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1%,1.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2%,2.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGh0lEQVRYhe2XW6xUVxnHf2vPntmX2bPnfmY4N3pOuZSCUJR7IhElmrTSUE1bTazWanywsbYmatV6iQaJNT7RGmN8KD7U0mIkJTZU0SMmWqBEWggHORwOnDuc69xn9szes3ywHR0P5zDER/0e11rff//Wt771rW/D/7qJ23UY33Na2pZkPpRmwBb0W/CmI7msCU5+r/u29dRWFv3qniHZadZJWUUM/zyVgKQUKFFQBbM1SUVVqKgC+8cDUrN99EQEpx/ubQlmSYBnVl+WHYaHrlcwTRfPmEYzqszoKnm9TN6Q5DyFckBQ1gSuLohoKrqh8MifrsjOsMr+jcuXBFEWm3h6zSVpm1VChkPIquCZ04SNEl7QJWe6ZPQKc5pDQauQNxyKuoM0a5jBKrrhotkCI+znF/MZedsR2LfqJemzq8QDLhHTJagXCVl5wqZD8OcPL7qj2EsnpRFVsZI6VlTHtAMYWp3jbkHuVq2b+i0Y/NaOQbm1+wNMzb1KQquRMKoEjWk2HvxYywn26YkxudxQaTcV0opKW9VHsiRYlbQXaDQdwf6PXJXtUY+AbZOOeiSiVczIDOlIlcK3v7lkKP/dftneKSzTwwZC5TpWzsWczDL7x68u0GgC6I5L0nGPymCEeMwhFJ+lI1rBTl1i2g5z4sChliG+rnUIq1QnlK0RKqnIwdfInT25YF0jJK8/Pi79aomQWqHOMDG9RsLsxx/VmPLrjPsMxvQow5rC0x/f2/JxXLw4LTu8INlzP6D0xmlCW9bQ/shzDf9GBLrTdTqTLtFkhmT8CCv3PSCcjhBDJgyrZUbicUYTAcbbTO4/09dyJNasSYr60FXyY5O47+mlMjnRNN8AiKeypJYVSKclQeM8AOlHnxBTJ/9M5vwZhpM6I4kAo3GV8bhJavJMyxDXzz6PFn0Mt3YHmvrmQoD5Xw/KSvUYubTKRFoj9dSpRoh2/+xVcfnOXq4mDYaTQa5bCmMJnXxUp6fc3xLEXd/9qVDsO6lWc1h+nb4DX274qQAjHTa5YpJawqDoX1ibvvb4frF38P2y8zeHefDiWxx+34e578opDn/qO2weOCNfXrXpljmRyRapOFUKEyXaCsca4yrAubCP2tZdOLZC0Re4qcCRFfeKoS+1y9B6P+tOvMDdT9mMnnqD0EyFR3f1ynv7hpaEmLnwOYrifoyLWax0rTGuAFxKBckcP8ilqMGArS0q0ntgQlhxlUSHQm7tMj5x9jl2Hn+eRJfF8W98dMnjSJZr5O01nE9uZ7zS9R8Aw0X8o9cIPvsTBoa9pXQwHroiQmkNKTVS7xV0b9AJhBNE9c9z6oPxRSF8/iL5fJHp8F68QrYZQPSdYMffj7Dlr4e4fHZ+SQCA6JNXRVVoBLpiYNdRay5d2loi2+9h+IllN4WYmbfJ5POUcnP4JkebAZ7s+yI9u0OMRHvZ+vohBp7tvWV2d2lHhb/LwC80mK9gZRS8UUmo22DK+VCTfzmzXY5oJvliHjF9nLmi2wyw4+h14WhlOiav8IWhF1Bdl1bMXH1aWDsVVFmhf3IPs6FhlKCCg86os6cB4U075MZnyBZyrExd5sFL3sJK6I36iM2Ooc1OUxwoMurc19IdN3cOCaPHgLSC97dJlBUKUvqR0ofz1lqZf3uzpAYuLrl8HqfWnGMNgM7vTwi7PUAx71GRLkLmufbilpYglv/olKi/Xad9m4m2PtoYz9wVJWCCLJa5e3YEL3uDz754o+m6NlUdLezHZwr0pI6HSWKLQvbEhpYgthzrF6EujalIG0J4COHhCh+iq4y84pFMeDxUPbLArwlg7cvzIlOu49cEAp1cZwxvW4zcb2+dlADLvjL+zu7q+KRH/MIkeSGRXo30pggPXMgv3ZAAfPKaFJPnymiUcAlQkGG09Rq/X+eXr23WlwRx/rJaBmSWgMxiiXlKv6tjvOKg6zrt+8ZuWilv2hPuOpoVc8KTjgQhakAdzfLRltKY/eEyKYQguMEP22JMBROYB/tBqaKYVWJXs5R7wgSmCihtULjm0vbM4KJletG2PKb9QQDMObsk5+vElwdRdYVqySW6R4N2hWzQREofaiqAvOHhDfqpemVEbxsi62A9tviH37VF2/J/gfSJelsVv+Ej0q0TWWlS2+jiJONU5D/fjbqvjlOsoaxwwXHJU0dbd/G//zF514xNww2x2liPnJPLiYkJglKhJMJ42SLOrEdg4zsv4meGWpH9vwHwD6qEnHDWcvOIAAAAAElFTkSuQmCC) 15 15, auto;}
3%,3.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
4%,4.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGgUlEQVRYhe2XW2wcVxnHf2d2Zueys7M3765ju9naubjOhSalUUkqoUBpqhbS9AWBREFFolCpSH1ouKgvCFBKBGpJQYBaCihVC0RFlEqVEqq0xWpRAqlCmqQJduI4dmyv7977zu7O7uGphsWXbOARvscz5//X73znO3O+A//rIW5UML73uHRsyUKwg3EnyPs29M9JLvkEJw+tvWE/tZVJR7ddkZ1WA8NOY2oLuH5Jye+SV33M1iSuquD6BM43B6Xu+OiOCf76lZ6WYFYFeKr3kuww6+iGC1aBujmLbrrMGgYlwyNjFpkqKpR1Qdkn8DRB2FQxAgqff21IdkVUvndnalUQZaUPB/sGpG1Vsc0KAdvFtdKEzBL1QIOc1aBg1JnTKxT8LnmjQlGvIK0all3FsDz0kMAMaTyfzsgbzsDBbYPS0StE/R5By6NhTBO284SsMoHnHl5xRdGfnZRmVMVOGNgxAytmYQb9HPeq8hOqf1ndksHv77osg1qFqF4hptcwzAUC5izbDz/YcoF94dKETIVNOhyVdkUhUYF4sc7GpLPEo2kLfnrPsGyP1ElGPRKROkYkgxWepz3sUjj4xKqp/Nd4YUOHsB2BgyRY9rCzLuGaytTxV5d4NAF0xiSJWB3dv59G/UmCsXk6297D6RlnJhCi/8cvtgzxDT0s7JJHcL5EyFUJlVQsLbxk3iLAO4+Oy2S8TmfcY9O2Kh27DdauvUJgY5ypSIwxp410zOLgkT+0DLEvEhWhskqirOEruJSy85x/bH2TfhGgq71BNF7AjE8R3GrS99XfiHpXnLFgG6N2G6PhNkbbLOb8Fe5/91TLELf0xYWWr1EpVsnPz1CdmVw+A1ZymuSaAu1d4xCtAtD26S+LK1aM4VCIUVvB7n+ej7x7iDX9R3hj/4aWIf7+zkO4OY9iOUFm08alANlXh6TSrpJrN5ho20jbrjcXq/W+e/eK4WSYhewYO6/+ke3qCHcMH+fOL0k++9qPWoLY+rVXxLXBp/E5vWjJp3jjJ59b1CkA19aEGFIrXIoGGYgFlhh8Z8tO8eFnnsCK+/Epgh3eCPVUjMd//11eeeTWliAasQlyhRKlmiQ3/W8ZOKNUGZ44yfDkaQZSiWUNPtO/IMLdNvnJMlbcz5iIkNjqJ5Uf5uVnHr8uRGnWIpsvks0XKbj/PHwKwFz6L/SceRr3fD+Djr2iSfKxEdGoNFCjClWhYW4Oojkadtjhz7+7sCpEZtQlm8+Ty+WYLaSaAbqP/oBYtMJUQWP+6IlVV/KhX2bEzGgZpA8zJQhENEKFOQJXx7j09UdXhJjMbSGfKzA/8jdybrUZoKFAaabKdMZH5eS5VQEAbv9hRii4+J0qHfscwloO7fKzGAsZRg6sWRainH6LbD5PURrky+VmgFO1DRTmq5izF+jX7uJb+x++7p5uNo6JTEzHy3kEZ9JU9cvMpS7ifMzgnPtAk37mT32yWG4jV8yj5V/n49cONwMcePawOG873Js9xa3TU9yk1q6bBYCk/4KolCQiMITbKCFHhmjcFkMTCwy4exYhGsMlunqOUliYIbU2zX1v5xaP+WI51t0kvkqRbV6RrnCB9yt3t3S8YvuGRW2miDE/idNjMCki+GQdRWSpDK2T3vTNsjxeoXuqSG/k5+xQy036RYBHXjotZGcvXWYfXsOPjyrnKntbgug+kBbh9TZ2l0pATOGIOl3MM/liCfeEghnU6b4rxg5R5pZDs01XctNt2NMzS9vZ5yi+3U5E1kH6OFu5ozWIb6dFKBlgzVgZBw+Z1vDcBhP9BQCMiJ/uu+NLdM0AT06KddqvSPa8vjgWQyH78rqWIIw9g6JwukpJ6tSGiiRud9BDGtWSR6BXJ/LF4dUbEoDdb2aEPjuCCjSookofsiQ48SlTnnnIWf1n8+v1sjJRwwP0hI55Tw1nnZ/SlIu+6+KyHdWyPeHOI3lRfmFORpmhQDvOdol9wiCSMsn/NimNPVVEwEeOOGkcAr94j8pgHWNLg+wxSU74iAUbMOpH66rS++Dciu3cil2xqV8UN+kDwpUm5T6PztsiaJaG8UmPIbsGV/zUhQ5SQ2moVN0GqlQJpXQ8FNyzoG4aFPbuq/9ZW/5BbDaOiYlGD76EwEkZDGohao31DHTbTEuNhvBhJjQURaE6rBLo1Ygro9j3X/7vHyYfxBb9rUWzy+5HZZkoUvgQUgN86DcHiG+RWA9cuOGn2f/jH5N6nP2wAiqJAAAAAElFTkSuQmCC) 15 15, auto;}
5%,5.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6%,6.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7%,7.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8%,8.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
