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66.666666666667%,68.788888888889% {cursor:url(data:image/png;base64,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) 2 5, auto;}
68.888888888889%,71.011111111111% {cursor:url(data:image/png;base64,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) 2 5, auto;}
71.111111111111%,73.233333333333% {cursor:url(data:image/png;base64,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) 2 5, auto;}
73.333333333333%,75.455555555556% {cursor:url(data:image/png;base64,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) 2 5, auto;}
75.555555555556%,77.677777777778% {cursor:url(data:image/png;base64,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) 2 5, auto;}
77.777777777778%,79.9% {cursor:url(data:image/png;base64,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) 2 5, auto;}
80%,82.122222222222% {cursor:url(data:image/png;base64,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) 2 5, auto;}
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84.444444444444%,86.566666666667% {cursor:url(data:image/png;base64,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) 2 5, auto;}
86.666666666667%,88.788888888889% {cursor:url(data:image/png;base64,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) 2 5, auto;}
88.888888888889%,91.011111111111% {cursor:url(data:image/png;base64,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) 2 5, auto;}
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93.333333333333%,95.455555555556% {cursor:url(data:image/png;base64,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) 2 5, auto;}
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}
div.testarea{
animation:rwdcur212636 4.5s linear infinite forwards;
}
