@keyframes rwdcur204651 {
0%,4.0666666666667%,100% {cursor:url(data:image/png;base64,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) 6 7, auto;}
4.1666666666667%,8.2333333333333% {cursor:url(data:image/png;base64,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) 6 7, auto;}
8.3333333333333%,12.4% {cursor:url(data:image/png;base64,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) 6 7, auto;}
12.5%,16.566666666667% {cursor:url(data:image/png;base64,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) 6 7, auto;}
16.666666666667%,20.733333333333% {cursor:url(data:image/png;base64,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) 6 7, auto;}
20.833333333333%,24.9% {cursor:url(data:image/png;base64,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) 6 7, auto;}
25%,29.066666666667% {cursor:url(data:image/png;base64,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) 6 7, auto;}
29.166666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 6 7, auto;}
33.333333333333%,37.4% {cursor:url(data:image/png;base64,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) 6 7, auto;}
37.5%,41.566666666667% {cursor:url(data:image/png;base64,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) 6 7, auto;}
41.666666666667%,45.733333333333% {cursor:url(data:image/png;base64,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) 6 7, auto;}
45.833333333333%,49.9% {cursor:url(data:image/png;base64,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) 6 7, auto;}
50%,54.066666666667% {cursor:url(data:image/png;base64,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) 6 7, auto;}
54.166666666667%,58.233333333333% {cursor:url(data:image/png;base64,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) 6 7, auto;}
58.333333333333%,62.4% {cursor:url(data:image/png;base64,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) 6 7, auto;}
62.5%,66.566666666667% {cursor:url(data:image/png;base64,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) 6 7, auto;}
66.666666666667%,70.733333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACGklEQVRYhe2WP25UMRDGf2NZT0u0LAitIoRSUKAcghJRcYA0gKIoNFTpuAdn4BIIIZSKghtQUFEgugRFS7RavaHweOM19ltvihSwn2TtW3s883nm8x/YYov/HVLpd8l3f9MEHNCp6m8RuQUsrA3BZS2iz1oTPDBRAzCxviH7sQ4AGK/xsYIO2A0T15JYkoV6G/Lh/nIZ+paGIqCq58BO5sABI1U9l6SQaegGH21piQ5E5A4wI2jCEbK1ElxETmzcq+rbSC7xcdt89M0EKiR8TsDwCbgERhVXnY1vRqBAoq/Mv0gDFOBJSl/SQBMJCvVMoarfcm2IyHNCeZbkNiaQkPiJlSATXaeqPwrBj4FTYJ4S2KgEBRJfReQo8bMIfcXgH1hfHiCI50Ftb1cOmkfAfj7Hxl4Be1TOgaYMhFWkq5cTwk6Y2arOqKv+1Gzi9l2LlQzYKt6kq7O+feC+rWxCIWtmt0cQbBGDGbD6vQa+FIZjBi5TP+kJaBi8zEq7oI8TbNu8B85E5Dg6NwF+zwIsROQwjtv8Q65xnXtCSp8BU+AucA94WCjD1Ow9MK2UINo0wxF0EFtnv1PgRab+XRt3Rvog086B9VfPm9YXkSMIaQw8sf8zwrl/YTYjC/ZUVd+JyEvgI/CLgb1fI1CC5yojnnCizRPn3kjuAI+Bz1wJtSrCTQjA6rOr9NTKb8j5UPDrEGjBjT1ot/g38AelN3eCsiXL5AAAAABJRU5ErkJggg==) 6 7, auto;}
70.833333333333%,74.9% {cursor:url(data:image/png;base64,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) 6 7, auto;}
75%,79.066666666667% {cursor:url(data:image/png;base64,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) 6 7, auto;}
79.166666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 6 7, auto;}
83.333333333333%,87.4% {cursor:url(data:image/png;base64,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) 6 7, auto;}
87.5%,91.566666666667% {cursor:url(data:image/png;base64,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) 6 7, auto;}
91.666666666667%,95.733333333333% {cursor:url(data:image/png;base64,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) 6 7, auto;}
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}
div.testarea{
animation:rwdcur204651 4.8s linear infinite forwards;
}