB^27    TGCAGCAATTTCTGAGCRTCCAACTTGGCTGAAATTTTCAAAAGTATTTTTTCACGCATGCGCAATTATATTACCAGAATATTTTTGATGAGTAACACCTTCTTCATGTTGAGGCTTGAA
	GpasB^28    TGCAGCAATTTCTGAGCGTCCAACTTGGCTAAAATTTTCAAAAGTATTTTTTCACGCATGCGCAATTATATTACCAGAATATTTTTGATGAGTAACACCTTCTTCATGTTGAGGCTTGAA


19 120
	GecuC^1     TTCCGCATGCGGCGCCTAGATTTTTATTCTTCTTCATAAGTTCAACTAGAAGGTGTACGGCTTTAGGTTGAAAATCGATATCTCCATCCAGAGCTAAGATAAACGTATTTTCACCGATTA
	GecuP^4     TTCCGCATGCGGCGCCTAGATTTTTATTCTTCTTCATAAGTTCAACTAGAAGGTGTACGGCTTTAGGTTGAAAATCGATATCTCCATCCAGAGCTAAGATAAACGTATTTTCACCGATTA
	GecuP^5     TTCCGCATGCGGCGCCTAGATTTTTATTCTTCTTCATAAGTTCAACTAGAAGGTGTACGGCTTTAGGTTGAAAATCGATATCTCCATCCAGAGCTAAGATAAACGTATTTTCACCGATTA
	GecuP^6      TTCCGCATGCGGCGCCTAGATTTTTATTCTTCTTCATAAGTTCAACTAGAAGGTGTACGGCTTTAGGTTGAAAATCGATATCTCCATCCAGAGCTAAGATAAACGTATTTTCACCGATTA
	GecuE^8      TTCCGCATGCGGCGCCTAGATTTTTATTCTTCTTCATAAGTTCAACTAGAAGGTGTACGGCTTTRGGTTGAAAATCGATATCTCCATCCAGAGCTAAGATAAACGTATTTTCACCGATTA
	GecuE^9       TTCCGCATGCGGCGCCTAGATTTTTATTCTTCTTCATAAGTTCAACTAGAAGGTGTACGGCTTTAGGTTGAAAATCGATATCTCCATCCAGAGCTAAGATAAACGTATTTTCACCNATTA
	GecuE^10       TTCCGCATGCGGCGCCTAGATTTTTATTCTTCTTCATAAGTTCAACTAGAAGGTGTACGGCTTTAGGTTGAAAATCGATATCTCCATCCAGAGCTAAGATAAACGTATTTTCACCGATTA
	GecuE^11       TTCCGCATGCGGCGCCTAGATTTTTATTCTTCTTCATAAGTTCAACTAGAAGGTGTACGGCTTTAGGTTGAAAATCGATATCTCCATCCAGAGCTAAGATAAACGTATTTTCACCGATTA
	GlicC^15     TTCCGCATGCGGCGCCTAGATTTTTATTCTTCTTCATAAGTTCAACTAGAAGGTGTACGGCTTTAGGTTGAAAATCGATATCTCCATCCAGAGCTAAGATAAACGTATTTTCACCGATTA
	GlicP^17      TTCCGCATGCGGCGCCTAGATTTTTATTCTTCTTCATAAGTTCAACTAGAAGGTGTACGGCTTTAGGTTGAAAATCGATATCTCCATCCAGAGCTAAGATAAACGTATTTTCACCGATTA
	GlicE^20      TTCCGCATGCGGCGCCTAGATTTTTATTCTTCTTCATAAGTTCAACTAGAAGGTGTACGGCTTTAGGTTGAAAATCGATATCTCCATCCAGAGCTAAGATAAACGTATTTTCACCGATTA
	GlicE^21      TTCCGCATGCGGCGCCTAGATTTTTATTCTTCTTCATAAGTTCAACTAGAAGGTGTACGGCTTTAGGTTGAAAATCGATATCTCCATCCAGAGCTAAGATAAACGTATTTTCACCGATTA
	GlicE^22      TTCCGCATGCGGCGCCTAGATTTTTATTCTTCTTCATAAGTTCAACTAGAAGGTGTACGGCTTTAGGTTGAAAATCGATATCTCCATCCAGAGCTAAGATAAACGTATTTTCACCGATTA
	GlicE^23       TTCCGCATGCGGCGCCTAGATTTTTATTCTTCTTCATAAGTTCAACTAGAAGGTGTACGGCTTTAGGTTGAAAATCGATATCTCCATCCAGAGCTAAGATAAACGTATTTTCACCGATTA
	GlicE^24       TTCCGCATGCGGCGCCTAGATTTTTATTCTTCTTCATAAGTTCAACTAGAAGGTGTACGGCTTTAGGTTGAAAATCGATATCTCCATCCAGAGCTAAGATAAACGTATTTTCACCGATTA
	GlicE^25      TTCCGCATGCGGCGCCTAGATTTTTATTCTTCTTCATAAGTTCAACTAGAAGGTGTACGGCTTTAGGTTGAAAATCGATATCTCCATCCAGAGCTAAGATAAACGTATTTTCACCGATTA
	GlicE^26      TTCCGCATGCGGCGCCTAGATTTTTATTCTTCTTCATAAGTTCAACTAGAAGGTGTACGGCTTTAGGTTGAAAATCGATATCTCCATCCAGAGCTAAGATAAACGTATTTTCACCGATTA
	GmorB^27    TTCCGCATGCGGCGCCTAGATTTTTATTCTTCTTCATAAGTTCAACTAGAAGGTGTACGGCTTTAGGTTGAAAATCGATATCTCCATCCAGAGCTAAGATAAACGTATTTTCACCGATTA
	GpasB^28    TTCCGCATGCGGCGCCTAGATTTTTATTCTTCTTCATAAGTTCAACTAGAAGGTGTACGGCTTTAGGTTGAAAATCGATATCTCCATCCAGAGCTAAGATAAACGTATTTTCACCGATTA


19 120
	GecuC^1     AATGAAAGTTTAGAAAAGAACCAGAGCAAGACGATACCTAAAAAGAAAATTGTAAACGCAAAAAAGAAAAAATTACAAACAATATTTCAAAAGAAATCTGTTCAAACATCATTAGAATCA
	GecuP^4     AATGAAAGTTTAGAAAAGAACCAGAGCAAGACGATACCTAAAAAGAAAATTGTAAACGCAAAAAAGAAAAAATTACAAACAATATTTCAAAAGAAATCTGTTCAAACATCATTAGAATCA
	GecuP^5     AATGAAAGTTTAGAAAAGAACCAGAGCAAGACGATACCTAAAAAGAAAATTGTAAACGCAAAAAAGAAAAAATTACAAACAATATTTCAAAAGAAATCTGTTCAAACATCATTAGAATCA
	GecuP^6      AATGAAAGTTTAGAAAAGAACCAGAGCAAGACGATACCTAAAAAGAAAATTGTAAACGCAAAAAAGAAAAAATTACAAACAATATTTCAAAAGAAATCTGTTCAAACATCATTAGAATCA
	GecuE^8      AATGAAAGTTTAGAAAAGAACCAGAGCAAGACGATACCTAAAAAGAAAATTGTAAACGCAAAAAAGAAAAAATTACAAACAATATTTCAAAAGAAATCTGTTCAAACATCATTAGAATCA
	GecuE^9       AATRAAAGTTTAGAAAAGAACCAGAGCAAGACGATACCTAAAAAGAAAATTGTAAACGCAAAAAAGAAAAAATTACAAACAATATTTCAAAAGAAATCTGTTCAAACATCATTAGAATCA
	GecuE^10       AATGAAAGTTTAGAAAAGAACCAGAGCAAGACGATACCTAAAAAGAAAATTGTAAACGCAAAAAAGAAAAAATTACAAACAATATTTCAAAAGAAATCTGTTCAAACATCATTAGAATCA
	GecuE^11       AATGAAAGTTTAGAAAAGAACCAGAGCAAGACGATACCTAAAAAGAAAATTGTAAACGCAAAAAAGAAAAAATTACAAACAATATTTCAAAAGAAATCTGTTCAAACATCATTAGAATCA
	GecuE^12      AATGAAAGTTTAGAAAAGAACCAGAGCAAGACGATACCTAAAAAGAAAATTGTAAA-GCAAAAAAGAAAAAATTACAAACAATATTTCAAAAGAAATCTGTTCAAACATCATTAGAATCA
	GlicC^15     AATGAAAGTTTAGAAAAGAACCAGAGCAAGACGATACCTAAAAAGAAAATTGTAAACGCAAAAAAGAAAAAATTACAAACAATATTTCAAAAGAAATCTGTTCAAACATCATTAGAATCA
	GlicP^17      AATGAAAGTTTAGAAAAGAACCAGAGCAAGACGATACCTAAAAAGAAAATTGTAAACGCAAAAAAGAAAAAATTACAAACAATATTTCAAAAGAAATCTGTTCAAACATCATTAGAATCA
	GlicE^20      AATGAAAGTTTAGAAAAGAACCAGAGCAAGACGATACCTAAAAAGAAAATTGTAAACGCAAAAAAGAAAAAATTACAAACAATATTTCAAAAGAAATCTGTTCAAACATCATTAGAATCA
	GlicE^21      AATGAAAGTTTAGAAAAGAACCAGAGCAAGACGATACCTAAAAAGAAAATTGTAAACGCAAAAAAGAAAAAATTACAAACAATATTTCAAAAGAAATCTGTTCAAACATCATTAGAATCA
	GlicE^22       AATGAAAGTTTAGAAAAGAACCAGAGCAAGACGATACCTAAAAAGAAAATTGTAAACGCAAAAAAGAAAAAATTACAAACAATATTTCAAAAGAAATCTGTTCAAACATCATTAGAATCA
	GlicE^23       AATGAAAGTTTAGAAAAGAACCAGAGCAAGACGATACCTAAAAAGAAAATTGTAAACGCAAAAAAGAAAAAATTACAAACAATATTTCAAAAGAAATCTGTTCAAACATCATTAGAATCA
	GlicE^24      AATGAAAGTTTAGAAAAGAACCAGAGCAAGACGATACCTAAAAAGAAAATTGTAAACGCAAAAAAGAAAAAATTACAAACAATATTTCAAAAGAAATCTGTTCAAACATCATTAGAATCA
	GlicE^25      AATGAAAGTTTAGAAAAGAACCAGAGCAAGACGATACCTAAAAAGAAAATTGTAAACGCAAAAAAGAAAAAATTACAAACAATATTTCAAAAGAAATCTGTTCAAACATCATTAGAATCA
	GmorB^27    AATGAAAGTTTAGAAAAGAACCAGAGCAAGACGATACCTAAAAAGAAAATTGTAAACGCAAAAAAGAAAAAATTACAAACAATATTTCAAAAGAAATCTGTTCAAACATCATTAGAATCA
	GpasB^28    AATGAAAGTTTAGAAAAGAACCAGAGCAAGACGATACCTAAAAAGAAAATTGTAAACGCAAAAAAGAAAAAATTACAAACAATATTTCAAAAGAAATCTGTTCAAACATCATTAGAATCA


17 120
	GecuC^1     CATAGGCTGATAATTTTTCTAACAAACGGTCGTGAGGTACACAATCGAAAGCTCGACTGAGATCGCAAAAGATACCAACTGGAAAGCGCTTTTCTTCAATGAACTGWAGAACAACATTAT
	GecuP^4     CATAGGCTGATAATTTTTCTAACAARCGGTCGTGAGGTACACAATCGAAAGCTCGACTGAGATCGCAAAAGATACCAACTGGAAAGCGCTTTTCTTCAATGAACTGTAGAACAACATTAT
	GecuP^5      CATAGGCTGATAATTTTTCTAACAAGCGGTCGTGAGGTACACAATCGAAAGCTCGACTGAGATCGCAAAAGATACCAACTGGAAAGCGCTTTTCTTCAATGAACTGTAGAACAACATTAT
	GecuE^8      CATAGGCTGATAATTTTTCTAACAAGCGGTCGTGAGGTACACAATCGAAAGCTCGACTGAGATCGCAAAAGATACCAACTGGAAAGCGCTTTTCTTCAATGAACTGTAGAACAACATTAT
	GecuE^9       CATAGGCTGATAATTTTTCTAACAAACGGTCGTGAGGTACACAATCGAAAGCTCGACTGAGATCGCAAAAGATACCAACTGGAAAGCGCTTTTCTTCAATGAACTGTAGAACAACATTAT
	GecuE^10       CATAGGCTGATAATTTTTCTAACAARCGGTCGTGAGGTACACAATCGAAAGCTCGACTGAGATCGCAAAAGATACCAACTGGAAAGCGCTTTTCTTCAATGAACTGTAGAACAACATTAT
	GecuE^11      CATAGGCTGATAATTTTTCTAACAAGCGGTCGTGAGGTACACAATCGAAAGCTCGACTGAGATCGCANAAGATACCAACTGGAAAGCGCTTTTCTTCAATGAACTGTAGAACAACATTAT
	GlicC^15     CATAGGCTGATAATTTTTCTAACAAACGGTCGTGAGGTACACAATCGAAAGCTCGACTGAGATCGCAAAAGATACCAACTGGAAAGCGCTTTTCTTCAATGAACTGTAGAACAACATTAT
	GlicP^17      CATAGGCTGATAATTTTTCTAACAAACGGTCGTGAGGTACACAATCGAAAGCTCGACTGAGATCGCAAAAGATACCAACTGGAAAGCGCTTTTCTTCAATGAAYTGTAGAACAACATTAT
	GlicE^20      CATAGGCTGATAATTTTTCTAACAARCGGTCGTGAGGTACACAATCGAAAGCTCGACTGAGATCGCAAAAGATACCAACTGGAAAGCGCTTTTCTTCAATGAACTGTAGAACAACATTAT
	GlicE^21      CATAGGCTGATAATTTTTCTAACAAACGGTCGTGAGGTACACAATCGAAAGCTCGACTGAGATCGCAAAAGATACCAACTGGAAAGCGCTTTTCTTCAATGAATTGTAGAACAACATTAT
	GlicE^22       CRTAGGCTGATAATTTTTCTAACAARCGGTCGTGAGGTACACAATCGAAAGCTCGACTGAGATCGCAAAAGATACCAACTGGAAAGCGCTTTTCTTCAATGAAYTGTAGAACAACATTAT
	GlicE^23       CATAGGCTGATAATTTTTCTAACAAACGGTCGTGAGGTACACAATCGAAAGCTCGACTGAGATCGCAAAAGATACCAACTGGAAAGCGCTTTTCTTCAATGAACTGTAGAACAACATTAT
	GlicE^24      CATAGGCTGATAATTTTTCTAACAAACGGTCGTGAGGTACACAATCGAAAGCTCGACTGAGATCGCAAAAGATACCAACTGGAAAGCGCTTTTCTTCAATGAACTGTAGAACAACATTAT
	GlicE^25      CATAGGCTGATAATTTTTCTAACAAGCGGTCGTGAGGTACACAATCGAAAGCTCGACTGAGATCGCAAAAGATACCAACTGGAAAGCGCTTTTCTTCAATGAACTGTAGAACAACATTAT
	GmorB^27    CATAGGCTGATAATTTTTCTAACAAACGGTCGTGAGGTACACAATCGAAAGCTCGACTGAGATCGCAAAAGATACCAACTGGAAAGCGCTTTTCTTCAATGAACTGTAGAACAACATTAT
	GpasB^28    CATAGGCTGATAATTTTTCTAACAAGCGGTCGTGAGGTACACAATCGAAAGCTCGACTGAGATCGCAAAAGATACCAACTGGAAAGCGCTTTTCTTCAATGAACTGTAGAACAACATTAT


