@keyframes rwdcur254958 {
0%,7.0428571428571%,100% {cursor:url(data:image/png;base64,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) 15 16, auto;}
7.1428571428571%,14.185714285714% {cursor:url(data:image/png;base64,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) 15 16, auto;}
14.285714285714%,21.328571428571% {cursor:url(data:image/png;base64,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) 15 16, auto;}
21.428571428571%,28.471428571429% {cursor:url(data:image/png;base64,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) 15 16, auto;}
28.571428571429%,35.614285714286% {cursor:url(data:image/png;base64,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) 15 16, auto;}
35.714285714286%,42.757142857143% {cursor:url(data:image/png;base64,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) 15 16, auto;}
42.857142857143%,49.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
50%,57.042857142857% {cursor:url(data:image/png;base64,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) 15 16, auto;}
57.142857142857%,64.185714285714% {cursor:url(data:image/png;base64,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) 15 16, auto;}
64.285714285714%,71.328571428571% {cursor:url(data:image/png;base64,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) 15 16, auto;}
71.428571428571%,78.471428571429% {cursor:url(data:image/png;base64,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) 15 16, auto;}
78.571428571429%,85.614285714286% {cursor:url(data:image/png;base64,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) 15 16, auto;}
85.714285714286%,92.757142857143% {cursor:url(data:image/png;base64,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) 15 16, auto;}
92.857142857143%,99.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
}
div.testarea{
animation:rwdcur254958 1.1666666666667s linear infinite forwards;
}
