@keyframes rwdcur27190 {
0%,2.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,22.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD7klEQVRYhb2XzU8cZRjAn3lndnd2dj52hl3YXQIC0qVArVEb21qNtCHgQRKlQY9NTEyqJp68GA/Gv8BDvaoHrCZyaNICBloQm1RqkQaTSqEFpFtYYD9mZmdnP+brHa9e3LCD7nt/fvnl+crzknCEd3H49Ohzx1rb/tzY3fTKoI4i0JfA7yO3igFg1isDeQ0cHBzk/UjvJly9b2hoiGm4AIu0C8VipltijQiYelfDBVxA/uQzzdAej7A8VTrVcIFkzMezDAN7eVzVHX+q4QJFLTPyx+McSDxJ9zdrww0VGBgYoCxT73ghKUCyXYC+tsqbIyMveWpET2O4sLBgj3x43G5iDZCLAFtZ8d6NG8vlTy5feqers+1thA22pBY25h/sfjE1NaXWYpFeBEaHX4uxKP1pTnMZjvFBSV9Lnb1wmTl/7sVvIxHpJMtxSU4Uz0gcnQwK/tm1te3qv7E8lWC/6GBFB7Ovswl6OwRoi/cPnjvVe4UPCxRHEBAu6hAuaJAMBUZ7W+Jv1WJ5EhBFZLZIfl3XFdhI/QU7ClOlGY7heQFaKhbEx6eB20wBGQwCG6J7arE89YAITt+TlBrpZNvAQRh6YpJJkqjKcgJN9BwD+YN3QSYBLNOEfBkv1WJ5ysDzonGJdEz/L+s52M+EIF8gHtlby6u4KEPZdcCMikBRJBxk87fWn+bma7HqysDY2BjqxtvvWYaetPxx1rT3QQwhSAP98tLvt7/ar0Cai3e8YViWvJfJT87dW/l8auqnmlNQl8DExAT+eOR0plnyq+djUUxiDgVDUdBLiM4oDg4+vHX/4d1S8041euXr6d++Owyz7hLEm+jkei6w9OOKglWtCIqyD8eZErx6ovOM7MSMfNEtWw61c1he3U24nicmE6zvI1XPauFQQLr+IAPYfgr9iYQKfn77sR67OLN4R/7fBBBBYIn1l5lWMUUGQDrZRQMNJTDKTuqzq7e/r5tXb8A3139+NLnpfkkgQpIrBiRCPniSLVTv7gWv1csC8LgHotGsvKlaOxFbb/eRFlCh6I6ZJ1e8sDztAVUNR8olrd3FGBBRAInJdzSJRHvDBG7evJOmmNi8wNJw4tk48Fx81VLctYYJDA+flQSfdqFFJEDWTMjmM7FqIMA2TGBmZlFNK8Sv6VwZVL0EiWbBpkgSN0wAALCDolcJxOOOuASFCjN/bW7u0LP/z+f5YxIOaK9HeBvJmg0baffQm+8/E8hWmcUDRQGCcIFE0q5Xjuer2PFL02UztCYJjF11GE874EgCGGOKIh1arxCZg5yz6pXj6SgFANja2jK6WlteMRwq9cPs8rhXzpF+xwYSxq0KaR+F8Tf1zZpZJFNYtwAAAABJRU5ErkJggg==) 15 15, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD4UlEQVRYhb2XyW8bVRzHv57Fs3mZsZ19cRw1pNlaQiARi8CUoKhVpUIRiHuFhMQVzrQH/ozeAheERJsGkZIGS20IUQMq0IYkCtmc3Y498YyfPZ6NU280SibFv/v76PP0W9770ThFfDQydPVMoqllcWXrH68M5jQCrbHKJ3AsB8BdrwzK68GLF4dCTYp1jmONFwYGBsSqCziG78zGblYW/T7C87xnjueDLMyXEg1BsadNONcWLF6tukBrlIk11/qh6iYOCKNWXSDEmUOPV3RYtuO0RO3q1kAymZT3cuqgxAPnO6LUQHz/s+vXvbE8tWEqlVLfvta72RV3Gk2LhlbyF55s9TCff/rye+2JlvcpxwgU1cPlqcdbN8bHx49MjyeBkZFXI2H+ILSTNZDXHGwfUPc64xcuvznY/TXNMIxhGDDqy/CJoVa2WLz2fSr1TAnai0B7fVyh7d0v2ht5oa+jHqCEoa7+d67IiizSNA26UoFFUZB4tsu0yosP5v589CyWp7yZLFtoiHFZHyyomomiKawEgkExEAgivJlBy8QvEGwbLMsiILCdR7E8CdTziLHFw8aFBQuu7qI5SPXyLOMPhGUw7XEwlguubMBHUzggzsPnKvDxu6831nLkNUVQYNoWZhdXkU7nK7m1pSVD1+CGA9AvDIIxTOxl1cnFdHbqKN6Ji7BWos4Krv7hH5tGoDcewy7fAYUp8u76VG6JaD/4oi3DFddSdw61O5O/L3/5XLtgeHg4VMOrb/22I36XVbOX++M208XlYZom8+uGb65WX17c+PmWuF+O3Lw5MTt6HOaJBBRF0U1HT/c1S41tPZ2Uru2C8a0itckArrJaw2f7bcvwm2A2j8s8URvOz8+7r3R31J9tkj5Y3z+om1jI8G01DRB5CaKrlTIlYfRhIfbVrXv3l/4XAQCIKU07eULNhvnSJcoiNY5FkAhb5Q0tdCNTZv++PXl/5yS8E3fB7elpfUmrrNEMtftGXzskiUNareSeEOXu6I/Tx7750/A0immaFue30nIFQVCCH/OrGlWgXU8sT4OIEEJs11+ASyBLFoa6ZauGN5yqCczMzJQl3q9GQiIaYkG4Lp0rFply1QSSyaTM0eqLIkewtp0HKWltEQGxqgmkUil1LRe7k953IHA06iLSNu1wpGoCAMD6xb8kUUBdNIK1jPTg24mJnBeO58VEFornJc5Eel9H9pCq/rd8i4TG1vecctkwYFLBsaoL2JAeUZSfROVgIU/YuaoLsKxJuXbJ2s4QotuspwIEPP4JAWBlJa11JBJNNE1nvxk73tP7X3Gq7ZhYwk8WoTxNwKfxL4lqoBvhzVKNAAAAAElFTkSuQmCC) 15 15, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65%,67.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,72.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD9ElEQVRYhb2XS2wbVRSG/xnPjMfj8dgeO47jOKHBkduQNooilNRNhRLRVk0lBBSJDUiIBY8lQixQhUSR2CEWCIkdXaGKqhKIllQ0QBuKTB/BQYJUkOA8mtRJndrj8XvG8zArNkhE8TXk7O93P53/3jtngDbq1OTY6eeOjZ5oh8G0s3gwYr0CNBoAZkgZNOnCqYmJaNPMH25aWpiU0ZaAk9MfF5wOXzzKHDz55NjQngv4RZob6veD5yjBNq0QKYf4DAisJW3maqhUi6rD4V0h5RB3oFopP7WtlHEo5vGN9mTfPXuWjEUqQPvczfCRQzK6OjrgdxtHZmcnBBIQaQR2LBpQ9UYBa1tl/JkLfD47O1t56/WXnn+0r+dZ2tbFqlpMX1vIvDc9Pa3uBHKQ7H78+HgEleX3TQuu/m4JHPVQGTn6omdyfORcMCgPiR4xLvl8h/0iH3eBm/ljbU37NxZRBIbB2h6XiZG4G50BAbI3dOLo6OBHks/LSE1A0htgORa9keDpgYHoMzuxiCJwWhYo2kB6PQ+ryeB+waOFWEHuelCA8OM8SjyF+vgwLJaF6GL3/+cCES8iFcUp0GIHXHQA8Q6BczCsxsX6eDMcgqYqoB1NUIaBfM2e24nVcgSJRIIPcsYQZWl8an0Dc6ll8HZz3cwspDW2iaIsoSZLAEUhm1O+W9zIXduJ1/IhfO2J6Ju9nvKZvCF6TNpCrKsPZVZ2Z5duX80WzMW6YR0oFNTc6sbWhZmb829cunRleydeyxGslugbWoP3xIPWGa/TS3OiC78otpDbwuYYlfTNz19ZWCvLH3569fZnu+G1FMHU1BT3iIThzSqXvfi7ZW9XWBRzixhgH2CwNyIsq8xGtqiXDDD3d8tsKYJ0Om3tix9Q93e6X6D0Qm93Z7fri98UFBQFMb8VM2np+zul4NtffvvD4v8iAACPxaIyY+PecDffZ5u5GGAiwJRQ0P3vfLWkf5JMJuut8Fq+Bee/vpG+manfUjVtX8NQEA9QsBkDmTq9kkqlzFZ5RC9hMpmszK3nb62WbFiCiCIVVu9p7M8kLCKBk5PjcYedP+bhgYZRQdhb9oV5imgoIRL45npyqYHoOYahEPLzkL3+X42GQDSUEAkkEgk+IJYnujt40DSLzMMqp7kKLecPEH4LoqWSXRMbfKVax1begF+SGJRISIQduHj3bmOz1vXxtkrbPSERFCPcunw5VdszAQDwu5tm0OekKZrFcsbY9cv3zyKeim3L9tXqFdQ0C1U9mCHlEHdgWxfPbyquJRfP2w6GXdpzAYZh4PXQkm65V1aLwk+knLbq5VP91199+uCFdhht/R0XLfkDxnYQ3f+/6y+2NYgVeLeKHQAAAABJRU5ErkJggg==) 15 15, auto;}
