@keyframes rwdcur229515 {
0%,4.9%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
5%,9.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,14.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15%,19.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEB0lEQVRYhcWXT0xjVRTGf6Wt2HaojyntlILUUAYVlIkSZSSTaEaMs9CdCa4wmcS1bFwQx6VxMYl/Fm7Y6SzcTDJmdKFmNLDhTwyRmIAJtKSvmZa2r4VS2r4ArddFeVdaijxAmZM0t+/e2/t957zvnJ4Lj9gs5wHi8vaJRvNFbflc8CWJm3dWxM07K6JrdFIYpGwnPcg5MCa98W5NA6A98apcL/3xjQUgMDIhEg8+lR56ro83PM80AQNY8XWQS8dRfB04+ifIaypd3iAAeU2FgTHR1T9MbGlG/rZrdFKMvPUaAA9+mDo5AefAmFB8HQC498GMMTT0CpH5WXLpOINvvwPAwvd3ZSTqwbO/flFztmkRBEYmhNsbxNsdQFtL4O0OyLXLvb3M/DhFbGmGncQClczSkeCG8FzePlHUli3HRsDw3gC/3NsrQVdXVuRYJTRMDNgB0fH6BxwFDv9kgKkIOPff60Gv601bS8jvRiTe+/xeQ/CDZkoDO4kF6B+uAasnk9dUcuk4AO9+eAto7Hm9NZkhUMksWfKaKr3Ma6okAhCZn8W++m2V6L6ZAQewmiEQGJkQuXScnqtDaGsJUtFl7HaF2NIMdrtCKrrMlyNOfosm2NzIkEzpbM59barSHRsB58CYSC3ex7s1jbaWqOb9fp4rvg459r90DajWqFw6brrMmk5D58CY2Eks0BwYrClGqcX7NAcGgapWmgODcjRqwakJ+DqfFbbHHDhcCtH1FJ2uAjZ3iOh6ir7efiKFx6vl2FI95mHBZRr4WAKB7heFx98DQGk7QzkfQa84a/a0tLajF3PYK9kqgeIFOl0FVFU1TeDINCzv6ofAW1rbAXC2tAGQTYZxuBT0ItgrWZ578gKdnU8DCLMk/rUOGACG6cWcfM4mw5R3dXSQJHIbSTOYNXZkFjisJW7fuIRezMlnw0rbGTlX3tVxtrTh8fdgc4fQtvYOvapTEQB4/uVr3L5xCQCbO4TDpcjwG5FwWEtkk2FK2xmph/TDP88uQoBgMCibD5s7hF7MYQgTIB+fR1VVy8F9JxEgHBMBVVUt4upHADzzlEJ5V6e0nSGbDJNNhmv2GZ+TgMMxETD+z3+59QZ7Vg8fj7+Pv91Pcj3JT1PT/L4we2KPTROobyYsc5+wZ/XsK74qTHsle2YCDdOwEbhy0c9fjqDcU85HzoIrrQlq+/ZG4IEXvqIgrtCkq2STYbY31wFQLvprhHoakxFwefuE5/r4oTaqzQlDoTkI+bh3N4kdsFur4Ftbm2fBriUw+tl3cvJgM9EWDIrVlWW5ZqRdQVyhWI6ixX7+bzVQ38moqmqxtb4p8htRtJgq51Anz4J7mED9heGgRRYn/7c7nOzRGy2e6+XxUdnfkSka+zmqClsAAAAASUVORK5CYII=) 15 15, auto;}
20%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,34.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,44.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,54.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,64.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEDUlEQVRYheWXX2jbVRTHP/3naLJ0sc2vbknJT6NJZ+OiGLfMUtgsBVFWfKlW99CHPgrK2JMb04cxGEMZRRBG96LtxAmFyebDJkVXhDhhRVEysDWjv5ikXf6sSUpaaxuuDzGXJM0vaavzZQd+/MK55+b7ueece28CD7vVPWgBo9IlKvmz8TsPXLsEYnh8RgyPzwj74KgohmrUm2TtOyGik2clpcEzJACU9NSGWE3Tqq6mrfeY7pguQCoWYe9bF0Qo4Jc+c7uNOIcwt9tIxSLyrapTQg/CPjgq+o4cBmDy65sbxquSGzxDwts/wPS1CezubgAUh5X43SiKwyr9oYAfJT21IRPl4slvR+RYoQfqqwGsRqeZvjaBt3+ATFxDcVhLIAp+u7ub+K5DQL50euLZ+J268ubTBWiwuMUOqxe7uxunyyX98btRADJxDafLxZO+FwkF/Njd3Rg8QyI6ebZOT7x89boAxeKKw4r/+k1SsQhOl0sKp2IR/Ndv4nS58PYPyDLUEi+3ik2YSwTqlhMBQiAUxz/pT08xOzMAwOzMDLeOd3LwvJ9MXKNFUcn3Crx55DCXPzyD5ememuKwhSZ07rExOx/Jr/bSOwCsOY+SikWA/A5pUVRCAf+mxaFKD1j7TojV6LSsOcCt450Ef/wB896jjI2NAXCxJ46SnuLez1fpfrV3S+JVAQorg/xueO3UadwvvSz9Pp+PVCzCvgM9Mm4zNa9qqqqKwtNgcQvIl+EN7xMip92Wzwffr4mcdlt8/vYrMtbgGRJ65341KyFVVVU84/ECEA5HSN1fAPJH7evPPy4uX5mQsYHvbtB36hLJP+vZYfXKU3H5l7EtrX5DcDHET4E5mo1mlhbnK042PbqH9UyQcHYnuURgW2mvuA3D4QgdHTbW/1oBo5nH7Pt0v2AZ6CCIltiOvM42VFVV1nKtoY1mo1mOGUyWUoClBCvZFE25ZM1bcdMAejAFIIBmo1nCLC8lWM8EtwVQ9TKCfAMK6rB22Dk9M0xTLsmB51ysZFMypjwr/ymAfXBU9J35hkj4Dz492Q7AxQsf88m590ku/C7j1hraNmTrXwMUXywcPElw4hyOgfd4Yf9+PvviSwlxL/RrvmG3Ybo1q3arFa905KMRFuYX+E2LcGViXM7fbD/IIKPSJQoCta5UVVVFi80nm6/F5gPyzbizMUs6vYjIrW4KouQcMCpdoq33GFu5zwvCBpMFg8mCqekRAKLJXYBWMwMlAIPnv5Kfq4mbW3djaspQ35glBaxngmQyQQDqW3eTTi/S0vos8VBN/conYTVxVVVFOr0IQOFdnGpN01BVVWTuz9VWLweo9LO53JZFJ0953iU2dxWRu1Gxznlf7fRDWRNWCvhf/0I9lPY3cE82otmqzRkAAAAASUVORK5CYII=) 15 15, auto;}
75%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,84.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,94.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
95%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur229515 3.3333333333333s linear infinite forwards;
}
