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53.801169590643%,67.151461988304% {cursor:url(data:image/png;base64,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) 4 4, auto;}
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71.345029239766%,75.338596491228% {cursor:url(data:image/png;base64,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) 4 4, auto;}
75.438596491228%,79.43216374269% {cursor:url(data:image/png;base64,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) 4 4, auto;}
79.53216374269%,83.525730994152% {cursor:url(data:image/png;base64,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) 4 4, auto;}
83.625730994152%,87.619298245614% {cursor:url(data:image/png;base64,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) 4 4, auto;}
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91.812865497076%,95.806432748538% {cursor:url(data:image/png;base64,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) 4 4, auto;}
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}
div.testarea{
animation:rwdcur55491 2.85s linear infinite forwards;
}
