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0%,4.0666666666667%,100% {cursor:url(data:image/png;base64,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) 16 16, auto;}
4.1666666666667%,8.2333333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
8.3333333333333%,12.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADOElEQVRYhe2WwYsbVRzHP+8lxFiHGONa05RqWZd1qaC4F7UIlp7ES2GRnDZFRa8WBBFvvYmgZxFFlAULpfR/EFrYQyHRHrJWELp2W01Km6bT3el0Zr4eJmu7yWQyq11P+8np8d7k853fzPu9gV122WWbSPpQUlPSHUmhYsLBuCmpvlPiw5JuStIt9TSBNUmHs/yvySj/Bnhvlct2iqdYZnnLvItLQADAAguscplneDYCvjPGfPCfAgzk7wNc4AJ9+iNrfHzWWf9nXKbMUY5uDr9NC5EaYEPrrxd59CfALrEEwD72YbFb1gUEuLgj1y+wABD1uPnGE6ZybtsBIgXXDLnqpvxB9rP//jqixMpUqHCEI4iwZ03+SSAaXmNHrhogqW7IVVu0EufXWEvLjsXSo8d1rmPIlbvqfJTkGx+A8FOAi1wcK/HxgbgCw/JNzhFX3sFpAPnMAYC5lDkAunSJBr8k+YM8QmE2yTcugAWKV7gyKQMBAR5eqnxA0UxTGHaODWDIcYlLEwN06U6U9+ljyIFHwZ7cunDkmWwiQqaZnviyAdzmdup8iRIiRFexLGesAOAd5OBEeVZCIs/sBZxR0QjmbbiLP7n+28DF/V0d0JkMAXSGaJXVUw9DfIxjAJzix6+AgKFmNK4TWjOD4//m/7HCSqk5phll4TVepUat85hxXgFu2NO4Uf1+iOQKSBFT+F/yReMFDtGg8a/kDRo8xzTv8s4JU8EH/GjoayHtLMgDzq9a+XqW5+sASWdCmhygRfPsy2b+Y6AH9GFwbg9I6xwB4M09PXdihfZpEfISL3KAA5nkIqRF8+z84/OfAOuANyzPgiXeOLXjWqzfkfuXJP2sliSprbaWtKTzOi9JuqarkqS78m69pTcXgVmgZmYoTbjZVPKAY6aomRIzx7X4WVed9j35G5ECSVKkQPfkb3TVaf+g7z8HDgEzZooqULInxze8TJ9kg/RFwDFliupRAAoAJm4sVi4R8RYLAN9U8diLq1/wJQXGJKuyBiAnbGjIA0VTpaA/KZhyfGfqYU2FQDeIAJ/4efsk7PuHgQUKZp49gGPmcIjfkz3EVRo58XYMSeSE/d+EO8HfD2eGnMWRwpsAAAAASUVORK5CYII=) 16 16, auto;}
12.5%,16.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
16.666666666667%,20.733333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
20.833333333333%,24.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
25%,29.066666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
29.166666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
33.333333333333%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADQElEQVRYhe2WQWgcVRjHf+/tsi5xUpe4TTfbClLX2kIjNhSE0EPsSTwWWTxkPUi9ihVK6a0H0YsePJUieDCKIFLozUuh6KWHYmpS05KQVkitZgNpErab6XT3/XvYce2uO7uzi/WU/zAw78037/ef782898GOdrSjPiXpA0mzkh5IqquhetielVR8WuBJSfclaVV/SZLu6I4u67K2ta02/SFpMs64Jib8S+C9G8zbWa53jR1nnCQJDjPugK+MMe93i0/GhJ8E6AUHmGcegMOMW+CkJLqZ6JqBMI0/A3aGmZ7wdpUoAbgyq2/sMbmf+jbgVPvTkMgNAgc4xCGOchRR37Am+Tzg2mNs1MOSioZE7gpXBoKPMcYWW1SpYkhk1lT+qBMv2gD1swArrAxkwIZDX+UqAB5eqS8DwMGByMBe9v6r7xlSB2h89C3MqL/AGhKpW9zqC7yb3aRIRd1OmxdJ63eCFlCUAcBe41ps8Bhj3eAYEhCQtOdamZEGRJ397O8JH2YYH5+AgBo1XHjUqOHjU6ECgKije1jdiDcFAP4kk+lllnuacDh8/K4xdZxvRiH001THDJi34SHBYk9yH6pQua0yTj/GMKAfcHe5+13cwW14dNIJTgAww9cXwq6WxShqJbSmgBcsBStzzO36jYVI+DDDLW33xPgZMhR4iSzZ8rPGex1Yt99TccV/gjpnQHLsI/icz0pHeO3vNT2WnszGcY7zAvsoMX3KjBAAgWurFrrtBUnAW9Li+QIvvwPQaU9ozwA03nyKKQCuM3vxiJk4DWwAW0AtrgGAtBkls7C68MUrHCguc5tR9nCJS5EGjnGMLFlEnV+Zuzjx3MQZbVEF1qHHr9JBFvCA/LuaLj5QZVWSlrTYLH02tdm8vq91SdJD+Ztv6c1poADkzUE8YtQeUUoCnsmSN7sofKKPP1xT+eYjBdtONUmSU02PFGyvqXzzW33zKY19pGCy5ADPnouGxyrJQhMpYMhkGNIGqbDPGq8RoAoOmmdgclTJU9Uv+HSoA/o1AI3pSAJpkyele6TMCBaH1QaYEZzWqdH4yHwgCK8j4YPKAkkzRRoYMq8yBM0zTSNT3bb5/06SkPS/sJ6aHgN5xn2cSYJIPQAAAABJRU5ErkJggg==) 16 16, auto;}
37.5%,41.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
41.666666666667%,45.733333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
45.833333333333%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,54.066666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
54.166666666667%,58.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
58.333333333333%,62.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
62.5%,66.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
66.666666666667%,70.733333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
70.833333333333%,74.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
75%,79.066666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
79.166666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
83.333333333333%,87.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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}
div.testarea{
animation:rwdcur219431 1.2s linear infinite forwards;
}
