@keyframes rwdcur38344 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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31.25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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68.75%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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81.25%,87.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur38344 2.6666666666667s linear infinite forwards;
}
