@keyframes rwdcur57150 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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56.25%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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87.5%,93.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur57150 2.6666666666667s linear infinite forwards;
}