9%,9.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,10.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
11%,11.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12%,12.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
13%,13.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
14%,14.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15%,15.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16%,16.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
17%,17.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18%,18.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
19%,19.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGZ0lEQVRYhe2XW2wcZxXHf9/Mzs7M7uyud9drr2/xpSGxgTQXNSEKUkpFaVqQqyB4qdSAVAlEy0tVRSoqKkIENamEQAEitdRqoBVSHkD0AShpaSQSaKyoQcUpSR3bdXyL7eza3vVePLM7Mx8PCJPFl2x4hfM2c77zn993znc5A//rJu42YOZUv4y2WSyNRmDuAFh7GRmzuDIieHpwy13rBeoZ9NGuZ6TfPYjfZ2G2aNhakLIIQkDDrypkbZusLfhi9Lp0dZXGbsHpSz11wWwKMLL9pPTMW9ixd3DTFlraRG81yd4yKPsG0gyzlLOZXRHMrggWXEG4IUDFUHjmyJhMtgf49vHOTUGUjRzDfadkJVTCMc9ht1vYzSFiW008PcyyE8KuGjh6nJmizVTB4WbJISerVEMVXMOlqgukqTHw85y86wxc3zUgHT2HG8zjtkZxtxg0bLeIbQsR3vqz22b0/Zq47YlBaZsBfMtAjRkYyRBmUuePg658cH9g3UyseTl64JfS0ZZw9CzV5GWqnSbhPpPdX/1F3QvsK9+4KTt7TFp7QqRTCk3hCm1Rj65t0TUaNSUYP3RGevECbqKA136N6tY4oU80kN7dQDH33KapvN1ee6lVWC0hohGIBFZo0GyaQoLqzfE1GjUAMlnAS5bxOsdwtyWI7E7S9qk40Z4EmWyMP539Sd0Qzx7RhaWUiQVKtFsBAtVZfFFeM241JSfe6pVf+sMhyk0KTkoncU+QZJ+OCOtkbhnMTZtkphsYmVR59luH6y7H/LWMjKjzBPUKK06Vou3Scu+nV+NXM9DcksHelcD7fJ6OgzG2fuZ7wlZTTE03cmMizuRMI6MLEW6WI5w401t3Jpr7UkJTCjilEsP+O1xyf13jXwVIumnaDsaZNR3e98YBaGn8urgxnmR4aoaJfIrJ5UYKFBi+1k/zwdm6IWSpgJMr8OfwWeZDr60FWLxyRjaFv0Bp5R5KS5d5pPffW63/kX4xU/yI8cUUE0sphmYO8Lt3n2fZT9D9aKkuiODOh8S0OcTlqEvFhxMDymqcAjCSlaQyTzIyV+F6l71G4PhTL4nJYiM3FhqZnItSyKk0hcqkrWW+8/Ln6oIY18pMG0E818e/bekrAJNlmwuzv2E48zYzhrWuwNkX4mLyQ5vyTI4WY4F2K0u7niV37Tg/fvHiHSHGtQtoMsJYVyPNnWotwI3iHHPlADlnFpmrbCiSvxgXjx06RWd0lg4zw9bYAjvSFXa16Lz7+qubQky3LuIJh1G9jRVVrwUw+k7jLV1kefQ+1Fxi05m88uIxsX/HBXanq9zXprOj1aPRnycSKjAw3LwhhBcAF5sVAsjYfwDk0jbZsSgTg1tQrqU2BQA4fuKo2Neh0xMtM5/6KWbwKlbvhyiOw6tDDetCVFVJWCZR8CkvVGsBKviIYJ6l8/swJpI8ZD96x5o+8PR+saj9liHjPdTEBOfMcTxdI9docSzTURM/8KYmvUoAVejo+OTHnVqAY03TQk/l2dMhaI2sEOD6HbMA8NknfiS6YmH89HWW1b+xmAhRbDDIR3QG3o+uQqhpg2VVw5ElGpwqL3zNWXsSfmznCHs/vkgmNUvY8Ti8srOu7XVkz5B43Z+koISYwmBCeJxXbOx4mNN/MeXLYyk525VgSnUQIkMlWNuCrD498fCoiMVG6HDCrBhbEFicLG6rC+L5PVfFVDREwDCwAgqWELiuiz1XoWLqDFrQhU0bRX5lnK+5R2pwzPwYzYbAlRpBIVBcn2/a9UG8ErsiFKGSBx4QEYI5l3LOpwqEpWDvsk3EWytVA7D/je+KciyLEB5FFJyAwicXSpzId9cF8UPrr6JcMXiPMtWShxZT+XtMZwWFgFPlZOiDzRsSgMcfvCQAbKFx07XRcjZRT+Vovlve79y/KchT+W7pKzkafAU0gRkTzNFE2e/lybaZda/wdXvCN/W3xcP2YbmkCVwrSC6sMSQCxP0ODtuPy7xYJCYT2MoHVKigoNAkPcooLIsIV1lmXxAMfKoKvGX8fsP+4Y6NxQ+WuuU5C6ZlhB7/3hqfjU2ZAj0iR7ub5Q3NoUW2sSADfHn+Bs91rj/r223DtvxfdjQ+LsJSR/H/eXx6wsMTHgCqUFGFiiurNJU8emWYCnHStNX1cfgvfs36ncekJz2CBPGER5E82+Qtdi3Mbljn/9tm9g975aGAYBP2UQAAAABJRU5ErkJggg==) 15 15, auto;}
20%,20.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGfUlEQVRYhe2XWWxcVxnHf+feuXPvnc2zepvYzmLHddokzgIqhJZWBAKIQFHhCaWiFVSRKlU8AG3hCYSECrSRSJsCSlWKUMMDm1IUFVJUpSgLza4kzebEeMbjZRbPeGbsWe7ce3iIMJ06dibP8L2e8//O7/y/e+53Dvyvh7hbQWr/ThmI+8hf90MiAL5djN0Icum6YPeJ3rvO52pl0s2tw9Lp9+AM+TC7NKouN/O4wbUeaalkq1WyVcHXAtdkQ1cJrxK88t7qlmCWBbg++Ly0zTTVyFEaHR60ThO92yQ7ZTDvGEjTS7lgMVVpMFkRZBsCb9BFzVB4dtcNGV7h4rs/7lsWRFlq4OrQC7LumaMWPEa120e13UPbGhNb91KseqjWDWp6mFS5SqJUY2KuRkFa1D11LKNBXRdIU2P//oK8aweuDb8ka3qBhvsdGj0BGr0GwXt8tK314O391Qd29KMm3XD4hKyaLqTPQPgM1DYPZkTn7aMNuX2b67ZOLAIY+firsqYVsPQ5rK4gVq+Jd9Bk6NHX71jTczP3C2bgseEJ6YmZeNtNPAEFU6sxdq0o+9YGFuVoKsHojl9LO1SmES5jr7qJtSaE594gnZuClMrfW9bKD8ZvXusWvi4PgQD4tQohvUrMA9bk6KIcTQAyMocVOY3dn6QxEMa/KUL8/hCe3jCZTBtHDu9tGeKZJ3ThU+cJ6XPEfSouewpHzC+at2DJi29vlTsPb2Osq0IgFCbc7yYypNNw6+TSBpmUSSYZ5EZC5TvPPtLyeU9fzkifNo3bqHNGvoNi+dm6+skF/YIDH1FXIdfH6N7aTuAhi/5tPxRlJ8bEeJTxRJREMspIxk8iH+GLu0617ET7UExoSolqqcy77mMkK39oGl8AGPR9mo5PdJFpP8Oxmd8B0BN9UiRGo1ydushYPkaiECVZjJCaidCxdbJlCDlfYtR9mqPmNG6rZzFAOvkLKYIxZm0/bwUv8sSm1IJFOz/3BZHWLjGajTGWjTFejDJeiFK0w6zaXmkJwn3fZ0RSzlHWNVLqBQ4c+vaCTgG4klE4NZ3kcsJixrYWJfjBo38SY7MR/pWJkpgIUMwrtHvn6QwU+Oo3F3/Zt4sLykGKSI6vLJBuTDU7MJEtkp4wmJgxMGfX3DbB314Mi8TlKuu6/kiPf5IVgSwrzCxxM8fLzx+/I8R4sIBJhfOal5BmNwOku1/ixrUHuXD+U1Sy4SWTzJ4PicH1BxgeOsPKQIZ7Yjk2dNfZ2KXz/u/fXRbC0SwcFDxCo2akP+SAxyE/miRxsoT5/qZld/LL594UcVVjc9xiS1xnQ7dK2JmgPvBXXjvVviSExA2yAx2D8URnM4BPrWFqJ6lfn8OZSi0LALDn1S+LjX1VDPcRct2v4PFe45++EebddX6WjN8WwnLcCCEINBo4qcqHABrgFBW0lIpTmWV3vu+ONd3+9A5xdsMBOi0TZ+AcmnqJTNRHyW/y/dpgk37f6YjMazpS5tAsm3K+1AzwrTXTQusc4764wO9zmFH9d3QB4LmHz4suIfitOMsVyqSFia0KLqkWP7/8XyemB9qou6pEKFLUVfb89PDiP2HfznNsW+0inlpHTu/gS3Mfa+l4tX92nwgaU4xF/KiGgcftYq2tEZ8bYO/jn5R7RtrltMfFllqNlY06iuhr0i8A7H74uBhaVUPERhBSQ1PgJ5M9LUE8PZgRFV0icbjq1DGl5EqmQmW2gmO4CTcgPDlLzbY5ZLzR1EeauqFdOkZkIIUtapQVNzVTY9+FUEsQB90XRdXO02g0KApBZFpDfjTHiaDBEWWemqkh6s4iXRPAyjceF7mhsyiOgoUL27ap1yQvpFe2BLE/OiFMl4uS02BGE8xbVfJKGL/zAGMxPy/Hri9/IQF4aktJKDjosoOEoUBIp+LX2Wz1yM9XH1sW5Ov1dTKhejmpVph1FckFy7gAAy97jSu3beFL9vVHqt+QjnKCB0pz/MMvuSEEq52HFsZVqZIXOUqyzLCT595ylkMhybRj4JZRdsyOsyKV482hjbxlHl1ynSVvxX829ouD7ovCUVU6HBdVR0GVKkUKONyqpSkNDKWORR21VKG/pmITokv0815wPU9tLovlFl8W4D/xTHBE9DoKEeXWoj4CzJAEQBMGmvSjSxXpUtBtmx65Bk1q/F3/S0u3prt+Sj1Y/Yo01FE89q2eYQubmH0aL2X2em7edb7/x78BvTGny/XcadcAAAAASUVORK5CYII=) 15 15, auto;}
