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bb80e7e9d1
O/𖣠⚪ᗩ∣ↀ∣𒾨⚪𔗢⚪🞋⚪𔗢⚪𒾨∣ↀ∣ᗩ⚪𖣠/𖣠⚪✤ᴥᗩ⚪𔗢⚪🞋⚪𔗢⚪ᗩᴥ✤⚪𖣠/𖣠⚪ᗱᗴᴥᗩᗯ✤ꗳⓄᔓᔕ⚪𔗢⚪🞋⚪𔗢⚪ᔓᔕⓄꗳ✤ᗯᗩᴥᗱᗴ⚪𖣠/𖣠⚪ᕭᕮᗩНߦᗱᗴᙏᕭᕮⓄߦ✤⚪𔗢⚪🞋⚪𔗢⚪✤ߦⓄᕭᕮᙏᗱᗴߦНᗩᕭᕮ⚪𖣠/𖣠⚪ᔓᔕⓄᴥᗱᗴᑐᑕⓄИNꖴ옷ᴥ⚪𔗢⚪🞋⚪𔗢⚪ᴥ옷ꖴИNⓄᑐᑕᗱᗴᴥⓄᔓᔕ⚪𖣠/𖣠⚪ᴥᗱᗴߦⓄ옷ᔓᔕᗩᴥᕤᕦ⚪𔗢⚪🞋⚪𔗢⚪ᕤᕦᴥᗩᔓᔕ옷Ⓞߦᗱᗴᴥ⚪𖣠/XHG.⠀⠀⠀⠀ⵙ⠀ᗱᗴ⠀ⵙ⠀ᴥ⠀ⵙ⠀ᗱᗴ⠀ⵙ⠀옷⠀ⵙ⠀ߦ⠀ⵙ⠀ᔓᔕ⠀ⵙ⠀⠀◯⠀⠀ⵙ⠀ИN⠀ⵙ⠀Ⓞ⠀ⵙ⠀⠀◯⠀⠀ⵙ⠀ИN⠀ⵙ⠀Ⓞ⠀ⵙ⠀ꖴ⠀ⵙ⠀✤⠀ⵙ⠀ᑐᑕ⠀ⵙ⠀ᗱᗴ⠀ⵙ⠀ᒍᒐ⠀ⵙ⠀Ⓞ⠀ⵙ⠀ᴥ⠀ⵙ⠀ߦ⠀ⵙ⠀⠀⠀⠀◯⠀⠀⠀⠀ⵙ⠀⠀⠀⠀◯⠀⠀⠀⠀ⵙ⠀ߦ⠀ⵙ⠀ᴥ⠀ⵙ⠀Ⓞ⠀ⵙ⠀ᒍᒐ⠀ⵙ⠀ᗱᗴ⠀ⵙ⠀ᑐᑕ⠀ⵙ⠀✤⠀ⵙ⠀ꖴ⠀ⵙ⠀Ⓞ⠀ⵙ⠀ИN⠀ⵙ⠀⠀◯⠀⠀ⵙ⠀Ⓞ⠀ⵙ⠀ИN⠀ⵙ⠀⠀◯⠀⠀ⵙ⠀ᔓᔕ⠀ⵙ⠀ߦ⠀ⵙ⠀옷⠀ⵙ⠀ᗱᗴ⠀ⵙ⠀ᴥ⠀ⵙ⠀ᗱᗴ⠀ⵙ⠀⠀⠀⠀.GHX
⠀ bb80e7e9d1 ⠀
2024-04-20 14:46:14 +00:00

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<ARGB>255;255;255;255</ARGB>
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</item>
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<X>1962.5</X>
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<item name="Description" type_name="gh_string" type_code="10">Expression variable</item>
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<X>1954</X>
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<H>20</H>
</item>
<item name="Pivot" type_name="gh_drawing_pointf" type_code="31">
<X>1962.5</X>
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<item name="Optional" type_name="gh_bool" type_code="1">false</item>
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<X>2209</X>
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</item>
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<X>2227.5</X>
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</items>
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<chunk name="Container">
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<item name="Description" type_name="gh_string" type_code="10">Numeric slider for single values</item>
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<item name="Name" type_name="gh_string" type_code="10">Number Slider</item>
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<item name="Optional" type_name="gh_bool" type_code="1">false</item>
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</items>
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<X>2010</X>
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</item>
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<X>2010.221</X>
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</items>
<chunks count="1">
