@keyframes rwdcur156067 {
0%,3.025%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEB0lEQVRYhe2WT0xcVRTGfw/e0JsLDQ9C5IkkTsdYCSSInaQhw27UhfiPoAtbddN9TQx0RQ1RqRsdLYmUuHBjQ1yVxkVxNaQLS6aJRZIKIRrrSBSGtB1fi528Nq9cF/cOPAYoYAJuOMlL7vt7vu875zv3ASAHlWBIOfwPUcaAcoAh6TMkB1XbngOQNUBAJzbdBAzL1N6CKMM3qwABtAHDMqXaGVBibwCsjSmgCRiWNSQ4u/sgwgA8bN4HxoEoPil5jyTf7C6IMACfgCzQA4wBUQQpeZOkPLN7INaWwIZCj5UtKPqAUcAFhhB01n2kQSgQClwFTQraFSTN0Wau7cjOdmgtCMyq18qSUn2ADxwHUuURxNWG7gnmR13gCNBiABbV8YAccE3BDDBrsdLijwAgAN88GHq80GPlZEp9bO6eiKl8quBUjzFv+xA0ARIohN5ygRjaSRkgrWDS0sC2p4B09BfDIJpOP/i0Rt0Sb2Uvn6j9a/a4j50TMAlBGsga1sIA6AASQDemFAomHqWEjceKiIWAdc3200CFd5+qdJ7HE5K7bZknX3cLdY/5jdfHx1qXp7NWgBeAKIeoSXoEvU6i2efR9t5SgdIzLQu4gn+aqvnVX+CJqR9eOBYdeaqz8+83I9OLDznHaYvy1cQt5rWsodUOTCvIblaKNS4oLG0IMgbEAepYPD/htp6bUxGWKjhZX04iR5WLlv15oBndgOeBCXSfxNHl2VoBGVnbA8ZSxWMexOzvlY0OB3TbvrKQcevxk6HkN4BLwCSacdQk39SaG4i+LorovdEX+9y5A5FTgHg2yI+lvnwJCMLMLxnmHlo53ySX2wJQUOuaMHRui4str546WEY0djc/frG/+Uo1XgerzNPojs8BqG3MAIAyeRAMUqSFkINK8LUSkU+U+IMG37DhDlXNVcGS23pzYXak/7l0PYvxEubjoeTFsgnz7UJp4o0UENicBDzpAZXcPvbh9fHv+5/xq/F8n8poR/ZH8c4vZ28csufiBMRCyVeYm3DQuyro65sOI0ueUQ6CC2gblYbf9Wdm5vMvujzB/c48FeIQ+Sn0zF7HPMQ+CbyB7p8LwGgJwFUAAHym2qVFAhtW9gPt6WTjMu67P3/Ha9/2icMPfkPge+guHzHJswC3QdTq5AngZXR5JtGWnNpsGuoS9FoZ+ZVaM61uLSFkBPfOMh+MxY4mn050icOXU6G5iYPeFYsWq0XLXuyNeeAKW2xK1mY3VmJAOe8tZJy3R3pjR72r7RDE0RbLo2tbrG+x8SS6PGlKyvPfAJi4hyMkXnHqxdFsS23rAdfQu+HMVsl3BKAYRnIXaGB1yhXtOg/kHkLO3uYc2DGAEBDB6uED/nZ+QPZjP/ajNP4FMVlnwSky/pkAAAAASUVORK5CYII=) 2 2, auto;}
3.125%,6.15% {cursor:url(data:image/png;base64,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) 2 2, auto;}
6.25%,9.275% {cursor:url(data:image/png;base64,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) 2 2, auto;}
9.375%,12.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
12.5%,15.525% {cursor:url(data:image/png;base64,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) 2 2, auto;}
15.625%,18.65% {cursor:url(data:image/png;base64,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) 2 2, auto;}
18.75%,21.775% {cursor:url(data:image/png;base64,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) 2 2, auto;}
21.875%,24.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
25%,28.025% {cursor:url(data:image/png;base64,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) 2 2, auto;}
