CIPRES_THREADSPP=4
CIPRES_NP=12
running:
 raxmlHPC-HYBRID -T 4 -n Noctuidae_26_just_Copibryophila -s infile.txt -m GTRCAT -q part.txt -c 25 -p 12345 -f a -N 1000 -x 12345 -o MM09888
CIPRES_THREADSPP=4
CIPRES_NP=12
running:
 raxmlHPC-HYBRID -T 4 -n Noctuidae_26_just_Copibryophila -s infile.txt -m GTRCAT -q part.txt -c 25 -p 12345 -f a -N 1000 -x 12345 -o MM09888
CIPRES_THREADSPP=4
CIPRES_NP=12
running:
 raxmlHPC-HYBRID -T 4 -n Noctuidae_26_just_Copibryophila -s infile.txt -m GTRCAT -q part.txt -c 25 -p 12345 -f a -N 1000 -x 12345 -o MM09888
CIPRES_THREADSPP=4
CIPRES_NP=12
running:
 raxmlHPC-HYBRID -T 4 -n Noctuidae_26_just_Copibryophila -s infile.txt -m GTRCAT -q part.txt -c 25 -p 12345 -f a -N 1000 -x 12345 -o MM09888
CIPRES_THREADSPP=4
CIPRES_NP=12
running:
 raxmlHPC-HYBRID -T 4 -n Noctuidae_26_just_Copibryophila -s infile.txt -m GTRCAT -q part.txt -c 25 -p 12345 -f a -N 1000 -x 12345 -o MM09888
CIPRES_THREADSPP=4
CIPRES_NP=12
running:
 raxmlHPC-HYBRID -T 4 -n Noctuidae_26_just_Copibryophila -s infile.txt -m GTRCAT -q part.txt -c 25 -p 12345 -f a -N 1000 -x 12345 -o MM09888
CIPRES_THREADSPP=4
CIPRES_NP=12
running:
 raxmlHPC-HYBRID -T 4 -n Noctuidae_26_just_Copibryophila -s infile.txt -m GTRCAT -q part.txt -c 25 -p 12345 -f a -N 1000 -x 12345 -o MM09888
CIPRES_THREADSPP=4
CIPRES_NP=12
running:
 raxmlHPC-HYBRID -T 4 -n Noctuidae_26_just_Copibryophila -s infile.txt -m GTRCAT -q part.txt -c 25 -p 12345 -f a -N 1000 -x 12345 -o MM09888
CIPRES_THREADSPP=4
CIPRES_NP=12
running:
 raxmlHPC-HYBRID -T 4 -n Noctuidae_26_just_Copibryophila -s infile.txt -m GTRCAT -q part.txt -c 25 -p 12345 -f a -N 1000 -x 12345 -o MM09888
CIPRES_THREADSPP=4
CIPRES_NP=12
running:
 raxmlHPC-HYBRID -T 4 -n Noctuidae_26_just_Copibryophila -s infile.txt -m GTRCAT -q part.txt -c 25 -p 12345 -f a -N 1000 -x 12345 -o MM09888
CIPRES_THREADSPP=4
CIPRES_NP=12
running:
 raxmlHPC-HYBRID -T 4 -n Noctuidae_26_just_Copibryophila -s infile.txt -m GTRCAT -q part.txt -c 25 -p 12345 -f a -N 1000 -x 12345 -o MM09888
CIPRES_THREADSPP=4
CIPRES_NP=12
running:
 raxmlHPC-HYBRID -T 4 -n Noctuidae_26_just_Copibryophila -s infile.txt -m GTRCAT -q part.txt -c 25 -p 12345 -f a -N 1000 -x 12345 -o MM09888

This is RAxML MPI Process Number: 6

This is RAxML MPI Process Number: 7

This is RAxML MPI Process Number: 10

This is RAxML MPI Process Number: 9

This is RAxML MPI Process Number: 11

This is RAxML MPI Process Number: 8

This is RAxML MPI Process Number: 1

This is RAxML MPI Process Number: 2

This is RAxML MPI Process Number: 3

This is RAxML MPI Process Number: 4

This is RAxML MPI Process Number: 5

This is RAxML MPI Process Number: 0

RAxML can't, parse the alignment file as phylip file 
it will now try to parse it as FASTA file

IMPORTANT WARNING: Alignment column 203 contains only undetermined values which will be treated as missing data
IMPORTANT WARNING: Alignment column 204 contains only undetermined values which will be treated as missing data
IMPORTANT WARNING: Alignment column 205 contains only undetermined values which will be treated as missing data
IMPORTANT WARNING: Alignment column 206 contains only undetermined values which will be treated as missing data
IMPORTANT WARNING: Alignment column 207 contains only undetermined values which will be treated as missing data
IMPORTANT WARNING: Alignment column 208 contains only undetermined values which will be treated as missing data
IMPORTANT WARNING: Alignment column 395 contains only undetermined values which will be treated as missing data
IMPORTANT WARNING: Alignment column 396 contains only undetermined values which will be treated as missing data
IMPORTANT WARNING: Alignment column 397 contains only undetermined values which will be treated as missing data
IMPORTANT WARNING: Alignment column 398 contains only undetermined values which will be treated as missing data
IMPORTANT WARNING: Alignment column 399 contains only undetermined values which will be treated as missing data
IMPORTANT WARNING: Alignment column 400 contains only undetermined values which will be treated as missing data
IMPORTANT WARNING: Alignment column 618 contains only undetermined values which will be treated as missing data
IMPORTANT WARNING: Alignment column 619 contains only undetermined values which will be treated as missing data
IMPORTANT WARNING: Alignment column 620 contains only undetermined values which will be treated as missing data
IMPORTANT WARNING: Alignment column 4710 contains only undetermined values which will be treated as missing data
IMPORTANT WARNING: Alignment column 4711 contains only undetermined values which will be treated as missing data
IMPORTANT WARNING: Alignment column 4712 contains only undetermined values which will be treated as missing data
IMPORTANT WARNING: Alignment column 5419 contains only undetermined values which will be treated as missing data
IMPORTANT WARNING: Alignment column 5420 contains only undetermined values which will be treated as missing data
IMPORTANT WARNING: Alignment column 5421 contains only undetermined values which will be treated as missing data

Alignment has 21 completely undetermined sites that will be automatically removed from the input data


Alignment has 21 completely undetermined sites that will be automatically removed from the input data


Alignment has 21 completely undetermined sites that will be automatically removed from the input data


Alignment has 21 completely undetermined sites that will be automatically removed from the input data


This is the RAxML Master Pthread

This is RAxML Worker Pthread Number: 1

This is RAxML Worker Pthread Number: 3

This is RAxML Worker Pthread Number: 2

Alignment has 21 completely undetermined sites that will be automatically removed from the input data


This is the RAxML Master Pthread

This is RAxML Worker Pthread Number: 1

This is RAxML Worker Pthread Number: 2

This is RAxML Worker Pthread Number: 3

Alignment has 21 completely undetermined sites that will be automatically removed from the input data


This is the RAxML Master Pthread

This is RAxML Worker Pthread Number: 1

This is RAxML Worker Pthread Number: 3

This is RAxML Worker Pthread Number: 2

Alignment has 21 completely undetermined sites that will be automatically removed from the input data


This is the RAxML Master Pthread

This is RAxML Worker Pthread Number: 1

This is RAxML Worker Pthread Number: 2

This is RAxML Worker Pthread Number: 3

Alignment has 21 completely undetermined sites that will be automatically removed from the input data


This is the RAxML Master Pthread

This is RAxML Worker Pthread Number: 1

This is RAxML Worker Pthread Number: 3

This is RAxML Worker Pthread Number: 2

Alignment has 21 completely undetermined sites that will be automatically removed from the input data


Alignment has 21 completely undetermined sites that will be automatically removed from the input data


This is the RAxML Master Pthread

This is RAxML Worker Pthread Number: 1

This is RAxML Worker Pthread Number: 2

This is RAxML Worker Pthread Number: 3

Alignment has 21 completely undetermined sites that will be automatically removed from the input data


This is the RAxML Master Pthread

This is RAxML Worker Pthread Number: 1

This is RAxML Worker Pthread Number: 3

This is RAxML Worker Pthread Number: 2

This is the RAxML Master Pthread

This is RAxML Worker Pthread Number: 1

This is RAxML Worker Pthread Number: 2

This is RAxML Worker Pthread Number: 3

This is the RAxML Master Pthread

This is RAxML Worker Pthread Number: 1

This is RAxML Worker Pthread Number: 2

This is RAxML Worker Pthread Number: 3

This is the RAxML Master Pthread

This is RAxML Worker Pthread Number: 1

This is the RAxML Master Pthread

This is RAxML Worker Pthread Number: 1

This is RAxML Worker Pthread Number: 3

This is RAxML Worker Pthread Number: 2

This is RAxML Worker Pthread Number: 2

This is RAxML Worker Pthread Number: 3

IMPORTANT WARNING
Found 21 columns that contain only undetermined values which will be treated as missing data.
Normally these columns should be excluded from the analysis.


Just in case you might need it, a mixed model file with 
model assignments for undetermined columns removed is printed to file part.txt.reduced
Just in case you might need it, an alignment file with 
undetermined columns removed is printed to file infile.txt.reduced

Alignment has 21 completely undetermined sites that will be automatically removed from the input data


This is the RAxML Master Pthread

This is RAxML Worker Pthread Number: 1

This is RAxML Worker Pthread Number: 2

This is RAxML Worker Pthread Number: 3


This is RAxML version 8.2.12 released by Alexandros Stamatakis on May 2018.

With greatly appreciated code contributions by:
Andre Aberer      (HITS)
Simon Berger      (HITS)
Alexey Kozlov     (HITS)
Kassian Kobert    (HITS)
David Dao         (KIT and HITS)
Sarah Lutteropp   (KIT and HITS)
Nick Pattengale   (Sandia)
Wayne Pfeiffer    (SDSC)
Akifumi S. Tanabe (NRIFS)
Charlie Taylor    (UF)


Alignment has 5495 distinct alignment patterns

Proportion of gaps and completely undetermined characters in this alignment: 50.88%

RAxML rapid bootstrapping and subsequent ML search

Using 33 distinct models/data partitions with joint branch length optimization



Executing 1000 rapid bootstrap inferences and thereafter a thorough ML search 

All free model parameters will be estimated by RAxML
ML estimate of 25 per site rate categories

Likelihood of final tree will be evaluated and optimized under GAMMA

GAMMA Model parameters will be estimated up to an accuracy of 0.1000000000 Log Likelihood units

Partition: 0
Alignment Patterns: 193
Name: CAD_pos1
DataType: DNA
Substitution Matrix: GTR



Partition: 1
Alignment Patterns: 159
Name: CAD_pos2
DataType: DNA
Substitution Matrix: GTR



Partition: 2
Alignment Patterns: 282
Name: CAD_pos3
DataType: DNA
Substitution Matrix: GTR



Partition: 3
Alignment Patterns: 196
Name: COI-begin_pos1
DataType: DNA
Substitution Matrix: GTR



Partition: 4
Alignment Patterns: 179
Name: COI-begin_pos2
DataType: DNA
Substitution Matrix: GTR



Partition: 5
Alignment Patterns: 223
Name: COI-begin_pos3
DataType: DNA
Substitution Matrix: GTR



Partition: 6
Alignment Patterns: 208
Name: COI-end_pos1
DataType: DNA
Substitution Matrix: GTR



Partition: 7
Alignment Patterns: 157
Name: COI-end_pos2
DataType: DNA
Substitution Matrix: GTR



Partition: 8
Alignment Patterns: 268
Name: COI-end_pos3
DataType: DNA
Substitution Matrix: GTR



Partition: 9
Alignment Patterns: 158
Name: EF1a-begin_pos1
DataType: DNA
Substitution Matrix: GTR



Partition: 10
Alignment Patterns: 151
Name: EF1a-begin_pos2
DataType: DNA
Substitution Matrix: GTR



Partition: 11
Alignment Patterns: 181
Name: EF1a-begin_pos3
DataType: DNA
Substitution Matrix: GTR



Partition: 12
Alignment Patterns: 59
Name: EF1a-center_pos1
DataType: DNA
Substitution Matrix: GTR



Partition: 13
Alignment Patterns: 57
Name: EF1a-center_pos2
DataType: DNA
Substitution Matrix: GTR



Partition: 14
Alignment Patterns: 64
Name: EF1a-center_pos3
DataType: DNA
Substitution Matrix: GTR



Partition: 15
Alignment Patterns: 139
Name: EF1a-end_pos1
DataType: DNA
Substitution Matrix: GTR



Partition: 16
Alignment Patterns: 133
Name: EF1a-end_pos2
DataType: DNA
Substitution Matrix: GTR



Partition: 17
Alignment Patterns: 169
Name: EF1a-end_pos3
DataType: DNA
Substitution Matrix: GTR



Partition: 18
Alignment Patterns: 190
Name: GAPDH_pos1
DataType: DNA
Substitution Matrix: GTR



Partition: 19
Alignment Patterns: 171
Name: GAPDH_pos2
DataType: DNA
Substitution Matrix: GTR



Partition: 20
Alignment Patterns: 231
Name: GAPDH_pos3
DataType: DNA
Substitution Matrix: GTR



Partition: 21
Alignment Patterns: 207
Name: IDH_pos1
DataType: DNA
Substitution Matrix: GTR



Partition: 22
Alignment Patterns: 185
Name: IDH_pos2
DataType: DNA
Substitution Matrix: GTR



Partition: 23
Alignment Patterns: 239
Name: IDH_pos3
DataType: DNA
Substitution Matrix: GTR



Partition: 24
Alignment Patterns: 108
Name: MDH_pos1
DataType: DNA
Substitution Matrix: GTR



Partition: 25
Alignment Patterns: 85
Name: MDH_pos2
DataType: DNA
Substitution Matrix: GTR



Partition: 26
Alignment Patterns: 136
Name: MDH_pos3
DataType: DNA
Substitution Matrix: GTR



Partition: 27
Alignment Patterns: 196
Name: RpS5_pos1
DataType: DNA
Substitution Matrix: GTR



Partition: 28
Alignment Patterns: 185
Name: RpS5_pos2
DataType: DNA
Substitution Matrix: GTR



Partition: 29
Alignment Patterns: 199
Name: RpS5_pos3
DataType: DNA
Substitution Matrix: GTR



Partition: 30
Alignment Patterns: 133
Name: Wgl400_pos1
DataType: DNA
Substitution Matrix: GTR



Partition: 31
Alignment Patterns: 120
Name: Wgl400_pos2
DataType: DNA
Substitution Matrix: GTR



Partition: 32
Alignment Patterns: 134
Name: Wgl400_pos3
DataType: DNA
Substitution Matrix: GTR




RAxML was called as follows:

raxmlHPC-HYBRID -T 4 -n Noctuidae_26_just_Copibryophila -s infile.txt -m GTRCAT -q part.txt -c 25 -p 12345 -f a -N 1000 -x 12345 -o MM09888 



