@keyframes rwdcur226028 {
0%,8.2333333333333%,100% {cursor:url(data:image/png;base64,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) 16 16, auto;}
8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
75%,83.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
83.333333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
91.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur226028 2s linear infinite forwards;
}
