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2.8735632183908%,5.6471264367816% {cursor:url(data:image/png;base64,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) 31 0, auto;}
5.7471264367816%,8.5206896551724% {cursor:url(data:image/png;base64,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) 31 0, auto;}
8.6206896551724%,11.394252873563% {cursor:url(data:image/png;base64,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) 31 0, auto;}
11.494252873563%,14.267816091954% {cursor:url(data:image/png;base64,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) 31 0, auto;}
14.367816091954%,17.141379310345% {cursor:url(data:image/png;base64,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) 31 0, auto;}
17.241379310345%,20.014942528736% {cursor:url(data:image/png;base64,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) 31 0, auto;}
20.114942528736%,22.888505747126% {cursor:url(data:image/png;base64,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) 31 0, auto;}
22.988505747126%,25.762068965517% {cursor:url(data:image/png;base64,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) 31 0, auto;}
25.862068965517%,28.635632183908% {cursor:url(data:image/png;base64,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) 31 0, auto;}
28.735632183908%,31.509195402299% {cursor:url(data:image/png;base64,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) 31 0, auto;}
31.609195402299%,34.38275862069% {cursor:url(data:image/png;base64,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) 31 0, auto;}
34.48275862069%,37.25632183908% {cursor:url(data:image/png;base64,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) 31 0, auto;}
37.35632183908%,40.129885057471% {cursor:url(data:image/png;base64,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) 31 0, auto;}
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54.022988505747%,56.796551724138% {cursor:url(data:image/png;base64,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) 31 0, auto;}
56.896551724138%,59.670114942529% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACK0lEQVRYhe2VX2hSURzHv1fNyaW84nSLbkm5ee3B3KZsUyiI1p+ltEYP7iUoYUjQwxgj6K2nPew5et6oh0WxoECCKNBhSE+mCAOv+a8hjnS45izReXoYPqX54E1f7gcOHA78+H4453fOAXoGuQwQvpfhBwAhPQlnmEY4IdJuh+v18DqdoBkGSKUAWTfDTSZ45+dBV6tAXx/g8wGSdmUej0eQcKsV3uVl0BwHaLUAy7YpcTgcMHKG1/dH9MRiNrs6iTeZCN84c4AQjiPVlZWjecsdkGfTo08mB2c520jgtlJ6uhOBaJQyABTVGLEYptbWUAZaHIHLcUM5xSqefvsSlSn4xPDxH9/rnQj8DbW5tQWnTod4U4FJyd4skVRtpQE1Sju7Gr6fHbo+NjYtsIQvk6EMTa/hh9h2WHuBVmn2D+16RiUZPqec+MrnldPs4L1LRsOnYGa7JJRGyx54vpFc+vhbc7MYz+NUJADpXjFaAfXCVkyEZs5zZ/+7AACof1U0WdlVPM5cBC/VmQ9OMIE4pXxZY8/khBL450OUli/c4qncK1qVeVYpsG9TKM+sR/hFQLg/pOUO3HXNXblmSVgUx94vhEL+zQmrfFFdyg8JltxOwK7IWWqf1x+Fw8EcAKSTyXe1QkHXFYEl+/jJ+s+yO8gMBBprNMPs9lfLow+M+o0741bBRJr2QOSQqseyeEhRR68VAPj9frjdbmsFwJvV1aJQAiIiIiIiIiJ/ACTuww+mLfRkAAAAAElFTkSuQmCC) 31 0, auto;}
59.770114942529%,65.41724137931% {cursor:url(data:image/png;base64,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) 31 0, auto;}
65.51724137931%,68.290804597701% {cursor:url(data:image/png;base64,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) 31 0, auto;}
68.390804597701%,74.037931034483% {cursor:url(data:image/png;base64,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) 31 0, auto;}
74.137931034483%,76.911494252874% {cursor:url(data:image/png;base64,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) 31 0, auto;}
77.011494252874%,82.658620689655% {cursor:url(data:image/png;base64,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) 31 0, auto;}
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88.505747126437%,91.279310344828% {cursor:url(data:image/png;base64,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) 31 0, auto;}
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94.252873563218%,97.026436781609% {cursor:url(data:image/png;base64,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) 31 0, auto;}
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}
div.testarea{
animation:rwdcur161530 2.9s linear infinite forwards;
}