17 120
	GecuC^1     TGCTGCCAAAGSCCGTGGACAACGTCATGTTCGTGATATAAGTGTTGAAACGTTCCCAAGTCGATTGGAGTCACCTCGTACTGATTGGGGTTTACTTCCAGAACAATCTAGGGAAACGAC
	GecuP^4     TGCTGCCAAAGGCCGTGGACAACGTCATGTTCGTGATATAAGTGTTGAAACGTTCCCAAGTCGATTGGAGTCACCTCGTACTGATTGGGGTTTACTTCCAGAACAATCTAGGGAAACGAC
	GecuP^5     TGCTGCCAAAGGCCGTGGACAACGTCATGTTCGTGATATAAGTGTTGAAACGTTCCCAAGTCGATTGGAGTCACCTCGTACTGATTGGGGTTTACTTCCAGAACAATCTAGGGAAACGAC
	GecuP^6      TGCTGCCAAAGGCCGTGGACAACGTCATGTTCGTGATATAAGTGTTGAAACGTTCCCAAGTCGATTGGAGTCACCTCGTACTGATTGGGGTTTACTTCCAGAACAATCTAGGGAAACGAC
	GecuE^8      TGCTGCCAAAGGCCGTGGACAACGTCATGTTCGTGATATAAGTGTTGAAACGTTCCCAAGTCGATTGGAGTCACCTCGTACTGATTGGGGTTTACTTCCAGAACAATCTAGGGAAACGAC
	GecuE^9       TGCTGCCAAARGCCGTGGACAACGTCATGTTCGTGATATAAGTGTTGAAACGTTCCCAAGTCGATTGGAGTCACCTCGTAGYGATTGGGGTTTACTTCCAGAACAATCTAGGGAAACGAC
	GecuE^10       TGCTGCCAAAGGCCGTGGACAACGTCATGTTCGTGATATAAGTGTTGAAACGTTCCCAAGTCGATTGGAGTCACCTCGTAGTGATTGGGGTTTACTTCCAGAACAATCTAGGGAAACGAC
	GlicC^15     TGCTGCCAAAGGCCGTGGACAACGTCATGTTCGTGATATAAGTGTTGAAACGTTCCCAAGTCGRTTGGAGTCACCTCGTAGTGATTGGGGTTTACTTCCAGAACAATCTAGGGAAACGAC
	GlicP^17      TGCTGCCAAAGGCCGTGGACAACGTCATGTTCGTGATATAAGTGTTGAAACGTTCCCWAGTCGATTGGAGTCACCTCGTASTGATTGGGGTTTACTTCCAGAACAATCTAGGGAAACGAC
	GlicE^20      TGCTGCCAAAGGCCGTGGACAACGTCATGTTCGTGATATAAGTGTTGAAACGTTCCCAAGTCGATTGGAGTCACCTCGTAGTGATTGGGGTTTACTTCCAGAACAATCTAGGGAAACGAC
	GlicE^21       TGCTGCCAAAGGCCGTGGACAACGTCATGTTCGTGATATAAGTGTTGAAACGTTCCCAAGTCGATTGGAGTCACCTCGTASTGATTGGGGTTTACTTCCAGAACAATCTAGGGAAACGAC
	GlicE^22       TGCTGCCAAAGGCCGTGGACAACGTCATGTTCGTGATATAAGTGTTGAAACGTTCCCAAGTCGATTGGAGTCACCTCGTAGTGATTGGGGTTTACTTCCAGAACAATCTAGGGAAACGAC
	GlicE^23      TGCTGCCAAAGGCCGTGGACAACGTCATGTTCGTGATATAAGTGTTGAAACGTTCCCAAGTCGATTGGAGTCACCTCGTAGTGATTGGGGTTTACTTCCAGAACAATCTAGGGAAACGAC
	GlicE^24      TGCTGCCAAAGGCCGTGGACAACGTCATGTTCGTGATATAAGTGTTGAAACGTTCCCAAGTCGATTGGAGTCACCTCGTAGTGATTGGGGTTTACTTCCAGAACAATCTAGGGAAACGAC
	GmorB^27    TGCTGCCAAAGGCCGTGGACAACGTCATGTTCGTGATATAAGTGTTGAAACGTTCCCAAGTCGATTGGAGTCACCTCGTACTGATTGGGGTTTACTTCCAGAACAATCTAGGGAAACGAC
	GpasB^28    TGCTGCCAAAGGCCGTGGACAACGTCATGTTCGTGATATAAGTGTTGAAACGTTCCCAAGTCGATTGGAGTCACCTCGTACTGATTGGGGTTTACTTCCAGAACAATCTAGGGAAACGAC
	GpasB^29    TGCTGCCAAAGGCCGTGGACAACGTCATGTTCGTGATATAAGTGTTGAAACGTTCCCAAGTCGATTGGAGTCACCTCGTACTGAT--GGGGTTACTTCCAGAACAATCTAGGGAAACGAC


18 120
	GecuC^1     GCCGAAGCAGACCCCAGAAGNTGTACTACTATAAAACTGTTCGCGACTAACGGTACAACCGGCCATTGTTTTGTAAATCAATTCTCGATCTCATTCATTATACCGTCACACGAATGAACG
	GecuP^4     GCCGAAGCAGACCCCAGAAGCTGTACTACTATAAAACTGTTCGCGACTAACGGTACAACCGGCCATTGTTTTGTAAATCAATTCTCGATCTCATTCATTATACCGTCACACGAATGAACG
	GecuP^5      GCCGAAGCAGACCCCAGAAGCTGTACTACTATAAAACTGTTCGCGACTAACGGTACAACCGGCCATTGTTTTGTAAATCAATTCTCGATCTCATTCATTATACCGTCACACGAATGAACG
	GecuP^6      GCCGAAGCAGACCCCAGAAGCTGTACTACTATAAAACTGTTCGCGACTAACGGTACAACCGGCCATTGTTTTGTAAATCAATTCTCGATCTCATTCATTATACCGTCACACGAATGAACG
	GecuE^8      GCCGAAGCAGACCCCAGAAGCTGTACTACTATAAAACTGTTCGCGACTAACGGTACAACCGGCCATTGTTTTGTAAATCAATTCTCGATCTCATTCATTATACCGTCACACGAATGAACG
	GecuE^9       GTCGAAGCAGACCCCAGAAGCTGTACTACTATAAAACTGTTCGCGACTAACGGTACAACCGGCCATTGTTTTGTAAATCAATTCTCGATCTCATTCATTATACCGTCACACGAATGAACG
	GecuE^10      GCCGAAGCAGACCCCAGAAGCTGTACTACTATAAAACTGTTCGCGACTAACGGTACAACCGGCCATTGTTTTGTAAATCAATTCTCGATCTCATTCATTATACCGTCACACGAATGAACG
	GlicC^15     GTCGAAGCAGACCCCAGAAGCTGTACTACTATAAAACTGTTCGCGACTAACGGTACAACCGGCCATTGTTTTGTAAATCAATTCTCGATCTCATTCATTATACCGTCACACGAATGAACG
	GlicP^17      GCCGAAGCAGACCCCAGAAGCTGTACTACTATAAAACTGTTCGCGACTAACGGTACAACCGGCCATTGTTTTGTAAATCAATTCTCGATCTCATTCATTATACCGTCACACGAATGAACG
	GlicE^20      GYCGAAGCAGACCCCAGAAGCTGTACTACTATAAAACTGTTCGCGACTAACGGTACAACCGGCCATTGTTTTGTAAATCAATTCTCGMTCTCATTCATTATACCGTCACACGAATGAACG
	GlicE^21      GCCGAAGCAGACCCCAGAAGCTGTACTACTATAAAACTGTTCGCGACTAACGGTACAACCGGCCATTGTTTTGTAAATCAATTCTCGATCTCATTCATTATACCGTCACACGAATGAACG
	GlicE^22       GCCGAAGCAGACCCCAGAAGCTGTACTACTATAAAACTGTTCGCGACTAACGGTACAACCGGCCATTGTTTTGTAAATCAATTCTCGATCTCATTCATTATACCGTCACACGAATGAACG
	GlicE^23       GCCGAAGCAGACCCCAGAAGCTGTACTACTATAAAACTGTTCGCGACTAACGGTACAACCGGCCATTGTTTTGTAAATCAATTCTCGATCTCATTCATTATACCGTCACACGAATGAACG
	GlicE^24      GYMGAAGCAGACCCCAGAAGCTGTACTACTATAAAACTGTTCGCGACTAACGGTACAACCGGCCATTGTTTTGTAAATCAATTCTCGATCTCATTCATTATACCGTCACACGAATGAACG
	GlicE^25      GCCGAAGCAGACCCCAGAAGCTGTACTACTATAAAACTGTTCGCGACTAACGGTACAACCGGCCATTGTTTTGTAAATCAATTCTCGATCTCATTCATTATACCGTCACACGAATGAACG
	GmorB^27    GCCGAAGCAGACCCCAGAAGCTGTACTACTATAAAACTGTTCGCGACTAACGGTACAACCGGCCATTGTTTTGTAAATCAATTCTCGATCTCATTCATTATACCGTCACACGAATGAACG
	GpasB^28    GYCGAAGCAGACCCCAGAAGCTGTACTACTATAAAACTGTTCGCGACTAACGGTACAACCGGCCATTGTTTTGTAAATCAATTCTCGATCTCATTCATTATACCGTCACACGAATGAACG
	GpasB^29    GCCGAAGCAGACCCCAGAAGCTGTACTACTATAAAACTGTTCGCGACTAACGGTACAACCGGCCATTGTTTTGTAAATCAATTCTCGATCTCATTCATTATACCGTCACACGAATGAACG


17 120
	GecuC^1     CCCGTCGAGGTAGCGATCGTGAATGCTATTGCGGTACGGAAGCGTTGATGAAAAATCGTCCAATCACAATTCATAGTTTCCCTCGGAAGGAAGGAAGCAAGGAAGCAATAGCTTGATATA
	GecuP^4     CCCGTCGAGGTAGCGATCGTGAATGCTATTGCGGTACGGAAGCGTTGATGAAAAATCGTCCAATCACAATTCATAGTTTCCCTCGGAAGGAAGGAAGCAAGGAAGCAATAGCTTGATATA
	GecuP^5      CCCGTCGAGGTAGCGATCGTGAATGCTATTGCGGTACGGAAGCGTTGATGAAAAATCGTCCAATCACAATTCATAGTTTCCCTCGGAAGGAAGGAAGCAAGGAAGCAATAGCTTGATATA
	GecuE^8      CCCGTCGAGGTAGCGATCGTGAATGCTATTGCGGTACGGAAGCGTTGATGAAAAATCGTCCAATCACAATTCATAGTTTCCCTCGGAARGAAGGAAGCAAGGAAGCAATAGCTTGATATA
	GecuE^9       CCCGTCGAGGTAGCGATCGTGAATGCTATTGCGGTACGGAAGCGTTGATGAAAAATCGTCCAATCACAATTCATAGTTTCCCTCGGAAGGAAGGAAGCAAGGAAGCAATAGCTTGATATA
	GecuE^10       CCCGTCGAGGTAGCGATCGTGAATGCTATTGCGGTACGGAAGCGTTGATGAAAAATCGTCCAATCACAATTCATAGTTTCCCTCGGAAGGAAGGAAGCAAGGAAGCAATAGCTTGATATA
	GecuE^11      CCCGTCGAGGTAGCGATCGTGAATGCTATTGCGGTACGGAAGCGTTGATGAAAAATCGTCCAATCACAATTCATAGTTTCCCTCGGAAGGAAGGAAGCAAGGAAGCAATAGCTTGATATA
	GlicC^15     CCCGTCGAGGTAGCGATCGTGAATGCTATTGCGGTACGGAAGCGTTGATGAAAAATCGTCCAATCACAATTNATAGTTTCCCTCGGAAGGAAGGAAGCAAGGAAGCAATAGCTTGATATA
	GlicP^17      CCCGTCGAGGTAGCGATCGTGAATGCTATTGCGGTACGGAAGCGTTGATGAAAAATCGTCCAATCACAATTCATAGTTTCCCTCGGAAGGAAGGAAGCAAGGAAGCAATAGCTTGATATA
	GlicE^20      CCCGTCGAGGTAGCGATCGTGAATGCTATTGCGGTACGGAAGCGTTGATGAAAAATCGTCCAATCACAATTCATAGTTTCCCTCGGAAGGAAGGAAGCAAGGAAGCAATAGCTTGATATA
	GlicE^21      CCCGTCGAGGTAGCGATCGTGAATGCTATTGCGGTACGGAAGCGTTGATGAAAAATCGTCCAATCACAATTCATAGTTTCCCTCGGAAGGAAGGAAGCAAGGAAGCAATAGCTTGATATA
	GlicE^22       CCCGTCGAGGTAGCGATCGTGAATGCTATTGCGGTACGGAAGCGTTGATGAAAAATCGTCCAATCACAATTCATAGTTTCCCTCGGAAGGAAGGAAGCAAGGAAGCAATAGCTTGATATA
	GlicE^23       CCCGTCGAGGTAGCGATCGTGAATGCTATTGCGGTACGGAAGCGTTGATGAAAAATCGTCCAATCACAATTCATAGTTTCCCTCGGAAGGAAGGAAGCAAGGAAGCAATAGCTTGATATA
	GlicE^24      CCCGTCGAGGTAGCGATCGTGAATGCTATTGCGGTACGGAAGCGTTGATGAAAAATCRTCCAATCACAATTCATAGTTTCCCTCGGAAGGAAGGAAGCAAGGAAGCAATAGCTTGATATA
	GlicE^25      CCCGTCGAGGTAGCGATCGTGAATGCTATTGCGGTACGGAAGCGTTGATGAAAAATCGTCCAATCACAATTCATAGTTTCCCTCGGAAGGAAGGAAGCAAGGAAGCAATAGCTTGATATA
	GmorB^27    CCCGTCGAGGTAGCGATCGTGAATGCTATTGCGGTACGGAAGCGTTGATGAAAAATCGTCCAATCACAATTCATAGTTTCCCTCGGAAGGAAGGAAGCAAGGAAGCAATAGCTTGATATA
	GpasB^28    CCCGTCGAGGTAGCGATCGTGAATGCTATTGCGGTACGGAAGCGTTGATGAAAAATCGTCCAATCACAATTCATAGTTTCCCTCGGAAGGAAGGAAGCAAGGAAGCAATAGCTTGATATA


