@keyframes rwdcur220661 {
0%,5.4555555555556%,100% {cursor:url(data:image/png;base64,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) 10 10, auto;}
5.5555555555556%,11.011111111111% {cursor:url(data:image/png;base64,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) 10 10, auto;}
11.111111111111%,16.566666666667% {cursor:url(data:image/png;base64,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) 10 10, auto;}
16.666666666667%,22.122222222222% {cursor:url(data:image/png;base64,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) 10 10, auto;}
22.222222222222%,27.677777777778% {cursor:url(data:image/png;base64,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) 10 10, auto;}
27.777777777778%,33.233333333333% {cursor:url(data:image/png;base64,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) 10 10, auto;}
33.333333333333%,38.788888888889% {cursor:url(data:image/png;base64,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) 10 10, auto;}
38.888888888889%,44.344444444444% {cursor:url(data:image/png;base64,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) 10 10, auto;}
44.444444444444%,49.9% {cursor:url(data:image/png;base64,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) 10 10, auto;}
50%,55.455555555556% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEeUlEQVRYhe3Wb2jVVRzH8ff5/e7v/r/b7t3u7nT/3MYWU9nMP8tFaZGkiTUFeyBUNEPqQcRAyKI/XiEqA6lnEVZEEBFlGSShOCESWWVaWv6deXVzere7u9/17v79/Tk9mA8rd29BT3aenCfnw+fFl3PgiImtUYkAKUDc2rfcuatFQd0gUFeritolUBsURUGocgzFOmMK83upGvs/OvXqxXc9kn+zRKI/KqUABGzqjAqnW33Wpfr7FzX0Ll00/y7aarqp8zcDMJ4Z4fLUaS5M/Mz58aEzWfRP9LH86w+kd5atEBNPRqUQsHlpNKxI9aWWSNfAytaH6IysJFPU0fMTZM0UQgh8ziqC7loCriDnJ3/i5OgRLqdOfFxUMjtW/P7K9XIADmzY2BUVmq2+3VLXPdDbth635uVobB9XJ4fRM3GKRhZFUfF6AoQC82isbqehooOe5rU4x7QnLiR/UAYDu0Q5k3BICQ6H8kzQWz/QGupiKp0gljjDmD48njP1/ZYofCsd9pCw4WZWXZUqXns4OT2yfqJqNLQgtJCmysVkCunHaPntIqdKn4BY/Q4NQmr72qqW9UQqmoinrzCeu3SiIKd398Z3fPZXoV879zxVoUV2zPd0dtT6m0jmx4hlj1/Qud637OTLZ0sBKNIS652Gv8dIwdXRGIlc7EbBSr/xd+UA3We3f5CW8T1JM6Ynp8ZRcm4CVl2HhmdLqRNQpORePZ7lxsg4Cf0a6YL+Ze/EC5/fLth1evt7KTt+JJ1LkpnKYkwLXIpnVckAYEk2bqLHUxREGtMqHphtuCDSB0xHFjNjo2Y9uFV/R8kAiVxg6iqT8SlsZw6J/HG2YVu1DiteAysv8dpBvE5/TakAB4CKimFZGLaBUsJDcqpexeV24QpU4fSopFzuUvtRgD8cfoFDUzFTAmD5bMNBT+SRam+EmtoQFbU+hCZulgP4xRmUuHwaRkoBWDvb8LxQ46ORQBOR+jD+iIZwyKvlAL7TghaeShfknChC2TwY2NV3u6C/b/i1xfOX99SHWgjXV+OuAdsWQ+UADqkh45grLPFVeMmPOBsE4sV/QrRukm8uqV/1XEf1Cmd1pBY1JNHNZNIsiL2lAkRiQ1RuvC+6TeRce11mFaZhUZQZHDWFUVvaXwAHgeMASxsfWNPbtu7pnjvuv8fjr3DkyZCVOpPFYY6dO/Rh/quFW0sFOOTMrX9fegrtlj39fEALYllOcrlMgyQ/IFVzQKj2zGlLEHRHCPnm4aeGHCkS5BiKnTtWyBrbgJIBipCwfzAqgd2GknkrJ5JoFZK65lrCdRGqKsP43NX43NV4/B6E1wKhYNpFbAxODB8dSk5NPi4PdlullgM4kICErw9HJ/vWREXezF4s3Mz358z03V6vF6/Pjab5ZrQ+i0RmlEs3TmMYheRo6vw3Y+kr/ZmDzWWVA4jEuqgUgLwFERL61kYbgQeB1cASoBWgobJ9tD3SFQsHGk+pqvLppcH8yQDhcrtnADt3lv+d+i+W8n+WzwHmAHOAOcAcAOBP0Q/Yj4RfG78AAAAASUVORK5CYII=) 10 10, auto;}
55.555555555556%,61.011111111111% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEfklEQVRYhe3WS2xUVRzH8e85c2duZzrTdtqhnSmFPixa5SUGK1QMKgaUgAgS1IUhGhCXRCtIjHZYGCMQd7qRaIzBxAQVTRBFCaBIDJaEIAYKfVFa2nm0nem87szcuccFW5XOyLL/zclZ/PL75L8494rIC0GlBAgByFvn5qXBRqHkWpArpZSLpJBNQgiEZFgJ6yLS+tUS5neHLnUNfFSl+D8jIs8HFQKUgE0PBIXNJl7VNddL8xs62ufPXkbrrMUEPE0AhJLX6Rv/kyvhc/SM/n7RIPl5ciJ3YFWiq2SFCD8XVELApvZgjUTsaapb2NnRupb5/uUkspNMGmHS+ThCCNyOKrzOOtwOLz3Rc3QP/cRg7MJBUxhvLet7J1QKQBMKNj4YFMIS+1vqF3Uub11Hmd3Jqf7DDEWvEkuNYWTTSClxOT34KuppqJnH3Kp7eKj5KbQh+7a+iW5OePaKUjahCQVC8IrPPbuzuWYxk4kIA5G/GIv1jiVzsa9NcseE5Jy0IVPJ6LK4MbY+OjX0dLhq2NdYcy9N3oUkjfg2Aj19JIrfgFhxgAaJ7cvmqiUdgcomRuODRIz+7lwh9d7DE29+9U+h7pZ9Wz2ab7ff2Xaf39NIND3C9fT5K0kRXd9++e1rxQAksFrLl3eYccHQjQGixuBNI59899/KAZb27/osrSb2j+cGo5HoGDKj4zR9bXahbylyAUhgZTycITQcJhwbIZmNH34ktueb2wWXXOv8NEX053g6wtR4AjMhsKGvLAVwfyZkMhmaIi+TFFT+2HTDeZE+WrCnyU6ZWFMaunS2lQJoKcQ1JsMxlG4AdE83bGn5U6osRzaVQ89XoNvKaksBoAkNYUlMZRYX1pBCgq6V4XQ4uXUrHtCvuQWa3YYZFwBLpxu2Cf0Je95FmVNHcwsKIh8tBXDB4VXo5XbycQmwZrphj6N6Y5lVSXmlE62ygGXL9ZYCOG33FnBW6pBxIIXcfMKzd8PtgiOPfbE74J3zqNdZi7vGia0yjylyZ0oBHLdV58/qsxTlFS6MG44GgdjzXwhz3ZmuJv9dr891LHTX1ddSHrBheKJDBWEeKhYgxlcH1YbVwe0io3+sm1WY+QI5lULzZYctZR2ucQVOLp6z4kJ9dUuZ7tK2yHJrY4XPvshSBU3lNLI5g+FYL1fGz38w9/TW14oFaNz6fBxUzuy8gpXc5bF7KRQcZDKpBoWxs9bXuHNBfQfL734Su9tOjBEmGSXOJJaZJDERYixz/bjU5RtA0QCpFBw5FlTA+3mZ2pcRE9grFP7GWlqb25g3dwEBXxMV7hq81FNNI7NoxVOoIJtLMhjqPZU2jB0Nx18sFFsOIFEggG+/D44Duw0zvX1iKnR2PDGKq9xFbW2AgN+PS1UikQgUppXgZvjq1OWrlz5JJbOr/CefHSilHEATAAosBUeOBhUKnlkXnGPl1NpM3FgTHR1rH9QG/KJOlykrlrsx1XNzONH7SyQ1/OGPP/z2x+PseLnUcgDR1VX679SdmKKfzhnADGAGMAOYAdzp+RudReBVKA0lugAAAABJRU5ErkJggg==) 10 10, auto;}
61.111111111111%,66.566666666667% {cursor:url(data:image/png;base64,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) 10 10, auto;}
