@keyframes rwdcur261291 {
0%,7.0428571428571%,100% {cursor:url(data:image/png;base64,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) 4 27, auto;}
7.1428571428571%,14.185714285714% {cursor:url(data:image/png;base64,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) 4 27, auto;}
14.285714285714%,21.328571428571% {cursor:url(data:image/png;base64,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) 4 27, auto;}
21.428571428571%,28.471428571429% {cursor:url(data:image/png;base64,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) 4 27, auto;}
28.571428571429%,35.614285714286% {cursor:url(data:image/png;base64,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) 4 27, auto;}
35.714285714286%,42.757142857143% {cursor:url(data:image/png;base64,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) 4 27, auto;}
42.857142857143%,49.9% {cursor:url(data:image/png;base64,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) 4 27, auto;}
50%,57.042857142857% {cursor:url(data:image/png;base64,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) 4 27, auto;}
57.142857142857%,64.185714285714% {cursor:url(data:image/png;base64,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) 4 27, auto;}
64.285714285714%,71.328571428571% {cursor:url(data:image/png;base64,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) 4 27, auto;}
71.428571428571%,78.471428571429% {cursor:url(data:image/png;base64,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) 4 27, auto;}
78.571428571429%,85.614285714286% {cursor:url(data:image/png;base64,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) 4 27, auto;}
85.714285714286%,92.757142857143% {cursor:url(data:image/png;base64,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) 4 27, auto;}
92.857142857143%,99.9% {cursor:url(data:image/png;base64,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) 4 27, auto;}
}
div.testarea{
animation:rwdcur261291 0.93333333333333s linear infinite forwards;
}
