@keyframes rwdcur226770 {
0%,4.0666666666667%,100% {cursor:url(data:image/png;base64,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) 4 4, auto;}
4.1666666666667%,8.2333333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAElElEQVRYhe2Xa2hbZRjHf83lNE03l4Xu0kuia3dpM9c1srZexkQtZSBYixd0G9MvgojQsdJPgn7TSj+oOF32ZSBOVmcHWllloKgzTUsnRbHdzNx2urp2PSVN213amOSc1w85p4vZiUuG4Ad94OE9HN7z/H/nf9687xP4P/7rUZDnfIueErAacOr3F4BpIA5oev6jAIZwCbAHaAS8GQDjwABwBIjmCnI7AEPYa7fb2xoaGva0tLS4vV4vNTU1lJSUoGkakUiEcDjM+Pg4vb290cHBwSPJZPId4HKuINnEbcA24GRHR4caCoWEoigiGo2apqIoIhgMira2NhX4Sn/WptfKW1wCtvn9/iuBQGBJ4NSpU6Kzs1PU1dUJl8sl3G63qK+vF11dXSIYDC4BBgIB0djYeOVOIWzAeuBkU1OTGB4eFrIsi0AgIHw+nwBMs7a2Vhw6dEiMjY2JyclJEQgEhO5EpV4z57d3YLW973l6n1r62POiu7tb7N69O6twZu7du1fIsixmZmZEe3u7arfb39MdzckFG1Dh2rJ99r53vxf3vt4t/H5/zuJGHjx4UExNTYn+/n7R0NAwA5SZuZBJZCy8Xe76na6i0kqKSiu5VODO0bybceDAAcLhMFVVVbS2trqBXZisBTNLHEBjUdk6LHYJybWaFZsfzBtgdHSUYDCIJEl4PB6AB/TafwkzB9YC3uK7N6duFBZRfI8vbwCAo0ePAuDz+SC1ca3N1LRkXFuAZYDTflfKdpFMoMX/yFvcZrNRXV0NgMvlgtSu6UzTSc0zedYCWEQyAfZCzn24n+ng53kDHD58mObmZgAkSUqvfYtYZiwAC8nrcwBcv/AzJON5AzidziXhaDS6VDcXgGng8o1LZwBY88izeYsDjIyMEIvFADh79iykzoXI3wEYB0YMOB2b/h2RTOCq3YHTszFvgIGBARRFIR6PI8sywGm9dlYAA0IDjkVCX84tXrmI07OJipZX8gYI/TaJLMvIskxfX98ccCyt/tLpaDV51grEE7PTpbblLv/K2h0FjlUe4rMKN8bO5CS+5tHnKN35IleH+piYmNB6eno+UlX1BJDQU2QDMPoDi9DUC/OjoU3O8g3rir01rNz6MM6KDcSUMRLzt3xKAIq91ax74Q3KH38Jq2MZg309fH38k29VVX0TmOFmx5QVQOgQgtT3Op+4OtNsdS5ftrxqK86Kjazw3U9R+XoS8xHU2AIWeyHFnk1UtL5K+RMvs3LLQ1gdxUSHv2F+pH8qHp3aB4T1eqqet7xxehgbhUPPOuA17zP7d6za/qSlqKyKAqv5ySrUJIuTF4mEerVLn3Z9B7wF/KSLxzDpjszWgEgbBan+bmj+3I/W2MT5Si0ecySvRbFIDixSIUJVic8pXPt1iLlfgkx88cGc8sPxj9G0t4FzwKJuvZopns2BdCdspM5xSXejBHiKVJdTxs3DJUbqdz4MfKZDx3ThOJA0E78dQDqEAWKMDlJtuUOfY7TlhmgybcwqnguAAWGkLWNMDy1NzBhv2xHn88ckHYSM63ShnITvBCATxizuqP//V+NPxPD+yElWYI8AAAAASUVORK5CYII=) 4 4, auto;}
8.3333333333333%,12.4% {cursor:url(data:image/png;base64,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) 4 4, auto;}
12.5%,16.566666666667% {cursor:url(data:image/png;base64,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) 4 4, auto;}
16.666666666667%,20.733333333333% {cursor:url(data:image/png;base64,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) 4 4, auto;}
20.833333333333%,24.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
25%,29.066666666667% {cursor:url(data:image/png;base64,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) 4 4, auto;}
29.166666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 4 4, auto;}
