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5%,9.9% {cursor:url(data:image/png;base64,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) 1 4, auto;}
10%,14.9% {cursor:url(data:image/png;base64,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) 1 4, auto;}
15%,19.9% {cursor:url(data:image/png;base64,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) 1 4, auto;}
20%,24.9% {cursor:url(data:image/png;base64,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) 1 4, auto;}
25%,29.9% {cursor:url(data:image/png;base64,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) 1 4, auto;}
30%,34.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHZ0lEQVRYhe2WXWwU1xXH//fO967XrNfrtQ24LDa16CoFnFYqqhwMUhSBAZFQjOCBhyqN+qVEVYMBt4K1CRWhIVKCqqpqRPOhBgFbl0IwzUtbEkUVjRTbpPmwHbSGJlqbZTy73s/ZmTv39oGuRUgoIJG2Dz1PM3c05/z0P/9z7wX+H/8r0YMeKoQQQJz+VwDEDdGDuNqDnv8IyFyRDfLONQCwTvlxVx7FpRlEm9bi8S8chNq2PQIAdbXBTd9reW570DfvUULEYxRsJeCLVRBruq7KFwNCqg8/aPvF1rbo4o2jFy+OWzOZB2ShcQpqadR32pUKE64spZ1yyAzgLZZAgt8rgDkFgrWh5DvDI1nbth8gwDAgmsJkYUw20Kv79L5I3bxOVbkWu9etobqud9i2PfLh2Ph0Lpf9S6lY5FyItX8QB1aY+ETm4JGjV3e2F3OF3Zy5fRLczj+KI5V7BTLXgi7E9fOiv/wI2XcM4DEAskfY67qhdxMiBRWhBnNlK3uGH5pf/WeTurfDVxtIN9Tp5nRHM0sktt51a+boI/jA2UT6F+jwnw4jyk6JA/dxeN12xT5XLhezuXImp1A9/C05bgPAZhofDQdr+xoW+jsblgRjbGg00oW4DADVtt4VQAIJ7iBk+hCeyCCV3Ez3/cNnBIK6rnXX1AbOcXBLCGQbjVZ5u/w0q6cLYozxzpbWSN9Hox/v5sSN1Rhu5PElz6sAcLLnJBVC3DkAAATQzEx8nPbgDkpQTAIRbFuyJMRcp5uAvE5ArIx9NatQnRappWq61jT29mRMlpSVJ2aeehaOE2tsr4/96jtDO4Jf/2rTE18+cluPfOpjAlu5A8uUoE7YKF4CkD04uqNJcIQFeLfH3QseryCg1YPBQS6fo5H6ZvU3n+yKapq2YrB44JmJi5OPGYav99yxP3WmUtdilX+Z9VYA5OYF27ZHNuh716vgnUPi8Inq+mZpr+lyFwEaoi6pBAXxqKQChFDIQrOPWj8a22z89GxtXU2nAv1Lr8zsae1RBk6WeGlwyDt0ghDymVqfUQAAdF3vkGGbHGKim/SeBIDv17zIQEiIEBI65u0KAaC/c/vBbAFW5sjbWWwx4iUC0HympBZnS00/rHnJ0XSt02/ou9fTnceEEOJB9M6vGvWWCgDXT8YMok0qeKcm+fsIQYwQqC6vQKUGInoUVikFHw+ibGTA4DiCiOFiqXgeAqs1ot9vGD41ujjKPpocd8p2cQJCvCcZvmcF8VJ6d4dZHdnPNUgCCX5dBXnC4aUJ2S/MV/M/GQ1F6pBw4shhGgICsyQNSihaF7dRChI6xw/vIQQhRhzKUMGlyXEQIXKDpZ8hPL8+WRfSv71m7f3hB5OZubq3dGgA04yBp6lMByWJpg+uPx4jFOhb/lsw7sAWBbxa2jNKBMWVy5fpiUJ/OwAM8cPthq5T1/a4W+ZZZiO71b/vz065suEbDy2PXJuxwnZDy+0Bqiok8vv7iETHxkeSKe6J0mQyaUtCtYWAs9UYuK9SqXBWAbaocQ4Au5a9xKlEKSEU9VgIKrQL4LTb8xB+68xwiJVAhz/82+0BqipsCu1fl7NmXyjkShdm0tbbx/P79NlyZhgCw4rQk1yIbFhvAQGh22oHYM5cpb6AAV+NjgxSVAbdcJofXOrkeLhsefLYO8lP1fy3AAkkuF1STOGJMZexo695P18NAK/xp78pIM47qLwJCJa2J6HpOgghIJRg0Vfmg1OXMuIGj4u+MACc4k/5BOfM8Ri/esWaOzNue5K9gQHmgZkcsrmWPPlLANgi9f9VpcZqhSqrbF6UB90BykQFixe3gggJV95NQyU+nCzF391IdlsAsJnE3ySQkjIMK4DQXP7PHcObowtxWUVhqQL0KtA7dcnX1Ki3ys8XtqkPk72cUtB5jX5IkgKV68hYWYS1RciUp3iOWaYnvDM+UTOtwPe+gcb3ZJTHfo3vsjtSAAAi+IALUAvAECVSro7Ml685l9XtykGESDNAwF9M7UFLewNmyxa44MhLU5ADgD+gywRilQt3VQNauo6KHX/PoO7OTFiNG/cFAkwU/FOm7AeT/GAZpCwhhLWtLm6NjSS5x11ue0VeESUeXd4IQXjtWf5MuwBfdgXvR7eRw2vymJrLfce3mQCmmQqedmV70JOc6bavNTsesU1GHNMT7KxwCOcu4cez+6kQwpSJlk1enOIKNXIbpF6TwS64KNE8UijDujsFqio4sE0CMgEJY+MjkxMgMDVRc06BttJALU7kr+/zZ9ihSClnmwGnmZVyZQ5BzgLEHBKHH+IAN3AXU3CzChVFmp61ii8cm+lfkc+Wf+/BXR3CAh8A3xP+V3IAsJHuOQCO6aniJZtzYStCXaGj9tQjJP6cgGJeQ2UO4I6m4MboQlw+L/rd6vvDZO9xChpSiC57qDAOJB1RfoPD6wIQJaBUg24twrLpAgovX0UqpWPUrF7t7xrgRoh15MkOgEcIJCpAqYDHCFQLEAxgMgMLnbUPHXpUP7JbQ2O6BW1pwE0PYA2r5vonPkm2lnvRAnEAAAAASUVORK5CYII=) 1 4, auto;}
35%,39.9% {cursor:url(data:image/png;base64,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) 1 4, auto;}
40%,44.9% {cursor:url(data:image/png;base64,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) 1 4, auto;}
45%,49.9% {cursor:url(data:image/png;base64,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) 1 4, auto;}
50%,54.9% {cursor:url(data:image/png;base64,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) 1 4, auto;}
55%,59.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHgElEQVRYhe2WW2xU1xWG/7XPmTNnZjzGHtvjKwYbYplRS2OKqii1CqkalbqmVkomKlRuqRDqQxWUJrXBtNQ2BEpUkjRIlapGkUKqcrExVRGXlIeSoKqlqRSciBDHgcEIBZvhML7OzLnss1dfaos0LRDapC9dT3u/7P3p3//69wL+X/8oZub/xb00u0giKQCgHwkAverTAhCziylUx/u4z/8yxkuT6DaSSIpPQxVh2/Y5ANA1rbFV+1GXoWuN08g29nGfD3zyTyNM02wCgOLCoraaqpqRovC8DUS88av05BoAaKOe6lV4wZh9ov86wKwChbHiv/zq6hMHAobxvoBoCCGy8ZvUvT8sQs2RwI2EE0pUfBIgcybc2rR/+chI6rue5zbks/k3NTZWxWkB8uGMZF2mQpHwwIsf/PDQw9RZrcO2ohiT/ej/j806B/BIqLvGc7NfYMUbmaniiP001oZ26aGwWVh/30JcunjRms5mL3rsDBDEsISWngXp4z6fiOh2F/27mpMzk4clfS0V4HDGQBDfMnfoEs6rHjszO86trRXKaCRwswa9iyC6QoKajcC8hFayvGLTfXuD92rWD+WAg0RFGKHmApR0WBiJe+TMCKGdAKMFjFhABGMA1P7s1qG1oV0oLi0YjlSFB8oqo8Pnzrw3lskFrNfRK+9JgX70KxcxK4zS4XFcSxEJhEPRItMMthQURk8cVbsrmDFRHqrX10ee/0yJqE5IqZrn18e73h+8uvlIdudoQciLP774BeN092m9L9l3VznyIUdHUSktXE378AaOqO21BC5atHhxTHpuy2qx+TkCZcbt6xMBYYqsyBhBM1ix6cA3oGuBB1brnQfhuonyhpLEW5cyjcm+5