@keyframes rwdcur85037 {
0%,4.9%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
5%,9.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,14.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,34.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35%,39.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGc0lEQVRYhe2XS2xdVxWGv7XPPueee69z7biOEyVualtpHs2zrdQ0rRXxmBSkUiUDJF4KGRQJBlWrDosEqKgMAHXQAWKCkKAJE0C8pCqUItIiopAqIWqE64Q0TzsPx3Ec3+vz2HsvBvcmhGC3CSCY9JeOjnR09vr/s9baa/8H/s8QgD5Y/liafrLfsLypUkyqnjvj/eilshy7CjP/QfzavTDcnySrlkbRYE214USyw87tO12WR4FgAfPxSmXnS7X6i1WRxoQQJr3OTuDOHSv9gd9m2atHnDsItO6C2N6bJGu3WvuZh5LkiT5jBmoiDQtJALeiyO/fU5bPX4UZC5gha+9faaQRgbGqJo6kpwvbszKyazfG8cgvstb39s3le67D5B2QJ5sr9iM7qrWvDRuzpSLUwKBAEBBIlploUKABzBggTKvOtNAgqnSjLAKsgih2hZG1n6vWX/hUmn6pB3o+iPwhaz/2+bTr22ts9GgsUgsdchVQFAANYbaEDMAA4XQIp88HMgREDaAggoqgGBYZ6X+qWvvyw0nyBGAXYl8Xxxt21+vfGIzNBlUxtCMRAFVFVRBg0vvx6zB7QwDvOTd2NIRLFxEmRZlDcUBQpRQlBOiJZPknKtWnV8DwfOS90NhRiXevtfEWp2IUJciNL4eggqLkQWff8/4Yt2SAc86N/tGVB99RwllgWg05ikMICM4IXjGrY7tlY5o8Mp+AfpKVj0SVkaaQlAJB2mtVFd9JfxDhXPCjR1T331hnAWZh8g9luXfQxo8ORWYw6VQroKDgBEqEjOBagWI+AS5W+1eUbjSoiklRrHSKoIIXYTaE6Tfz/Kdni+LEjXVR564XvZ8wRKYvjjZFIvXQ6QEj0FSKUe/+8lqWf/9Anv+q7NTvVkyFMHtBw2Uvsqhuor5ESCMAEYJABsXbzv3mjWbzO3MwdbsAgPyiK0cLERYbuz42VFEkQjnjwuEfNpvPHCqKn5dwbb4MAMVl70fP5MWb/XE0vNzadSjiBWZUZw4X5Wuv5/mLF73/Wzst/yqAAloXy/LYZXQcI0usSPecyvXX89YrB4vyl+1X3hchg+kSyZbZeJsKlQmvx/fn5Q/eaM5+65L3J2hvipuQBQIl98DwijQdMVCMZdm+Flz4APJb0VhVqWzvNQyed+HQ+fbYvZtJ+iE+xP8O0QLPzVJYst7arUuNGWqGcC2HubuIm6yK482rRB50qr4J17lt+72fgNrjFbv92Xrtq1+spl/ZklSevOq5Mhbc0YWC3I7Ncfzws7XaK9vSdNeaSrLVBNHJ4M4W83zEPwnohcaONP3sC9XaN9fbZCQzZrE1LO6NTM+7qgemvL/CLVNsPnRDz+5q9ZmNleTJINLdb6LBdUn8WM2Y7omyPN6E6YUEJB+N008/V0u/Xo+ioXFErgmgQo/IPSuNrPOKu+L9+ALlSDZbu21nrfb8tkplZymmew4IilTEdA3aaFPFmuR4Ub5d3DKUbgpYY+3W3fXqS4vieNVlIBPBa/sIjSBZZqPhB6zdejaEY2e8f/d29gEYerpef3l9mj7lkEYm7XoFA4pgkGQAGW7C+Jhz7wAeOn5gMTS2p+mu7siunULJAY/iaQ//FsJ1MKVIl0R0zZf6KI4bMybqm1K1MxLIOse4V8EDDoht1DeSVr4wACtvrGsLiOPVQ3E8UopYh+AVvILTdhYKIA9w0ocTp3xxZD4B02V5ctSVB5uIyxGcKF4Fh7aFECgVMyB2w8bkH6bGACyTaG2PyHJF8dp2r14gmLY1K1GuwtT+oth7puDkfAKuwfShPP/ROe/G5lRCDpSdPHtVnAhOIDLSuC+OHwaSmwJ6DAMW6VKEoAGPtO2YCqXAFDr9u2xuz4G5uZ/Q8XLz4ZRzB3+fZS9fCv5CpoSiI8IhOG33RCnYxVE00KBdSgvYShQt8QbjFUQEj7YbSOBq0Etv5fmP/9RqffcOjuTWqSz72T7g8Wr1uRXGrK6C9YBVIUjb6hnotVADpiwQpr2/PKNS1ETTCKFQLVqB6dPeHf1zK3/1eJn9+g5/SpiBqaNZtmfKuRObqpXdq6LK9h6jy6piEosYC2EihEnfsXUC0AsPPFiv7mpE8UofwnQzuLPnXRi9UBSHpmGcdhPfNbqgrze1W5ZIvKU7kvvqEvU41dbxLNt7wrm3aG+Um0hpN0bRue5o7N4hDO1yJ5242X85/r+PvwMOCw3hsJj2gAAAAABJRU5ErkJggg==) 15 15, auto;}
