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6.6666666666667%,13.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
13.333333333333%,19.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEYUlEQVRYhe1WbWxTVRh+enp7aUu7dV0XHSxIhrK5XRYYSJT4QRyC0QSWzK/MmLhMg5gYTfhhTDTGj0RiMCYSJcTMiYQqMMmKQ9hAQ1Bwy/jhtm4LFhiM9WNLeze63e7ec+89xx9jhRDbOokmJnuS++ec97zP836c91xgHvP4PyMg+aWA5F90Oz4s/4D0cQANAB5eWrKUGDLFSCoiA2gDsHdLsD74rwgISP5qznlD2X3lzyx+rVR0V3uE2T1ucBY/EjXCuy4Zw/GrXwHYtSVYH5mLkKxordz/VHvV4Wj8WCzBOZ/M9kWaLid+XHEoGpD8tX/Hd84MBCR/tc1iO/rIwU12Z7lb4Ixnd0gsUIJJ43R9h6pz/YEtwfrL2exJLgEmNxvX7nhItC9bKJgpE0xlYCqDFlaZ3DFmXDudMAxZZ7PrZsqEo8wlrNq+VjS5uS2X/6wZaKn85omK6ormsj0rnea0mV4f84/Q/i97aGj64h+CxSosd9xdWrZVEoueXSymI7NbEaztSoXCoceeHnixNxOHkGnjOhqLX14q6uM0vRBtGqYtXx88dSbZ1dwaPxoEgDrf5pX371zzwnPG8+uL6opFAGCqieLGu4QLH1xsBPD6nAXsLd/t9Aj56xzLnIKpzERvJCgbPNRHf5745aNj8oleABQAvo8fiXiE/GSoqX+dZ71PIHZCAMBVnS8IsG7IFmHGHiAgJd68AqIn9HTdJ89NGDE6evJm8uugTbF9v4a16O9KXzLdD1znxCcWeg9UNPvmnIEIjclLJksYU2/U3rpQIE7iwC3kaREAZJYycfMZm8UGxVTsmQPNgDcvvSuP6xNJQ9YZ1xi4xuCU3MQn+jbsLd/tvNX+cOU+qXjBnY8ulNxk1t6cNJDQZQykzsfnLAAAmzCvnbr2m2wwlYHGNCYfHzO8eQXEbXW9FJD8rlnDgORfDqChcvsqkemczJZA6U0aCV3u3Hl1l5qJJOstuDA9tH9Fe2Vt3hqPGG2+opqTBgpqiojXdsc75w/0vxWQ/CcBTNmJvbbqjdWiqypP1MI3uBJtMRqjo99m48g1Ce1f3PPJ5zU1NbXDZ4fog22bnEwxCAAIhSJTepLMmNLhXl1AjDgl00NK+mCyc5x2tLYffzW0fSuAqUwE1hwCWKHNO6SGU6Riyb1VYrFdpBENdFSDNjJtsboEIuTZiHpRsdBRDWAAGDAdUoyB1j6tZyr49plkVwhAxvmdSwDvUYKJKI11rxWqtzmZAwsW2a1gHFznMJMGjHEdnDKAcYBxTHaP08EfglrvVP9771/5OADAyEaQSwAAsBgdU4tEX+fo5ViRt8+9mDisFiHfRsBnImYqY+qllBkPRNUT3T+d7Uqe+3DH1U9bAGi5nM/lh0QE4HuluGGz5KqoKxEXlfvEQpGAIEJjqYQuj/Qrg4HPwnu+AzCGv54VtyUAmLm2dgAeAHlPejeW2oiNtMaPXsBMo00ASGGmG/4TCMj9oM1jHvPIij8BPJc8fozrnV0AAAAASUVORK5CYII=) 15 15, auto;}
20%,26.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
26.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.333333333333%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,46.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
46.666666666667%,53.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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66.666666666667%,73.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
73.333333333333%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,86.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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93.333333333333%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur47316 1s linear infinite forwards;
}
