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0%,7.0428571428571%,100% {cursor:url(data:image/png;base64,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) 16 18, auto;}
7.1428571428571%,14.185714285714% {cursor:url(data:image/png;base64,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) 16 18, auto;}
14.285714285714%,21.328571428571% {cursor:url(data:image/png;base64,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) 16 18, auto;}
21.428571428571%,28.471428571429% {cursor:url(data:image/png;base64,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) 16 18, auto;}
28.571428571429%,35.614285714286% {cursor:url(data:image/png;base64,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) 16 18, auto;}
35.714285714286%,42.757142857143% {cursor:url(data:image/png;base64,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) 16 18, auto;}
42.857142857143%,49.9% {cursor:url(data:image/png;base64,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) 16 18, auto;}
50%,57.042857142857% {cursor:url(data:image/png;base64,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) 16 18, auto;}
57.142857142857%,64.185714285714% {cursor:url(data:image/png;base64,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) 16 18, auto;}
64.285714285714%,71.328571428571% {cursor:url(data:image/png;base64,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) 16 18, auto;}
71.428571428571%,78.471428571429% {cursor:url(data:image/png;base64,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) 16 18, auto;}
78.571428571429%,85.614285714286% {cursor:url(data:image/png;base64,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) 16 18, auto;}
85.714285714286%,92.757142857143% {cursor:url(data:image/png;base64,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) 16 18, auto;}
92.857142857143%,99.9% {cursor:url(data:image/png;base64,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) 16 18, auto;}
}
div.testarea{
animation:rwdcur112491 1.4s linear infinite forwards;
}
