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14%,15.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
16%,17.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
18%,19.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
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30%,31.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAKMklEQVRogc3aWWyc13UH8B+HwyGHpEhKoihqobXE0ULJTiy7jCXLdmLZSdwmsdIEdlsUrtPED01apEEL9KVGWwgoihat0RaB0AZt0YcgDWx4SZwYUdJsih1bSVxvUim52ixSpNZw0ZDD4XC+PpwZkaZJmaKpogf4QOJy5nznf+9Z/udcVlkYqcf1WIk2tGMjWnEaT+J7KC3Q+xZEmrANfygMfAODmEAy7TmMTdfCiPQ8vtOCnfgd7BC7HlKbpa6BTJZ0DaUJzvcyUVyNW9G9EEZPlasBUIcP4mH8KupU19DYTOtqrtvM0hU0t9HcSnYRvUf4j79iopgSbjabtGIDluAEjqCwkABW4nfxBbRLVdPSxoZb2PgrrFg/uetT5cxJ8jkYwoFZdLfhn3AHMjiPf8G/ivh51wA68Sg+jDB8y23ceCfLOt5uNJRKjI/x5qHKyhGzu88d+IRUdUq6hkK+EXtwO76EQ7N8b04AtuLL2CmdYe0Wtt8X7pKpo6rqrQaf7+FcD7kBBs5x6jCReV5Ffgb9GexCStt1fODXOPg8Jw8yPnY39opTf30+ALbiK+iSrkm5+Z54wdKVVKXiE0mJs6c4+TrdB7hwmtwQhdGperrLm1Cc4R3t6AKrN7B1J2u28OIz/GJfSnF8Z9mGh2cDMRuAzvJLu2QXpXTdy60fp6F50vCL/by2n8MH6DsWGSdkCP3oETv/dbO7QTvWq82yfC219fF88Dcimx14NmV0uKtsy+/NpGcmACuFz++Urgnjt99H/aL463iBo//FgWc59nK4D5fKyn+I/SKTHMPILIZXJIW0qhQTxdBdk4mN2n5ffOK5Jysn8Sg+Y1pgV09TmMHv42E1tVVuvoedn6KhKf46eomXv8++f6P/OElSwI/wl3gEz4iAPYvxdzC+AuBDiuOr9B+POrJ0ZYCoqWX5mnDHMyerlCbegwGRzS6743QAm/E3aLH+fXzoN2lZNmn8S99l/+NcGiBc5N/xx/iJmYP0nWQYF3CbQr5J39EwfllH/MzUsaSdc6fCZcO1X8H/zAagCw/K1GXsuI+OjZEmxwux85PGH8Pn8c/lXZmvVGhGN7Yr5Bc7c4JsY8REdXX83tASKTmfaxQFcZ/yhk0H0IoHJEnWwNlAPnCOniPsf2yq8Q8LcjZTZpkPiKN4Dbcr5BfrO0pbx2TGa2xhZIjeN0iSdXhRuOrbAIzifZJkg0sDVU4fDeQnDzIyTLjN5y08s0xwUhDCOxXyTUZz4QH1i6hOR2AffZnRS2kRq9/B2HQAI/gBfoaLSJkoZhXHi3gZfyoC9VrQ4gqIVdhm4Ey1+ibWdMYpZBsZOEvfcZJSSxlA33QAkBMp8bv4Fp7AVwU3OXCNjK/IhHClWyTJOoU8HZvDhVLV8Rx7hbGRRSJuXpgJwFRlgyLv9pR/T66h8RUZLv+8R24wo201K64P2lJXz4nX+WU/EcTfTP0fGDQf+QYOKU0ERRkfi9VMNnhYyFZcf60A1Ilu7f7ys628NlcZEFU9+NX5nlhN10TPUZslaPjKawGgHf8oguxr5ec75bX2q9CzH0NyQ8FwK9LcFjyJRrSlRTnfIFq+ehGo3cLHrjbP1wku/6BVqzI2ldvg7u5Wvb0Plj/zB+ZWtU+gX2G0SW4gOFcqFd1eJqtsd3sad4vdWV1eHBJF4lXBAq/YUEyTTuy2alXGI4+we3esPvUUe/Zk9PbuFhz/pTnoOiaSxwYD5yIOarPRqk42URuVFSaq04m6hqmThAkcFCczV7kfE3btSvT3J5Iknv7+xK5dFZ33X4W+R5FoWprYsiNx7+cSD+1JLF9TsfHptMpUoXUV934u+tg3D3HqcMrQhU48gBeu4qULKV/Hhw1d2OTg8ykHnw//r2QlTlfjHtykaSl3PsDarbz3ZoYvxlQhqvPj5kaPa/FphUK95cvp6CCXCxd64gmGhy/gH9A3RwA9IhulMIY6xfFqSamA4/i7tGCDFMcZHQ4/q6mdpNERG+tdoS+dIofwlN7eB+3Zk/HYY7Ha3U1vbwFPubqYquj8okgQmwRjHhFecSQt2r+SwmjK4PmYOqRSQWEzWQqj7Vg7RwB50djQ27tbb++S8vrFsvGPmF/fUBRd38/Lz2VJi+7pknyuyeBZkUiwbHV0YoXRJjHieGaOL+sXqXKvmJcSDciheRp/RUkLrnPW2GiTC33hSumamLYtXckvzxATuRZzb17yIlXOJV2+K0mJ3Qn3ePO/J0ciNbVs6goGGMfyiWttzHykWmSXFfioUjHmM0vag/2layMTDV/MoFk0MsNXUrgAkkKH6M/bhZeMihoyIwBikPpxxfFFautZd2PsfEMTlwajI0uSVaIT+sFsyhbI+N34e/wRfhsfwY3IirlpbiYAOWyTlDqNDLPuhmgiqlIsWhIj8ot91SKlHhI97EL3Bil8VNCXzeoaMqrTdSaKK3ALPi0423+aMm+qABgTx/TrxkbTMnV0bIpgzjZEI3H8NQr5JmwXXdPJBQSREoliL9ZobOGO+7n+piBvpRIjw1WSpE1MJE5NB0Ck005JstnwRdrXsWR5nEJzWxS4vqMU8otFWn3DwpxERky+92K9xpZgBLd8JJqXtVtjPnTsFSaKE/i28kRiOoC8YKJ3y+cajQxGQNc3xXymMjE7c6IC4k5BeQ+/CxAr8Wf4E5Wdv+2TvP+uStMSjfzzT8eIJ1L+XrHZbwNAcI8a3GXoYgxsV703dqAyMcs2Vk6iCetEszJ4lYa3CFb6F/gUFl/e+fffFe+A3CDPPUH3i5Xh8d+KdvNyEpkOoCjqwg1KE+ucOVEllQp3qqkNEMvXRmz0HKE43iwoQo8rS73g7l34rKAUD2GjVKrae27irt+Ki5PKzo8M88I3ePFbFAslMSX5c9OK6UzT6dPiZmSv4vhOB56NtrMyXq/JxKApKVUAX6lru1XQ8RtFBmsXt5uRplesZ2MXN9xerj3lDjc3yAvfjAl4cbwkZq9fMsOV02z3A4fEzchXjA53ee7JlHyOD3yMRYsjDsZGia7p7Cw6OsVdV+fllUw2asvSlVHl12yNEeLUC5MLp2PXf7GvYvyBsi0zstgr3dC8LmagX1Yc3+ml76Vc6GPLjnCfkAOCvM2k9wvYpGkpm7cHPW9oCZLYujpcMlUxPKGQDyrz06c5cXDqzl/xiqnqCgAq8tZLvkxdEL7SREm4x+MzfKcRz2KnLTvY/cW3GjxViuORYV79EQefi6wTss8CXPIpK/iMuGb9rEK+VVCPH5efmWSTqJpc1zkZmFONLozG1dThn3Hk52F4ZJp+UY0X7JpVWdFfi4yzVjQoRwQ3mUm60KSuIW5Zxkaj2xs8z+BZLvSFu5zvCa41MU7UoW+LS70fuga9w9XIQ8ipTscEYcX6xLKORHNrojY7/f8oevEYPibqw/8L2WSyQk8f1QwKGvKk+EeRbSqpdR4ylyCej6TEwOyTgi6cF4D6Rdo9LQrmO91ivqP8LyQhjw260JcbAAAAAElFTkSuQmCC) 24 24, auto;}