21%,21.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22%,22.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
23%,23.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGY0lEQVRYhe2Xa4wbVxWAvzse2+Px2Guv7V2v7WSz2WaTbJM0LS2FNj+IREUphIRKpSpSiQARigpCQkWREFCeaoOQEhGBEA+JEvEHVSKiQoAamoRCE5U2lKKk+3564816vV57/ZjxjOfyI7DB2uzG+Q3n59xzzv3OOffecwb+10XcrsHcHw7IcMageDkEU2GoP0JjvJ+xUcHDFzfftj+1HaWJx/ZKd6uOO2AQSHkxFR+1pg8aKtJWKZkmi6bgm+ER6fg9GH2Co69vbQtmQ4DR7dtlsy+AGdFwYjreRAB/KsDijEatoSHdAZSaTq5eJ1cXLDoCLaKiaAonnhyX4YzKp57r3RBEWW9heOfTstGlYyUCmF0GZkynY1uAphqkXNExTQ3LH+daxSa7YpGrWhSlTU1vYGkOll/gBry8+LNledsZGNn7jLTCr+KkDJweHSetEdlu4N+sEw7+ZN2IHu28KH0BlaChgaHh6joy4OfsGUfuf796U7s1H8ceeFZagXNYPX7slB87EyC4M8DdD73Q9gF75hNXZVdvgI6UTldSId3VIJ1okh4Ir/HRUoLJD3xHNpNv4PR30uyLYvdG0QcjRHdFGKt8ZcNU/rd8/5cpIQ0dIwzRUJ1OwySqN/ni0sfW+GgBkL1XeOVJk9GDDk5fJ6G9MTp2R1kxDMr5Dl45f7JtiKNH/SJi1OgMVUkYMO+9yD+bl9forQLMPfu0bG5LMNnrZ2jLFKF9IYKDcexggtxVjUI2zvJckh88f7ptiA8djIqesMDrzTGqjFBTG/xw+ECL/SqAO5hEDiZIB7t5rbfKroHvCbOZYCkbx81tIz8TZyLbwfRcjMc/8kbbEImdSeGEp5hbOY/RUDkbHb55Bvx3d9P9YA9KKMSYGgNgV/yIKEzGyc0mmMommMrGGZ+NkZ2L0dedaxuiZue5vHwOqWpUPZ61AMfHD0vFSFIuJekqb2ZE+9vqaT3wwQ+LyeluJmcSTM8myM7Hmc7GWSp3MtBXbwsimfikaGoqZU2lqPr49e+/u2qnANhLYaqTd1Ic70ebHFjj4Ftf3SWmZrqYmo4zMxHGLCukumqkk8scfmyyLYi614OqqLi2B3fxRhYUALFwiUtD8NZwB1NX3nVTBy+/1CEK4ya+2jJbegr0ZRYZyCzS31PgF8cu3BJixgCXCl3lLpr5G+oKwELnCMPzZUaHo0xNrN8erpaiYkdmga2ZRXYc+jpbdp9nR6rBHT0WJ9/83IYQ3ZpGor7CcijHUnWpFcD212lEX6MynKc+P7RhJGeG9ojB3gK+3S+jbpmgP+1wbtNxLiX+ysfHtqwLEVyqESub2OEUC6F8KwAFi5XKOHK0CovZDQEAvnHqISGNCvnOt1kO/wl1U45iqERNrnBkNn1TCG1sCdd10RigcNc7rQDFIRdck+CcB31J48Hqw7es6bF9pijHK7yU/iN/T+SJVm3S9vXL89TVTIv9kWu90lVBcVyyypucuXehFeCFLzRFIDPB9rRg685rKPhumQWAH7/novAbU0QsiWFLPC7ggrCb/Or0jSBejehUtiWIlmzutRcYCU2uXvPVh8gemEd932+Z/cyXcWmw3zrc1vU6tmNeZL0SyytYieusdGqYYR1nuc6Ln35Evrd4p9zK44wFvchcnViu2GK/CvDcu98Sr3/pedyQxNO4RkBmeKLQ2xbE76LTQs9VEZoPS1UoBDxcTFlc6ZinJiVe6cFVNFTH4Uf9+ZaW3NINqzE/AKrTwIfGFT3C54djbUGcuK8kRM2k4BXkxf1ceMCkceAaPn8EgHC9TlOsHSlaAH7aPSucoJ+a7/pb0Knch7dg8dRkT1sQP09lRd5NEmcbm7yP8s5eDVXxYFInMl/hxEebGw8kAMd3F4Uqru9Xcf6B9AsU1+EJc4fcaR3aEOSz2YxUSOCRAo8UzAWDeISBLfKcumepvZHsP3LI/LbMm78hbhVwAl5iPhXLdSn4oFkL0+E7uKpbrp2iv2FiC8lw5H665V0ALLKAwjJ/1k6tu8+67+5p7WsCYF95j6z5VOLWChHLZiHkwfbeaCZFUaKoavS5DXKajsEdq2t/0U7eco5cdyxfdRJ+W0CAYL6EatnMKF7qSh/Nf5fJpETTH6GhaZRUlaAMtgRwK7ntX6k9jf1SwU/SvQev0CjJRRbUs0SlyQXv6G37+7/8C752kpeSp12eAAAAAElFTkSuQmCC) 15 15, auto;}
24%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGXklEQVRYhe2Xa2wcVxXHf3dmdmdmn17vru21U8dO442dpKkDhFdEqCqaBqUhRaqERJVW4iVBPyAhQaXygVCpPIQEUikRolVD6AeQEFKEEEJpS6EEkpikRWoTxXaStTdee2N77fV6vTuz87h8iHBZ/MiGr3C+zcw9//u755577hn4Xzdxtw6FN47I2JYIi+9GIReDykHk9QFy4yoPnO+9az2tlUE3jg1Lf1sIfyCC2RPAEkFqXhAaGtLRqFsN5i3BD2Jj0tFVwv2Cr45sawlmU4Dx+3dIr9/Eihu47SECaRM9YzI/aVCzDaRjotRMivU6M3XBnCvQ2zQwFE4cuy6jWzSOfXfrpiDKRh9G7xuSjXQIO2VidUSw2kPEB0wsGaZSCWHVDOzAHhaqMLVsM7NisygdaqEGtuFi6wLfDHD6pbK86wiMDQ9Lu0PHzQRxu0K4GYO2HRHoDJEM/2zDFT3efl5qpoYZMSBi4IdCSFPnzddceeAT2rp+a15e++jT0m47j53RcTI6To9JeKfJ3o+fajnBvvnEtExvNYl1h0h3KWQ6GnSnPbqzsTUaTVuQe/hh+YcH/8rFfRpeXwKnN0FoZxvhbBtXqs9sGsp/t+d+0S38SIhwDOLROomIhatNcLS4e41GE4DMJlH3hVk8VGNpyCR6f5LQYAI31k51Ls5rf/5xyxBfe1oX8UiN9ugKqYjkuvEWrlteM24VoPDcU9K7N42T0PnbYJGVPSGC2RROOM3SrSTlqRSVQhcvfO90yxCHjiZEZwwCepFScB6rYfCZfF+T/yqAP9SFHErTluogr6sczZ4QtpdmaSpFOZ9iPp9icirOzUKSY5+62DJEeigjvOAcF4pnaZg6ZaGuHwF9uJPUhzMMdGUJOLdzZTj1JbGYS1OcTDMxmSaXT5G7mWS6kGRX50zLELrt0E8NJ2SwbITWApzJH5dKuItqpQtjboC/xMdXs/XIJw+LXK6TXC7Nzck0+akUU1MpFivtDPfXW4II3nNQLBvgKi5tdobXf3Ny1U8D2JL7ICtalortsrBirxF49vhu8dBDS7JUDLJ4S+Ave2Q6anR0Wez7QE6++Ov+Ox7Rq/o4hutjNvqpLlWbI/Cy+AoXrhd5ZzTO1bHUugKvvhoXlbxFoFamN1Ni+9Bltu18i/5MiVe+f+6OkZC+RXelQT5yjdJyqRmgXi8wbo9wfTRBLm9tKHJtKSGyW2bZumWezIPPkxm4RLa7QX7w5zyRG9gUwphZwqxYEO9hOjLTDFCe8VjwC6yMztHIT226kt9d3SMG3n8BsXsEr2sCOs5SyY5AsMaT7yQ2hHDGagDMiQRjuy41A5QuS8ScgxhfwR93NgUA+NaPviz+/iFJtWeJs9vOMJNcRC9bKFWfz11OrwsRyARQGpCSlzg39B8RaNQlfmyMSEElKkrsX3r0jnt6NjkpljvfRmm/ilK3EUKg6QIZVPjCWEeT/w57v6xvTxG4VWdw0Sbiv1eAFYA/voDwdi6QOvwGV5/6No5YvmMUAH6654Z4t0elaGhIKbE7ItSSYepRnV/+5MgqxL3yEcZMFeuWTWRinrcTN1dPzSrKcl+ei8efoXfwGlqtwCHr2ZbO+JnkpLBsj+BsFU9R8AMq83GdwvACP/zGAfm+0pAMomGgoUpJfbTe5L8K8PL2onCjOhIfFR8Dk2HrQEsQf+qdFrLkYJQtykGFunKQX+1NMftIHhmM4giPxMoKbgNOPSmbakbTbajaDo24iRUMAhDhHj7/22BLECce84UiPSaUduKij4y6n3/cJ9DVIA3KGPkG01fW+jUBvJSdFfVEGEPenrNRv4LWbfDFy8mWIF7cVRKKr6NKgSoFU+Ewqkjg+mV04fH682sboDU94am+oog2bpdKz/GY6Iwz3tvGZ5cG5OOl/k1BHpvulm10rj63+4cRaiee8Dj5QHXdcr1uT/j7zKR41EKqRoKSLqgrLn3LywjH40C1T9aUDBn106hSMCNuULdH2Fu9RT4UI8bQewCkmPdV3jS+s+FdsWFbftr4ugD4iH1M2v4Ygdmb+KbOnGYSUHpwfBeEBizg6A6ONLGCATpleI3GZrZhW/4vO6e/InSRQfVB8TyE0kvNH2OeAj4+AdlNQ1khF4K6eneTw3/xa9bnDkv8Mrr8GP1yiIDQKHOSWaKM6iN3rfd/+yeDp5mk8tDz3gAAAABJRU5ErkJggg==) 15 15, auto;}
