@keyframes rwdcur69530 {
0%,8.2333333333333%,100% {cursor:url(data:image/png;base64,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) 13 13, auto;}
8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 13 13, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 13 13, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 13 13, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 13 13, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 13 13, auto;}
66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
75%,83.233333333333% {cursor:url(data:image/png;base64,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) 13 13, auto;}
83.333333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 13 13, auto;}
91.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 13 13, auto;}
}
div.testarea{
animation:rwdcur69530 2s linear infinite forwards;
}
