@keyframes rwdcur142178 {
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:rwdcur142178 2.6666666666667s linear infinite forwards;
}