Time for BS model parameter optimization on Process 0: 61.738393 seconds

Time for BS model parameter optimization on Process 3: 60.305059 seconds

Time for BS model parameter optimization on Process 1: 60.857584 seconds

Time for BS model parameter optimization on Process 2: 62.453642 seconds

Time for BS model parameter optimization on Process 9: 63.673458 seconds

Time for BS model parameter optimization on Process 5: 61.439457 seconds

Time for BS model parameter optimization on Process 7: 61.524315 seconds

Time for BS model parameter optimization on Process 6: 62.352630 seconds

Time for BS model parameter optimization on Process 4: 63.131277 seconds

Time for BS model parameter optimization on Process 11: 61.455351 seconds

Time for BS model parameter optimization on Process 10: 62.838364 seconds

Time for BS model parameter optimization on Process 8: 61.084615 seconds
Bootstrap[504]: Time 187.443657 seconds, bootstrap likelihood -231406.029704, best rearrangement setting 5
Bootstrap[420]: Time 197.839288 seconds, bootstrap likelihood -229000.090451, best rearrangement setting 6
Bootstrap[336]: Time 240.000438 seconds, bootstrap likelihood -228954.858193, best rearrangement setting 8
Bootstrap[252]: Time 254.733656 seconds, bootstrap likelihood -230097.406214, best rearrangement setting 9
Bootstrap[924]: Time 264.928233 seconds, bootstrap likelihood -233506.934506, best rearrangement setting 9
Bootstrap[168]: Time 283.475939 seconds, bootstrap likelihood -233865.416232, best rearrangement setting 10
Bootstrap[840]: Time 283.936403 seconds, bootstrap likelihood -228563.057333, best rearrangement setting 10
Bootstrap[84]: Time 323.696352 seconds, bootstrap likelihood -228693.394737, best rearrangement setting 12
Bootstrap[756]: Time 330.467923 seconds, bootstrap likelihood -232944.410189, best rearrangement setting 12
Bootstrap[672]: Time 336.736815 seconds, bootstrap likelihood -232409.833371, best rearrangement setting 13
Bootstrap[0]: Time 340.827265 seconds, bootstrap likelihood -232624.294510, best rearrangement setting 13
Bootstrap[925]: Time 118.141838 seconds, bootstrap likelihood -227346.049973, best rearrangement setting 6
Bootstrap[588]: Time 386.572639 seconds, bootstrap likelihood -227054.797849, best rearrangement setting 15
Bootstrap[841]: Time 118.853725 seconds, bootstrap likelihood -229049.979161, best rearrangement setting 6
Bootstrap[757]: Time 100.889795 seconds, bootstrap likelihood -232090.130200, best rearrangement setting 5
Bootstrap[673]: Time 103.614339 seconds, bootstrap likelihood -230091.000665, best rearrangement setting 5
Bootstrap[589]: Time 96.670121 seconds, bootstrap likelihood -229689.728640, best rearrangement setting 5
Bootstrap[505]: Time 306.507904 seconds, bootstrap likelihood -230613.804546, best rearrangement setting 15
Bootstrap[421]: Time 322.067908 seconds, bootstrap likelihood -229834.743861, best rearrangement setting 15
Bootstrap[253]: Time 272.281054 seconds, bootstrap likelihood -229950.330761, best rearrangement setting 14
Bootstrap[337]: Time 295.978632 seconds, bootstrap likelihood -226234.781550, best rearrangement setting 14
Bootstrap[169]: Time 260.147676 seconds, bootstrap likelihood -230031.829460, best rearrangement setting 13
Bootstrap[85]: Time 254.513651 seconds, bootstrap likelihood -238035.810999, best rearrangement setting 13
Bootstrap[1]: Time 255.458594 seconds, bootstrap likelihood -230023.133864, best rearrangement setting 13
Bootstrap[674]: Time 177.636689 seconds, bootstrap likelihood -229840.113304, best rearrangement setting 9
Bootstrap[926]: Time 237.309958 seconds, bootstrap likelihood -229808.209705, best rearrangement setting 11
Bootstrap[422]: Time 116.487870 seconds, bootstrap likelihood -232620.053702, best rearrangement setting 6
Bootstrap[338]: Time 102.596437 seconds, bootstrap likelihood -231120.983768, best rearrangement setting 5
Bootstrap[590]: Time 167.272007 seconds, bootstrap likelihood -233108.838732, best rearrangement setting 8
Bootstrap[506]: Time 160.538798 seconds, bootstrap likelihood -234658.430149, best rearrangement setting 7
Bootstrap[842]: Time 252.792598 seconds, bootstrap likelihood -223954.945191, best rearrangement setting 11
Bootstrap[758]: Time 228.741388 seconds, bootstrap likelihood -235600.153178, best rearrangement setting 10
Bootstrap[675]: Time 150.415183 seconds, bootstrap likelihood -227560.158299, best rearrangement setting 8
Bootstrap[591]: Time 132.343830 seconds, bootstrap likelihood -229860.867206, best rearrangement setting 6
Bootstrap[86]: Time 247.280338 seconds, bootstrap likelihood -234352.600026, best rearrangement setting 13
Bootstrap[170]: Time 284.713496 seconds, bootstrap likelihood -230988.235488, best rearrangement setting 14
Bootstrap[2]: Time 247.523669 seconds, bootstrap likelihood -231177.815268, best rearrangement setting 12
Bootstrap[759]: Time 184.643204 seconds, bootstrap likelihood -231062.622977, best rearrangement setting 9
Bootstrap[254]: Time 328.091634 seconds, bootstrap likelihood -230159.734151, best rearrangement setting 15
Bootstrap[339]: Time 224.122418 seconds, bootstrap likelihood -229644.898599, best rearrangement setting 11
Bootstrap[423]: Time 247.276456 seconds, bootstrap likelihood -228236.091740, best rearrangement setting 13
Bootstrap[843]: Time 239.070457 seconds, bootstrap likelihood -226896.847830, best rearrangement setting 11
Bootstrap[927]: Time 281.595206 seconds, bootstrap likelihood -228246.349783, best rearrangement setting 13
Bootstrap[592]: Time 120.213978 seconds, bootstrap likelihood -236462.412761, best rearrangement setting 6
Bootstrap[87]: Time 121.245707 seconds, bootstrap likelihood -234521.960346, best rearrangement setting 6
Bootstrap[340]: Time 122.903484 seconds, bootstrap likelihood -228881.363788, best rearrangement setting 6
Bootstrap[507]: Time 332.326018 seconds, bootstrap likelihood -231107.159362, best rearrangement setting 15
Bootstrap[171]: Time 160.556546 seconds, bootstrap likelihood -228080.496689, best rearrangement setting 8
Bootstrap[844]: Time 120.635732 seconds, bootstrap likelihood -230630.503595, best rearrangement setting 6
Bootstrap[676]: Time 259.051513 seconds, bootstrap likelihood -234260.454866, best rearrangement setting 14
Bootstrap[593]: Time 135.279146 seconds, bootstrap likelihood -229562.157375, best rearrangement setting 7
Bootstrap[760]: Time 205.244403 seconds, bootstrap likelihood -226030.204569, best rearrangement setting 10
Bootstrap[255]: Time 204.766427 seconds, bootstrap likelihood -227787.390398, best rearrangement setting 10
Bootstrap[88]: Time 135.072068 seconds, bootstrap likelihood -227012.167379, best rearrangement setting 7
Bootstrap[424]: Time 269.765056 seconds, bootstrap likelihood -231465.753490, best rearrangement setting 14
Bootstrap[3]: Time 314.399689 seconds, bootstrap likelihood -227907.663224, best rearrangement setting 15
Bootstrap[928]: Time 260.868116 seconds, bootstrap likelihood -229201.601330, best rearrangement setting 13
Bootstrap[677]: Time 145.185998 seconds, bootstrap likelihood -231216.924642, best rearrangement setting 8
Bootstrap[508]: Time 216.000304 seconds, bootstrap likelihood -232783.623174, best rearrangement setting 10
Bootstrap[845]: Time 227.181495 seconds, bootstrap likelihood -234213.020545, best rearrangement setting 11
Bootstrap[256]: Time 194.573739 seconds, bootstrap likelihood -225955.948446, best rearrangement setting 10
Bootstrap[425]: Time 103.648408 seconds, bootstrap likelihood -232107.914019, best rearrangement setting 5
Bootstrap[761]: Time 214.798045 seconds, bootstrap likelihood -234695.053601, best rearrangement setting 10
Bootstrap[172]: Time 294.710974 seconds, bootstrap likelihood -232588.091592, best rearrangement setting 14
Bootstrap[678]: Time 119.394424 seconds, bootstrap likelihood -232132.433898, best rearrangement setting 6
Bootstrap[594]: Time 266.574793 seconds, bootstrap likelihood -233942.032588, best rearrangement setting 13
Bootstrap[89]: Time 230.917548 seconds, bootstrap likelihood -227230.909374, best rearrangement setting 11
Bootstrap[509]: Time 129.133544 seconds, bootstrap likelihood -235649.498103, best rearrangement setting 6
Bootstrap[341]: Time 363.942071 seconds, bootstrap likelihood -229693.488153, best rearrangement setting 15
Bootstrap[4]: Time 201.842829 seconds, bootstrap likelihood -228370.545638, best rearrangement setting 10
Bootstrap[426]: Time 105.982275 seconds, bootstrap likelihood -234061.677430, best rearrangement setting 5
Bootstrap[679]: Time 109.479356 seconds, bootstrap likelihood -230247.245459, best rearrangement setting 6
Bootstrap[929]: Time 250.289749 seconds, bootstrap likelihood -231806.171132, best rearrangement setting 12
Bootstrap[762]: Time 202.725208 seconds, bootstrap likelihood -229102.473318, best rearrangement setting 10
Bootstrap[510]: Time 174.668409 seconds, bootstrap likelihood -229578.552896, best rearrangement setting 9
Bootstrap[257]: Time 261.613153 seconds, bootstrap likelihood -228350.113023, best rearrangement setting 13
Bootstrap[846]: Time 274.710742 seconds, bootstrap likelihood -230429.682027, best rearrangement setting 14
Bootstrap[90]: Time 210.649343 seconds, bootstrap likelihood -230953.462342, best rearrangement setting 10
Bootstrap[595]: Time 219.971147 seconds, bootstrap likelihood -232448.929327, best rearrangement setting 11
Bootstrap[680]: Time 143.610708 seconds, bootstrap likelihood -232806.880982, best rearrangement setting 8
Bootstrap[173]: Time 261.951012 seconds, bootstrap likelihood -230510.669825, best rearrangement setting 12
Bootstrap[930]: Time 144.370003 seconds, bootstrap likelihood -236711.406734, best rearrangement setting 7
Bootstrap[5]: Time 199.598459 seconds, bootstrap likelihood -229010.742263, best rearrangement setting 10
Bootstrap[342]: Time 220.459807 seconds, bootstrap likelihood -228851.604632, best rearrangement setting 11
Bootstrap[427]: Time 207.454725 seconds, bootstrap likelihood -225986.980287, best rearrangement setting 11
Bootstrap[511]: Time 103.282050 seconds, bootstrap likelihood -230736.494672, best rearrangement setting 5
Bootstrap[681]: Time 88.824171 seconds, bootstrap likelihood -229183.797251, best rearrangement setting 5
Bootstrap[596]: Time 118.093235 seconds, bootstrap likelihood -231567.111918, best rearrangement setting 6
Bootstrap[258]: Time 137.662722 seconds, bootstrap likelihood -229034.338873, best rearrangement setting 7
Bootstrap[847]: Time 139.696098 seconds, bootstrap likelihood -231715.872678, best rearrangement setting 7
Bootstrap[343]: Time 104.327150 seconds, bootstrap likelihood -231482.490631, best rearrangement setting 5
Bootstrap[6]: Time 117.171597 seconds, bootstrap likelihood -238541.708394, best rearrangement setting 6
Bootstrap[91]: Time 172.160448 seconds, bootstrap likelihood -229727.927269, best rearrangement setting 9
Bootstrap[763]: Time 230.042078 seconds, bootstrap likelihood -227085.375126, best rearrangement setting 12
Bootstrap[682]: Time 167.358559 seconds, bootstrap likelihood -234094.191594, best rearrangement setting 8
Bootstrap[92]: Time 136.616820 seconds, bootstrap likelihood -230301.512477, best rearrangement setting 7
Bootstrap[931]: Time 280.476447 seconds, bootstrap likelihood -229640.423141, best rearrangement setting 13
Bootstrap[428]: Time 274.796515 seconds, bootstrap likelihood -233102.208635, best rearrangement setting 14
Bootstrap[174]: Time 304.508568 seconds, bootstrap likelihood -232847.386880, best rearrangement setting 14
Bootstrap[259]: Time 202.486644 seconds, bootstrap likelihood -229931.656421, best rearrangement setting 10
Bootstrap[597]: Time 220.229509 seconds, bootstrap likelihood -230176.327172, best rearrangement setting 11
Bootstrap[848]: Time 211.525113 seconds, bootstrap likelihood -232440.184788, best rearrangement setting 11
Bootstrap[764]: Time 189.710744 seconds, bootstrap likelihood -231280.343719, best rearrangement setting 9
Bootstrap[512]: Time 310.987356 seconds, bootstrap likelihood -229166.816982, best rearrangement setting 15
Bootstrap[344]: Time 256.713042 seconds, bootstrap likelihood -231944.514344, best rearrangement setting 12
Bootstrap[7]: Time 269.025186 seconds, bootstrap likelihood -233145.495390, best rearrangement setting 14
Bootstrap[849]: Time 104.257515 seconds, bootstrap likelihood -231641.985884, best rearrangement setting 5
Bootstrap[598]: Time 113.677410 seconds, bootstrap likelihood -231506.859342, best rearrangement setting 5
Bootstrap[513]: Time 118.036322 seconds, bootstrap likelihood -230722.680284, best rearrangement setting 6
Bootstrap[8]: Time 96.195749 seconds, bootstrap likelihood -233663.121270, best rearrangement setting 5
Bootstrap[260]: Time 203.151341 seconds, bootstrap likelihood -229499.607016, best rearrangement setting 10
Bootstrap[683]: Time 258.322176 seconds, bootstrap likelihood -238870.910656, best rearrangement setting 15
Bootstrap[345]: Time 128.758599 seconds, bootstrap likelihood -237002.134717, best rearrangement setting 6
Bootstrap[429]: Time 226.945200 seconds, bootstrap likelihood -240083.688832, best rearrangement setting 11
Bootstrap[93]: Time 241.671833 seconds, bootstrap likelihood -231209.034123, best rearrangement setting 12
Bootstrap[932]: Time 267.934701 seconds, bootstrap likelihood -235976.245146, best rearrangement setting 13
Bootstrap[765]: Time 225.299776 seconds, bootstrap likelihood -233001.972985, best rearrangement setting 11
Bootstrap[175]: Time 319.091631 seconds, bootstrap likelihood -235444.397131, best rearrangement setting 15
Bootstrap[9]: Time 129.893300 seconds, bootstrap likelihood -233585.727247, best rearrangement setting 7
Bootstrap[684]: Time 127.033743 seconds, bootstrap likelihood -228676.484465, best rearrangement setting 7
Bootstrap[346]: Time 167.900094 seconds, bootstrap likelihood -226003.992630, best rearrangement setting 7
Bootstrap[850]: Time 286.839298 seconds, bootstrap likelihood -235261.262986, best rearrangement setting 13
Bootstrap[599]: Time 293.961753 seconds, bootstrap likelihood -229112.010662, best rearrangement setting 14
Bootstrap[261]: Time 222.354970 seconds, bootstrap likelihood -235864.300116, best rearrangement setting 12
Bootstrap[430]: Time 212.888067 seconds, bootstrap likelihood -231645.763819, best rearrangement setting 10
Bootstrap[94]: Time 211.547389 seconds, bootstrap likelihood -229843.400072, best rearrangement setting 10
Bootstrap[933]: Time 190.318323 seconds, bootstrap likelihood -227837.534093, best rearrangement setting 10
Bootstrap[10]: Time 151.176069 seconds, bootstrap likelihood -232821.844959, best rearrangement setting 7
Bootstrap[514]: Time 298.473782 seconds, bootstrap likelihood -230488.231552, best rearrangement setting 13
Bootstrap[176]: Time 184.680454 seconds, bootstrap likelihood -228390.353249, best rearrangement setting 9
Bootstrap[766]: Time 241.520957 seconds, bootstrap likelihood -235946.667210, best rearrangement setting 11
Bootstrap[685]: Time 195.029925 seconds, bootstrap likelihood -231379.406234, best rearrangement setting 11
Bootstrap[851]: Time 139.740169 seconds, bootstrap likelihood -234477.546497, best rearrangement setting 7
Bootstrap[95]: Time 118.367112 seconds, bootstrap likelihood -231620.713838, best rearrangement setting 6
Bootstrap[262]: Time 124.952144 seconds, bootstrap likelihood -232613.297022, best rearrangement setting 5
Bootstrap[11]: Time 107.338963 seconds, bootstrap likelihood -233288.669733, best rearrangement setting 5
Bootstrap[347]: Time 208.307172 seconds, bootstrap likelihood -228839.898841, best rearrangement setting 10
Bootstrap[934]: Time 143.641429 seconds, bootstrap likelihood -233296.178825, best rearrangement setting 5
Bootstrap[767]: Time 120.390346 seconds, bootstrap likelihood -227201.593262, best rearrangement setting 6
Bootstrap[177]: Time 121.739493 seconds, bootstrap likelihood -232976.631558, best rearrangement setting 6
Bootstrap[431]: Time 226.338732 seconds, bootstrap likelihood -222456.523988, best rearrangement setting 11
Bootstrap[600]: Time 241.093658 seconds, bootstrap likelihood -234076.571434, best rearrangement setting 12
Bootstrap[263]: Time 172.147922 seconds, bootstrap likelihood -230110.614816, best rearrangement setting 9
Bootstrap[12]: Time 157.363458 seconds, bootstrap likelihood -231474.581732, best rearrangement setting 8
Bootstrap[935]: Time 160.920237 seconds, bootstrap likelihood -232585.433184, best rearrangement setting 8
Bootstrap[515]: Time 266.249713 seconds, bootstrap likelihood -231076.251361, best rearrangement setting 13
Bootstrap[852]: Time 205.174488 seconds, bootstrap likelihood -231583.407899, best rearrangement setting 10
Bootstrap[686]: Time 269.575131 seconds, bootstrap likelihood -234509.062396, best rearrangement setting 14
Bootstrap[432]: Time 169.170423 seconds, bootstrap likelihood -233106.007717, best rearrangement setting 9
Bootstrap[601]: Time 177.364162 seconds, bootstrap likelihood -233283.248892, best rearrangement setting 9
Bootstrap[936]: Time 102.403244 seconds, bootstrap likelihood -233312.944513, best rearrangement setting 5
Bootstrap[516]: Time 105.894277 seconds, bootstrap likelihood -232938.276393, best rearrangement setting 5
Bootstrap[348]: Time 274.158700 seconds, bootstrap likelihood -224213.498543, best rearrangement setting 13
Bootstrap[96]: Time 308.948565 seconds, bootstrap likelihood -232818.441471, best rearrangement setting 15
Bootstrap[264]: Time 137.698643 seconds, bootstrap likelihood -227063.144101, best rearrangement setting 7
Bootstrap[13]: Time 141.523422 seconds, bootstrap likelihood -225261.603854, best rearrangement setting 7
Bootstrap[768]: Time 273.609927 seconds, bootstrap likelihood -231504.718003, best rearrangement setting 14
Bootstrap[178]: Time 295.217152 seconds, bootstrap likelihood -235452.480820, best rearrangement setting 13
Bootstrap[433]: Time 96.357517 seconds, bootstrap likelihood -229037.928722, best rearrangement setting 5
Bootstrap[937]: Time 122.027550 seconds, bootstrap likelihood -231151.051784, best rearrangement setting 6
Bootstrap[687]: Time 192.192747 seconds, bootstrap likelihood -225818.415537, best rearrangement setting 11
Bootstrap[517]: Time 139.884337 seconds, bootstrap likelihood -232180.713328, best rearrangement setting 7
Bootstrap[434]: Time 98.323496 seconds, bootstrap likelihood -230464.384155, best rearrangement setting 5
Bootstrap[97]: Time 179.075910 seconds, bootstrap likelihood -231794.087389, best rearrangement setting 9
Bootstrap[602]: Time 215.135341 seconds, bootstrap likelihood -235652.452168, best rearrangement setting 11
Bootstrap[179]: Time 139.660512 seconds, bootstrap likelihood -235592.565129, best rearrangement setting 7
Bootstrap[853]: Time 313.070372 seconds, bootstrap likelihood -234463.457198, best rearrangement setting 15
Bootstrap[688]: Time 92.548539 seconds, bootstrap likelihood -230855.184919, best rearrangement setting 5
Bootstrap[265]: Time 241.920671 seconds, bootstrap likelihood -230725.655771, best rearrangement setting 12
Bootstrap[14]: Time 241.340931 seconds, bootstrap likelihood -232486.212769, best rearrangement setting 12
Bootstrap[349]: Time 286.082001 seconds, bootstrap likelihood -230714.968300, best rearrangement setting 14
Bootstrap[518]: Time 150.138232 seconds, bootstrap likelihood -229721.375357, best rearrangement setting 8
Bootstrap[769]: Time 255.323241 seconds, bootstrap likelihood -228421.336718, best rearrangement setting 13
Bootstrap[938]: Time 216.957469 seconds, bootstrap likelihood -231720.108488, best rearrangement setting 11
Bootstrap[854]: Time 161.905828 seconds, bootstrap likelihood -226101.454452, best rearrangement setting 8
Bootstrap[435]: Time 223.294350 seconds, bootstrap likelihood -234406.111500, best rearrangement setting 12
Bootstrap[180]: Time 215.424315 seconds, bootstrap likelihood -234014.171615, best rearrangement setting 11
Bootstrap[770]: Time 123.561263 seconds, bootstrap likelihood -230995.465098, best rearrangement setting 6
Bootstrap[603]: Time 229.828171 seconds, bootstrap likelihood -234909.255346, best rearrangement setting 11
Bootstrap[266]: Time 198.706558 seconds, bootstrap likelihood -230642.911422, best rearrangement setting 10
Bootstrap[689]: Time 237.531086 seconds, bootstrap likelihood -232985.104471, best rearrangement setting 12
Bootstrap[98]: Time 297.643533 seconds, bootstrap likelihood -229996.882070, best rearrangement setting 15
Bootstrap[939]: Time 178.932993 seconds, bootstrap likelihood -233129.118032, best rearrangement setting 9
Bootstrap[519]: Time 249.683007 seconds, bootstrap likelihood -228591.936107, best rearrangement setting 12
Bootstrap[436]: Time 178.489701 seconds, bootstrap likelihood -231212.404109, best rearrangement setting 9
Bootstrap[855]: Time 206.962528 seconds, bootstrap likelihood -235141.380095, best rearrangement setting 10
Bootstrap[350]: Time 291.882273 seconds, bootstrap likelihood -225982.072856, best rearrangement setting 13
Bootstrap[15]: Time 324.635294 seconds, bootstrap likelihood -227690.617741, best rearrangement setting 15
Bootstrap[181]: Time 194.462001 seconds, bootstrap likelihood -231898.290489, best rearrangement setting 10
Bootstrap[771]: Time 198.581777 seconds, bootstrap likelihood -224406.592703, best rearrangement setting 10
Bootstrap[604]: Time 192.288865 seconds, bootstrap likelihood -231157.376345, best rearrangement setting 10
Bootstrap[856]: Time 116.493005 seconds, bootstrap likelihood -236871.524195, best rearrangement setting 6
Bootstrap[690]: Time 246.512883 seconds, bootstrap likelihood -238213.073008, best rearrangement setting 13
Bootstrap[267]: Time 268.509197 seconds, bootstrap likelihood -226358.814781, best rearrangement setting 13
Bootstrap[940]: Time 236.937482 seconds, bootstrap likelihood -228060.819778, best rearrangement setting 12
Bootstrap[182]: Time 143.429006 seconds, bootstrap likelihood -231624.080144, best rearrangement setting 7
Bootstrap[99]: Time 297.197886 seconds, bootstrap likelihood -232240.227971, best rearrangement setting 14
Bootstrap[437]: Time 237.977838 seconds, bootstrap likelihood -228911.334931, best rearrangement setting 12
Bootstrap[16]: Time 255.246766 seconds, bootstrap likelihood -233833.729952, best rearrangement setting 12
Bootstrap[772]: Time 234.964211 seconds, bootstrap likelihood -228842.621036, best rearrangement setting 11
Bootstrap[605]: Time 235.056253 seconds, bootstrap likelihood -234353.096706, best rearrangement setting 12
Bootstrap[520]: Time 322.614716 seconds, bootstrap likelihood -230933.818730, best rearrangement setting 15
Bootstrap[351]: Time 290.053606 seconds, bootstrap likelihood -227059.495748, best rearrangement setting 13
Bootstrap[268]: Time 162.992255 seconds, bootstrap likelihood -230858.246459, best rearrangement setting 8
Bootstrap[100]: Time 138.335083 seconds, bootstrap likelihood -229798.315678, best rearrangement setting 7
Bootstrap[857]: Time 245.367127 seconds, bootstrap likelihood -235716.303412, best rearrangement setting 12
Bootstrap[438]: Time 139.936352 seconds, bootstrap likelihood -232188.059715, best rearrangement setting 7
Bootstrap[691]: Time 235.189137 seconds, bootstrap likelihood -236681.907271, best rearrangement setting 13
Bootstrap[941]: Time 254.865729 seconds, bootstrap likelihood -229555.916575, best rearrangement setting 12
Bootstrap[183]: Time 302.938467 seconds, bootstrap likelihood -229667.435299, best rearrangement setting 14
Bootstrap[17]: Time 221.949481 seconds, bootstrap likelihood -231511.881608, best rearrangement setting 12
Bootstrap[521]: Time 234.811339 seconds, bootstrap likelihood -234289.450967, best rearrangement setting 12
Bootstrap[439]: Time 153.793248 seconds, bootstrap likelihood -230566.433311, best rearrangement setting 8
Bootstrap[773]: Time 251.588628 seconds, bootstrap likelihood -228958.841521, best rearrangement setting 12
Bootstrap[858]: Time 175.697061 seconds, bootstrap likelihood -228297.280000, best rearrangement setting 9
Bootstrap[269]: Time 246.721049 seconds, bootstrap likelihood -233634.432078, best rearrangement setting 12
Bootstrap[692]: Time 182.313341 seconds, bootstrap likelihood -235656.988397, best rearrangement setting 9
Bootstrap[18]: Time 100.158640 seconds, bootstrap likelihood -229381.038704, best rearrangement setting 5
Bootstrap[942]: Time 160.635845 seconds, bootstrap likelihood -231128.643028, best rearrangement setting 8
Bootstrap[606]: Time 320.285655 seconds, bootstrap likelihood -229046.683187, best rearrangement setting 15
Bootstrap[101]: Time 257.019006 seconds, bootstrap likelihood -234836.841407, best rearrangement setting 12
Bootstrap[352]: Time 324.474065 seconds, bootstrap likelihood -227606.945854, best rearrangement setting 14
Bootstrap[522]: Time 105.175706 seconds, bootstrap likelihood -227657.804506, best rearrangement setting 5
Bootstrap[859]: Time 178.098852 seconds, bootstrap likelihood -228300.808735, best rearrangement setting 9
Bootstrap[693]: Time 165.473828 seconds, bootstrap likelihood -236678.544972, best rearrangement setting 9
Bootstrap[943]: Time 143.760635 seconds, bootstrap likelihood -231597.823692, best rearrangement setting 7
Bootstrap[523]: Time 119.907398 seconds, bootstrap likelihood -229582.932407, best rearrangement setting 6
Bootstrap[184]: Time 268.660572 seconds, bootstrap likelihood -233338.781427, best rearrangement setting 13
Bootstrap[19]: Time 164.621135 seconds, bootstrap likelihood -231501.231007, best rearrangement setting 8
Bootstrap[774]: Time 233.346325 seconds, bootstrap likelihood -225638.029853, best rearrangement setting 11
Bootstrap[270]: Time 212.629820 seconds, bootstrap likelihood -230601.074831, best rearrangement setting 11
Bootstrap[440]: Time 289.942949 seconds, bootstrap likelihood -223527.893427, best rearrangement setting 13
Bootstrap[353]: Time 232.623065 seconds, bootstrap likelihood -232999.837669, best rearrangement setting 12
Bootstrap[860]: Time 135.996205 seconds, bootstrap likelihood -227429.000964, best rearrangement setting 6
Bootstrap[944]: Time 121.069266 seconds, bootstrap likelihood -235576.322405, best rearrangement setting 5
Bootstrap[102]: Time 283.825320 seconds, bootstrap likelihood -231199.036122, best rearrangement setting 14
Bootstrap[607]: Time 286.849340 seconds, bootstrap likelihood -233958.284784, best rearrangement setting 15
Bootstrap[694]: Time 205.832801 seconds, bootstrap likelihood -228609.902930, best rearrangement setting 12
Bootstrap[861]: Time 99.532555 seconds, bootstrap likelihood -233798.245779, best rearrangement setting 5
Bootstrap[20]: Time 215.410822 seconds, bootstrap likelihood -226672.353145, best rearrangement setting 10
Bootstrap[185]: Time 243.888547 seconds, bootstrap likelihood -227905.045440, best rearrangement setting 12
Bootstrap[775]: Time 235.034728 seconds, bootstrap likelihood -228553.561378, best rearrangement setting 11
Bootstrap[103]: Time 120.926637 seconds, bootstrap likelihood -232290.511919, best rearrangement setting 6
Bootstrap[945]: Time 156.138868 seconds, bootstrap likelihood -227484.924801, best rearrangement setting 8
Bootstrap[524]: Time 268.472099 seconds, bootstrap likelihood -227972.570501, best rearrangement setting 12
Bootstrap[695]: Time 93.158524 seconds, bootstrap likelihood -235898.169989, best rearrangement setting 5
Bootstrap[271]: Time 255.724462 seconds, bootstrap likelihood -228687.531196, best rearrangement setting 13
Bootstrap[441]: Time 215.655756 seconds, bootstrap likelihood -230553.712858, best rearrangement setting 11
Bootstrap[354]: Time 190.967298 seconds, bootstrap likelihood -230688.864572, best rearrangement setting 9
Bootstrap[21]: Time 121.086576 seconds, bootstrap likelihood -232985.627597, best rearrangement setting 6
Bootstrap[862]: Time 156.638568 seconds, bootstrap likelihood -231420.673173, best rearrangement setting 8
Bootstrap[696]: Time 106.842690 seconds, bootstrap likelihood -232211.284983, best rearrangement setting 6
Bootstrap[608]: Time 242.553108 seconds, bootstrap likelihood -236608.484435, best rearrangement setting 11
Bootstrap[272]: Time 127.921709 seconds, bootstrap likelihood -229294.546072, best rearrangement setting 5
Bootstrap[776]: Time 175.387231 seconds, bootstrap likelihood -231417.896137, best rearrangement setting 8
Bootstrap[104]: Time 179.028549 seconds, bootstrap likelihood -230812.678137, best rearrangement setting 8
Bootstrap[22]: Time 101.020397 seconds, bootstrap likelihood -229956.437861, best rearrangement setting 5
Bootstrap[697]: Time 90.810618 seconds, bootstrap likelihood -229239.916518, best rearrangement setting 5
Bootstrap[946]: Time 219.432306 seconds, bootstrap likelihood -230416.209616, best rearrangement setting 11
Bootstrap[355]: Time 202.161212 seconds, bootstrap likelihood -232819.061090, best rearrangement setting 10
Bootstrap[186]: Time 251.063744 seconds, bootstrap likelihood -230849.402389, best rearrangement setting 12
Bootstrap[609]: Time 120.821338 seconds, bootstrap likelihood -235649.760096, best rearrangement setting 6
Bootstrap[863]: Time 141.331608 seconds, bootstrap likelihood -231083.337321, best rearrangement setting 7
Bootstrap[442]: Time 234.305126 seconds, bootstrap likelihood -233778.491473, best rearrangement setting 12
Bootstrap[525]: Time 276.946494 seconds, bootstrap likelihood -232591.076554, best rearrangement setting 14
Bootstrap[23]: Time 144.794778 seconds, bootstrap likelihood -234799.130945, best rearrangement setting 7
Bootstrap[864]: Time 96.920497 seconds, bootstrap likelihood -230096.003522, best rearrangement setting 5
Bootstrap[105]: Time 184.076706 seconds, bootstrap likelihood -232241.408526, best rearrangement setting 9
Bootstrap[947]: Time 162.679602 seconds, bootstrap likelihood -231931.894062, best rearrangement setting 8
Bootstrap[610]: Time 165.475065 seconds, bootstrap likelihood -233833.798697, best rearrangement setting 8
Bootstrap[777]: Time 243.447547 seconds, bootstrap likelihood -231333.352836, best rearrangement setting 12
Bootstrap[273]: Time 306.141095 seconds, bootstrap likelihood -231095.958032, best rearrangement setting 15
Bootstrap[698]: Time 250.823562 seconds, bootstrap likelihood -229392.580515, best rearrangement setting 14
Bootstrap[865]: Time 140.351517 seconds, bootstrap likelihood -231430.973994, best rearrangement setting 7
Bootstrap[948]: Time 101.364991 seconds, bootstrap likelihood -235882.715982, best rearrangement setting 5
Bootstrap[24]: Time 159.589247 seconds, bootstrap likelihood -227965.105067, best rearrangement setting 8
Bootstrap[443]: Time 234.627039 seconds, bootstrap likelihood -229403.874294, best rearrangement setting 12
Bootstrap[106]: Time 162.472879 seconds, bootstrap likelihood -236976.713190, best rearrangement setting 8
Bootstrap[187]: Time 298.182403 seconds, bootstrap likelihood -235018.504761, best rearrangement setting 15
Bootstrap[274]: Time 98.994162 seconds, bootstrap likelihood -234654.722032, best rearrangement setting 5
Bootstrap[356]: Time 349.568936 seconds, bootstrap likelihood -231647.519853, best rearrangement setting 15
Bootstrap[526]: Time 304.417553 seconds, bootstrap likelihood -234615.426552, best rearrangement setting 15
Bootstrap[444]: Time 117.050805 seconds, bootstrap likelihood -231580.855138, best rearrangement setting 6
Bootstrap[25]: Time 121.767281 seconds, bootstrap likelihood -234426.476955, best rearrangement setting 6
Bootstrap[866]: Time 171.441825 seconds, bootstrap likelihood -231861.524288, best rearrangement setting 9
Bootstrap[699]: Time 197.757057 seconds, bootstrap likelihood -233334.289362, best rearrangement setting 11
Bootstrap[949]: Time 171.887481 seconds, bootstrap likelihood -234082.375188, best rearrangement setting 9
Bootstrap[107]: Time 163.460937 seconds, bootstrap likelihood -235455.404116, best rearrangement setting 8
Bootstrap[188]: Time 158.164014 seconds, bootstrap likelihood -227492.636396, best rearrangement setting 7
Bootstrap[611]: Time 309.920949 seconds, bootstrap likelihood -233675.362989, best rearrangement setting 15
Bootstrap[778]: Time 311.969358 seconds, bootstrap likelihood -234210.248217, best rearrangement setting 15
Bootstrap[275]: Time 199.069480 seconds, bootstrap likelihood -227761.340344, best rearrangement setting 10
Bootstrap[357]: Time 160.870882 seconds, bootstrap likelihood -230806.871088, best rearrangement setting 8
Bootstrap[867]: Time 97.861888 seconds, bootstrap likelihood -229991.480210, best rearrangement setting 5
Bootstrap[108]: Time 140.165825 seconds, bootstrap likelihood -233117.233024, best rearrangement setting 7
Bootstrap[612]: Time 115.520904 seconds, bootstrap likelihood -231746.432945, best rearrangement setting 6
Bootstrap[445]: Time 229.822741 seconds, bootstrap likelihood -232246.367983, best rearrangement setting 12
Bootstrap[779]: Time 120.536888 seconds, bootstrap likelihood -233009.833615, best rearrangement setting 6
Bootstrap[26]: Time 240.407042 seconds, bootstrap likelihood -231100.942713, best rearrangement setting 12
Bootstrap[527]: Time 263.314787 seconds, bootstrap likelihood -234303.465556, best rearrangement setting 13
Bootstrap[276]: Time 139.573801 seconds, bootstrap likelihood -232828.555233, best rearrangement setting 7
Bootstrap[950]: Time 227.506862 seconds, bootstrap likelihood -231119.340645, best rearrangement setting 12
Bootstrap[700]: Time 237.900196 seconds, bootstrap likelihood -234831.986787, best rearrangement setting 14
Bootstrap[358]: Time 158.465659 seconds, bootstrap likelihood -239223.876752, best rearrangement setting 8
Bootstrap[780]: Time 98.409689 seconds, bootstrap likelihood -231699.267114, best rearrangement setting 5
Bootstrap[446]: Time 102.240017 seconds, bootstrap likelihood -235073.412896, best rearrangement setting 5
Bootstrap[189]: Time 251.146319 seconds, bootstrap likelihood -234012.446707, best rearrangement setting 12
Bootstrap[109]: Time 138.839684 seconds, bootstrap likelihood -233040.633835, best rearrangement setting 7
Bootstrap[528]: Time 118.468383 seconds, bootstrap likelihood -225035.037066, best rearrangement setting 6
Bootstrap[27]: Time 193.565403 seconds, bootstrap likelihood -236546.668288, best rearrangement setting 10
Bootstrap[781]: Time 125.394262 seconds, bootstrap likelihood -230730.457768, best rearrangement setting 6
Bootstrap[868]: Time 314.670222 seconds, bootstrap likelihood -229857.177367, best rearrangement setting 15
Bootstrap[277]: Time 198.192226 seconds, bootstrap likelihood -234986.462426, best rearrangement setting 10
Bootstrap[447]: Time 158.630506 seconds, bootstrap likelihood -228563.649300, best rearrangement setting 8
Bootstrap[701]: Time 225.714177 seconds, bootstrap likelihood -230848.705823, best rearrangement setting 12
Bootstrap[359]: Time 233.821889 seconds, bootstrap likelihood -231710.182785, best rearrangement setting 11
Bootstrap[613]: Time 310.938183 seconds, bootstrap likelihood -233128.954444, best rearrangement setting 15
Bootstrap[951]: Time 273.658426 seconds, bootstrap likelihood -235657.633907, best rearrangement setting 13
Bootstrap[782]: Time 118.877291 seconds, bootstrap likelihood -231119.282793, best rearrangement setting 6
Bootstrap[190]: Time 249.413725 seconds, bootstrap likelihood -228458.750490, best rearrangement setting 12
Bootstrap[529]: Time 267.780953 seconds, bootstrap likelihood -224933.024735, best rearrangement setting 14
Bootstrap[702]: Time 137.572486 seconds, bootstrap likelihood -228709.521080, best rearrangement setting 7
Bootstrap[448]: Time 167.013665 seconds, bootstrap likelihood -233342.458642, best rearrangement setting 8
Bootstrap[28]: Time 224.887981 seconds, bootstrap likelihood -233559.455039, best rearrangement setting 11
Bootstrap[278]: Time 189.989380 seconds, bootstrap likelihood -232801.515177, best rearrangement setting 10
Bootstrap[360]: Time 144.331741 seconds, bootstrap likelihood -233950.090046, best rearrangement setting 7
Bootstrap[110]: Time 323.239019 seconds, bootstrap likelihood -235163.594286, best rearrangement setting 15
Bootstrap[783]: Time 159.026996 seconds, bootstrap likelihood -234773.410048, best rearrangement setting 8
Bootstrap[869]: Time 282.282381 seconds, bootstrap likelihood -234619.742337, best rearrangement setting 15
Bootstrap[952]: Time 190.348359 seconds, bootstrap likelihood -232451.341920, best rearrangement setting 10
Bootstrap[614]: Time 217.208473 seconds, bootstrap likelihood -228760.424952, best rearrangement setting 11
Bootstrap[191]: Time 187.519820 seconds, bootstrap likelihood -228841.416539, best rearrangement setting 9
Bootstrap[530]: Time 154.627643 seconds, bootstrap likelihood -234794.944953, best rearrangement setting 8
Bootstrap[449]: Time 161.726099 seconds, bootstrap likelihood -234700.465889, best rearrangement setting 8
Bootstrap[111]: Time 164.118881 seconds, bootstrap likelihood -230008.948816, best rearrangement setting 8
Bootstrap[953]: Time 100.873501 seconds, bootstrap likelihood -231451.427960, best rearrangement setting 5
Bootstrap[531]: Time 100.727162 seconds, bootstrap likelihood -226141.853723, best rearrangement setting 5
Bootstrap[703]: Time 242.022639 seconds, bootstrap likelihood -226676.796673, best rearrangement setting 13
Bootstrap[361]: Time 224.606416 seconds, bootstrap likelihood -236370.016115, best rearrangement setting 11
Bootstrap[29]: Time 248.635328 seconds, bootstrap likelihood -230749.310957, best rearrangement setting 12
Bootstrap[870]: Time 170.910757 seconds, bootstrap likelihood -230290.994781, best rearrangement setting 8
Bootstrap[784]: Time 181.386372 seconds, bootstrap likelihood -232902.703762, best rearrangement setting 9
Bootstrap[192]: Time 145.653028 seconds, bootstrap likelihood -227540.819109, best rearrangement setting 7
Bootstrap[279]: Time 263.841975 seconds, bootstrap likelihood -231067.206197, best rearrangement setting 13
Bootstrap[112]: Time 116.700949 seconds, bootstrap likelihood -233593.907647, best rearrangement setting 6
Bootstrap[450]: Time 143.081948 seconds, bootstrap likelihood -236601.144729, best rearrangement setting 6
Bootstrap[704]: Time 92.741254 seconds, bootstrap likelihood -232003.580736, best rearrangement setting 5
Bootstrap[615]: Time 254.097711 seconds, bootstrap likelihood -233413.876438, best rearrangement setting 13
Bootstrap[954]: Time 205.551526 seconds, bootstrap likelihood -231743.504610, best rearrangement setting 9
Bootstrap[871]: Time 140.462333 seconds, bootstrap likelihood -231483.110029, best rearrangement setting 7
Bootstrap[280]: Time 139.375922 seconds, bootstrap likelihood -233487.534425, best rearrangement setting 7
Bootstrap[451]: Time 118.557209 seconds, bootstrap likelihood -225818.959525, best rearrangement setting 6
Bootstrap[193]: Time 184.793862 seconds, bootstrap likelihood -230702.781450, best rearrangement setting 9
Bootstrap[705]: Time 141.918293 seconds, bootstrap likelihood -228644.507325, best rearrangement setting 8
Bootstrap[532]: Time 267.033869 seconds, bootstrap likelihood -231545.944264, best rearrangement setting 13
Bootstrap[616]: Time 151.648936 seconds, bootstrap likelihood -234439.462826, best rearrangement setting 8
Bootstrap[362]: Time 260.387786 seconds, bootstrap likelihood -231361.193671, best rearrangement setting 13
Bootstrap[281]: Time 100.572203 seconds, bootstrap likelihood -226650.251482, best rearrangement setting 5
Bootstrap[785]: Time 275.674440 seconds, bootstrap likelihood -231819.579219, best rearrangement setting 13
Bootstrap[872]: Time 158.359250 seconds, bootstrap likelihood -227134.975951, best rearrangement setting 8
Bootstrap[955]: Time 182.249843 seconds, bootstrap likelihood -232796.577771, best rearrangement setting 9
Bootstrap[113]: Time 272.763538 seconds, bootstrap likelihood -227283.600839, best rearrangement setting 14
Bootstrap[194]: Time 146.931356 seconds, bootstrap likelihood -235775.306870, best rearrangement setting 7
Bootstrap[30]: Time 363.438012 seconds, bootstrap likelihood -234336.935500, best rearrangement setting 15
Bootstrap[282]: Time 120.175516 seconds, bootstrap likelihood -234860.705697, best rearrangement setting 5
Bootstrap[706]: Time 190.520364 seconds, bootstrap likelihood -235435.416889, best rearrangement setting 10
Bootstrap[452]: Time 241.747500 seconds, bootstrap likelihood -232093.229298, best rearrangement setting 12
Bootstrap[873]: Time 121.111772 seconds, bootstrap likelihood -232418.181281, best rearrangement setting 6
Bootstrap[533]: Time 178.033805 seconds, bootstrap likelihood -237092.555243, best rearrangement setting 9
Bootstrap[114]: Time 117.068259 seconds, bootstrap likelihood -228851.155722, best rearrangement setting 5
Bootstrap[195]: Time 98.097641 seconds, bootstrap likelihood -234624.761204, best rearrangement setting 5
Bootstrap[786]: Time 188.234041 seconds, bootstrap likelihood -236657.571844, best rearrangement setting 8
Bootstrap[617]: Time 223.658058 seconds, bootstrap likelihood -232730.745230, best rearrangement setting 11
Bootstrap[363]: Time 225.375955 seconds, bootstrap likelihood -237864.261999, best rearrangement setting 11
Bootstrap[707]: Time 122.739261 seconds, bootstrap likelihood -231284.126125, best rearrangement setting 7
Bootstrap[956]: Time 213.944351 seconds, bootstrap likelihood -234090.764471, best rearrangement setting 10
Bootstrap[115]: Time 137.716101 seconds, bootstrap likelihood -241315.922801, best rearrangement setting 7
Bootstrap[534]: Time 164.668226 seconds, bootstrap likelihood -230273.458644, best rearrangement setting 7
Bootstrap[453]: Time 196.677337 seconds, bootstrap likelihood -228393.715159, best rearrangement setting 10
Bootstrap[283]: Time 254.853281 seconds, bootstrap likelihood -234476.522769, best rearrangement setting 12
Bootstrap[618]: Time 162.254311 seconds, bootstrap likelihood -229802.677728, best rearrangement setting 7
Bootstrap[957]: Time 99.422010 seconds, bootstrap likelihood -231891.013990, best rearrangement setting 5
Bootstrap[31]: Time 307.467327 seconds, bootstrap likelihood -227461.019043, best rearrangement setting 15
Bootstrap[708]: Time 148.407285 seconds, bootstrap likelihood -230691.545233, best rearrangement setting 8
Bootstrap[196]: Time 255.749593 seconds, bootstrap likelihood -224861.752317, best rearrangement setting 12
Bootstrap[874]: Time 292.444247 seconds, bootstrap likelihood -232450.255964, best rearrangement setting 15
Bootstrap[116]: Time 139.128371 seconds, bootstrap likelihood -230916.399679, best rearrangement setting 7
Bootstrap[364]: Time 251.589362 seconds, bootstrap likelihood -233498.309748, best rearrangement setting 13
Bootstrap[535]: Time 162.652185 seconds, bootstrap likelihood -228116.369156, best rearrangement setting 8
Bootstrap[454]: Time 161.411757 seconds, bootstrap likelihood -231405.340838, best rearrangement setting 8
Bootstrap[787]: Time 308.850471 seconds, bootstrap likelihood -233212.464983, best rearrangement setting 15
Bootstrap[32]: Time 122.654197 seconds, bootstrap likelihood -230735.001807, best rearrangement setting 6
Bootstrap[284]: Time 205.122781 seconds, bootstrap likelihood -233205.202505, best rearrangement setting 10
Bootstrap[875]: Time 143.236680 seconds, bootstrap likelihood -230934.344124, best rearrangement setting 7
Bootstrap[619]: Time 229.567132 seconds, bootstrap likelihood -228299.032631, best rearrangement setting 11
Bootstrap[365]: Time 147.713301 seconds, bootstrap likelihood -233747.252192, best rearrangement setting 7
Bootstrap[958]: Time 245.801965 seconds, bootstrap likelihood -232953.931492, best rearrangement setting 12
Bootstrap[709]: Time 239.449485 seconds, bootstrap likelihood -237612.167095, best rearrangement setting 12
