OOO/𖣠⚪ᗩ∣ᗝ∣Ẏ⚪𔗢⚪🞋⚪𔗢⚪Ẏ∣ᗝ∣ᗩ⚪𖣠/𖣠⚪✤ᴥᗩ⚪𔗢⚪🞋⚪𔗢⚪ᗩᴥ✤⚪𖣠/𖣠⚪ᗱᗴᴥᗩᗯ✤ꗳⓄᔓᔕ⚪𔗢⚪🞋⚪𔗢⚪ᔓᔕⓄꗳ✤ᗯᗩᴥ.../𖣠⚪ЭЄᗩНߦᗱᗴᙏЭЄⓄߦ✤⚪𔗢⚪🞋⚪𔗢⚪✤ߦⓄЭЄ.../𖣠⚪ᔓᔕⓄᴥᗱᗴᑐᑕⓄИNꖴ옷ᴥ⚪𖡼𖡼𖡼𖡼⚪𔗢⚪🞋⚪𔗢.../𖣠⚪ᴥᗱᗴߦⓄ옷ᔓᔕᗩᴥᕤᕦ⚪𖡼𖡼𖡼𖡼⚪𔗢⚪🞋⚪𔗢⚪𖡼.../𖣠⚪ᔓᔕᕤᕦИNꖴ✤ᗱᗴᔓᔕ⚪𔗢⚪🞋⚪𔗢⚪ᔓᔕᗱᗴ✤ꖴ.../XHG.⠀⠀⠀⠀◯⠀ᔓᔕᕤᕦИNꖴ✤ᗱᗴᔓᔕ⠀◯⠀ᙁᗩ...

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<item name="Name" type_name="gh_string" type_code="10">XHG.ᔓᔕᕤᕦИNꖴ✤ᗱᗴᔓᔕᙁᗩᑎᔓᔕꖴᗯᙁᗩИNⓄꖴ✤ꖴᗝᗩ◯ᗱᗴᑐᑕᗩꗳᴥᗱᗴ✤ИNꖴᴥᗱᗴߦⓄ옷ᔓᔕᗩᴥᕤᕦᕤᕦᴥᗩᔓᔕ옷ⓄߦᗱᗴᴥꖴИN✤ᗱᗴᴥꗳᗩᑐᑕᗱᗴᗩᗝꖴ✤ꖴⓄИNᗩᙁᗯꖴᔓᔕᑎᗩᙁᔓᔕᗱᗴ✤ꖴИNᕤᕦᔓᔕ.GHX</item>
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<item name="ScriptSource" type_name="gh_string" type_code="10"> Grasshopper.GUI.Canvas.GH_Skin.canvas_back = O____KCAB_SAVNAC____O____CANVAS_BACK____O;
Grasshopper.GUI.Canvas.GH_Skin.canvas_edge = O____EGDE_SAVNAC____O____CANVAS_EDGE____O;
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Grasshopper.GUI.Canvas.GH_Skin.wire_default = O____TLUAFED_ERIW____O____WIRE_DEFAULT____O;
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<item name="UsingSource" type_name="gh_string" type_code="10">using System.IO;
using System.Linq;
using System.Data;
using System.Drawing;
using System.Reflection;
using System.Windows.Forms;
using System.Xml;
using System.Xml.Linq;
using System.Runtime.InteropServices;
using Rhino.DocObjects;
using Rhino.Collections;
using GH_IO;
using GH_IO.Serialization;</item>
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<item name="NickName" type_name="gh_string" type_code="10">◯ᴥⓄᙁⓄᑐᑕ◯ᗱᗴᕤᕦᗝᗱᗴ◯✤ᙁᑎᗩΘᗱᗴᗝ◯ᔓᔕ✤ИNᗱᗴᙏᗱᗴᙁᗱᗴ◯⊙ᑎᔓᔕ◯⦿◯ᔓᔕᑎ⊙◯ᗱᗴᙁᗱᗴᙏᗱᗴИN✤ᔓᔕ◯ᗝᗱᗴΘᗩᑎᙁ✤◯ᗱᗴᗝᕤᕦᗱᗴ◯ᑐᑕⓄᙁⓄᴥ◯</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>
<item name="SwatchColor" type_name="gh_drawing_color" type_code="36">
<ARGB>255;217;217;217</ARGB>
</item>
</items>
<chunks count="1">
<chunk name="Attributes">
<items count="2">
<item name="Bounds" type_name="gh_drawing_rectanglef" type_code="35">
<X>2</X>
<Y>302</Y>
<W>863</W>
<H>20</H>
</item>
<item name="Pivot" type_name="gh_drawing_pointf" type_code="31">
<X>2.357349</X>
<Y>302.9003</Y>
</item>
</items>
</chunk>
</chunks>
</chunk>
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</chunk>
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<chunk name="Thumbnail">
<items count="1">
<item name="Thumbnail" type_name="gh_drawing_bitmap" type_code="37">
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</bitmap>
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