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6.25%,12.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHEElEQVRYhe2XT2wcVx3HPzOeHU/2N17Prhd7s9k4GzexXOM4aQI0SeOmTUXTQ0iLuFZC4oSEOBCEuCAhISqEkBCoXBA9IC49FAlVSgWiEFBUVS20KWmKCZaT2MZZORtnd7Ldt5nMbmY4vLexC0ko9z7pSTvv/d7vz/d9f7/fW4uPPzzAucd6AnT+Dz0fGQMfU84GBu+zZ5n9nvnOAnlgi3Gud59zdw+Djq6MjnAdaPyHnGumbWYC+EDBrOeANbPmAXVzLgFqPAAhxyicZANe33jdMt82EJgZm+kDo0AEVIxRd5M+xwSRGLmlBzmQ3Q3OXnBy4CxCfFYba5n9ClA0RulHegD8GMoXIPsMJMdgOgu5NQi/r1HsGWdyBtX2/RyIvgilSagIZI9C41mof1PvF9F32ofTnoDRr8JEBw4k4MxC2YdCFyjDeh7Cb8E/f6QN9q80Z3T01+y+TucUBHOQHRTZ60KQgdojcBGlVgy0WQNvdAqKn4OqDQduQbUN2e/BQYCfweWqiPMvpYK8jr5hUIjMNbhGX/QRBAqQmxJxhyFrQzGFzg0YB+aBfcCT5vC7M+D5cKgiMt6A8vtKZb8B69fA3S8SCeTKIlFHqbq5qsREWzH2+vzoO9FzFCQD4A1AYQAKPWivQgkd2RwwPgzh8/DZBhysgJ8F34fEE2kMKWU/CStjkE2h4kHiwM1NHOgbLrCRaWtACCT2DzSr6YF9C3KrEKwolTMHrgGrz0HlGOy6DeNFkWAMoiHN7E4TXtgu8n4C8R0YX1KqsAJjwBRwHJg1DpTM70lgos8FB6ADXgLeFqgqaCzDsBFsfw3sbTA1LOJ/GYItUMvAuSvw6mGl5p/WUI3mIOmAPQjBDpj+Oky8CM+NQe9F+G4dhi6B+wZc+6vmgn03C1qQ9QAL3A44Sqdh7gjMzEBFQTFWKo5FPliGxb3wi1NKvQlM/B74DtiRqSMlEb8IE8tKeWgInWmRz08D40oFc9B6BX74suYHDtAehs4gJKbi+HcgeAWe+Y1GprcDettFzm2F10pw9jR8cEZHUAcOv67U0YegXACGRYo+FB8R4SWliHUuP+EAvggfwp8fV6rwMqz0HXAuK7XVhaKIEMPoJJy4CTwB7ghEPizOK/XOeXjreVg1/IjQ/Cl6EGWgtwgUlGp3oDMtsjQu4hSg44FnQdmF8gC6UfRT2wGCm+B3wV9SCgsKbwMpJHmIZmA1gL8twPJPNXmyhsGhYXjHhmQRgi7wIfS60Nqp1Gu7RdY86HXg0QFwXCib735ljB0g8iCKIYmB08BjkNQhGYT4NJQ8GP0T7EEXFw9dputoRQsuPDUE0YKmd7hH5OdPKfUTNA+yV0TsISinsM+B8ld0g4qAug009opcKkHnKCQXTP48Cr0muFchd13n7yS6QG3O6xbQLsH6DfCeBg6J1ObgoqkDDuC+pdTDv1Jq9o9K0dzoomXAtQE7hGxVJAyBl6A3BL2ilrBPQrgH7B0bjaU/YhPF5TUY9SAZEWEW6g19Tf3uWjkP0y1wrgPvKRW/oHuMC2QdwK8pNWZBYZtIMgCtvysVFSCegyAGdx2CPRCeg3gecvP6KlaMkdJuWBKRyRxUroJf09HNoKH20HDYN4Ehza2sCcBzgN41KI5qoQgIc3DxFrQEpioi1U9DrgnVnlKlWWj/Ac6d1Ub2AzvfgM8cUcpdBraJuOlGxysB9RlYuKodYiu01zcyqO2k+Xzvd83m2m0gVioMRNZOinz7daXsIZETDnxhACa3QzUQadyCqUmlps/qQuIAhabOALsNvKrU7H7dyM4YHqxOiizvhFUfKoMQKqVskwUNhzTNHhe5cAP225AUMpmLQPskLJ2B1hA0CvCsC/t2QukOVFZEvnRKqb/8GKaBE01YSCCOIH4YwkhD7Jlr6uyGegtatyH2IZoR6aDUZXTjwrYyGYr63RYbr32AY0ottUR+eR3aSxDt14Wk/CnYdQiCx6FyVhPNV9C5Dp3t0LF0es73a8UwRJcga8HKMMQPaRs9DIT9l2uyieF3f+eUitIg+HW1272YwhEbHhvJZHbNijgnlOr40D4M9aqIXVIq3C6ytg3eRakQIM3nHdKUHd1ueBtyIxDZmYyT5vOu1WzGDpYVk6YRukf363u8yRmsMIyAd9IgqKFL8fECTB8UcSpKtXKwPg7RziDov4I33n9pare73d4/wJ3LZJaM/g5pikbAtiPu3KkB7wFXjIF7PqOtMKylQfDmerfrL0CuCouxiDME58c0ih4bKaqHbff8TKZ2uNv9LTACXAVqDA/HhKH+X5AGQRGdMrrOW1bNajbv+Yo18mWgiubKOra9QJLk0JWygW0vWY1GvEm+AOy6Kw8LBlXjQD5vA1nS1MayekBkNZubOfHfToyOQhzbVhg+UO6T8cn4X+PfIZqgPQ0gZ9UAAAAASUVORK5CYII=) 0 5, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 0 5, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHK0lEQVRYhe2X328cVxXHPzOemaznjNdjZ7N2nfWPOHZw3DgqTWpCSEqDoClIiDYIRUKUN+CFF1Qq8YLgrbxAJR5ASDxABUipQK1Uib4VaKVUDYhGIY0TkwbLcR17Y68n673r8ezsLA/3brJxIvgHeqTVzNx77jlnvvf7PXPXAjygwIOWAGuAY34ZkAI2kOvwy5kYmZnD3NfNtW07nwHoAvrMdae5JrFlAncBu4BuoGl8PDOGubqmSMusTTriWWbuPmu/3cPMNws6gzhmPDRFBaaIZIevY8Y75+KHJXHMpLdjvP1sA3k0fKnxb29XDAwBjwECrAL/6PBrr7c74tUeVkB9FrwT4PSD8y9IzunxUodfBqx0FBvMQLEMX12Fw3sgNwsLj8PBT8KfzsBix7pOy+1EwgHqL4sUfDjggX8Skl1K1V/R8HYGmALCAcg/BUcOQO1VeGYVglGIWjAdQG5S5NZrSvEcLHWsz8yvH6h2IuG0du92aDb7s0bjQAyPDMD6l+D6Kw9WP/0cpEdgYAOm+yEbh+wakAdnGGjAyIdKncpBZBArPuStA/O8BGQOzaYDDNque7Cr0RjrhsVhkQills3iDE26k3ugOqTh9ypQ/DzEJcgmofKESDIM6RJ4fVBHqQwYMWuHgHngesdW9ANrbX37aaNRjGHQhbqt9zmPYbzAqQk47EBmg10UyU1DcgvWZqEyDPM9OtlYNyxEGuJZ4JQpIEDL92oHEj6AbUVRst1o2O9B6VWlJu6Av6XJtmyg2vcshE9DsgTFy1DogbQI1ydhZU6pn65AbRWcBowDzk2l8sAk92SYBw5zfx+I2yT0b0ChopQ/JhKsQf62hm8KmDkNsydhcBUGnwJvP1RTuHobfjmh1NKT4L2oVNQQyW2AnYNxBV/5AVQiKNjAHUh98M7AxOtw41c6edQuYKgKwahIdRc415XKX9fVl56B/EGYKoN/CJI1qK7DjVSpN1/UJPLfBp6HwrZSgdFqqQbFElT6wBuFagBJr0h4CL5zDFa+Cy/MKJW0C3Cq4AeQ3QH+DaU5OPEzOLoFaR6cXkhTWCrBhTvwzmtw/oYmUQD47T7eALbBt8EPIewF9ovQD7T0HHvgjyO6x1zVKgAvU4pLULwE9EBwDI42wR6HfFEk2lJqYQku3IQ3vq+5kaGJlgBFF9JbEGwBVUgKUK1DNCVS6YLkIxiKlCoEIvlHwU80Mf12Abl16P0Qwp/ckwhnIT0NK5tKXV6BhUtw7Rc6Ybu91o3Wx/4Jh5ahMAnshSgPV0dF3rDAVsD7Sp1dg8JnlGJZJN+414hsB4hr4Bd1wLt2DpwvQHUOKheheg7KhtVt6baby0AMuRDSdWATnGNw/oRSfzX+uZfgyACEvkj+70pNfVu/vd1GwNkDlU1InwVe7yjiL1BqglfWyeoGnSH0/tto2Y04kIYQO+gqHxeZM43sMSB4BMoVLU8mRRKUik2sug3kc7A9CLUzO9pvCPYB8L4Ola9p2RTRX8NPo3UNkGZgb4MdABNQvazUSDsBkJuH8XXw3gVWlKr+VvcFu60CLsPBAuRnRLI/K1W9AfEo1BLo/4SIHcLEDHz5U0pd+x0kF+E2sBuYAbIYcisQlDXL/TI8ASwAV4C4AV4IqQAlkWhdqQDTlGwg7YK0CSwplbgi0W642IS3J0QuDegNn83D08dFTr8A+6a0/MbR19IqFEoQ/wZYAj/SW1Q0XFnMQ7UXksPAnFKFTY2A7oQ/goWjIh8AE8tKhalS8XGRH65CNAzH7sDzZTi6otR0r8jQjEj/F5VavHrvjJDYuvk4AO9AMA1jhg4pkDwK80Migz0wXoRyDFWUAsicH4dhrdZoLGZQHhUJfLiyx3XXRqNo4SOR6k0Y3FKqkIDnQngQxr8h4mwqdeXXGoW8C+k4VL8Jwd901jYfa0AyILJRgLoP8S6oORr5WpsDduC6CRDn9WBkoGWvUuWX4Q+T4PTAZw9A0XPd4kyjUfocBAqca5BMQbQfsm2od0E2CBff0g1rEXBWlNq9JRLu1dsRD3aQvfO43amAu/ffg+VVkZ+H8Jbnusc3G41Tt2Hah/BbIuUMolip1Bfxh6CcQKWp1Lsv6e9/dhZGAlAhxBb4Q65bA5xWX59nbWwkDpaV0GrFZj9tA13nSZgBperAhVYYLn0Ajg+2iExUlSoMidS7ReoBrJS0ItYKIpcwH5tBsBuQOFBZg9y+RqPiuW6dVssgYNsxzeYy8D7wH03k+7ti26woWv49nC+K9OSh2i0SJFCJYXEYmh509bvuLSNBAJ4UWeiFeRf6emAthWseLNPbmxBFWACtMCzoYvGBCMtatjY2HjhCG7PfhMNjIqVJSLtct7zVas13W1YefSqqYNsLVqVyF8VWGPYDE4Zba8C8FUUxYAro67MBn1bLxrJSILY2Nh74G9VprWIRksS2ouh/+n1sH9v/s/8C/9bHgFGytTYAAAAASUVORK5CYII=) 0 5, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 0 5, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 0 5, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 0 5, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 0 5, auto;}
