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This does not change the color of Groups already on the canvas, it changes the default color for new Groups</item>
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<item name="Description" type_name="gh_string" type_code="10">True = Removes Canvas Grid, Edge, and Shadow - Canvas uses Monochromatic_Color
False = Keeps Canvas Grid, Edge, and Shadow - Canvas uses Canvas_Background_Color</item>
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</bitmap>
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