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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;}
25%,31.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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;}
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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;}
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}
div.testarea{
animation:rwdcur134243 1.3333333333333s linear infinite forwards;
}
