@keyframes rwdcur145733 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 1 12, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 1 12, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 1 12, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 1 12, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 1 12, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 1 12, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 1 12, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 1 12, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 1 12, auto;}
56.25%,58.025% {cursor:url(data:image/png;base64,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) 1 12, auto;}
58.125%,62.4% {cursor:url(data:image/png;base64,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) 1 12, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 1 12, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 1 12, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 1 12, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 1 12, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 1 12, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 1 12, auto;}
}
div.testarea{
animation:rwdcur145733 5.3333333333333s linear infinite forwards;
}
