@keyframes rwdcur175116 {
0%,7.0428571428571%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
7.1428571428571%,14.185714285714% {cursor:url(data:image/png;base64,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) 0 0, auto;}
14.285714285714%,21.328571428571% {cursor:url(data:image/png;base64,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) 0 0, auto;}
21.428571428571%,28.471428571429% {cursor:url(data:image/png;base64,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) 0 0, auto;}
28.571428571429%,35.614285714286% {cursor:url(data:image/png;base64,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) 0 0, auto;}
35.714285714286%,42.757142857143% {cursor:url(data:image/png;base64,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) 0 0, auto;}
42.857142857143%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,57.042857142857% {cursor:url(data:image/png;base64,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) 0 0, auto;}
57.142857142857%,64.185714285714% {cursor:url(data:image/png;base64,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) 0 0, auto;}
64.285714285714%,71.328571428571% {cursor:url(data:image/png;base64,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) 0 0, auto;}
71.428571428571%,78.471428571429% {cursor:url(data:image/png;base64,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) 0 0, auto;}
78.571428571429%,85.614285714286% {cursor:url(data:image/png;base64,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) 0 0, auto;}
85.714285714286%,92.757142857143% {cursor:url(data:image/png;base64,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) 0 0, auto;}
92.857142857143%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur175116 2.3333333333333s linear infinite forwards;
}
