@keyframes rwdcur123812 {
0%,8.2333333333333%,100% {cursor:url(data:image/png;base64,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) 3 3, auto;}
8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 3 3, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 3 3, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 3 3, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 3 3, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 3 3, auto;}
66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
75%,83.233333333333% {cursor:url(data:image/png;base64,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) 3 3, auto;}
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91.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
}
div.testarea{
animation:rwdcur123812 2s linear infinite forwards;
}
