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35.555555555556%,37.677777777778% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.777777777778%,39.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHp0lEQVRYheVWaWxU1xk9b5mZN6tntWe8jF17AMeJN7ADhgQQaRMaAQECChWB4qRqRRdXodCFlC6qEK34E6VILaWiMjQJURAlQpQGcDFQgzHGYHCMl/Ey4/F4mTeezTPz/OYt/QG0trEDtPypen7e73vnnO/e7973Af/voP5rghzrc6ZKV22KJHqk0LjvaZh6ImRtWS6Xf7xTztq6XP5PvicflcCU5BY5t6+8a32lbMP02MHmg7QiJY7zgQgkLoWz7rOuz/rO1H7ac2LVUzOgyzC+YaqaV8g4TN+bvP7+nZ2L8635v92zY8uR8lSg6Sc1aw7QtOK0n+u4oCbN7sc1QDxGDq1bOHdbvMd7XGa5MACc7D22lJSpfYOJrkUubSXZ2dKNjGcssOkdECQ+Oi6wf+5PXP3lwd2XTgVl6nkuHG+MNnRUzUT+OE0o8YPBFiQEDgBOdZ/4Rm/j4PEUOGcSEwQiNCIxFgpBA4qkER6KqEwWa2V/50BxU4xflrG6EpSCzo64B27I43zXdPJHHsF0EBS53VWWT3pvDUGftIGxA3pDGtRaNQY9XrCBUYSTY8jOmPuyGOcAAEKcg5zg2Zn46Cc1wPL91Tm64jrKIFltDgs4MYHgSBiERCMtVw1/axATYgIWm/XI6NXOMc4X3BHzBX8vR/nGGQt6yFF+RrbQOzLrfa7z1G0YCXp+p6bSrHdvfg5neSYkAJ47Xlj0GdDaFSBTKl6wBkqrC3d2PKqgKT3AlOQWZb26wB1xe/chIYjTk1+qrTSTnFruamp/J3OeHQQFuNvc8Mc8GDgXhMwI8Phuo7flbu3PNr13GEA6gGIAAoDxx9oBIl1rkEfj0VktF0G5rWrJR3ZH+npijh6snwLXSIMWlSBzOTjTo/j4cH150qSjN+5++4IkipqRvkHv0d1/mHPfyBQ81IRfKA4A7VhOsnKRPJjEADsMrZqBcaECnC4CIYtHJJwIt3sC/pe2rto1kUj2D/Z42txN3ceZYucp0+J5MmnXvTWZbrZrSAJ4EYAMIDIt1qPWqc7YrWnVCopW6RbqwbESbF9Kg8qVgtATJdP1ukLCpvnqqG/oNIbCXd1joztsG5a4LCtKILLjr8Xdw6cB+Gc0sGhjaebWPRsbFr2y5Ed8MhD394YuTI6vOLQiXdvGrVenm9cSIwJIOw3KooCSIaFjJCg6RSpJoNDHhpKei+21z5p0X29mI5b0leUgKBIKix5RH2sXA9FjMxlQvvbj5RcclpwS/txtUAl5qVZFn/MFIgMPEkLXQgXOZ3Nr5+dmM4NxDowvgaQYR0riwF0OIMxGL/3pk4tvej4fqFm5qPC74/GkOybL5VKmmaA0Kox82oTYlc43H+zA9B7I5xmp7NLtS/CGIzDptXBm2lY8CFasq1iz7t31NwmL1vi3+ta2TC0Dh9kCqVVC6MwwVKIeV1tDzQD+AUDQa9SFnuFQ36bN80hn6114DpwGe72jGrLcPPmsp8BuMmFp8Zfdd9p8m1Mp4UqGxfCtLb+o7q459NPPVn9zy19s9vxxhVp7bHQE9ecvD6GRZeEqyIBaYwKtABQKZQ0AFwCST4kV2RnmUiOvwbKSfHynPL9RHo0fn6w3/SVkI6wY1cipltZO74etnd4P395f0+kwpeaGWdZ18Vrjz//+x/MHAIyVza24nKbWY2wsjrCZx4KyfFxpvIHyuepoKuUsIyniBZoi++1O/fjYHBVUSQKJeNhaMceZ3tztHZ/VgJ3IOW/M0q/c9qs3sl/YMD/8wf6G1eMOwy5jp2+DuYCwAGAAmFVKdZEki7BxSqgmJuAfHIBOq0db90i4qiR3H0FRurrrHWcFs3ZTpSSO5eVZDdGuRDiUTE7Z9Zl+x+b9J/eeGh315ZGitPk32w/W31937dj71p6hy3dWxZOCORgywmEjsLgiBwqnBR19ndCGFKhrGE5wfKK/mxmDbX5BUVqlC9GbfYg1u9lIm9c2XeyL5oEiAByVYz2qILBYZJT+VJd/C4CWOdnP1OY58tZE4hGoVQzW/+BFjJAB9H7UgcZmT0ISpe2RXKq24Ifr/kXW994phBo6snC/+2c7gsmQ6DRNj+PlUuiLc8H5gpm+I/V1fCBSrVXrK0CI0Ok1mEim4Otuh5AOUCQBh92m6fcMLCCV+ilkpJIGAM10kVkHErrAfiNr3cI061fKQBs0YLIt0JfmIdzYtbbEWaI3WxWYkMNoCrpx9UoXWq77YFIyyNTmQybIUr8UBkVTpMpuRORmL2K3veBHwt9/SGfW+oMxZ9qCgilL6mwLKEYBm8EA2hDFpVudyN+1FkyWBTwbxZVfn8BzGvn9aCx0KOHr6x2IcUfZs7fWc7zw11SX/2szFjqbvtKsw0QgCtrw712TeAFCNAmRiSAYDMO2shxMluVevtUA++tVGDhxbemwb+RdAAnBPfR6bNYK72HWkSzhGd3uO1wHIZq4J54SMXC4DoRBXW/JYJa19/SdJBnlVDJGAZYiopjl3//EILT0fkrHyNrCLJk2amUqy9wAQHc/XKEpsMultTXy/E92yWUfvCPri3NlAK8+FfFJ0AF4Hvemm+kGv63MMMppFQWyym6UCZt679MWfxzQAEpw74X838M/AUi0QNeAGs1JAAAAAElFTkSuQmCC) 15 15, auto;}
40%,42.122222222222% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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}
div.testarea{
animation:rwdcur83638 2.25s linear infinite forwards;
}
