@keyframes rwdcur61956 {
0%,9.275%,100% {cursor:url(data:image/png;base64,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) 15 10, auto;}
9.375%,18.65% {cursor:url(data:image/png;base64,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) 15 10, auto;}
18.75%,28.025% {cursor:url(data:image/png;base64,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) 15 10, auto;}
28.125%,37.4% {cursor:url(data:image/png;base64,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) 15 10, auto;}
37.5%,53.025% {cursor:url(data:image/png;base64,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) 15 10, auto;}
53.125%,68.65% {cursor:url(data:image/png;base64,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) 15 10, auto;}
68.75%,84.275% {cursor:url(data:image/png;base64,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) 15 10, auto;}
84.375%,99.9% {cursor:url(data:image/png;base64,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) 15 10, auto;}
}
div.testarea{
animation:rwdcur61956 1.0666666666667s linear infinite forwards;
}
