@keyframes rwdcur193750 {
0%,8.2333333333333%,100% {cursor:url(data:image/png;base64,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) 7 13, auto;}
8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 7 13, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 7 13, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 7 13, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 7 13, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 7 13, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 7 13, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 7 13, auto;}
66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 7 13, auto;}
75%,83.233333333333% {cursor:url(data:image/png;base64,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) 7 13, auto;}
83.333333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 7 13, auto;}
91.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 7 13, auto;}
}
div.testarea{
animation:rwdcur193750 1.2s linear infinite forwards;
}