@keyframes rwdcur88297 {
0%,14.185714285714%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
14.285714285714%,28.471428571429% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28.571428571429%,42.757142857143% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.857142857143%,57.042857142857% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.142857142857%,71.328571428571% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACfElEQVRYhc2XwWvUQBTGf5uk0sriFryIFIqipbRkQQQP4mHm4F/l3aM3LyLe/A88iB4yePAgeHAXF6n1IGrx0tLW0mpNdjwks85ukt3MdAU/CGFm3r7vy8vLe29hDtBaa9/ftuZJ3mq1zuyvMYQQgbm01loIEfj48VJckEVJkvySUl4sto+AVCk1dPHlrNomB0iSZBdYAZaByDUSTsaT5Fv9jELEO18RrhEokVsi3vqIcMoBk/H9g6x0FndCAKSUN4GvwD4NcmJM5dq167Wqp5Hb+0UkLgMXJv1XIbIXW9sfK9UKIUZ2cSfkfdYv2WyGsb28BeyRR6G5gGmQUq4Cd5IkeTrF5h5wSv5JopRK5yJAKZUKIY6A1wDr9YX3OZACh0bEXAQUaOL0AzBUSv2sMxBCRHZkWpAnWNM6rrXWw88vS/vB6l2vXhCY7D5LR6tC2jvR9t1gsj74RWAwKO0HGxujCKS9Ex3Gi2T9v28i6i5V+g/g37RRm3waXJJwBJ1drT0TQgRRd6llh77u6cGjGzZAYJOau8mx3n46lhNeEfjEQmlvrcLOfvL+QVYiH6ltCiHEuRnn54HFqrNXTx4uAHSXo7HX0Sj5hBBRkiS/zXpaNwSQUl4BDpVSe7N8O+fArG5Y4DbQhtlRayygaEbEnZCgPShd1jzwwJADKKVObT+TBc8lAsdSyhtQar2jtZTyMbALvAGO7TZuk9simgoYkjejnWLiYTOMWdcl8i/kHXGnsB+bL0zBswtf4wpoBlLymW+lmHwM+SPgG/AMh3HMSUCdCCnlfeAH8MKV3FlAhYhLQBfoAd9dyb0ETIhoW9te/4y8u2DV3O9K/l/gD0IJMAHdQLXnAAAAAElFTkSuQmCC) 15 15, auto;}
71.428571428571%,85.614285714286% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACeElEQVRYheWXv2sUQRTHP3u3kShBUooGD0VFctyBCBZiMVPkvxEEW3tLOxsRO/8DC9FiBgsLwcI7DMEfRdCENAlJPC8m7t5a3M1mbmf3dmdVLHyw3O7M2/f9zJth3zv43y2o+6IQopEd01qPfOM4QYosSZIkIx4qpWJgcXKFeVB/DCAIgiAjfgiglNoGlupCeDlnxft7MROId3UhfFPmiFsQb+tAeB1Ccw7ex31nrt3sACClvA58BXaBqOxgTlFeuXS5kHqWuD0+ycRZ4HQ2fp6F9sOHTx9zaYUQqV+72SGOXIhm2LEfbwA7jLOQLsAc5EKAWSalbAG3lFJPZ/jcA46AAYDWOjJzeeKVAbTWkRBiALwGCDa2XKdWB+A5EAH7BqLMKmegYtA1YKS1/lHkIIQI7cxUBrBf4vu5Ip+huY96B0nYPRmYX8tt6pxN7UvRQcn6jFZXnfHG8nK6z1HvIGl25on7x4nIQByPT9GUiKcQ8cVSH1t8lnkXjyqWXW3R6msDfGbOuYyZT7ARNb/mQ9bbjRI71t/IQBrTXnl/L3bEawMcnnevMnv15OEcQHcxnNoO33J8omT+FDCfN3f77p0oKw4Vq6EQIlRK/TTPo/WXjk+jtZLeSykvAPta652y2N5bkCeeM34TWIDyrHkVI6XUeqO1UtYPPDDiAFrro1lxfTIwlFJes8VyxB8D28AbYGiX8d8FGDEuRpuTjod2s8PVxBH/wrgibk780+++3VXbVrklMw0p455vadL5GPFHwAbwDI92zAugCEJKeR/4BrzwFXcAqlTDDMQZoAv0gC1fcQegqlkQC9bwwFe8NoAFMWV1/hv+c/sFDw0jKqwGsxgAAAAASUVORK5CYII=) 15 15, auto;}
85.714285714286%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACaUlEQVRYhcWXsW/UMBTGf2kCalGFKiZEK8oA3XISQmJADM8DfxU7IxsLQmz8BwwIhlgMDEgM3AmECguCVl2KClxbWpILw8WHL3GaOHdVPymybL/z993nF/sFzgh5nucAwVmSzyRARBbKY1rrkY+IIAiCyiIe5FGSJBmwUjyRS1QdgiAIAGp/YNtUQ34EkCTJLrDWRUStAENeFlEm/5ANKES87yrCGWjsMa2FCrkl4l0XEV5JaBzJ0kFlLoxiAJRSt4DvwB6QNiXmlMqN6zcac8JFbo8XTlwBLpbXdyGyO5tfPjvVisgkLoxiRl9fVWIW1u/Z3dvAD8YutBdwEpRS68DdJEmenRBzHzgGhgBa63QuArTWqYgMgTcA7K/Whb4AUuCXETEXAQXaLPoJGGmt/9QFiEhkO+N9FOd5nmeD6vphvOh6bRvR6Shug7R/mNutQfl86OTA5iCrjG/E4cSBtH+Yh/EitlNRb8nJdWoOuLbJBZ8knODoasOivaXAtr7u38MpOGD22JCa1pyk/b10Kic6ObCw/NExGk+mgZFNDjD4mVXITXBriMj5hvkLwLJr7vXTR+cAeiuRfxUmIlFuIf3brzw2ROSaiFxqs7Z3DjTdhgXuUDjR5FprAcVlRBjFBFs7lceqBx5ibYPW+nguAoADpdRNqFy9k75S6gmwC7wFDuxrfFYBI8aX0XZR8YxJ91fL5N8Y34jbRXxjmd46I01ByrjmWysqH0P+GNgCnuNRjnkJqBOhlHoA/AZe+pJ7C3CIuAz0gD6w40vuLcB8Tlki7ENn6EvuJWDqg/K/iCn4knuj7nNtFvwDdH9NulhEGFsAAAAASUVORK5CYII=) 15 15, auto;}
}
div.testarea{
animation:rwdcur88297 1.4s linear infinite forwards;
}