17 120
	GecuC^1     CCAACATGATTCGATACGC-TTCACCAAGGAGGCCAAATCGGACGGTTGCCTTTCTATTCTAGATTCCGTTCACCGAAAACCCACGCACGCGGCTAGATATCTCATTAGCCTTTCACACC
	GecuP^4     CCAACATGATTCCATACGC-TTCACCAAGGAGGCCAAATCGGACGGTTGCCTTCCTATTCTAGATTCCGTTCACCGAAAACCCACGCACGCGGATAGACATCTCATTAGCCTTTCACACC
	GecuP^5      CCAACATGATTCCATACGC-TTCACCAAGGAGGCCAAATCGGACGGTTGCCTTTCTATTCTAGATTCCGTTCACCGAAAACCCACGCACGCGGCTAGATATCTCATTAGCCTTTCACACC
	GecuE^8      CCAACATGATTCCATACGC-TTCACCAAGGAGGCCAAATCGGACGGTTGCCTTCCTATTCTAGATTCCGTTCACCGAAAACCCACGCACGCGGCTAGATATCTCATTAGCCTTTCACACC
	GecuE^9       CCAACATGATTCCATACGC-TTCACCAAGGAGGCCAAATCGGACGGTTGCCTTCCTATTCTAGATTCCGTTCACCGAAAACCCACGCACGCGGCTAGATATCTCATTAGCCTTTCACACC
	GecuE^10       CCAACATGATTCCATACGC-TTCACCAAGGAGGCCAAATCGGACGGTTGCCTTCCTATTCTAGATTCCGTTCACCGAAAACCCACGCACGCGGCTAGATATCTCATTATCCTTTCACACC
	GecuE^11      CCAACATGATTCCATACGC-TTCACCAAGGAGGCCAAATCGGACGGTTGCCTTCCTATTCTAGATTCCGTTCACCGAAAACCCACGCACGCGGCTAGATATCTCATTAGCCTTTCACACC
	GlicC^15     CCAACATGATTCCATACGC-TTCACCAAGGAGGCCAAATCGGACGGTTGCCTTCCTATTCTAGATTCCGTTCACCGAAAACCCACGCACGCGGCTAGATATCTCATTAGCCTTTCACACM
	GlicP^17      CCAACATGATTCCATACGC-TTCACCAAGGAGGCCAAATCGGACGGTTGCCTTYCTATTCTAGATTCCGTTCACCGAAAACCCACGCACGCGGCTAGATATCTCATTAGCCTTTCACACC
	GlicE^20      CCAACATGATTCCATACGC-TTCACCAAGGAGGCCAAATCGGACGGTTGCCTTCCTATTCTAGATTCCGTTCACCGAAAACCCACGCACGCGGMTAGAYRTCTCATTAGCCTTTCACACC
	GlicE^21      CCAACATGATTCCATACGC-TTCACCAAGGAGGCCAAATCGGACGGTTGCCTTTCTATTCTAGATTCCGTTCACCGAAAACCCACGCACGCGGCTAGATATCTCATTAGCCTTTCACACC
	GlicE^22       CCAACATGATTCCATACGCTTTCACCAAGGAGGCCAAATCGGACGGTTGCCTTCCTATTCTAGATTCCGTTCACCGAAAACCCACGCACGCGGMTAGRTRTCTCATTAGCCTTTCACACC
	GlicE^23       CCAACATGATTCCATACGCTTTCACCAAGGAGGCCAAATCGGACGGTTGCCTTCCTATTCTAGATTCCGTTCACCGAAAACCCACGCACGCGGATAGATATCTCATTAGCCTTTCACACC
	GlicE^24      CCAACATGATTCCATACGCNTTCACCAAGGAGGCCAAATCGGACGGTTGCCTTCCTATTCTAGATTCCGTTCACCGAAAACCCACGCACGCGGATAGAYATCTCATTAGCCTTTCACACC
	GlicE^25      CCAACATGATTCCATACGC-TTCACCAAGGAGGCCAAATCGGACGGTTGCCTTCCTATTCTAGATTCCGTTCACGGAAAACCCACGCACGCGGATAGACATCTCATTAGCCTTTCACACC
	GmorB^27    CCAACATGATTCCATACGC-TTCACCAAGGAGGCCAAATCGGACGGTTACCTTCCTATTCTAGATTCCGTTCACCGAAAACCCACGCACGCGGCTAGATATCTCATTAGCCTTTCACACC
	GpasB^28    CCAACATGATTCCATACGC-TTCACCAAGGAGACCAAATCGGACGGTTGCCTTCCTATTCTAGATTCCGTTCACCGAAAACCCACGCACGCGGCTAGATATCTCATTAGCCTTTCACACC


16 120
	GecuC^1     CAAAGAGACTCGGGTTTCCCCAGATTTCGCAGTTTTTCTCCTCGGAAAGGGAAACATGAACATATTTTTTTTCAATATACGGAAATAGAGAGTATGCCTAAGGAATTGATATCAAAAAGT
	GecuP^4     CAAAGAGACTCGGGTTTCCCCAGATTTCGCAGTTTTTCTCCTCGGAAAGGGAAACATGAACATATTTTTTTTCAATATACGGAAATAGAGAGTATGCCTAAGGAATTGATATCAAAAAGT
	GecuP^5      CAAAGAGACTCGGGTTTCCCYAGATTTCGCAGTTTTTCTCCTCGGAAAGGGAAACATGAACATATTTTTTTTCAATATACGGAAATAGAGAGTATGCCTAAGGAATTGATATCAAAAAGT
	GecuE^8      CAAAGAGACTCGGGTTTCCCCAGATTTCGCAGTTTTTCTCCTCGGAAAGGGAAACATGAACATATTWTTTTTCAATATACGGAAATAGAGAGTATGCCTAAGGAATTGATATCAAAAAGT
	GecuE^9       CAAAGAGACTCGGGTTTCCCCAGATTTCGCAGTTTTTCTCCTCGGAAAGGGAAACATGAACATATTTTTTTTCAATATACGGAAATAGAGAGTATGCCTAAGGAATTGATATCAAAAAGT
	GlicC^15     CAAAGAGACTCGGGTTTCCCCAGATTTCGCAGTTTTTCTCCTCGGAAAGGGAAACATGAACATATTTTTTTTCAATATACGGAAATAGAGAGTATGCCTAAGGAATTGATATCAAAAAGT
	GlicP^17      CAAAGAGACTCGGGTTTCCCCAGATTTCGCAGTTTTTCTCCTCGGAAAGGGAAACATGAACATATTTTTTTTCAATATACGGAAATAGAGAGTATGCCTAAGGAATTGATATCAAAAAGT
	GlicP^18      CAAAGAGACTCGGGTTTCCCCAGATTTCGCAGTTTTTCTCCTCGGAAAGGGAAACATGAACATATTTTTTTTCAATATACGGAAATAGAGAGNNTGCCTAAGGAATTGATATCAAAAAGT
	GlicE^20      CAAAGAGACTCGGGTTTCCCCAGATTTCGCAGTTTTTCTCCTCGGAAAGGGAAACATGAACATATTTTTTTTCAATATACGGAAATAGAGAGTATGCCTAAGGAATTGATATCAAAAAGT
	GlicE^21       CAAAGWGACTCGGGTTTCCCCAGATTTCGCAGTTTTTCTCCTCGGAAAGGGAAACATGAACATATTTTTTTTCAATATACGGAAATAGAGAGTATGCCTAAGGAATTGATATCAAAAAGT
	GlicE^22       CAAAGAGACTCGGGTTTCCCCAGATTTCGCAGTTTTTCTCCTCGGAAAGGGAAACATGAACATATTTTTTTTCAATATACGGAAATAGAGAGTATGCCTAAGGAATTGATATCAAAAAGT
	GlicE^23      CAAAGAGACTCGGGTTTCCCCAGATTTCGCAGTTTTTCTCCTCGGAAAGGGAAACATGAACATATTTTTTTTCAATATACGGAAATAGAGAGTATGCCTAAGGAATTGATATCAAAAAGT
	GlicE^24      CAAAGAGACTCGGGTTTCCCYAGATTTCGCAGTTTTTCTCCTCGGAAAGGGAAACATGAACATATTTTTTTTCAATATACGGAAATAGAGAGTATGCCTAAGGAATTGATATCAAAAAGT
	GmorB^27    CAAAGAGACTCGGGTTTCCCCAGATTTCGCAGTTTTTCTCCTCGGAAAGGGAAACATGAATATATTTTTTTTCAATATACGGAAATAGAGAGTATGCCTAAGGAATTGATATCAAAAAGT
	GpasB^28    CAAAGAGACTCGGGTTTCCCTAGATTTCGCAGTTTTTCTCCTCGGAAAGGGAAACATGAACATATTTTTTTTCAATATACGGAAATAGAGAGTATGCCTAAGGAATTGATATCAAAAAGT
	GpasB^29    CAAAGAGACTCGGGTTTCCCTAGATTTCGCAGTTTTTCTCCTCGGAAAGGGAAACATGAACATATTTTTTTTCAATATACGGAAATAGAGAGTATGCCTAAGGAATTGATATCAAAAAGT


18 120
	GecuC^1     AAACGTAGGTACTCACGTTTTCCATGTAAAGAAAGACTGCGTTATACATCAAACGGTGAAAGGTGCCACAGAAAATGGAAGGAAACGATGCACGGGCGTCCAGATAACATCCGACGGGAC
	GecuP^4     AAACGTAGGTACTCACGTTTTCCATGTAAAGAAAGACTGCGTTATACATCAAACGGTGAAAGGTGCCACAGAAAATGGAAGGAAACGATGCACGGGCGTCCAGATAACATCCGACGGGAC
	GecuP^5     AAACGTAGGTACTCACGTTTTCCATGTAAAGAAAGACTGCGTTATACATCAAACGGTGAAAGGTGCCACAGAAAATGGAAGGAAACGATGCACGGGCGTCCAGATAACATCCGACGGGAC
	GecuP^6      AAACGTAGGTACTCACGTTTTCCATGTAAAGAAAGACTGCGTTATACATCAAACGGTGAAAGGTGCCACAGAAAATGGAAGGAAACGATGCACGGGCGTCCAGATAACATCCGACGGGAC
	GecuE^8      AAACGTAGGTACTCACGTTTTCCATGTAAAGAAAGACTGCGTTATACATCAAACGGTGAAAGGTGCCACAGAAAATGGAAGGAAACGATGCACGGGCGTCCAGATAACATCCGACGGGAC
	GecuE^9       AAACGTAGGTACTCACGTTTTCCATGTAAAGAAAGACTGCGTTATACATCAAACGGTGAAAGGTGCCACAGAAAATGGAAGGAAACGATGCACGGGCGTCCAGATAACATCCGACGGGAC
	GecuE^10       AAACGTAGGTACTCACGTTTTCCATGTAAAGAAAGACTGCGTTATACATCAAACGGTGAAAGGTGCCACAGAAAATGGAAGGAAACGATGCACGGGCGTCCAGATAACATCCGACGGGAC
	GecuE^11      AAACGTAGGTACTCACGTTTTCCATGTAAAGAAAGACTGCGTTATACATCAAACGGTGAAAGGTGCCACAGAAAATGGAAGGAAACGATGCACGGGCGTCCAGATAANATCCGACGGGAC
	GlicC^15     AAACGTAGGTACTCACGTTTTCCATGTAAAGAAAGACTGCGTTATACATCAAACGGTGAAAGGTGCCACAGAAAATGGAAGGAAACGATGCACGGGCGTCCAGATAACATCCGACGGGAC
	GlicP^17      AAACGTAGGTACTCACGTTTTCCATGTAAAGAAAGACTGCGTTATACATCAAACGGTGAAAGGTGCCACAGAAAATGGAAGGAAACGATGCACGGGCGTCCAGATAACATCCGACGGGAC
	GlicE^20      AAACGTAGGTACTCACGTTTTCCATGTAAAGAAAGACTGCGTTATACATCAAACGGTGAAAGGTGCCACAGAAAATGGAAGGAAACGATGCACGGGCGTCCAGATAACATCCGACGGGAC
	GlicE^21      AAACGTAGGTACTCACGTTTTCCATGTAAAGAAAGACTGCGTTATACATCAAACGGTGAAAGGTGCCACAGAAAATGGAAGGAAACGATGCACGGGCGTCCAGATAACATCCGACGGGAC
	GlicE^22      AAACGTAGGTACTCACGTTTTCCATGTAAAGAAAGACTGCGTTATACATCAAACGGTGAAAGGTGCCACAGAAAATGGAAGGAAACGATGCACGGGCGTCCAGATAACATCCGACGGGAC
	GlicE^23       AAACGTAGGTACTCACGTTTTCCATGTAAAGAAAGACTGCGTTATACATCAAACGGTGAAAGGTGCCACAGAAAATGGAAGGAAACGATGCACGGGCGTCCAGATAACATCCGACGGGAC
	GlicE^24       AAACGTAGGTACTCACGTTTTCCATGTAAAGAAAGACTGCGTTATACATCAAACGGTGAAAGGTGCCACAGAAAATGGAAGGAAACGATGCACGGGCGTCCAGATAACATCCGACGGGAC
	GlicE^25      AAACGTAGGTACTCACGTTTTCCATGTAAAGAAAGACTGCGTTATACATCAAACGGTGAAAGGTGCCACAGAAAATGGAAGGAAACGATGCACGGGCGTCCAGATAACATCCGACGGGAC
	GmorB^27    AAACGTAGGTACTCACGTTTTCCATGTAAAGAAAGACTGCGTTATACATCAAACGGTGAAAGGTGCCACAGAAAATGGAAGGAAACGATGCACGGGCGTCCAGATAACATCCGACGGGAC
	GpasB^28    AAACRTAGGTACTCACGTTTTCCATGTAAAGAAAGACTGCGTTATACATCAAACGGTGAAAGGTGCCACAGAAAATGGAAGGAAACGATGCACGGGCGTCCAGATAACATCCGACGGGAC


