imaya · September 22, 2012 12:36
diff --git a/lossless2-data.js b/lossless2-data.js
 var Lossless2DataDirect =
  "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";
 var Lossless2DataColormapped =
  "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";
	var Lossless2DataDirect =
	"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";
	var Lossless2DataColormapped =
	"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";