@keyframes rwdcur42224 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 1 3, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 1 3, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 1 3, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 1 3, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 1 3, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 1 3, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 1 3, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 1 3, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 1 3, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 1 3, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 1 3, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 1 3, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 1 3, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 1 3, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 1 3, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 1 3, auto;}
}
div.testarea{
animation:rwdcur42224 2.6666666666667s linear infinite forwards;
}
