@keyframes rwdcur228519 {
0%,94.68672985782%,100% {cursor:url(data:image/png;base64,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) 6 4, auto;}
94.78672985782%,95.160663507109% {cursor:url(data:image/png;base64,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) 6 4, auto;}
95.260663507109%,95.634597156398% {cursor:url(data:image/png;base64,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) 6 4, auto;}
95.734597156398%,96.108530805687% {cursor:url(data:image/png;base64,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) 6 4, auto;}
96.208530805687%,96.582464454976% {cursor:url(data:image/png;base64,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) 6 4, auto;}
96.682464454976%,97.056398104265% {cursor:url(data:image/png;base64,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) 6 4, auto;}
97.156398104265%,97.530331753555% {cursor:url(data:image/png;base64,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) 6 4, auto;}
97.630331753555%,98.004265402844% {cursor:url(data:image/png;base64,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) 6 4, auto;}
98.104265402844%,98.478199052133% {cursor:url(data:image/png;base64,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) 6 4, auto;}
98.578199052133%,98.952132701422% {cursor:url(data:image/png;base64,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) 6 4, auto;}
99.052132701422%,99.426066350711% {cursor:url(data:image/png;base64,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) 6 4, auto;}
99.526066350711%,99.9% {cursor:url(data:image/png;base64,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) 6 4, auto;}
}
div.testarea{
animation:rwdcur228519 3.5166666666667s linear infinite forwards;
}