F3lyEeMswqPGyd5rzO7f6yg22WFibydy+hsnDWE2VoWXhi74VwWIgjU1ddhJDWSy+Zyb0DIgeLyeUu+2LK84N03Lh1/fvAHh9qos9q9Tdd8pKejGJMPU2c1AHxddAz6Divlcswgs9SH36ojKH453S4UK7BSuHzpMjRlCGZl+D6X//pSx4N/GhhsHr+a7UoGevukoGYgkJhCdXwFuvU7AvSjX+mwra/RU03MGGaFTNysA4hiRBTb73fGAOCw1wNpM2ReYdqeAEAgQKwJbctlJ3MVESeeCJrB5kjI3CyIOhjU+Br3eP8M8S9TLYoxKaGlCTwAovQvbq47LwQJEiySRi8AYK3+MxRxBQzTQNAMCjMcFAoQipVQSunjfM2oXVAbZ0YjERIBog1tkW1NhRE3lkz2idsC9KNfHbN3HFfQh12VG/5O+c64UUAqFi9GKGyivfAZMBiTlIYggfq6RUKAYifUni1EiElyhYSDXefX6cQ8BZBeWlWSKo6Z33to1bLSr6TGbw8AAO1m++clVFroYkDTRLphWZ0kAVQvqIZULg7KrfDYAbHAlZERcWimpwEAjqs9DSHTFJ7tq0fENkvamNBInHLzTuvLV3+86cbNTKldNv/OALNeOOo+c4g0MfTeudQ15XPucipla2zYbWKrC0A6jqOkAzxqdCsA6Fz6shKaEEQCJaiB4OBZKNHi+yj9dtn2UzIH8ea7f52797b5fWsPrw50HISiCgFh/N7f/WAbbT0bgBmDQGlZuLbIckaEZhLCURMA4GZ9lZ9yJgJsKpfyYHCYSJyV5OyM1Zh/3nel176tAgAw+8G00pPVnpQvSeUNuEr+sYU6dzH4tcP80waAZdq+jKBpgohAgrBgSRVeuv7U25K8ohwmi8AoLOZKyUpJ15fq+pXMXB7c8W8nIvIhLQXdYoglBDSHRXilIUIr12g9w7bK6h7bkOygrq4exBquvJ3G96v23h8QQRzl3TpDjUzg+iBBS73Ke05HEZs7/66GizxiCmCpgQoMmLW/zXWFq0MNy3Qy6nUEi3Q2xD5ry2D65nUYbCI/bSPqV+Kw1y0A4Hf8dIMG7YyJgtc30G8+W4yqu1cAAP5gd/2NITIAjgvSpp4oOJC44Y4YgkiPUSVAUOsrdy+d31CGyXwGihWmtVGsL/25AoBW0THswftSGeavYHhiHMV37oJbyzTNJh22paAPEzA8Exm19AikFoEcx7UMM2eY1cTQuZTyladsP6sczqmFnysHABBRLUMtvYJ3FuaQiU1jdO7su57vohiTBlR6QPU+5mvu2CvjW3SfbEuSa/ksj7FL6kCmRyiPJpjZ0ik4kXprVLWX7M4weEbCnvGQE9O4hjwyH08BYHZesK02Y0sTNAytK+kZBMEKcsGJAIIPHMr2lAJAX7Y3BoijuSnbirqVMjeVV2A6dpyfrWEgowAVwsfoglvrJO91nIA2NpnJvjg1mT0/PZE/4sNbGUN1eH3kuRwAtBc8c4YVj0FhbDR70VaK7QAb96+h7d1BRMYYAesGnHsDICKycwHL9THs++pZn1XRwfxPxE3+YCifd84+KnpOZXP5C8z8Tl7NXDjiby9ylX2BIIZqkSguRd0+A/OseozPAdzTJLsC3XoAubgOPw6oOEETDCEYviQYGYAlIHUJGQtAFyd4z8kN9ErTfCxKA166Fw/NzY1/B3+vp5Fzs9dPAAAAAElFTkSuQmCC) 1 4, auto;}
60%,64.9% {cursor:url(data:image/png;base64,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) 1 4, auto;}
65%,69.9% {cursor:url(data:image/png;base64,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) 1 4, auto;}
70%,74.9% {cursor:url(data:image/png;base64,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) 1 4, auto;}
75%,79.9% {cursor:url(data:image/png;base64,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) 1 4, auto;}
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}
div.testarea{
animation:rwdcur7905 3.3333333333333s linear infinite forwards;
}
