@keyframes rwdcur226390 {
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21.276595744681%,42.453191489362% {cursor:url(data:image/png;base64,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) 0 0, auto;}
42.553191489362%,63.729787234043% {cursor:url(data:image/png;base64,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) 0 0, auto;}
63.829787234043%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur226390 0.78333333333333s linear infinite forwards;
}
