@keyframes rwdcur244304 {
0%,8.2333333333333%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,83.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
83.333333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
91.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur244304 2s linear infinite forwards;
}
