@keyframes rwdcur150679 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 14 13, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 14 13, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 14 13, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 14 13, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 14 13, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 14 13, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 14 13, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 14 13, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 14 13, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 14 13, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 14 13, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 14 13, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 14 13, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 14 13, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 14 13, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 14 13, auto;}
}
div.testarea{
animation:rwdcur150679 2.6666666666667s linear infinite forwards;
}