25%,25.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
26%,26.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27%,27.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28%,28.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
29%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,30.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGaElEQVRYhe2XaYwcRxXHf9Vz9DE9MzvX7ux6vYdx1nbkIwGjmDhYIBwlcWSBEB+CECgCRJDCIYEUiwgJcUhIRuIDiJhwSCRWIofgEKxECsYxJBbEclAcO3F8zK693uzae8/O0dPd00fxAViY7OHxZ3gfq+r/+lfvVb1+Bf/rJm5WcGFiryRlYkwk4VIKzpvIt7cjSkX6Tm6/aX/RdhZdfuw2GfYZhIMmlh4jcOJgx8GKIqsDKE4U4UR5I3VJNtUIDAp2nFrXFsyqAKWHN8igV8cxNHzTwFZ0PFVHmdVo1DSkpaM0NISt4tmCOd9B6YgiNYW/fHZExnqj7Pxh/6ogykoTFx/aJJtpAzet46RNbMPATut4QQK3auBUNdyyilPXsWsGk5bLvPRYMJpYmo+tCgI9xuu/WpA3HYFLX75NuhkVvxDHzxj4eY160sRLG+xJ/GLFHR3InpSqHsU0NUJTIzQMpK5y/pgvN+2OLqtbMjj8lTulm47hFlS8gorXqWPlde65/Ym2D9ihz12TyX4dvccgVVTo6GySLQRkh1JLfLSk4Mq37pHBmgwHb/G42h3D68pg5TpoFjt4rv7oqqH8b3vgyR4RmgZqCrSkjWE6aMkqTmN4iY8WANmfI1iTo761g+M9YBVyuGsy+KkscibN4Vd+2jbE3n2q0MwGetIiYTpEzQaOsJasWwSYOPywDHoLBAMFqrkk3QN9eH15ZKKAnMrBeB4msvxy/9NtQ3zg4xmRSrnEsmXQ61h2mc+ceqBFvwgQDhaRgwWcngL1hM2jaw8IERRgPI8YyxOM5fmjfZRnhh5j3xfbhyhsGhDfm38cq1El5oTsS3x6+Qi4vV04vd3IYpEwDAG4P/8loVzpxLlSYPZqmtM9LzG67h1G17zG+von2oZ4Ovo7nr3+Ck69TsQJlwJMVf4gUYqIahHlWpHnO19YPK1779sjZsZMrs1Z1Lo9IoScve/XdCg7+eBTH24LYqz/uhh2Z7AqNRq1Kj9+4duLOgXAHU5z4vy7xEoDeBe7lzj42nfuECe7HsdJxlDnbEIjTlbZzOj2ETa8rLcF0W2pNCp1ahWLXC3RGoGzV2r8TP8RF0oOc8sAABx75Ijw9RiBGcXxFWIiQdzcgBJX+MET378hRKoisSo1rIUK0ep/xhWAQxwkY28kvDDE7MjK9Wa8Z1zQ9LGnfRQgahrYPSZuzuX08adWhRismdQWalh1C6teawUwF7KkJpMEFxaInLdX3cm5na4Io3Eq8iqqmkHp2sR0YYGx1EUOjXx9RYhyvUy9XqVWqXGlNtkKsOtPH6NQ0rlsPE+sVF4VAGB296zw5Ax6ZBOeNYZfuMxJ9TR/jV2nb/5Ty0IEcy61hRqX7UkObH7xPQAvfpQ7j3yEJ3f9nA6nyYP7H7phTl/TvyHSQTc0U5yVFznhDDM6/zadxh7uah5s0feWuuTh2Bmq1TrPrX+Lwc73pKC3nhdH7n2SrTNr6e51CXKNG0YB4FXt8yIV38i8O0eZMV7Xp5hHxRMWG5vfXYQwfJ+xbSP8tutN5PvLnN7VWDxoi4Vo7q5R3B2zyMERinWFXc7Btq7Xua5DgkBgdZjEOvLIyBvMyAn8cJyhM2nZd7VbugmVicEYC3dP4PYUWvSLAH/ePSrOrBvmbx86TK9Sx5Nl7ndfbQtiZEtZEIKqJpD2m4R+BL95HV+NYczXoemDnsZbt5WrubMt16zlbxjxJL/ZdpS/908tTt7h/qQtiNENU8KpT2OXL5IUGaR3DbF2C42sSczxiRvdNI2dS3QtAJe2VUR5TYJTmTIODpeYRiHNwOytbUGM944L3fcwlQSaOURUKyI1nUgYIgKbd2P7V29IAEpb5oT1vgrz0Ul85QRxEkTN27nlXE72jxRWBRlyPikB4hQgvI6wx4ib67HTOqX0yWUr3LI94XjPuNjc3CF9jqPKNEFkC7JwmlA6DPhfkH6YRQtLFJVdGGGRcxMPYk5XUYIyIruWsrBoNhaQ0iOSvpWx/qMrltcb9nn3OsekJyQjlW8S1+IE6lcZoIeytFCFSp4Eb1UeITZVgr4BoloRLzJALJjmvPrsDf2v2Jb/217SdgsAUZ8m9Jt0CUFSavhKBU9aRKRAi6/H6UwT0/sIAodoONXWx6HNl9HL6t3/cjZJ0bHlP8kncBQFwi4y6k4CtcI78d/f9NPs//YPC0m8ZqzwlPQAAAAASUVORK5CYII=) 15 15, auto;}
31%,31.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32%,32.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33%,33.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
34%,34.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35%,35.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
36%,36.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGlUlEQVRYhe2Xa4xU5RnHf+85Z+Zc5sx9ZpmBXXYXQaBSWdoiCo0VBSW48sFekmqMaWxi0toPNCZEGtMPbWrTD7a2jTENNcVGDJoUa6MS0dQSmgDSFpSLwG53GdgbLLOzM3Pmduact5/cdrIXhvRj+3w8533++Z3/87znfV74Xw9xswn7Rh6SMmKzdCpMdzkCp23kO4OITzew9OhTN62ntbPonyf75LRtMezbTJoB1FqQRiVIZVpDXnNRnD5ETeNC5PdS1cOIXptlx7e0BbMgwMV9K6WXMalpBmMVi+sBk4puEp40kBUDJ2+ijBQQ1SyiqiOaOlosiGIYDD52UmqdIbqfW7EgiDLfi/N7V8uGZVG3TCYaNldrFk7UBC+EKFq4xSD1qzq1az3USyZ1x8CVFg3LoGkYCD2MMEOM7SnIm3bgwu/65Bt12B6zKasWI3WDUsymErV4JvSbeb/oaOIDqZlxVDuMb5tIy8I3dSbfb8rUFm3OvFkAA3s3yqoV4DW7zj1mjNG6SSFk8r3Ve29Y0zvz9wny8NrmgzIb62RpKMm0nedSaIDihbyM3JqYpdFSgqE3HpBeOs5gyGQkPsKZok3eilHNxPhJefeCVv5nfPP5beLph/egRGAwMoBjTqElKlTcoVkaLQAym8RLJomnFhMPZcmlLJwlcfxIgtC1KC//5VdtQ5xY8wvhhae5nBzDsAUiUqHkV2atmwEYOfNd6SXT5K00E3SwMt5LJduFEkoTnkgSu5IiNp7kwE/fbBvilh0dQg+UuBp0KCtlmo0yA2N/bcmfAShHMoyraSbNNJWeFO+u3C80xcQbCpHIpQnnUnAphRhJ8uvHD7QN8eTqJ0RvSKVRd2hUHZpVZ24HJvRFlBdl8TMZprwwAD/r2CVOTJ5CDodQLqURuRTycpLUwDJe7PuwbYiugIlXL9GslanPBXB6+o9SVzKEixmSoxl2Zp+c6db9m18Sh5rHUIfSaJfSiCspogPL6Bxay6Y/v9oWxKpIv8iNj1NzSrw1+ncefXfnTJ4GkBnL4hRdqmWduhOYJfDyt38kvrb1aSnGg6gTAq3kUesqkRwbo+vyE/Jy129vuEXPTuaYdlwOGsc4m3FbHRAfdaB90o16fgnK+eycAtsPRYXI1RCVAuWeYY7c/zqD6SOY0Sy/3PPSDZ141bnIjxN/4kx4CjO+tBVAP59BvZBGOR9HXIjMK7JtOi60rgme2fUtPug/wtiSAp7ncSk7zQuHnlsYolZHDSfwNQgEzJnHGsAPw89yV+5O9q04gK/pC+psPbdWRFesljJ0mYCI0FSSYF/HD6ts+Mfd8ti6w3OW45qQNCqTuFMFyvpwqwP7H8vz1M5X+HDLFY73lxcEAJjedE64zjSG3YutrGPUHkHEHU5Xxnj4zINzOjEcO4Hn1vBKZQqfHmsFMOPfwF7cT8CMokc7iX181w1rWt00ICx7DRntFkaDHstTEKj28d7URdKDD7Xk3/fiRpm6soJmoYjV2QvBfze6AnDRfECk1e14ooN63SdoxG7oAsDF+PeFoSzCsrp5PnccN3wKT/VxnUkSp++ZgdjohMler6MoQeLd6/EenJwp08yPKOolUSihq8uwM3fQNfGdtvb427oppvQq49U12IlV4GvUnSkatUkChxZL48hSGXVdgrUAXRt+QCja35I/A3DQMoRQQxhGD2hfQlNuh93BtiCOdv5cjAbPoQUtGqNjNPLjuG4F4Qrc0nVeEDlGl+fpNr/KWWNHS5O2nIaa5qIHbqVTuZuAmkAsCWAcXtYWROH2w8L3ffzxJt5IFb9WRwoXb6hJtXcV5c/dhuFHZ+W1AIwseUVk6CLh6zT9EbSeEJpmsr7+cVsQY72vCxFSoAjeVAlf8aEClcRxOlL387apLzyQABw0LAHQrE2CFUAPL0VjET35XVL7Q2xBkJ7CszK56SuovQbSdfEnHdSQhdndxyfpx9sbyQDetAyx3jkopyLvEEzdAYCqhpGqyvLCbjk+8BaVXA7pStLrvszUuZOEu1ZgmjvQurK41WkK7x8HG0K3dXN95XvznhXzjuUfhbYJgHh5tyyJAFINodgqbmAzZnyQ6sQVRAhUPQyGwFMlNivJB8BMnqa4+BT+I0VR5ORCps0/ln8WOfvroqz8DU3TiHV+AQgQMGOY2V7MdC96OENs+RexY59HoUpAWqST/fiPFP/7i8lnMaxtnRHrdR6Vsn6VRGYtjYaDEYwh7SwJ616O6Ytu+mr2//gXGzGD6ky/f5MAAAAASUVORK5CYII=) 15 15, auto;}
