@keyframes rwdcur59207 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 16 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 16 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 16 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 16 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 16 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 16 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 16 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 16 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
}
div.testarea{
animation:rwdcur59207 2.6666666666667s linear infinite forwards;
}