75%,77.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,82.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD00lEQVRYhb2XS2wbVRRA7zzPjGfs8cxkasefxG4+TfOhbVADIqJKCIioqgQIAkjsEWxQBVuWLBFLxBKJBSwqQECrFAGVFSBgpCZVBQXRNE1bx3/P+BN/5vdmhm03RPFz5bu/552577773gD0Ea+ef2LtjQtPvdYPg+4neTigv+V6tgUAX5EyEGni0tJSLCZTi5Mx6uzKykp44AISRwnDMuZ4lkYYYzxwgZjkPl3QbM60MSi8Fxi4gK23XpRDATg9EUqMS+q7pBziJgzLfHvuuAM0TQN2HGXgAqMRTi5qVbCxBzTD3yHlUCRJq6vnEinfzl+jEU9ZPJ2EstbY+vof5ZnpkVMvTIwnX0GuKXQazd30rfwH6+vrjcNYRBXodDw8OiUaK48LoMgS5CtlevnM4tvz86c+QgxDW4YJpmEAFRBTTKfz5rcbG/8rQdSEoZCHfVSnnS2bcDfXgAf1yeyZsYmLqQclOpotgqgbwLAMpBLhtdnZ0ZcPYxFVwDT9bLZsiNMpCk4kh8BB6DlhJCr4ZRmO/bwFHAvQffIxcBgGBJ6ZfuQCks9RZL/UsJo4duffCrTsYcNz3AA1cxIZyRHQS0VAjgWUbYPWda8/coHleOt900Yzf+cr4Kc9OK40w8HitmuGFaBoBswgB6hpQlmtXbu9r6YPY/l6Xfydl849XzzAwaToPcuwEjjcJIxJEqgt94vmQadd6xjxeq2u3suVLv2YufHe5ctXK4fxeq5AVGRmbhVQ5dfduvv62SFE8w7stjgoqNXCrJpXc5UqyltDn3x6devzo/B6Fgj4UVTmfboSPenWdQ0p3n3QaiLU2ny+4HPjLcMB2/PnjsrrWeCu5n0zl4xcHIsN0de2NJD8LCQCBiBRmGpZ3HfX28EPNzc3Dx0+D0fPcyBr23t+yoj9dvPPrtooQV23oG2YEAtRw6H51XQviwMQjuK180ux8YB6KSray4I/ADuFzs7tbvTC9+nf93plER3DmukD2myeqBsYguwBYDAmDCsukLCIBCKRai3YYe/PprhEPKxAUXOze7Zz5MZ7OIjuAk0Twywyx4KsDtlSHRoHuXAQuUSvIiKBdDpT0PRjn+1XXYgqLEyl4gc+F3UHJgAAEAlZc8moBKIgQ1Zls1/+kKmRcIh6YGFhgTb0QsJ1abiba4LRdYk/hChxe3sb57rxj/crDnCMDjxH7w5UAAAA+fx/hAJcVwzJcE8TrgxcgEYwjHE7kCs3od71iPa/L4GaDjeyaugXjHEJW/zNgQtkMhkD+fidNhY3r2xsqKScvv6Oq13+p6ZNWf0w/gPME5uDLyJNHgAAAABJRU5ErkJggg==) 15 15, auto;}
85%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,92.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92.5%,94.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
95%,97.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
97.5%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur27190 1.3333333333333s linear infinite forwards;
}