37%,37.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
38%,38.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
39%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,40.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41%,41.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42%,42.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43%,43.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
44%,44.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45%,45.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
46%,46.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47%,47.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGW0lEQVRYhe2XW2wcVxnHf2d2Zmdmb96rs15v7CRO3ITm3hQaFKBgUETSkCK1vAAFpIqCingrCAQ8VEgEoYoHJKhQuKQISuElaiIh1ApaibQlSqCE0CRObMf3ON6N9+LdnfvhIcRl5Us2z/BJ8zBzzvef3/nOZf4D/+sh7jXhyPRjMpbopbjQ4gES7COGdmEE8fZV+r711j3rqZ10+s7obnkziHAjiKGYecJWBLXpo6Litlz8koUoWQwPJWTI0xHrNrLpd2c7glkT4OdX75NzvknZMlj0Ikgtg6kXMEoWkaaBKU2suQpitnX7KnuosSSKYzDy5c9KNVek/9nvrQmirNZw4so2uehEqNkmi1aMhhXB7NpA1E8QqYVIWAZJW2dhsoU9UceeaeBWJI4XwfMNhKujqXuoHP+LvOcK/HZ4t1ywdSpemKYXoeIZRJIDRLoG+Wn0C6uO6K3etFRtE0MbwogViUS60c0U3quTUv3o+hXzlj08ee398patMW/rlF2dsmviRXs5seeHHS+wmSdOSLO/QKRQQMnHcLolfo9DYtPgMo22KXh57KCs+SlqXppFP8WimyIU2Ugyv5NvLr66Zin/OwovfE5EYnlI6LTiLlaiipKPcGL2+jKNNoC6zNDwMyzYKRpeGj1+H6neB0gnNtM17/Gj13/dMYT+9R2iGbNpxMuoxRhzos7p+fiyfksAL04/LRt+jhdLj3I+OEgst5ts3/vIRTcRmg7ITjn0lgUnjz3fMUTq6P1C7U8wr7c403AYnVT55ej5tvwlgEaQpyZzVNf3cTHdw7ObnxI5P012ymZqZpLshEPsmiAzbXDuE51D5PLbREmrM+cmEI7G8835lSvg6AMk8+9lQ1gSbu0D4IvZvSJzrYaYc8mN62QnDDKTBplpldl1P+4YYrha43htFpGW3PIfWg7wlWtvyKJSoKdqYjhhhndFllbrkUc+Lg6MxsiNaeTGNYJbkJ3SSdditDa+1BHEE9mDoqJGEY5PdFHjq3/641KeAvD6wjS7KhoDsy75G41lAp/+xuOi+3qY7PUQFctGqbVodntU8i5jj/+mI4iQHkNraShz0GrZ7RVQlASh1y7RdV6h/82JFQW6XvmIsCbGic7OUe5pUCpalIo1yj013nzu+3eFcKsqshJCDyRmebQdYMS+gT2eI3XFR1aXV+BOpKpfEqFojVKxyc2+KnP9w9jbquh7e/jU2d+vCWGWTGwhcUN11PJ4OwBhk7cr7zB/5SwDV6bWHMnOy98V5cHLPP1JyZktBYwHC5x2S+jxbtb962+rQihqBCvt4Yc1pGW1A8Rz93Mx6dGo/Ixh/rkmAMDHjv9KTBS6ubJxKyNmhdOx3VxQN2A4KdZPj64IofR7NAcs9Pkok/67B5ICUC9fYk6XhMQ0EaXG0PHWXef01oEnxcVwkpMNm5mkh7WQRig6impSnBlryx+YL8uFhTN4IQdjRmFsx852gMW9j4nKpj7Erl6UrVl8vbMtfuHhD4pTfpyQvx9L82gaDmJBR1eSHHr520sivpS0FiZxXZdAwvmjn1na5ksHUT3uoX5oE38OLAIJB16wOqKo739KqLpCkHcQahWZsvGEhdO02P/ckOz7Q0Vq5+Jk+j+AF64ztb3dgizdnTrypPgFCU4fPAwuaI6gODXSEcTIYFSoUkUTPajVBKaMU3dVsqEGXY7Glnck0flerNJ5Ro5qbZ/kNpyfbP08ITOJkw4wK5JQLUv64isdQYwVMiJmJnAnBEo5TCu+nbNyD7rmE5YQLinYjblleW0AN3c/IkIhAyvmEJZgXtcx4wUGRuodQVzuMYTSCGO+JrEyh6k9tA+ledt02Rkfd+iZtQ0JQHXHYaG6t5N6hwWuXcGP22x5w5WHj9lrghRnpmRsPiBfh81/NejOPYoWCHwpuPpgakVHtaInPHcoIYo/sKSbkVjNObRoD0YqSTOA7cccGd0n6fm7xPUFdVMyu7/B4rob4IcxZgI0E5CQHE4gLcmpr4VXtXOr2vKTzxgCoP9SWapNFTS4Pqjg1iXRIAAEWkiSdqBsKxh6gcAOCKcVaAUA/OOQdlcfuaotvxPj2zIieSmC1/IIP2wRLgLeu+2+FGi3NIK6QvyGifmf3XtnAHeLe/6Ves9LjoxOSXqD2y+q+4JqSrLwYZ+Rweg96/0//g3Xtq3hIDKl1gAAAABJRU5ErkJggg==) 15 15, auto;}
48%,48.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
49%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,50.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
51%,51.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52%,52.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGgUlEQVRYhe2XW2wcZxXHf9/s7M5lr7bXl3Viu3aSJk4DSQuu45A+RISWpg5KIqCpUFv6AqKR2gpxqUolRAQNCogHLn2gVBTaovShUihSaEVQVBAQp6kqCE0ax3bsjS+x1473vjM7l48HhJuVL2ye4Tx+8/3P/OY/3zlzBv7XQ9yqYP/Ut2Qktp7o4gSbcNlJhM7iKGL4Cp0Hzt5yPrWeTQfHdsgF30T3txA0UoQsjVA5gA6o0sGatxDzFsNPx2TA0RCxbnq+fa4umDUBnryyWS54BouWTshtxQi2Y2jt6PNZ9LIgJg10kaUyU0HMVBAZF9VIoFR0Ro8/LNX4erq+fGxNEGW1C1+73CutqknZNrCtCKbVjhHvIeyZmHkP04KkrWFNFbEnC9gzJZyspFoxcW0dUdUI+gbZE7+Qt+zAzhO3y2o1RskN4bgmYbeLSGIzZvx2fh7eveoTnd3XKFXNQI9E0GUE0zfRpIF7+rRU9+5dUbfMgedGdsnJ7A+xnDjVagLD7iKhb+HV3ifEC2vcHGDnqRti+2/eE6aMYChRDGUHqr4FO2yQnxxe0YkagB9cvU9WvAZiagjba0B3ukiY20i07eCZ4siaVt4c7T/+tTDVAYiFqcQWsZoijOPw9TMLy3LUAFRkE47XRCI5jel20xS9i4Z1fTTGNhDP5PnJ27+tG0L75j5Rjs5RSkahNcLfnBhni/ll+5Ys/f7UEVkuq5QsA8rr0Btvw0xuRAsm0OcWMKZmiGcyqOk0B556uu56n81ckpmwz6sfxDinlOl1ovy0r31Jv+SA47cRkhtoNj5OLvYA39u0X0TtCAxnqFzOkEzPERuZpOnqFOcPfqZuJ1qbe8VYFWbsAj2zLtNVq+b6EkCr1k+qdTdtbXdyIR0G4Im2DvGnhTnO57I0T/gk0xGaJlI0paeYaW2tG+LN6wqfaJnltjaHd0a05QCvLw7JvNVBW17QNp1j6L7WJYve+NResfnv0zRfrdA8USFyvUpysp+Gwn4q3V+tC+L5Lb0ipmfIlxz0eIQnXz+zpFMAdjiS5okpNiwskhqfWpbg6LEjQmQcXmwOcmCwh9f6U9x/pI+xjQbDD32+LohiKUvVsijrRd6MtSytqwCJD66w54ZDcMQmsFBaMcHGk0dE++/HZHAuyrMfvUbs3a0M9b/MuBqn59Qjcmzf4JoH86V3uvlYeJhcxMDxI0vrCkD4n5d55UKFhkuXiQ0Pr5pk+v4eocoIikySGhY8u32An91zDxGthcETp9d0wulspk2dYGD8Ah3+hy4rAKXcZUaDPsfURuas1QEARr9oCM2LooUkYq4V3ekkqYXo2zRP05+HVoUoVQKUSgW22efJeV4twNtVwck7d/HKXdtZ9K6sCQBw9VCD0HxBox3Cz4GrqWgdLjtkgtRbEytCxALzlAsF5m8UuRYK1AI83v8U0cVueibTvNbcT88LK/ftm+N3L2vCyAbRwkEswycb8ZFJC8OO8smH7Rr9wOMVaY6kKRVKpP0O3Ox8LcD1T+8SlVmb0c4UL937JdxQXXMK546aQvlHBEsJ8cZftjIxlEexFXQf9t8EYUc95qs5SvkiV+RWvM89uLwTBjo8JhsbyRhBSokSD3zBrqu8xp4xhZEzUOZgZp2HMq4QDEoCAckdR23Z952CRAXX9igWCnhVu0a/BDB9aL0I+Qm80gJu0aJgS+5+frwuiKGBLuFvsjAX22mY+bDTNbwvwQ9RUSXpj2xhfLbA7HOP1ZRrzdcw6GuIQBjd0TGDoEwm2X48VxfExbt3C82O0pIBzxN4niDgCyqjAq9L4gVbGTn0jWW6GoDFvXcIPzuPIIiuQeOkSuP7Oj0/ytcFMfVISgD4PnhCMrNVInMSx5Mkym0UDj64rFktm4jkQ4+Kij5DWUJIgbiQaOMawT+8JfWTp9YE2XzcljlHknMli1LgD5SxD3vous7kYPuKnXLF4547vEd4j9kSKXEcge9DQBho0TipUwtSCEEwHabxIiRvwMV7i1RtqE4o5HohPu5RbJCQDeHGi4wMtqzaplettz/+UhMAex61pb8NwjSh+CqurKK924CSAXMRAgFJKK/ixSXBTR4Vt0rLtIZtwsjhyH8dXFYdy/8TZ36lieo1nwBBdDeBWU7g/lWhKSfRvH+/Eb/q40gbd0TBDYCfg0vf1eqamm75V6r7K47snPeZ9iAVlsQRvNdXwG0vc/2znbec7//xLztSwWQJUckeAAAAAElFTkSuQmCC) 15 15, auto;}
53%,53.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGaklEQVRYhe3XWWxcVx3H8e+5c3fP5hk7XrI4S7M4JFFdmjhtAjQkUpeQyAmFAlWlgtijtipFpWIRVYUKLyxSHpAQKiqoD2mrEpAKTQQqgVZEKCKtRZo6m7exx47tmclsd5s7h4dIhqljZ/IM53XO/38+93d07zkD/+tD3GrBgYnnZTS+nFh+mFWU2UmU9eFlxOWLrNp3+pb7qc1M2nfldlmtp4jWN6NZXeiujl6NYKKiygC37CJmXS48H5eRwEBE17D2qX80hVkS8IWLG2UutCi4JnatC0vrwjK6MWfnMKuQlBa2UsDJOoisg5itoRpJFMXk8tFHpBpbQc+jP1wSoiz2w1eGeqXv2zieheouw3a7sBLraAkt7GKA6dZo9wzCmTLeRAkvWyHIS/yqTc01EZ6BVrcovPZLecsJbP7NRlnz41RrOtRitNRWE01uxE5s4Bctdyz6RKcfSklVszDtKCZR7LqNIS1qp/4k1Y/tu2HdAsB3Lt0t//CmiR+oBIFBIliN1bKJF3u/dNM93XksJyDH5DNbpSViWLSgqDaebVGcvCDj3RsW9GjYgmeH75Vu2Mr2HQn8sJXWYCNJewvJzj6+Xc4sGeV/j+4f/VrYMgotcZxkDLc1yumq4LnByQU9GgCeTFML09SCZaT8zaRjfbQu7ycVX0tipsDRU683jTC++S1RTUappGLI9iiXahpeKVgwbz6S708ckW5VpeYmGMnvRzVstm2Ioihx1KtzpKYyxGem0CbGGHjsmabf9+zMeTnXAsOezlTF5C8Zn5d2rpmvn09ArfcQk720W3eSubaKY/1bRXto47w7jnYhQ9t4lsRwhvTYBGc+d7DpJLrae8WIr5DUyyhegb9lGu3zAJ276erYTWdnH+olHYAvt3WI7deybL2ao33EI31lFDHeRnpigitbVjWNUPUiJa/ARCEgkDcA/O7aGdlrJegs1umcnOPtJ9Pzsw4cuF90DJdhyuMHci1f69vGyRUPcfjBnzG+dWtTiPvs7aLk5HA8h7KeY9frZ+frFIBtQZ0PVYqsy8/SNTa+oMGW5x4VQ1Ljrb2f4Fr3XXz3vn684n5O7TnCC9/4cVOIE+91sFJ9h4/nMoDbmED80hB/PTVCYnCIrvNDN2zw+aNfFJHQQNd1FGsFyTF4atcunt3+YQZefOOmiEnbJnAr7Er9C2touhFgn7/AuakKrw3rxC9fWLTJ1KdXC1dxUas2CSSR6TRVo5vONpMT7726JKJVVqiWSrhOBfwPJPBKNuRXt23neKzOVX9xAEDmU91CLaiYQKpiEvEjFBImo7bPI+eGFkV4w3mK5SJTV/OE9blGwNObHsAqdNGRm+CPQlsSADD6eLsAMGYNIsLA9qJM6lHqyZCeY9M3RLjeKNVSiSvVTrTgAwDD0wi0Cu+Xo/yk7zNsPvrWTff0+KumqI6pWGfTXAssjl9cTbGcox7AA4fdhvpNTxRloVymUqqQdUzE7EgjYPSz/aJu18jonfS9f4ItyqWbpgBw/hVDqJ5CIWkicyHDJ1XUszq6AgMP/gehmZJ8YFIplqn4EU4cfWHhlzDQxvF2ryPSIaE1xUcH3KZer6GfGmLknwqljMdkPM6yaRvfhyAQ9B/05B3fc6WXlmQ2rGV0okx2x8aG+nlA4eA+4UqYUtpwaMcGPvLVSlOIy1/vErmVNroTpa0EFV9QDaDgwMzZCO4yn5AOBpNHqBza3/ApbDgNNT/Cyl3T6B0KSh3iWZW9A15TiMLANmE4LVQDcEOYcyTBww6RFZKI1EiXelB23ragrgFQ/OQO8W52Jzl1DscSaJrEFtD7eHOI0SfTYkxRiLQL9A3gW2XCe/IooYIyZ1I8fPvSFxKAs4eeFjOzKcLw+prFAIJ2ifXyn2X8t2eWhKz/uSPNvT6aKsnpdexqEhkJqeEz+kTihkf4ouf6noc9Ga1CXhfM3B+QTV1EDVQsGUP/ezeRqZCVeUHUgHe2lRFrQnTfxq25rH87xuRycAcVlP0uw4/FFl1n0Wv5my8ZAmDPQU/6gwrabo2WII3lxiidlyRDhaoisevgRnwU3Uc5E0e5sw55qM4qjJ/QBG8sldkS1/J5yO8NYZ2LkHS6UaSKf1InPSfxexS0+PUHi0QFUnqEMxEUx8Qy5fXFmxi3/Feq/x5PRqNQDiGhSwxFMHhXGXd9julD62+53//HvwFTh7GzOlsQfAAAAABJRU5ErkJggg==) 15 15, auto;}
54%,54.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55%,55.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56%,56.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57%,57.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58%,58.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGc0lEQVRYhe2XXWwcVxXHf3d2Z2dmd7wf9u7Gazsx+XRip2mCiJrStEIQtaIi5UMKfSlIfEhBQkJBEY1KX0qFRAhqguCNUqAVUuGhUFNCCBRUQK0SGomQAIkTOxs7/krWu+vd2dmdndmZy0OEYeXY2fAK53HuPef+5txzz/1f+F83ca8O+2dGpRkfoKv8D+JMsp0Wa+UE/eIqW9edued44U4m7by2X0aDDZjBEKrRR8RRiNQDwnhEZAtVcVCkw5W34jLkaghlPRv2/bkjmFUBdl4dkvg5dCdJtJXGULMYWh/6wjR63SMuFQylTkQ0aJQbiEKLcCiJInQmTn1KhrUBBj/4jVVBlJUGdo9tk8KNYzSzmE4vUSeNkdhEzFeJVmvojkOuqWE4NUTJojlv45UkbjVKq64jHA21ZbD4zvflPWdg6yuPS++qpKvfINrKobf6MZNDRLs2872u2Ip/dOZYtwwbBnqXiR6YRGUULTBoXXxThu/bd0e/ZR/3j79fXj/9CcLRBAPDf8fwBjBiw7y86/GOC2z2B5+WRmKQaLQPJdGL253Fz2SI92xZFqNtCw7kH5OBn0LXcsTKa0l57yEZHSG5Zhdfnaytmsr/tL7PviKigQl6nIrWxQUrSsOIkvcKy2K0AagyR4+/iVQ8hpxP0NO1k1T6vXR7cRKVAkd/9VbHENqBI6JumJy3TT73J4v5pqQehJbNWwL44swzMuNvIeMPM9CfpVRcR1wbIePF6CneJF2Y5tLZMq//8GjHEKk9HxV1Jc5kSVDXdWpujbfnLrf5LwGE8u8jI0fIGDuJlfu59FK/OD86S3phmnRhinRximu4pBZmeP5LnUM8sXdYbJZraQU17EYVu1G5cwYqs9vJrXmI3tQIvZ4OwOiR+0X6Vp7MQp5McZJ06RY95RmGa1c4sLvZMcRgWsVqVqg5FeyGtRzg2xOzMquH6a1a9BZnefbja5aq9SP7PywyhTyZYp7vRH9DtjhFJBhiTGvS/fTfOoIY/XK/sBqLWPYi1XqVH/3+p0t+CsB2cYkHuqdZb+fJFcaWBdhx6HmRLV0nXb6OVpvBl5LK+ia6nUR/prPCtOwytXoF26piWdX2DOwKZnlQHSd1Y4zc/HIAgMTx3wrHmeKkv54fWy2cNVXMcZOwE/DJYz+7K4RlV7DsRSp2mbmbTjtAbHaMdOEKqcIY8eKVFYOkXqmIn2iP0sxGcNQSZi3AnIsTbgacOD26KsSNiRqWVeHkmzl+Xl7XDmB7Y1xYmObV8Sa3gpUBAH7x8nNiKGnTF5nF1SHh9OMaSV79dYqtJ86vCPHG1Gau5nXmU+soFba3A4jEGC/+dS0nGvdTDE2sCgDwwtGviYLooZp2COVTLPpxzEQ3t27pZA+P3xFiZiHBqdl9NCqDJEt97QC+lufJva/RGq/imHVePP7gXfd04bm9QpgaOaGg2ElsIWiEitTVeTYdXGzzDz09Kk2/m5Tdj+oYtGb+fQcqAJn7LJHYrFIZ2czRc59nLrLxrlkAmHypR3iqRJFh9EEFlRh+0MCfU+k/dGMJImjVaUmXUBCCcMDEaXXpmC81os+88V1a9hbeDR3k9XMfY/DQzY6O1x/f1YQYkuiDLnErSRCC5rnbC+UOT8rs4XGpaTnUwMANOdiRFTrhxWc/JMziALFL/RQSD6NX4wx+odgRxKmnNoriTBmpCqKiF6NXYKsVHK1K1E2iBgYhVFqiReGFjW1Xcttt2LoZIGclIVfF/12Ylllj/063I4hzT31AuIpDzOkh9EAT0+m+PRAOCFSFhqjgqrVlfm0AkydTwky3ENc1Al1SCd/g4iI8vK2zvl84NiRkyMc1XFTfgCCMh4dLicCvUjg2tLogATh/2hR98xEiMZeGnSd4YoFmSNB15KzsOnJ2VZChgw3p49EMW3ihBoqv0Ard7nqV4w/dUVHdURO+/RdV7NlTkyIWwwrKrIul0OwEi8Zlduyoy0d6QpzM1AlpPk9aJqdvQnG3jXAFllYk5KlEiSMVH0dx8b7+2IpybkVZfuaMKTgD2leuybSiEAunsPU1ONsU/vCOgrVtBlE3ABMPCVYYL/DxvCKuKggTofTN4bvqyBVl+b9s/lsbREaVcMFE902IQWOPR11coWnOMVsCO9vEtV3CGuiiG/xWR4vDf/E02/hoQzojJUr+eaSmsm7qESprZ1AvdzH9y+w9x/u//RMrL8AZSienqAAAAABJRU5ErkJggg==) 15 15, auto;}
