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30%,33.233333333333% {cursor:url(data:image/png;base64,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) 7 7, auto;}
33.333333333333%,36.566666666667% {cursor:url(data:image/png;base64,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) 7 7, auto;}
36.666666666667%,39.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
40%,43.233333333333% {cursor:url(data:image/png;base64,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) 7 7, auto;}
43.333333333333%,46.566666666667% {cursor:url(data:image/png;base64,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) 7 7, auto;}
46.666666666667%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGu0lEQVRoge2Xe2xbVx3Hv+c+YzuOH3m4dmI7Tps4SdOmWZM0GWq7qZ2WrYyOdmgDoaqa+AttEiD+QBSYxAZDSGya+kdhoFaIh1bUretU2Lp1TRqykI7HyNpS0tRe3nFsx4/r5/V9HP6AIkBa4jycSSifP+89+n2/33vOub9zgE022WSTTdYAu9TL+5sNTzY5RBqIKKGNMrRSlgzgr+EpdO09X5WQ/1SL5Q8fTuU2ylfRLBkgEFFDbfXmvK7SHyUzSvMOn/nNsbmcslHmioFZboAm8C9Y7OWv8CzzRCaV739gp3nLRhgrFlLMoEd6q43lHOnPZORuWdGmFI0euvK3zI1SmyuGogIAwP7tFVu8WyquxRIpD6WQ0hnl6NWx7OVSmiuGZZfQXa7elELRWP6Q3WaVMplChaGM/e1ev/FYKc0Vw5Kb+H8ZD2XDLQ1Vfyo3iU9EwkmBZXDYZeMLMzF1qFQGl2NFAQDgRjAe3N3qnDKZTIcTMYkRBPagu0qwVpvZS/MJtRQel2TFAQBgdHxx9MD+9gIvmg/GImGYTGIP1XWPw8JfnIurdL1NLsWqAgDAtdHJoaOP3m+lEHsWQ/Ow2g0d+WzBX2fnL8zEVX09TS7FqgMAQHwmcOmee/weKRbvKMgFcFRvozptc1fyr0/HVG29TC7FmgIsSCrSkbmLDQ6jX5JybTroZbOAvZpOOz2V3PnJmPaxIXp9ouCt5LTp+NpyFt0HlmKXx8Dt9pnPToVTB1WNHrUZ8Exa1sMZhX38vUDu3zt7T70IjuhfETn6NM8Sj6LRsKziNCXMs8PBQmE12muagbuEkqpOqfb6Dr+zM5XKPZzI0QPWMjgJoY8Fotqlu+P81exJRwXznSqHw/ZgXwdzsKfVLCqz+6YXlHaHVXhldhV/sXUJ8K8QGs/o53u6djxEGZPz3Mj8C40O4YM6G5ebWFTpkRahdWs1OWOsayHHv/Z1NLR1oGXfMXi5YYTmY/5wTLs2FdfurFS36E5cDCNjUiGcSTze99lD7v63flrz1s1ceOB2XgeAaB73TSRZpqnJjvDsX3Hq5Et44+zzGLmlYt+9LoisfmA1musaAADOvHpLPf7UD7/a/7NvRv/zuUYpcgqBs3kPJidmsRBK4Mo712BybUNiMb9qPW7Njj+G756L/FcvkHUyYCVETy3IjLPWhcOPtaDWZcb2xjac/MZFKDp5dzU667YHlmMuqUVsJlo9FxjtthhDcHtbkZ4YwtBvXsbIrfwbOZ15bjq28l/qhgUAAIeVfzOXVZPpaKZJJAHz1O2Z0MAHqZckmXlqOChvSONbN3obyoTuesOa66xLIyuWHp9YRijtVHXaTAArAIllEOQ5ZmTwjpxeTc0NCdDrFVwmjp5gWBwzGJjyri4bymgBNXYDArcTuHpTzucVnGMY5nvDHxX+vpLaJd8DPV7+UZGjb9damb1WMyPUOS1o79qF3keehqf9C7BYKqGlQlwqmdipaPRLdVYuMp3Q/1xs/ZIG6PXyfeUCPV9rhbFADYBtC/zd7XA1+LAosZCyBL7tPjTVZNFiD0FVKReOK4ccFdzcTEL/SzEaJVtC7bWi0Vamj7ss1BWnFjS0N+Nbz74Ig6hg9P0BDPVfxuj1aYgGDl27XGjlJuH2qDh9Nor3x+R0WmVb/jgpzyynU7IZqLexn7Ma6PEcNYLY7HjwgTYkoxMYfPdtXLjwDsaDUZiMHCjVUGZgQctrUGfVUO+iuHErLcgqFifj+u+X0ylZJxZY2kUIkGUNePLzR9C4zYkzPzmNmVAKmqaD5wjiySwUVUc8kUfLsT6QbUdQu/BreJ1JLGbyXcXorPtZ6C46BadoAKUUW/33oqKyFZGwBFlW4HVXQBAYVNkN2OazQ5JkgK+Hs+lhBCfzEDgNOi3u45YsgErJaEED7Dzw2tlTmA9eRlNjFbZ6LejubgLLENS6Xfj0Z/ZjR2sNGreakI8OQstLCEUVaDr58BMNoIGcyyok0WbgoAfH8eNTr2FxMQNZ1tDYvAsv//J3OPH9X0FRy+CutUCa/Qh5KYvr1+cQSqKggfy8GJ2SNrLdHuGLIkt/4a4pR6ZAAcKBZQnEMg5tuzsg52QsTN1BpYmF21WB2bFxjM0XkMiSb1+5U3juEw8AAJ1e4cscoS+KLAQGFEYOKBcAjmWQVHkUdKCCVyFyFIkc9KxCfqDo5MRQoLg7woYcJTo94k6W6M9zLPp4hjIsAzCEgGX+uYZ1SqBoGFR18szVgDywktobepjb4xPrOIL7CKgfgBUgaQDjOsjgcDC/4vvwJpts8n/APwBJtb7FUMzj7gAAAABJRU5ErkJggg==) 7 7, auto;}
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53.333333333333%,56.566666666667% {cursor:url(data:image/png;base64,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) 7 7, auto;}
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}
div.testarea{
animation:rwdcur163485 1.5s linear infinite forwards;
}
