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10%,19.9% {cursor:url(data:image/png;base64,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) 11 2, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 11 2, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 11 2, auto;}
40%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAJHklEQVRoge3Z2Y8cRx0H8G9V33OPZ72nves9vD42cew4cRIfxDkcISFFChIKD0SRQCAkHpB444E/AAmkPMEbDyggKwIpeYlEkAxGOIEEH/F9jNfrtfea2Z2ZnZ2ju6vq9+OBS0JJPDvx2kjk+9zV+n1Uv+6qrgY6TCKRQjKZ7vTyBxark4uktOxcvjDm+8FgMpWukyHSWvFGF9dJOgLYtpMYHBr+hu/7P2TmXiHlopRWLY4j2ugC75WOAADQPzC4KwgSX3U87ygz9xPxjBCipFT8UBEdAYQQnMsXxjzP+5Lren0Axpk5C+bbzFzSWj00REcAZuZkKj0kLfuw67oDtm07TDxBRGkGZphRNg8J0XELpdKZgmN7ByHkmOPYsCzLMWRGiTgFwTPMWDZGP3BExwDf89PpTOYgM3YzA57nQgjpGTLjRBQAmAGw8qARHQNsx3ULm3qeEkLua0eRsG0bnueBAc8YM87/QNwCsGyMfmCv2I4BQloiv6mwR1rWE2TIbUcxPNeF49ggQ74xZgxgDwLTgKg8KETHAAhhsrnChGXJQ1KKVBTF0ETwPQ+2JaGNDoyhMUC4YEwDqJIxG47oGEBkKJPLj9iWfciyrB5mgzCMIYRA4PuQQsBok2CmCSGEx8zXIUSVjNnI+tcxAwASyfSA73pHLEsOQQhorRApDdu24XseAIYxOgHwhJDSMUZf01qtblDtANYJcP0gn0wkD0tLjgsAYIIxBCKG6zpwXRfGGGitE3a6Z8LvH3ejRv0iqbCxMeWvE2DbbpBOZw5KKXYbIgEARAZCCMhUFslCHyQZxFEIkcgmM0e/uV1MvWyFsxevcGtlQxDrAkjLsjLZ3AEh5D6lYksbXRMQYCbbzW1GYt8xJH0bprGKsN2GzA0kOTc2oVNbLLN07TKH9eZDBQCC0tnslJTiSaNV0G61KkKIBSIKJOBydiuC4V1wwxqiZl035m7McBQPu2Zt3HZsqHr5KqvwviLWBSBAp9KZSUvKgwRk4zi6qVX0ayFlSHG0FY1VNyIBR61BRk20a5WL7cXrwh8YG0o8973tGD+W0Cuz01S7U3soADAjSKRGgr6RQ1b/jl7tZS6H5dtvAbjOzH2I1hxTLyft4UmZ2bZdWKvL2RZjQWm+DWHvInYn4WV7uTozTe3V8oMHAHBdr3fzsdcOeeOPDytDzWbx9C0dx4MMFLXREauwSG5qm//0q05hk++jfNdfXV58O1q8KZxmaUcQWGNO3/ZBCnpmTbk4/8ABTm4g2/vKD56VheGJqFJabN/48CSpKM1kLhJxOorCSyZsz7VC9Lk9oyJJjTTVSl514dZJ6TihNbR3Cge+Pco7X9kJ6S6YmQ+mge4X7HUDhON6/hNfPxSWF6faVz+I47sX5o1WHzLzDTCVmbmtWmvvNasrN1R1LkhkUjvF2kqPtGx7rV57i8K1zbJye1TMn93i1G7uEq3Sgo5aN9GlYt0AkBF2Zut+sTKzl5vllFbK0vVyBUAWwDYGn1dxpFW9fD6qLar0kVf3b3ryxU2J+lyBTdxPtbk+Ub6Wk+Wrllyd7ZcUPSosq0ZGF5lZbziAmXUyqj6S23v