@keyframes rwdcur161293 {
0%,7.0428571428571%,100% {cursor:url(data:image/png;base64,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) 15 21, auto;}
7.1428571428571%,14.185714285714% {cursor:url(data:image/png;base64,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) 15 21, auto;}
14.285714285714%,21.328571428571% {cursor:url(data:image/png;base64,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) 15 21, auto;}
21.428571428571%,35.614285714286% {cursor:url(data:image/png;base64,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) 15 21, auto;}
35.714285714286%,42.757142857143% {cursor:url(data:image/png;base64,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) 15 21, auto;}
42.857142857143%,49.9% {cursor:url(data:image/png;base64,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) 15 21, auto;}
50%,57.042857142857% {cursor:url(data:image/png;base64,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) 15 21, auto;}
57.142857142857%,64.185714285714% {cursor:url(data:image/png;base64,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) 15 21, auto;}
64.285714285714%,71.328571428571% {cursor:url(data:image/png;base64,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) 15 21, auto;}
71.428571428571%,78.471428571429% {cursor:url(data:image/png;base64,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) 15 21, auto;}
78.571428571429%,85.614285714286% {cursor:url(data:image/png;base64,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) 15 21, auto;}
85.714285714286%,92.757142857143% {cursor:url(data:image/png;base64,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) 15 21, auto;}
92.857142857143%,99.9% {cursor:url(data:image/png;base64,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) 15 21, auto;}
}
div.testarea{
animation:rwdcur161293 1.4s linear infinite forwards;
}
