@keyframes rwdcur101155 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 5 0, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 5 0, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 5 0, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 5 0, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 5 0, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 5 0, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 5 0, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 5 0, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 5 0, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 5 0, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 5 0, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 5 0, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 5 0, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 5 0, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 5 0, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 5 0, auto;}
}
div.testarea{
animation:rwdcur101155 2.6666666666667s linear infinite forwards;
}