Bootstrap[788]: Time 155.747087 seconds, bootstrap likelihood -230538.120553, best rearrangement setting 7
Bootstrap[117]: Time 291.321111 seconds, bootstrap likelihood -235868.936806, best rearrangement setting 14
Bootstrap[710]: Time 92.995858 seconds, bootstrap likelihood -231463.269367, best rearrangement setting 5
Bootstrap[197]: Time 314.605008 seconds, bootstrap likelihood -232994.043381, best rearrangement setting 15
Bootstrap[455]: Time 263.530105 seconds, bootstrap likelihood -227693.131274, best rearrangement setting 13
Bootstrap[366]: Time 166.717014 seconds, bootstrap likelihood -225396.450542, best rearrangement setting 6
Bootstrap[536]: Time 293.343172 seconds, bootstrap likelihood -234661.496001, best rearrangement setting 14
Bootstrap[789]: Time 140.517326 seconds, bootstrap likelihood -228904.283025, best rearrangement setting 7
Bootstrap[285]: Time 242.365335 seconds, bootstrap likelihood -231287.565234, best rearrangement setting 12
Bootstrap[33]: Time 304.197129 seconds, bootstrap likelihood -235060.817420, best rearrangement setting 15
Bootstrap[711]: Time 109.842648 seconds, bootstrap likelihood -239958.504094, best rearrangement setting 6
Bootstrap[876]: Time 266.091693 seconds, bootstrap likelihood -227679.310539, best rearrangement setting 13
Bootstrap[198]: Time 119.857672 seconds, bootstrap likelihood -232299.854839, best rearrangement setting 5
Bootstrap[456]: Time 114.659443 seconds, bootstrap likelihood -228014.564114, best rearrangement setting 6
Bootstrap[959]: Time 275.506666 seconds, bootstrap likelihood -237403.375120, best rearrangement setting 13
Bootstrap[118]: Time 159.097466 seconds, bootstrap likelihood -229253.659385, best rearrangement setting 8
Bootstrap[620]: Time 306.208821 seconds, bootstrap likelihood -229152.582388, best rearrangement setting 15
Bootstrap[790]: Time 139.147856 seconds, bootstrap likelihood -232384.627349, best rearrangement setting 7
Bootstrap[537]: Time 201.018778 seconds, bootstrap likelihood -226726.702669, best rearrangement setting 10
Bootstrap[199]: Time 185.657054 seconds, bootstrap likelihood -231948.183415, best rearrangement setting 9
Bootstrap[34]: Time 220.851400 seconds, bootstrap likelihood -227365.724454, best rearrangement setting 11
Bootstrap[367]: Time 293.253113 seconds, bootstrap likelihood -229414.905492, best rearrangement setting 14
Bootstrap[621]: Time 173.765350 seconds, bootstrap likelihood -234035.759500, best rearrangement setting 9
Bootstrap[538]: Time 104.788226 seconds, bootstrap likelihood -238987.199609, best rearrangement setting 5
Bootstrap[286]: Time 273.396301 seconds, bootstrap likelihood -232397.148665, best rearrangement setting 13
Bootstrap[960]: Time 206.072679 seconds, bootstrap likelihood -233871.828053, best rearrangement setting 10
Bootstrap[877]: Time 258.943618 seconds, bootstrap likelihood -228690.634708, best rearrangement setting 13
Bootstrap[457]: Time 246.131552 seconds, bootstrap likelihood -228989.189097, best rearrangement setting 12
Bootstrap[712]: Time 287.394923 seconds, bootstrap likelihood -233879.084309, best rearrangement setting 14
Bootstrap[119]: Time 286.528028 seconds, bootstrap likelihood -227225.559655, best rearrangement setting 14
Bootstrap[200]: Time 159.554068 seconds, bootstrap likelihood -235220.102631, best rearrangement setting 8
Bootstrap[35]: Time 159.250185 seconds, bootstrap likelihood -232466.203771, best rearrangement setting 8
Bootstrap[878]: Time 106.315434 seconds, bootstrap likelihood -224865.521959, best rearrangement setting 5
Bootstrap[791]: Time 281.317095 seconds, bootstrap likelihood -231838.541245, best rearrangement setting 13
Bootstrap[539]: Time 162.520598 seconds, bootstrap likelihood -232088.504163, best rearrangement setting 8
Bootstrap[120]: Time 118.309504 seconds, bootstrap likelihood -234864.188469, best rearrangement setting 6
Bootstrap[368]: Time 250.956885 seconds, bootstrap likelihood -232280.583451, best rearrangement setting 11
Bootstrap[622]: Time 259.112854 seconds, bootstrap likelihood -238819.408031, best rearrangement setting 13
Bootstrap[792]: Time 109.466362 seconds, bootstrap likelihood -232041.252113, best rearrangement setting 5
Bootstrap[287]: Time 262.899234 seconds, bootstrap likelihood -231394.062238, best rearrangement setting 13
Bootstrap[961]: Time 256.106777 seconds, bootstrap likelihood -229350.807417, best rearrangement setting 13
Bootstrap[458]: Time 233.196120 seconds, bootstrap likelihood -228970.475650, best rearrangement setting 12
Bootstrap[713]: Time 244.107828 seconds, bootstrap likelihood -230645.500330, best rearrangement setting 12
Bootstrap[36]: Time 182.497881 seconds, bootstrap likelihood -229967.275823, best rearrangement setting 9
Bootstrap[879]: Time 210.365154 seconds, bootstrap likelihood -230758.912213, best rearrangement setting 10
Bootstrap[201]: Time 264.621549 seconds, bootstrap likelihood -227355.175169, best rearrangement setting 13
Bootstrap[121]: Time 218.884100 seconds, bootstrap likelihood -233869.680907, best rearrangement setting 11
Bootstrap[540]: Time 293.552021 seconds, bootstrap likelihood -237624.001639, best rearrangement setting 14
Bootstrap[962]: Time 205.816392 seconds, bootstrap likelihood -232082.397378, best rearrangement setting 10
Bootstrap[369]: Time 241.001820 seconds, bootstrap likelihood -233852.585566, best rearrangement setting 11
Bootstrap[288]: Time 225.047105 seconds, bootstrap likelihood -234654.063059, best rearrangement setting 11
Bootstrap[202]: Time 104.213393 seconds, bootstrap likelihood -228517.128750, best rearrangement setting 5
Bootstrap[459]: Time 221.892711 seconds, bootstrap likelihood -228827.949927, best rearrangement setting 11
Bootstrap[623]: Time 269.613392 seconds, bootstrap likelihood -230709.292542, best rearrangement setting 13
Bootstrap[37]: Time 218.102641 seconds, bootstrap likelihood -233666.369566, best rearrangement setting 11
Bootstrap[793]: Time 281.089154 seconds, bootstrap likelihood -234271.032096, best rearrangement setting 13
Bootstrap[714]: Time 255.625646 seconds, bootstrap likelihood -227653.764520, best rearrangement setting 14
Bootstrap[880]: Time 302.597722 seconds, bootstrap likelihood -235279.706008, best rearrangement setting 14
Bootstrap[203]: Time 160.709571 seconds, bootstrap likelihood -234496.435475, best rearrangement setting 8
Bootstrap[38]: Time 157.614148 seconds, bootstrap likelihood -236901.102382, best rearrangement setting 8
Bootstrap[370]: Time 212.779831 seconds, bootstrap likelihood -230621.726290, best rearrangement setting 10
Bootstrap[715]: Time 145.072534 seconds, bootstrap likelihood -231357.987401, best rearrangement setting 8
Bootstrap[122]: Time 275.311954 seconds, bootstrap likelihood -234920.731295, best rearrangement setting 13
Bootstrap[963]: Time 245.935917 seconds, bootstrap likelihood -227389.993079, best rearrangement setting 12
Bootstrap[794]: Time 191.952998 seconds, bootstrap likelihood -232743.770321, best rearrangement setting 10
Bootstrap[541]: Time 275.432229 seconds, bootstrap likelihood -232190.417450, best rearrangement setting 12
Bootstrap[289]: Time 246.127749 seconds, bootstrap likelihood -231686.871864, best rearrangement setting 12
Bootstrap[624]: Time 222.445714 seconds, bootstrap likelihood -232254.033675, best rearrangement setting 11
Bootstrap[460]: Time 299.277952 seconds, bootstrap likelihood -235876.905631, best rearrangement setting 13
Bootstrap[881]: Time 162.409768 seconds, bootstrap likelihood -233985.358347, best rearrangement setting 8
Bootstrap[716]: Time 121.958736 seconds, bootstrap likelihood -230560.293897, best rearrangement setting 6
Bootstrap[371]: Time 164.538962 seconds, bootstrap likelihood -231622.119094, best rearrangement setting 8
Bootstrap[542]: Time 126.002091 seconds, bootstrap likelihood -229844.894910, best rearrangement setting 6
Bootstrap[795]: Time 163.835562 seconds, bootstrap likelihood -232678.390580, best rearrangement setting 8
Bootstrap[39]: Time 251.604052 seconds, bootstrap likelihood -230134.650495, best rearrangement setting 13
Bootstrap[204]: Time 282.862510 seconds, bootstrap likelihood -233736.881526, best rearrangement setting 14
Bootstrap[625]: Time 245.384383 seconds, bootstrap likelihood -230394.746501, best rearrangement setting 12
Bootstrap[882]: Time 194.575192 seconds, bootstrap likelihood -231614.737325, best rearrangement setting 10
Bootstrap[290]: Time 279.047942 seconds, bootstrap likelihood -226638.921116, best rearrangement setting 13
Bootstrap[123]: Time 306.655397 seconds, bootstrap likelihood -236858.008001, best rearrangement setting 15
Bootstrap[717]: Time 212.802130 seconds, bootstrap likelihood -231589.124572, best rearrangement setting 12
Bootstrap[964]: Time 320.398214 seconds, bootstrap likelihood -228625.194144, best rearrangement setting 14
Bootstrap[372]: Time 188.302019 seconds, bootstrap likelihood -234137.959753, best rearrangement setting 9
Bootstrap[461]: Time 285.123123 seconds, bootstrap likelihood -234139.553113, best rearrangement setting 14
Bootstrap[543]: Time 290.344308 seconds, bootstrap likelihood -236894.955465, best rearrangement setting 13
Bootstrap[205]: Time 222.431898 seconds, bootstrap likelihood -227788.148713, best rearrangement setting 11
Bootstrap[291]: Time 152.384167 seconds, bootstrap likelihood -233573.416259, best rearrangement setting 8
Bootstrap[626]: Time 212.965286 seconds, bootstrap likelihood -230624.215786, best rearrangement setting 11
Bootstrap[796]: Time 334.297812 seconds, bootstrap likelihood -227982.477671, best rearrangement setting 14
Bootstrap[40]: Time 295.040313 seconds, bootstrap likelihood -228128.445946, best rearrangement setting 13
Bootstrap[462]: Time 161.134847 seconds, bootstrap likelihood -231080.485855, best rearrangement setting 8
Bootstrap[883]: Time 248.152607 seconds, bootstrap likelihood -231083.092044, best rearrangement setting 12
Bootstrap[965]: Time 221.564121 seconds, bootstrap likelihood -231456.944643, best rearrangement setting 11
Bootstrap[373]: Time 252.261904 seconds, bootstrap likelihood -225234.947670, best rearrangement setting 12
Bootstrap[206]: Time 135.825614 seconds, bootstrap likelihood -233941.731013, best rearrangement setting 7
Bootstrap[124]: Time 281.686895 seconds, bootstrap likelihood -232109.661550, best rearrangement setting 13
Bootstrap[718]: Time 277.440993 seconds, bootstrap likelihood -229346.301112, best rearrangement setting 15
Bootstrap[797]: Time 105.851040 seconds, bootstrap likelihood -232931.069915, best rearrangement setting 5
Bootstrap[463]: Time 170.675695 seconds, bootstrap likelihood -225242.114004, best rearrangement setting 8
Bootstrap[207]: Time 136.994498 seconds, bootstrap likelihood -228404.926405, best rearrangement setting 6
Bootstrap[719]: Time 121.537762 seconds, bootstrap likelihood -230896.920179, best rearrangement setting 6
Bootstrap[966]: Time 181.542624 seconds, bootstrap likelihood -234409.725689, best rearrangement setting 9
Bootstrap[41]: Time 212.353414 seconds, bootstrap likelihood -230967.348715, best rearrangement setting 10
Bootstrap[374]: Time 154.878538 seconds, bootstrap likelihood -227897.529663, best rearrangement setting 7
Bootstrap[544]: Time 307.038782 seconds, bootstrap likelihood -238621.514457, best rearrangement setting 13
Bootstrap[292]: Time 299.043359 seconds, bootstrap likelihood -223938.286386, best rearrangement setting 13
Bootstrap[627]: Time 295.928817 seconds, bootstrap likelihood -226650.427332, best rearrangement setting 15
Bootstrap[884]: Time 273.823724 seconds, bootstrap likelihood -229142.190561, best rearrangement setting 13
Bootstrap[464]: Time 113.019436 seconds, bootstrap likelihood -231068.888881, best rearrangement setting 6
Bootstrap[42]: Time 100.951174 seconds, bootstrap likelihood -231760.158109, best rearrangement setting 5
Bootstrap[125]: Time 263.495617 seconds, bootstrap likelihood -227244.511775, best rearrangement setting 13
Bootstrap[545]: Time 121.744727 seconds, bootstrap likelihood -227570.075346, best rearrangement setting 6
Bootstrap[798]: Time 247.541650 seconds, bootstrap likelihood -228677.255927, best rearrangement setting 12
Bootstrap[720]: Time 178.345389 seconds, bootstrap likelihood -232897.713673, best rearrangement setting 10
Bootstrap[967]: Time 175.924008 seconds, bootstrap likelihood -232214.278638, best rearrangement setting 9
Bootstrap[293]: Time 161.498553 seconds, bootstrap likelihood -231365.160144, best rearrangement setting 8
Bootstrap[375]: Time 194.383789 seconds, bootstrap likelihood -231162.631673, best rearrangement setting 9
Bootstrap[799]: Time 103.816127 seconds, bootstrap likelihood -228321.886875, best rearrangement setting 5
Bootstrap[465]: Time 158.642140 seconds, bootstrap likelihood -227014.856742, best rearrangement setting 9
Bootstrap[546]: Time 122.527812 seconds, bootstrap likelihood -229268.334003, best rearrangement setting 6
Bootstrap[968]: Time 102.773233 seconds, bootstrap likelihood -234040.445109, best rearrangement setting 5
Bootstrap[208]: Time 297.673386 seconds, bootstrap likelihood -232689.122698, best rearrangement setting 13
Bootstrap[721]: Time 129.387838 seconds, bootstrap likelihood -230378.852387, best rearrangement setting 7
Bootstrap[628]: Time 298.118697 seconds, bootstrap likelihood -227548.756984, best rearrangement setting 14
Bootstrap[885]: Time 285.352088 seconds, bootstrap likelihood -228585.872717, best rearrangement setting 14
Bootstrap[43]: Time 278.806248 seconds, bootstrap likelihood -228686.113018, best rearrangement setting 14
Bootstrap[466]: Time 138.687208 seconds, bootstrap likelihood -231084.900823, best rearrangement setting 8
Bootstrap[209]: Time 107.137964 seconds, bootstrap likelihood -235065.377629, best rearrangement setting 5
Bootstrap[294]: Time 216.519758 seconds, bootstrap likelihood -230230.681082, best rearrangement setting 11
Bootstrap[800]: Time 186.782701 seconds, bootstrap likelihood -237816.204289, best rearrangement setting 9
Bootstrap[126]: Time 315.552239 seconds, bootstrap likelihood -230854.412557, best rearrangement setting 15
Bootstrap[376]: Time 294.210531 seconds, bootstrap likelihood -230651.359620, best rearrangement setting 13
Bootstrap[629]: Time 181.653698 seconds, bootstrap likelihood -232334.914368, best rearrangement setting 9
Bootstrap[547]: Time 324.291746 seconds, bootstrap likelihood -229922.505618, best rearrangement setting 15
Bootstrap[44]: Time 206.907163 seconds, bootstrap likelihood -230074.582523, best rearrangement setting 10
Bootstrap[969]: Time 311.176960 seconds, bootstrap likelihood -227784.103645, best rearrangement setting 15
Bootstrap[722]: Time 293.784865 seconds, bootstrap likelihood -233480.511562, best rearrangement setting 13
Bootstrap[127]: Time 200.254012 seconds, bootstrap likelihood -234377.766952, best rearrangement setting 10
Bootstrap[467]: Time 258.413091 seconds, bootstrap likelihood -230621.145462, best rearrangement setting 12
Bootstrap[886]: Time 281.991213 seconds, bootstrap likelihood -230308.473556, best rearrangement setting 13
Bootstrap[295]: Time 269.498988 seconds, bootstrap likelihood -235190.646002, best rearrangement setting 14
Bootstrap[801]: Time 250.968646 seconds, bootstrap likelihood -231604.915476, best rearrangement setting 13
Bootstrap[210]: Time 295.817979 seconds, bootstrap likelihood -238480.737796, best rearrangement setting 13
Bootstrap[377]: Time 233.114781 seconds, bootstrap likelihood -229771.260432, best rearrangement setting 11
Bootstrap[887]: Time 105.382836 seconds, bootstrap likelihood -225233.222880, best rearrangement setting 5
Bootstrap[548]: Time 213.380337 seconds, bootstrap likelihood -234584.407618, best rearrangement setting 10
Bootstrap[723]: Time 206.722387 seconds, bootstrap likelihood -231147.577632, best rearrangement setting 12
Bootstrap[970]: Time 246.024546 seconds, bootstrap likelihood -227141.762417, best rearrangement setting 12
Bootstrap[630]: Time 305.325234 seconds, bootstrap likelihood -227003.703313, best rearrangement setting 15
Bootstrap[211]: Time 150.128719 seconds, bootstrap likelihood -226517.031342, best rearrangement setting 7
Bootstrap[468]: Time 208.166676 seconds, bootstrap likelihood -228840.452197, best rearrangement setting 10
Bootstrap[296]: Time 188.290290 seconds, bootstrap likelihood -228872.195689, best rearrangement setting 10
Bootstrap[45]: Time 306.479466 seconds, bootstrap likelihood -230512.790920, best rearrangement setting 15
Bootstrap[128]: Time 286.468632 seconds, bootstrap likelihood -232841.039242, best rearrangement setting 14
Bootstrap[378]: Time 207.776537 seconds, bootstrap likelihood -229644.235767, best rearrangement setting 10
Bootstrap[802]: Time 293.077754 seconds, bootstrap likelihood -225307.816115, best rearrangement setting 14
Bootstrap[212]: Time 138.159594 seconds, bootstrap likelihood -229076.165606, best rearrangement setting 7
Bootstrap[297]: Time 125.150291 seconds, bootstrap likelihood -228083.937228, best rearrangement setting 7
Bootstrap[549]: Time 205.805288 seconds, bootstrap likelihood -230848.816243, best rearrangement setting 10
Bootstrap[888]: Time 251.279760 seconds, bootstrap likelihood -234752.245272, best rearrangement setting 14
Bootstrap[129]: Time 102.537733 seconds, bootstrap likelihood -228388.147846, best rearrangement setting 5
Bootstrap[971]: Time 205.124254 seconds, bootstrap likelihood -231256.469720, best rearrangement setting 10
Bootstrap[724]: Time 261.744399 seconds, bootstrap likelihood -229491.155994, best rearrangement setting 14
Bootstrap[469]: Time 218.123985 seconds, bootstrap likelihood -230228.232194, best rearrangement setting 11
Bootstrap[631]: Time 240.287248 seconds, bootstrap likelihood -234070.503063, best rearrangement setting 12
Bootstrap[213]: Time 127.979023 seconds, bootstrap likelihood -231243.018681, best rearrangement setting 6
Bootstrap[550]: Time 139.571327 seconds, bootstrap likelihood -228041.168852, best rearrangement setting 7
Bootstrap[379]: Time 243.646139 seconds, bootstrap likelihood -223394.272311, best rearrangement setting 11
Bootstrap[46]: Time 290.727626 seconds, bootstrap likelihood -229660.917392, best rearrangement setting 14
Bootstrap[803]: Time 217.600995 seconds, bootstrap likelihood -232404.945072, best rearrangement setting 11
Bootstrap[298]: Time 203.931614 seconds, bootstrap likelihood -233169.096320, best rearrangement setting 10
Bootstrap[725]: Time 158.324622 seconds, bootstrap likelihood -234906.084115, best rearrangement setting 8
Bootstrap[470]: Time 163.941756 seconds, bootstrap likelihood -235025.193892, best rearrangement setting 7
Bootstrap[972]: Time 209.959177 seconds, bootstrap likelihood -228364.397030, best rearrangement setting 10
Bootstrap[551]: Time 132.320027 seconds, bootstrap likelihood -232487.783732, best rearrangement setting 6
Bootstrap[130]: Time 254.165980 seconds, bootstrap likelihood -227621.375287, best rearrangement setting 13
Bootstrap[804]: Time 121.417157 seconds, bootstrap likelihood -231166.394170, best rearrangement setting 6
Bootstrap[889]: Time 308.638360 seconds, bootstrap likelihood -234982.420133, best rearrangement setting 15
Bootstrap[214]: Time 234.301998 seconds, bootstrap likelihood -234813.760136, best rearrangement setting 11
Bootstrap[47]: Time 158.508847 seconds, bootstrap likelihood -232163.298548, best rearrangement setting 8
Bootstrap[632]: Time 296.737909 seconds, bootstrap likelihood -229692.283002, best rearrangement setting 13
Bootstrap[552]: Time 126.151293 seconds, bootstrap likelihood -231442.974944, best rearrangement setting 6
Bootstrap[805]: Time 100.262929 seconds, bootstrap likelihood -237705.328024, best rearrangement setting 5
Bootstrap[299]: Time 246.285669 seconds, bootstrap likelihood -232384.875025, best rearrangement setting 13
Bootstrap[380]: Time 281.316765 seconds, bootstrap likelihood -225349.297608, best rearrangement setting 14
Bootstrap[48]: Time 122.947282 seconds, bootstrap likelihood -230918.237955, best rearrangement setting 6
Bootstrap[726]: Time 246.648326 seconds, bootstrap likelihood -233773.198465, best rearrangement setting 13
Bootstrap[890]: Time 163.660595 seconds, bootstrap likelihood -232199.582328, best rearrangement setting 7
Bootstrap[471]: Time 267.229565 seconds, bootstrap likelihood -231538.371412, best rearrangement setting 14
Bootstrap[215]: Time 170.553011 seconds, bootstrap likelihood -232597.241137, best rearrangement setting 8
Bootstrap[973]: Time 273.810521 seconds, bootstrap likelihood -227595.532436, best rearrangement setting 13
Bootstrap[806]: Time 120.214633 seconds, bootstrap likelihood -229726.280182, best rearrangement setting 5
Bootstrap[131]: Time 261.781292 seconds, bootstrap likelihood -232395.482107, best rearrangement setting 13
Bootstrap[300]: Time 119.648050 seconds, bootstrap likelihood -227291.463230, best rearrangement setting 6
Bootstrap[553]: Time 183.143052 seconds, bootstrap likelihood -231630.560212, best rearrangement setting 9
Bootstrap[633]: Time 209.848831 seconds, bootstrap likelihood -232269.992491, best rearrangement setting 11
Bootstrap[727]: Time 121.315413 seconds, bootstrap likelihood -235729.834269, best rearrangement setting 7
Bootstrap[891]: Time 121.042468 seconds, bootstrap likelihood -232194.916248, best rearrangement setting 6
Bootstrap[49]: Time 147.440995 seconds, bootstrap likelihood -235137.564005, best rearrangement setting 7
Bootstrap[381]: Time 167.203589 seconds, bootstrap likelihood -233851.818976, best rearrangement setting 8
Bootstrap[634]: Time 95.475752 seconds, bootstrap likelihood -230112.850844, best rearrangement setting 5
Bootstrap[974]: Time 192.010617 seconds, bootstrap likelihood -229434.863429, best rearrangement setting 9
Bootstrap[216]: Time 213.677518 seconds, bootstrap likelihood -230647.491090, best rearrangement setting 10
Bootstrap[472]: Time 246.204948 seconds, bootstrap likelihood -232095.192689, best rearrangement setting 12
