@keyframes rwdcur90713 {
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:rwdcur90713 2.6666666666667s linear infinite forwards;
}
