@keyframes rwdcur150877 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 119 8, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 117 10, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 119 8, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 117 10, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 119 8, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 117 10, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 119 8, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 117 10, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 119 8, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 117 10, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 119 8, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 117 10, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 119 8, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 117 10, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 119 8, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 117 10, auto;}
}
div.testarea{
animation:rwdcur150877 4s linear infinite forwards;
}