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<item name="Description" type_name="gh_string" type_code="10">Evaluate an expression</item>
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<X>1930</X>
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<item name="Name" type_name="gh_string" type_code="10">Variable X</item>
<item name="NickName" type_name="gh_string" type_code="10">X</item>
<item name="Optional" type_name="gh_bool" type_code="1">true</item>
<item name="Source" index="0" type_name="gh_guid" type_code="9">b5941c94-01e6-4bfa-a3de-3a8c9bbd1e6f</item>
<item name="SourceCount" type_name="gh_int32" type_code="3">1</item>
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<item name="Bounds" type_name="gh_drawing_rectanglef" type_code="35">
<X>1932</X>
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<H>20</H>
</item>
<item name="Pivot" type_name="gh_drawing_pointf" type_code="31">
<X>1940.5</X>
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<items count="7">
<item name="Description" type_name="gh_string" type_code="10">Expression variable</item>
<item name="InstanceGuid" type_name="gh_guid" type_code="9">7ac70091-40ba-4b2d-9360-9b5d1be9654a</item>
<item name="Name" type_name="gh_string" type_code="10">Variable O</item>
<item name="NickName" type_name="gh_string" type_code="10">O</item>
<item name="Optional" type_name="gh_bool" type_code="1">true</item>
<item name="Source" index="0" type_name="gh_guid" type_code="9">2fe6f894-87ef-4f3b-95c5-be9e7be1887d</item>
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<chunks count="1">
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<X>1932</X>
<Y>1208</Y>
<W>14</W>
<H>20</H>
</item>
<item name="Pivot" type_name="gh_drawing_pointf" type_code="31">
<X>1940.5</X>
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<item name="Name" type_name="gh_string" type_code="10">Result</item>
<item name="NickName" type_name="gh_string" type_code="10">Result</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>
</items>
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<item name="Bounds" type_name="gh_drawing_rectanglef" type_code="35">
<X>2204</X>
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<W>34</W>
<H>40</H>
</item>
<item name="Pivot" type_name="gh_drawing_pointf" type_code="31">
<X>2222.5</X>
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</items>