32%,33.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
34%,35.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAI9UlEQVRogc3aW2xdV5kH8J/3udg+dhzHddwkzq1pSEPTlvIAQlCVMAgYRQgFcZG4qCAhQOWiqkIIHshTX2bEDAghxAMgMSOVkaZCyoiK60gzRQgBgj60JbhtoEmbE5zGsV3Hl3M/PHx716fh2D2uTeAvbR2dffZZ6/vW+q7/tftsDUo4hAkMp9+P4Pb098fxFJaxgBn8Kf2+KfRt4r8jQui78BbcgVEhfBH5a55voCaEnscvcAoXNiHDK1JgFG/ER9LPvS/+ki+QL8ZnkosLWs24Gg3qVZp1aOGT+PZmFLh2ldZDUZjF5/B+lCQ5igNs28HojQxtZ2CIwW0U++lL4p/tFrUKK0vMX+KZx6iuJLhlM8JvRIE9uAcfx37klUaY2B/XyPjqqndFjsECA8MsztJqZT+c35z4vSlwFF/FPyNWd9dNTB5meEd3odvtMJl2O7739cVzywtceDLMiJ/jh39rBY7gGzguyXPDLm66ndFdseKdAjfrLL3A4hzVCrWVzNbJFSgOsjTPwizhyP8qIlE3JMJkE+H4jVeiQB73hfC5xP5bOHCM0vZY0UzwxTlm/8zzz7I4H7aeCb42TosotNa8H8Z7RMB4DF8TYXhDChRFaEzs3MfNd9I/tCr48gIX/8jl88xfEUEFzFqN87PpvTEcxEAqyNdEPrgWCT6IL2M8vfdGYcafxtRGFGiJeM3KItPnw2GL/Vy5yPkzXH4ue3YBZ/D/eATP4pzVRFXqUOBch2LXYgL3YtzIOIPDXH4u0WoeF374MVxcR+aXIMFHcRlttI3tbrv5zrbiYDu9dxU/EmF1pNeB15nvE6ii7dhdbW/9UNvBY21JPpvvi8IyXsRacU/6hyfwZ+zGhJXFnLlpmg1iJT+Pf8Fv04k3g534d+wztjtMdmCY0ghLc2Gykfl/hud7UYAwo8fxsLDp3en93+N+/I8tqGdS3IRPYZs9h9m5N0JvoZ/+QWYv0ahtE7XWI6iwsVIiEY41gWnhqFuJcfwAb1Ac5I672bk/Il6jztO/iwweC/Y+aQ55uR3oRBtLYvu2atU7sSwy892ajVH1GqMTUaokOfoHmClTrxZQwE9R3YgC1wPnRIR6m+WFouIgY7tiFwr9EQ0XrtBub8ePMZ0psFdEkg+IAmsGc38HBdp4Dq/DYa06O24MH+hLQpGZMo36iPDD3+REjP43fAlvwgm8VpjKJZuPLhvFCup4h0ql37ZRtu8M4fNF5qaziFTBw4nVpiTRPxhbxd14CN/E66+zAoR5nKEVJUpWmuQLUbYH7sChvPD+UbkCN90RD114koXZklbzg+nvH7B29uyGAdyKw+n3syFQhL4esCCy+hsszkeRuH1nOPPQ9pCxUR/FRCIyaEmhP7Tb92pe809Mviob7IgoA3rFLnwdP8F/pddP0nu7NjDOI5hVq0TBmGFgKEwpTH84L+th83kGh8LWSiMMjWZ/qeh95QbwAO4xOVl09GjcnZoaVy7fkz7z2R7HexYzmvUx1UoUkH190Y9EKV9EKRErnH+xPSSakdpKNtC59OoFt+KkycmiU6d48MG4Tp1icrKIk+kzveCcrF+orYRMRDEZTVQeRxIZ9ZHkOnrYdmdNP6v3xHUYY44e5eRJbrwxrpMnpbsxZtUvXg7LMr9r1ju6u6SzC7w96