28.125%,31.15% {cursor:url(data:image/png;base64,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) 2 2, auto;}
31.25%,34.275% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAENElEQVRYhe2WT0hcVxTGfzPzxtxnpTP+IT5CaUcXMc20wToEZKSbaSJo24XJQirtoroMWbQhK+mi7bK4KRhXLRQJWcWhaVWwcZCCxkWUoWVESmsnLnTAZDKO1Xkdx7ld3Dd/rY4NaDceeDDvzb3vfN93zvnuAyCrh4Rkxs3/EHZJ0A0MSz09nNVDrScPQK8HMt2gXYPMSFafOlEQdjCtnxkBtAIjWX2qXRIUJwSgJMLABWBE6vV+yU/HDqIYQAK0T4AQ4AFzSOqpgGTxWEEUAzAhEwVuARMKhBiS+tNAVn9wbCC08lt7KhCVTA5K3WEC14BhELd2Xx6dcCY/Mr0SAbiLrmprc1yRIBaxkXgRAAIyANjoimaZGrRe2AcMSa1K3HhkzM0QM4A2wAsYah8ACSAGLHglS8ByxJbv8MMACMC0FhbW21Odsaw+9aV6aPZvtaSHXKZ7QiNmZlSjVgM7RZsMoBk1SfPAtFeyWEmNEgX2nFWQKjywpzpj6ZZvv4rV7Iifu2b7/6hd78MkpgkWMzANRC3WwgLQAfhRpXMDeCVzhymhKeWUio7dqn3N9ma4P+H6m+mzcfx/VdN6df41o3anwXz8yq8TkUvp6G82Et4MAgceK2kb4AECqJfHUeNdUYH9t4AmMLYFF/50YZ5dJ+wfD3je+6Gzmw17xBmvumOjBxz5xF5rW9Ri1Q5EvJLoQaUoMSJbavPf1jQDPoDnDYxeWnjjjrb6Elqq9uZuXdp/OYaBkv0d4CKwBIwCc6g+8aHKU1kBqZ8p6QGvLBm3NQHLr66dc4MwweRxT8RINxIoSr4CjAOLKPk9VvIDT9r9mu+PHPrEx2NXDW21/jYgnrduTHw69AWZUubjFvMESjmTUq84HIAttVfehKJooegIXrmd0VOerZanoevBgdktFx0UmE8DcxEbMQCvrOwBAPY9px0LKVJ3CPVxMi8kQdHwBNNig77JxWTNtrHhW1/uvTswvdGIr4x5qCh5rmzCevfOURQQoN0EElJPAq5nYx98E+qZHDA3XZg1Jp7lywti7MN7K6tN+JxK4rzsueRWuFFmBconDjQjW1Z/4AZxHzVG5WE+en92afDrzxOmoNsZRySbCCvD3s+8iH0AuI7qn/vAWBnAAgAAyWS71B1+JUgm/y4gYGvcNL7v/ZHv+u6JlfNpMoIEqsvvWsmjAK8/Q9jrcKNG8l1UeRZRIxk+yA01haJrftf5MAxZctagJXeF1M8Yu8mqz9oedgR+f+uJWDk/U7BNJbNhMQaoQ8me6401YJYKh1K+B5zJK+WLTFIkZCp4Y7V3yf1LU7gZQbuVoNli2UGhvsXH8xJqKkKVDiPbYX8Wx9vbiHh13vV8FtvysU0AC6jTcOmgur8QgFxYkhvAOQoulxvXNSDGHrGIdjQf+M8AioAIyF8mYB7lA+Q0TuM0yuMfb42L4wiBAg0AAAAASUVORK5CYII=) 2 2, auto;}
34.375%,37.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
37.5%,40.525% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEMklEQVRYhe2WT0wcVRzHP7M7wBsksvyJjJXYhQMgpBVZY3BJXF08FaMJGLG9mHDQi5ho03hotAcPHpQjkh5NY4yJtdYENNEloRGCxiKJuiFqmrUHurFCh7awrzDM8/BmZRbY0jYBL3yTzc7Me29+39/3/X7fNwB4Vr9QvBjhf0BI0R0BhpWlhj2rv33vCVg24B4BsxfcEc/q21MSIZD+pSuAdmDEs/o6Fd1ijwgUYBZoAUaUZccVL+w6iSABB8w3gXEgCnJIWW5SMbCrJIIEJLgZ4DgwpkmIIWUtJT2rZ9dImJtvQ7nPMoqek8oSEugFhkEcX7svMVayPCFRCQFEAr9yf/GiToIsxoRzLwQEuAAYjGY8+k76LzwGDKkyIaLf2VMZsIEOoA19nVfHAbLARVQiDcxhTEh2gKnXS