@keyframes rwdcur207476 {
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5.1724137931034%,13.693103448276% {cursor:url(data:image/png;base64,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) 1 9, auto;}
13.793103448276%,22.313793103448% {cursor:url(data:image/png;base64,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) 1 9, auto;}
22.413793103448%,30.934482758621% {cursor:url(data:image/png;base64,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) 1 9, auto;}
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82.758620689655%,91.279310344828% {cursor:url(data:image/png;base64,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) 1 9, auto;}
91.379310344828%,99.9% {cursor:url(data:image/png;base64,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) 1 9, auto;}
}
div.testarea{
animation:rwdcur207476 1.9333333333333s linear infinite forwards;
}
