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7.6923076923077%,15.284615384615% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15.384615384615%,22.976923076923% {cursor:url(data:image/png;base64,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) 15 15, auto;}
23.076923076923%,30.669230769231% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30.769230769231%,38.361538461538% {cursor:url(data:image/png;base64,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) 15 15, auto;}
38.461538461538%,46.053846153846% {cursor:url(data:image/png;base64,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) 15 15, auto;}
46.153846153846%,53.746153846154% {cursor:url(data:image/png;base64,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) 15 15, auto;}
53.846153846154%,61.438461538462% {cursor:url(data:image/png;base64,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) 15 15, auto;}
61.538461538462%,69.130769230769% {cursor:url(data:image/png;base64,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) 15 15, auto;}
69.230769230769%,76.823076923077% {cursor:url(data:image/png;base64,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) 15 15, auto;}
76.923076923077%,84.515384615385% {cursor:url(data:image/png;base64,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) 15 15, auto;}
84.615384615385%,92.207692307692% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACBUlEQVRYhcXXvWqTURgH8J+ldCoZOociRUIQpzoG3eziUsSL0F6A9A56BVIcHYsX4OBUP1AQapeAdNHBpYtIY6jVvsThnOMJqUneNMnbP4QnPOe85/mfj+eL8mhiG29wjD/oRdmN+u04b6bYxJdo7CzKwV/RN95FO343FtdGjDWwhxtYjrpfOMEBjuL/VdxCHTUsYAk/8RWP8bYMmX48FHZS4BQdPDf+eNewE+ef3qW4zVk9rFcaW9F4L8qn8gmURQ17DYr39Dbprod1x+KRfK8dbExoeBAbLTrvIolxJ9GQj73A+pTGE9ZbdD7Qa4X1G8MmfoqGu6bf+SA27tN9RXEv2LmAB+LDEe585rjD7laOHRfeQ1u+90kfXFnUljKBdv9AUzj2M8GF5okdOVj9c+lnsr+vzZnAmrzZ7aT8KD++KnAsXMM+IWyuRvm6IgKHUTYTgZWoOKqIwOcoVxKBxag4qYhAPcrFROA8KmoVEfgW5Xki8D0qhobIGSO5X7J79V5wEAcWVBMHlvEbL5PyyiMhFeUCQ3IBFWRD7BqRDZlzPSAXO/+tB8gVUSqzZ1YRCaebasyR7j7zmnDAeKnqeLAq3nW5qviF3LB0layKE2bSF8jd0tCdX7YzOhSy5w9cx00hySwLSWbqzqgfqTcszKE3nARNPBFi+HEfmdQd75tTdzxX/AXcUst5YmRakQAAAABJRU5ErkJggg==) 15 15, auto;}
92.307692307692%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur61397 1.0833333333333s linear infinite forwards;
}
