@keyframes rwdcur231835 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,15.525% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15.625%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,21.775% {cursor:url(data:image/png;base64,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) 15 15, auto;}
21.875%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEUklEQVRYhcWXXUyTVxjHf6900r7Yd6TVGaHQjpYGXUy6EKlokBATZxyaDE0QMi/34cWMFybGeMHFki1LSPbhFibGLANdxjI0IYvJ3BIjmdsg+8BEEQutLRQMQmvT0g9c67uL0ldaKAPKtv9Nm3Pec/7/8zzn+TiQA8rNZrncbJZz2WNdLuQnLj+P2pAgFxFCLuS9V8YBGOrTEPPmMex0rng/1WrJM6E2JNhuMMkAui1BAPwPJYLupHE8Hs+i4lbsgmGnU3hn5x9C+2k/exqKlXGtXkOFPUbv9R84ctLErkMb0W0JUlwpotImMBqNi7pp1XdgPoJumWLLYyw2iUt/NvL6y10UlW3ghdL1AGy2arOKWLELMtHfpQZgqE/No9FpYJre0hr2NBRhsUkM9UXR6jWIehXB0EIj5CSgtdGHZBKosMew2CSKykwATLhm+PYjN/6HEhFfHIhm3SNnC1TYYzwafcJQ3xPADyQv4ZGTJiZcM/zcE8R7R0TUJ6neaNgqX7hyT7mQOQk41aWntdEH5AMy+ypFam06bg5oaD/tn/tKAuJzlsij1qYDnonI2QIp0u/G18HUNKVFEtcvetPmAG4O+OfEJX8HnZvkW7enhJyi4Ou3xqi16WjrdgBw7ICJzmtuqveX0tHRoRCWFknK/2MHTLR1O7h1e0qAjDBcTUo9e9GLNyBS37SDzmtuPv+wEwC73U5pkQTAmXO/0dbtYNA5zehEMG29IiBbhlsK3oBIVWMMgKYXmxXy+qYdPDd5RyHzBkSOH7YCSVfMh5BJ/uzyZEeFPT2sCkd0XP89gqu3Wxm7e+N7zvVcYtA5DcA280Z+9UWRAmGOni/h4+YAIy6XIGQWlvnpNRtS36aQSkYpVOmTUTaRCOMNiBgKIwAcPV+StnagewNCudksqw2JBadaCfq71EgmgYgvztVTxwF4rbWNQyfy6flklngoT3FVCqkKqrhAbUgAEPPmLYvUdngmTQBAdVMCq+5tAEKFX/Dj5QRavYaQL0rQLbNepWI+z7DTKaggWeEscpmsKXm67Jqu7jPJb36gU9Jx0C1z9xcV1lfBaCznvXdn2WzVEvIla0HQHWHY6RS2G0zy/N5BiYIRl0tY7ukzEfHFaTirIuKLs39f/YI5gOJKEaPRKGc2Lml5YDUdDYCtehs77bsWjId8UeKhPCYdIUK+6KIca9IPtOyu/UeBe+trFp3LuRZUNcY42NKOZEoe7N79+8pcqgC17K7lpbpXuPpp79oLSMFqteJwOPB4hgEQ9Sr21tcw5pjkYEs7tLQv2heumYAHA4/5Kyzy5WcXANAUFND7zRCRcBhYw6Y0G8x1YzzNy08b26TXIxYULLkuZwH9XWqa38/H8dNWZczj8QjRcJgH45OY68b+XQEAX52ZJTDuYjboTzO1RluIxSYtuXbFcb9Y7Rjq0wAseB3Nb8Oz3YH//Wm2KgEAlrJk7YCFJ//PsBbP878BZrvf/DCJ7PQAAAAASUVORK5CYII=) 15 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEN0lEQVRYhdWXbWhTVxzGf9dma3Jr7kqiE9MuzZo0RPclo9hYpZYiqLgqrAqlMj/uxQ8TPwhF/NAPg41BYWNudERkrNWxjlVBhmA3GJbpaNlLBa01bWLSpnW1TSxJ81KXNvuQ3lvzVltTNvZ8uZfzP/c8z/mf/3nOufB/RpXZnKwym5OFjLGhEPKTl15CXb5AISKEQsj7Lk8AMNyvSYvrtoYACD6UCHlT2nw+X06uNWdAJs+EVq/B5ojT1/sjR0+Z2HV4E7qtIcqqRVTaBSoqKnJmac0CRtxu4f2dfwjO1iB7msoACHmTlFkeY7FLXPyzmbde78ZQuZGXjS8CsMWqzStCtVYBmRjoVgMw3K/m0dgMMEOfsY49TQYsdonh/hhavQZRryIUzk5CQQLamwNIJgGbI47FLmGoNAEw6Znj+0+9BB9KRAMJIJZ3jIIzYHPEeTT2hOH+J0AQSBXh0VMmJj1z3Loawn9HRNSnqN5u2pY8f/meUpAFCTjdrae9OQAUA0n2VYvU23XcGNTgbA0u9ZKAxFImiqi364BlEQVnQCb9YWIDTM9gNEj0XvCnxQBuDAaXxKWeQ+7NyZu3p4XnNiKAb98dp96uo6PHBcDxgya6rnmpPWCks7NTITQaJOX9+EETHT0ubt6eFiDHNlyrq5294Mc/K9LYsoOua16+/KQLAIfDgdEgAXDm3G909LgYcs8wNhlK+z5NQD6TyQf/rEhNcxyAllePKeSNLTt4YeqOQuafFTlxxAqkluJpKNX4NPlyAeWGzZG+rUpHdfT+HsXT16O03f35OueuXmTIPQPAdvMmZi1BJq8vMhXWMurxCIqATG+XHS4f5H4yZDOSUaNPzWtyIYJ/VqS8NAqAYf9ywgd7NjLidgvKLnC2BrE5chOsBpJJIBpIcOX0CQDebO/g8EmJvz6bT1sqSD+80pZAXb4AQNxf9ExC+5E55V3OQG3LAlbdewCES7/ip0sLaPUawoEYIW8SySQo44+43ek+MOJ2C5ZkZVLzyqISXAnqflPynY91ih2HvEnu/qrC+gZUVFTx4QfzbLFqCQdSZ0HIG80ih4xdMOrxCKuZfSaigQRNZ1VEAwkO7GvMigGUVYuEvMmsyWX5wGpmnwl77XZ2OnZltYcDMRLhIqZcYcKB3AdSQU4oo213/TMF7m2syxkr+CyoaY5zqM2pFNi9+/eVmHwAte2u57WG/Vz5vG/9BciwWq24XC58vhEARL2KvY11jLumONTmhDZnznvhugl4MPiYvyMiX39xHgBNSQl93w0TjUSAdbyU5oO5YZzFouK0ts16PWJJyYrfFSxgoFvNsY+Kcf2yTWnz+XxCLBLhwcQU5obxFb9f8xLIjmlzxJYsW803Z+YBj0Iu99VoS7HYIwx0z+cdb91+TDIdDki7huergecSAGCpTNk2ZNvrv4b1+Dn9z/EPDMXIGvBOc8QAAAAASUVORK5CYII=) 15 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEN0lEQVRYhe2XX2hTZxjGfzGZbVJzVhNtWdq1Z00aqkPJEJt1okEEFa2D1UGpzMvNeSO7kBXxohuDjUFhY250i4is1WHHWkFEmAhimRuVjVXQWlMTE5vGdW3SNP/bpWYXaU57mqTFppc+N+ec79/zfO/7ve/7HXiBAlBrNKZqjcZUIWsoCiE/cfFl7K0BEl4lxZWzUp/ulRAAgacCIXdan8fjycmlLIS8r3eUDZVJgmElWr2amq0Res/fJCneoLRMxYRvkpLy9cQjCQT1+k+mpqY+XbzWmpWSL0TInaLCNInJInDh72bee6MbQ806yqrWAlBu1qLSzlJdXZ3lrhW7YItNTH3wpY72Zj8AgqiQTF9WtZZdTQZ8rghXf5hBq1cT9scJuVNZrlCtVABAe7MfQVRQZ01gsggYakQAfK4Iv3ztJvBUIOZPAvG8axQkAKDOmuDfJzMM9c8AASB9CN/9SMTnivD7lRDeexo0+jTV+02bUmd7H0hWKEjAyW79nAuKgBR7t2mwWXTcGlBjbw3MjRKA5JwllNgsOmBeRMEWyJBeHV0D4xNUGQSun/PK+gBuDQTmxKWfg86Nqdt3xxXPHQULcenYCDaLjo4eBwBHD4h0XXPTsL+Kzs5OibDKIEjvRw+IdPQ4uH13XAF5wvB5stvpc168QQ2NLdvpuubm+6+6ALBarVQZBABOnfmTjh4Hg84JnvhCsvlZAnLFeT54gxrqmxMAtLx2RCJvbNnOS2P3JDJvUMPxw2Yg7YqFkMXkQvL5Q5SNOqs8rEof6bj+VwxXX4/Udv/mr5y5coFB5wQAm40b2PqxmkvHRiTzywQsTK8Au5oq8grIjMngTnex7Lten17WNxvFG9RQWRoDwLAvbfCBnnUMO53ZUWBvDVBnzU2yHARRQcyf5PLJ4wC8097B2ycE/vlmWuaqoX61bF6WCzJVLeFduk5ZDkek94wFGlpmMes+BCBcep4bF2dlaVgQFSS8Smn3sMgCw06nwpSqSalffSYblAvF/fO1QBAVhNwp7v+hwnwQqqtr+fyzacrNWsL+OFq9mpA7lkUOOaLgkculWG73ixHzJ2k6rSLmT7J/b2NWH0DFNg0zyWTW3Jx5YLndL4alYTNvWt/Kag/74yTDSsYcYcL+3AWpoEyYQdsO27IC9zTuzNlXcC2ob05wqM2OIKaN9uDhQ6kvU4Dadth4ffc+Ln/bt/oCMjCbzTgcDjyeYQA0ehV7Gncy4hjjUJsd2uw574WrJuDxwCT/RTX8+N1ZANQlJfT9PEQsGgXyX0pX5QwAGHeP8ExZJGvbqNejKSlZct6KLqVbbGKqzhqnr3eUO93FHPmiCMdvm6QxHo9HEY9GeTw6hnH3yOoKGHY6FQmvUlYrfjo1TXDUxXQoIDO1WluKySIsud6Kb8WmmnTGBHJmOEB2Dc93BgrCavyavcD/ttrGJL5nmHQAAAAASUVORK5CYII=) 15 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,59.275% {cursor:url(data:image/png;base64,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) 15 15, auto;}
59.375%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,65.525% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65.625%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur231835 2.6666666666667s linear infinite forwards;
}
