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22.727272727273%,27.172727272727% {cursor:url(data:image/png;base64,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) 16 31, auto;}
27.272727272727%,31.718181818182% {cursor:url(data:image/png;base64,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) 16 31, auto;}
31.818181818182%,36.263636363636% {cursor:url(data:image/png;base64,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) 16 31, auto;}
36.363636363636%,40.809090909091% {cursor:url(data:image/png;base64,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) 16 31, auto;}
40.909090909091%,45.354545454545% {cursor:url(data:image/png;base64,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) 16 31, auto;}
45.454545454545%,49.9% {cursor:url(data:image/png;base64,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) 16 31, auto;}
50%,54.445454545455% {cursor:url(data:image/png;base64,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) 16 31, auto;}
54.545454545455%,58.990909090909% {cursor:url(data:image/png;base64,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) 16 31, auto;}
59.090909090909%,63.536363636364% {cursor:url(data:image/png;base64,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) 16 31, auto;}
63.636363636364%,68.081818181818% {cursor:url(data:image/png;base64,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) 16 31, auto;}
68.181818181818%,72.627272727273% {cursor:url(data:image/png;base64,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) 16 31, auto;}
72.727272727273%,77.172727272727% {cursor:url(data:image/png;base64,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) 16 31, auto;}
77.272727272727%,81.718181818182% {cursor:url(data:image/png;base64,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) 16 31, auto;}
81.818181818182%,86.263636363636% {cursor:url(data:image/png;base64,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) 16 31, auto;}
86.363636363636%,90.809090909091% {cursor:url(data:image/png;base64,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) 16 31, auto;}
90.909090909091%,95.354545454545% {cursor:url(data:image/png;base64,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) 16 31, auto;}
95.454545454545%,99.9% {cursor:url(data:image/png;base64,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) 16 31, auto;}
}
div.testarea{
animation:rwdcur58090 1.8333333333333s linear infinite forwards;
}
