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6.25%,12.4% {cursor:url(data:image/png;base64,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) 9 0, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 9 0, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 9 0, auto;}
25%,31.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGIklEQVRYhb2XS2xcZxXHf+e7r3l7bE8c7NiJ2zyI7UBKKWoLUhGoYtENGwQVUjes2HTBCgkhecyeRSUeigR0wUOisGHJChpKVcQKFDuulaft+BV7PBnP487c736HxbhVKYntpBZHupv7XZ3/T+ec75xzhX27qlp+SaTOx2xW578D8i2BReAKEFdl+tbHv3tSk4MOZ3X+a+3Y/Hl5OWRivEchpz8Cfg/cqcp0+zgAzCHn31tcimjsBiwt5nDwAxAfiI9D/CgAlXbb49RoiofQ6YivaFiVaff/AshEAbSaQrNtiGMA9Y9LHOAwZ/5A3jExkeD7inMCEB4nwGERCBtNw/ZmwM5OgOsH/lgBDo1AtycgsNMwnO5H4NezuuADbwm8ofAKsCXwVlWm7eMCPPIaVnWhoHDzr2+XRjwVnIPPPtvEWrhzI8fUpRaFgrNbm4GfzaWUiu4WyOWqTDUfB+CgCHxRIKwMpNy9FzBzoUcmVFJjKBeUWs0ninr+1kqGbgLPvbg3ougvZ3XBCfwFuFqV6cXDAA6qAQsYp3Bi0OF5Si4HYQSfv5QlMNDtGqwVXGoACpsbwTfv3sy8ap38HHi5qgulTwJwVaG3vetRyDm6sSGxQhCkPHC7OCfEsWCtMDaWoECzFjBQVBq7vgG+AByajkcC9AtKGSpp/4VCHCu17YCNlYB229CNhShUet19Nyr8490CN5YiFIaAQlUXjgYwq/MPrYfU9sU7HcPmZsD71zNcu5blQcOQJEKvJ+QLKarQjQ29RPBFAEaA8f3nkebP6vxzIH8AnZzVhQ3QXwBvzMnMNsBmzSPjQZIYBloepJAJHWurEeurEb4I56di1lcypFbwBJwVgPK+RqmqC+ZR7dsHfry8HE426wGe7z4V5dMfnjnT+25Vr88qalCw1nCyYvn0pQ6rtyPquz7nhy2Vkz3m/5Vj8d854lioNwyJNdhUAHL7GvFBs8MANPc81AnNhs9AXri/HlWcyk8FhjIB5DIOVdhYCbGJUB5MCQKl2/EYHbVMnos5faaHTQ3qlNaegf4tagBrB6YAuDI+Eb/0t7+XSBOPsbGE1ArbGwFelBJ4cKJicanQ3PMwBrodGJ2wTIwGbNZikp6QL6Wo69dLkgBoryozqweJA5g5mfldqeR+8uLze4g47tyJEAFnDfdXskSh4nmQLzri2LC56ZOmQr6Y0Oi1iNsejVrA+nKEOgUFr1/OR+qIH9yC14eG0l+98EKDdkdotzwApi63CDylGxse7Hqsb3nUGwbfVzotg02ErbWAtZWA4ZGE02OWKBSCwAFypKXlw1kwq/MG5LcP6t6rtY0Mpya7dJoet5YyrKz7WCuICsWcY2DAMTycUBl1bN3z2NnyyeUUMRBFjtxgj/HJeAl4virT/7NnPiwCzMmMA32tXE7fK5+Mae95dGNDNusQBRxkQyWbUXpdob4bsLNhEIFi0X2Y/0IpJZtLAXnnMPH/AtiHsMBXBgfTq4VygkvB95VnPxdz6mTKYDnl4qU25XJKpyXc3wiIW4Y0Fe4uh2yu+9xcjMiXLKB/eqwUfNT2h8g/6zX/wurNHMaAc2AEMjnl1FMxt69nuX0zxKYGm/QrXxWGKgkvf712Y05mzh8F4FGzIAO8NjBkb5jI0usKKKRW2N328XxHvuAYG0spFRzZSMmEfXdPX+wA8uZRxA8CAGgKfP/cdMfVG8LaWsjqvYBOW9hZj3AOJs7GjJ/uMvWZDl/6aouL57tMPBUj8F5VFzKfBKBGf/dfDH39zYVLbYxAHAthqBTKFs+D5gMPP1BEIDeQkB9MCEKWgA2gchSAh07A/d3u1n4tXBkZS759+3rqox53V0LaTY9ORzhxwhKG0Gx4dJoe+eEuAu/su+k9McBHzAB1z+i1Utk+MzzkGCg6dnY8LkzF2MRQLFuyeY+9XZ/iiAK8T78L1o4DoEF/rl8bf7rzTON+hnOX90ANO+shaeIAwRjwAiVf7KHw7pxMLx9FHA75OQWo6oIBKgpvpk5eqW/72J4h6RpsCqIwfraL4vB9/Rnwer+pPSHA26qVL4tsP+zjWV0YA/0GyFkgB2oBBzIP+sc5mdk6qvAH9h+768DD8QaPwgAAAABJRU5ErkJggg==) 9 0, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 9 0, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 9 0, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 