40%,44.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,54.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,64.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65%,69.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGi0lEQVRYhe2WXYxWVxWGn7XPPud8PzMDzAxlmCGTMozYQoMKpAGKFtGEaqymaiKaptHURE0vGm3ihdFUI6be96KJaUw0jW00RtvGhqgRL2gpWEjBgtDSzjAMfzMwHfh+z8/ey4vvm8nMMBSaXmiMb3JyzsU5+33W2uusveA/rKB9N8thxaC1d/UZMxh6XzTgEsgB/wE9Skth5UAYrlluzBrnPU2ozaxrAXqh75GOjsfvCcMdFVUuqU6dUx37V5YdONxo7B2F07RgblWmB/ruiAo71kX23j6R4SWB7YuNROez7MRzzeaPRrLs2CxAv7VDn7N250Zjhi8iTABVdMs9of3sjih64I+NxlOH03TvNEzfgnm03tptuwrFR9cVwu0dmG48Rkwr5J4w6vtnlr04D0DAOjFWEJYJZKrkCF7oWG/t9hXl0tDz1gy9UG/+ogKX38t8Yxzv/Gqx8MSqINxgVI2KggHvQUUxCBbMbKoArolMnVM3rSgxSiSt4lDAq5hlQbDqi8XSo5+M4y8DhRul/SPWbnu4VHpiMLAbEIyX9hoe1IAipJBWvJ+aBzCZZRdPOT92EaGC0FAhF3AK3ngcQqdK7/2l4iPrrd24mHs/9D9cLH33diMbVDAKqIJXwCheBYCrzk+cVR2bB1CF6dcyd/Aovj6q8K5Avb0NDsErOCNmVWDX7ojjLy2Whe2Fws5Nod3eEDFOBadKy1NwKiiKE/xpdccuZNnpeQBA+qrLXvpH7k+MCn5ClRqQoKRAipKokqHRcmOHOqG0MP0rJFh/RaTrmkIqiqrgveCE9iVMeb18qNl8vjKnmGf6ABXvp1PUrQzDLVZM2UuralUEJ0IFzUecju3Pkt+dyPNXmP9bSj3woRr7YQKzRJDIiCK0akBFaHqaB9Lk2f2NxtNpqw/MBwDyaefOpKp0h3Z9KKYMgojiPemhPPvLb2u1HxxK0xeZs0BbOuH07IjqK86r9gd2rUWKtIOoqzaPZdnf9lYre6bgzNwP5wKQQv1Snh+vQr3DmKE4oCtAzLvqRn5TrX//zTzfByQL938mgJpzlyaz7NTtQbRpmQ1Wq4hO4SYPpNmzf0oreyYdJ9tJWRxgBuJMnh8b1/xoRSWf8u7ywSR77mCavvQe5rNqQrUmTDuhYyTLj+xrNJ883Gg8fdVxZqH5rairCP1cX3Q3U9QBtwFLmdN0/q//Sl1XhAtkgaj9/H7mAgOEgNzsuxsB2DWwbnex/NCuQvy1AKJR50aB7FbMN1m77YFC6XsfCu0WVN2E91eA9JYAuqHrU1F0/487O/fcF0e7V4X27gEb3Pm28wcnvT93M/c+6Pl2qfT41kL80FAYblsXRZ8oSGCv5Nlbtesb2HyAbujaFccP/rBc+snywK67IBI1VKRTZEmIhONp+tZVuAa4xSLvhoEvlItf/3Qh3l0RujwSdBjpGQ7txwrGLBnLsqN1qN4IwG6Oos98p1z+aRTYwQuo1ETwKFbEDppg7Z1hvKWm/soZ50ZYMKJ91Nqt3yqXf353HO82BMurgLbnAStSGgiDYeM1Gc/zo405DW0WoB+GH+zo+NkKG9x1VZFUWsdway5QxJhoqZiBUKR0JE3+nC5I545C4Zubi4VvJCLlWjtFisweRpFKqT8MVo9l+dFx79+eTdvMfUNcvK8vsBuriklUyFXJAechRWig1Iz6C+rPV6G+MP/j3p8b91qveCFBWrOEtECcKpl4ymIGPx7HX1kGXfMAlkDX6jDcaoSOXMAZbc/jipfWdJQiXMj9+IFm9gcW7CPASW3+/R3nXk8Enwnk0g6gPQvkCLlgB224uScMh+cBlKGvNzDDXgSvggd8ew7IFTKFq6rT+9LkmeN58upCc4DLCe+83Gg8eVHdaAJkKuTQMgZyFTIVSlb6B0QGZwsPoGhtdyx0aTtiFLR9cKkI016n9yfNZ/5arz9F6y9YTPnxNN1bqEnv9lLxsZWBHSqomgAwKAGCAEZNoWTMbfMABKJcJMpVCIRWFoySo/mkd6MvJ81f7a83f9mA8zcwn1H1cJL8uqp6eUux+Njq0G4oKSUrBovOtESTGJ09IS3AZJ6PnfLZ686Yjsh701S9NpX782cz99obSfL70Tw/wiL7fgPVT6XpCxPw5trEfP72KL6318hg2ZilEdia07Gx1J2ceVlmQHpguCeK7lAwde+nKnk+fq0V8XUV/z4UFaGv09pV5SDojVSjmurYeJa98QHX/R/SvwFV5CD5F/x7dgAAAABJRU5ErkJggg==) 15 15, auto;}
70%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,84.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,94.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
95%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur85037 0.66666666666667s linear infinite forwards;
}
