@keyframes rwdcur49244 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,39.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGNUlEQVRYhcVXTWhb2RX+7tOPTaPF2Kmckjg/GMdJhKIZvOhm4popdEppCVkEREK3tjPjtsnK6VAomDDQUmaTH3UWXtYOBmcwicFTSrEp3biDO4qdSMModnCCTRJHooP8fu67776vC+sZWZEcJV30wF3ce8+933fOuZx7jkCTQvIMyR85jvPTUCh0MhwOvyOECJP0PM/7j9b6m5aWlr8ahvEPIcQ/m71XNAF8Tkr5aSQSSbx48cK/e/eusbS0hAcPHuDp06c4fPgwkskkUqkULly44MdiMcN13VxLS8vvhBDTb02AZI+U8rZpmj2Tk5OxgwcPoq+vz9+/f7/R6IxlWf7NmzeNWCyGdDq9tW/fvm9bWlrSQohHryOyS3zfP++6rjk1NaU7OzsJgIlEgkopTkxMcH5+Xufz+fLKysp3+Xy+PD8/r2dmZiilZKDf2dnJqakp7bqu6fv++abBPc+7ZFmWOTIyQgAEwKGhIWazWdt1XWXb9kPf939P8iLJs0+ePPnt1tbWn6SUDz3PU9ls1h4aGto5OzIyQsuyTM/zLjVluWVZ5sDAwI4Vs7OzSillep43SrK9Wj8Wi50JgOLx+MmXL192KKVGlVLm7OysCrwxMDBAy7L29gTJlNZaj42NEQB7e3tZKBRMKeVXJDtr1KORSCQJgF1dXQTAtra2D6vu6pRSflUoFMze3l4C4PT0NJVSmmSqLgHHcb7e2NjQrutyfHw8AL9HMlxHvScADwiEw+EfBpvJZLKDZFhKea9QKJiLi4vadV3mcjntOM5iPevPFYvFcjwe540bNyil1FLKxw3A3wHw41oC1QrDw8PtAA6SDHue99g0TX358mXG43EWi8UyyXOBrgEAUsprk5OTsc3NTSwvL8MwDCcajX4ghPDqEDgD4O9dXV11PQkAt27dKgHwhBBeKBT6IBqNOrZtY3NzE5OTkzEp5bVq60/atm0GDyabzdpKqdEGd4cB/KLa+ioPhAG0ViufOHEiBuAHSqlr2WzWDs7Ztm2S7AEAaK1HFhYWJAD29/dTKSVrX3uN/LIBgYZCsl0pJfv7+wmACwsL0vf9EQAwpJQ/z2azUQBIp9NQSv1bCFGquYAkA5C/VO+trq4CwB8q0z9XyOwaQoji2tpaNJ1OAwDu378fdRznZwAQNgyjZ2lpCQCQSCS81tbW2XpWCCFAkkIIAUCsrq4SAA4dOjS8vr6eATAC4FKjt7GysoJTp075AIylpSUYhnESAMKRSKQ9IHDgwAFnr7xdSwLAsfX19SeV7T82Al9dXYXjOP86cuRIAkBseXkZkUikHQCE1pqGset/+bUQ4mb1QgW0eg5RvVBZriVQCQ8ADJGMArgRLPi+j1AoJKC1ln19fQTAfD5fJnmx1oJK/HeNqjcBADh69OjHtToAfgPgPQDY3Nz8VT6fL6Py2LXWEgAMpVQpldrOjs+fP28l2V3PjbUShCOYr62tZbAdlupxHUAWANra2uLPnj37HgCcPn0aSqkSABi+738bEMjlcuHgdb4Nib3Edd0P8/m8AQCpVAq+738DoLk8UC8E2CMcAL5fc75hHmgqE9YSaCSNrN8zEwKA4zjLmUyGADg4OEillEnyWD0CVUDvAWivGa8IyWNKKXNwcJAAmMlk6DjOcq3Szm945coVmqap6Xk7v2FAoNl4V90bllI+llLq69evMx6Ps1Qq7foNq73wdS6X08p16S8ukoWCyUo98DoX7wF+r1AomOPj43RdlxsbG/XrgcqBlFJKc3qa7O4m33+ffPTI5HZF9Kbgr1REY2Nj1Fo3rogAgL5/npZl8qOPtkkkk+SXXyoqZVKpV2rCOsDtb10T7lzieZdoWSY/+WSbRHc3OTxM3r9v0/OUlPKh1no0qIpJXtRaj9q2/dB13Veq4qtXrzZfFe/yhOua/OILzWRym8S775JScmZmhnNzczqXy5VXVla+y+Vy5bm5OT0xMUGlFI8fP75TUd+5c+fN+4Iqd/bQcRZZLJb5+efkZ5/RsywNNE5IpVJJT09PM5PJsFgslh3HWXxdam+qN4SUnyIaTWxtbfkTt2837A3Pnj3rd3R0GEqp/703rEMk6I5/EgqFEnW641xra+vfhBBv1B3/3+W/uREsQBMC8yoAAAAASUVORK5CYII=) 15 15, auto;}
