@keyframes rwdcur89547 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 16 11, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 16 11, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 16 11, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 16 11, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 16 11, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 16 11, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 16 11, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 16 11, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 16 11, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 16 11, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 16 11, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 16 11, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 16 11, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 16 11, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 16 11, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 16 11, auto;}
}
div.testarea{
animation:rwdcur89547 2.6666666666667s linear infinite forwards;
}
