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𑁍/𖤞/XHꓨ.◦୦◦🟗◦୦◦.GHX

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-                          <X>1090.949</X>
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-                          <X>942</X>
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@@ -17242,14 +17250,14 @@ Provided by Weaverbird 0.9.0.1.</item>
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@@ -17261,21 +17269,21 @@ Provided by Weaverbird 0.9.0.1.</item>
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                             <item name="Pivot" type_name="gh_drawing_pointf" type_code="31">
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                           <items count="2">
                             <item name="Bounds" type_name="gh_drawing_rectanglef" type_code="35">
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@@ -18538,7 +18546,7 @@ Provided by Weaverbird 0.9.0.1.</item>
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@@ -26912,6 +26920,252 @@ Provided by Weaverbird 0.9.0.1.</item>
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+                          <X>818</X>
+                          <Y>690</Y>
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+                        <item name="InstanceGuid" type_name="gh_guid" type_code="9">20eb485c-e459-46ff-9177-16b9c0ebd823</item>
+                        <item name="Name" type_name="gh_string" type_code="10">Transform</item>
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+                        <item name="Optional" type_name="gh_bool" type_code="1">false</item>
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</bitmap>
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