@keyframes rwdcur73956 {
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:rwdcur73956 0.53333333333333s linear infinite forwards;
}
