@keyframes rwdcur171193 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 15 14, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 15 14, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 15 14, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 15 14, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 15 14, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 15 14, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 15 14, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 15 14, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 15 14, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 15 14, auto;}
}
div.testarea{
animation:rwdcur171193 2.6666666666667s linear infinite forwards;
}
