@keyframes rwdcur79483 {
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8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 0 0, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 0 0, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 0 0, auto;}
66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,83.233333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
83.333333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 0 0, auto;}
91.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur79483 2s linear infinite forwards;
}