@keyframes rwdcur228848 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur228848 2.6666666666667s linear infinite forwards;
}
