@keyframes rwdcur210432 {
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;}
95.833333333333%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur210432 1.2s linear infinite forwards;
}
