@keyframes rwdcur7417 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 4 3, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 4 3, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 4 3, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 4 3, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 4 3, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 4 3, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 4 3, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 4 3, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 4 3, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 4 3, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 4 3, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 4 3, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 4 3, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 4 3, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 4 3, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 4 3, auto;}
}
div.testarea{
animation:rwdcur7417 5.3333333333333s linear infinite forwards;
}