Bootstrap[50]: Time 160.185081 seconds, bootstrap likelihood -232295.538518, best rearrangement setting 7
Bootstrap[554]: Time 215.849941 seconds, bootstrap likelihood -229038.193490, best rearrangement setting 9
Bootstrap[382]: Time 187.465656 seconds, bootstrap likelihood -230212.787891, best rearrangement setting 9
Bootstrap[892]: Time 218.139341 seconds, bootstrap likelihood -227163.092291, best rearrangement setting 11
Bootstrap[728]: Time 232.851402 seconds, bootstrap likelihood -229338.831027, best rearrangement setting 13
Bootstrap[132]: Time 280.495168 seconds, bootstrap likelihood -233871.388485, best rearrangement setting 14
Bootstrap[301]: Time 277.828603 seconds, bootstrap likelihood -236738.349637, best rearrangement setting 14
Bootstrap[807]: Time 318.785454 seconds, bootstrap likelihood -229783.279110, best rearrangement setting 14
Bootstrap[473]: Time 122.154443 seconds, bootstrap likelihood -230151.322305, best rearrangement setting 6
Bootstrap[975]: Time 172.619583 seconds, bootstrap likelihood -232058.053010, best rearrangement setting 9
Bootstrap[635]: Time 224.226957 seconds, bootstrap likelihood -228776.995165, best rearrangement setting 11
Bootstrap[729]: Time 92.051611 seconds, bootstrap likelihood -232138.820171, best rearrangement setting 5
Bootstrap[555]: Time 122.207430 seconds, bootstrap likelihood -231314.474504, best rearrangement setting 6
Bootstrap[893]: Time 99.612900 seconds, bootstrap likelihood -226208.926032, best rearrangement setting 5
Bootstrap[133]: Time 105.758739 seconds, bootstrap likelihood -231763.427945, best rearrangement setting 5
Bootstrap[383]: Time 142.480284 seconds, bootstrap likelihood -229666.626974, best rearrangement setting 7
Bootstrap[51]: Time 204.647361 seconds, bootstrap likelihood -228873.427477, best rearrangement setting 11
Bootstrap[808]: Time 144.027613 seconds, bootstrap likelihood -231607.038024, best rearrangement setting 7
Bootstrap[976]: Time 106.811522 seconds, bootstrap likelihood -228596.309960, best rearrangement setting 5
Bootstrap[217]: Time 272.582554 seconds, bootstrap likelihood -226425.666166, best rearrangement setting 15
Bootstrap[730]: Time 90.169878 seconds, bootstrap likelihood -238567.595022, best rearrangement setting 5
Bootstrap[556]: Time 106.367849 seconds, bootstrap likelihood -233774.797092, best rearrangement setting 5
Bootstrap[474]: Time 199.121647 seconds, bootstrap likelihood -228714.514370, best rearrangement setting 10
Bootstrap[302]: Time 251.548885 seconds, bootstrap likelihood -231029.232912, best rearrangement setting 13
Bootstrap[134]: Time 203.230280 seconds, bootstrap likelihood -235922.968029, best rearrangement setting 9
Bootstrap[894]: Time 223.938897 seconds, bootstrap likelihood -232978.655746, best rearrangement setting 11
Bootstrap[731]: Time 159.185736 seconds, bootstrap likelihood -229435.522159, best rearrangement setting 9
Bootstrap[977]: Time 179.249882 seconds, bootstrap likelihood -231994.755239, best rearrangement setting 9
Bootstrap[636]: Time 288.773802 seconds, bootstrap likelihood -235307.836976, best rearrangement setting 14
Bootstrap[218]: Time 220.584796 seconds, bootstrap likelihood -229411.775864, best rearrangement setting 11
Bootstrap[52]: Time 243.664368 seconds, bootstrap likelihood -227941.005429, best rearrangement setting 12
Bootstrap[303]: Time 143.697496 seconds, bootstrap likelihood -233660.282030, best rearrangement setting 8
Bootstrap[809]: Time 244.961110 seconds, bootstrap likelihood -234372.532221, best rearrangement setting 12
Bootstrap[557]: Time 215.633260 seconds, bootstrap likelihood -233520.661166, best rearrangement setting 11
Bootstrap[384]: Time 301.760195 seconds, bootstrap likelihood -230039.819968, best rearrangement setting 14
Bootstrap[895]: Time 123.292842 seconds, bootstrap likelihood -234684.665077, best rearrangement setting 6
Bootstrap[978]: Time 97.685215 seconds, bootstrap likelihood -228743.843260, best rearrangement setting 5
Bootstrap[219]: Time 104.170456 seconds, bootstrap likelihood -236671.132308, best rearrangement setting 5
Bootstrap[732]: Time 161.366390 seconds, bootstrap likelihood -230831.199960, best rearrangement setting 8
Bootstrap[637]: Time 153.699520 seconds, bootstrap likelihood -229936.193242, best rearrangement setting 8
Bootstrap[475]: Time 286.756093 seconds, bootstrap likelihood -234324.167408, best rearrangement setting 14
Bootstrap[810]: Time 144.208855 seconds, bootstrap likelihood -229577.614815, best rearrangement setting 7
Bootstrap[896]: Time 125.813150 seconds, bootstrap likelihood -230266.818532, best rearrangement setting 6
Bootstrap[53]: Time 172.074719 seconds, bootstrap likelihood -230773.327398, best rearrangement setting 8
Bootstrap[135]: Time 264.902605 seconds, bootstrap likelihood -234205.335332, best rearrangement setting 13
Bootstrap[979]: Time 225.211729 seconds, bootstrap likelihood -230714.222405, best rearrangement setting 11
Bootstrap[136]: Time 104.123591 seconds, bootstrap likelihood -232930.635250, best rearrangement setting 5
Bootstrap[304]: Time 275.294760 seconds, bootstrap likelihood -231405.330246, best rearrangement setting 14
Bootstrap[385]: Time 256.712373 seconds, bootstrap likelihood -228064.944760, best rearrangement setting 12
Bootstrap[220]: Time 201.159664 seconds, bootstrap likelihood -236221.531648, best rearrangement setting 10
Bootstrap[733]: Time 201.737082 seconds, bootstrap likelihood -230781.958328, best rearrangement setting 11
Bootstrap[558]: Time 292.496900 seconds, bootstrap likelihood -227994.325913, best rearrangement setting 15
Bootstrap[638]: Time 218.287930 seconds, bootstrap likelihood -230522.200607, best rearrangement setting 11
Bootstrap[54]: Time 179.572946 seconds, bootstrap likelihood -229431.021682, best rearrangement setting 9
Bootstrap[476]: Time 225.950564 seconds, bootstrap likelihood -233525.844765, best rearrangement setting 11
Bootstrap[811]: Time 231.519414 seconds, bootstrap likelihood -234382.701821, best rearrangement setting 12
Bootstrap[221]: Time 95.522440 seconds, bootstrap likelihood -235577.130171, best rearrangement setting 5
Bootstrap[386]: Time 125.186197 seconds, bootstrap likelihood -228836.431132, best rearrangement setting 5
Bootstrap[897]: Time 262.942056 seconds, bootstrap likelihood -227195.626466, best rearrangement setting 13
Bootstrap[305]: Time 172.760413 seconds, bootstrap likelihood -235553.347566, best rearrangement setting 9
Bootstrap[559]: Time 156.228495 seconds, bootstrap likelihood -227390.773419, best rearrangement setting 8
Bootstrap[734]: Time 200.878267 seconds, bootstrap likelihood -228003.114117, best rearrangement setting 11
Bootstrap[639]: Time 173.261915 seconds, bootstrap likelihood -231924.548706, best rearrangement setting 9
Bootstrap[137]: Time 238.875756 seconds, bootstrap likelihood -229214.274913, best rearrangement setting 12
Bootstrap[222]: Time 138.067971 seconds, bootstrap likelihood -230676.637832, best rearrangement setting 7
Bootstrap[980]: Time 281.107202 seconds, bootstrap likelihood -232155.997183, best rearrangement setting 14
Bootstrap[898]: Time 121.779437 seconds, bootstrap likelihood -229253.473667, best rearrangement setting 6
Bootstrap[812]: Time 179.549788 seconds, bootstrap likelihood -230340.714375, best rearrangement setting 9
Bootstrap[55]: Time 229.108429 seconds, bootstrap likelihood -227259.070905, best rearrangement setting 11
Bootstrap[560]: Time 156.115456 seconds, bootstrap likelihood -236010.000646, best rearrangement setting 8
Bootstrap[387]: Time 230.114739 seconds, bootstrap likelihood -231409.939052, best rearrangement setting 11
Bootstrap[981]: Time 104.221268 seconds, bootstrap likelihood -230570.504589, best rearrangement setting 5
Bootstrap[477]: Time 303.510611 seconds, bootstrap likelihood -226913.408689, best rearrangement setting 15
Bootstrap[56]: Time 102.662381 seconds, bootstrap likelihood -235123.811002, best rearrangement setting 5
Bootstrap[306]: Time 234.074034 seconds, bootstrap likelihood -230402.947323, best rearrangement setting 12
Bootstrap[640]: Time 178.719823 seconds, bootstrap likelihood -232168.590480, best rearrangement setting 9
Bootstrap[223]: Time 186.379125 seconds, bootstrap likelihood -236895.179637, best rearrangement setting 10
Bootstrap[813]: Time 183.687486 seconds, bootstrap likelihood -230887.061163, best rearrangement setting 9
Bootstrap[899]: Time 210.020740 seconds, bootstrap likelihood -229103.860118, best rearrangement setting 10
Bootstrap[735]: Time 263.189313 seconds, bootstrap likelihood -230500.404156, best rearrangement setting 15
Bootstrap[561]: Time 162.479635 seconds, bootstrap likelihood -228305.589030, best rearrangement setting 8
Bootstrap[982]: Time 141.889420 seconds, bootstrap likelihood -228945.586822, best rearrangement setting 7
Bootstrap[388]: Time 154.800025 seconds, bootstrap likelihood -227775.229792, best rearrangement setting 7
Bootstrap[138]: Time 285.168680 seconds, bootstrap likelihood -230858.643260, best rearrangement setting 14
Bootstrap[57]: Time 146.534147 seconds, bootstrap likelihood -231794.841473, best rearrangement setting 7
Bootstrap[814]: Time 103.252437 seconds, bootstrap likelihood -227624.035686, best rearrangement setting 5
Bootstrap[139]: Time 107.760678 seconds, bootstrap likelihood -230201.387631, best rearrangement setting 5
Bootstrap[224]: Time 196.624238 seconds, bootstrap likelihood -234786.560937, best rearrangement setting 10
Bootstrap[736]: Time 155.925784 seconds, bootstrap likelihood -231812.754903, best rearrangement setting 9
Bootstrap[900]: Time 178.637055 seconds, bootstrap likelihood -230598.538941, best rearrangement setting 8
Bootstrap[478]: Time 291.105180 seconds, bootstrap likelihood -228800.664146, best rearrangement setting 14
Bootstrap[641]: Time 308.353243 seconds, bootstrap likelihood -230697.188561, best rearrangement setting 15
Bootstrap[307]: Time 320.623418 seconds, bootstrap likelihood -232472.335455, best rearrangement setting 15
Bootstrap[58]: Time 196.538878 seconds, bootstrap likelihood -227137.204096, best rearrangement setting 10
Bootstrap[562]: Time 281.585099 seconds, bootstrap likelihood -234699.044536, best rearrangement setting 14
Bootstrap[389]: Time 286.315498 seconds, bootstrap likelihood -228621.281924, best rearrangement setting 13
Bootstrap[308]: Time 111.215192 seconds, bootstrap likelihood -229783.018993, best rearrangement setting 6
Bootstrap[983]: Time 319.665654 seconds, bootstrap likelihood -228700.425127, best rearrangement setting 15
Bootstrap[901]: Time 205.728681 seconds, bootstrap likelihood -230837.760753, best rearrangement setting 10
Bootstrap[140]: Time 247.048015 seconds, bootstrap likelihood -230782.513523, best rearrangement setting 13
Bootstrap[815]: Time 309.767178 seconds, bootstrap likelihood -234877.967472, best rearrangement setting 15
Bootstrap[642]: Time 174.939378 seconds, bootstrap likelihood -235677.407504, best rearrangement setting 9
Bootstrap[225]: Time 267.964127 seconds, bootstrap likelihood -228342.295252, best rearrangement setting 14
Bootstrap[59]: Time 177.332907 seconds, bootstrap likelihood -231418.205681, best rearrangement setting 9
Bootstrap[737]: Time 288.415418 seconds, bootstrap likelihood -233863.409468, best rearrangement setting 15
Bootstrap[390]: Time 127.192728 seconds, bootstrap likelihood -227917.670868, best rearrangement setting 6
Bootstrap[563]: Time 183.249200 seconds, bootstrap likelihood -226630.826823, best rearrangement setting 9
Bootstrap[309]: Time 131.108338 seconds, bootstrap likelihood -228252.271470, best rearrangement setting 7
Bootstrap[479]: Time 302.131702 seconds, bootstrap likelihood -228229.211342, best rearrangement setting 15
Bootstrap[984]: Time 181.387995 seconds, bootstrap likelihood -231569.006503, best rearrangement setting 8
Bootstrap[816]: Time 178.719003 seconds, bootstrap likelihood -225647.103920, best rearrangement setting 8
Bootstrap[141]: Time 190.442529 seconds, bootstrap likelihood -228561.518752, best rearrangement setting 10
Bootstrap[60]: Time 156.737383 seconds, bootstrap likelihood -231192.129334, best rearrangement setting 7
Bootstrap[226]: Time 207.120058 seconds, bootstrap likelihood -229219.280360, best rearrangement setting 11
Bootstrap[391]: Time 185.399045 seconds, bootstrap likelihood -231763.715486, best rearrangement setting 9
Bootstrap[902]: Time 260.214468 seconds, bootstrap likelihood -231479.424886, best rearrangement setting 13
Bootstrap[480]: Time 185.907836 seconds, bootstrap likelihood -238352.805993, best rearrangement setting 8
Bootstrap[564]: Time 194.656064 seconds, bootstrap likelihood -231963.937267, best rearrangement setting 8
Bootstrap[643]: Time 266.093274 seconds, bootstrap likelihood -229325.946104, best rearrangement setting 13
Bootstrap[310]: Time 209.308035 seconds, bootstrap likelihood -234388.395788, best rearrangement setting 12
Bootstrap[61]: Time 101.240530 seconds, bootstrap likelihood -230308.056181, best rearrangement setting 5
Bootstrap[738]: Time 253.201811 seconds, bootstrap likelihood -231495.169973, best rearrangement setting 14
Bootstrap[985]: Time 178.059187 seconds, bootstrap likelihood -231997.042007, best rearrangement setting 9
Bootstrap[817]: Time 200.538412 seconds, bootstrap likelihood -230122.021150, best rearrangement setting 10
Bootstrap[644]: Time 106.705272 seconds, bootstrap likelihood -231094.044195, best rearrangement setting 5
Bootstrap[227]: Time 165.998218 seconds, bootstrap likelihood -227727.385926, best rearrangement setting 9
Bootstrap[142]: Time 235.001492 seconds, bootstrap likelihood -229316.475808, best rearrangement setting 11
Bootstrap[986]: Time 185.931961 seconds, bootstrap likelihood -232794.435412, best rearrangement setting 9
Bootstrap[903]: Time 263.579342 seconds, bootstrap likelihood -232826.596704, best rearrangement setting 13
Bootstrap[62]: Time 216.321988 seconds, bootstrap likelihood -235051.403648, best rearrangement setting 11
Bootstrap[818]: Time 135.394789 seconds, bootstrap likelihood -233810.463273, best rearrangement setting 7
Bootstrap[481]: Time 253.292705 seconds, bootstrap likelihood -229476.682678, best rearrangement setting 13
Bootstrap[565]: Time 263.351445 seconds, bootstrap likelihood -234327.943690, best rearrangement setting 12
Bootstrap[739]: Time 247.094299 seconds, bootstrap likelihood -236627.138381, best rearrangement setting 14
Bootstrap[228]: Time 154.303919 seconds, bootstrap likelihood -228945.394164, best rearrangement setting 7
Bootstrap[392]: Time 318.542943 seconds, bootstrap likelihood -231614.786812, best rearrangement setting 14
Bootstrap[311]: Time 291.087052 seconds, bootstrap likelihood -227789.219123, best rearrangement setting 15
Bootstrap[645]: Time 251.646257 seconds, bootstrap likelihood -227814.086284, best rearrangement setting 12
Bootstrap[987]: Time 138.187499 seconds, bootstrap likelihood -227124.824001, best rearrangement setting 7
Bootstrap[904]: Time 180.585596 seconds, bootstrap likelihood -230947.703736, best rearrangement setting 9
Bootstrap[819]: Time 174.913978 seconds, bootstrap likelihood -231019.623799, best rearrangement setting 9
Bootstrap[566]: Time 167.754649 seconds, bootstrap likelihood -237559.391634, best rearrangement setting 8
Bootstrap[143]: Time 289.428772 seconds, bootstrap likelihood -229398.210670, best rearrangement setting 14
Bootstrap[312]: Time 150.013722 seconds, bootstrap likelihood -232975.542777, best rearrangement setting 7
Bootstrap[740]: Time 206.546804 seconds, bootstrap likelihood -227225.879797, best rearrangement setting 12
Bootstrap[63]: Time 252.643191 seconds, bootstrap likelihood -229593.170813, best rearrangement setting 12
Bootstrap[482]: Time 245.917811 seconds, bootstrap likelihood -231186.535279, best rearrangement setting 12
Bootstrap[393]: Time 243.706421 seconds, bootstrap likelihood -234318.543129, best rearrangement setting 11
Bootstrap[567]: Time 125.098068 seconds, bootstrap likelihood -228746.365348, best rearrangement setting 6
Bootstrap[988]: Time 208.010258 seconds, bootstrap likelihood -228335.243367, best rearrangement setting 10
Bootstrap[229]: Time 313.578655 seconds, bootstrap likelihood -228433.257266, best rearrangement setting 15
Bootstrap[741]: Time 109.879433 seconds, bootstrap likelihood -235085.522487, best rearrangement setting 6
Bootstrap[820]: Time 174.646973 seconds, bootstrap likelihood -234158.360427, best rearrangement setting 9
Bootstrap[144]: Time 159.206175 seconds, bootstrap likelihood -228706.584413, best rearrangement setting 7
Bootstrap[64]: Time 136.144687 seconds, bootstrap likelihood -233751.541559, best rearrangement setting 7
Bootstrap[145]: Time 99.974010 seconds, bootstrap likelihood -231625.033360, best rearrangement setting 5
Bootstrap[646]: Time 331.537430 seconds, bootstrap likelihood -232712.260010, best rearrangement setting 15
Bootstrap[905]: Time 291.255570 seconds, bootstrap likelihood -233783.888896, best rearrangement setting 14
Bootstrap[568]: Time 157.472195 seconds, bootstrap likelihood -228712.146243, best rearrangement setting 8
Bootstrap[313]: Time 258.191245 seconds, bootstrap likelihood -233160.910538, best rearrangement setting 14
Bootstrap[65]: Time 102.848888 seconds, bootstrap likelihood -230442.338630, best rearrangement setting 5
Bootstrap[989]: Time 180.438833 seconds, bootstrap likelihood -234306.871041, best rearrangement setting 9
Bootstrap[483]: Time 260.361405 seconds, bootstrap likelihood -232690.755927, best rearrangement setting 13
Bootstrap[821]: Time 176.990001 seconds, bootstrap likelihood -232118.119613, best rearrangement setting 9
Bootstrap[742]: Time 178.898578 seconds, bootstrap likelihood -231396.416455, best rearrangement setting 9
Bootstrap[394]: Time 276.471323 seconds, bootstrap likelihood -226298.802553, best rearrangement setting 13
Bootstrap[66]: Time 100.260686 seconds, bootstrap likelihood -235036.450233, best rearrangement setting 5
Bootstrap[146]: Time 141.324026 seconds, bootstrap likelihood -230456.349692, best rearrangement setting 7
Bootstrap[230]: Time 268.242169 seconds, bootstrap likelihood -234159.515663, best rearrangement setting 14
Bootstrap[743]: Time 87.982398 seconds, bootstrap likelihood -224844.496982, best rearrangement setting 5
Bootstrap[314]: Time 189.391318 seconds, bootstrap likelihood -231888.904006, best rearrangement setting 10
Bootstrap[484]: Time 167.615784 seconds, bootstrap likelihood -233352.205954, best rearrangement setting 8
Bootstrap[147]: Time 119.851687 seconds, bootstrap likelihood -238029.771227, best rearrangement setting 6
Bootstrap[906]: Time 258.911413 seconds, bootstrap likelihood -231511.079086, best rearrangement setting 13
Bootstrap[744]: Time 120.387556 seconds, bootstrap likelihood -229191.644382, best rearrangement setting 7
Bootstrap[395]: Time 185.559575 seconds, bootstrap likelihood -233232.920005, best rearrangement setting 9
Bootstrap[647]: Time 309.685785 seconds, bootstrap likelihood -229537.925150, best rearrangement setting 15
Bootstrap[990]: Time 269.421873 seconds, bootstrap likelihood -231322.835557, best rearrangement setting 13
Bootstrap[822]: Time 256.260088 seconds, bootstrap likelihood -233223.854337, best rearrangement setting 13
Bootstrap[569]: Time 317.247260 seconds, bootstrap likelihood -229172.319804, best rearrangement setting 15
Bootstrap[231]: Time 191.835126 seconds, bootstrap likelihood -232914.283254, best rearrangement setting 10
Bootstrap[148]: Time 135.727980 seconds, bootstrap likelihood -232030.841936, best rearrangement setting 7
Bootstrap[67]: Time 281.801922 seconds, bootstrap likelihood -231495.299825, best rearrangement setting 15
Bootstrap[907]: Time 153.674556 seconds, bootstrap likelihood -227927.247566, best rearrangement setting 8
Bootstrap[745]: Time 142.945993 seconds, bootstrap likelihood -232733.301331, best rearrangement setting 8
Bootstrap[823]: Time 99.479010 seconds, bootstrap likelihood -231380.758143, best rearrangement setting 5
Bootstrap[485]: Time 206.104658 seconds, bootstrap likelihood -231185.121571, best rearrangement setting 10
Bootstrap[396]: Time 185.311273 seconds, bootstrap likelihood -230767.026886, best rearrangement setting 8
Bootstrap[232]: Time 132.020437 seconds, bootstrap likelihood -229410.748682, best rearrangement setting 7
Bootstrap[648]: Time 176.346639 seconds, bootstrap likelihood -232358.985191, best rearrangement setting 8
Bootstrap[315]: Time 281.491572 seconds, bootstrap likelihood -231611.595550, best rearrangement setting 15
Bootstrap[991]: Time 209.898716 seconds, bootstrap likelihood -223392.573590, best rearrangement setting 10
Bootstrap[908]: Time 139.434413 seconds, bootstrap likelihood -231511.441180, best rearrangement setting 7
Bootstrap[233]: Time 97.155506 seconds, bootstrap likelihood -232479.999751, best rearrangement setting 5
Bootstrap[149]: Time 211.762759 seconds, bootstrap likelihood -232870.106185, best rearrangement setting 11
Bootstrap[68]: Time 208.414662 seconds, bootstrap likelihood -231778.193773, best rearrangement setting 11
Bootstrap[746]: Time 207.917662 seconds, bootstrap likelihood -230658.981833, best rearrangement setting 12
Bootstrap[570]: Time 294.014983 seconds, bootstrap likelihood -228767.632258, best rearrangement setting 14
Bootstrap[824]: Time 205.820976 seconds, bootstrap likelihood -225425.820039, best rearrangement setting 10
Bootstrap[992]: Time 101.678177 seconds, bootstrap likelihood -228736.607629, best rearrangement setting 5
Bootstrap[316]: Time 147.042296 seconds, bootstrap likelihood -232129.902484, best rearrangement setting 8
Bootstrap[234]: Time 96.503605 seconds, bootstrap likelihood -229990.110390, best rearrangement setting 5
Bootstrap[909]: Time 116.908918 seconds, bootstrap likelihood -231115.230236, best rearrangement setting 6
