@keyframes rwdcur127046 {
0%,4.0666666666667%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
4.1666666666667%,8.2333333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8.3333333333333%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,16.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.666666666667%,20.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20.833333333333%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,29.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
29.166666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.333333333333%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,41.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41.666666666667%,45.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45.833333333333%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,54.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
54.166666666667%,58.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58.333333333333%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66.666666666667%,70.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70.833333333333%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,79.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
79.166666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
83.333333333333%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,91.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
91.666666666667%,95.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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}
div.testarea{
animation:rwdcur127046 2s linear infinite forwards;
}