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<item name="Description" type_name="gh_string" type_code="10">Numeric slider for single values</item>
<item name="InstanceGuid" type_name="gh_guid" type_code="9">7c10b0d6-7035-47fe-9c8f-6393b8cf1fe6</item>
<item name="Name" type_name="gh_string" type_code="10">Number Slider</item>
<item name="NickName" type_name="gh_string" type_code="10">Number Slider</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>
</items>
<chunks count="2">
<chunk name="Attributes">
<items count="2">
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<X>2009</X>
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<W>198</W>
<H>20</H>
</item>
<item name="Pivot" type_name="gh_drawing_pointf" type_code="31">
<X>2009.943</X>
<Y>1305.364</Y>
</item>
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<items count="7">
<item name="Digits" type_name="gh_int32" type_code="3">6</item>
<item name="GripDisplay" type_name="gh_int32" type_code="3">1</item>
<item name="Interval" type_name="gh_int32" type_code="3">0</item>
<item name="Max" type_name="gh_double" type_code="6">4</item>
<item name="Min" type_name="gh_double" type_code="6">0</item>
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<item name="Value" type_name="gh_double" type_code="6">1.531241</item>
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<item name="Border" type_name="gh_int32" type_code="3">1</item>
<item name="Colour" type_name="gh_drawing_color" type_code="36">
<ARGB>255;255;255;255</ARGB>
</item>
<item name="Description" type_name="gh_string" type_code="10">A group of Grasshopper objects</item>
<item name="ID" index="0" type_name="gh_guid" type_code="9">b5941c94-01e6-4bfa-a3de-3a8c9bbd1e6f</item>
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<item name="Name" type_name="gh_string" type_code="10">Digit Scroller</item>
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1Y6mwSeBgwjRYDRCWUtyIGn/WmW2zDdIAGQJLGLKZUvYq1G2dvfp00AA34oknWgHQvOlQq9MkBRoRimr0eXb60U8KU8KjBwhDRIBywMHDpJp4wNahRd9ilcpMhdR89LQoidC2wSG1QlWMj7kqhWxcIlFRTlQsxQuOAjrI+e+bJQO3K+lYzhglViIYR07Pwy+/JFgQQYiKSEh72jb62Dylzz7fEROdRsUWBeqMy6ATkMZ7VMs5A7sIElDwpLei5XAxBam9WLk7rtq1TrKXlBpZ0GKSQY3b114+pn12rr6urr6qoe1o6MRozRF6zQYbgIC6skhEJYc00X/XZ4uJSm049QjGVBTtgsH5BmRfu83kmFwkytQGdWYWH2me7gf1fX13Ozc3fv3uURHB+ENiFBy6XlckQ0suygbLAEQoApA55Vx5iQUuyU0YHfBalwghDh++/+/ZUrb73/zttX3v9oAgd3YEKEk6FGuCEcm4xm0ilyIA8eH8Pm3nrrLagNOUF08NHhYTo5vbRqJBYjR7owBVY/dIIJD5RBYmlRTF/CT94piEMecLixkwqZXDl5aYS/gCqHb8AivVSiDq6rjcEUxCFNQYtcSH0VxaOyofXAPCSKxNvLqJ1UkCvAl0ZZB/AthW2DFNQrht/acmrpIgaDPGXr8Dhz6IawqAvvbOTzR8cnaP537txhlunuBx98wH30YoaP0PrLX/7C1hs2RQIkSvL6Rr44KSfsMaMCM3Xjxg25nfSXsbHSi94/U5himLB4FxWUHoC44q+oTQW9g3dxIX+/aNR+63tR3OtlVHYBKZpGQeV1ME/YjnZxWopk9XCHDrOcJcLplXWylJJ5YrkuvUaWKHvnPv74448+YovSh7o+t1DNFm9l89VV8z9+c/7h71Xz0dzjFffu3SvHSBm2dBlmGU3SSilIkBTH3/72t9Aokm9vdzs0ZOJe0an4VCy2sLSyXSj84Q9/kO/ROhUxFZyUSiobbAcZDttHaDHXzL6LLyvFBg9+bnYWwxBX/7mGMLTryvvjI0RGYQWwIBgUGNslYvpfjBLQT1Z3kKiIbABWttPly0QhHbjJUmBQUjTkjbtMicZiocGB5traW7duwrzu3rrZ3NbeVFtz++6djs5uViRcpByEsFB0DYlD9j8y1PVVHHfbXCBmcNnhjJ8pboqErqQiah82653Fwgi1MBkz17wMOlNBoVBmPkNVPhUzC8ZwACeKvIX84aOjw+gk2VYmGrBSwv9knwJC3s4ikyiVIgqRodHQN+QfbMPyaqvOQK9O3xt4oDPLcyZvsnUFWKFoI2jWFOER8KOAnPQa7ae8TIlNxQf7e5trG6qr7je3tDfV1z+sqWttbqmpechRBbGpKfRK3ltSnZFdyNhwGv35z39m5WZSiey80QuYCIQKstDOgksWutw61nDUthstC+hPDm6aYlpBkQ5Bncy4GCB0Y9WQp9zviRrpq0rpQboKZjRID/nITa654zInbAu81HVOi4BxRkVcuSDSTpXso+gBwoJ2WD30H2cE7iFz8SzK8uoKi57W9JeFyF9lwvE61kpJCOkQEGrdkYFYavzeqQSPUhop5CiXv2wvmA9ggxziCu3DxEJXV2W5MOOQOzedogurYiWZrPvjHw9XVnRfArLouDrkW7gxJAXDBHsoktGyPsCP9hm/l1fTAnOt6K6v5BP9iaVbA1wqj4IbMEwuGBeLALZMg3OpRGp2fie/vrIYYNOv70oMfBNOU5Q1jnNnGK0K65fvpP1rDHBCGw61F1rdaATgbW/CQJwzIjgVUmDArgwa6eIoO1JnKHSLGWehkfPI5NrhrCzNzS8ZZ+kf/+VfnvvBD57/t3/DEbe3szURjRn3zdIydiPtI+RhyOAqNxt/5WJFHDLLaKfckVrEK3g1y7QUfi6LiI9i/pLishH5K5hpRxDOziRTuYX8KiHDJ1vvA0Ny0YqsVyb2DIRywTBU+IPLhpUX31XkY0Q9UzBB31LTygwJf4FHNSl7zvVOZdYKEHp5JvMlRq+yt7uzTYw7l63+2c/u/Ou/wunwkx49fgQZ7ezubW1uAiH6A1oJEMJnoEV5A6BRYKOaBJvNBlNvy5gQzlFYpipaFHhcaKMIbdIU69jYM0jvojrN4SuHj4xFqw2HxXVzqieffi6aN+V17DLf0ggMzy0L7Xjok8w4m0ZXytEneQkMPOusbGVeKfD0Lnln4HiMX/4wZ/GmkxQWFmJ1da5qshqBC6iKW8LyzgdBVDRHV+WQ9HWhubC0NqJUG0bBXysR5U1V1gH9F4rwf6yfZGwym5lPx6M9/UP7e4WG2pr21nYWVk93T1NDbV1NXW93T3dnFy73jraWts4e+uZ72tW5N+X3LwkhnJMew3YUWChfmBdGiGJpq4GonAxlApUWQiQKC4rxQyjOYClIPD0GBK0EC9SDsQtLhu31IjFUCBF2qjAFU6+go+UKLkYqzi8+5M1ycCJNNZCjmuKUCBTIKmU2w6QWc9nI2Pja6hLzNzoc4bSyibEJdswwM5Pjk+OR8aHBMM64yMQkcvxctHwrMC50BX8IISCxde/uxQsxaxAtoyk4qZBmkVWoHlYicgdZiG/MvhE+yrEe5Tvgq3M5IdRLxcxtCpY1G4DE0payLrxZDr6Ml4UO5GgGxnHxGBPL8L+Tr04gStthyxiOjmEYp3EYvn1U5K6VFZamO/2J/sEcXn75ZVj8/t4OhFXcsZHLZjLRWBSznVfyMrQ751yXmlYGVirQbCfCurkVEoIQLTuV1nChRePdz8fjXgidQCoxTlmEilSI05b30bhoUSorq5DXTUfHp9O51dns0HDk6PARmsXU5FSop2+YnV4DfW2tZpMsR8hg2A2HBxsfPOwPD11ojM7KYOEDIYT5yiuvsAYP9vdQMSjr+c2lhfkUm+e2jIoPgZIeQqqdifCZgM6ZXZDwMbgKvAXsWcLBIWRNyKjijbBTWAcfFbJXkYll6yjg4Co8y1JAQrhkoWWkrqkXCwUwJTXJ4SB3/Llqjqsp5k0aWSadnFte3dnMs/R3CttkouWyucT0DEo+7qvJ2GQ8kVhaWByORKCOidFIetYYr5UVtCE3hNaeQ0X0bZRe/uIXv3juuefY63Tjxs3Hh/ujw2HCuImZ1DRBr2gsv1X47No14gNwJ1x5X3zxhXbGlJoRZ7AJLQ5I0EeEk5IVtMULps81FRRYoCinQR5RXVBYQCwFPQLGIkrFHSULZSMJIcl7xcq55o4sH0qQXDrXiBRPloZJ3kRhp1DkpgcoxqZn+3sH+wf02XhuDw/pJDwWTRXPMwtOI71o4SkadMtCpWfhPMW2E4SFAh41E7qzSSjwN7D529/+psRLdH38BFTD2ba+sbG7t4c3h6RHVAaOoKI1nbrlNfZdspApZtKZBdip3By8nRlh+KwbvpKmvrayvoddR1KRX5Euw8BgFdrDB1GiZTA7NIhrX3qKGCbFBii0yNRJQUtRjP5cq1EDQeqjkTFLI4M9HQOD2Xispb2rsL1FmiIr5t692/fuVzc01o/2hR5UVw+Gwndv3W6srb9772ZoeJwlVoFG46/OwAABj0CEbH7s7FRymtQ+dmeQCjuTPnVVo6lSzak9OklWMXeWG/okMLPGlabnOyNQhlPgyRJXtgRtOtWT4iI6XizMRBabOVxYS8rFKkR2okjT+2LihcgaUCX26AnDFNm5nJ8CQ2SqpEgZEkGABELGy5qbzWZmsrN4wNBu1jfW93b3pjiILplAmSDFcSbJ+kyx2T6XTsFVU1k8w6a3rnynIB/lvXJTIV1nkaIK2mklhQUweAW0SMznQixbTimokClAxmBjKO7hnDgXhEw61APRIAVJbt9YX4cXQYJ4BB8X3/5w6ep/b/lPO1smBL+zu7O+Bs9d397anoNzbpIitcNUMjBBqMK0giLzq/0Ptg+++Fn2KCDlAlVWklVlfYWCvDNPUgsecxwCB5XwdhLWILLjx8bexxGBtW8YIGklME+OacU7+ITJ2WBcwAveBdfxUWekWEM9DJuC7slfGDqEVSh6GrnWV+WLDojmBZCsze3kAiCZFKvHuyAssu6Cwgsoxnh0OREzjqUVTxLCnH7t71d++k///JPv9Y8Y3y7JzpGxCHrWSJgUhKnFFSM+eUoyiYmgKWm5SFAlIdpcMWhRTuryFGaBPNcnYH2k40O9Q6Hx1blMd//Qwf5OXU1Vc2Pz9Vu3O9s7b926Vltbx/mrLSba0NTR3nrjxnX47YUIw1nZXyO1CrecRixqechkpPNRfi++Kp+epTQs2BEEDdflcWl6NCLDnzusFeST13IAA2ZcuqWzx7MNjV3vvPngvbfCYxHnfVxX+gjx8S7YpnRp8ANFaacoSsyyy+fizPsrg6WespmJYG8p0jbIWKQD7hW219Y39nd3YSGoWatEF1bXF5aXYRecZ7K4tLiwuJjfyC8tr27lN7kmDKHMoIsWMRgfKrTygM4BlcS+lQcap1S4IJo3A1N2tiSQHheDkteKC6s60SdlqoGfkj9tEpvikadZwEUh50xiM+7H4mcAg+aYShpxuWmA0xlRUk9AhRVJ38QbyghIu7LlE7ZeOvlO5Qdg5RWjkqsb+S12t2zkSTkwmjC8xISsFxfoGNeKmWIlicdsbpgUZ8nvCxWegjX6eGc0NoFHzyQDnFqZOG3A3TNUZmzCTznzal9FKgNMW1DBPG2wkNFKSXO6LURqpRwZSoeRkPe6W10QOlcqPbEMlnFpB4V66BV7rD8YjAL3CucCJwOBLUkj7W1r6hgYzUxNNrV2bKwtVd2vfviw6uonnw2Ewg0Pau/euVVba05E+PTza/UNdR9//E5VTQMadmUaqQ+EdJqVKPDK+IIZhqr5DtJl8yonRS4o+YXtmqAdRs5XmHEoas4DsCBEEjsc5+wes2ZJzSLvEqFYSngIXSl4rjq+ELqUF6exSK/ko7ELzrq2ZU2y+LR/Qc4dvpVGClWhYZFxTofNX2K0G9DcKpuWsP7Mx7WNlSJTXV1Zg71CpBVToY9dyPyyuAReeXjoMdgwjPLsVGtCPmWGqgAIsyNZAqg0gq4C9dAbHcuinAmkIOdTyzpUyW+Y+C0ipIznVrlr0sgvBKELS5CTB1XheJnL1pp07u3T8AGSb5UksL/DodtbmOz5LSPICbNvbRnWubWxPpOaIUC2AYxrq3htTBR+eYXj9EuZZ+eqOT6y0CmofVVn5016DyrySJWpzHSAGVOgzUGK1MusFkUqCZHCSCBEJgIg5YMNnipgeewlIbQMVuoY2GCKKCkGtUt7ExRxdDEb2Il8pOH+jr7w2OpsprtvkIh0U0NzW2fHw5ra7Eyut7OdFBiyFerqazt7hsJDfSS5DQyfUc3Ohc1ZgcG6Q75BNBRX1wVPmQcZrdQfRUp5XPKfqUEX8GqkUBLmCrIQaK0z3aRWmACp+b/MIEWFFTBSJxVKzVGCk5YaA9TmB2mwTgZrHwRCbHlWIX3AiDbKVdHxZ6y/ffSsncPiYZbcOHh0cPj4NON5Pb9OvDqgIeithvYEFdHs0x/8OZfyXBU0WgYmmeH7OPfNHstirq32x4pwoUgexEqxx0w5sYHJcKCjZaToc0MD/aGR0Uz2qVM4Mtf/xeDfsQDtg0yfdj85TXt9G0QWOiNNTI02GTn1L1cFZ06U9c6kcGkTqVhayORmcQPirGFn6Nj4BIKci5lUAgGYTs1MJxKz2dx8JkvGCrpcEHeMq44UNzeE56onvhpaedVGnBOceBnWhbI0JAslYNBIXYQF/wQ8MLYQyorQ0Y8mzSmVys/NXxt65Z+v/8fCliFRHA8yAZlKrBSGJw+cFTPYhTpUy1lkqtIZeqINTc5IE195J0SPezVYaaRkXWRSM4lULhWdICS/sb58/+atiYl49d3qqodVX37+eW1Dbbg/hHf02qfXWhpbG+5V1zW1kr1ZmUbKkN12oeWH9FIJg0EKkPiqNhqt9BcEiTK7UZcsyep1iBklM8qlKbsQzcWb13sqMr/6quVnP/v0f/zPP338x+du/Nedwi4mF1tMkjMZWnjj9ddpVsfTUWTja7uhEl60n5sOq2hh0T0p4WBp9h4+KXTVxWM1KElE8RI5bijo1cpqh78VSEpm27zZ3Itn0Jwuw/qDseIR3SJysG/2rsJmYbnKwKugSAeEBs4wUpuhDA/RxvMgmazwE8bjVG00TqWJMmVMhPzFVOMOE2dXN5QBwLIIzeksS0vacwSQt+/cwcFRKGyZICJgFE9v4R+MChLuj4++qot/9L8e/Oedgol6i9p4EM3e0GMxpVGZapJKLAtw0Y4OugRX0OiUWqHQhNzxKrqvvyrCSTW1Dpg+ZRhx//r164yLPsxnM7nFpUJ+LTdnvBM4b3PZ9FQ8lppJ8TMr2xubhXyeDWCx+FRqJknKcDrnH9cLotcwOnKyz0BI51hZeDHocZAmVAdOqFQwqTbinBqtnNoU6TL6SttKZGbxESoUlTjzEJFn2IVFXwaqzRyRLI6EISgbGZs4fCL81rfWpnNxp0YOlvTHV51hTbBcWEZyNciqUzcsaxXBKQmdoj0hFKkzsgK1CEBLI6IdCquBX+XjEd5OVsxodHp9fm4gNLy3u9WOU5Bkp4bGvu6++rr6GCtnbHJlea2nuwv3ZdWde72D5tfrKiuMl6ifG0LmnS0vNbW1hCigQ8xo6imL3pmY63wlVrm4CmOQp4pGpKaK2kSRTBwXolctYblCSO+Q0AJImCct80ZFG8gQvtDYfO1CWlboWB4GANAmJq+c8yprZ0VnyU88SJoPlG0EcLH/xHuZQBlFhj+QLXNiZDORTqtUFxmHKcVExQsXOTFYl25GilS4ffs2IpAemAyGE7Y4tQM1m25ABZ6+vcWp06feSrgUz7MwOaxD3jJthXEpApos0SiVtX0EFFng9MBqpIxQjmna5NXKzjPDL25RswMuA6o1KuRgg4Wy8pS9gdHmROCiuve59VmaGBV0YHrS/FTjQi7NL4vBxEeGUaX7O7vxCQ/za5yGZcMGRod7+3rJqYmORJgyfvCnYnVG3PupUcHUK+orR4MKlYCQzUoPH9YQ8UrE2cfVHwoPw9kIQiCZah4+hHAhJkk76isuIfrTBYxIW34kFIFTjnJvvFDhe4B8//33oUuDxG5hJMzpptHwcBiFvQyWgpDp0GkLgIeJqTiwNNJzkai4wqlRcXQ0MTrQGxohp7u7p39tZQm9p6amLjQytjC/yA6w+sb6rk4SS9vxPXW1dzXX1LV39UGylUHok0fKjDOzRb8Xes6JyUQqnioLCT7//POkRUEo8Aoiq0ZhQOkqMgqAgnDlGhZsMqpAyNrIct3JIUfhW/FVb7xQ040Kw1enRsXJCW8jTMpucIKCZaiQ7vEI2izgwWScYrK8XVgxck7THoFifnuiuHccg57LorPwTH+LSYr6Yc6vSPeWs9CkeVdU/LO5ERVIZhgjaaQoaOgOTJ9SKFxnpduu0XWn2JNQhOCk4AGnUi6k41gJBL/lDpThm2moSIWxBU0x8VupKsyLHayc2lbn5IIhKZnR65n7BiDksIHl+YXkZJRtMRtL85NTxt6F70yMRXrYzIVFw2/eGT04Ns7BCKNjC+lsf39PdCJeZlGW/8o/5AvdsI9JGw8DFkxaRVMpspOkhcsWtCqf/DhWlVBKtS+E9AzTgqUDLSr+7iziBGKYMiKhWirzVNHYMvaDdyvaNwDh3FwunUiMDUdy80sby0vjk1F+E3ZkdAQjFIt4LDLe09URiU4d7B2w/7CnbyARjQ/194YGRwLOs7dayag9SKBiMC86ysIeaMECV56nNheq6FdHxRudrn3uKBXMkh0X4GpzEqW+Us3rYAMJZlz5hrwOjq8CZtpmRlGmIaaIjq8AQlsNXCUItQI08m8AQrMtBm5hFFHjGWWlmZxuByM1+Vt8/eQAKz6pb5XtjPHfFmMpBhaP3FLuBRRGgXowAKSwaE+QtjJRUxkxyhFyJkFbc9CqNoCt2L1EJg/Kh+C7DCXJpJvISAcqYaM9+OcuXnAFTqm4wPl1qzNpfsonNjU5EpnNLWSmo70DIYLx7e1NkZEIFmh/L78C393a1oqZ2dnRfufO3ZqHDwbCY5fZFuOTwabYOtQDEoIEwJQgq9wZKSPMvtVTFFErFeamptrRU9Y6FIR6C2/ExtCObVvsb2Igg/kWgoNdS6HVHnM+6jQL30I73KeaRDK5ZXz0Bokur8XYFoobUciHjpGLhatvIZcdjYxz+i82ciQy1tvZFR4aDvVxBLSxTodHh7v7enDtRMZjz3hbjAKzciZBWAgzpRdoX6e6az3CLgeH73RYi1BC0SkOhSKN0LhOR1OBVvjIX7FiRTnkzHQyAFu//IXStCyrYLlIZj9D8NSU9hfCN5ACxu9umITZFlM09qV2HiiPUgWuYr7DCsLKrrTwIrebm7GJzuQGY/lriq0vGDi5qUOGQUUwuIrXx6G4kio7xaHUH1aJ1XF0R44bGzHnQWAQBZeJapVBRT20OSUBs3svBDMQcoTz3ExqNBRO5mZX54rbYh49wpfa1dZe19TE1HW2Nbc1t+Jv6zDeoa7h8HBXZ1t/yPipKys+6gzgMYNKfpVuCQ8UI9UeSXkILbFaH7Gkmtz8Llz5aJUdkJBrzdIBX/E67jhzHXyTybSwQFF4X2h+VVlA0k91u4KNE2VeCoQoWItzs6P8UtXKWiG/kcnk+BWuWDyeSaVhoBtbO+StTUQnM6lsLBHnF3/n53Lw+ZlM5W5ulDVwAf6n3hnFTeQ3YaYYJ4LHG0KzvIg6VAZUPWhd+5KdEqsCVV4bChMn61AULxbHW5hWLREbZfXOF/WVwFExilpP/KUnWpTW7KlgTTgfKXpnEuaHJo9M8o62xTDFREm0s7UYeyK0hFK2icJKgBMjXyc9VBBp0iO8SPr8UwjlvLcZiMAgLmctdy+TdHJRvqWyHKEuSgU2WuN9YpKqxrWCBtrMXeotzpeKTygNR2BUVniWtaIB2uzyyprSU0CYSc9ER8e621oJH7MtprWje2tzo7WFI73qb968U3O/6t79B+PhCKyV1Xv79p26hvpP3v+gvrntsNIkROwod7xQ82vNA0UVnOG9cwdpEbV4MFOgxbIQsUJwqIs2GCnfDV/ZCJTTsPF9neSlRdErjIPfEZBaQ87UL9e6PHfUgjCVmpnLZadi8XRubm15KZ3OcDA3o82kMjh4E/Fp/DKptDkQNcqOmGicn01HcUR9LYaCL1xoB4vLrc4AodM8kOSQMzPIMLx1xC01U0q5lJakaJSTAwOtCKKMWLXd0IWVi8Ex89akb6xUuIIEgWJkzpSZgLSu9CeZ7fBS2Ke2xWgXHeyUCDSxZyUru5SXytKfTOjKuy3Gy8oYjNb7RVHUZDnzhUTc3GS9I8ZlpVmxCpywWSeo8tJ5xSqPMF80gqTBzNdpwS5xclF/h9LJ+YvrAI+PtjOqWQzQID4BujQ/n0tPJ3pbW8LDk2iknHhxsLdLtklff19NTXVjQ1NtVXVtTT2h1fbWli8++TSRPHMuXQVKaUkHm5OYmK8L8VKrpEDgCh+6oqxUUCqbhJ/zXYpAWQPcqSvJWlVrUq9YBJplHGze9Ht5rYJ4/6mmfTO2CEialQOIQGNACKmp7RNsBytui9kobG+an4nhpyZXV/Ob+dWVVVK5zUEFGxscwVvYOd0EWQF4eqTcthg7s8y406VSip0KOf7K8JdVZ9myl7iBAZqT6qs2eVaJUk5u6ZJJVlcSyTLLOgxfv3GlQL92wzBPxbwjY1s7Q06+LMvL2WgBTUEHgosKz2VCRiNNJPZ39ww+T7bF0Afzif/NyWkGXhK4ix/Mrr+d7S1AxZt6od0wtnLJbTFekMrzUs2y09927hYh6stZKuvTOTuKQJWZL70OjwxvYaKBBMwYlc4RK+5QWGdZfHn9+ldfnSBf2Q4MhKArV7jvereucK+IAkgghGlLLS+jEBiNNJPiJ0/qq6u7Q2PaFrO+tlJbV4tpf/Xa1aqqB9X377U0Nrc2NdfU17W2tLfW19Y0NCvkUkEpd+6M13KAjzntcRGNS9QpHO90c5chWak24AfZOSleEaggS57HXTMOeDooj8VRXV0NhHjDiVQR2XnppZc4wYFZRt4Rr0aJf8KIHuH7It7i3YNhG4c9sqrshshSQNI4DjZojZRH9hfyOwyG1tZWOLmc3YRshpmd47d8l3SYJ9sK2f3If+xgI8/ga6dCJy+1ok6pYLJAgicUWZ4pq4DWhKWdF0WgbC5kqUXAfHkhZNIJRxjYSPDZ3rb8E6lJvsHvf/97joFgz9NsJkUC2lAoTBr15MQkiiM/ucTedGfesHNx4CIntYkOy0Ul28O7yFBnMpm00Yh2+bWUp9ti2Ki9mTeY0THEZHFjOTmVC7PzC6Ttb7KBdL3yAxN9ZGGZ5S+FW143qRVOC+RcuvGCYZUXudyEIu3IJ1C+wVIQSgrCVDlFRilx8FEiixxx+8ILL5D+YzIhSBwhFFv8SRJzmMfJCWKVcUEzShrmghUgsUojQIjbXbYH1RQTlWrt7GRRI50lVbSloXZwdMJsi+kdgOYnw6PtTc03bt3hxMzqqqq6mtr6ukYyKmtr6pqbW+5+/iWelIrVGX+N1MUoLMNU4IJ5Z8ZhLEx3EGdKGV4qE1CNyPetVyN1tPu3DIplIGQ6IGUOE+cC5XV7z2RjEHXS2cNO1cZOnGShcjjgqJCL8pJRlEBUslCxUjkLlUEiT6QFUsclwKXZ94JHzW6LQciRoIZBiFONFWOOWzkwCteROTnhET43Tr+ozC6UHuA27RkD3WWCLHLaZicTTb+GdRnknGJPUX77ImdOhnKlK4aQ6VMY2WUtlFrsvjYJlWU7A7zyK0V/MlX5yGxol4+ARMNKJqY5SSJN1nJmlm0x2dl5vJ943fgh0eJR/PzCQJxrTkNLzcwQzGSjDOsDFbXibTE+u3ylCwAhK06eFOvjljfkXCkV0InDmCUOFYbkIy1LtdFX8s0GkYXeWJtIDXqSte5UFvR7T4zceZM6EoSuIshRdJGFltromzyCYvhK7Ic/8XFuNjvcPzA6Msa5M2ZbTHsnxza0NTWjhVbdf0Dm4cN791s4e43/mlq4Q+ip5kF1eHAUcqxYI1UK+VM3N8PWebcuUaeZPZc4AuJnq9klLLbMvEi1oXh1YGfjlpEqa83r6SdB0h4EJivMqIfFxB+xR+3iKB4Utqb9bE8OaTGJOdzURyaEcL/3nAUhqsJSk5eVn3rlZFv2C9Kl7W12v5DsQ0dM4RXK7nHe4T71OVWhskiFfHXaF/YUQgSA3GleUUdf7XaIi0LlW19rwulDBzndUbaH9kA5n9U+BwrZ//STrvvyQGQbRlxkOMy5eGMwknCIfGpanhgfZ4GOj0Xs4cycaENOYF1dbXOT2eaI+QEL5zdfjCO+mLjMI+Rjos64euLsFQPRsrM/5CDGULGSEvxBa9E+hRBOAiNVUpNvYeKeIS+VoHXKPKk2crPx1dkgSduD6ip++aD6wcOHDx60EgqvbwAACS1b+MjO2hFS33t7yDRPx0nanOC35BNT8YH+vu6uzobaerJqUpOx8MjAaHgU8D58793R8FBuemZlbjEzk0C/WtvchkDGBgfGJqKcDIuVWQZCTRSUitTU7CupPDgSFdfkLTpj4gyErFbYVCm6caagXZIWXeJQrXFTziCFqBSBUuFOHb+yQZzt7j2ArKtreOPNt3TEvwtCgqgkwfe2tUNHDXU1A0PDyUQSldTkFHR1NjU0sZ+spbGJbQNffvbZRx9/inLf1tzU1kIe5SC/Y9bV3cl+w7HRkYb6uq6+fk4Y4SixcyEs2oWnP0VjE5crxibgg6wVGOcZCHl3eQifLS8FGK+KBEeSaiOKlAX2BMXTXxDiDsISwaaMfReEaAeNX3wxHQ5PT06mpuKofeSik+9GAgQKIaf5Z3M5pB0/x/PhRx/RSGJ6mp/l4wKDEiMSYalEWZPFuriInuKUhaUWLhCS8y7zQBK61FYlsdkLb2TyewAhKo79lAoDgv+Pat+2GTiF8B//fKdn4P8Bya4s6OBND08AAAAASUVORK5CYII=</bitmap>
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