@keyframes rwdcur42226 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 2 2, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 2 2, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 2 2, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 2 2, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 2 2, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 2 2, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 2 2, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 2 2, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 2 2, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
}
div.testarea{
animation:rwdcur42226 2.6666666666667s linear infinite forwards;
}
