@keyframes rwdcur244292 {
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;}
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div.testarea{
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