@keyframes rwdcur227269 {
0%,4.0666666666667%,100% {cursor:url(data:image/png;base64,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) 12 12, auto;}
4.1666666666667%,8.2333333333333% {cursor:url(data:image/png;base64,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) 12 12, auto;}
8.3333333333333%,12.4% {cursor:url(data:image/png;base64,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) 12 12, auto;}
12.5%,16.566666666667% {cursor:url(data:image/png;base64,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) 12 12, auto;}
16.666666666667%,20.733333333333% {cursor:url(data:image/png;base64,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) 12 12, auto;}
20.833333333333%,24.9% {cursor:url(data:image/png;base64,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) 12 12, auto;}
25%,29.066666666667% {cursor:url(data:image/png;base64,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) 12 12, auto;}
29.166666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 12 12, auto;}
33.333333333333%,37.4% {cursor:url(data:image/png;base64,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) 12 12, auto;}
37.5%,41.566666666667% {cursor:url(data:image/png;base64,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) 12 12, auto;}
41.666666666667%,45.733333333333% {cursor:url(data:image/png;base64,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) 12 12, auto;}
45.833333333333%,49.9% {cursor:url(data:image/png;base64,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) 12 12, auto;}
50%,54.066666666667% {cursor:url(data:image/png;base64,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) 12 12, auto;}
54.166666666667%,58.233333333333% {cursor:url(data:image/png;base64,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) 12 12, auto;}
58.333333333333%,62.4% {cursor:url(data:image/png;base64,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) 12 12, auto;}
62.5%,66.566666666667% {cursor:url(data:image/png;base64,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) 12 12, auto;}
66.666666666667%,70.733333333333% {cursor:url(data:image/png;base64,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) 12 12, auto;}
70.833333333333%,74.9% {cursor:url(data:image/png;base64,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) 12 12, auto;}
75%,79.066666666667% {cursor:url(data:image/png;base64,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) 12 12, auto;}
79.166666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 12 12, auto;}
83.333333333333%,87.4% {cursor:url(data:image/png;base64,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) 12 12, auto;}
87.5%,91.566666666667% {cursor:url(data:image/png;base64,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) 12 12, auto;}
91.666666666667%,95.733333333333% {cursor:url(data:image/png;base64,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) 12 12, auto;}
95.833333333333%,99.9% {cursor:url(data:image/png;base64,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) 12 12, auto;}
}
div.testarea{
animation:rwdcur227269 0.4s linear infinite forwards;
}
