@keyframes rwdcur44170 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 9 16, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur44170 2.6666666666667s linear infinite forwards;
}