3/ixvxQ7mzWs/re0w/lwI3myNCDMjKWwZVgtviZrwQW2UAjupOmgRQqMbOTGgUKrIesgsFQ7mx2tfnZD7JWibjwWmggXbV0DBnJIpgBMwVk/KyFT6ALiKO3TjurSkzdTglTK6dVDHvhLcVWOrvmcOvvFIvTccor29unr9gPr9TKb+r/HFs9/HgGI+XgPiUIG1E/aAcQBZLoly+i23tbbPIBc+sMgU1lVQsNhyWemn33l6T8/K0DR24+03lEGf6csJEP3OY/yfj/nUArKlH0nCkgYOT+2W5OIxADoNY+c+jc1Y/Myx5mrmJwrdqMk22z0bJ3A61AGjgDTKHrJIbenm1RkLKyKiAXfJAItts8yLmD80YEyiRIfnql3qbuZjIQ/BIwCsyg5Y/6wYsqsI3mW5Bn77zxxQO2ebn0BCCutZeOxU/9ANQEMx/1M3fQykkKvWILNm2B3FyEgXtXvHq++oRrudFr7d5UzbmfJ6ms6WIj8xQwhTGR9at+Rw8AMNdDJYQ9PVlZQnj0CyNXAlzB+OsPycEG3cdLS63X7Rb7amx97qHT36eoa44FMk8B4xgTWSC4dcJXY6UogcJszUHAUVYOqF1YOHr/eM3XaUllrUQ60W8PZcVXz/9+iYa2GLiNBGXPB9eIoE9V0D5R1IzMsLcGhOcBG9zejSGXqtnQ4OTrj6a7PvzRQUTEqad/FTTUN/qWnc+8MLjOPtiSv92OgAGg6OlUlohrQdz8WBuQNOpu2effruGl+JditekREGUOuso/QcueAWDhSUF1aQTdkj3o7ZlBt+RsMTc0NYvR6bXQy75bleiB5RtCWRX22nX3nY7TTvJo1WPi4ya5YZtaZjtgMtVo2fO1MQ9MssOhZBQbyEPRHZl8vynyXPLTRueJtk4wY+gWW0RLm5c3eDxvLcx7JfAfllsE5XV514uhs93ctg5wEX0apncKfncE8tCS28ABNlxO+sHngSzrKot54Y584O4JbBARaAWET0DeyQfIPvaxj834F2TZdGOx9RNLAAAAAElFTkSuQmCC) 2 2, auto;}
40.625%,43.65% {cursor:url(data:image/png;base64,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) 2 2, auto;}
43.75%,46.775% {cursor:url(data:image/png;base64,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) 2 2, auto;}
46.875%,49.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
50%,53.025% {cursor:url(data:image/png;base64,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) 2 2, auto;}
53.125%,56.15% {cursor:url(data:image/png;base64,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) 2 2, auto;}
56.25%,59.275% {cursor:url(data:image/png;base64,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) 2 2, auto;}
59.375%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEK0lEQVRYhe2WT2gcVRzHPzOZbd4LbXcNhY4GzCaWNrRVQhckpAdxpR7qRUsvDaVID2KQFG3pQaJePIkEZTHtUbDtzVJFsj0leDEWoWFBmq4ayjZqOlSTTqN2X7KTeR7eTLIT8qcRGi/9wbAzzJv3+/y+vz9vAQjLUuibZPgfzNYeGWBQp+RgWJadmw1ghTdkhkZuEpDBoQT02ruqpc0CsGmM7hwE0AmcDydkl/YQmwOQtBLQAZzX07JbTzx6iHoAn4B3gBEgSyMDWsi8/uHRQtQDKBwqwBmgCGRRDOhmmQ9/k48Mwkk8BWB3VCu6Qr8OpAKOAIMoztT+coqpbYGioAWQqbuaoq9nAAV4nLL8/wIg4icrSyWcoD/asAcY0HPbhXtlaNT7FRc4AOwDXFhMkQ94wHUKehwoc8pS6wPMAY2oCGHR7F1VL5yQHwIKwUnf2jOQ2aKKnoMioCOK/EEESQTTjumka8AwBT22nhoJBRbmaomX9q6qd39+z8fTnhT9V/