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6.6666666666667%,13.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHC0lEQVRYhe2Xz48cVxHHv/Xe657+Ob/WO2tnx87urB0sy0QhghwiBCFBcEGAIjijABHyAa78BT5wRAghwSFIERYXHBBEijiYCJDJIYoiRXLiaL3rXfeuZ2d350fP9HRPv18cyAYj22tvzAWJurTUr9+3PqoqVVUTPqF1Op0IwGMA+mtra3ufVIeOeuH06dMRgGettV8yxnzFWvuWMeaPAN7d3NzsHlWPH+Xj5eXl0wCe55z/UAjxghCCaa0fV0p9FsBuvV7v1Wq1fDQa2f8qwJkzZ6JWq3WKiF4C8CPf959gjFGe5zvW2gZjrKO1XpBS+lrrtXq9Ph2Pxw8FIQ47XFpaYgACpdRzxpgfKKWeJKJTvu/DWtudTCY9IgqEEG2l1PNE1GKMCa31FQBvPwzAfSPQ6XRARCeI6GXG2HestV+sVCrNMAwRxzGstf3xeHyDiGqO47QAkLW2WpblZ4jINBqN9TAMy8lkUh4GwA45+zIR/Zhz/jKAz0sp3TAM0Wq1YIxBnuelMaYPIAWghBDGcRyPc35ca/3NPM8vlmX5zIULFw6N8l0RWFlZOd1sNr8mhPg+5/xbxpg5KSXL8xzz8/OYm5tDt9vFYDDoGWOucc6bnPM2ETEiYgBgrW0qpZaFEMH169fdKIq2JpNJfi8AcYfjCMBZxtg3OOffBdC01npSSmit4bouPM9DpVKBMQZSyhLArlIqBVBorYXWGkopGGNARJ5S6uuc87brumi3228lSbJ2zwhcvHiRXb169aRS6qWyLL9aFMXKbDZziqKAlBK+7+PEiRMIwxBSSuzt7aEoinXG2F+MMWVZlpBSGqUUt9Zyz/OoVquxIAhc13VrZVl+SmttGo3GB9VqVadpqv8D4MqVK3Z+fj4VQrzNOf8bEV211r5DRIkQwpmbm6ssLS05ZVlSr9dDmqZKSrlGRG8CeKPb7f6i0Wj80vO8K0EQuAsLC0G73T7WarXg+76XpuljUsrIGBMrpQbT6XTnAOC+nXBlZaVujDmrtf6e67rPRFHUyrJMZFmGsiwVEV11HOfnjLFrSZJ0AWBxcfEYgKeklOellGeIKOWc7zDGNj3PWw2CYBVA8f7775sHAhzY8vIyrLUAwGaz2cfviQjb29vmvhf/b/8rduRxfPz4ceCjDtrtdh+5Bu4L0Ol0nnJd9+mFhYVPO47TzvO8PhgMgtFo5JVlaQC847ruq0T0YZIkPQBYWVlxAdQ552eFEOeDIFDW2sl4PO5JKfeyLNsDMHFddwqgTJLk351waWkp4Jyf8n3/fLVa/dxsNntSSnl2Npu1GGNBHMfI8xyj0Qhaa+Bf3a/FGOudPHmyjOP4uOM4HSnl081m84X5+fnntNZI0xTD4RDj8RhFUZSVSuWSUuo1x3H+DqAvPnLOGGNtABdc132+VqudIyImpcTu7i7yPEccx5BSgjEGxhistVUiOu153rdrtdoXzp8/X/c8z9vY2GBRFKHZbGJ9fR07OzvIsgxa6zXO+Tta699EUXRlY2PDfJzLmzdvGmttYox5ZTweX06SpO84Trm4uIggCGCMQZZlUEqBcw4iAgBmrQ0ZYwHnPMrz3M2yjBljUKlUEMcxiqLAcDhUeZ4PiejNIAh+4vv+uwfOgTum4XA4lMPhsFur1YZlWU6q1WpUrVYXwzAE5xyDwQBKKVhrD559xtiG7/vtOI4fj6KIB0HAqtUqjDHY3d1FkiRI03STc36ZMfbazs7OXyeTyfTOWrtrVhPRBwB+trm5OUvTNDh37twpxlj19u3bICIQ0UEKBBFFrut6nuexsixZURQIwxD7+/tYXV1V4/F40xjzpuu6v3Jd98N7Fftd+8BgMFCDwWAax/G+MaYbRdGS4zjHwjDkWmtMp1NorWGtnQDo1Wq1Vr1eP/5RSshai16vp7a2tlLG2CXXdX8rhLiWJEn2UAB3pGQ3juNbe3t7SinlLC4unppOp3w0Gh3M+zER7cVxPF+tVhcYY6woCty+fRv7+/vXiqJ4nXN+qdvt/iNN0/uuZYduxVEUzZRSq4yx3HGcZSLyKpWKL6WElHJKRIMwDJue5x2bTqfo9/vF9vZ2T0r5O8/zfiqE2BiNRofuhIcCpGlq0jSdxnHc7/f7N6y1Ddd1n5hOp6SUKqy1kyiKakEQ1NM0xXg8XpVSvmqtfX1ra+u9BzkHHrCW3wGSANgWQoiyLEvG2LO+70fGmIiIvNlsVk4mk2t5nv+ZMfaKEGL7YXSBh/wxybIMWZbZRqPR1VqvE1FbCNF0XdclIiGlHOV5/mut9WUi2rh169bswapHADiw/f39vNFo9K21+wBKxtiKlPJ6URR/AvD79fX199I0VUfRPBIAAPT7/fLFF19cvXHjRmKtHUsp3yjL8g9a6+3RaHQk549snU4HnU7nkTT+CRP8tfLV0k01AAAAAElFTkSuQmCC) 15 14, auto;}
13.333333333333%,19.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
20%,26.566666666667% {cursor:url(data:image/png;base64,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) 15 14, auto;}
26.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 14, auto;}
33.333333333333%,39.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
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}
div.testarea{
animation:rwdcur150579 1.5s linear infinite forwards;
}