66.666666666667%,72.122222222222% {cursor:url(data:image/png;base64,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) 10 10, auto;}
72.222222222222%,77.677777777778% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEcklEQVRYhe3WS2xUVRzH8e859857Oq/OlBYK0tJGhEZK1QYqoSJaBAStj5VLSQwbY0JSIIqtUVMgLtxodEl8kpKQuEFMDCZEEIIVIi+pfQIt8+jM3JnpvO6duS4wrgh2BhM3/e9/+X3yO5sjotsGTAQIAQgwBfRuHFgK9ADdQDvQLBAAE1JyEcFppPn90PDA5CfLTR7kRGzbgGlyt7x304AAdtlVx+urGteva2tcR0uonfqa5QDcSU8wGrvE1elzXLl19rxezh3R9fKnm9P9VStEbOtdQO/mgVpgb9Oi1X1dLdtpa+giXUiQyIVJF5IIIXBZvQSd9bhtfq6Ez/LL6Akmo5c/LsvSh93R/mg1AFWY8OIzAwI41NLwaN/6luexWxycGh1iMvYHs9o0uXwGIQRORw1Bz2KWhR7mIf9Knmzdgaqob41FLskfa94T1Syh3t2fXUH3kr4VwTUk0lHGIpeZjo9MpwvasZKpnwAuCAHZYqozmYluj8SnXpoOTNQ3h9porl1Dai7x5qycHCVd+QJiw0c0SpSjTb61XQ3e5cxo44Szo+cLRnZwo7b/+L1CZ0IHX3VaPPtDjpaOxd4mwpkpJtO/XdTJ9m6YeXe8EoAEelTd1WVogqmb48TyE9P3Kwfoiu4bypbSh+LFycjtmZuYaRWr7m2XQt1Z4QBIoFuL5AjfihBJ3iZTSB27X/k/iPDeo7my9l0yEyYeTpKNGyhC6a4G0J4LGyTCKXSZ4e83n9cZ5E/oyhxziRylpEQRals1gOaSppKIJDFteYAL804r5TPCUSSr5VByThRpaawGgCpURFlimEZlYRVpChOrYsNusSOEqLQfCYypboFqUTA0AfD4vMNS3agU7NjsViw1EhTzTjWAi66QBX8wgF800hRY9fJ8wxbF9oLMO3B67Fj9JqY0rlYMqHMvPbeitYXOji46m5+lq3XHK8FNqT3/FhxuO/RGjcXXYzc9uAIOpKdISeo/VwpQG7xNP9R5Gq83uztWLvE3E/TX+XJCOzDi+/XgyPHSvnuFLq09vNtjBvZYonUBu89NSS2gu5LXyxSPAYMVAYLXN434uuOHW5etXtnS+AgO1UeRvM/lt/aVXzs1PJm6NhTN3jqWMmLlgj7XgyG2Bswlg9Z0rc/qcSEkaEYKXc591XnlwEjFC5Qp47J799/JjHWu4rGnrDgw0LE5vXJ1a1uHN6t2hNPuwXg8jpbIkE8biJIFW8gOmMQzEVLy9pezE9kPgPcrBpQocONksaRvGVtxeuL4N50tT3eagIqVIjZwOvCU6zANGxaZoVhTREqJlkqQSiWIM/5tQab3VvsnUIvkMShw+WRutLAlq8QKU0cWhep31gbqPTkSlASYTjs1liK6zJGNZ0kmNGZT02MpY/bryJ+ZAw/yIVF18hjkKZDjwsloKc/vrH1u6RPWGWW34jC7FJu+uGzq7rlsthzXYslkNn4jU9R+ypfTX3w+/Pa1zzDfqbYcQPT3V6//L07+n+ULgAXAAmABsAAA+AsMuvXy+py4FAAAAABJRU5ErkJggg==) 10 10, auto;}
77.777777777778%,83.233333333333% {cursor:url(data:image/png;base64,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) 10 10, auto;}
83.333333333333%,88.788888888889% {cursor:url(data:image/png;base64,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) 10 10, auto;}
88.888888888889%,94.344444444444% {cursor:url(data:image/png;base64,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) 10 10, auto;}
94.444444444444%,99.9% {cursor:url(data:image/png;base64,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) 10 10, auto;}
}
div.testarea{
animation:rwdcur220661 0.6s linear infinite forwards;
}