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56.25%,62.4% {cursor:url(data:image/png;base64,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) 0 5, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHEklEQVRYhe2XT2wcVx3HPzM7M17vG6/H9nrtbm1n3TiO4yROE5UESgIFmrSnUgLiABIIkDjAHTgi9ULFCQmJAypICCSQKlVCIBVRhZSqVRMikqZJExnTOM5q42zd9WSzv/V4ZjzL4b1N3NKGinN/0tPMG/3e7/d9v/9j8f+TA6Tm3TPr/RSbdV8hH5VsIANKQGD2KbBq3ovmuwN0gIYBlW0D+l9kfQTFDlAwKwB8oG0Ee0ZxG6gAzW3KImDF7KP7Cf8wsrcpHje8FbOvoU3rA2VgwpxJgSW0VfLcs8CHUg6gGwQ8mssVPp0ko6PQfwFc9FLADqMoA0aAQaD/EHgTQB2m9sPCLnhqDg4fA/cNuIF2QwvY3GYVG+gzwHJ3ATydy1VSePRBz9tVSZLJAfDOQwJ0zQ1tYA9QHYSdJ2Huy+AdgfE5mGzCl16B6behVIbpJ+D2OXjTKFZoVzvAgLFMz/I5pzsy4rwWRQsPwKEteOAWOI/Bn5/TJl41QuaBg49DuhMqBagmMH9AqeUhEf+GBgjAFhT6YA6YNed940IbuGjchwERO+0ocvJQ6YPdqzDTANvWB2MgNH7fC+x7CT6zBa3j0FZgTwOZUhwRaSnwM7Atfc5DB2wJHYC++bZg5DYMIM/2XTfzwQmh4kIwp1Rk3Yv8WcAegysn9J43oDgFxX1KORHYI9AqQ30/NKcha4MzqC/QNgD2A7vM2mNc2iPbscIwbijVaYPtQN4CO9Uomwbx9Feh8jloHYWwAPlJpaI81G3oXBT56ZxST0yDMwyVr8Dp0yI1c8MRdIb0aoUPTAGXeggcjOnykN6Byk2Rdk3fdh44/iQE/TDTB/mvK1WMYM2FizV4YUHkT9+G9Luwz9LhbTtQmlFq/hci9iJUBYpFQMATaK1AfFq7I+4BwAbeAf+ciJODwhk4AZyrwuEqOBtQiCFK4a0CnF2Gf3xf5O9A/CuoPi7y4D6l0j4gg3IV7LxSlbKIH4ETQyUBexJaY0rlXxA5+8x2AAKeA9ktnTNBDYZ/ArMbEE+BMwqRr9RiBKfvwN9+JtK4ogUUgWoG3pJIECvFGIyPwfgQMKkUYq4qxuQpRE8pNfyMyBrQcdCo7QCiSZ0jhSvg/Ujz5/8A7YpSFyfguddFLj2tY6NXgh2g2IH8OhQ9ETaUCvfD0ojrLo8ArSTxbsLMHah0RIK8Us6wrgUREDnoW0ebkJ1QijmR93S1q1B7V+TqCrx1Ulc2B/30jPfqXTgYg/1zIBXxf6BUY2eS/OUh1w2LrkucJF8Q+PwtCJQ+uGrEF2y0j+yb4F8W4Xu8l65C9kfwT24rNkZx01h3dZdS18eg86IOxPSUSLpTpGOF4fNWGD7vwKsDUJtQigXw5kRWtmdBYROciyLlKcgmgS+CfQ3YA9EoxDc03/amkqEzpQN0Mp269u+Bd6G+pK2z2/BEXWACWjuA7vvmBgfgBpTykN4GpiEta0E4kFpQnIG1PZD+8m4c3bWC/iBiFyFKzL6rH7eNfBsgAXtJO771G3j4G3ChByDaFOmvQiuCrKhU+xgsXQPfg+E8FAZh6gB8KxXJn4dXL+hC0uoB2YS+DfBcwARzHc3T6QG+DOVlEdpQSmAGWANqDuBvgb0Iw5uQPQZhBq9V4ZYHn+qHRzxY+BfM74XWpG42zTO61gPMnoWHb0P5FnAY/GkdZK8b5eV/QvW6yLAL+BBf0dWxDNScb0KpDuU+yGJtxuZlkb+OK3X1gOsuAfFmknxyFqoDSjUzaFsix8/oJtUAssswdwDinUAe0gNKXUOkpQ3CxDsiQ6AHjACinJ4JikDmTEKxC+yA1gbkh6GxCtGTIo1uEJwCUuPIo5MwvgUzVSgdg+gVqAJL/RB1oDgE6Ri0B+8NokXA2dLV1PktsBeqo7pJrQAdZww6o9C0IStAWoT2qFIeIpkVhs1uELyYc910MElWW3DUhvFBGN+EwlEIp+DUApQfAntIqWg31Eva9/Ri4A4UFiHYD50dECbbe0E/dHYrdT2G1iWRSh+kBX0wBrDCMOoGwUu+66768O/NJDk2ptQj3xGJMmgfUWpGwcqIzrlCv+v2ghNg7WtQ9KHjQvZrKPwYshzwQ4ieBZx16HjQGoXFKaVaKTR83cvvjtJWGEbAuW4Q1FNorImMH1Sq2AfZNKQDrhtybzTvFSgAfhcEtfUkeXkWZo6JVHOw6sD5zyrVeFYEZ0yp2hbUYnjThesuLM+77iofQFYY1rtBcPqQUv4GfGIIGHDda+hJeFwHOU3jX5OkdjrkurW5JHl5XKm3t+CmgtfKpVIHEf1f0A2CkhFQAEIsq26tr7c/CIThr6AD0AfWsO1FsqyIHjaa2Pay1WzG2/iH0bmv+WHRWNUAGBrS/wDdro1lpUBkra/fd57vlssQx7YVhvfl+5g+pv9F/wFCiKKvNy84bgAAAABJRU5ErkJggg==) 0 5, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 0 5, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 0 5, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAG/0lEQVRYhe2XXY8bZxXHf54de70+jnfWcVyvs9m3bkyI0qQJJUqBhobQCxQkWqBSJW6AC1Qu4AIJgXqHkPgAvaEI9apCAiEiUIuKEAUpCghFSbuJ0nSz2Sz71s1m68zOOj7OZDwec/E8m7WiJO0H6JFGY89z5pz/8z9vz6T45JIBXMABEiAC4p61vF2P7RVanUdK6hM6z1nHjv2f2HsEFICiBeBY5wHQ6rkSHiLufb9L1ohvdwBmdxm7VrLPQquX63Hg9NjxLLicXWt9HAAH2GcdYR3NWCMZYBQYsXoZq7tm111grgfwlt2sfdYbtgcD+AoUipArgDsH0RnzfARDZQWYYjueBaB/Eip90LwGreeh9BJkCpBfg/r3YbWHka3QPRzAL0UKN1UnByDXhGYJWqe3EylvGYmA+mOQeQ4qVXA9aCSw8QRUR0SGIijcUnVfgYu/gn+yHZ6H50B3506XTqc4J1JrwJij2joK75+GFbv7MrAb2DwFExNQS0NtGOIqNHzI+pBcUp08Cv48ZAsG+KxlMH4kADodN2y3qx5MxDDVJ9IcUg2AqqXOBe4AewVqo5ApQuExyOwSyQ2qRhegOGoo8k6IrKyprvcwfH8yO5bNcEshqUPZh/EulO6oZhegZpUVqA/D2jdhwoWpCrhlyI2LhHcgKYo0n4GlNky2VKtZiB3YxFTSut193uZOr7SAwE0FQXJZJBuBG0H+OmQuGOUyJgwDL8IkcKwK+QkRZx80HVhaBOdvqr97HE5mwamKFDvgqgG/VSGZBzgHU6KRCzgZSNYgG6hWP4DGskFdA+aeA78IoznwnhLJuuC34bLCG0dUzx2C498C5yAkfeBEUFY49UP44gGY+azI/0agHkN8RZXXIXzbgFsFQheIM5Bsqma/beLjbUE8DNExGO+AtwPilurSgMj5FvzhO6pnAecitH4CKwMwGQPrquWbUP4IXIEpgfoyZBZVCxE4P4aFAfj1aRgHfBdIPoLCTI/jLXkJqn2QPQfu03DFEzk7CH95S/X8OUNhHnA6kGlCJgMURAq7VVkGKlBzoOarkgAvG7NTXzP33wI5F8heU90zBNHzwJ97AFTBy0JzJyytw9lLqu/8HBbY7vcREHUM9Y6vSkkk2CviPwlrYxAsQaEJU9Oml7gAb8NXgTeAhgsUE5NxrVPAMVMVzAIpWHNgJgVX3oWrr5rSqdoEWrIgLi/A95pQ8QBVdZ+B+bzIm3WIN6HYgmwVsi+C90fgOJw5A1eAlouhOQYSH+iC8yzEXxcJ0rDQUD37b7jxKtTtjrOYNl3GzIPwLmQE4kFgDFY3YfobqpfsOq/D8CQ4XxY58lOYP6r6M2vLDIoUcAfcBlCCZEQk6QNuqHprULsNy0DDltNWabn2SnbDmsB4GcqDIsGiaoIZ0U2gMQz1PSKNPNA20d06R5iudBtyAnENkjGIQ4j7wB0QKVZg6gRMvLA9XLYmJpjEHR8x8W4MiiAQd7Y7qAM0+kXa11WLc8Aq+L8ww+1eJwy3ZvKYSNKB5rRq9KzI6pPgbYhU6vCFH4H3lOrVP4H/rgFRtq8lK1A5LBJj4hOLobdpr6iuOrgOBVEFKGQNOwAZF/BWoRxAoakaf0bEPyny9374MJ9OP+G2218KYf8uKNZh/+chVvjP1W0GbqUgicDdawIb5wzFDUwrzinkhiAsAgm0+k0+FYDIPQFTdSgOg9OA1rxq4sNfyyKze2A2gtwiHD8EB2chbEI8DpWrMI3pA5UMNFKQdIA+SAZFFNUlm2il3XDzTSjvBWqQdG0bBnCLUC6BnzMdMXagkRapf051rut5vguMQy6Eg0egnIVwGapDMPN7M3DcJuQ9CAfNjAiHTJv1bQ44M/D4KDQLUEhMXEaB/wKJOw7zeTg0AUFehB2wNmnRpYLA73reW1MQLrfbLxRFjh+EUlXVvQP7D8Ds+zC/y1RAtAPmUhCmTYI1LYDmLfB2QpJA0AA3A2LLueG+InLmPdhXgPFByO6EYDCdvnecTgVB2PW8fwzDehPqZThSFZm8De6w6ugBKNZEFkbT6ZzN7N7DR/IbqPfDUhMOYHpF1AbnZYheg8AtZjLhyW53+m67PexCpS+dXuC+83wqCELg3EWRYACul+BEDibLIm4WGsXt3UaW+nvv/8Dz4s12+1/XYPyuOWGtevBBorr2GrRcHCek01ntT6cv2Kxe4SHH6EOqszMicRqSPKy7kB2AD7Pp9AzGeN4CWLr3kuPEg+n0yuF2+50O7ErgRgLnnx4b87+7uGg+TLqeV7IGckBAKrWa2thoPgiE1a+a3CQP1HGcWZKkgEkuH8dZSPl+1KNfxDQfow+zllULYGjIfGR0uw6pVAyEqY2Nhx4kAbrlMkSRkwqCR+p9Kp/Kx8n/Ac3juKKXkfX9AAAAAElFTkSuQmCC) 0 5, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 0 5, auto;}
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}
div.testarea{
animation:rwdcur48155 0.8s linear infinite forwards;
}
