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0%,6.15%,100% {cursor:url(data:image/png;base64,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) 14 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 14 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 14 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 14 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 14 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 14 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 14 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 14 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 14 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 14 15, auto;}
}
div.testarea{
animation:rwdcur76957 2.4s linear infinite forwards;
}
