@keyframes rwdcur64294 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
80%,89.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAIiElEQVRYhe2Ve3BU5RnGf+dkk+xmcyNXiUlYCAQmhKsoEuRmQJSL0xEk3CJKwmRVEFAZpNVGZjoyoFaR2i6jIJZawAyCQ1GBKuUiRAhYDVJMYlhCggFCJAmBZLObp39wQgWrHe10+o/PP9+c8515n+d9nu/9jgF8BgyT22UDBgL7rdUH9AWSgI+AY8BU4CJQDcQByUBXYDNQC9wLjAWWAn7AtGrdDOwGKoBI4Jzh8dYBmNkQMwc+/LrZfxswDOgFzABSgZVAFyATiNk3YeVqq4gLaATswC6gBbhkrVlAobV/wnp30nq+aHi8xzvIAUwb2AOQXvhhtR94A/g7MN/weN+xyLcAZ3bZhpwc9pf5iyxh4wHbV5fDXgTut1xpBNYC/epz/jAOqAdigEOWq37Axg0wF09IfDulM76wM2QYHq/X8HgxPF6/te8H9p964I/bxvgPjresr7DsrEwLuzzq8wu+fCuKTCD6TEHRqUB1JVaEg4BlVpQLgS1yuzKsuK8KGJXs2JeWHLUzBB69UZ3h8TYCjadX5ABcBt4Gol8pbXztmU/1FXCsb2zIvFWljfuwGUeAmqTV9x/92h7F0fgJTUAO8L4lptaKwwfEye1CbpdpADTmpbp3lV/qMWlv/RPfFlBdXa2Fw5MxDScbx8QXABtfPdbY8Ghm5EYigqfS1LYTWA74CbftuVDnI9ZulgDzgfD1Zc07ctOdN1vWJ1mxXLLK1wJxJkBEsHnsvozI9XK7+svtMjsEpKWl8cTIbEYkhVI/a93qoq+aG3Kffh1gO01th4CRQJbh8e7lkn/wK6UNnE79xSDAt3XsSzvy9zeQ4PHWAHVACXDGirXR8HjbgXpTbleM4fHutw7Sw0BCh4DExERe2lPMbqUTktaLyTMXU7lmIda3M4BOwO9eK1yizA3eT0Yk2Vm746+ErKk5XPNiHmM7B1Pj8zH+ZHozV8fWZni85wyP95IVsd+0FGF4vF7gCcPjre0QsG/fPob36sebi+fRVlUO2bOobPSx+rh9W1X2snLL/vCa7b/n0Pk27rjJzlPrtrFshIsgE945fpaoqCi2dy1bApRah5Hw8HBdO4SGx9s4MN4py4mOfBidhFKa6+lhnMTeozudzpRzdl0uA2KDmJ47hLYtizjn7Dv3yQPfnH7s3rs5WJjDw4d9XPxsDxO7hZD/xgECl5p4a3g4b5U3L+Pq9JQAzJ49G7ld3eV2mSbA5G6hAA/K7QoDME1TGbFOTniryHzsNYjuSt17G6hwtpP61KtUXUkh2RnEwS+OMfvW21ny9i76TJ9L54Q0EpK2Un/Wj+GIxH90PxdbA1Q1A7CTq/cCSxbMB1gEpJtyu+LaAgGs8WgHeO6553iltJkB9+XgP3ueS8U7sSX46J/SlS1P5pOYNYjgOQUMiEgn8soVnt//AcHHP+XprrW0t4WzoaSKQEwn/rR8IZf98Mvi8wbwvOHxVjscDqX36w/wDHACuV22hIQE5eXlXcsFoO+A3lqzuUi1cx7QitujdHnTJL0wJErlH21U42frlWFHmyfepcrcsWo4c0y+f5Tp7Bu/UtHoeL0wtoumdEGrhsaopb1dzz77rBaMz5bcLnN6d6eam5vl9Xr/xVdcXHwdOaDQ0FC1XmmRLRTlJEZox+P5OrJnldaOilH7F++r7YOJapwyVMuzeyk5OEyFc3tp3ZrFOjW/n26LR+fmzlRspxjV113Qw72dktu1Wm7XzCkDM+R2u1VUVHQ9Z2FhoQDkdkXL7bLbwxwK+PyKdobr06l3KtoWpt8+M0P5mTGKdpiqfnKE6uZOUPXy4WopfV8LbkvWy8O7a9e0LMWGmtqZe4cC/oDy7hymquWLJLerm9yuOLldIcHBwTc2DEVFRerRo8e1jVMnKzVt0v0KNAfUummqshwxcsWjjMw0jeniVFvV39S0crI+X5qtw7t3aU6fRJ0v3a0FvTvr5SEx2j23jwL+Zn35+BTJ7bJ31HU4HN8l74BhGMrPzxfAvKlTlXJTrPyBK9qzYYUu7Jml2gfu1O6ce9R4cKtKp/fRhRey1bZlmt4bl6jSRXfr5Ly7tGhUnI4vH6XAgQ/U1tqgN9e+/m1Cye2a+W/JbTabgoODZZqmiouLdfZcnV5+aYV6dk9Wi88nR6hNjZtnaN+47hochX6T1UWXS3LUdCBXvx4YpQe7OVW7daJmZqVr27vbFPC1KCkpSalRTsntmh4ZGang4GCtWrXq+x0AlJ6erkAgoMNHSmQzg+RrbdEnR/eqzf+lAl88pY339FRVwSidnTlKdYfuk+/4NO2YOFqnCm5Xw+YCfRN4TyfK9yoyKuxaQ6mdO8vv9wuQYRjXCTBvEGBUVFRQUlLCwP4DwDRwuVKpqThNXERP0getJCXoIoFgJ7H3pnI5UpgRMVQ2NhAflcLYvA2MjpnI8IHZjBszGpvNxsiRI6k8fRqHw4HdbkeS8UMOALB06VKFhYWpqalJdee/VkKncC0oyFPW0HRl3+KQv+ZNDY+PUWvxQ9r+0D1KCDLV5n1RQwfHaXzOeBU8NF1hzlC1t7dr9uzZcjqdP2j7d1BWVqZAIKD29nZFR0fLNE2FhoYoyGZo67ub1NJ6Xq2+U/p4xULNevBuXfFVq3dmuvr1z5BpmgoJCVE8KLeP68cRfxtxcXHatn6dDMOQYRgKCgrSLYP66dbBfTXsrlv08dEPldj5JtWeqtCceZM1MKuXeqS7ZLMFKSIiQmFhYTpy5Ih69uz500XA1R+TzWZTZGSk4uPjZZiGBvVJ0Z83Pa2LrQ2quVimBXPHKtwZKofDIbvdrtjYWEVERCg2Nva/I/8+HC8vk2E31Kt3N8UkhIkgOm7R/wnfdbCuUYWGhgoQINM0BWjhpIk/uuP/PBLfg+LiYu3du5fw8HAeeeSRn1znZ/yM/zv+CQMLEmapOlCSAAAAAElFTkSuQmCC) 0 0, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur64294 1.6666666666667s linear infinite forwards;
}