4SXvzcNIY/C6au3SciarMfEAAVQBfAficUWoNInhKPPK14Z5tIy7PXhiMjc6G9YoQFEOwlgzuBcRjQloxE91gpnBDAWCm/L4Xd2aff/0w+9l8c/ZyHM2cPcfMnhDiDIAFKWVSCLk1v6kwsjUffMcszThIbkY6nxN6eW51bW31RLuxdpaYLABJZu4BxD7hJDIiPXhbTByrcOnSBgEABLtf2EH9jx9p3y0W2ud/XzWr839jov2AaDuOc8Dzg8MErjUbjXeazZaSzaUJzH0cmPqKNO01LRmn4yj6UbNR/6XW+uw/W2cE6cHDIr9tnJ3kNAt7Ho3FjQE4/Y9OmlrpqFwubkazdMco9QeKG1cTiVTK9xOvGTIJo/VPwnbrDsAnVRx9bEmZs1htIaKUtOwhKWQopDzRajbOGKL3yJjTIq4zCjt3c5AndtNXULp0z1W7K4Ct2yNJl55N7P3yAAc5P14sBo5uTgZB4nVjzGgUhT+Oo/B9IkNaKdZaTYP5lABr13UnibDJtp1xIioDuBpHYYuZpsH0J/jZO5wbGRT5sSW+deKe60RXAM/zh3PHvvu8M3l4yDSrgmbPtVzTfNyQ2RK227/RWv0sjv6z52EihO123ZLWR1qbFSmtUQK2Oo4zBKYZbfRtozUxc8T1uats1GUuXVpBu9IGf/YZgd0NgHJDLTN8MG7VW4juFn3ZqhxghlRxfN0Y/as4iuqfNK5SWWkkU/GbsTIVP0h8X9r2Ti9IfitNVNJKnf/3icbC2VKntXQ1A1Z2qBcDB17Qxb+MygtvQ7TL0hgdxXH0C6Xi32qtWp82VsWxMmRmIOS8FHKbkNZjtus66d6+a7FWdR2F61rQugIIN5l3G0svytm/TojVmwAztIovaq3fiKPwFvNnz7vRShmjZyGsBSnleG545Kn+qX3O0BPP3Jz92/vr+gTt7iFWjazXXnhJhiuTAIOItFLqeBxH72itO/ryIqM1kZ4X0lnu27VnR8+epw8mx/doO5O7Vr7w0afO4H9HdgMgopiMDg0ZIiJorUpE5qTR+hN7/9OiorDVXKv+cXF+6eehk5snv/BKfurQ0fTolNvpPbprISE92/WeA7CbmS1t9Cmj9ZtxHHf88P0rZHTcLi/Mq+xY1c71PWIFmYLj2VfK506tdDK+S4BwHNc9AmAvM9tkzNuxik8QUVefi2R01Kqt3s3ueka4qcwzic1bwqiycK05fyu+19iuWgjgkIgaTByTMXVmvkKGPtepg5o7X58/8+d3SbU/gFH7R46+PNnJuO7WAQKxkwrJRJqNLhFRkYjXtYv8pCy/+8Z8z0DheJD0D9qW6Ghr3RUAtkO8/SWD8nXQ4sezRLQM0H05Vi8e/2mxsH2qJG3nnu0DdAuAIAzsrUA6LSZzl+ZO37dDK92s0dK5Ux2fWnQH0CFRq3pGbnm6KDJb7nK52IJa7upWnzddvYUAgAkrsmeHza1qkcrXr3NY62jK73e6B9RmFGeGZ3V9/hY3ltbQrvxP/PheX9zkw67gi3yR//v8HdEDPJH/fyTAAAAAAElFTkSuQmCC) 11 2, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 11 2, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 11 2, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 11 2, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 11 2, auto;}
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}
div.testarea{
animation:rwdcur140364 1s linear infinite forwards;
}
