@keyframes rwdcur141892 {
0%,7.0428571428571%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7.1428571428571%,14.185714285714% {cursor:url(data:image/png;base64,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) 15 15, auto;}
14.285714285714%,21.328571428571% {cursor:url(data:image/png;base64,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) 15 15, auto;}
21.428571428571%,28.471428571429% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28.571428571429%,35.614285714286% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35.714285714286%,42.757142857143% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.857142857143%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,57.042857142857% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.142857142857%,64.185714285714% {cursor:url(data:image/png;base64,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) 15 15, auto;}
64.285714285714%,71.328571428571% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71.428571428571%,78.471428571429% {cursor:url(data:image/png;base64,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) 15 15, auto;}
78.571428571429%,85.614285714286% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85.714285714286%,92.757142857143% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92.857142857143%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur141892 0.7s linear infinite forwards;
}