efvBM+0cO88tgixggYBipR1CICOAh0Y1JnJmtBj66lhEN6KYaGWkpAkFiQ/qTks21umMxMN0FTZ+vua+4OfU/9eP+Z4rz3XIXTls+ngcBuyEZODwBZII9JywymvVe05BxYWGGFFC5BuoM/2xQLYelV9YUaPfTu4b9ffvGw7rGiXRpix/uiryrRbxewl4Je9ZxJAFjp6kpr2oEcAPM7Lpx4tnIudXcSx6/21Zzmbj7zXIzsLwF7gXHgAjCKqZMcJj0rWqINtZJAHYQhj68pBOX9rVMZJlEIuPzzay72zjzhovNbwBAwhpE/GzlfVQFntRd1FtP7h+Q5NzU5eRYQd2Rn8VhpAIJE5ENR5D5GOUVyVqwNYDnV5RNP1K0U/fu/PxsImf1D7hlp+ebKdwTpgyxFPgyMcsryACjodWcAgL0Q1ohI0YEUYVkKXUJoD0HjbRVFA9zfe2d2q1uxcuWWry8NM7sztyzykTrncdpEtPeDh1FAENAH+HqrBJ/p348eG2n56qpiLq3YrrIXy83ig5njt/Dbcji0Uy977NxYBnOqgpkTqw4jp8FOAUwBLg5H6tGevFfq+7LjjfGjvxR8ZoUYsnsFk23tEfY4y2Vfir6+JW+sBWAB6ApdOpDdBAlN9gF5q3Wn++bQC3z+4LSYv7sbbOFjqvwSRvYKAB9NC2RzBtOSr2DSM4ZpydJq09CKb2o/OYkCdBoDoZV0g63yfS94On/i2lviW++4jy0EyYqPN27GyB7XxhRwGSiudR5Yq72ITXtkBid6M+95r7f7d5/vIiCHabEZjLTx5vXHc5yekWW1sXGARbv4j2CmKZ56OUy0y9vWB65jTsPx9ZxvDCA2U2Qu8BRLUy5u1ynAI1zweNt5qDmwcYAlEIFRIO519TB/QB7bY3tsy+1f3PaIyQbzVQMAAAAASUVORK5CYII=) 2 2, auto;}
62.5%,65.525% {cursor:url(data:image/png;base64,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) 2 2, auto;}
65.625%,68.65% {cursor:url(data:image/png;base64,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) 2 2, auto;}
68.75%,71.775% {cursor:url(data:image/png;base64,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) 2 2, auto;}
71.875%,74.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
75%,78.025% {cursor:url(data:image/png;base64,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) 2 2, auto;}
78.125%,81.15% {cursor:url(data:image/png;base64,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) 2 2, auto;}
81.25%,84.275% {cursor:url(data:image/png;base64,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) 2 2, auto;}
84.375%,87.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
87.5%,90.525% {cursor:url(data:image/png;base64,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) 2 2, auto;}
90.625%,93.65% {cursor:url(data:image/png;base64,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) 2 2, auto;}
93.75%,96.775% {cursor:url(data:image/png;base64,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) 2 2, auto;}
96.875%,99.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
}
div.testarea{
animation:rwdcur156067 1.0666666666667s linear infinite forwards;
}
