@keyframes rwdcur117052 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur117052 1s linear infinite forwards;
}
