@keyframes rwdcur231832 {
0%,8.2333333333333%,100% {cursor:url(data:image/png;base64,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) 15 28, auto;}
8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 15 28, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 15 28, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 28, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 15 28, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 15 28, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 15 28, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 28, auto;}
66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 15 28, auto;}
75%,83.233333333333% {cursor:url(data:image/png;base64,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) 15 28, auto;}
83.333333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 15 28, auto;}
91.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 15 28, auto;}
}
div.testarea{
animation:rwdcur231832 2s linear infinite forwards;
}
