@keyframes rwdcur116045 {
0%,2.2255813953488%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2.3255813953488%,16.179069767442% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.279069767442%,30.132558139535% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30.232558139535%,44.086046511628% {cursor:url(data:image/png;base64,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) 15 15, auto;}
44.186046511628%,58.039534883721% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58.139534883721%,71.993023255814% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72.093023255814%,85.946511627907% {cursor:url(data:image/png;base64,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) 15 15, auto;}
86.046511627907%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur116045 0.71666666666667s linear infinite forwards;
}