Bootstrap[150]: Time 105.380983 seconds, bootstrap likelihood -233723.744061, best rearrangement setting 5
Bootstrap[649]: Time 236.854919 seconds, bootstrap likelihood -229707.289226, best rearrangement setting 12
Bootstrap[69]: Time 100.110583 seconds, bootstrap likelihood -232501.776306, best rearrangement setting 5
Bootstrap[486]: Time 296.181553 seconds, bootstrap likelihood -229522.765341, best rearrangement setting 15
Bootstrap[747]: Time 107.159970 seconds, bootstrap likelihood -229917.137646, best rearrangement setting 6
Bootstrap[825]: Time 121.175162 seconds, bootstrap likelihood -229824.513211, best rearrangement setting 6
Bootstrap[993]: Time 143.742161 seconds, bootstrap likelihood -231725.670354, best rearrangement setting 7
Bootstrap[397]: Time 316.258297 seconds, bootstrap likelihood -230249.091044, best rearrangement setting 14
Bootstrap[571]: Time 186.381690 seconds, bootstrap likelihood -234810.153548, best rearrangement setting 9
Bootstrap[317]: Time 189.260799 seconds, bootstrap likelihood -236189.140807, best rearrangement setting 10
Bootstrap[151]: Time 136.369537 seconds, bootstrap likelihood -220842.304123, best rearrangement setting 7
Bootstrap[235]: Time 174.354619 seconds, bootstrap likelihood -234580.664595, best rearrangement setting 9
Bootstrap[487]: Time 123.731080 seconds, bootstrap likelihood -229440.931204, best rearrangement setting 6
Bootstrap[398]: Time 108.119554 seconds, bootstrap likelihood -229237.708011, best rearrangement setting 5
Bootstrap[70]: Time 178.669464 seconds, bootstrap likelihood -232604.031732, best rearrangement setting 8
Bootstrap[910]: Time 258.113572 seconds, bootstrap likelihood -230533.081646, best rearrangement setting 12
Bootstrap[572]: Time 134.237151 seconds, bootstrap likelihood -224412.465063, best rearrangement setting 7
Bootstrap[236]: Time 113.122293 seconds, bootstrap likelihood -229722.977168, best rearrangement setting 6
Bootstrap[826]: Time 249.727842 seconds, bootstrap likelihood -234457.705371, best rearrangement setting 11
Bootstrap[650]: Time 282.633770 seconds, bootstrap likelihood -236708.756472, best rearrangement setting 15
Bootstrap[152]: Time 159.087354 seconds, bootstrap likelihood -228633.861236, best rearrangement setting 8
Bootstrap[748]: Time 275.335556 seconds, bootstrap likelihood -226413.933914, best rearrangement setting 15
Bootstrap[488]: Time 176.466360 seconds, bootstrap likelihood -231894.290592, best rearrangement setting 9
Bootstrap[237]: Time 98.098194 seconds, bootstrap likelihood -231269.003857, best rearrangement setting 5
Bootstrap[399]: Time 163.247257 seconds, bootstrap likelihood -229691.271649, best rearrangement setting 8
Bootstrap[573]: Time 120.023740 seconds, bootstrap likelihood -231070.311086, best rearrangement setting 6
Bootstrap[71]: Time 202.249086 seconds, bootstrap likelihood -226655.489241, best rearrangement setting 10
Bootstrap[153]: Time 101.559820 seconds, bootstrap likelihood -231325.880674, best rearrangement setting 5
Bootstrap[994]: Time 328.842750 seconds, bootstrap likelihood -237661.178561, best rearrangement setting 14
Bootstrap[911]: Time 182.171715 seconds, bootstrap likelihood -231391.034557, best rearrangement setting 9
Bootstrap[318]: Time 294.876176 seconds, bootstrap likelihood -235295.174647, best rearrangement setting 15
Bootstrap[489]: Time 124.361891 seconds, bootstrap likelihood -236480.303362, best rearrangement setting 6
Bootstrap[749]: Time 176.821477 seconds, bootstrap likelihood -231112.934288, best rearrangement setting 10
Bootstrap[574]: Time 143.754162 seconds, bootstrap likelihood -229810.555284, best rearrangement setting 6
Bootstrap[651]: Time 212.775017 seconds, bootstrap likelihood -234724.895836, best rearrangement setting 11
Bootstrap[995]: Time 115.268600 seconds, bootstrap likelihood -232054.305309, best rearrangement setting 6
Bootstrap[400]: Time 164.318215 seconds, bootstrap likelihood -229828.840495, best rearrangement setting 8
Bootstrap[827]: Time 264.973539 seconds, bootstrap likelihood -232502.234779, best rearrangement setting 13
Bootstrap[490]: Time 122.400762 seconds, bootstrap likelihood -227578.897513, best rearrangement setting 5
Bootstrap[238]: Time 220.031221 seconds, bootstrap likelihood -235918.457394, best rearrangement setting 11
Bootstrap[154]: Time 220.992622 seconds, bootstrap likelihood -230823.886773, best rearrangement setting 10
Bootstrap[72]: Time 226.414305 seconds, bootstrap likelihood -232419.197063, best rearrangement setting 11
Bootstrap[401]: Time 107.646744 seconds, bootstrap likelihood -230541.273396, best rearrangement setting 5
Bootstrap[319]: Time 224.288372 seconds, bootstrap likelihood -233396.577736, best rearrangement setting 12
Bootstrap[996]: Time 138.581783 seconds, bootstrap likelihood -228675.854024, best rearrangement setting 7
Bootstrap[750]: Time 187.557130 seconds, bootstrap likelihood -236096.012527, best rearrangement setting 10
Bootstrap[652]: Time 176.790008 seconds, bootstrap likelihood -228877.457110, best rearrangement setting 9
Bootstrap[912]: Time 285.338478 seconds, bootstrap likelihood -227886.059987, best rearrangement setting 14
Bootstrap[155]: Time 135.948392 seconds, bootstrap likelihood -230352.676624, best rearrangement setting 7
Bootstrap[575]: Time 252.154749 seconds, bootstrap likelihood -227234.206698, best rearrangement setting 12
Bootstrap[997]: Time 106.431091 seconds, bootstrap likelihood -230933.812808, best rearrangement setting 5
Bootstrap[828]: Time 205.902216 seconds, bootstrap likelihood -227079.371897, best rearrangement setting 11
Bootstrap[751]: Time 106.979349 seconds, bootstrap likelihood -233976.584867, best rearrangement setting 6
Bootstrap[73]: Time 173.144853 seconds, bootstrap likelihood -229798.620804, best rearrangement setting 9
Bootstrap[239]: Time 274.537074 seconds, bootstrap likelihood -227451.607866, best rearrangement setting 15
Bootstrap[491]: Time 312.279265 seconds, bootstrap likelihood -233359.275129, best rearrangement setting 15
Bootstrap[653]: Time 202.964072 seconds, bootstrap likelihood -235093.162208, best rearrangement setting 10
Bootstrap[320]: Time 250.187188 seconds, bootstrap likelihood -238514.719969, best rearrangement setting 14
Bootstrap[74]: Time 102.543708 seconds, bootstrap likelihood -235187.697935, best rearrangement setting 5
Bootstrap[402]: Time 315.104887 seconds, bootstrap likelihood -231765.855435, best rearrangement setting 15
Bootstrap[913]: Time 257.731624 seconds, bootstrap likelihood -228038.911542, best rearrangement setting 13
Bootstrap[240]: Time 131.722472 seconds, bootstrap likelihood -232763.398902, best rearrangement setting 7
Bootstrap[321]: Time 91.625783 seconds, bootstrap likelihood -227352.069583, best rearrangement setting 5
Bootstrap[829]: Time 227.202606 seconds, bootstrap likelihood -232102.177025, best rearrangement setting 11
Bootstrap[576]: Time 234.871453 seconds, bootstrap likelihood -228785.309263, best rearrangement setting 11
Bootstrap[998]: Time 248.654287 seconds, bootstrap likelihood -232667.070422, best rearrangement setting 12
Bootstrap[492]: Time 136.630430 seconds, bootstrap likelihood -230714.941580, best rearrangement setting 7
Bootstrap[156]: Time 281.142614 seconds, bootstrap likelihood -233727.232301, best rearrangement setting 14
Bootstrap[752]: Time 270.149695 seconds, bootstrap likelihood -230297.637669, best rearrangement setting 14
Bootstrap[75]: Time 156.385465 seconds, bootstrap likelihood -229924.509481, best rearrangement setting 8
Bootstrap[830]: Time 100.354800 seconds, bootstrap likelihood -229990.285090, best rearrangement setting 5
Bootstrap[914]: Time 175.324388 seconds, bootstrap likelihood -232226.870976, best rearrangement setting 9
Bootstrap[654]: Time 269.930203 seconds, bootstrap likelihood -233827.321727, best rearrangement setting 14
Bootstrap[831]: Time 99.365848 seconds, bootstrap likelihood -231934.017128, best rearrangement setting 5
Bootstrap[322]: Time 243.132481 seconds, bootstrap likelihood -226210.121139, best rearrangement setting 13
Bootstrap[76]: Time 173.067816 seconds, bootstrap likelihood -230911.765059, best rearrangement setting 9
Bootstrap[493]: Time 224.159614 seconds, bootstrap likelihood -233052.597203, best rearrangement setting 11
Bootstrap[241]: Time 265.283558 seconds, bootstrap likelihood -237085.104755, best rearrangement setting 14
Bootstrap[403]: Time 328.133178 seconds, bootstrap likelihood -228591.920747, best rearrangement setting 15
Bootstrap[753]: Time 226.578336 seconds, bootstrap likelihood -228946.807076, best rearrangement setting 13
Bootstrap[157]: Time 239.705575 seconds, bootstrap likelihood -220931.476459, best rearrangement setting 12
Bootstrap[999]: Time 269.406439 seconds, bootstrap likelihood -232963.503214, best rearrangement setting 13
Bootstrap[577]: Time 297.902588 seconds, bootstrap likelihood -228616.807288, best rearrangement setting 14
Bootstrap[655]: Time 211.073637 seconds, bootstrap likelihood -234074.735572, best rearrangement setting 11
Bootstrap[832]: Time 188.624482 seconds, bootstrap likelihood -230793.986631, best rearrangement setting 9
Bootstrap[578]: Time 107.323317 seconds, bootstrap likelihood -233452.900606, best rearrangement setting 5
Bootstrap[323]: Time 198.084284 seconds, bootstrap likelihood -231207.048203, best rearrangement setting 11
Bootstrap[915]: Time 295.613080 seconds, bootstrap likelihood -226976.978494, best rearrangement setting 14
Bootstrap[77]: Time 206.901884 seconds, bootstrap likelihood -232445.968738, best rearrangement setting 11
Bootstrap[1000]: Time 161.498714 seconds, bootstrap likelihood -235584.718766, best rearrangement setting 8
Bootstrap[158]: Time 177.286529 seconds, bootstrap likelihood -232631.680280, best rearrangement setting 9
Bootstrap[242]: Time 235.978651 seconds, bootstrap likelihood -231634.879077, best rearrangement setting 13
Bootstrap[494]: Time 242.951905 seconds, bootstrap likelihood -232631.187723, best rearrangement setting 12
Bootstrap[754]: Time 230.938715 seconds, bootstrap likelihood -237212.401903, best rearrangement setting 14
Bootstrap[404]: Time 240.890952 seconds, bootstrap likelihood -233904.122715, best rearrangement setting 12
Bootstrap[159]: Time 117.316288 seconds, bootstrap likelihood -225756.337735, best rearrangement setting 6
Bootstrap[243]: Time 101.204421 seconds, bootstrap likelihood -231889.028664, best rearrangement setting 5
Bootstrap[755]: Time 90.144752 seconds, bootstrap likelihood -233330.433582, best rearrangement setting 5
Bootstrap[833]: Time 218.165100 seconds, bootstrap likelihood -229479.506683, best rearrangement setting 11
Bootstrap[579]: Time 208.269013 seconds, bootstrap likelihood -229006.105841, best rearrangement setting 10
Bootstrap[324]: Time 197.411430 seconds, bootstrap likelihood -225520.425253, best rearrangement setting 11
Bootstrap[405]: Time 127.644771 seconds, bootstrap likelihood -230665.347121, best rearrangement setting 6
Bootstrap[656]: Time 306.305906 seconds, bootstrap likelihood -235877.894891, best rearrangement setting 15
Bootstrap[1001]: Time 264.495272 seconds, bootstrap likelihood -234075.463800, best rearrangement setting 13
Bootstrap[916]: Time 286.851374 seconds, bootstrap likelihood -230249.513772, best rearrangement setting 14
Bootstrap[495]: Time 223.804748 seconds, bootstrap likelihood -233681.625433, best rearrangement setting 11
Bootstrap[325]: Time 107.395600 seconds, bootstrap likelihood -233734.948340, best rearrangement setting 6
Bootstrap[244]: Time 150.054154 seconds, bootstrap likelihood -231258.388925, best rearrangement setting 8
Bootstrap[580]: Time 124.822007 seconds, bootstrap likelihood -231439.207474, best rearrangement setting 6
Bootstrap[78]: Time 305.347745 seconds, bootstrap likelihood -233895.140478, best rearrangement setting 15
Bootstrap[657]: Time 117.489221 seconds, bootstrap likelihood -231800.785510, best rearrangement setting 6
Bootstrap[326]: Time 91.485423 seconds, bootstrap likelihood -231956.897288, best rearrangement setting 5
Bootstrap[160]: Time 279.825329 seconds, bootstrap likelihood -232752.851614, best rearrangement setting 14
Bootstrap[834]: Time 269.067941 seconds, bootstrap likelihood -232010.502666, best rearrangement setting 13
Bootstrap[581]: Time 138.078478 seconds, bootstrap likelihood -227618.823391, best rearrangement setting 7
Bootstrap[1002]: Time 177.471279 seconds, bootstrap likelihood -232030.791366, best rearrangement setting 9
Bootstrap[79]: Time 179.155713 seconds, bootstrap likelihood -234988.541402, best rearrangement setting 9
Bootstrap[917]: Time 229.650104 seconds, bootstrap likelihood -226640.171195, best rearrangement setting 12
Bootstrap[496]: Time 254.508255 seconds, bootstrap likelihood -232885.143221, best rearrangement setting 12
Bootstrap[658]: Time 181.274550 seconds, bootstrap likelihood -232961.931935, best rearrangement setting 8
Bootstrap[245]: Time 243.061718 seconds, bootstrap likelihood -229401.051151, best rearrangement setting 13
Bootstrap[406]: Time 343.126765 seconds, bootstrap likelihood -230047.564180, best rearrangement setting 14
Bootstrap[918]: Time 115.478152 seconds, bootstrap likelihood -236685.414290, best rearrangement setting 6
Bootstrap[327]: Time 259.277956 seconds, bootstrap likelihood -235358.388454, best rearrangement setting 14
Bootstrap[497]: Time 121.323635 seconds, bootstrap likelihood -232461.943270, best rearrangement setting 6
Bootstrap[1003]: Time 212.566261 seconds, bootstrap likelihood -232790.733570, best rearrangement setting 11
Bootstrap[161]: Time 250.786517 seconds, bootstrap likelihood -232853.239932, best rearrangement setting 12
Bootstrap[659]: Time 160.571628 seconds, bootstrap likelihood -229853.676531, best rearrangement setting 8
Bootstrap[582]: Time 272.934082 seconds, bootstrap likelihood -229791.147025, best rearrangement setting 14
Bootstrap[407]: Time 167.072440 seconds, bootstrap likelihood -232843.436064, best rearrangement setting 8
Bootstrap[835]: Time 297.442080 seconds, bootstrap likelihood -222544.578242, best rearrangement setting 15
Bootstrap[246]: Time 197.159374 seconds, bootstrap likelihood -236316.257864, best rearrangement setting 11
Bootstrap[162]: Time 142.213218 seconds, bootstrap likelihood -232373.555880, best rearrangement setting 7
Bootstrap[80]: Time 343.934904 seconds, bootstrap likelihood -239004.033155, best rearrangement setting 15
Bootstrap[247]: Time 112.369722 seconds, bootstrap likelihood -232660.734937, best rearrangement setting 6
Bootstrap[498]: Time 199.375201 seconds, bootstrap likelihood -232686.732074, best rearrangement setting 10
Bootstrap[1004]: Time 202.892640 seconds, bootstrap likelihood -228262.027734, best rearrangement setting 10
Bootstrap[919]: Time 264.582712 seconds, bootstrap likelihood -231841.533791, best rearrangement setting 13
Bootstrap[583]: Time 178.345241 seconds, bootstrap likelihood -232923.969077, best rearrangement setting 9
Bootstrap[328]: Time 248.512902 seconds, bootstrap likelihood -233440.424366, best rearrangement setting 13
Bootstrap[81]: Time 133.394790 seconds, bootstrap likelihood -228849.811738, best rearrangement setting 7
Bootstrap[163]: Time 157.198674 seconds, bootstrap likelihood -229616.938067, best rearrangement setting 8
Bootstrap[660]: Time 291.075912 seconds, bootstrap likelihood -228815.075367, best rearrangement setting 14
Bootstrap[408]: Time 310.016370 seconds, bootstrap likelihood -229579.721674, best rearrangement setting 14
Bootstrap[584]: Time 141.844040 seconds, bootstrap likelihood -232921.737513, best rearrangement setting 6
Bootstrap[836]: Time 311.145527 seconds, bootstrap likelihood -232158.429176, best rearrangement setting 13
Bootstrap[499]: Time 219.772043 seconds, bootstrap likelihood -224270.043234, best rearrangement setting 11
Bootstrap[82]: Time 116.195977 seconds, bootstrap likelihood -230690.845707, best rearrangement setting 6
Bootstrap[248]: Time 244.616332 seconds, bootstrap likelihood -236453.175527, best rearrangement setting 12
Bootstrap[661]: Time 120.103433 seconds, bootstrap likelihood -235528.223894, best rearrangement setting 6
Bootstrap[1005]: Time 247.140679 seconds, bootstrap likelihood -229623.085966, best rearrangement setting 12
Bootstrap[920]: Time 245.407776 seconds, bootstrap likelihood -234422.168563, best rearrangement setting 11
Bootstrap[329]: Time 261.860763 seconds, bootstrap likelihood -229015.135315, best rearrangement setting 14
Bootstrap[249]: Time 112.877588 seconds, bootstrap likelihood -236100.763495, best rearrangement setting 6
Bootstrap[409]: Time 191.087108 seconds, bootstrap likelihood -228217.876224, best rearrangement setting 9
Bootstrap[1006]: Time 117.386487 seconds, bootstrap likelihood -237058.594449, best rearrangement setting 6
Bootstrap[500]: Time 179.136139 seconds, bootstrap likelihood -237146.264671, best rearrangement setting 8
Bootstrap[83]: Time 192.534801 seconds, bootstrap likelihood -229928.783873, best rearrangement setting 10
Bootstrap[164]: Time 308.893399 seconds, bootstrap likelihood -234525.643635, best rearrangement setting 14
Bootstrap[662]: Time 177.021768 seconds, bootstrap likelihood -230176.926975, best rearrangement setting 9
Bootstrap[837]: Time 249.529640 seconds, bootstrap likelihood -227162.173832, best rearrangement setting 13
Bootstrap[585]: Time 292.015711 seconds, bootstrap likelihood -227175.119216, best rearrangement setting 14
Bootstrap[250]: Time 151.588734 seconds, bootstrap likelihood -228260.766839, best rearrangement setting 8
Bootstrap[921]: Time 239.383710 seconds, bootstrap likelihood -226387.206927, best rearrangement setting 12
Bootstrap[165]: Time 117.137508 seconds, bootstrap likelihood -234424.941195, best rearrangement setting 6
Bootstrap[410]: Time 179.581757 seconds, bootstrap likelihood -233263.117340, best rearrangement setting 9
Bootstrap[330]: Time 269.259027 seconds, bootstrap likelihood -229171.004657, best rearrangement setting 14
Bootstrap[663]: Time 159.006534 seconds, bootstrap likelihood -235231.086342, best rearrangement setting 8
Bootstrap[1007]: Time 233.139573 seconds, bootstrap likelihood -235691.447339, best rearrangement setting 12
Bootstrap[922]: Time 95.942024 seconds, bootstrap likelihood -234723.149263, best rearrangement setting 5
Bootstrap[166]: Time 133.677370 seconds, bootstrap likelihood -222375.302057, best rearrangement setting 7
Bootstrap[501]: Time 298.112339 seconds, bootstrap likelihood -229460.979846, best rearrangement setting 15
Bootstrap[251]: Time 206.747537 seconds, bootstrap likelihood -234141.487798, best rearrangement setting 11
Bootstrap[586]: Time 251.458697 seconds, bootstrap likelihood -227223.236556, best rearrangement setting 12
Bootstrap[838]: Time 291.732895 seconds, bootstrap likelihood -234793.012632, best rearrangement setting 15
Bootstrap[923]: Time 118.531882 seconds, bootstrap likelihood -233748.013375, best rearrangement setting 6
Bootstrap[167]: Time 100.704868 seconds, bootstrap likelihood -232510.546065, best rearrangement setting 5
Bootstrap[664]: Time 208.379588 seconds, bootstrap likelihood -227709.371642, best rearrangement setting 11
Bootstrap[411]: Time 272.252201 seconds, bootstrap likelihood -228691.342086, best rearrangement setting 13
Bootstrap[331]: Time 263.653944 seconds, bootstrap likelihood -231871.005552, best rearrangement setting 15
Bootstrap[502]: Time 203.081837 seconds, bootstrap likelihood -228881.072818, best rearrangement setting 11
Bootstrap[839]: Time 214.867564 seconds, bootstrap likelihood -232054.344549, best rearrangement setting 11
Bootstrap[665]: Time 147.555395 seconds, bootstrap likelihood -228235.474802, best rearrangement setting 8
Bootstrap[412]: Time 137.592255 seconds, bootstrap likelihood -229810.461938, best rearrangement setting 7
Bootstrap[587]: Time 267.834732 seconds, bootstrap likelihood -232473.252862, best rearrangement setting 14
Bootstrap[503]: Time 146.875623 seconds, bootstrap likelihood -230311.830427, best rearrangement setting 8
Bootstrap[413]: Time 98.177586 seconds, bootstrap likelihood -231029.001552, best rearrangement setting 5
Bootstrap[332]: Time 220.619464 seconds, bootstrap likelihood -231809.081404, best rearrangement setting 11
Bootstrap[666]: Time 109.578416 seconds, bootstrap likelihood -225731.050422, best rearrangement setting 6
Bootstrap[333]: Time 88.076105 seconds, bootstrap likelihood -231583.690044, best rearrangement setting 5
Bootstrap[414]: Time 134.897589 seconds, bootstrap likelihood -230487.974887, best rearrangement setting 7
Bootstrap[667]: Time 147.475242 seconds, bootstrap likelihood -236217.610573, best rearrangement setting 8
Bootstrap[334]: Time 159.760273 seconds, bootstrap likelihood -229436.353235, best rearrangement setting 9
Bootstrap[668]: Time 116.684010 seconds, bootstrap likelihood -230125.234126, best rearrangement setting 5
Bootstrap[335]: Time 102.379361 seconds, bootstrap likelihood -232313.837441, best rearrangement setting 6
Bootstrap[415]: Time 258.573886 seconds, bootstrap likelihood -227004.685177, best rearrangement setting 13
Bootstrap[669]: Time 267.692372 seconds, bootstrap likelihood -229582.697119, best rearrangement setting 14
Bootstrap[416]: Time 188.176805 seconds, bootstrap likelihood -234397.758932, best rearrangement setting 9
Bootstrap[670]: Time 249.080681 seconds, bootstrap likelihood -230189.332767, best rearrangement setting 13
Bootstrap[417]: Time 304.352724 seconds, bootstrap likelihood -233199.517176, best rearrangement setting 15
Bootstrap[671]: Time 169.854183 seconds, bootstrap likelihood -223729.295170, best rearrangement setting 9
Bootstrap[418]: Time 190.173953 seconds, bootstrap likelihood -234527.257771, best rearrangement setting 10
Bootstrap[419]: Time 253.553322 seconds, bootstrap likelihood -224449.306538, best rearrangement setting 13