33.333333333333%,37.4% {cursor:url(data:image/png;base64,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) 4 4, auto;}
37.5%,41.566666666667% {cursor:url(data:image/png;base64,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) 4 4, auto;}
41.666666666667%,45.733333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE5ElEQVRYhe2XX0xTVxzHP70ttLQKyioRIihGq0AcDl2kbHF7ELdsmu0B4kKMRpLFJ5a4LOHBuWQPLouJ2RZZiDiXjM1lAeKaYLI/mVFXBSKKuiVacZJaWIFaammkFErv2cO9F0ttoSx7WLJ9k5PT27S/7+f8+Z3fufC//uvSLfL3ktoygZWAGZCBCDACTKvP8j8NoBlbgTrgBWCVCgAQBjxAN/At4E8XZCEAzbhIyjQ15JRW7ntm22u5RmsBljVlGCw56PQZTD8aYXLoHpMjbsau/hgI3u7+hpnoJ8DQQiDzAWjmm4Gjq99q3GGt2i1l5a9Fp9cn/YOYiTI5PIC/+5z84LtjPwNHgJvzQaQCmDVfXv5S58qd+1da7a8jR6cJD90l+PtlfBfaiPg8iFiMrIJi8rbXsOzZ7ZgLbUgZRh46zzL8U+vI+O3uN4C+VBDJh6J8vwY4Xrzvg/LcrdXEJh/j7zmH+6sP8V3qIDr+EDEzjYjNEA0+JHjrEqE7PRhMFkx5hVhWl6A3L13i7+5cDVwGQukCSECGlGk6UrTnvT35r+zXxSIT3P/yfTxtx4mO+1MwQzQ0xvS4n+WbXyZzWR6Woo3odFLxuKtXQo79Agi1zTFLBmDN3vj8XmvlLkmOTjF29Qd8F9tTGsdr6brnMFhyZp+t9l1S9rrNe1Ey6Cm/xC8kwADstdp3L8vKX0t46B5Djs/TMgcI3e3l0c0LTI0NI+QYWfnFrHjxzVyU9DUkeiabAROwzbSiEJ1eT/A3J+HB/rQBHt+/xd0T7+A+cxTfpQ5iUxFMeYUAdjX2HBkSniWUE26VuWgDAL5f05v6OZJlfBfbCfV0ktN3luDyDQBFauzHxG3G+BnQUm8JYM5YmgsIJofdiwdQpdPp+PTYUd7emg/KqWmO83kKYA7In+damHhwBzkW/dsARqORkpISDhw4kNIvGUAYCNcWRDF8/1FC0ixO69evB8Dv92txI+kA+IChiooK2r/+guYTn1FXV4c+xfE7n2prawHo7+8HpS745gPQNkYE6PV4PBiNRmpqajh8+DDNzc1UVFSkbb5p0yaqqqqIRqN4PB6AXpLMQKIMKJvQVllZ+airq0sEAgERCASEy+US9fX12km2YDt16pQYHR0VV65cEXa7fQxYp8aek3mJS6AVDH9fX19bZ2fnbLqEQiFu3LiR1ujr6+uprq4mIyMDh8MhX7t2rQ0IkMYdQbvtZKOU4fOnT58WXq9XDAwMiKamJlFaWpp0xJIkifLyctHS0iLcbrfwer3i5MmTAjivxspWY88ZdOLOEiglWqCs1x8+n+9Vs9ls2bJlCzabDbvdjs1mIxAIMDU1hcVioaysjEOHDnHw4EGqqqowm804HA5aW1tHBgcH3wVcaryY2uaVVg+WoBSQncCFhoaGmNPpFMPDw7P7IrGNjo6Krq4u0djYGFNHvkONoa39U1mXLLdEXC+AMeDq9evX9S6Xa+3ExIRJzWsMBgPhcBiv10tPTw9Op5OmpqZgR0fHGVmWPwb6gUmUy2qMJOu/0JXMgLJumSiFJBeoBbYCBTwpLhGUPO8D2lE2XEQ1ngZmkpkvBBAPoYFovQnI48m1PIxyE9ZMZ+L6lObpAGgQWjMk9PGS48y0fsG0W8yLSTwICZ/jjdIy/jsAiTDJlPYb0b9GfwGOlAQ3m2zXhAAAAABJRU5ErkJggg==) 4 4, auto;}
45.833333333333%,49.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
