@keyframes rwdcur79271 {
0%,8.2333333333333%,100% {cursor:url(data:image/png;base64,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) 16 14, auto;}
8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 16 14, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 16 14, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 16 14, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 16 14, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 16 14, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 16 14, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 16 14, auto;}
66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 16 14, auto;}
75%,83.233333333333% {cursor:url(data:image/png;base64,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) 16 14, auto;}
83.333333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 16 14, auto;}
91.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 16 14, auto;}
}
div.testarea{
animation:rwdcur79271 0.6s linear infinite forwards;
}
