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9.0909090909091%,18.081818181818% {cursor:url(data:image/png;base64,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) 1 6, auto;}
18.181818181818%,27.172727272727% {cursor:url(data:image/png;base64,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) 1 6, auto;}
27.272727272727%,36.263636363636% {cursor:url(data:image/png;base64,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) 1 6, auto;}
36.363636363636%,45.354545454545% {cursor:url(data:image/png;base64,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) 1 6, auto;}
45.454545454545%,54.445454545455% {cursor:url(data:image/png;base64,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) 1 6, auto;}
54.545454545455%,63.536363636364% {cursor:url(data:image/png;base64,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) 1 6, auto;}
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90.909090909091%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADBklEQVRYhe2XT0iTYRzHP9mLjCEexH8HCZQgOgTKDpkUQeChQzs4GCrJOgRhFyP0EsIchBdF2CXp5giGCO6wQx2ETmYDGS60qEwNWTF1LBF5WcNGh+d517vt3eu7aV7qCy/P8/s9z57vd7/f++z3G/zHv45zAD6PowpQgCogCxx5A9HsWQiokuS1wE/gItAC1Er/X4cCVAM/pL0KuIAPQFo+OUhR1UCNHJUKOI+ADHAIZBTAXrDhhtx04PM4Et5ANKsjrgO+WWUadU8B8HTucd4cuAl8BXa1COjxCFgHPgMpn8eBnrir87pV/iIhOnTJ8VBBhOM28Eo6XyJCXIeIxLqeuL6xxTLx6+0Qty705Ozg8nNtehn4AtgUQAWS3kAUn8cxI+008EZPrCG5G7csYCmyyFJkkVH3lJ4coBGRekWLQEouvJejX39IpWhrvQSISDQ3NZDY2Svao8iXbN/ncVzzBqJvfR7HA6gs13powpubGkz3addI5U8Ucvdfy3d7zzBPgkn6Ou38ij3LO2AufY++TjtX2uzEQpNAeWnSyDKIa3fVG4hO6zdo5ABbe3C+/WEeueZf3VRp7xm2TJwnQP7s7sunJCIbKlvFaSzptyxAQovCncqOOqEAXRQSp03SPeine9BvuFZYcDLAgdlhkQ21LD/AwvQQC9NDDIwFzQXIKOQVoFhokvH++pztts0Yzsf763O3oBxYqmax0CRum/GaJiIWOv6cF2P9DIwFkfUFKE6BJYTDs4TDs5V8tAin0nR0uEbOVoDT2YvT2ZuzV+YnjhWR2Nljc+uTZmYQlda6ADOCDteIqYgCchDdUBbKaKnMCFbmJ/LGEuQqYJcvYBbRCNnK6umMCI6DJN9F9AAa7gLvgFpTAeVUNRPybWAN+A7c1y23AmtGAo7gZI2IDh+BGLAMJAsE2CmRgjSia+1C9G6NBnusQAXiiFZ/TdouYB4IImrOoZEAFdEyg+iMayoUkEF867gky0qfC9HwpoC4kYAM4qVRqfzPBxT8AZG+hJzb5fmp30LLJJX+0d4uAAAAAElFTkSuQmCC) 1 6, auto;}
}
div.testarea{
animation:rwdcur103542 1.8333333333333s linear infinite forwards;
}