@keyframes rwdcur219771 {
0%,4.0666666666667%,100% {cursor:url(data:image/png;base64,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) 16 16, auto;}
4.1666666666667%,8.2333333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
8.3333333333333%,12.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
12.5%,16.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
16.666666666667%,20.733333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
20.833333333333%,24.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
25%,29.066666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
29.166666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
33.333333333333%,37.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
37.5%,41.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
41.666666666667%,45.733333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
45.833333333333%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,54.066666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
54.166666666667%,58.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
58.333333333333%,62.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
62.5%,66.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
66.666666666667%,70.733333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
70.833333333333%,74.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
75%,79.066666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
79.166666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
83.333333333333%,87.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
87.5%,91.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
91.666666666667%,95.733333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
95.833333333333%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur219771 1.2s linear infinite forwards;
}