18 120
	GecuC^1     ATGGATTCTTATTGTCAACCGTACGACCGAATGATGTGAGAAAGACTTTTATTCTAATATGCCTTGTTCTATCCCTCTCTAAGAGATATTTATAAATACCTGCTTTTACCGCATATATAC
	GecuP^4     ATGGATTCTTATTGTCAACCGTACGACCGAATGATGTGAGAAAGACTTTTATTCTAATATGCCTTGTTCTATCCCTCTCTAAGAGATATTTATAAATACCTGCTTTTACCGCATATATAC
	GecuP^5     ATGGATTCTTATTGTCAACCGTACGACCGAATGATGTGAGAAAGACTTTTATTCTAATATGCCTTGTTCTATCCCTCTCTAAGAGATATTTATAAATACCTGCTTTTACCGCATATATAC
	GecuP^6      ATGGATTCTTATTGTCAACCGTACGACCGAATGATGTGAGAAAGACTTTTATTCTAATATGCCTTGTTCTATCCCTCTCTAAGAGATATTTATAAATACCTGCTTTTACCGCATATATAC
	GecuP^7      ATGGATTCTTATTGTCAACCGTACGACCGAATGATGTGAGAAAGACTTTTATTCTAATATGCCTTGTTCTATCCCTCTCTAAGAGATATTTATAAATACCTGCTTTTACCGCATATATAC
	GecuE^8      ATGGATTCTTATTGTCAACCGTACGACCGAATGATGTGAGAAAGACTTTTATTCTAATATGCCTTGTTCTATCCCTCTCTAAGAGATATTTAYAAATACCTGCTTTTACCGCATATATAC
	GecuE^9       ATGGATTCTTATTGTCAACCGTACGACCGAATGATGTGAGAAAGACTTTTATTCTAATATGCCTTGTTCTATCCCTCTCTAAGAGATATTTAYAAATACCTGCTTTTACCGCATATATAC
	GecuE^10       ATGGATTCTTATTGTCAACCGTACGACCGAATGATGTGAGAAAGACTTTTATTCTAATATGCCTTGTTCTATCCCTCTCTAAGAGATATTTATAAATACCTGCTTTTACCGCATATATAC
	GlicC^15     ATGGATTCTTATTGTCAACCGTACNACCGAATGATGTGAGAAAGACTTTTATTCTAATATGCCTTGTTCTATCCCTCTCTAAGAGATATTTATAAATACCTGCTTTTACCGCATATATAC
	GlicP^17      ATGGATTCTTATTGTCAACCGTACGACCGAATGATGTGAGAAAGACTTTTATTCTAATATGCCTTGTTCTATCCCTCTCTAAGAGATATTTATAAATACCTGCTTTTACCGCATATATAC
	GlicE^20      ATGGATTCTTATTGTCAACCGTACGACCGAATGATGTGAGAAAGACTTTTATTCTAATATGCCTTGTTCTATCCCTCTCTAAGAGATATTTATAAATACCTGCTTTTACCGCATATATAC
	GlicE^21      ATGGATTCTTATTGTCAACCGTACGACCGAATGATGTGAGAAAGACTTTTATTCTAATATGCCTTGTTCTATCCCTCTCTAAGAGATATTTATAAATACCTGCTTTTACCGYATATATAC
	GlicE^22       ATGGATTCTTATTGTCAACCGTACGACCGAATGATGTGAGAAAGACTTTTATTCTAATATGCCTTGTTCTATCCCTCTCTAAGAGATATTTATAAATACCTGCTTTTACCGYATATATAC
	GlicE^23       ATGGATTCTTATTGTCAACCGTACGACCGAATGATGTGAGAAAGACTTTTATTCTAATATGCCTTGTTCTATCCCTCTCTAAGAGATATTTATAAATACCTGCTTTTACCGYATATATAC
	GlicE^24      ATGGATTCTTATTGTCAACCGTACGACCGAATGATGTGAGAAAGACTTTTATTCTAATATGCCTTGTTCTATCCCTCTCTAAGAGATATTTATAAATACCTGCTTTTACCGCATATATAC
	GlicE^25      ATGGATTCTTATTGTCAACCGTACGACCGAATGATGTGAGAAAGACTTTTATTCTAATATGCCTTGTTCTATCCCTCTCTAAGAGATATTTATAAATACCTGCTTTTACCGTATATATAC
	GmorB^27    ATGGATTCTTATTGTCAACCGTACGACCGAATGATGTGAGAAAGACTTTTATTCTAATATGCCTTGTTCTATCCCTCTCTAAGAGATATTTATAAATACCTGCTTTTACCGCATATATAC
	GpasB^28    ATGGATTCTTATTGTCAACCGTACGACCGAATGATGTGAGAAAGACTTTTATTCTAATATGCCTTGTTCTATCCCTCTCTAAGAGATATTTATAAATACCTGCTTTTACCGCATATATAC


20 120
	GecuC^1     GCAAAACAGACGGCGCGAAGAGTTGAACTGTAATTTTAGTTTCATTATTTGTATCTATACTTCGCTCTATTTTGTTTTATTGTATACTTCTGATATACATATGTTTTATCAATACATATC
	GecuC^2     GCAAAACAGACGGCGCGAAGAGTTGAATTGTAATTTTAGTTTCATTATTTGTATCTATACTTCGCTCTATTTTGTTTTATTGTATACTTCTGATATACATATGTTTTATCAATACATATC
	GecuP^4     GCAAAACAGACGGCGCGAAGAGTTGAACTGTAATTTTAGTTTCATTATTTGTATCTATACTTCGCTCTATTTTGTTTTATTGTATACTTCTGATATACATATGTTTTATCAATACATATC
	GecuP^5     GCAAAACAGACGGCGCGAAGAGTTGAACTGTAATTTTAGTTTCATTATTTGTATCTATACTTCGCTCTATTTTGTTTTATTGTATACTTCTGATATACATATGTTTTATCAATACATATC
	GecuP^6      GCAAAACAGACGGCGCGAAGAGTTGAAYTGTAATTTTAGTTTCATTATTTGTATCTATACTTCGCTCTATTTTGTTTTATTGTATACTTCTGATATACATATGTTTTATCAATACATATN
	GecuE^8      GCAAAACAGACGGCGCGAAGAGTTGAATTGTAATTTTAGTTTCATTATTTGTATCTATACTTCGCTCTATTTTGTTTTATTGTATACYTCTGATATACATATGTTTTATCAATACATATC
	GecuE^9       GCAAAACAGACGGCGCGAAGAGTTGAACTGTAATTTTAGTTTCATTATTTGTATCTATACTTCGCTCTATTTTGTTTTATTGTATACTTCTGATATACATATGTTTTATCAATACATATC
	GecuE^10       GCAAAACAGACGGCGCGAAGAGTTGAAYTGTAATTTTAGTTTCATTATTTGTATCTATACTTCGCTCTATTTTGTTTTATTGTATACTTCTGATATACATATGTTTTATCAATACATATC
	GecuE^11      GCAAAACAGACGGCGCGAAGAGTTGAATTGTAATTTTAGTTTCATTATTTGTATCTATACTTCGCTCTATTTTGTTTTATTGTATACTTCTGATATACATATGTTTTATCAATACATATC
	GlicC^15     NCAAAACAGACGGCGCGAAGAGTTGAATTGTAATTTTAGTTTCATTATTTGTATCTATACTTCGCTCTATTTTGTTTTATTGTATACTTCTGATATACATATGTTTTATCAATACATATC
	GlicP^17      GCAAAACAGACGGCGCGAAGAGTTGAATTGTAATTTTAGTTTCATTATTTGTATCTATACTTCGCTCTATTTTGTTTTATTGTATACTTCTGATATACATATGTTTTATCAATACATATC
	GlicE^20      GCAAAACAGACGGCGCGAAGAGTTGAATTGTAATTTTAGTTTCATTATTTGTATCTATACTTCGCTCTATTTTGTTTTATTGTATACTTCTGATATACATATGTTTTATCAATACATATC
	GlicE^21      GCAAAACAGACGGCGCGAAGAGTTGAATTGTAATTTTAGTTTCATTATTTGTATCTATACTTCGCTCTATTTTGTTTTATTGTATACTTCTGATATACATATGTTTTATCAATACATATC
	GlicE^22      GCAAAACAGACGGCGCGAAGAGTTGAATTGTAATTTTAGTTTCATTATTTGTATCTATACTTCGCTCTATTTTGTTTTATTGTATACTTCTGATATACATATGTTTTATCAATACATATC
	GlicE^23       GCAAAACAGACGGCGCGAAGAGTTGAATTGTAATTTTAGTTTCATTATTTGTATCTATACTTCGCTCTATTTTGTTTTATTGTATACTTCTGATATACATATGTTTTATCAATACATATC
	GlicE^24       GCAAAACAGACGGCGCGAAGAGTTGAATTGTAATTTTAGTTTCATTATTTGTATCTATACTTCGCTCTATTTTGTTTTATTGTATACTTCTGATATACATATGTTTTATCAATACATATC
	GlicE^25      GCAAAACAGACGGCGCGAAGAGTTGAATTGTAATTTTAGTTTCATTATTTGTATCTATACTTCGCTCTATTTTGTTTTATTGTATACTTCTGATATACATATGTTTTATCAATACATATC
	GmorB^27    GCAAAACAGACGGCGCGAAGAGTTGAATTGTAATTTTAGTTTCATTATTTGTATCTATACTTCGCTCTATTTTGTTTTATTGTATACTTCTGATATACATATGTTTTATCAATACATATC
	GpasB^28    GCAAAACAGACGCCGCGAAGAGTTGAATTGTAATTTTAGTTTCATTATTTGTATCTATACTTCGCTCTATTTTGTTTTATTGTATACTTCTGATATACATATGTTTTATCAATACATATC
	GpasB^29    GCAAAACAGACGGCGCGAAGAGTTGAATTGTAATTTTAGTTTCATTATTTGTATCTATACTTCGCTCTATTTTGTTTTATTGTATACTTCTGATATACATATGTTTTATCAATACATATC


16 120
	GecuC^1     AGGTAAAGCTTGAGCACAGAAAGGATCTTGGACCCACGTAAATTTCTCGACATTGTCTTCCTCAAAGTATTTTGCAAACGAGTAAGTGAGCTTTGAGAGGTGTTGTTCCTTCCTGTGAGG
	GecuP^4      AGGTAAAGCTTGAGCACAGAAAGGATCTTGGACCCACGTAAATTTCTCGACATTGTCTTCCTCAANGT-TTTTGCAAACGAGTNAGNGAGCTTTGAGAGGTGTTNTTCCTTCCTGTGAGG
	GecuE^8       AGGTAAAGCTTGAGCACAGAAAGGATCTTGGACCCACGTAAATTTCTCGACATTGTCTTCCTCAAAGTATTTTGCAAACGAGTMAGTGAGCTTTGAGAGGTGTTGTTCCTTCCTGTGAGG
	GecuE^9      AGGTAAAGCTTGAGCACAGAAAGGATCTTGGACCCACGTAAATTTCTCGACATTGTCTTCCTCAAAGTATTTTGCAAACGAGTCAGTGAGCTTTGAGAGGTGTTATTCCTTCCTGTGAGG
	GlicC^15     AGGTAAAGCTTGAGCACAGAAAGGATCTTGGACCCACGTAAATTTCTCGACATTGTCTTCCTCAAAGTATTTTGCAAACGAGTMAGTGAGCTTTGAGAGGTGTTGTTCCTTCCTGTGAGG
	GlicP^17      AGGTAAAGCTTGAGCACAGAAAGGATCTTGGACCCACGTAAATTTCTCGACATTGTCTTCCTCAAAGTATTTTGCAANCGAGTAAGTGAGCTTTGAGAGGTGTTGTTCCTTCCTGTGAGG
	GlicP^18      AGGTAAAGCTTGAGCACAGAAAGGATCTTGGACCCACGTAAATTTCTCGACATTGTCTTCCTCAAAGTATTTTGCAAACGAGTCAGTGAGCTTTGAGAGGTGTTGTTCCTTCCTGTGAGG
	GlicE^20      AGGTAAAGCTTGAGCACAGAAAGGATCTTGGACCCACGTAAATTTCTCGACATTGTCTTCCTCAAAGTATTTTGCAAACGAGTNAGTGAGCTTTGAGAGGTGTTNTTCCTTCCTGTGAGG
	GlicE^21      AGGTAAAGCTTGAGCACAGAAAGGATCTTGGACCCACGTAAATTTCTCGACATTGTCTTCCTCAAAGTATTTTGCAAACGAGTMAGTGAGCTTTGAGAGGTGTTGTTCCTTCCTGTGAGG
	GlicE^22      AGGTAAAGCTTGAGCACAGAAAGGATCTTGGACCCACGTAAATTTCTCGACATTGTCTTCCTCAAAGTATTTTGCAAACGAGTAAGTGAGCTTTGAGAGGTGTTGTTCCTTCCTGTGAGG
	GlicE^23       AGGTAAAGCTTGAGCACAGAAAGGATCTTGGACCCACGTAAATTTCTCGACATTGTCTTCCTCAAAGTATTTTGCAAACGAGTCAGTGAGCTTTGAGAGGTGTTRTTCCTTCCTGTGAGG
	GlicE^24       AGGTAAAGCTTGAGCACAGAAAGGATCTTGGACCCACGTAAATTTCTCGACATTGTCTTCCTCAAAGTATTTTGCAAACGAGTAAGTGAGCTTTGAGAGGTGTTGTTCCTTCCTGTGAGG
	GlicE^25      AGGTAAAGCTTGAGCACAGAAAGGATCTTGGACCCACGTAAATTTCTCGACATTGTCTTCCTCAAAGTATTTTGCAAACGAGTMAGTGAGCTTTGAGAGGTGTTGTTCCTTCCTGTGAGG
	GmorB^27    AGGTAAAGCTTGAGCACAGAAAGGATCTTGGACCCACGTAAATTTCTCGACATTGTCTTCCTCAAAGTATTTTGCAAACGAGTMAGTGAGCTTTGAGAGGTGTTRTTCCTTCCTGTGAGG
	GpasB^28    AGGTAAAGCTTGAGCACAGAAAGGATCTTGGACCCACGTAAATTTCTCGACATTGTCTTCCTCAAAGTATTTTGCAAACGAGTAAGTGAGCTTTGAGAGGTGTTGTTCCTTCCTGTGAGG
	GpasB^29    AGGTAAAGCTTGAGCACAGAAAGGATCTTGGACCCACGTAAATTTCTCGACATTGTCTTCCTCAAAGTATTTTGCAAACGAGTCAGTGAGCTTTGAGARGTGTTGTTCCTTCCTGTGAGG


16 120
	GecuC^1     ATTGTCGCGGCAATTTTTGTTCTATACTATAACAAGGCTAGGATACAAAGTTTACCTTTTTAGATAAACACCTGTGCTGTAACAGATAATAGTCCATATAAAACTAGTAGGAATAAGCTT
	GecuP^4      ATTGTCGCGGCAA-TTTTGTTCTATACTATAACAAGGYTAGGATACAAAGTTTACCTTTTTAGATAAACACCTGTGCTGTAACAGATAATAGTCCATATAAAACTAGTAGGAATAAGCTT
	GecuE^8       ATTGTCGCGGCAATTTTTGTTCTATACTATAACAAGGCTAGGATACAAAGTTTACCTTTTTAGATAAACACCTGTGCTGTAACAGATAATAGTCCATATAAAACTAGTAGGAATAAGCTT
	GecuE^9       AYTGTCGCGGCAATTTTTGTTCTATACTATAACAAGGCTAGGATACAAAGTTTACCTTTTTAGATAAACACCTGTGCTGTAACAGATAATAGTCCATATAAAACTAGTAGGAATAAGCTT
	GecuE^10      ATTGTCGCGGCAATTTTTGTTCTATACTATAACAAGGCTAGGATACAAAGTTTACCTTTTTAGATAAACACCTGTGCTGTAACAGATAATAGTCCATATAAAACTAGTAGGAATAAGCTT
	GlicC^15     ATTGTCGCGGCAATTTTTGTTCTATACTATAACAAGGCTAGGATACAAAGTTTACCTTTTTAGATAAACACCTGTGCTGTAACAGATAATAGTCCATATAAAACTAGTAGGAATAAGCTT
	GlicP^17      ATTGTCGCGGCAATTTTTGTTCTATACTATAACAAGGCTAGGATACAAAGTTTACCTTTTTAGATAAACACCTGTGCTGTAACAGATAATAGTCCATATAAAACTAGTAGGAATAAGCTT
	GlicE^20      ATTGTCGCGGCAATTTTTGTTCTATACTATAACAAGGCTAGGATACAAAGTTTACCTTTTTAGATAAACACCTGTGCTGTAACAGATAATAGTCCATATAAAACTAGTAGGAATAARCTT
	GlicE^21      ATTGTCGCGGCAATTTTTGTTCTATACTATAACAAGGCTAGGATACAAAGTTTACCTTTTTAGATAAACACCTGTGCTGTAACAGATAATAGTCCATATAAAACTAGTAGGAATAAGSTT
	GlicE^22      ATTGTCGCGGCAATTTTTGTTCTATACTATAACAAGGCTAGGATACAAAGTTTACCTTTTTAGATAAACACCTGTGCTGTAACAGATAATAGTCCATATAAAACTAGTAGGAATAAACTT
	GlicE^23       ATTGTCGCGGCAATTTTTGTTCTATACTATAACAAGGCTAGGATACAAAGTTTACCTTTTTAGATAAACACCTGTGCTGTAACAGATAATAGTCCATATAAAACTAGTAGGAATAAGCTT
	GlicE^24       ATTGTCGCGGCAATTTTTGTTCTATACTATAACAAGGCTAGGATACAAAGTTTACCTTTTTAGATAAACACCTGTGCTGTAACAGATAATAGTCCATATAAAACTAGTAGGAATAAGCTT
	GlicE^25      ATTGTCGCGGCAATTTTTGTTCTATACTATAACAAGGCTAGGATACAAAGTTTACCTTTTTAGATAAACACCTGTGCTGTAACAGATAATAGTCCATATAAAACTAGTAGGAATAAGCTT
	GmorB^27    ATTGTCGCGGCAATTTTTGTTCTATACTATAACAAGGCTAGGATACAAAGTTTACCTTTTTAGATAAACACCTGTGCTGTAACAGATAATAGTCCATATAAAACTAGTAGGAATAAGCTT
	GpasB^28    ATTGTCGCGGCAATTTTTGTTCTATACTATAACAAGGCTAGGATACAAAGTTTACCTTTTTAGATAAACACCTGTGCTGTAACAGATAATAGTCCATATAAAACTAGTAGGAATAAGCTT
	GpasB^29    ATTGTCGCGGCAATTTTTGTTCTATACTATAACAAGGCTAGGATACAAAGTTTACCTTTTTAGATAAACACCTGTGCTGTAACAGATAATAGTCCATATAAAACTAGTAGGAATAAGCTT


