@keyframes rwdcur107529 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 15 0, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 15 0, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 15 0, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 15 0, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 15 0, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 15 0, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 15 0, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 15 0, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 15 0, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 15 0, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 15 0, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 15 0, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 15 0, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 15 0, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 15 0, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 15 0, auto;}
}
div.testarea{
animation:rwdcur107529 2.6666666666667s linear infinite forwards;
}