Overall Time for 1008 Rapid Bootstraps 18339.945734 seconds
Average Time per Rapid Bootstrap 18.194391 seconds

Starting ML Search ...

Fast ML optimization finished

Fast ML search on Process 0: Time 1208.729295 seconds

Fast ML search on Process 10: Time 1442.650954 seconds

Fast ML search on Process 11: Time 1561.860090 seconds

Fast ML search on Process 2: Time 1571.126103 seconds

Fast ML search on Process 8: Time 1602.682206 seconds

Fast ML search on Process 1: Time 1659.919639 seconds

Fast ML search on Process 9: Time 1750.245371 seconds

Fast ML search on Process 4: Time 2177.131600 seconds

Fast ML search on Process 5: Time 2342.615186 seconds

Fast ML search on Process 7: Time 2349.763772 seconds

Fast ML search on Process 3: Time 2414.679879 seconds

Fast ML search on Process 6: Time 2488.431799 seconds

Slow ML Search 84 Likelihood: -238647.727456
Slow ML search on Process 1: Time 1372.577271 seconds
Slow ML Search 168 Likelihood: -238787.497400
Slow ML search on Process 2: Time 1591.368213 seconds
Slow ML Search 924 Likelihood: -238678.830459
Slow ML search on Process 11: Time 1606.463337 seconds
Slow ML Search 672 Likelihood: -238660.138523
Slow ML search on Process 8: Time 1605.683443 seconds
Slow ML Search 0 Likelihood: -238679.723418
Slow ML optimization finished

