@keyframes rwdcur103846 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 28 0, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 28 0, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 28 0, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 28 0, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 28 0, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 28 0, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 28 0, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 28 0, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 28 0, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 28 0, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 28 0, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 28 0, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 28 0, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 28 0, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 28 0, auto;}
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}
div.testarea{
animation:rwdcur103846 1.0666666666667s linear infinite forwards;
}