XGwf1gkolhLe9i0KenrizYwMCb8pBecxaypKU6f5tKluE6fZmqKWNGzPY5VSucOWV7sAlur5sTjedEhNbSaebVqsAdJLnrYwCERhc70MOkZnFYu3+OBB4oeeijuTk1RLtdEK9nLONI5DyJkycymVskUaOCpvLC1mkY9b+VqdEF9fVE85Qo06+OCSull4opg2yiXTyqXx9L7s6nwp2wsokVUWZqP7FsaCW6p0SBl+fJYxLJGraSytPr34R0RlVbqY3izyI69YFqEym965YmMiEJP4aDy01y9wt5borQOWmYZC3lR88xr1MctvRDbk2W84VFWrsJxkfC6NeLdUMGj6fVKMSt2bEaredL85ZKlBZIki5DzmMmJHXgTXi2XY+IAuXyEq0aNy2W0R/AHUQFeT5Txv/g19mk1D6TtbEs0Pw/mROU3gRNazWgiSiNpJMqz8DyV5X5sEw38Step/nao4mnB5GWm+F18C1eyjFDDO7VaI/JFbtgTO1AcoLrC7EWijjkrwm77OitB9Ce/EU39o1JzzhRYxmu128fUKqFAfyl2YaAUEWB5oSj6hCesTQled2QKVIUS71avFuQK0QllrEChyMxFmo1RUTttJRuRYVzkHMJMe9rlzp74MvbhNtXlxPYxBlNfGBgKz5+bJrL3aR3czCaR4K3Cpj+Dd6X3y2KR1lWkU4EK/ogTGrUdapVVVqC6wrknoqnmyXSypS7jbRRjeC++gttEoNiDd4jcUxORr7XWANeiKOi7oPMOHgt679hdGbVXFfTfZovAEUEi/EjQk0FX3nxn0JcZlRlW8dH15utGbO3Bd/B2SS6Y6ZVFFmbgV3i3yLbdkLHQFd3J3f1iZY+LviD41J37OHBrBI9aNfrg56ayOR8WRFbXLN6Nnb4oaMNvaDWPu3Qu035GlAdr2f7rRTd2pEOBTnr9kHDUtD5KGL2BnQfYc/Nq7hkssOsAMxcyBUatswNr0etTgua+T3T/8/g+vqe7PY6kz769497Rv3oqVwifGh4Nqn5sd9RcnQcmyy9w/vcZdd8SBxy1tRR4OW40L/yilQ6yljOdwEOSXMnkq6Kf7nbE1D8QAg9tf2mNTxRp89M88zhXpmk1WoKZuNcapzOZgOuhYZ3zqRSH8AWUjIxx6DVhDt0O+fq6rFerGaxD+SzTz2TFI8F93r+e8L0o0AtO4G6F/ih3O+uotdBqxoovzITDPv9sxrY1BBvxLfynHk5jtkKBA4gyt1Fn7lLQM8WBaw66q7G6laUgquYvcXWus8Naxn+LQ46nrGP3W63Ak2ipriSefjRKj3x+jVcN6lGiN15yinkBv8R/pJ/zG5l8My97ZNgrwuddNvayx2P4P3Hc+ie9N0svwVYowOrrNuMyqnLt120WRS7Zktdt/gI9rAkyZE8X1AAAAABJRU5ErkJggg==) 24 24, auto;}
36%,37.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
38%,39.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
40%,41.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
42%,43.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
44%,45.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
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}
div.testarea{
animation:rwdcur156385 1.6666666666667s linear infinite forwards;
}
