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			3.17878084425974	-2.27447250063413
			3.17878084425974	-2.26533807292074
			3.16964641654635	-2.25620364520735
			3.16964641654635	-2.24706921749396
			3.16964641654635	-2.23793478978057
			3.16051198883296	-2.22880036206718
			3.16051198883296	-2.21966593435379
			3.16051198883296	-2.2105315066404
			3.16051198883296	-2.20139707892701
			3.16051198883296	-2.19226265121362
			3.15137756111957	-2.18312822350023
			3.15137756111957	-2.17399379578684
			3.15137756111957	-2.16485936807345
			3.15137756111957	-2.15572494036006
			3.15137756111957	-2.14659051264667
			3.14224313340618	-2.13745608493328
			3.14224313340618	-2.12832165721989
			3.14224313340618	-2.1191872295065
			3.14224313340618	-2.11005280179311
			3.14224313340618	-2.10091837407972
			3.14224313340618	-2.09178394636633
			3.14224313340618	-2.08264951865294
			3.14224313340618	-2.07351509093955
			3.13310870569279	-2.06438066322615
			3.13310870569279	-2.05524623551276
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			3.13310870569279	-2.03697738008598
			3.13310870569279	-2.02784295237259
			3.13310870569279	-2.0187085246592
			3.13310870569279	-2.00957409694581
			3.13310870569279	-2.00043966923242
			3.13310870569279	-1.99130524151903
			3.13310870569279	-1.98217081380564
		</posterior>
	</curves.scaled>
	<ruler.points type=matrix rownames=TRUE colnames=FALSE nrow=2 ncol=2 as.numeric=TRUE >
		Ruler point 1	29	232
		Ruler point 2	341	234
	</ruler.points>
</shapes>