21 120
	GecuC^1     TTTTTTTTATTTCAAGATATCACAGCCACTTTGATGAGCTTGGCTGTTTGAGCAATCAACTCGTCTATGGAACTTCTACGTAGTATTCGTGAGTTAGTGCCTCACCCGTCAATTTGGTTG
	GecuP^4     TTTTTTTTATTTCAAGATATCACAGCCACTTTGATGAGCTTGGCTGTTTGAGCAATCAACTCGTCTATGGAACTTCTACGTAGTATTCGTGAGTTAGTGCCTCACCCGTCAATTTGGTTG
	GecuP^5     TTTTTTTTATTTCAAGATATCACAGCCACTTTGATGAGCTTGGCTGTTTGAGCAATCAACTCGTCTATGGAACTTCTACGTAGTATTCGTGAGTTAGTGCCTCACCCGTCAATTTGGTTG
	GecuP^6      TTTTTTTTATTTCAAGATATCACAGCCACTTTGATGAGCTTGGCTGTTTGAGCAATCAACTCRTCTATGGAACTTCTACGTAGTATTCGTGAGTTAGTGCCTCACCCGTCAATTTGGTTG
	GecuE^8      TTTTTTTTATTTCAAGATATCACAGCCACTTTGATGAGCTTGGCTGTTTGAGCAATCAACTCGTCTATGGAACTTCTACGTAGTATTCGTGAGTTAGTGCCTCACCCGTCAATTTGGTTG
	GecuE^9       TTTTTTTTATTTCAAGATATCACAGCCACTTTGATGAGCTTGGCTGTTTGAGCAATCAACTCGTCTATGGAACTTCTACGTAGTATTCGTGAGTTAGTGCCTCACCCGTCAATTTGGTTG
	GecuE^10       TTTTTTTTATTTCAAGATATCACAGCCACTTTGATGAGCTTGGCTGTTTGAGCAATCAACTCRTCTATGGAACTTCTACGTAGTATTCGTGAGTTAGTGCCTCACCCGTCAATTTGGTTG
	GecuE^11      TTTTTTTTATTTCAAGATATCACAGCCACTTTGATGAGCTTGGCTGTTTGAGCAATCAACTCGTCTATGGAACTTCTACGTAGTATTCGTGAGTTAGTGCCTCACCCGTCAATTTGGTTG
	GlicC^15     TTTTTTTTATTTCAAGATATCACAGCCACTTTGATGAGCTTGGCTGTTTGAGCAATCAACTCGTCTATGGAACTTCTACGTAGTATTCGTGAGTTAGTGCCTCACCCGTCAATTTGGTTG
	GlicP^17      TTTTTTTTATTTCAAGATATCACAGCCACTTTGATGAGCTTGGCTGTTTGAGCAATCAACTCATCTATGGAACTTCTACGTAGTATTCGTGAGTTAGTGCCTCACCCGTCAATTTGGTTG
	GlicP^18      TTTTTTTTATTTCAAGATATCACAGCCACTTTGATGAGCTTGGCTGTTTGAGCAATCAACTCNTCTATGGAACTTCTACGTAGTATTCGTGAGTTAGTGCCTCACCCGTCAATTTGGTTG
	GlicE^20      TTTTTTTTATTTCAAGATANCACAGCCACTTTGATGAGCTTGGCTGTTTGAGCAATCAACTCRTCTATGGAACTTCTACGTAGTATTCGTGAGTTAGTGCCTCACCCGTCAATTTGGTTG
	GlicE^21      TTTTTTTTATTTCAAGATATCACAGCCACTTTGATGAGCTTGGCTGTTTGAGCAATCAACTCATCTATGGAACTTCTACGTAGTATTCGTGAGTTAGTGCCTCACCCGTCAATTTGGTTG
	GlicE^22      TTTTTTTTATTTCAAGATATCACAGCCACTTTGATGAGCTTGGCTGTTTGAGCAATCAACTCRTCTATGGAACTTCTACGTAGTATTCGTGAGTTAGTGCCTCACCCGTCAATTTGGTTG
	GlicE^23       TTTTTTTTATTTCAAGATATCACAGCCACTTTGATGAGCTTGGCTGTTTGAGCAATCAACTCGTCTATGGAACTTCTACGTAGTATTCGTGAGTTAGTGCCTCACCCGTCAATTTGGTTG
	GlicE^24       TTTTTTTTATTTCAAGATATCACAGCCACTTTGATGAGCTTGGCTGTTTGAGCAATCAACTCATCTATGGAACTTCTACGTAGTATTCGTGAGTTAGTGCCTCACCCGTCAATTTGGTTG
	GlicE^25      TTTTTTTTATTTCAAGATATCACAGCCACTTTGATGAGCTTGGCTGTTTGAGCAATCAACTCRTCTRTGGAACTTCTACGTAGTATTCGTGAGTTAGTGCCTCACCCGTCAATTTGGTTG
	GlicE^26      TTTTTTTTATTTCAAGATATCACAGCCACTTTGATGAGCTTGGCTGTTTGAGCAATCAACTCGTCTATGGAACTTCTACGTAGTATTCGTGAGTTAGTGCCTCACCCGTCAATTTGGTTG
	GmorB^27    TTTTTTTTATTTCAAGATATCACAGCCACTTTGATGAGCTTGGCTGTTTGAGCAATCAACTCATCTATGGAACTTCTACGTAGTATTCGTGAGTTAGTGCCTCACCCGTCAATTTGGTTG
	GpasB^28    TTTTTTTTATTTCAAGATATCACAGCCACTTTGATGAGCTTGGCTGTTTGAGCAATCAACTCRTCTATGGAACTTCTACGTAGTATTCGTGAGTTAGTGCCTCACCCGTCAATTTGGTTG
	GpasB^29    TTTTTTTTATTTCAAGATATCACAGCCACTTTGATGAGCTTGGCTGTTTGAGCAATCAACTCRTCTATGGAACTTCTACGTAGTATTCGTGAGTTAGTGCCTCACCCGTCAATTTGGTTG


16 120
	GecuC^1     TATACAGTTTTATCAAAAGTAGCTGCCAAAGATTGCCTTCCTAACATACGTTCATGAACGTGTGTTTCAGTTTATAAAATATACTCAAAAATCTTCTAGACAATCCGAGATACAAGGGAA
	GecuP^4      TATACAGTTTTATCAAAAGTAGCTGCCAAAGATTGCCTTCCTAACATACGTTCGTGAACGTGTGTTTCAGTTTATAAAATATACTCAAAAATCTTCTAGACAATCCGAGATACAAGGGAA
	GecuE^8       TATACAGTTTTATCAAAAGTAGCTGCCAAAGATTGCCTTCCTAACATACGTYCRTGAACGTGTGTTTCAGTTTATAAAATATACTCAAAAATCTTCTAGACAATCCGAGATACAAGGGAA
	GecuE^9       TATACAGTTTTATCAAAAGTAGCTGCCAAAGATTGCCTTCCTAACATACGTYCATGAACGTGTGTTTCAGTTTATAAAATATACTCAAAAATCTTCTAGACAATCCGAGATACAAGGGAA
	GlicC^15     TATACAGTTTTATCAAAAGTAGCTGCCAAAGATTGTCTTCCTAACATACGTTCATGAACGTGTGTTTCAGTTTATAAAATATACTCAAATATCTTCTAGACAATCCGAGATACAA-GGAA
	GlicP^17      TATACAGTTTTATCAAAAGTAGCTGCCAAAGATTGCCYTCCTAACATACGTTCRTGAACGTGTGTTTCAGTTTATAAAATATACTCAAAAATCTTCTAGACAATCCGAGATACAAGGGAA
	GlicE^20      TATACAGTTTTATCAAAAGTAGCTGCCAAAGATTGCCTTCCTAACATACGTYCRTGAACGTGTGTTTCAGTTTATAAAATATACTCAAAAATCTTCTAGACAATCCGAGATACAAGGGAA
	GlicE^21      TATACAGTTTTATCAAAAGTAGCTGCCAAAGATTGCCTTCCTAACATACGTYCATGAACGTGTGTTTCAGTTTATAAAATATACTCAAAAATCTTCTAGACAATCCGAGATACAAGGGAA
	GlicE^22      TATACAGTTTTATCAAAAGTAGCTGCCAAAGATTGCCTTCCTAACATACGTYCATGAACGTGTGTTTCAGTTTATAAAATATACTCAAAAATCTTCTAGACAATCCGAGATACAAGGGAA
	GlicE^23       TATACAGTTTTATCAAAAGTAGCTGCCAAAGATTGCCTTCCTAACATACGTCCATGAACGTGTGTTTCAGTTTATAAAATATACTCAAAAATCTTCTAGACAATCCGAGATACAAGGGAA
	GlicE^24       TATACAGTTTTATCAAAAGTAGCTGCCAAAGATTGCCTTCCTAACATACGTTCATGAACGTGTGTTTCAGTTTATAAAATATACTCAAAAATCTTCTAGACAATCCGAGATACAAGGGAA
	GlicE^25      TATACAGTTTTATCAAAAGTAGCTGCCAAAGATTGCCYTNCTAACATACGTYCATGAACGTGTGTTTCAGTNTATAAAATAYACTCAAAAATCTTNTAGACAATCCGAGATACAAGGGAA
	GlicE^26      TATACAGTTTTATCAAAAGTAGCTGCCAAAGATTGCCTTCCTAACATACGTTCATGAATGTGTGTTTCAGTTTATAAAATATACTCAAAAATCTTCTAGACAATCCGAGATACAAGGGAA
	GmorB^27    TATACAGTTTTATCAAAAGTAGCTGCCAAAGATTGCCTTCCTAACATACGTTCGTGAACGTGTGTTTCAGTTTATAAAATATACTCAAAAATCTTCTAGACAATCCGAGATACAAGGGAA
	GpasB^28    TATACAGTTTTATCAAAAGTAGCTGCCAAAGATTGCCTTCCTAACATACGTTCATGAACGTGTGTTTCAGTTTATAAAATATACTCAAAAATCTTCTAGACAATCCGAGATACAAGGGAA
	GpasB^29    TATACAGTTTTATCAAAAGTAGCTGCCAAAGATTGCCTTCCTAACATACGTTCATGAACGTGTGTTTCAGTTTATAAAATATACTCAAAAATCTTCTAGACAATCCGAGATACAAGGGAA


19 120
	GecuC^1     AGTAGTATATCTTACTTTGACATTTGGTCAAGTTCTGGGGATTAGAACAGAAAAGATATGCTAAGCAAAAATTATAAAATATARTCTTTTATTCAAAAACATATTCAAATGTTGATTCAT
	GecuP^4     AGTAGTATATCTTACTTTGACATTTGGTCAAGTTCTGGGGATTAGAACAGAAAAGATATGCTAAGCAAAAATTATAAAATATAATCTTTTATTCAAAAACATATTCAAATGTTGATTCAT
	GecuP^5     AGTAGTATATCTTACTTTGACATTTGGTCAAGTTCTGGGGATTAGAACAGAAAAGATATGCTAAGCAAAAATTATAAAATATAATCTTTTATTCAAAAACATATTCAAATGTTGATTCAT
	GecuP^6      AGTAGTATATCTTACTTTGACATTTGGTCAAGTTCTGGGGATTAGAACAGAAAAGATATGCTAAGCAAAAATTATAAAATATAATCTTTTATTCAAAAACATATTCAAATGTTGATTCAT
	GecuP^7      AGTAGTATATCTTACTTTGACATTTGGTCAAGTTCTGGGGATTAGAACAGAAAAGATATGCTAAGCAAAAATTATAAAATATAGTCTTTTATTCAAAAACATATTCAAATGTTGATTCAT
	GecuE^8      AGTAGTATATCTTACTTTGACATTTGGTCAAGTTCTGGGGATYAGAACAGAAAAGATATGCTAAGCAAAAATTATAAAATATAATCTTTTATTCAAAAACATATTCAAATGTTGATTCAT
	GecuE^9       AGTAGTATATCTTACTTTGACATTTGGTCAAGTTCTGGGGATTAGAACAGAAAAGATATGCTAAGCAAAAATTATAAAATATAATCTTTTATTCAAAAACATATTCAAATGTTGATTCAT
	GecuE^10       AGTAGTATATCTTACTTTGACATTTGGTCAAGTTCTGGGGATTAGAACAGAAAAGATATGCTAAGCAAAAATTATAAAATATAATCTTTTATTCAAAAACATATTCAAATGTTGATTCAT
	GlicC^15     AGTAGTATATCTTACTTTGACATTTGGTCAAGTTCTGGGGATTAGAACAGAAAAGATATGCTAAGCAAAAATTATAAAATATAATCTTTTATTCAAAAACATATTCAAATGTTGATTCAT
	GlicP^17      AGTAGTATATCTTACTTTGACATTTGGTCAAGTTCTGGGGATTAGAACAGAAAAGATATGCTAAGCAAAAATTATAAAATATAATCTTTTATTCAAAAACATATTCAAATGTTGATTCAT
	GlicP^18      AGTAGTATATCTTACTTTGACATTTGGTCAAGTTCTGGGGATTAGAACAGAAAAGATATGCTAAGCAAAAATTATAAAATATAATCTTTTATTCAAAAACATATTCANATGTTGATTCAT
	GlicE^20      AGTAGTATATCTTACTTTGACATTTGGTCAAGTTCTGGGGATTAGAACAGAAAAGATATGCTAAGCAAAAATTATAAAATATAATCTTTTATTCAAAAACATATTCAAATGTTGATTCAT
	GlicE^21      AGTAGTATATCTTACTTTGACATTTGGTCAAGTTCTGGGGATTAGAACAGAAAAGAYATGCTAAGCAAAAATTATAAAATATAATCTTTTATTCAAAAACATATTCAAATGTTGATTCAT
	GlicE^22       AGTAGTATATCTTACTTTGACATTTGGTCAAGTTCTGGGGATTAGAACAGAAAAGAYATGCTAAGCAAAAATTATAAAATATAATYTTTTATTCAAAAACATATTCAAATGTTGATTCAT
	GlicE^23       AGTAGTATATCTTACTTTGACATTTGGTCAAGTTCTGGGGATTAGAACAGAAAAGATATGCTAAGCAAAAATTATAAAATATAATCTTTTATTCAAAAACATATTCAAATGTTGAYTCAT
	GlicE^24      AGTAGTATATCTTACTTTGACATTTGGTCAAGTTCTGGGGATTAGAACAGAAAAGATATGCTAAGCAAAAATTATAAAATATAATCTTTTATTCAAAAACATATTCAAATGTTGATTCAT
	GlicE^25      AGTAGTATATCTTACTTTGACATTTGGTCAAGTTCTGGGGATTAGAACAGAAAAGATATGCTAAGCAAAAATTATAAAATATAATCTTTTATTCAAAAACATATTCAAATGTTGATTCAT
	GmorB^27    AGTAGTATATCTTACTTTGACATTTGGTCAAGTTCTGGGGATYAGAACAGAAAAGATATGCTAAGCAAAAATTATAAAATATAATCTTTTATTCAAAAACATATTCAAATGTTGATTCAT
	GpasB^28    AGTAGTATATCTTACTTTGACATTTGGTCAAGTTCTGGGGATTAGAACAGAAAAGATATGCTAAGCAAAAATTATAAAATATAATCTTTTATTCAAAAACATATTCAAATGTTGATTCAT


17 120
	GecuC^1     ATCTTTTCTGTTGAAAACCGTATATTCAAAACCGAACTTGAGTGTCATTTTATTTTGNTTCAATTCTGAATTNTACTTGCTTTGTTATNTTGTAGTGAATGTTTGAATCTCAAGTTTGTA
	GecuP^4     ATCTTTTCTGTTGAAAACCGTATATTCAAAACCGAACTTGAGTGTCATTTTATTTTGATTCAATTCTGAATTATACTTGCTTTGTTATGTTGTAGTGAATGTTTGAATCTCAAGTTTGTA
	GecuP^5      ATCTTTTCTGTTGAAAACCGTATATTCAAAACCGAACTTGAGTGTCATTTTATTTTGATTCAATTCTGAATTATACTTGCTTTGTTATGTTGTAGTGAATGTTTGAATCTCAAGTTTGTA
	GecuE^8      ATCTTTTCTGTTGAAAACCGTATATTCAAAACCGAACTTGAGTGTCATTTTATTTTGATTCAATTCTGAATTATACTTGCTTTGTTATGTTGTAGTGAATGTTTGAATCTCAAGTTTGTA
	GecuE^9       ATCTTTTCTGTTGAAAACCGTATATTCAAAACCGAACTTGAGTGTCATTTTATTTTGATTCAATTCTGAATTATACTTGCTTTGTTATGTTGTAGTGAATGTTTGAATCTCAAGTTTGTA
	GecuE^10      ATCTTTTCTGTTGAAAACCGTATATTCAAAACCGAACTTGAGTGTCATTTTATTTTGATTCAATTCTGAATTATACTTGCTTTGTTATGTTGTAGTGAATGTTTGAATCTCAAGTTTGTA
	GlicC^15     ATCTTTTCTGTTGAAAAYCGTATATTCAAAACCRAACTTGAGTGTCATTTTATTTTGATTCAATTCTGAATTATACTTGCTTT-TTATGTTGTAGTGAATGTTTGAATCTCAAGTTTGTA
	GlicP^17      ATCTTTTCTGTTGAAAACCGTATATTCCAAACCANACTTGAGTGTCATTTTATTTTGATTCAATTCTGAATTATACTTGCTTT-TTATGTTGTAGTGAATGTTTGAATCTCAAGTTTGTA
	GlicE^20      ATCTTTTCTGTTGAAAACCGTWTATTCAAAACCGAACTTGAGTGTCATTTTATTTTGATTCAATTCTGAATTATACTTGCTTTGTTATGTTGTAGTGAATGTTTGAATCTCAAGTTTGTA
	GlicE^21      ATCTTTTCTGTTGAAAACCGTATATTCCAAACCAAACTTGAGTGTCATTTTATTTTGATTCAATTCTGAATTATACTTGCTTT-TTATGTTGTAGTGAATGTTTGAATCTCAAGTTTGTA
	GlicE^22      ATCTTTTCTGTTGAAAACCGTATATTCAAAACCAAACTTGAGTGTCATTTTATTTTGATTCAATTCTGAATTATACTTGCTTTGTTATGTTGTAGTGAATGTTTGAATCTCAAGTTTGTA
	GlicE^23       ATCTTTTCTGTTGAAAACCGTATATTCAAAACCGAACTTGAGTGTCATTTTATTTTGATTCAATTCTGAATTATACTTGCTTTGTTATGTTGTAGTGAATGTTTGAATCTCAAGTTTGTA
	GlicE^24       ATCTTTTCTGTTGAAAACCGTATATTCAAAACCAAACTTGAGTGTCATTTTATTTTGATTCAATTCTGAATTATACTTGCTTTGTTATGTTGTAGTGAATGTTTGAATCTCAAGTTTGTA
	GlicE^25      ATCTTTTCTGTTGAAAACCGTTTATTCAAAACCGAACTTGAGTGTCATTTTATTTTGATTCAATTCTGAATTATACTTGCTTTGTTATGTTGTAGTGAATGTTTGAATCTCAAGTTTGTA
	GlicE^26      ATCYTTTCTGTTGAAAACCGTATATTCAAAACCGAACTTGAGTGTCATTTTATTTYGATTCAATTCTGAATTATACTTGCTTTRTTATGTTGTAGTSAATGTTTGAATCTCAAGTTTGTA
	GmorB^27    ATCTTTTCTGTTGAAAACCGTATATTCAAAACCGAACTTGAGTGTCATTTTATTTTGATTCAATTCTGAATTATACTTGCCTTGTTATGTTGTAGTGAATGTTTGAATCTCAAGTTTGTA
	GpasB^28    ATCTTTTCTGTTGAAAACCGTATATTCAAAACCGAACTTGAGTGTCATTKTATTTTGATTCAATTCTGAATTATACTTGCTTTGTTATGTTGTAGTGAATGTTTGAATCTCAAGTTTGTA


17 120
	GecuC^1     CCAACATTCCTAATTTCTCGTTTAGATGCAACGCAAAATGACGAGGTACTCCGATTATTGATAAAAGCGTCGCCAAGCGTCGCGACGTTCCCGAAGTGCGCAAGTGTATGAAATGTATTT
	GecuP^4     CCAACATTCCTAATTTCTCGTTTAGATGCAACGCWAAAYGACGAGGTACTCCGATTATTGATAAAAGCGTCGCCAAGCGTCGCGACGTTCCCGAAGTGCGCAAGTGTATGAAATGTATTT
	GecuP^5      CCAACATTCCTAATTTCTCGTTTAGATGCAACGCAAAA-GACGAGGTACTCCGATTATTGATAAAAGCGTCGCCAAGCGTCGCGACGTTCCCGAAGTGCGCAAGTGTATGAAATGTATTT
	GecuE^8      CCAACATTCCTAATTTCTYGTTTAGATGCAACGCAAAAYGACGAGGTACTCCGATTATTGATAAAAGCGTCGCCAAGCGTCGCGACGTTCCCGAAGTGCGCAAGTGTATGAAATGTATTT
	GecuE^9       CCAACATTCCTAATTTCTCGTTTAGATGCAACGCAAAATGACGAGGTACTCCGATTATTGATAAAAGCGTCGCCAAGCGTCGCGACGTTCCCGAAGTGCGCAAGTGTATGAAATGTATTT
	GecuE^10       CCAACATTCCTAATTTCTYGTTTAGATGCAACGCAAAAYGACGAGGTACTCCGATTATTGATAAAAGCGTCGCCAAGCGTCGCGACGTTCCCGAAGTGCGCAAGTGTATGAAATGTATTT
	GlicC^15     CCAACATTCCTAATTTCTCGTTTAGATGCAACGCAAAAYGACGAGRTACTCCGATTATTGATAAAAGCGTCGCCAAGCGTCGCGACGTTCCCGAAGTGCGCAAGTGTATGAAATGTATTT
	GlicP^17      CCAACATTCCTAATTTCTCGTTTAGATGCAACGCAAAATGACGAGGTACTCCGATTATTGATAAAAGCGTCGYCAAGCGTCGCGACGTTCCCGAAGTGCGCAAGTGTATGAAA-GTANTT
	GlicE^20      CCAACATTCCTAATTTCTCGTTTAGATGCAACGCAAAATGACGAGGTACTCCGATTATTGATAAAAGCGTCGCCAAGCGTCGCGACGTTCCCGAAGTGCGCAAGTGTATGAAATGTATTT
	GlicE^21      CCAACATTCCTAATTTCTCGTTTAGATGCAACGCAAAATGACGAGRTACTCCGATTATTGATAAAAGCGTCGYCAAGCGTCGCGACGTTCCCGAAGTGCGCAAGTGTATGAAATGTATTT
	GlicE^22       CCAACATTCCTAATTTCTCGTTTAGWTGMAACGCAAAATGACGAGGTACTCCGATTATTGATAAAAGCGTCGCCAAGCGTCGCGACGTTCCCGAAGTGCGCAAGTGTATGAAATGTATTT
	GlicE^23       CCAACATTCCTAATTTCTCGTTTAGATGCAACGCAAAAYGACGAGGTACTCCGATTATTGATAAAAGCGTCGCCAAGCGTCGCGACGTTCCCGAAGTGCGCAAGTGTATGAAATGTATTT
	GlicE^24      CCAACATTCCTAATTTCTYGTTTAGATGCAACGCAAAATGACGAGRTACTCCGATTATTGATAAAAGCGTCGCCAAGCGTCGCGACGTTCCCGAAGTGCGCAAGTGTATGAAATGTATTT
	GlicE^25      CCAACATTCCTAATTTCTCGTTTAGATGCAACGCAAAATGACGAGGTACTCCGATTATTGATAAAAGCGTCGTCAAGCGTCGCGACGTTCCCGAAGTGCGCAAGTGTATGAAATGTATTT
	GmorB^27    CCAACATTCCTAATTTCTCGTTTAGATGCAACGCWAAATGACGAGGTACTCCGATTATTGATAAAAGCGTCGCCAAGCGTCGCGACGTTCCCGAAGTGCGCAAGTGTATGAAATGTATTT
	GpasB^28    CCAACATTCCTAATTTCTCGTTTAGATGCAACGCAAAATGACGAGGTACTCCGATTATTGATAAAAGCGTCGCCAAGCGTCGCGACGTTCCCGAAGTGCGCAAGTGTATGAAATGTATTT
	GpasB^29    CCAACATTCCTAATTTCTCGTTTAGATGCAACGCARAATGACGAGGTACTCCGATTATTGATAAAAGCGTCGCCAAGCGTCGCGACGTTCCCGAAGTGCGCAAGTGTATGAAATGTATTT


19 120
	GecuC^1     GGGGCCTTTATACACCTTTTGAGAACACTACGTCACACGTTCTTATCCTATGACGTTCGTTGGCCTTGTACGTGACGCGTACAGGCAAATCTCTTTACCACACATTATTTCACAATTCCA
	GecuP^4     GGGGCCTTTATACACCTTTTGAGAACACTACGTCACACGTTCTTATCCTATGACGTTCGTTGGCCTTGTACGTGACGCGTACAGGCAAATCTCTTTACCACACATTAYTTCACAATTCCA
	GecuP^5     GGGGCCTTTATACACCTTTTGAGAACACTACGTCACACGTTCTTATCCTATGACGTTCNTTGGCCTTGTACGTGACGCGTACAGGCAAATCTCTTTACCACACATTANTTCACAATTCCA
	GecuP^6      GGGGCCTTTATACACCTTTTGAGARCACTACGTCACACGTTCTTATCCTATGACGTTCGTTGGCCTTGTACGTGACGCGTACAGGCAAATCTCTTTACCACACATTAYTTCACAATTCCA
	GecuP^7      GGGGCCTTTATACACCTTTTGAGAACACTACGTCACAYGTTCTTATCCTATGACGTTCGYTGGCCTTGTACGTGACGCGTACAGGCAAATCTCTTTACCACACATTACTTCACAATTCCA
	GecuE^8      GGGGCCTTTATACACCTTTTGAGAACACTACGTCACAYGTTCTTATCCTATGACGTTCGYTGGCCTTGTACGTGACGCGTACAGGCAAATCTCTTTACCACACATTACTTCACAATTCCA
	GecuE^9       GGGGCCTTTATACACCTTTTGAGAACACTACGTCACAYGTTCTTATCCTATGACGTTCGYTGGCCTTGTACGTGACGCGTACAGGCAAATCTCTTTACCACACATTATTTCACAATTCCA
	GecuE^10       GGGGCCTTTATACACCTTTTGAGAACACTACGTCACACGTTCTTATCCTATGACGTTCGTTGGCCTTGTACGTGACGCGTACAGGCAAATCTCTTTRCCACACATTACTTCACAATTCCA
	GecuE^11      GGGGCCTTTATACACCTTTTGAGARCACTACGTCACACGTTCTTATCCTATGACGTTCGTTGGCCTTGTACGTGACGCGTACAGGCAAATCTCTTTACCACACATTAYTTCACAATTCCA
	GlicC^15     GGGGCCTTTATACACCTTTTGAGAACACTACGTCACACGTTCTTATCCTATGACGTTCGTTTGCCTTGTACGTGACGCGTACAGGCAAATCTCTTTACCACACATTATTTCACAATTCCA
	GlicP^17      GGGGCCNTTATACACCTTTTGAGAACACTACGTCACACGTTCTTATCCTATGACGTTCGTTNGCNTTGTACGTGACGCGTACAGGCAAATCTCTTTACCACACATTANTTCACAATTCCA
	GlicE^20      GGGGCCTTTATACACCTTTTGAGAACACTACGTCACACGTTCTTATCCTATGACGTTCKTTKGCCTTGTACGTGACGCGTACAGGCAAATCTCTTTACCACACATTATTTCACAATTCCA
	GlicE^21      GGGGCCTTTATACACCTTTTGAGAACACTACGTCACACGTTCTTATCCTATGACGTTCGTTKGCCTTGTACGTGACGCGTACAGGCAAATCTCTTTACCACACATTAYTTCACAATTCCA
	GlicE^22       GGGGCCTTTATACACCTTTTGAGAACACTACGTCACACGTTCTTATCCTATGACGTTCGTTGGCCTKGTACGTGACGCGTACAGGCAAATCTCTTTACCACACATTACTTCACAATTCCA
	GlicE^23       GGGGCCTTTATACAMCTTTTGAGAACACTACGTCACACGTTCTTATCCTATGACGTTCGTTGGCCTTGTACGTGACGCGTACAGGCAAATCTCTTTACCACACATTACTTCACAATTCCA
	GlicE^24      GGGGCCTTTATACACCTTTTGAGAACACTACGTCACACGTTCTTATCCTATGACGTTCGTTGGCCTTGTACGTGACGCGTACAGGCAAATCTCTTTACCACACATTACTTCACAATTCCA
	GlicE^25      GGGGCCTTTATACACCTTTTGAGAACACTACGTCACACGTTCTTATCCTATGACGTTCGTTKGCCTTGTACGTGACGCGTACAGGCAAATCTCTTTAYCACACATTAYTTCACAATTCCA
	GmorB^27    GGGGCCTTTATACACCTTTTGAGAACACTACGTCACACGTTCTTRTCCTATGACGTTCGTTGGCCTTGTACGTGACGCGTACAGGCAAATCTCTTTACCACACATTACTTCACAATTCCA
	GpasB^28    GGGGCCTTTATACACCTTTTGAGAACACTACGTCACACGTTCTTATCCTATGACGTTCGTTGGCCTTGTACGTGACGCGTACAGGCAAATCTCTTTACCACACATTACTTCACAATTCCA


