@keyframes rwdcur194846 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur194846 0.53333333333333s linear infinite forwards;
}