59%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,60.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
61%,61.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62%,62.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
63%,63.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
64%,64.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65%,65.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66%,66.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
67%,67.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68%,68.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
69%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,70.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71%,71.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72%,72.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
73%,73.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGX0lEQVRYhe2XW4wbVxnHf2c847l4PL6vdxMnTlKSJpBrKagKF6kVhbYikEApL0BbCSFBW6mVWnGR4AFUtRBAQjwVKqEAUkEEFBEKRUVVUxoalbZpQpJmL9ndbNbZi29rry9jz9iHh7QL7mY3zjN8jzPn+5/f+Z/zzfkG/tdDXG/Cvqdz0u46hDeWcW70sTnNBflXyuIkf1p/4rr11H4G7R4fk1YO7ItdtIJJUHUJeg3URgNP5nGVAqpw+eSII6MBnSGxkYObXu0LZlWAG0ePSrOTxii3seZ8zJKG2dQxnAIGDcx6gQUlhy6aKKKJJnxsNYqjGDx14YtyQM1wIPvEqiDKSi+2Df9BWm0Ts6ljz7lYeRezHiFEBytQxdBc9NY8DTeH3lpEb9WxPUmkbRH2DaJCJ6qZnF14Wl63A7tHDku9ZRL0Hax8GyPnYy9GsRoRfva90IorevhEXKZUk7RhkzJsBiyLuG5S8f8mI+rHrpq37OHescNSa4XQWxH0UgAz52HmQxx6dE/fB+yFy1+SKTNL2lqDrgzSag/Q7qTIOFuWafRswScm/ixjnSRxP06sohGb9YiWLaLNQb717dqqVv533Lbml2LQslFxaDTD1F0b1CRH7ykt0+gBSMg07tfK+AcLxGd9EuUwsdpa4q5NxMnz058f6xsipX9d1Bs2i/UwXTXBv455NM52lo1bAnggNy5TLYfb9CyhUxsITyZINtezxgjhGJdJJqZJJOY4dOTJviHWxT4tOmqSZjeOO6IQbKs8sm+4J38JYLCokbosMdMhPl7P8oNvbhFrox2SyWkym2eIJ6aw7UliiRxHX/tU3xDbUjeIybM+Lx9bpKa2yQ7Hru5Ael5nqJZmMBxmr3qlOO77SlLEE+PEUxPEUxeJJ6dIJC7hJHK8NJPuGyI/1+LNFxdwDJVYILAc4Cf3XpCDpsJgtIq6vsrWEWPptN657y4RT08QTU0QSV0knpwmlpwmEa9yrrmxL4j7P5sSjmowpBpkgipPPP6XpTwFwHBKJDKT2OlRwpsnlgns2f5dER+YJJKcRHWmaClV6o0BqguD/H3ic31BxAIaAVVBBDxEpNLrwJE35un6p4hGhsnefO6qAusiz4vL7hQXFxoUikMUCxnmChnmikP85pXvXxNiCzaLNfAGqsjYf6pBAWiMxJHVWczYMB11fEWRW2IVMT2foVjIcOQ7+xk7toOF9hranY388KuvrwrRNgzOLDbxZsKUZkq9ALKpc+bZDq/nh/nn+dlVV3LfzvNitpjlxPM7qIxvQNe3c/JgCu94im9sGFsRYrRRYtitst1wWDzzLgfmWkUKJYM36qOcmi6sCgDw6O2/En7NJn86zthrJrWZdZiVMK1FyQNrL10V4h+lMbrdLkNGG+2tXb0AC93z1Nwuw4Ecs0aJ4Q/Vr7mnZ90Pi0gtSe0XEbbmU0x6dS4JD4CHMpd78h/LzkkNFbfrk582+Mz8ze9yoPOQuDSeoSXWIud2oa54SffGkyduEaOTNnOyRVl6eHSRdGl2PO64+8gSxD1WlNtSm7ngVTga8Lh1IrxU5ktTBWe3sO7V+zn92L34XSjd2uqrvP44u1Wslxq20NhmJdlsxMlaDk2lwl2/PSyffV9Z7txU5f1aiKnmDMfLMz35SwCH3vygKD58AEuGGW+0scw6j2eLfUE8eDEmztZnsIMGYUUlGzDZMTXE7O/OYUqJ1CSOoVDzfX6dv6HnSu4xe5OeAKDa9iHoc3vU4u7EcF8QL1Y+IEpug7TQ2J8QfMHdi/HKR4iFdAAmmk00sbyl6AH40aW0GNBDJNUgANviCtOtIl8emugL4sfTa8R2tYuerLJnXZPPG7tRVAVclZO1WXKdA6s3JADPlXcIT14Z91bNRxc6rt/lqa2urG5b/Vw8mJmWSQVkQCIDkptCIayAwPNCPFO6qb+W7J1w98/L41NBThZbxDSTphok0O2SJojtNPhoxl0a+/tzKifdNqoUPJKJEkm//a0vGNSVIImXjBXnWbEtN44MCIDndlZlUg3ywmKLgtciEQjjBDTgCoAoq2w0VM61u+yyDKJ2g3dsMl52rtlHXrPi7zjtCBM4Xcmz4LV4Dwrv9RVE521t12Swo5M2DNKqigx5PQu4Vlz3r9TkzrbUFEgM1hBaB1nRGZm3yHUkd45q1633//g3qp+LUYN/0xoAAAAASUVORK5CYII=) 15 15, auto;}
74%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGWklEQVRYhe2XW2wcZxXHf9/sZS57985ebCeO4ziO3YQqJYgARRFCBQIiTYWIBAgogqoSal94AKQKiRZFgj5AoaW0QhUFSoWEkKhQkUpoVdIWUqKUSuTS2o5v68va3l17d72XmZ2d+Xio4nZx7G54hf/bzHz/c35z5sx8Z+B/XeJGDSd+sijDXpTIvnWihyDsv8yUfJ558Tf+OvDqDcfzd7Po8KVpaSx4hHMegaJO0G8RbDfwt1wcu4ClFPALi2MTURn3qfSLvTw2dL4rmB0BDky+KHU3g7ZqYay20dcD6A0VLV5EEw30epWysogr1lBFE59oE/HHiSkaP576ksz6d/G5Pd/fEUTZ7sLY+BlptDT0okN41cIoWui1GCHhYgSqaKqFai9Ts+ZR7Q2Cdp2wI4m3DKJtjbhQiQd0Xi8/IW+4AocnnpOqrRFsahilFlq+TXgjjtGI8fMfhra9o7te7ZEpv05GC5PSwqQNgx5Vp9h+Xpr+267r23LyQ1efkwHbQG2GUfMO+pKDXgjxq+/c0nWDPbv0ZZnR95A1+tCVLE4rjeOmGIiObInR8Qg+MXNWKg9exf/UDImCS2LFIb5uEG9kuf++2o6lfKc+3fdrkTXCBIjSbEZoWGHKeY0nDy1vidEBkJQp4rndJM6OoF+okCxHSNT66VOjRGIFHnnsbNcQu9Vvi0YjTL0eAb9J/pyftXJ7y7pNgHsWFmWqGqBfTfDh5VF25QdI2wPsjYcwkyv0mAskMyv84pkfdA0xlDgppD9Fs52AYpCI1uL0YK7DvwmQzXuk8pL+tMmoT+X0z0bEnpRLwlwgbuaImTm08CzR5CK/u3B71xBjqSFRWHKZfGWZtKpj+jrbYBMgU1DprWXoH8liCQeAL9xtimhymmhqhmhqjpiZI5acJ5Rc5Nl8pmsIJ6RysQEZzWDQ0LYCPHp/TmZDCtlkFXN/gTsmY5uYnzzxKRHNzBBJzRBOzREzF4iYC8R7qpxr7u0K4uNDQWGiQVtB77V58k8vbPoUgL2fqZEczGH0TdIzNLElwNFD3xPR9CyGOYuI5rCVKlYjTb2c5czMqa4gxKTKXLmNa7SoNWudFXj89