@keyframes rwdcur71752 {
0%,3.9%,100% {cursor:url(data:image/png;base64,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) 4 5, auto;}
4%,7.9% {cursor:url(data:image/png;base64,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) 4 5, auto;}
8%,11.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACj0lEQVRYhe2VTUhUURTHf3dm3nP8GGemJhKswGSaYDBLoVJECgyCPiRatglatWzTIlpUSBDUoqJFq6JlJtEmhIyMBCkSFEPoQzNQ0Ch1/Gje07HTYsYZn6M2Y75p43/37nnnnt8793/Pgw1t6D9LLV04AqIDX4ApIA/4usx76yXH0oUXoGodii2AG8hHsR8kjBI7AFb8sjqQyQSEAmZRjCFsBd6tY0dW3agGRAN+AS5gBigmfjQxFH3IP4P8dYOTIOPAm0Vre4l7QwFaPLZmkIwSj4NEgZep9wWgATCAGLADeLwGkIwTjoKMAN3WHEnECHs1/IBjco5Lkvm+WRHXJTrRlZ4nAHdL3MioQbFSnP2dmT/SruFq6gAVJt6NJSHV6tdxxITNbmfGxbMGAHgE6oTuoK2s0ALxw5jHnI5xJjpv29CyKNockns+bTGE3NEd0lLotGVgLau+Br+8Lbd0Qt6HPNKeADsG0tsYsBdo6HSpdFb6LBC9VT65riVHt5j9e+yF6NhXJBdVypiR27tk6FyJ3HSlINpDHnshLiukxa/Jz/M7k0V7q30yci2YfD6VfnuyvwUrqUlQHqVwepJbqoquCVylhUy1VQugngLPC2w2aeR+SIxIo8UT061V8qDIlezE64BuL4QRaUyDeLVJlyspn0hPpVdgHY9gsdzeZwoRjLFDCwXV4bFZagtcfKoPCKDcXi0esANgQcaToHAwD/e2D8m/6PiFMvK360SH5/DfGrB/as5cDYp5Y7flOMxvFWIMVOZuYk41lYnZXG6BML435A4AYLazXIzRpCcwBuvtM+Fy0mv6Fc4JzJ6wACjnDDkFAHAHupX6bGB+DIkajOWytFVzD4NiDB/IrQdW0h/09e30b0ehYAAAAABJRU5ErkJggg==) 4 5, auto;}
12%,15.9% {cursor:url(data:image/png;base64,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) 4 5, auto;}
16%,19.9% {cursor:url(data:image/png;base64,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) 4 5, auto;}
20%,23.9% {cursor:url(data:image/png;base64,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) 4 5, auto;}
24%,27.9% {cursor:url(data:image/png;base64,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) 4 5, auto;}
28%,31.9% {cursor:url(data:image/png;base64,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) 4 5, auto;}
32%,35.9% {cursor:url(data:image/png;base64,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) 4 5, auto;}
36%,39.9% {cursor:url(data:image/png;base64,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) 4 5, auto;}
40%,43.9% {cursor:url(data:image/png;base64,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) 4 5, auto;}
44%,47.9% {cursor:url(data:image/png;base64,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) 4 5, auto;}
48%,51.9% {cursor:url(data:image/png;base64,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) 4 5, auto;}
52%,55.9% {cursor:url(data:image/png;base64,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) 4 5, auto;}
56%,59.9% {cursor:url(data:image/png;base64,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) 4 5, auto;}
60%,63.9% {cursor:url(data:image/png;base64,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) 4 5, auto;}
