@keyframes rwdcur115879 {
0%,5.3545454545455%,100% {cursor:url(data:image/png;base64,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) 17 12, auto;}
5.4545454545455%,10.809090909091% {cursor:url(data:image/png;base64,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) 17 12, auto;}
10.909090909091%,16.263636363636% {cursor:url(data:image/png;base64,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) 17 12, auto;}
16.363636363636%,21.718181818182% {cursor:url(data:image/png;base64,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) 17 12, auto;}
21.818181818182%,27.172727272727% {cursor:url(data:image/png;base64,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) 17 12, auto;}
27.272727272727%,32.627272727273% {cursor:url(data:image/png;base64,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) 17 12, auto;}
32.727272727273%,38.081818181818% {cursor:url(data:image/png;base64,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) 17 12, auto;}
38.181818181818%,43.536363636364% {cursor:url(data:image/png;base64,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) 17 12, auto;}
43.636363636364%,48.990909090909% {cursor:url(data:image/png;base64,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) 17 12, auto;}
49.090909090909%,54.445454545455% {cursor:url(data:image/png;base64,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) 17 12, auto;}
54.545454545455%,59.9% {cursor:url(data:image/png;base64,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) 17 12, auto;}
60%,65.354545454545% {cursor:url(data:image/png;base64,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) 17 12, auto;}
65.454545454545%,70.809090909091% {cursor:url(data:image/png;base64,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) 17 12, auto;}
70.909090909091%,76.263636363636% {cursor:url(data:image/png;base64,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) 17 12, auto;}
76.363636363636%,81.718181818182% {cursor:url(data:image/png;base64,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) 17 12, auto;}
81.818181818182%,87.172727272727% {cursor:url(data:image/png;base64,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) 17 12, auto;}
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