@keyframes rwdcur146282 {
0%,3.9%,100% {cursor:url(data:image/png;base64,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) 18 15, auto;}
4%,11.9% {cursor:url(data:image/png;base64,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) 18 15, auto;}
12%,19.9% {cursor:url(data:image/png;base64,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) 18 15, auto;}
20%,27.9% {cursor:url(data:image/png;base64,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) 18 15, auto;}
28%,35.9% {cursor:url(data:image/png;base64,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) 18 15, auto;}
36%,43.9% {cursor:url(data:image/png;base64,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) 18 15, auto;}
44%,51.9% {cursor:url(data:image/png;base64,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) 18 15, auto;}
52%,59.9% {cursor:url(data:image/png;base64,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) 18 15, auto;}
60%,67.9% {cursor:url(data:image/png;base64,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) 18 15, auto;}
68%,75.9% {cursor:url(data:image/png;base64,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) 18 15, auto;}
76%,83.9% {cursor:url(data:image/png;base64,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) 18 15, auto;}
84%,91.9% {cursor:url(data:image/png;base64,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) 18 15, auto;}
92%,99.9% {cursor:url(data:image/png;base64,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) 18 15, auto;}
}
div.testarea{
animation:rwdcur146282 2.0833333333333s linear infinite forwards;
}