iLV+UtEYuOEza0AAGOxv4hFK0eu3GC91Ev+8hiL/7yJQqmXp849+K4QDcvjUquKezVMKV/qBJhbbLJwtoY/MY5l5bYNcjxREfnVXZSLu3j54Y8y/9p+Nlp95H45ygP7Z3aE+Fclz7xVZUyPUb/09lIFwHLzNNZ8XCiMc2FhewCAe29+U+T/cYS584eozGapjg+zen4EuxHkzsTFbSEmGm9VNl2oEX7tYCdAWV5m2SlwoT7JRWdyRwCA7379IfEVeZRYpZ/K0yap9SQ5q0zFq/HV1OXrQqQDvdi0+HsgzK35sU4AVzaZnYjyhm+RhZIgd2vlXZ/p5+eSYuH1DFNv9rBmNxFC4BMqmhLkrvREh3/+gC2PmcNMNVd4yV6nrnidAEV+KmJrN5F68RSJB+7Bcrrbdx6fvll8zNfPPr+GlJID4TQjoSS71QgnvvHbTYjUvkUO+3RK9govFWc5OZ/YTLD5IfLlBtHu+xZvXB3lSrWBdXyuq9fra3NJIV2bydoqqqKg+wKMqjFC5wc4dveP5AtjJUkQXD+0pWSmOd7h3wR4dHlYZNUIngctD9Bcpg9bXUHcuzQgCk6JnFUmqwQ52dfmEfsWwmfeh6kFEY5gvF5H0mJK3tlR3o7dsOzY7NZjmMEgAMkwHAn+sSuIae+zwnYlRzwFESsR7V3hlHgPPtUHrRDjrRwWV7b4OgCeWB0Rw6EEDflWzkv1Jn1aH19MXr+z/1O/KR0UfsVD+iTSJ3lvKETMJ/DaIRquoMDDW5pry0j20PKgGFbzEsBxHW6LZegPxjnaU5FWu803Z5LbdujpviVpxN8+PtCziuKZeK7gz7WPdDeSXZN1x7ScWjKp2BK17ecPGxUs1+EDgSSjpsL+3hWkTyLyca40/fx+rcb7owbH+6vI0DsGj6KC9srgtnm2Hcu1Z4YEQPODtpyreVwpr5JQdXbrfoZbCtLxECjYhAg4kNUlqUCwI/m1GDtp27H8mvRzqjBVgYOH7boMBhVmGx4UQ+BBMFCm3VIYwyAlfDeUHP6LX7PZwbZcw+OguoHcW0YEFF6+2seQB0Pj6g3H+7/+DbPglga5UD/FAAAAAElFTkSuQmCC) 15 15, auto;}
75%,75.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
76%,76.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77%,77.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
78%,78.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
79%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,80.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81%,81.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
82%,82.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
83%,83.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
84%,84.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85%,85.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
86%,86.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87%,87.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGmElEQVRYhe2We4xUVx3HP+c+5s6d587OzM7OPoBdHguYpZAUoVClaqBpWmlI1cRA/zAmmvhIjJiI1TREjSW2UdFYjVoNSiUxPkCTakvRUkpLKRgqiN0HsAs7s933zM7r3rl37vGPmqWTZZfBf/X35znn9z2f+/397jkH/tdD3GnCvg9nZHsowvXwDHI1hDbBlY48A6KPM0s+csd6WiOL1n/0qgxMeazQPFp1E8NnofnKSAMcTWJZk1hikkj/XmmoDl0iytnubzQEsyhAz94BaU7V8E9bJBSXdlOn3TTI+ScR/jL+iCTnk1Qqo1TEKK6YpEkz8SsVHr3yhOzQojyx9DOLgigLTax85LgMWFXMsk3ItmgLWHSbUQLBGrXALMHKMEbCpmhlKNgjlOxRpDNDoFrB71YxRBVTl/ws92t5xw6s398vvRcuEAolCFRdOvwuq0NNrAxEue8nwZtf9MP6vOYz26WpmbSNN5EMQqDHw1QlJwdfkNtW7LilE/MAtnx7UOp5m5CbQ6lWafE5rDGDfOHQmtvWdHrzcTENfGn3d2TXwFIunxqn860QZlmlf3ZErop0zNOoK8H9370mY5UazRWXR9wE3aJAb1OAu5pa6XusuKiV747dz35RpKYMokQQZ8EoxAh4zQxdc+Zp1AHEK5K4XSNerdETDfGgnmRjrJ3lzREK0QmO/uBkwxDLrzwkAsdAjSVQfCHKExqUvXnr5gA++2RGJp0aKbvGmpBLk8+iN+LRFfBRio8xkxihnJ7iwNHvNQzx4Md2C7UthoylkQWF2WKVN06P1uXPAbRWPbpUycakybZgJ+95fqewLqhkB04yERliPHGdTGSQTPwKO8/tbBhi05a1Qpb9FEo2+VKFfKlSNz/XhBuTBgk1QlRVMXQHgK5T68Sb/zgpx3oGGfvQGOP+LJP+EcbMDB2jKTmSHmvosCkUJGXXxnItvOnxujkF4NVjeZlsVVBaZ5ltzbJkd2xO+K78NjE1MUwmeY1scpjJxAgTiRHs5lkOPvZoQ05s3eETM5PTVAZuEP79dc6HX57LUwC0DQ5Wb4nc8imy6WvzBD73/a+LbMsQmcQQw5HruKUaO3+3ndRz9zDa+beGIOTlLM0/qqGcbSXkq9U70Bf8J2/5ztMXPc9A+uItBY5Ej4tL1nWyuTIP7/0A9x94iGX961Go8fP9z9wWYsotEspq2DM2un6zcgpA7cnLyJeG8fZP0rInsKDIZCwvPv7Mwzzwp08S/9dKVL2MqtoE3Si/ePrFRSHa/m6Tc2yGnFGGcjfHNYAdh7upOD4KFUFk4f0B+OlXnxWfDn1K5hWPRMBBC7yOMX0v1WicV1YclvcO7rllYzr5EkrqKtVslLPWpXoHovo50uFBFM1DV53FCYC7i9vEqoRL2ChirD1NfLYZ4aTxx3s5Fr91T5zonqCvx8fGUBdLtNZ6AE1RUVf9GENYeJ7N5cTLt61pZ2a78NAQ7QZttsuyEwWKb+bRZl1Om6fq8vd8/jdy6ZhOaipNZxjel4rWAxhX9gmZClL1NPxallS4eFsXAFqGdgnh2PgHbfyZC6TDHhVZYdyd5S/6TSeKpSKWYrGrkiEePkNnZvtcmeZOQpGt4FMEppHDlH2Mdxxs6Pcynj4htOmryBtpHOnQ7w4x4kxQw+WQfkT+UvmyjJ4bor0s8W34I2z4Q13+HIDx/BtC13WM2CHUDx5F6oJvKk81BJEa/oQwdA9VGkwzyTBXmfRy1GqCC57O1rcj9JaaodWP/8i5uiatvw3NGeTmTmRLjKoVY4myjBPBPzcEsS73fqEoHj3qcgCKtcJ/NlBoma3QTQnp1+fl1QFEr+0SKO8MSUPBlCYJXw37gU0NQfRM3Ce2xVvoVXspUGbEy9KixlgbuYdI6gj+A0cXf5AA+A8+JwDiyXG6giGSRh5Rsple8aL81bL+RUGqa9fKjqZpesNR3iZLhTKbAqtZlngV86+vNfYkA/AfOCoqmzbLjqYqIWUMMZVHwaIzd5Fi29dkxtnCa1MWhlB5byLCpWmLtoCJ7NiLPnCRhP9u1inrcKRDu2ngu/z4grfmgs9y8/V9AsBa8RXpeU9hqIK0HgcthO7prAuEcT0IBWxWeyaGPgGVMjLoI9nUx9baVnom7hOML7TDO9HQfV7u/pZUjQ3MlDQC2gSj+TRhU1J1JU0hl2JZpanlAr74YWTQAJ+C8dtbW/5fAbw7brQfl7WaQjpWwpE+qlUNy1Vo7n4c/0uv3LHe/+Pfw8Kvm21FoV8AAAAASUVORK5CYII=) 15 15, auto;}
88%,88.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
89%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,90.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
91%,91.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92%,92.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93%,93.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
94%,94.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
95%,95.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
96%,96.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
97%,97.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
98%,98.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
99%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur73178 1.6666666666667s linear infinite forwards;
}
