@keyframes rwdcur96770 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur96770 2.1333333333333s linear infinite forwards;
}
