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                        <item name="InstanceGuid" type_name="gh_guid" type_code="9">6c300224-36da-4ac8-b0bf-8a54be022b84</item>
                        <item name="Name" type_name="gh_string" type_code="10">Centroid</item>
                        <item name="NickName" type_name="gh_string" type_code="10">C</item>
                        <item name="Optional" type_name="gh_bool" type_code="1">false</item>
                        <item name="SourceCount" type_name="gh_int32" type_code="3">0</item>
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                              <W>17</W>
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Supports the following data types:
scalar, string, guid, point and vector, color, box, interval, line, ray, plane, transform, nurbs curve and surface.
The viewer API will output the data as a JavaScript object which preserves the tree structure.</item>
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                        <item name="Bounds" type_name="gh_drawing_rectanglef" type_code="35">
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                          <W>46</W>
                          <H>28</H>
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                        <item name="Access" type_name="gh_int32" type_code="3">2</item>
                        <item name="Description" type_name="gh_string" type_code="10">Data values to make available in ShapeDiver's viewer API</item>
                        <item name="InstanceGuid" type_name="gh_guid" type_code="9">4a6af6aa-e343-4a51-a0a2-4d5e52dfa067</item>
                        <item name="Name" type_name="gh_string" type_code="10">Data</item>
                        <item name="NickName" type_name="gh_string" type_code="10">D</item>
                        <item name="Optional" type_name="gh_bool" type_code="1">false</item>
                        <item name="Source" index="0" type_name="gh_guid" type_code="9">727d59bb-510c-436e-b221-49b5871f7245</item>
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</bitmap>
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