@keyframes rwdcur73052 {
0%,6.15%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEvElEQVRYhcWTW2xUVRSGv305Z9rpdAZa7IVeGEsoTKBYYltTsKIiSDAB7zUENBoljK++EDBenjAxvmjMJPKqT75owotC1CgSdBqmFGihFwq9Tm8zvUyZdjpzjg8zVTAmltLSlezsdfbKOf+31v4PR48e7fD7/XWsUEghREUqlTqzUhDSsqxEKBRyrxSEBAgGg6wUhJxPVgpC3vmwEhB/Axw+ANu3PXgICfDKXmjcC2++kD58kBASoLUDbg7Alc5/CsFgkJZQyG0tM4QEuNoF352FyAQ8U58uFKksoqHrdIaalxVC5ucm2f807KwFjwvqq8FbCG5h4BSK+KVu+kMtywYhpQApYXomfTASATXmIltoHEJhCkni8i3GQpfd9jJAyM3lMSkFtFyDG71wvR3e/8jmxMkEeQ8LKh4DA0nqSh+OcIvbZSSWFEJ5K7efeGLLRV1bBXt2QP9gDhsrwFuieaQaqqosrFxFfFbw8sEopZ5xR8dQSWNtXd1PTU1N/fcLIGMzkpNfwfdnwLKgrEjjztHkr06y6/EIKUsRHVIkujXhAcFA9zhWqNXNEl2HBIj0OGj60U1bpwdvKaxZDW3tTn678BA3b2hef2uWNz6ZpbgYmk6ZqNYhdKjNLZYAQgN4pIlTKL7+VOHdJggVS+KTkpFmhStPYicVXSFNdrZEIdAOKMoPM9Ys3PFq3xm/3787EAj8uRgA9aHf+4HT3aH6r5o4hGTtBslLL87x5M4UU7ZByXqbggKo2AQdv2uYkGx+1aLmqQSmeZuJpjnHXGF+Y80iPSErS8f0kYPT1O4TmEjWeWE2bqAVRMMKQ0teO9RHSekcFXU2CkG0VzMR0UR6NY5ro+Q1t7tlylrUdajPj4987MyaY2Iqh7ZzmqSUCC3549cshi8LLFtj5mQzPGjSd00xe0uR6FX0nTOY6VYoITBG4ziTcUe8MO+eJ6GKyxqPjw72qSyH5NJZg7khRfiSJnZDUlAlcTjA5RHM3Bb0BQ2YVGkfIFBCoEgvc2wGVzLumC7Ma3z0HiB0c3eONW0qSoolWoj0QmB4BFqBJx9yXDYqqxDn/q2Eo3rmf75pSsv+DGhYEADAL6dMDCExkGjSTnetNTn0bpTRYYPBHpNoOMawIWO2FOsCgUAEwG4DwAlYwIzwLUTy7pAAel48071ZXc6aPTuSZeUW2dnQ367o/haMkagWlv32He+7MgDz+70DCEAzP3pJwZ5SdjYWxaoqpk539WxIulwpnC6QCJwdA1nY9nt+v/+uBv4jX3BoSE9AITCqy6nZXRh7bnvwLPB9R2/FvtkpB7mrSJttZBoErkzHMeB2RtjK5IsEQJBbX46xqXK8b2xulzOrKwlUKOlt1bn51bGxafB6KDlQkChxxS4cOfZNDED4SALjixG+C2BVQxl5W9ePP1s3cLh+y+meTDer3K74yalpzxeWz+eOZOdMHmpob/IWXTxz5Nj9SP4bQEozx1c5/nxD7zvVG36QQA1wHpDlhecHgM1fnvZrFOGN5T+7SI97CQFs+6LTybz4WiABeIEBwBI+RiEAQCBAbCnFAYTdhhPIA2YAMwOQl6lbQOdi/u+FhgaKMrsTuCl8JOw2EqSdPrmc4gB/AXPj8O9sdKQMAAAAAElFTkSuQmCC) 0 0, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEsUlEQVRYhcXSTUxUVxTA8f899703MwzMoIAiKAOiwERBoyiilaa1jZpoYkzTNmntV7pg0sRNu2pq003TdOGiSeuYLmw3TU0XRm03jaQxqalWSKdFEBQ/QEUr8jHAzAAD770u8KOxjREd5SQv9917knt+OffQ2NjYFYlE1jJLIUqpxbZtH5sthDiOk47FYoHZQghAc3Mzs4WQOz+zhZB/b2YDIfcfPG3EXcDC+VAQfPoImeO3WVMNq5ZB/WqoqbyHaI3FAs4TRshQUpOXCyLTX37udKJQexmKneNC7M8nihCA+PC9g/gozBGLgDLJUpqxvy7TG2t9YggByA1CqAhaO2HHJjjwRZr8hYJHaSwlpM/0MBA7E3CfAEIAXt8On38APg84NriOH2MKLCVYCCaC3XaNkVhbgAwjZF3lqBw6BkeagAnA8XP+gkF5lTVdXClMpTBQLAldYzzWnlGE1CwekIoyOHwM3nvLT17QQCtNcZFQtl5RUg/+YjCUoGzwjt7AiZ3NGELv3FLzsZ3ulOfq/KwIJ1leaeA6ir4+g1BIkV8AiRED0wemJfgDCjOdxLkx7nHn571Su3btLy0tLb2P3IHum37HtmFyEsINEKpJUlgAoUUOW15MsXXzBIWLoG6LTU5QEBRV9Q4vv9ODN9YZULbzWJ2Q2CW/881Xfi5eNsCGq61+Tpz04kwZJBMWwYDNq7sSrNswyaZt44ijuPS7yW8/+jA7+8mOnXsshF5TW/tRX/N5o+u0yfHj2bR3ekmNCL0XTfoHTBw0OX5wXUX/3xbtRwy0FsYuC5IWrP4xfPa4p3qj9VpR+TNNM30O8RguFetcLITRG8LYsGJsWJhKKc58rxnq12Tn2MQHTH7+0kPVNod5FS5zwmBkgyiF1TlAzw/Xs+QROiF7dp2yPvlwgpI6RXaOQhA0Gq93evLHk5qJcZOxlGD5hJq6SQoX22hReHIFjUKj2BHp4dngmYCeIcKYE+iRvNwk+XlBursEN1dQGibiGo2ieb/F8E2DSb2A4YZqjrRPjVumi71CMbRE373oYKtNScEEG0pGvCfagnuBjQ8DUIe/fmmiu/1Xy05rTn9rYirB9LoYlo/8ikkSf0xDjByT1Pb1CVdLaN/u6KAK//cyt4N1QKkKc/BhOyAdV3IcZ0pzq1cwlGJerYtZVUrxm+unipflkr/GmW5zwsbTP2gox333/4oDqDCnZlIcQEZTmpMHDK42GRgIo1OlGNWV8eqyxNGsogXjRRUuWikERVbXdS+u+34kEplJjQcDhpIaQ00Pk7myhODqpfG6cGLrhuqLn+ELOMlh391BM24lQZENZGcM8PyKIfEEXayVIXJXL43vbLix643N3w3On9typa3bd+jKaLkjjoLSIImGcFq5blM0Gk1kCmD09GWhy0oxl1fGq8sTW+uX/zR4Jzdmm3vqX/DVnl1aVzKSMhIotdcVtT9TxQFUJBKxsZ0RtGzctzvaBswDDKAfSAOf9sdXtedkDRz1WD1ewAsMqjCpzAAaG5tR6u1oNNp2f9LtIAAsv70duQ0CSKsw3RkBPCjpdiBADWABl4C5t1MpFeZaJgAPFW7H3dVyOwjchmUk/gE5vgMHLY5TfwAAAABJRU5ErkJggg==) 0 0, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,81.