Slow ML search on Process 0: Time 2018.862019 seconds
Slow ML Search 840 Likelihood: -238670.686905
Slow ML search on Process 10: Time 2000.273902 seconds
Slow ML Search 756 Likelihood: -238696.080602
Slow ML search on Process 9: Time 1762.003315 seconds
Slow ML Search 336 Likelihood: -238682.301060
Slow ML search on Process 4: Time 1527.075546 seconds
Slow ML Search 252 Likelihood: -238677.500579
Slow ML search on Process 3: Time 1429.579520 seconds
Thorough ML search on Process 1: Time 1094.713646 seconds

processID = 1, bestLH = -238688.197218
Slow ML Search 588 Likelihood: -238683.073148
Slow ML search on Process 7: Time 1801.320348 seconds
Thorough ML search on Process 11: Time 1010.443146 seconds

processID = 11, bestLH = -238654.026079
Thorough ML search on Process 2: Time 1037.495832 seconds

processID = 2, bestLH = -238648.362637
Slow ML Search 504 Likelihood: -238664.863276
Slow ML search on Process 6: Time 1719.874073 seconds
Thorough ML search on Process 8: Time 1003.006750 seconds

processID = 8, bestLH = -238643.183282
Slow ML Search 420 Likelihood: -238659.345932
Slow ML search on Process 5: Time 1937.267160 seconds
Thorough ML search on Process 0: Time 1091.041382 seconds

processID = 0, bestLH = -238674.608477
Thorough ML search on Process 10: Time 1063.221634 seconds

processID = 10, bestLH = -238710.210867
Thorough ML search on Process 9: Time 1031.365397 seconds

processID = 9, bestLH = -238679.940084
Thorough ML search on Process 4: Time 1072.562048 seconds

processID = 4, bestLH = -238669.653907
Thorough ML search on Process 3: Time 1036.889959 seconds

processID = 3, bestLH = -238645.232429
Thorough ML search on Process 7: Time 1004.552663 seconds

processID = 7, bestLH = -238655.351461
Thorough ML search on Process 6: Time 1011.258098 seconds

processID = 6, bestLH = -238710.747005
Thorough ML search on Process 5: Time 1009.932974 seconds

processID = 5, bestLH = -238643.349133

Final ML Optimization Likelihood: -238643.183282

Model Information:

Model Parameters of Partition 0, Name: CAD_pos1, Type of Data: DNA
alpha: 0.152599
Tree-Length: 85.249944
rate A <-> C: 83.759246
rate A <-> G: 14.759083
rate A <-> T: 4.407125
rate C <-> G: 5.457278
rate C <-> T: 401.529881
rate G <-> T: 1.000000

freq pi(A): 0.327173
freq pi(C): 0.140699
freq pi(G): 0.316539
freq pi(T): 0.215590

Model Parameters of Partition 1, Name: CAD_pos2, Type of Data: DNA
alpha: 0.124404
Tree-Length: 85.249944
rate A <-> C: 40.864952
rate A <-> G: 61.176592
rate A <-> T: 2.962673
rate C <-> G: 37.175732
rate C <-> T: 9.476882
rate G <-> T: 1.000000

freq pi(A): 0.331899
freq pi(C): 0.194176
freq pi(G): 0.180652
freq pi(T): 0.293273

Model Parameters of Partition 2, Name: CAD_pos3, Type of Data: DNA
alpha: 1.620524
Tree-Length: 85.249944
rate A <-> C: 1.554803
rate A <-> G: 9.379162
rate A <-> T: 2.258006
rate C <-> G: 0.602652
rate C <-> T: 12.951234
rate G <-> T: 1.000000

freq pi(A): 0.315687
freq pi(C): 0.171281
freq pi(G): 0.166297
freq pi(T): 0.346735

Model Parameters of Partition 3, Name: COI-begin_pos1, Type of Data: DNA
alpha: 0.219087
Tree-Length: 85.249944
rate A <-> C: 1.957217
rate A <-> G: 15.438190
rate A <-> T: 2.270127
rate C <-> G: 0.000100
rate C <-> T: 337.627866
rate G <-> T: 1.000000

freq pi(A): 0.301130
freq pi(C): 0.143693
freq pi(G): 0.259043
freq pi(T): 0.296134

Model Parameters of Partition 4, Name: COI-begin_pos2, Type of Data: DNA
alpha: 0.059799
Tree-Length: 85.249944
rate A <-> C: 3.812013
rate A <-> G: 10.778191
rate A <-> T: 0.152783
rate C <-> G: 4.210219
rate C <-> T: 35.798539
rate G <-> T: 1.000000

freq pi(A): 0.151591
freq pi(C): 0.248830
freq pi(G): 0.170385
freq pi(T): 0.429195

Model Parameters of Partition 5, Name: COI-begin_pos3, Type of Data: DNA
alpha: 0.487171
Tree-Length: 85.249944
rate A <-> C: 0.380088
rate A <-> G: 5.486276
rate A <-> T: 0.166294
rate C <-> G: 0.362695
rate C <-> T: 3.230689
rate G <-> T: 1.000000

freq pi(A): 0.454625
freq pi(C): 0.059310
freq pi(G): 0.010174
freq pi(T): 0.475891

Model Parameters of Partition 6, Name: COI-end_pos1, Type of Data: DNA
alpha: 0.168095
Tree-Length: 85.249944
rate A <-> C: 4.696327
rate A <-> G: 8.812815
rate A <-> T: 7.745783
rate C <-> G: 1.247519
rate C <-> T: 249.278910
rate G <-> T: 1.000000

freq pi(A): 0.284417
freq pi(C): 0.129889
freq pi(G): 0.231763
freq pi(T): 0.353931

Model Parameters of Partition 7, Name: COI-end_pos2, Type of Data: DNA
alpha: 0.094996
Tree-Length: 85.249944
rate A <-> C: 1.720164
rate A <-> G: 2.692410
rate A <-> T: 1.547761
rate C <-> G: 54.256526
rate C <-> T: 22.402255
rate G <-> T: 1.000000

freq pi(A): 0.212785
freq pi(C): 0.233953
freq pi(G): 0.141460
freq pi(T): 0.411801

Model Parameters of Partition 8, Name: COI-end_pos3, Type of Data: DNA
alpha: 0.355661
Tree-Length: 85.249944
rate A <-> C: 0.019610
rate A <-> G: 8.842367
rate A <-> T: 0.424581
rate C <-> G: 0.321663
rate C <-> T: 7.926252
rate G <-> T: 1.000000

freq pi(A): 0.440414
freq pi(C): 0.054346
freq pi(G): 0.015218
freq pi(T): 0.490023

Model Parameters of Partition 9, Name: EF1a-begin_pos1, Type of Data: DNA
alpha: 0.197770
Tree-Length: 85.249944
rate A <-> C: 0.384710
rate A <-> G: 0.776395
rate A <-> T: 0.314644
rate C <-> G: 1.858533
rate C <-> T: 360.807329
rate G <-> T: 1.000000

freq pi(A): 0.322406
freq pi(C): 0.141944
freq pi(G): 0.367079
freq pi(T): 0.168571

Model Parameters of Partition 10, Name: EF1a-begin_pos2, Type of Data: DNA
alpha: 0.069550
Tree-Length: 85.249944
rate A <-> C: 0.000100
rate A <-> G: 18.643331
rate A <-> T: 2.107745
rate C <-> G: 29.309263
rate C <-> T: 3.498837
rate G <-> T: 1.000000

freq pi(A): 0.337905
freq pi(C): 0.241113
freq pi(G): 0.148721
freq pi(T): 0.272261

Model Parameters of Partition 11, Name: EF1a-begin_pos3, Type of Data: DNA
alpha: 0.463363
Tree-Length: 85.249944
rate A <-> C: 2.895723
rate A <-> G: 23.849013
rate A <-> T: 6.725261
rate C <-> G: 0.476236
rate C <-> T: 15.046074
rate G <-> T: 1.000000

freq pi(A): 0.121861
freq pi(C): 0.423334
freq pi(G): 0.227231
freq pi(T): 0.227574

Model Parameters of Partition 12, Name: EF1a-center_pos1, Type of Data: DNA
alpha: 0.154081
Tree-Length: 85.249944
rate A <-> C: 0.756845
rate A <-> G: 4.617706
rate A <-> T: 367.899256
rate C <-> G: 12.902889
rate C <-> T: 13.453273
rate G <-> T: 1.000000

freq pi(A): 0.255943
freq pi(C): 0.265678
freq pi(G): 0.353159
freq pi(T): 0.125220

Model Parameters of Partition 13, Name: EF1a-center_pos2, Type of Data: DNA
alpha: 0.129565
Tree-Length: 85.249944
rate A <-> C: 4.688821
rate A <-> G: 1.518834
rate A <-> T: 25.780585
rate C <-> G: 1.694578
rate C <-> T: 8.192710
rate G <-> T: 1.000000

freq pi(A): 0.319817
freq pi(C): 0.220278
freq pi(G): 0.216942
freq pi(T): 0.242962

Model Parameters of Partition 14, Name: EF1a-center_pos3, Type of Data: DNA
alpha: 0.354770
Tree-Length: 85.249944
rate A <-> C: 1.352171
rate A <-> G: 9.803230
rate A <-> T: 3.162603
rate C <-> G: 0.353550
rate C <-> T: 8.348683
rate G <-> T: 1.000000

freq pi(A): 0.143843
freq pi(C): 0.392245
freq pi(G): 0.268193
freq pi(T): 0.195719

Model Parameters of Partition 15, Name: EF1a-end_pos1, Type of Data: DNA
alpha: 0.115517
Tree-Length: 85.249944
rate A <-> C: 1.669624
rate A <-> G: 1.466213
rate A <-> T: 0.973730
rate C <-> G: 0.104505
rate C <-> T: 18.793050
rate G <-> T: 1.000000

freq pi(A): 0.260544
freq pi(C): 0.203265
freq pi(G): 0.399778
freq pi(T): 0.136413

Model Parameters of Partition 16, Name: EF1a-end_pos2, Type of Data: DNA
alpha: 0.052537
Tree-Length: 85.249944
rate A <-> C: 0.735516
rate A <-> G: 1.359776
rate A <-> T: 1.029709
rate C <-> G: 0.941448
rate C <-> T: 0.147906
rate G <-> T: 1.000000

freq pi(A): 0.308771
freq pi(C): 0.272135
freq pi(G): 0.141315
freq pi(T): 0.277779

Model Parameters of Partition 17, Name: EF1a-end_pos3, Type of Data: DNA
alpha: 0.696423
Tree-Length: 85.249944
rate A <-> C: 2.492052
rate A <-> G: 23.877184
rate A <-> T: 7.733714
rate C <-> G: 0.908112
rate C <-> T: 15.437116
rate G <-> T: 1.000000

freq pi(A): 0.158491
freq pi(C): 0.419287
freq pi(G): 0.162014
freq pi(T): 0.260208

Model Parameters of Partition 18, Name: GAPDH_pos1, Type of Data: DNA
alpha: 0.090607
Tree-Length: 85.249944
rate A <-> C: 2.419466
rate A <-> G: 0.694136
rate A <-> T: 3.872165
rate C <-> G: 1.596335
rate C <-> T: 41.138449
rate G <-> T: 1.000000

freq pi(A): 0.279005
freq pi(C): 0.179110
freq pi(G): 0.393201
freq pi(T): 0.148683

Model Parameters of Partition 19, Name: GAPDH_pos2, Type of Data: DNA
alpha: 0.074315
Tree-Length: 85.249944
rate A <-> C: 0.310361
rate A <-> G: 1.433361
rate A <-> T: 4.029273
rate C <-> G: 3.022643
rate C <-> T: 0.301203
rate G <-> T: 1.000000

freq pi(A): 0.285830
freq pi(C): 0.294625
freq pi(G): 0.144064
freq pi(T): 0.275481

Model Parameters of Partition 20, Name: GAPDH_pos3, Type of Data: DNA
alpha: 1.365694
Tree-Length: 85.249944
rate A <-> C: 2.123403
rate A <-> G: 16.933894
rate A <-> T: 3.904064
rate C <-> G: 0.510127
rate C <-> T: 6.137177
rate G <-> T: 1.000000

freq pi(A): 0.115716
freq pi(C): 0.411309
freq pi(G): 0.176913
freq pi(T): 0.296062

Model Parameters of Partition 21, Name: IDH_pos1, Type of Data: DNA
alpha: 0.203953
Tree-Length: 85.249944
rate A <-> C: 1.884238
rate A <-> G: 1.428091
rate A <-> T: 1.057123
rate C <-> G: 1.104769
rate C <-> T: 27.308607
rate G <-> T: 1.000000

freq pi(A): 0.344460
freq pi(C): 0.162693
freq pi(G): 0.328222
freq pi(T): 0.164625

Model Parameters of Partition 22, Name: IDH_pos2, Type of Data: DNA
alpha: 0.151726
Tree-Length: 85.249944
rate A <-> C: 2.141218
rate A <-> G: 6.151554
rate A <-> T: 1.489502
rate C <-> G: 1.953954
rate C <-> T: 0.919141
rate G <-> T: 1.000000

freq pi(A): 0.367599
freq pi(C): 0.196036
freq pi(G): 0.156508
freq pi(T): 0.279858

Model Parameters of Partition 23, Name: IDH_pos3, Type of Data: DNA
alpha: 1.745335
Tree-Length: 85.249944
rate A <-> C: 1.699028
rate A <-> G: 11.309615
rate A <-> T: 2.545550
rate C <-> G: 0.705992
rate C <-> T: 8.720489
rate G <-> T: 1.000000

freq pi(A): 0.202754
freq pi(C): 0.274424
freq pi(G): 0.175820
freq pi(T): 0.347003

Model Parameters of Partition 24, Name: MDH_pos1, Type of Data: DNA
alpha: 0.232324
Tree-Length: 85.249944
rate A <-> C: 1.425191
rate A <-> G: 1.514479
rate A <-> T: 1.731624
rate C <-> G: 0.000100
rate C <-> T: 21.583876
rate G <-> T: 1.000000

freq pi(A): 0.274982
freq pi(C): 0.212821
freq pi(G): 0.408275
freq pi(T): 0.103921

Model Parameters of Partition 25, Name: MDH_pos2, Type of Data: DNA
alpha: 0.120884
Tree-Length: 85.249944
rate A <-> C: 0.130005
rate A <-> G: 1.207176
rate A <-> T: 0.150825
rate C <-> G: 1.744730
rate C <-> T: 6.081574
rate G <-> T: 1.000000

freq pi(A): 0.307408
freq pi(C): 0.256521
freq pi(G): 0.117568
freq pi(T): 0.318503

Model Parameters of Partition 26, Name: MDH_pos3, Type of Data: DNA
alpha: 0.895357
Tree-Length: 85.249944
rate A <-> C: 3.914233
rate A <-> G: 30.092323
rate A <-> T: 6.629228
rate C <-> G: 1.817180
rate C <-> T: 15.434736
rate G <-> T: 1.000000

freq pi(A): 0.200330
freq pi(C): 0.223954
freq pi(G): 0.193108
freq pi(T): 0.382608

Model Parameters of Partition 27, Name: RpS5_pos1, Type of Data: DNA
alpha: 0.150215
Tree-Length: 85.249944
rate A <-> C: 12.021228
rate A <-> G: 1.238199
rate A <-> T: 0.054779
rate C <-> G: 0.463732
rate C <-> T: 86.388241
rate G <-> T: 1.000000

freq pi(A): 0.290190
freq pi(C): 0.218791
freq pi(G): 0.326855
freq pi(T): 0.164164

Model Parameters of Partition 28, Name: RpS5_pos2, Type of Data: DNA
alpha: 0.069223
Tree-Length: 85.249944
rate A <-> C: 2.597964
rate A <-> G: 17.858249
rate A <-> T: 2.946178
rate C <-> G: 12.254808
rate C <-> T: 12.281437
rate G <-> T: 1.000000

freq pi(A): 0.306193
freq pi(C): 0.237265
freq pi(G): 0.181637
freq pi(T): 0.274905

Model Parameters of Partition 29, Name: RpS5_pos3, Type of Data: DNA
alpha: 0.958271
Tree-Length: 85.249944
rate A <-> C: 2.437160
rate A <-> G: 13.637317
rate A <-> T: 6.538690
rate C <-> G: 0.699786
rate C <-> T: 11.323598
rate G <-> T: 1.000000

freq pi(A): 0.157651
freq pi(C): 0.284951
freq pi(G): 0.255220
freq pi(T): 0.302178

Model Parameters of Partition 30, Name: Wgl400_pos1, Type of Data: DNA
alpha: 0.165355
Tree-Length: 85.249944
rate A <-> C: 3.676151
rate A <-> G: 0.939204
rate A <-> T: 0.353044
rate C <-> G: 0.288201
rate C <-> T: 4.592979
rate G <-> T: 1.000000

freq pi(A): 0.232673
freq pi(C): 0.258131
freq pi(G): 0.325022
freq pi(T): 0.184173

Model Parameters of Partition 31, Name: Wgl400_pos2, Type of Data: DNA
alpha: 0.125048
Tree-Length: 85.249944
rate A <-> C: 0.117516
rate A <-> G: 36.155094
rate A <-> T: 0.941951
rate C <-> G: 0.045935
rate C <-> T: 2.671737
rate G <-> T: 1.000000

freq pi(A): 0.282297
freq pi(C): 0.227352
freq pi(G): 0.280863
freq pi(T): 0.209488

Model Parameters of Partition 32, Name: Wgl400_pos3, Type of Data: DNA
alpha: 1.272332
Tree-Length: 85.249944
rate A <-> C: 0.332369
rate A <-> G: 5.506652
rate A <-> T: 2.631679
rate C <-> G: 0.291776
rate C <-> T: 7.899528
rate G <-> T: 1.000000

freq pi(A): 0.171099
freq pi(C): 0.357056
freq pi(G): 0.336518
freq pi(T): 0.135327


ML search took 5290.934405 secs or 1.469704 hours

Combined Bootstrap and ML search took 23630.876366 secs or 6.564132 hours

Drawing Bootstrap Support Values on best-scoring ML tree ...



Found 1 tree in File /projects/ps-ngbt/backend/comet_workspace/NGBW-JOB-RAXMLHPC2_TGB-9F03043B9D92490591D1D9A9FBBA35DB/RAxML_bestTree.Noctuidae_26_just_Copibryophila



Found 1 tree in File /projects/ps-ngbt/backend/comet_workspace/NGBW-JOB-RAXMLHPC2_TGB-9F03043B9D92490591D1D9A9FBBA35DB/RAxML_bestTree.Noctuidae_26_just_Copibryophila

Program execution info written to /projects/ps-ngbt/backend/comet_workspace/NGBW-JOB-RAXMLHPC2_TGB-9F03043B9D92490591D1D9A9FBBA35DB/RAxML_info.Noctuidae_26_just_Copibryophila
All 1008 bootstrapped trees written to: /projects/ps-ngbt/backend/comet_workspace/NGBW-JOB-RAXMLHPC2_TGB-9F03043B9D92490591D1D9A9FBBA35DB/RAxML_bootstrap.Noctuidae_26_just_Copibryophila

Best-scoring ML tree written to: /projects/ps-ngbt/backend/comet_workspace/NGBW-JOB-RAXMLHPC2_TGB-9F03043B9D92490591D1D9A9FBBA35DB/RAxML_bestTree.Noctuidae_26_just_Copibryophila

Best-scoring ML tree with support values written to: /projects/ps-ngbt/backend/comet_workspace/NGBW-JOB-RAXMLHPC2_TGB-9F03043B9D92490591D1D9A9FBBA35DB/RAxML_bipartitions.Noctuidae_26_just_Copibryophila

Best-scoring ML tree with support values as branch labels written to: /projects/ps-ngbt/backend/comet_workspace/NGBW-JOB-RAXMLHPC2_TGB-9F03043B9D92490591D1D9A9FBBA35DB/RAxML_bipartitionsBranchLabels.Noctuidae_26_just_Copibryophila

Overall execution time for full ML analysis: 23631.374952 secs or 6.564271 hours or 0.273511 days