50%,54.066666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEuklEQVRYhe2XX2hbdRTHP7lNbtJ0toPE0rpujQPbraToQ9U2OMZgsErNk+ukrK74oE6EWajFhyk+ORD1YXtYt/ogqzLEraUyB3NQ3NqSro3I0IBubnTakSa3aZaU2SY3f34+3HtnmmZtIj4IeuDwu/y493y/58/vnN+F/+W/LqYS35d0lYFqwK7vLwMKoAJZXf9RAgawE+gG2oC6PAK/A1PAWSBSLJGNCBjA2ySL9a3Kna2HnG0dm23V26io34m50oHJJJFaWuD+bICkcpcF39fR+C/+IdKp48DdjYisR8AAfwr4oL7rnb3ONq9UXrsdU1lZwQ9EJsNK8BaRqQvZ37786DLwHnB9PRIPI/AAfHPzrgu1+3pqnB4v2ZTK8t2bxH6cQBk/z8r8LCaTifKax6nevZ+q5uew1zUgWWSU8RHCY2dDsZ8mvOuRKOyKtu8CPnG9/O6Tjmf2kUn8QWTqG2Y/e5+FiWFSMQWRTiHSKmpM4d71Kyz9PI3Z/gi2R+uocDUhWaybFq9ddAGTwNLDolDIextwfNuBvsyukbBoG7ohqnd3CqAord69X7QN3RC7RsKi/qW3M5SZj6OdHKkQWKE9J3DIXFElZVMqizOXUK6eK4Y8AMrV8yzOXCKbUnG2eaWqHU93ox3bNXj5KZAAC/BaV1fXC7XJMLdCUYIXPyUVjxRNAGA5eJuqplbsWxsRaqI8+sNYGPCjpUEY75kLfGsDnvV6vVitVkZeeZX0UrQkcIBUbIHU/XuYysxYq7eC1jsG0ZrVA8kPiQTUAHVNTU3s2bOH/jdfx2azlUzgiTc+pmpnKwAV9U2gNa6afEwp71kCNgF2h8MBQGdnJx0dHSUTMNsrkSwyAJZKJ2hd056Ds4bAagNmLTsul4vu7u6SCcxfHmIleBsAkXkQ9aJOQQJYjkS0olNVlXg8XjKBiP9bwvrJSWk1tKzrKilUhAoQDAQCbNmyBZ/Px5EjR0omQDpF4soXRBtaEGkVIIg2pFZJbgSMLpUA/HNzc6TTaRwOB7W1tSXju91ujh49inL1HJFrFwGmddvrihmtCHe0trbem5ycFKFQSAwMDBTdBQ0dGBgQoVBIHDt2TACLQINue1XU82vAGBiK3+//anR0NCvLMu3t7Rw8eLBo73t6emhvb0eWZSKRSBY4T5F3BOO2U4k2hsdOnjwpgsGgmJ2dFadPnxZut1tIkrTGY0mSRHNzsxgcHBR37twRwWBQnDp1SgBjuq1KCsyD/FYs0Ea0QMvXzVgs9rwsyxUtLS00NDTg8XhobGwkHo+TTCYpLy/H7XbT29vL4cOH8Xg82O12RkdHOXPmTGhubq4X+BVYATK6risSf9WCE9gLfNfX15eZmJgQ4XBYRKPRghoOh4XP5xP9/f0Z3fO9ug0j9xsOIyMKxiqAKDAzMzNTFggEticSCZuiKFitViwWC8lkkvn5eaanpxkfH+fEiROx4eHhz7PZ7IfATd1zVfd8Tf43upKZ0fImow0pJ/Ai0AI8pu+Blq4g8D0wjFZwCR1YBdKFwDcikEvCIGKsNgpfyw3QdM76UPBiCBgkDDXnrbmSzQEz1g2PXSk/JrlEyHvOBSoK+O8QyCdTSIr+I/rXyJ907f7PDKitJQAAAABJRU5ErkJggg==) 4 4, auto;}
54.166666666667%,58.233333333333% {cursor:url(data:image/png;base64,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) 4 4, auto;}
58.333333333333%,62.4% {cursor:url(data:image/png;base64,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) 4 4, auto;}
62.5%,66.566666666667% {cursor:url(data:image/png;base64,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) 4 4, auto;}
66.666666666667%,70.733333333333% {cursor:url(data:image/png;base64,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) 4 4, auto;}
70.833333333333%,74.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
75%,79.066666666667% {cursor:url(data:image/png;base64,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) 4 4, auto;}
79.166666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 4 4, auto;}
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87.5%,91.566666666667% {cursor:url(data:image/png;base64,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) 4 4, auto;}
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}
div.testarea{
animation:rwdcur226770 0.8s linear infinite forwards;
}
