@keyframes rwdcur42314 {
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:rwdcur42314 2.6666666666667s linear infinite forwards;
}
