@keyframes rwdcur144951 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 4 5, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 4 5, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 4 5, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 4 5, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 4 5, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 4 5, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 4 5, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 4 5, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 4 5, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 4 5, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 4 5, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 4 5, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 4 5, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 4 5, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 4 5, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 4 5, auto;}
}
div.testarea{
animation:rwdcur144951 2.6666666666667s linear infinite forwards;
}