16 120
	GecuC^1     CAATGTGGATGCACCAGTCTCTACGACGATCCCAGGACAGAACCATCAAAAAGCAATAACTCAAAGAAACATCTTTGATGTACGCCAACTGATCAAAGAAGACCGACATGTGACATATTG
	GecuP^4     CAATGTGGATGCACCAGTCTCTACGACGATYCCAGGACAGAACCATCAAAAAGCAATAACTCAAAGAAACATCTTTGATGTACGCCAACTGATCAAAGAAGACCGACATGTGACATATTG
	GecuP^5     CAATGTGGATGCACCAGTCTCTACGACGATNCCAGGACAGAACCATCAAAAAGCAATAACTCAAAGAAACATCTTTGATGTACGCCAACTGATCAAAGAAGACCGACATGTGACATATTG
	GecuP^6      CAATGTGGATGCACCAGTCTCTACGACGATCCCAGGACAGAACCATCAAAAAGCAATAACTCAAAGAAACATCTTTGATGTACGCCAACTGATCAAAGAAGACCGACATGTGACATATTG
	GecuE^8      CAATGTGGATGCACCAGTCTCTACGACGATYCCAGGACAGAACCATCAAAAAGCAATAACTCAAAGAAACATCTTTGATGTACGCCAACTGATCAAAGAAGACCGACATGTGACATATTG
	GecuE^9       CAATGTGGATGCACCAGTCTCTACGACGATYCCAGGACAGAACCATCAAAAAGCAATAACTCAAAGAAACATCTTTGATGTACGCCAACTGATCAAAGAAGACCGACATGTGACATATTG
	GecuE^10       CAATGTGGATGCACCAGTCTCTACGACGATCCCAGGACAGAACCATCAAAAAGCAATAACTCAAAGAAACATCTTTGATGTACGCCAACTGATCAAAGAAGACCGACATGTGACATATTG
	GlicC^15     CAATGTGGNTGCACCAGTCTCTACGACGATCCCAGGACAGAACCATCAAAAAGCAATAACT-AAAGAAACATCTTTGATGTACGCCAACTGATCAAAGAAGACCGACATGTGACATATTG
	GlicP^17      CAATGTGGATGCACCAGTCTCTACGACGATCCCAGGACAGAACCATCAAAAAGCAATAACTCAAAGAAACATCTTTGATGTACGCCAACTGATCAAAGAAGACCGACATGTGACATATTG
	GlicE^20      CAATGTGGATGCACCAGTCTCTACGACGATCCCAGGACAGAACCATCAAAAAGCAATAACTCAAAGAAACATCTTTGATGTACGCCAACTGATCAAAGAAGACCGACATGTGACATATTG
	GlicE^21       CAATGTGGATGCACCAGTCTCTACGACGATCCCAGGACAGAACCATCAAAAAGCAATAACTCAAAGAAACATCTTTGATGTACGCCAACTGATCAAAGAAGACCGACATGTGACATATTG
	GlicE^22       CAATGTGGATGCACCAGTCTCTACGACGATCCCAGGACAGAACCATCAAAAAGCAATAACTCAAAGAAACATCTTTGATGTACGCCAACTGATCAAAGAAGACCGACATGTGACATATTG
	GlicE^23      CAATGTGGATGCACCAGTCTCTACGACGATCCCAGGACAGAACCATCAAAAAGCAATAACTCAAAGAAACATCTTTGATGTACGCCAACTGATCAAAGAAGACCGACATGTGACATATTG
	GlicE^24      CAATGTGGATGCACCAGTCTCTACGACGATCCCAGGACAGAACCATCAAAAAGCAATAACTCAAAGAAACATCTTTGATGTACGCCAACTGATCAAAGAAGACCGACATGTGACATATTG
	GmorB^27    CAATGTGGATGCACCAGTCTCTACGACGATCCCAGGACAGAACCATCAAAAAGCAATAACTCAAAGAAACATCTTTGATGTACGCCAACTGATCAAAGAAGACCGACATGTGACATATTG
	GpasB^28    CAATGTGGATGCACCAGTCTCTACGACGATTCCAGGACAGAACCATCAAACAGCAATAACTCAAAGAAACATCTTTGATGTACGCCAACTGATCAAAGAAGACCGACATGTGACATATTG


19 120
	GecuC^1     TTGTTCTCGACCCTGGAAATAGATCTGRATGCTACTAGGTCTCAACACAACACTGGACTTTTGACGGGAAATGGAATGAAAATTGATTAGGTTTACTCTACACATAWACGAGTATTTCTT
	GecuP^4     TTGTTCTCGACCCTGGAAATAGATCTGGATRCTACTAGGTCTCAACACAACACTGGACTTTTGACGGGAAATGGAATGAAAATTGATTAGGTTTACTCTACACATATACGAGTATTTCTT
	GecuP^5     TTGTTCTCGACCCTGGAAATAGATCTGGATGCTACTAGGTTTCAACACAACACTGGACTTTTGACGGGAAATGGAATGAAAATTGATTAGGTTTACTCTACACATAAACGAGTATTTCTT
	GecuP^6      TTGTTCTCGACCCTGGAAATAGATCTGGATRCTACTAGGTCTCAACACAACACTGGACTTTTGACGGGAAATGGAATGAAAATTGATTAGGTTTACTCTACACATATACGAGTATTTCTT
	GecuP^7      TTGTTCTCGACCCTGGAAATAGATCTGGATACTACTAGGTCTCAACACAACACTGGACTTTTGACGGGAAATGGAATGAAAATTGATTAGGTTTACTCTACACATATACGAGTATTTCTT
	GecuE^8      TTGTTCTCGACCCTGGAAATAGATCTGGATRCTACTAGGTCTCAACACAACACTGGACTTTTGACGGGAAATGGAATGAAAATTGATTAGGTTTACTCTACACATATACGAGTATTTCTT
	GecuE^9       TTGTTCTCGACCCTGGAAATAGATCTGGATRCTACTAGGTCTCAACACAACACTGGACTTTTGACGGGAAATGGAATGAAAATTGATTAGGTTTACTCTACACATATACGAGTATTTCTT
	GecuE^10       TTGTTCTCGACCCTGGAAATAGATCTGGATACTACTAGGTCTCAACACAACACTGGACTTTTGACGGGAAATGGAATGAAAATTGATTAGGTTTAYTCTACACATATACGAGTATTTCTT
	GecuE^11      TTGTTCTCGACCCTGGAAATAGATCTGGATACTACTAGGTCTCAACACAACACTGGACTTTTGACGGGAAATGGAATGAAAATTGATTAGGTTTAYTCTACACATATACGAGTATTTCTT
	GlicC^15     TTGTTNTCGACCCTGGAAATAGATCTGGATACTACTAGGTCTCAACACAACACTNGACTTTTGACGGGAAATGGAATGAAAATTGATTAGGTTTACTCTACACATATACGAGTATTNCTT
	GlicP^17      TTGTTATCGACCCTGGAAATAGATCTGGATACTACTAGGTCTCAACACAACACTGGACTTTTGACGGGAAATGGAATGAAAATTGATTAGGTTTACTCTACACATATACGAGTATTYCTT
	GlicE^20      TTGTTCTCGACCCTGGAAATAGATCTGGATACTACTAGGTCTCAACAYAACACTGGACTTTTGACGGGAAATGGAATGAAAATTGATTAGGTTTACTCTACACATATACGAGTATTTCTT
	GlicE^21      TTGTTCTCGACCCTGGAAATAGATCTGGATACTACTAGGTCTCAACACAACACTGGACTTTTGACGGGAAATGGAATGAAAATTGATTAGGTTTACTCTACACATATACGAGTATTTCTT
	GlicE^22       TTGTTATCGACCCTGGAAATAGATCTGGATACTACTAGGTCTCAACACAACACTGGACTTTTGACGGGAAATGGAATGAAAATTGATTAGGTTTACTCTACACATATACGAGTATTCCTT
	GlicE^23       TTGTTMTCGACCCTGGAAATAGATCTGGATACTACTAGGTCTCAACACAACACTGGACTTTTGACGGGAAATGGAATGAAAATTGATTAGGTTTACTCTACACATATACGAGTATTYCTT
	GlicE^24      TTGTTMTCGACCCTGGAAATAGATCTGGATACTACTAGGTCTCAACACAACACTGGACTTTTGACGGGAAATGGAATGAAAATTGATTAGGTTTACTCTACACATATACGAGTATTYCTT
	GmorB^27    TTGTTCTCGACCCTGGAAATAGATCTGGATACTACTAGGTCTCAACACAACACTGGACTTTTGACGGGAAATGGAATGAAAATTGATTAGGTTTACTCTACACATATACGAGTATTTCTT
	GpasB^28    TTGTTCTCGACCCTGGAAATAGATCTGGATACTACTAGGTCTCAACACAACACTGGACTTTTGACGGGAAATGGAATGAAAATTGATTAGGTTTACTCTACACATATACGAGTATTTCTT
	GpasB^29    TTGTTCTCGACCCTGGAAATAGATCTGGATACTACTAGGTCTCAACACAACACTGGACTTTTGACGGGAAATGGAATGAAAATTGATTAGGTTTACTCTACACATATACGAGTATTTCTT


20 120
	GecuC^1     TGTAATAATGGATACTGTATCCGGTATGGGAACTTTGGTGAATTAGGATTCGACATCAAAGCTGACGAGTAAATCGCCAGGATTTATCGTCAACTCCTTCAGTCGTTGGACGAAATGTTG
	GecuP^4     TGTAATAATGGATACTGTATCCGGTATGGGAACTTTGGTGAATTAGGATTCGACATCAAAGCTGACGAGTAAATCGCCAGGATTTATCGTCAACTCCTTCAGTCGTTGGACGAAATGTTG
	GecuP^5      TGTAATAATGGATACTGTATCCGGTATGGGAACTTTGGTGAATTAGGATTCGACATCAAAGCTGACGAGTAAATCGCCAGGATTTATCGTCAACTCCTTCAGTCGTTGGACGAAATGTTG
	GecuE^8      TGTAATAATGGATACTGTATCCGGTATGGGAACTTTGGTGAATTAGGATTCGACATCAAAGCTGACGAGTAAATCGCCAGGATTTATCGTCAACTCCTTCAGTCGTTGGACGAAATGTTG
	GecuE^9       TGTAATAATGGATACTGTATCCGGTATGGGAACTTTGGTGAATTAGGATTCGACATCAAAGCTGACGAGTAAATCGCCAGGATTTATCGTCAACTCCTTCAGTCGTTGGACGAAATGTTG
	GecuE^10       TGTAATAATGGATACTGTATCCGGTATGGGAACTTTGGTGAATTAGGATTCGACATCAAAGCTGACGAGTAAATCGCCAGGATTTATCGTCAACTCCTTCAGTCGTTGGACGAAATGTTG
	GecuE^11      TGTAATAATGGATACTGTATCCGGTATGGGAACTTTGGTGAATTAGGATTCGACATCAAAGCTGACGAGTAAATCGCCAGGATTTATCGTCAACTCCTTCAGTCGTTGGACGAAATGTTG
	GlicC^15     TGTAATAATGGATACTGTATCCGGTATGGGAACTTTGGTGAATTAGGATTCGACATCAAAGCTGACGAGTAAATCGCCAGGATTTATCGTCAACYCCTTCAGTCGTTGGACGAAATGTTG
	GlicP^17      TGTAATAATGGATACTGTATCCGGTATGGGAACTTTGGTGAATTAGGATTCGACATCAAAGCTGACGAGTAAATCGCCAGGATTTATCGTCAACTCCTTCAGTCGTTGGACGAAATGTTG
	GlicP^18      TGTAATAATGGATACTGTATCCGGTATGGGAACTTTGGTGAATTAGGATTCGACATCAAAGCTGACGAGTAAATCGCCAGGATTTATCGTCAACTCCTTCAGTCRTTGGACGAAATGTTG
	GlicE^20      TGTAATAATGGATACTGTATCCGGTATGGGAACTTTGGTGAATTAGGATTCGACATCAAAGCTGACGAGTAAATCGCCAGGATTTATCGTCAACYCCTTCAGTCGTTGGACGAAATGTTG
	GlicE^21      TGTAATAATGGATACTGTATCCGGTATGGGAACTTTGGTGAATTAGGATTCGACATCAAAGCTGACGAGTAAATCGCCAGGATTTATCGTCAACYCCTTCAGTCGTTGGACGAAATGTTG
	GlicE^22      TGTAATAATGGATACTGTATCCGGTATGGGAACTTTGGTGAATTAGGATTCGACATCAAAGCTGACGAGTAAATCGCCAGGATTTATCGTCAACTCCTTCAGTCGTTGGACGAAATGTTG
	GlicE^23       TGTAATAATGGATACTGTATCCGGTATGGGAACTTTGGTGAATTAGGATTCGACATCAAAGCTGACGAGTAAATCGCCAGGATTTATCGTCAACTCCTTCAGTCGTTGGACGAAATGTTG
	GlicE^24       TGTAATAATGGATACTGTATCCGGTATGGGAACTTTGGTGAATTAGGATTCGACATCAAAGCTGACGAGTAAATCGCCAGGATTTATCGTCAACTCCTTCAGTCGTTGGACGAAATGTTG
	GlicE^25      TGTAATAATGGATACTGTATCCGGTATGGGAACTTTGGTGAATTAGGATTCGACATCAAAGCTGACGAGTAAATCGCCAGGATTTATCGTCAACTCCTTCAGTCGTTGGACGAAATGTTG
	GlicE^26      TGTAATAATGGATACTGTATCCGGTATGGGAACTTTGGTGAATTAGGATTCGACATCAAAGCTGACGAGTAAATCGCCAGGATTTATCGTCAACTCCTTCAGTCGTTGGACGAAATGTTG
	GmorB^27    TGTAATAATGGATACTGTATCCGGTATGGGAACTTTGGTGAATTAGGATTCGACATCAAAGCTGACGAGTAAATCGCCAGGATTTATCGTCAACTCCTTCAGTCGTTGGACGAAATGTTG
	GpasB^28    TGTAATAATGGATACTGTATCCGGTATGGGAACTTTGGTGAATTAGGATTCGACATCAAAGCTGACGAGTAAATCGCCAGGATTTATCGTCAACTCCTTCAGTCGTTGGACGAAATGTTG
	GpasB^29    TGTAATAATGGATACTGTATCCGGTATGGGAACTTTGGTGAATTAGGATTCGACATCAAAGCTGACGAGTAAATCGCCAGGATTTATCGTCAACTCCTTCAGTCGTTGGACGAAATGTTG


