@keyframes rwdcur214438 {
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:rwdcur214438 2.6666666666667s linear infinite forwards;
}
