@keyframes rwdcur157935 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 12 7, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 12 7, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 12 7, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 12 7, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 12 7, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAG90lEQVRYhe2XW2wU1x3Gvzlz3dmr9+bdZW0WMBfbgDFgKBawkZw2KCJ5QXmIUCQkeHaE0iqRcFWhqqoqVUIrmgceQH3qY6uqeWgjWdFGoKpygzBGViANeMHYBpb17s7senbOmTN98GxisB1w1bf2SEez57Lz/f7fuQ7w//S/noQN9CXr1PP/OkA+/2sJEAG4KBY/Zp54O7dh2sJ8Rd5weiGqfP5DKZ//pQbIAb9fCVDa1Hp735e8fhIAZXp6+icAdC8rXr308rs2DJDPFySgSwK0iCSR5MhIf9/gYC4KuG0RBYDe29v7l8uXL/8MQARA6CWQlS5t1IGKJIpCVJaV7LvvDh1iDNHbtx9y2zbb0esAQowxnDt37pMLFy6cBRD1QFZCbNyB5ei1ACFqZmhox/5EIrxzfPxuxbYZp9Qm3ss1AIF6vc4Nw7gzOjr6yenTp0+ucCLwkhMbckCSJDEqSWpu//7M4bt3n9UYs21Ka5ZhzHGsGIJ6vY5EIvFjzvnX58+f/8Xw8PBRz4m1huN1AWYChIipgYHOPaGQkpqYKC1w7jQdp8UWF+9wr58CQDEMgwuCsJBKpT4Oh8O3x8bGfpVOp3dj/TnxwwD5fEGS5Zguy2Jq9+7k3sePq03Om5brLpnV6i0LLy5BqVartf97p6en51Imk7l19erVS4lEYsd/4gQBIHFOApKkpzZvjudmZ6tNwLIoLdvLQb3Ql1iW1V7vswDKAwMDV1Kp1PS1a9c+jcViPRt1ggAVECLrouiLJRLB+Px803Jdx3Zdh5VKf1t3cxEEgQP4F4Dq4ODglWw2e79QKBSi0WhuBYT2KggCNCVCFEUUSSgU8oVqNcoBgXMeYD9knZfmAFQAVPbt23d5165dTy9evFgIBAJZD6ANse4eQQDAdZlECBS/X1Y454ogOMpriEMQBNuDqAKoHjhwoHDw4MHq2NhYQdf1JJaX5kqAtRwAgBYABkodpNNqnBAnIIpVbdOmTas2Fkrpy1ULbQAA1aGhoU8PHTpkjo6OFvx+fxzLc2FdF8hyu2VxbtqmuWRv2xZJiiKSskx0oGcV8YpV0HbBAlD2ACqiKFaOHTt2JZ/P8zNnzlzSdT2wnjiWG0wGSE3G6osPHjyt9PenM198oW4SRS0Zj6vlx49fPOUMw/iufOLECQXAn0+dOjWsaRpRVRWqqkJRFKiqClmW0d/f//a9e/f+UKvVzFXRLAP8k7nu7jpj/rmJifszZ8++8SNFCXQrit6tKOmH4XDY9KLmHsAL4q1WKzk+Pv4RpdTy+jAANoAmgLrnTBPrHNdiqVTiXV3HBUJcvVKhyePHe/t8PkW/e3eu7Dj0CWPEWlyc4QB8AHxHjx59X1XV33ri8evXr/+OUmoCWALQ8MQaXja9suVBMQCul4EVY2JRas1ZlvnN559Pff3WW7u3RiLxPl2P7ItEMql4vFuTJAkAWKPR4IIg/MkTL1BKq16kFW8uPPWeZa/e9AAY1ri4iACQyylw3YgjCKIwO2v4+vq6th4+vLVrYmLGdF2Xuq7UbDbLjuO0pN7e3g+ePXtm3Lhx4zeUUgOA4dlc8wQNVQ1aweBm5vd30nA4x3Q9SRuNhVXRfwdQKpV4LveBLQiGzTknX331yHnnncGBnp70pqmpeUaIJMmy5rqu65pmZXFycvL3tm0bhJCG67o1WZYNRVEMRQk3OzsPIhbbiVisX47Hd0pHjhzzWVbEikS20nL5jrNqDrR/lEp/5V1d2xzOBct1RUxOzjsnT+7bMzCwJTc9/VwWRS2oqgHZNFslQrSWLPtbihJpBoNpu6Nji5tM7iXZ7FFfR8euSDici3Z0ZGInThzZnE53kvl5s0wpt+fn/7FqIoorC7lchLvuzgbQbCwt2ezLL+/XjxzZtv299w7vVRR/58IC8+t6tCMY7IxEIpv1aHS7Px7fGYzFdkTD4e50IJDOalosMzzc3z8ysqePUsf87LPJbxgTa6qqs1JpfBXAqltxPp+XgDc0Uax3q2por88XPPzmmwPDIyN9u3RdViYnZ8rT03NzDx5Unz5/zqqA1IxEVJLJBJWurg49m43p9Xrr6c2bc3+fmPj2JqVLs4BVLRZ/br2stSbA9xA5TZbTUUFwd6iqf6+mBbfv35/rO3BgS3cul4gGg7oiSSJaLceu15fq5bJZfvRo8eHU1JNbk5NPphhrzXDemnMct1Is/nRN8XUBvgf5SAMaAUHQkrKsZmRZykmSLyNJoQ5CAgogw3UF23GcOuet54w1Fyi1FjgnC4yRCmCYQJQVix+ue7K+8sto2Y2DEsA0QuQQIQgBqg5oGiE6BEFinNs257RJCDcp5U3AeaXwawOsDdMNYFYCsl5LhS3fxsCAP6JYLL7OXQIA8G+7svUJDUNM5wAAAABJRU5ErkJggg==) 12 7, auto;}
75%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHHklEQVRYha2XXWwU1xmG3zNz5sfj3fVm7XXXXsdZEwg2hoAxuBQZb5SKyI1yFXrRCiVCykXSi1pClZJSWaq44CJSJbRqIwUpUJRI7QWRquamJQpqLUMTKIEkuJgfF3v9h+1dxrszs7PzP73wbFjXNmAnRxodzezOeZ/vPefMdz5gnS2dztB0+o90ve+t1ciTigKggEcBKxAnDuA7AJyhoXecjQI8MpIl4WkRsEVK2YjvuyLL8ozrwiOEGI5jK4CjAdgwwJoOpNNviUBziGVpI6WRRkK4hq1bE9HW1qcikQivAW7eNI2Jjz++dgewjaGh32wIYgVAOp2mwKuU4/KNhIRTPB9K7duX6ursbG4BGH1sTP7P1FTu1vT03L35+Vzedc3C5cvvGhsRB1adghdESuVGSsPbBCGy7ciRnoPRqBQaHh6/Mjx8+9+mqU6apiqXy7JcKt3XHKfsAWAAeBsBWOZAOv2WSOlTzRwX2Z1I/OCHb7554OXZWSX/0UdXzivK4h1VXZg4ceJn7a+//ot/quqczrKcpyiTRiDubASCfSieoSzrNQhC7e7a2siP3n67/6fj4/nchx9e/FuhcP+bBw9u35ua+mLx/fdPDPG8aX3yybkR0ywyVUH4wUWC/skBluYdUZ6v6ZCkuvTRoz95VVVN64MP/nFe0x5ck+W7d7PZIVXTpoRjx479squrqxeANjw8fC8Yww+ir+6fqDFL3R7KsjWNohh6vr9/V19bW7zx7Nl/fWEY2g1VXbg5PX25oChzjG3bkqIonqqqIwMDA78+fPjwKwCiACIAQgB4LK0rZp0AEDlObBbF0NaXXtqx/bPPbt5TVfm2YSzeyufHC7I86QWDS4qiIB6PH/Q879bRo0d/u3///l4AsQBCWi8Ek06nKccZEY6rSXV3t20Lh0X+/PkbI4ahjum6PLe4eNUKBuMB8KqqeoSQuUQi8U5dXd03g4ODJ5qamrZXObEuCAbYQwkJRSjlmnt6nk3duDG1YFnanG2Xpi3rvlYoFCrbjAFAi8Vi5d2RzZs3n2xubv7q9OnTJ+Px+HMbcYIBQpQQIcJx4XgqFY+Njs4t2LY55bq6XCgQY/l/wRiGUdlq0wDyO3fuPJVIJG6eOXPmvfr6+s3rdYIBdBDCSywbkurrw9L4eEF2Xa/geb7uOCNrvkgI8QCMASh0dXWdamlpuZfJZDKxWCxVBSE+DoJZym48QwjlJYmjuZypuS7RHUcyZmZmHvd9nwUgA5B37dr1+/b29oXjx49nQqFQSwBQgagArIBY9oBlGTiO98RfM0KIFUAUABS6u7sze/bsKQwODmYkSWrE0tasBljNAd4BLM/3HUtVTaepqSbCMJ5IqS4mk8kVucK27f9/NFcBAFDYu3fvez09PdrAwECmtra2AUtrYU0XGECC71u662r6gweq3tYWjVHKxhiGSMDmFcRVu6DiggEgHwDILMvKBw4cOJVOp70jR46clCQptJY4ln7QHN+nim2ruYmJnNzRkWi8cEFoYlkp1tAgzM3MLE8wqqp+e9/f388D+OuhQ4f2i6LICIIAQRDA8zwEQQDHcejs7Hz5zp07fyoWi9pqU0CBq47vb1ccp3b2ypX/Trzxxgv7eD7UQqnUwvNNk3V1dVoQtRcALBM3TbPxwoULv7JtuzorWgB0AErgjI41MiWbzWa9p5/uIwzjS7LsNPT1dXSyLMuNjc3Pe543Vy67erE4CQA1AGp6e3t/LgjC7wLxhosXL/7Btm0NQBlAKRArBZcW3BsBlIOHWROomhPDto1Zw9Buf/rpjZGDB7dtCofrnxWEaHt9fSpaV5fgK9GVSiWPEPKXQDxj23YhiFQO1sJC0OeD51oAUDkvLHOCBYBUiofvR12A9ScnFa6jI/nMjh3J5LVrk4u+TyyALet6zvN9m+/o6Hgtl8uply5dete2bRWAGthcDATVqsjLQeQWHqZpfwVANpv1UqnXLKBkAMCXX87o/f3bn08m62Ojo3kF4F1CGMc0y5Zlqcr169fPmqZZiU6pEi8FomUAZiDsVlm/Yh18eyLKZv/utbZ22r7P6q5LvJGReeXFF9t3bNqUSN69q2oMUwtKJUeWC2OWZRV93yuxrFDyPLtYNfcmALvKbrfK9lUPKWz1TTZ71Wlt/bENOEq57Oqffz4929XV8kxf35ZOlpX4XM4vc1zEEsWYw/PhEiFQKa3RLUstBaJ2lZi7muWPBACAVAqe5+0uEVLQLMvTvv56fhpgnM7O5pa9e59raWhopuFw3OL5qMYw9YYo1qmLi3crVq86z49qjy1MCEEjy4YTLCvGtmyJx5LJcCQc5nTXdRcsqzxx7tylW5o2aYyO/vn7KUyWQyyVZo4TFXmei7iuLbIsG5RmvmFZZcXzTO27FCbrKE5latuUEuJSAPB93+E46TsXp+tu33d5/j+3422/9/YQEwAAAABJRU5ErkJggg==) 12 7, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 12 7, auto;}
}
div.testarea{
animation:rwdcur157935 0.4s linear infinite forwards;
}