64%,67.9% {cursor:url(data:image/png;base64,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) 4 5, auto;}
68%,71.9% {cursor:url(data:image/png;base64,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) 4 5, auto;}
72%,75.9% {cursor:url(data:image/png;base64,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) 4 5, auto;}
76%,79.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACaklEQVRYhe2WTUgUYRjHf8/suu2ubWuxal9agaJZSUKfsqEngwglEArqUhQU0aGoiIguQbeCiG4FdYguUVjXQpO+xOgigUQGSUlRyW5ojpvr08HZsdkW0fDdLv5gGPZlZt/f/J9nHgbmmOM/I9kLS0HHEcpQQkAKeJnjutnCyl4YAPH/YRcC1iBaDpoXAYCPqIwDaSAIRJw01oKun2WRKaNtBF0MfAOSztp855wGOmehNDkTyNABUigQA7qdox0oBUqAA6BPNi80UhoPhwXd4o1eAT0iou93l2oTaP0/lmbaEcadDZ5671GAgwL9ChEmSvXI1FuzEfS85HxSBbQVNA7aOIM0puyBbLpB+hTO/i0he4AA8IuJ3jEiAHAbZADI6gkKnD/rMji0PMRBG7Ia82qB6HFLzL8VGbaD7s2SaIsW6CGnRA2g+w1NUJczgrZkSVwu9OmOyTXt2VBkVuKEoBfDPneTV5sW6WlBT002q47eqTUr0VmzQN82xPTTvuXuprcs9OE8y/1tJ5rNSnw9Vq7DFyo95XhWFtLXNRFX4kd73KzEyPWVmnq+zCMxeHKFjr6pcyWuFPrMSqQ6yvXdzmKPROp+tdr31rkSXdUTqcx4EE2HQGO/JD6PcUPcmSCBXb2MJxU72aKALKmKmNjay92wT4duVniSsBPNavds05Fzq80lkKH1Z1qkthj7S5ObRLDoARK28EfyM7EBsJMtOvK4zpNE4miF+QQyBKNtIuEgvfXu15OkhsbImwBAcOsLEb9FX1OJAoRigfwKAFR1fpdoZYjhS6vU57fyLwAQu/ZB0oOCL5rHJpyK363D3LCFQMnOAAAAAElFTkSuQmCC) 4 5, auto;}
80%,83.9% {cursor:url(data:image/png;base64,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) 4 5, auto;}
84%,87.9% {cursor:url(data:image/png;base64,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) 4 5, auto;}
88%,91.9% {cursor:url(data:image/png;base64,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) 4 5, auto;}
92%,95.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACeklEQVRYhe2Vy0uUURiHn3euXgZv4yW8TJqXjO5hUGmLEiJEKBC1TcvAaBN0QaidtGllQf+BqwQpEAzBTavSqCTN0JTEisLBazEzJrwtphk9auak37jx2Z3zne97n/M73zkHdthhm5GVHYdAQwg2lFnAi/AOXTXOMgGACtBF4DuCB0hH8QNjfxm/GWxrdb4CSQPcKAK4ADfgA60E3UqBdWe0D1EXsAtlEphHSENJAPzA0BYksmYCEYZQcaIUAK+BEZQ+YAEI/BGs2WQi6wpAeDmyBc6HmwLIS+AT4cqzwEFET/2nyIYjrAWdAPrNdxRgP5AEVAlMKrTF8N1/JhChE8QNNIkxUwFkEOgDcoBMgfoY0tiwAEAviFPDaax4JPVACMhy2mi3YLsa1IDWrZBocdr0kV22dIuuy21Br5vLoT15idp/NDV+Eq0O0QYzCR0+k6XfLvsU4Iagjx0Wp9IkaHuS3ZD43JCvbTnuSJ9+bcy3VmKgMlOnbu2OFhmpztZWj0MvLaWj3ckOayUmGnP1/WmvTtTnRYteAx2vy422h2u81koMnvTq+MVcYzmmH/g01Fkelfh5t8xaibnmYp2+WmxIBGdq1d9SGJXw3/RZKxG4X6bPSz2GxNTDvdqxdE5ob1GytRI/nh7WF4VJhsQTl02fpTgV4EOVxf8DwPSdYg10nzAk3h5I0Y9ns3X0XI5CjHdBrKTfGxXx2AmOVUck5MjAHL8Ci7g8ditLmwTHqvXN8QwjCf+VIusTiJCwp0cyCxLpSokeRmJLDF+YcREAKOj4IiUVGcw3lyiAKzWOS7CcYFephsaP6UJPefxuzVUSsxc0OFO7fQLL+Q1KlObDzO10ZwAAAABJRU5ErkJggg==) 4 5, auto;}
96%,99.9% {cursor:url(data:image/png;base64,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) 4 5, auto;}
}
div.testarea{
animation:rwdcur71752 0.83333333333333s linear infinite forwards;
}
