@keyframes rwdcur40422 {
0%,7.0428571428571%,100% {cursor:url(data:image/png;base64,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) 9 3, auto;}
7.1428571428571%,14.185714285714% {cursor:url(data:image/png;base64,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) 9 4, auto;}
14.285714285714%,21.328571428571% {cursor:url(data:image/png;base64,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) 10 4, auto;}
21.428571428571%,28.471428571429% {cursor:url(data:image/png;base64,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) 10 3, auto;}
28.571428571429%,35.614285714286% {cursor:url(data:image/png;base64,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) 11 3, auto;}
35.714285714286%,42.757142857143% {cursor:url(data:image/png;base64,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) 11 4, auto;}
42.857142857143%,49.9% {cursor:url(data:image/png;base64,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) 11 6, auto;}
50%,57.042857142857% {cursor:url(data:image/png;base64,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) 10 6, auto;}
57.142857142857%,64.185714285714% {cursor:url(data:image/png;base64,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) 9 6, auto;}
64.285714285714%,71.328571428571% {cursor:url(data:image/png;base64,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) 9 5, auto;}
71.428571428571%,78.471428571429% {cursor:url(data:image/png;base64,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) 8 5, auto;}
78.571428571429%,85.614285714286% {cursor:url(data:image/png;base64,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) 8 4, auto;}
85.714285714286%,92.757142857143% {cursor:url(data:image/png;base64,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) 8 3, auto;}
92.857142857143%,99.9% {cursor:url(data:image/png;base64,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) 9 3, auto;}
}
div.testarea{
animation:rwdcur40422 1.4s linear infinite forwards;
}