9 0, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 9 0, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 9 0, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGFklEQVRYhbWXTWxcZxWGn/Pdn7lzZzyeycx4HDu2KWnT1pGiSKlKVSqQ+KkAIQESW0Dqgk3ZsEIIkMcbWBWBKlaV2CGxqFABCURhkwiBQFWVhHhcKje4Y8f2OGPP2J7f+3dYjIlK09qu4rzb80nn+d7znXPPFQ51TTX/KZE279OCLr0AfAXkH4sy/+P3xx9UclRwQWvP9/r86faqx+OPDXFt/RnwMrBelfngNADMhwWqWvMFXr696tHcdmjvOCTwHZCngXOnkfxIAKCnELT3LUp55YnKJFEoNugkMPHQAaoyD2CiEJoti6X1uySJAPIkyNbDB9BaTpDJ2cmYsUxMrysYS2Fkf/bhA8j8PuggjoVMWokTIQwF0G3AVLXmngaAfVRQIYkiGPQNvb6hfFbw03wZ9KvAb6pae0XhOdA68OqiXExOFQDUXtt06PcNrgVRBO22Vdpc85h5pP9CNpt8884dx/b9hEIhfq2qtReB7arMRycFOOoNzAriZdMKCkEExkC/Z5P1lXbLJgiw3307wzvLPgKfAX4L/H5Ba89VtXbM5Y4BAC4BJj926KoKoCQxJDEMB4bh0BBFAokA5Pba9lPNhvuFMJarwOeqWpt8EIBVgF5fQAVVEAQvpWxtupSKMY4NrqP4PigQhxatRoq7G44BvgicOc6Jo7rglkIQRQbXBhRUlZWVFJtNi40Nm709M5oNqijQbjoABAML4Bng2E6xq1rLA4lCb/H+x2PnczF+Srldt2m1bNptg6rS7QrpjODYOipPAvliyLBv0e0aGM2K5LgHaQPPK7wEem5BaxugvwR+vigXm/dOJYAKN68fzh+FtbrHxnqKtCOkHGV7M4UlgusmhKEB8ID6sQ4AP9jfs88FA0Nzx55K+eEP5+aCby/o0reAqLljsbdno8q95KpCzldyWaXVNmw2bMIwTb4Qc2YixIwKmwP2TwJgJ7EgCETCzRtZ1tfCiStXOn/0fWX/wBCE/58chUo5wvNg6lzI3S2HibMB19/MMHHXpli596XOAfftGO+VAf6QSsc0GjbdnoVtwU7T4drVHI0tm5Qj95KLGDIe2BYYESZnBmTHIypTIX42wbGU9U370AFJQJ49zgED/MJPJ7+eO9/HMkphLKGYUwq+sHwjx4VHh2TTimWEcj4mm04ojStJArar9A5sgoGhsZ7ik5/d48L5ADNqvAnQ2WMBqjK/CvL9bCZ5be5CFyPK7EzApStdJsoRtWWPg67BT40mYsZXypUQx1Xeup5h9Z0U63WHKBBaDZfMWEJrxwB6C+T14wAOh4TugvyokE/cx+a7X7p7J83utku3Y+j2RzUPQ2E8q1x+do/9XZf9XZvtrVHf93qCKNiOjSbgZ0MUbgnaOUkJAPZBtwX5brEU/6V4doCXTugPzGjEIfQHQmvP0G66WJbi+QnlcgQKna6w0bBZXk6RL0XkSyHA34Hd4wDuW0qruvw06Cv7e9alpTfHEGB6JuRfN9P0BjBZTDhTjDk7OyCdTfhPLU393RSlYkSvM+qYT3y+RSYbP7koF986qQPvkXZAXsqNx/WZ8z3iSNht2gwCwbFgMDQkMaz+O83a2x67TYczhRgvrVSmQlw/IZNNVk6S/AMBqjJfA70G8o3p2WClUBnS6xpK+ZhKKeHyUx3GxmNE4PoNnzubFlEglKcCPD/hkcd7AK+eJPmHOACjztB1ge89Ot9PHDdGgHwhwkkp5ekAP5NQKUaMZ5V0JmEsH9HvGCrTQwT+/EAAhxC3gdcdW39amRvgeYrrKnEohIGhOBngukpuLKbXsWjUU7h+jOOwDWw/MMAhRAf0J5PTYZTyYnodw8aqx/qKx8aqhyoEgSEYCpt1l0IlAGQF5GOnAgCwKBd3bSv5Z5jAwYF1byOKAuGJy31cR9naNjQaNkEggL4BeuT8/0gAh3pjcqZPoRCRL0acqYQM+haNuosxcHYipjwR4fkRjOr/t5MCHPlz+j8t6JIL/CqKzdcPWjbR0NA9sLAcRWMolEP8XIRt8TtFv/ZR1vP7AK6qlj4t0vygwwtamxJ4Efg4SA54BvQmUAdZAv1rVeZPfHuA/wJioLRRsDSpXwAAAABJRU5ErkJggg==) 9 0, auto;}
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87.5%,93.65% {cursor:url(data:image/png;base64,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) 9 0, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 9 0, auto;}
}
div.testarea{
animation:rwdcur211594 2.6666666666667s linear infinite forwards;
}
