@keyframes rwdcur259688 {
0%,0.525%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
0.625%,6.775% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.875%,13.025% {cursor:url(data:image/png;base64,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) 15 15, auto;}
13.125%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,34.275% {cursor:url(data:image/png;base64,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) 15 15, auto;}
34.375%,46.775% {cursor:url(data:image/png;base64,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) 15 15, auto;}
46.875%,59.275% {cursor:url(data:image/png;base64,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) 15 15, auto;}
59.375%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,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:rwdcur259688 2.6666666666667s linear infinite forwards;
}
