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5.5555555555556%,11.011111111111% {cursor:url(data:image/png;base64,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) 16 16, auto;}
11.111111111111%,16.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
16.666666666667%,22.122222222222% {cursor:url(data:image/png;base64,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) 16 16, auto;}
22.222222222222%,27.677777777778% {cursor:url(data:image/png;base64,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) 16 16, auto;}
27.777777777778%,33.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
33.333333333333%,38.788888888889% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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44.444444444444%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACl0lEQVRYhe2UTUgUYRyHn3l3sy9IjZwGoxal1MLCSjZaxbYgQiQqqK4dOna2sE5eChEvEh5iEQqza4eiDtGHuVkLSx9IuGUffrAta+juOrMja+2/w8heWsNOdZjn9A7vM/P7MYcfuLi4uLj8Y7Q/3upGgIPN1yjfWI+mSkgmholGukjEnxb1jcog+/3t6EYLks+RTo0RHmonmXjx99UaGi9yY8BuM0Wu2CIdtshhU4TekE1D48Xf/H3+y/T0Wa2m47bbIq2mCNf7Lfb5L/9duFEZpDdkX8iKnLFEdmZEqjIiR03nmZ4+G90IFHzdCNDTZ523RI6bIjuW/GOmyDlLhK5eC6MyuPICbScf7M6IHJoXYSwuPH8jPI4I4XeyNS2yPiXCidPPCv6ps2FfRmTvvAjRD4776KXw6r3UZkS2pEVoO3m/WJS3aAHdaN6k4MlsGtIpqKqG1WvAzjI1M0N5RQVW+cb6gl9aVrcOeP35i+PtbgClYG6W2MQEtT4f6EbLygtIPjf+0zmurd1JjYINGqRWl5IUyAigqZKCr6mSyTxovioqNdimnA8n9Aom8xBb/AmSzxWLUkULzM2OTo1/xFdWyi4P+L0Q9ILfA3s8YH+fgWRiuOAnE0PWl0/UK+e+2QstXufc4AHi05BOja28wMhwBwP9WQVsV1Cj4IgX6jxLvyzUlyUa6Sr40Ug3t0KmV4NqBbsUNHqcd70AN0Mm4aH2YlGeogUsc4qFhR+pb9+appuCq7YrmBEYXIRwT1eWe3c7GY/dLvjm/FdyOS0Rjx9IBIIlmxXMCdxZhLdXO00ePbzGeGywWNSfh8gZlkvoRjOSzzE3O8rIcMeyw6IbAZpauiktq1sariGike5lh8vFxcXF5X/gF1wQMAfLXnCEAAAAAElFTkSuQmCC) 16 16, auto;}
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}
div.testarea{
animation:rwdcur212208 0.6s linear infinite forwards;
}