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14.285714285714%,35.614285714286% {cursor:url(data:image/png;base64,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) 33 31, auto;}
35.714285714286%,57.042857142857% {cursor:url(data:image/png;base64,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) 48 31, auto;}
57.142857142857%,78.471428571429% {cursor:url(data:image/png;base64,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) 45 31, auto;}
78.571428571429%,85.614285714286% {cursor:url(data:image/png;base64,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) 31 17, auto;}
85.714285714286%,92.757142857143% {cursor:url(data:image/png;base64,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) 31 18, auto;}
92.857142857143%,99.9% {cursor:url(data:image/png;base64,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) 31 17, auto;}
}
div.testarea{
animation:rwdcur260119 0.7s linear infinite forwards;
}