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE8ElEQVRYhcWWW2xUVRSGv733Oacz09OZUnqDXqwttlSlNq29CkhSSEhL4jUCUR+METoPvvEimmhMNFFDJDxQg/FJjSbyIAkYQEAQIaUtTClNh4a2CC30CjMMpQzTzjk+TKmURKW20JXsZK3sZP3f+tfOyaG+vv6C1+stZ55CCiFyo9Hor/MFIS3Livh8Pvd8QUiA5uZm5gtC3k3mC0LeW8wHxBTA919Abuajh5gC+GEf9PTF8kcJIYWIJXuPwtuvwub1f0O0+Xxu6yFDyLUl1+T2rbFi3SqofT62inTlIODrpMvX+lAhpKFb0mNCigd+b4ETpyFw1cAtdFxCcfvsRa742h4ahMrNr96654BP6+iBxlYYGIbP3otSVOLE36gRJxQMhbCsSNySwsSNy4orD59qarkyVwByKKRxrClWrF0BqW7wmPGsLJ9gy6cWmz4cR0cSbe8jL8FnGmJiTp1QVRWlH2QvOK3lZED7SRci4MLfI7kWcJC80KblVByhHomOpPv4HSKRO3FaWvL6svLyIy0ts3dCprgnSE+BJVlQ9KzAIRSraxTNuxXffuyg+6BCQ6IJiYZAdAxg+TrczNGbkLYNAlDEI22NOBT7d+kkZAiyykFHkldjYWbbJJcINASqYxBXZ4c7Jf7O4dlCyILMW/Kjd8Fjaoy06jicsHGLRenzFmVVNnk1Fi+vH2fL52NUrJ4gr85GCUmqZ5CCuHZTRK1ZOSHHo5KkdBgeUhhC4l4kyc+LMh5WHNphMNim6L6gk/PYMElJFoYBCsHwEY22HaOYvk73bCBE/ebNt+MCPzrOHjDQwwpDxEB0JM4UqHzRZjQoCPZpOJyCULcgIU0SGZFEL8fehV6WzOCSgpCl5JqGhoamGTkAcGaPgRZW6EKii9ieNSHILLLJzLIoqx7nqYoow8cUi5bZLMyCxUU2mgkZtRYly/upNs+55f9wQgIYKLIrBDpy2osfbtPo71VcH9bJyplAM0DTFBJQCgxT4koAgcBUQRa3XnCrGUJomrLRhWCkScWmn3RAIdENWLU6zNfvu0koWIT5TgH944QTnFFuhRWBGoVMipCeF5DnL3qsKyUOAENa9jZgxQMBLIiPklYEN8+J2PRIFIKqTfDahhGO/5ZIYgZ4nCOMOx8fW1k9+EzpC/u77jaw/SwH8teUcx1oA4ZEIaMzWoFpqpj9k9MbxdkUr8y3PHk3WPfGJSrXRpB2FG00II+eSX/zvh5tQA8QBtKBfNs//U/rPwEio0yKS/TibCpfygj1Drl/7j1XbP3yXQ4ndzsJXpaMdQw7Lg4Y9V6vd6qBKCQEtADX7+lpPSiAFrylGG3XSCuxqa5LJiAyQ809Cc998taJ5L7B1HX9lyaMsbM2CkHOKze5hDABE6bZPAb8CbiBAVH4oPKgJcVHCSJIW5pJ9hPucF1e45FNjq52wLH3j40HO6+atYbVJcn1cNXIiAjbPrSzoWHajkUhFjA0eWYUmsOwcJZm0aeWBnMzWna6HF1JkxNuqK32H248X7741uupS0GMIsQ2W4qvZiryrwApCyYM15qc0Pl+tSIl8Uw74AAigLXQ0zqwc1drqdfrTQcGGhoa5lI7Fid/quu90fLkN7Yf4/4724/L9pNr+8mx/Whzrw5a1dP7vgRckydy330iTAmbQHDOAYDtgOsfPh5jk8J38zmPvwASU/oIpN3QFgAAAABJRU5ErkJggg==) 0 0, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEw0lEQVRYhcXU628UVRzG8e85M7O3dofeYGvZZbkVWJSqLVQQiaCUlHgrSEIMRgxC0jUmJhKIEX1DMPEFRkkkG/8ExIAxEaOoiYJAaMv2QrvQ1gJNW3rZ3W6329u2O+OLpQXeQW3tSSaZmTMnz+f8zjlDZWVli9/vL2WOmhRCLE2lUufnCiENw0gGg0F9rhASoKqqirlCyMmbuULIBx/mAjEFOHEEKrb+/wgJsNQNKxeDtyD98v9ESIC2Dig/AJeCMH/efUR9MKgbs4yQ7pwku7fD7u2wtwIOHUh35Cs2+oM3aQ3WzipCPpGblE8VQqEXBGCzwurFoAsNh1AYqbtFZ7B+1hBTm/BqA9Q0wi8XoNgH67ZIrELBIiTJhjtEgg26OQsI2dxpN379G3zLoKkVMqywbVMGxw4PsOF1wc4PDJxuSF3v4JUnL+tPL4r/PpMIOTCscKEGbt6Cw/thNJHByIiKIIP39w2zsTSJe7lARRDpjRBtac1kBisxtQT1l+wc+Ugn26mSYYfzfzqIxqwcfddJdjaoQtLerNJ6KowRbNJnCiEB5ksrTqFhFyrJEYVYTOHMcY3P9znQkMTDKiqCsSGJikBp6kENhnQxAwhlZ3nRp8u91WpnowObUBjtUlGzFHbsTZHpltjyJCXrJ8j0CPrbVYwBgWIolFdGyEoNWbtGXbvXlpb+UV1d3TktwOnjqaNbN/SKmn8cDLYrlL4hKC8bx7PQpDlkITfPpGRdkpe3xhkcszGhKYzeUXAVmSR6xhhqSFrHXbnTRsieaJ6RmQHFRWBB0n1b0tNj5ez3DhpPq7TWqEQjGl1dmQghsFpBQVBz0sadMxasN8Lk1DbrMmVMaznEJwffG7EPnrXdqNPor0ufew2JJiRLXjLwLgNNFYwNKwzclQzcUphoU1AQKAiyisE+D+IjeXQsWRk3FFkWCASuPnIFogmVuisaO3cZaEhUJKpIb7bsXIFAsHZ9kjUlSYZ6FcbbFOS9cLtXkO0xcejgyopQUNuiK49ZCRUg0Sz58ZSCKkT6QqAgGU0I1q1P0txoYRwX4WdKoMgcnRqsmGS4xrCoBgPDKp25FgCLNMwvgU2PDNCQDDbKqQooCCwLNN7aFyHWr3H5ZzvhqhF4zUiYivQGAoEogBlCAi8AOlArfHQ86swnm4T0T0ZDTs0+Z7ObXUd9hlPXyM8fT2+8RAprOKoKw9z/wHgbMAFEAcfjhgNIAahMll4yv8zNjnf04eXuvianEwq8fbgLDSQCR0uXDdM86Pf7ARA+hoHbQBhonw5AnayAajPJes4D3hUxtyt0JD+nQ/b1L/qq7aJDrf/OgoJAG0yAIBPIBBL3EF3TCX4YgKD47QJ078JEoad7z5ItF8+ZIV69G1l1LTvfKFWtQ4wvnse2jy0TbeFY9Z4PTyX+S+hDAKtmkirx4PR44m9uvvaD0xF60QzxG9BekBc7cfLsmkPxjcoKEImfgqkTBvKbmQoHUO02LBStirlyozucjlAZ0AesBha5F1zp/eLrK8/6/f58oPvY8W9nMjsN0O0T1yue7/6s1HfuL+Aq6WVZ8OBHgUCge8aT7zVhhqjg/jmun+wwQ+QBceEjOVvhkJ7tMOn/gfGQzEd4NoMn278sBvNyy/2PmwAAAABJRU5ErkJggg==) 0 0, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur73052 1.0666666666667s linear infinite forwards;
}