40%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGIUlEQVRYhcVXTWhb2RX+7tOfSbQYO5VTEucHkziOUOTBi66SmilkytASshgQCd06DnHbbAanMDBgQqGlu/y4s/CydhDYjElcTCnFJnTjDu7IdiKF0cjBCRaZOBYd5Kf37rvvvq8L6xlZkRzNdNEDd3HvO/d83zn3vHvPEWhRSJ4n+VPbtn8eCAR6g8Hge0KIIEnXdd3/aK2fRSKRvxmG8VgI8c9W7YoWgC9LKX8fCoXir1+/9h4+fGisrKzgyZMnePnyJY4dO4ZEIoFkMokrV6540WjUcBwnG4lEPhVCzPxgAiR7pJQPTNPsSafT0SNHjuDChQveoUOHjGZ7KpWKd+/ePSMajSKVSm0fPHjw60gkkhJCfPMuInvE87yPHccxp6amdFdXFwEwHo9TKcXJyUkuLCzoXC5XLhQK3+VyufLCwoKenZ2llJK+fldXF6emprTjOKbneR+3DO667vVKpWKOjIwQAAFwaGiImUzGchxHWZb11PO8z0heJXnpxYsXv9ve3v6TlPKp67oqk8lYQ0NDu3tHRkZYqVRM13Wvt+R5pVIxBwcHd72Ym5tTSinTdd1Rkh21+tFo9LwPFIvFet+8edOplBpVSplzc3PKj8bg4CArlcr+kSCZ1Frr8fFxAmB/fz/z+bwppfySZFedejgUCiUAsLu7mwDY3t7+YY2tLinll/l83uzv7ycAzszMUCmlSSYbErBt+6tisagdx+HExIQP/ohksIF6jw/uEwgGgz/xPyYSiU6SQSnlo3w+by4tLWnHcZjNZrVt20uNvL+8tbVVjsVivHv3LqWUWkr5vAn4ewB+Vk+gVmF4eLgDwBGSQdd1n5umqW/evMlYLMatra0yycu+rgEAUsrb6XQ6urm5idXVVRiGYYfD4Q+EEG4DAucB/KO7u7thJAHg/v37JQCuEMINBAIfhMNh27IsbG5uIp1OR6WUt2u977Usy/QTJpPJWEqp0Sa2gwB+Wet9TQSCANpqlc+cORMF8GOl1O1MJmP5+yzLMkn2AAC01iOLi4sSAAcGBqiUkvXZXie/akKgqZDsUErJgYEBAuDi4qL0PG8EAAwp5S8ymUwYAFKpFJRS/xZClOoMkKQP8pfab2trawDwh+r0z1Uye4YQYmt9fT2cSqUAAMvLy2Hbtj8CgKBhGD0rKysAgHg87ra1tc018kIIAZIUQggAYm1tjQBw9OjR4Y2NjTEAIwCuN8uNQqGAs2fPegCMlZUVGIbRCwDBUCjU4RM4fPiwvd+9XU8CwMmNjY0X1c9/bAa+trYG27b/dfz48TiA6OrqKkKhUAcACK01DWPP+/IbIcS92oUqaO0conahulxPoHo8ADBEMgzgrr/geR4CgYAAtZa8eJE8dYp89qxM8mq9B9Xz3zNqcgIAcOLEiRv1OgB+C+B9ANjc3Px1Lpcro5rsWmsJAAZct4R4fMfKt9+2gTzVKIz14h+HP19fXx/DzrHUjjsAMgDQ3t4ee/Xq1QEAOHfuHJRSpR0CWn+NRGLHSi4XhJQftUKgEYn9xHGcD3O5nAEAyWQSnuc92yEQifwVfX0OAOCLL4BQqP8d90ArJH5UOyHZEQqF+tPpNACgr6/P2f3bSPbSskwmEjt5sLxsse4mrM+BZtKM5L43IQDQtlf5+ec7BG7cIJUySZ5sRKAG6H0AHXXjLSF5UillXrt2jQA4NjZG27ZX65Uus1Qqs7eX/OQT0jS167q7r6FPoNXzrrEblFI+l1LqO3fuMBaLsVQq7XkNa6PwFbNZTcfh0tLSnnrgXSHeB/xRPp83JyYm6DgOi8Vi43qguiHpKaVnZmYaVUTfF/ytimh8fJxa6+YVEbB/TaiUeqsmbADc8YNrQl/2q4pd11VSyqda61G/KiZ5VWs9alnWU8dx3qqKb9261XpVXBsJx3HM6enp3b6gu7ubUkrOzs5yfn5eZ7PZcqFQ+C6bzZbn5+f15OQklVI8ffr0bvSmp6ff2Re03BmZponh4WHvwIEDTTujUqnkPX782CgWiy13Ri33huFwOL69ve09ePCgaW946dIlr7Oz01BK/e+9YQMifnd8MRAIxBt0x9m2tra/CyG+V3f8f5f/AtGd8vTBCYKPAAAAAElFTkSuQmCC) 15 15, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur49244 1s linear infinite forwards;
}
