@keyframes rwdcur172262 {
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:rwdcur172262 2.6666666666667s linear infinite forwards;
}