19 120
	GecuC^1     ATTGTGAATCGCCTATTCCCTACCGGTCGTAGGCTTACAACAAAAAATAGATGCAAATTTCCTACGAATACCGTGTAATAAGGAAATGTGGTATACATTTATACAAATCACGTTTACACA
	GecuP^4     ATTGTGAATCGCCTATTCCCTACCGGTCGTAGGCTTACAACAAAAAATAGATGCAAATTTCCTACGAATACCGTGTAATAAGGAAATGTGGTATACATTTATACAAATCACGTTTACACA
	GecuP^5     ATTGTGAATCGCCTATTCCCTACCGGTCGTAGGCTTACAACAAAAAATAGATGCAAATTTCCTACGAATACCGTGTAATAAGGAAATGTGGTATACATTTATACAAATCACGTTTACACA
	GecuP^6      ATTGTGAATCGCCTATTCCCTACCGGTCGTAGGCTTACAACAAAAAATAGATGCAAATTTCCTACGAATACCGTGTAATAAGGAAATGTGGTATACATTTATACAAATCANGTTTACACA
	GecuE^8      ATTGTGAATCGCCTATTCCCTACCGGTCGTAGGCTTACAACAAAAAATAGATGCAAATTTCCTACGAATACCGTGTAATAAGGAAATGTGGTATACATTTATACAAATCACGTTTACACA
	GecuE^9       ATTGTGAATCGCCTATTCCCTACCGGTCGTAGGCTTACAACAAAAAATAGATGCAAATTTCCTACGAATACCGTGTAATAAGGAAATGTGGTATACATTTATACAAATCACGTTTACACA
	GecuE^10       ATTGTGAATCGCCTATTCCCTACCGGTCGTAGGCTTACAACAAAAAATAGATGCAAATTTCCTACGAATACCGTGTAATAAGGAAATGTGGTATACATTTATACAAATCACGTTTACACA
	GecuE^11      ATTGTGAATCGCCTATTCCCTACCGGTCGTAGGCTTACAACAAAAAATAGATGCAAATTTCCTACGAATACCGTGTAATAAGGAAATGTGGTATACATTTATACAAATCACGTTTACACA
	GlicC^15     ATTGTGAATCGCCTATTCCCTACCGGTCGTAGGCTTACAACAAAAAATAGATGCAAATTTCCTACGAATACCGTGTAATAAGGAAATGTGGTATACATTTATACAAATCACGTTTACACA
	GlicP^17      ATTGTGAATCGCCTATTCCCTACCGGTCGTAGGCTTACAACAAAAAATAGATGCAAATTTCCTACGAATACCGTGTAATAAGGAAATGTGGTMTACATTTATACAAATCACGTTTACACA
	GlicE^20      ATTGTGAATCGCCTATTCCCTACCGGTCGTAGGCTTACAACAAAAAATAGATGCAAATTTCCTACGAATACCGTGTAATAAGGAAATGTGGTMTACATTTATACAAATCACGTTTACACA
	GlicE^21      ATTGTGAATCGCCTATTCCCTACCGGTCGTAGGCTTACAACAAAAAATAGATGCAAATTTCCTACGAATACCGTGTAATAAGGAAATGTGGTATACATTTATACAAATCACGTTTACACA
	GlicE^22      ATTGTGAATCGCCTATTCCCTACCGGTCGTAGGCTTACAACAAAAAATAGATGCAAATTTCCTACGAATACCGTGTAATAAGGAAATGTGGTCTACATTTATACAAATCACGTTTACACA
	GlicE^23       ATTGTGAATCGCCTATTCCCTACCGGTCGTAGGCTTACAACAAAAAATAGATGCAAATTTCCTACGAATACCGTGTAATAAGGAAATGTGGTMTACATTTATACAAATCACGTTTACACA
	GlicE^24       ATTGTGAATCGCCTATTCCCTACCGGTCGTAGGCTTACAACAAAAAATAGATGCAAATTTCCTACGAATACCGTGTAATAAGGAAATGTGGTMTACATTTATACAAATCACGTTTACACA
	GlicE^25      ATTGTGAATCGCCTATTCCCTACCGGTCGTAGGCTTACAACAAAAAATAGATGCAAATTTCCTACGAATACCGTGTAATAAGGAAATGTGGTMTACATTTATACAAATCACGTTTACACA
	GlicE^26      ATTGTGAATCGCCTATTCCCTACCGGTCGTAGGCTTACAACAAAAAATAGATGCAAATTTCCTACGAATACCGTGTAATAAGGAAATGTGGTATACATTTATACAAATCACGTTTACACA
	GmorB^27    ATTGTGAATCGCCTATTCCCTACCGGTCGTAGGCTTACAACAAAAAATAGATGCAAATTTCCTACGAATACCGTGTAATAAGGAAATGTGGTMTACATTTATACAAATCACGTTTACACA
	GpasB^28    ATTGTGAATCGCCTATTCCCTACCGGTCGTAGGCTTACAACAAAAAATAGATGCAAATTTCCTACGAATACCGTGTAATAAGGAAATGTGGTATACATTTATACAAATCACGTTTACACA


17 120
	GecuC^1     CACAAATGCAAGTGAKGAGGTGAAAAATATAAAGAACACCAAAGTRGAGAAGAAAAGAAAGCTGGTATTGAAAACGAAAATGTAACGGTTTATTGCTTCGATTTACAGGAAGTAGTTCCA
	GecuP^4     CACAAATGCAAGTGATGAGGTGAAAAATATAAAGAACACCAAAGTAGAGAAGAAAAGAAAGCTGGTATTGAAAACGAAAATGTAACGGTTTGTTGCTTCGATTTACAGGAAGTAGWTCCA
	GecuP^5      CACAAATGCAAGTGATGAGGTGAAAAATATAAAGAACACCAAAGTAGAGAAGAAAAGAAAGCTGGTATTGAAAACGAAAATGTAACGGTTTGTTGCTTCGATTTACAGGAAGTAGYTCCA
	GecuE^8       CACAAATGCAAGTGAKGAGGTGAAAAATATAAAGAACACCAAAGTAGAGAAGAAAAGAAAGCTGGTATTGAAAACGAAAATGTAACGGTTTGTTGCTTCGATTTACAGGAAGTAGWTCCA
	GecuE^9       CACAAATGCAAGTGAGGAGGTGAAAAATATAAAGAACACCAAAGTAGAGAAGAAAAGAAAGCTGGTATTGAAAACGAAAATGTAACGGTTTGTTGCTTCGATTTACAGGAAGTAGTTCCA
	GecuE^10      CACAAATGCAAGTGAKGAGGTGAAAAATATAAAGAACACCAAAGTAGAGAAGAAAAGAAAGCTGGTATTGAAAACGAAAATGTAACGGTTTRTTGCTTCGATTTACAGGAAGTAGTTCCA
	GlicC^15     CACAAATGCAAGTGAGGAGATGAAAAATATAAAGAACACCAAAGTAGAGAAGAAAAGAAAGCTGGTATTGAAAACGAAAATGTAACGGTTTGTTGCTTCGATTTACAGGAAGTAGTTCCA
	GlicP^17      CACAAATGCAAGTGATGAGGTGAAAAATATAAAGAACACCAAAGTAGAGAAGAAAAGAAAGCTGGTATTGAAAACGAAAATGTAACGGTTTGTTGCTTCGATTTACAGGAAGTAGTTCCA
	GlicE^20      CACAAATGCAAGTGAGGAGGTGAAAAATATAAAGAACACCAAAGTAGAGAAGAAAAGAAAGCTGGTATTGAAAACGAAAATGTAACGGTTTGTTGCTTCGATTTACAGGAAGTAGTTCCA
	GlicE^21      CACAAATGCAAGTGAGGAGATGAAAAATATAAAGAACACCAAAGTAGAGAAGAAAAGAAAGCTGGTATTGAAAACGAAAATGTAACGGTTTGTTGCTTCGATTTACAGGAAGTAGTTCCA
	GlicE^22      CACAAATGCAAGTGAGGAGGTGAAAAATATAAAGAACACCAAAGTAGAGAAGAAAAGAAAGCTGGTATTGAATACGAAAATGCAACGGTTTGTTGCTTCGATTTACAGGAAGTAGTTCCA
	GlicE^23       CACAAATGCAAGTGATGAGGTGAAAAATATAAAGAACACCAAAGTAGAGAAGAAAAGAAAGCTGGTATTGAAAACGAAAATGTAACGGTTTGTTGCTTCGATTTACAGGAAGTAGTTCCA
	GlicE^24       CACAAATGCAAGTGAKGAGGTGAAAAATATAAAGAACACCAAAGTAGAGAAGAAAAGAAAGCTGGTATTGAAAACGAAAATGTAACGGTTTGTTGCTTCGATTTACAGGAAGTAGTTCCA
	GlicE^25      CACAAATGCAAGTGAKGAGRTGAAAAATATAAAGAACACCAAAGTAGAGAAGAAAAGAAAGCTGGTATTGAAAACGAAAATGTAACGGTTTRTTGCTTCGATTTACAGGAAGTAGTTCCA
	GmorB^27    CACAAATGCAAGTGATGAGGTGAAAAATATAAAGAACACCAAAGTAGAGAAGAAAAGAAAGCTGGTATTGAAAACGAAAATGTAACGGTTTGTTGCTTCGATTTACAGGAAGTAGTTCCA
	GpasB^28    CACAAATGCAAGTGAGGAGGTGAAAAATATAAAGAACACCAAAGTAGAGAAGAAAAGAAAGCTGGTATTGAAAACGAAAATGTAACGGTTTGTTGCTTCGATTTACAGGAAGTAGTTCCA
	GpasB^29    CACAAATGCAAGTGAGGAGGTGAAAAATATAAAGAACACCAAAGTAGAGAAGAAAAGAAAGCTGGTATTGAAAACRAAAATGTAACGGTTTGTTGCTTCGATTTACAGGAAGTAGTTCCA


17 120
	GecuC^1     CATGAATCAGGTGTAGAAATGGCAATGTCCATATAGTCCCCTAGAGAAAACCTTGCTTGAGCTAAYGATTTCAGATCATCAGCTCCTTTCTGTCCAGTTACAGTTGTTCCAATCTCTCTC
	GecuP^4     CATGARTCAGGTGTAGAAATGGCAATGTCCATATAGTCCCCTAGAGAAAACCTTGCTTGAGCTAACGATTTCAGATCATCAGCTCCTTTCTGTCCAGTTACAGTTGTTCCAATCTCTCTC
	GecuP^5     CATGAATCAGGTGTAGAAATGGCAATGTCCATATAGTCCCCTAGAGAAAACCTTGCTTGAGCTAAYGATTTCAGATCATCAGCTCCTTTCTGTCCAGTTACAGTTGTTCCAATCTCTCTC
	GecuP^6      CATGARTCAGGTGTAGAAATGGCAATGTCCATATAGTCCCCTAGAGAAAACCTTGCTTGAGCTAACGATTTCAGATCATCAGCTCCTTTCTGTCCAGTTACAGTTGTTCCAATCTCTCTC
	GecuE^8      CATGAATCAGGTGTAGAAATGGCAATGTCCATATAGTCCCCTAGAGAAAACCTTGCTTGAGCTAACGATTTCAGATCATCRGCTCCTTTCTGTCCAGTTACAGTTGTTCCAATCTCTCTC
	GecuE^9       CATGAATCAGGTGTAGAAATGGCAATGTCCATATAGTCCCCTAGAGAAAACCTTGCTTGAGCTARCGATTTCAGATCATCAGCTCCTTTCTGTCCAGTTACAGTTGTTCCAATCTCTCTC
	GecuE^10       CATGAATCAGGTGTAGAAATRGCAATGTCCATATAGTCCCCTAGAGAAAACCTTGCTTGAGCTAACGATTTCAGATCATCAGCTCCTTTCTGTCCAGTTACAGTTGTTCCAATCTCTCTC
	GecuE^11      CATGAATCAGGTGTAGAAATGGCAATGTCCATATAGTCCCCTAGAGAAAACCTTGCTTGAGCTAACGATTTCAGATCATCAGCTCCTTTCTGTCCAGTTACAGTTGTTCCAATCTCTCTC
	GlicC^15     CAYGAATCAGGTGTAGAAATGGCAATGTCCATATAGTCCCCTAGAGAAAACCTTGCTTGAGCTAACGATTTCAGATCATCAGCTCCTTTCTGTCCAGTTACAGTTGTTCCAATCTCTCTC
	GlicP^17      CATGAATCAGGTGTAGAAATGGCAATGTCCATATAGTCCCCTAGAGAAAAYCTTGCTTGAGCTAACGATTTCAGATCATCAGCTCCTTTCTGTCCAGTTACAGTTGTTCCAATCTCTCTC
	GlicE^20      CATGAATCAGGTGTAGAAATGGCAATGTCCATATAGTCCCCTAGAGAAAACCTTGCTTGAGCTAAYGATTTCAGATCATCAGCTCCTTTCTGTCCAGTTACAGTTGTTCCAATCTCTCTC
	GlicE^21       CATGAATCAGGTGTAGAAATGGCAATGTCCATATAGTCCCCTAGAGAAAACCTTGCTTGAGCTAAYGATTTCAGATCATCAGCTCCTTTCTGTCCAGTTACAGTTGTTCCAATCTCTCTC
	GlicE^22       CATGAATCAGGTGTAGAAATGGCAATGTCCATATAGTCCCCTAGAGAAAACCTTGCTTGAGCTARCGATTTCAGATCATCAGCTCCTTTCTGTCCAGTTACAGTTGTTCCAATCTCTCTC
	GlicE^23      CAYGAATCAGGTGTAGAAATGGCAATGTCCATATAGTCCCCTAGAGAAAACCTTGCTTGAGCTAACGATTTCAGATCATCAGCTCCTTTCTGTCCAGTTACAGTTGTTCCAATCTCTCTC
	GlicE^24      CATGAATCAGGTGTAGAAATGGCAATGTCCATATAGTCCCCTAGAGAAAACCTTGCTTGAGCTAAYGATTTCAGATCATCAGCTCCTTTCTGTCCAGTTACAGTTGTTCCAATCTCTCTC
	GmorB^27    CATGAATCAGGTGTAGAAATGGCAATGTCCATATAGTCCCCTAGAGAAAACCTTGCTTGAGCTAAYGATTTCAGATCATCAGCTCCTTTCTGTCCAGTTACAGTTGTTCCAATCTCTCTC
	GpasB^28    CATGAATCAGGTGTAGAAATGGCAATGTCCATATAGTCCCCTAGAGAAAACCTTGCTTGAGCTAACGATTTCAGATCATCAGCTCCTTTCTGTCCAGTTACAGTTGTTCCAATCTCTCTC


