@keyframes rwdcur90760 {
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:rwdcur90760 2.6666666666667s linear infinite forwards;
}
