@keyframes rwdcur51618 {
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:rwdcur51618 1.8666666666667s linear infinite forwards;
}
