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2.5%,4.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
5%,7.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAG80lEQVRoge1Zb2wb5Rn/+e64OM0fkEmNc7JqFHlRFEHopggtAVU0ZVqpaDu0L9M0CRq0T9s+VIoiRf00lQxVVcUHqhQUUTTyqSPphAZJWrkFhhAItjhhbeokVURDOOfs2HGT2rHPd++zD74ztut/SS9siP6ki+/9c8/7+937vM/73BvwohTkRelJ/EDBGb+v7pAIcQds5oMXpeC38grxonTFIhEcAGddXV0rAK/D4WgF4MR3L8tScAAgNT+Cpa+nemDNTEgAGj0ejzA0NOR1uVwCgEaj3nrwohQkItI0jSyYiXoA3tOnTz+rqmqQiEhV1eCpU6d6AHiNdmthCjBxjyKcALyKolzItakoygVkBDitZV/ELy12JxOs4LcQIoAmAG5kXM1RjFsxFO1UQoQIwF7BXgIAzp8//2Y6nZYBQFVVeXh4+E2jPVnkmUYAewA8ZNjfZQh4tIrx7nahQncCmj/s6nrqN8i4gLenp6ejgmE3AK/H42k7c+bMsx6Pp8141l2kr92029fX1z07O3vS7/f3d3V1PWbUt6DSTJQTQER07foNevBB6bPp6ekLwWBw5Pjx493t7e3tAIQSJjkAzubm5lZTCEqHUQmAd2ho6KCmaRvmmJubm3OdnZ2mCMe2BWiaRtFolJaWvsnWra+vf2oYbixrOINSIk20APCGQqGxwrGnpqb6jXHKht+y00NEAIDGxoZsnc1mMw1Ws8i0KvpAEIRdhXV2u72hWN9ClCUhCAI0TcPm5iYSiQTi8TheeWUwATg6YCzYe4QGAH6/f4yIshFK1/X14eHhCaOolrVQaQ2oqkqKolA4HCZFUWhm5j8ENH9sUYhthLGIfT5fbzQanQiFQu+ePXv2oFmPCvmUjReloJb61lWskYhARNB1HalUCowxCIKAFSWM1rbuqwAGdFX+4h5FOFF6PYUArJd7uKQLmeTNdSCKImpqamCz2eB6ZDcC1z+xarMLGZeKzEbHkHHP5UrkARR3IcYY6bpOmqaRqqqUSqUomUxSIpGgeDxOGxsbdPv2bQoE5q3MYreFu2Yg980zxu66Z4xl753OJsz4r1iddhRCQJlwnCdgK+TNe+fuhzH15SWrRXDI5EYtyKQUjxr3TYWcs4XtkM+KcDbhy8/HrRIhIJN2PFRAljPq3MiZEa4Y+dyrEnmzbvfuh/HZp/+wQoQLRugcGBhwBQKBY3Nzcy+fOHHC3EBFow8AI4yqm9+4TCKxWAy6roMxBpvNhoaGhorkc8srKyE8te9X2w2xu2CkDhcvXuw8evToWxzH7QIAxlhyfHz85cOHD5s2ZQAJGy9KwVRiycUYQzKZRCwWg8PhABEhHA6jvr4eoihWRd68V5Qw9u3/9XZENCHjJkgkEu/V1ta25zYmk8lAbW3tYaMYA7AqGOpAREilUuA4DnV1dQCASCSCdDoNQRDyyA6c+AveGRm9WgWhVwEc2IKArM/b7fbWwsaamprcOiH7x/R/QRAQj8dx584dAEA6nUYstg63W8p703/6Qy/eGRmFrspbIVcNsvlQMpmcL5yBVCo1n1PUgJxFzBiDKIoQBAHRaBSRSARra7exd+/BxMTkVVa4YAGAF6XnLRaQTRAnJydPMsayZcZY0ufznSzsa+NFKbgRu+kq9GlZXkHHTw8kAOwH8NbyrX8/ltu+ooTR/fSRa7oqP26xCDeML77+/n5Xb2/vcwAwMjJyaXBwUDb6JJFJNTIC1tcWXLkuIssreHxvTwLAfl2Vv+BF6YP3/v72oSc62vMW7E/anh4HcE5X5fctFCAgE4lKZaEqMhHoOxcqR9546PdHXzgWKIw2//xw7BCAQQvJwyC2jEyUyT3FYEbdMnI+lLICNE0rRR66KssA5v3T1/LENjU5AGB5B9YCA7AKYBHA18a1aNTlH83wohSMxWI0OxsgXpTipXZRXpRaeFG6cfPmTVpYWKC5uTkKBAL00cefEC9KMxYLqBocgOybf0AQDpTaeHRVXgQwPz1zPT+F2LlZqAo2XpSuAPg5CtymGHhRagHwwfWvrrblJnyh0Cp+cfC3X+mq/MT3wjoHnK7KB3RVrqu85UucOQuzNxbyEsAdXAsVYaumk9vttvf39+9bWlq6EwjMaxOX//X6zNTlJ3NFhMMR/PLQ7/4ns1ARY2NjR9bW1i6pqqr09fV1A9KlicnLdOFvF+mNN87Ti8f+SLwo/ZUXpY57GefWrVs/8/v9WzrBrnRyBgBYXV1diUajswCwZ8+eegB/fv7ISxqAWQA3AEzrqjy1VcKFiEajy5FIpPKH/DYgnDt3rnN0dPSI2+2ufGJ8H/8/2JF/7H0v8Pl8zywuLr7m8/me2clxduwNERHHcZxARD/cWUCVUe4+7uM+fsT4LweyMEvHOVshAAAAAElFTkSuQmCC) 23 23, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHHElEQVRoge1ZW2wTVxr+bA+DISFUU2PswYIIWVFkEVIt1SZEFaJBy0NV8rKL2kqoQAVIiFZqqpVWEX2pRMpTH5HywCKS7kWrrZKtou52tcCuWgFNTdPcnF6gkRvjsVMnwZfMYJyZc/owM8mxE9/woFUlPulo5sz8c+b7zn/+c/4zAwcvxhy8+Gv8QmE3jhd/sSIcvBiLSnHq4MXrForgALgAiMaRs6jdtXDwYoxSSi0U4WxtbQ0A8JvFqDtrJrseTAGqqloioq2trdnr9TYtLCwMq6qamp+fH/Z6vU3t7e3NVvJegSnARI0ieAD+O3fu/J5tMxgMvgPdG5YPJXvhBdG7HbPh0U48XmATAKCUEvZiYb0IOACboQ+1NbyKotADtXqivb29WRCEpkQiMbS8vLyQSCSGBEFo2rdvX1ORR+wA3GBiZteuXU0AnqlJACsC2H7w8OHD/tOnT++toGHn/v3797CEjHqxIPaYdn19fS+dP3/+APNseRGlBFBKafjHCAW23+7r63v31q1bbwLwNzY2uss0ywEQDHICio99JwC/1+ttSqfTNymllBBCw+HwJax6ovRwKifgwYMHNBT6hmqaRiml9N69ex90dnbuLdszlUEA4A8Gg++w7ySEaD09PS9A90LJ6bdssKiqCpdLgN2um1JKA2NjY1kr2Jvv37RpUz170Waz2Xfs2FHP2hRFOQ88fPiQzs/P00QiQaNRiba0/CrY1tbxO4sE1APwHzt27PlcLjdnvjOdTn+O1TgoPfWWE0AIoel0msbjcRqPx+nExBQFvFamHT5TxOTk5LsjIyNvC4LQZJB3lX26lABCCNU0jaqqSnO5HH306BHNZrP0h5mwlbkTZ4ooKJ6Kni4moBh5RVGoLMv07t0frE4A66EHtYAq8qZ1A4RSulIIIWvOCSFwu10ITfzvcVfs9bAEYNEoFU8SawRUQt48d7tdGP/6upUiqkaegGrIm+fubc9iNPjvJyHCDn0l9hjlmUK+eQIeh/yKCLcLwS/+aaWIegCN0GeheqO4jGt5a4a9VvLmtW3bnsXtm8NWiHDW1dWJJrcrV640X716NcDw9YAJ8jwBhBBomoZUKoVUKgVN0yoizw6nm5/9o1YRLlmWSVdXV/3S0tLfTp48OXz8+PGPZVn++9GjRxtMG9PY5uDF2CNl1mMSisfj2LBhAyilyGazcLlcFZFn63NzCRx48bc3APRoOenLKsjbAewGgEgk8gefz3eKvRmNRq/4fL6LRnUGAOEArBBQVRUA4PHoa0g4HIaqqrDZbHlke86/j4EPP7pRAaGLAA5VIWAlbdi6dWug8GbBNR5AlgNWh5BJVJKkFUFzcwm43a68nn7r3BsY+PAjaDmpGnKVQDVPUqnU9JYtWzrYm6lUapqp5gAmBkxygiCAUqpb5FS0PNep/OvTG6QwYAHAwYsvWyyAwFjEzp07d0mW5VHzhqIoY93d3ZeMataw1WMgk7znKZxtJCmOluc6FQAvAvjj/R+/2sMOo/hcAh0vdE1pOanFYhHOurq6nbIsEwC4fPlyM8dx9hMnTrC9f98UmueB9cgbQTj71ehEns02lwAAs0/AC1lZliUYPXzq1KlvGfIEQBxMqmFz8GIsufCdpwR5OHhRBHB95u7t5nVmmwktJ7VaLALQO7cBq3N+FkDaFMYagRACVVXXJQ8AWk6SAHz/9dhUnhdcuhfuW+gFNlUgAJLQezxunK/5PGNz8GJs4adpTzHyJhy8uBvAJ99Nf9bMBn18LoFDv3mlFi/YoafQ9VidRnPQeztZycMrPb+B4w4VW3i0nDQD4Pux8VB+ClGbF5wAdkJP1NitIw99tfWhzJ7YDmDa7PmsMvtFmRd2v/La2W8Lc6b/fPqXlwD0VknezGs4AAgEAvzQ0NDzAwMDexgbJyrdmZWDgxftxvHjwaFhGgqF6NTUFJ2cnKQTExPUwYufVOkFF4zt4+Dg4KvLy8sJczeoKEqou7u7A6vby801C7hw4YKvv79/L+D1O3hxhCU/Pj5Or127QR28OF5Fk40A/IFAIMCSN5FMJv+LCvbHFX0tFkXReeTIkdc9Hk9rfz963zjdk4zcl5BOL+HBYhK3R0bxpz8PDgD4oELydvPdvb29ezmOW/P1oaGh4YAgCPbFxUUCPSYeX4AkSWokEpm12Wz2SCSyCOC9l7tOqACmAXwDYEzLSaOlW8nDynSYyWTW3f9SSrMG+Tz7WsCJomjlX5adMIaIoiihwiEUjUb7sTqEin6LdVTxQpLJZNTyZhXDBiM4M5nMtY6Ojt0bN27cRSl9GIvF/nrw4MGLjAcSYDLVwkb+n/CB2R4yY55FEsB8sQYq/xNSJc6ePcvNzMy8d+bMmVJxJgFQzEq15IEn+PtT0zTYbDZe07RSZgS6iM3QE7fCVMKqr+BP8RRP8RRPCD8DYMbvPg1RnPgAAAAASUVORK5CYII=) 23 23, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGnklEQVRoge1ZW2zbVBj+HCdW1WxtleZqTdNUJVU1bWIPAVFUbTAEmtBW9XnwgBhPXF4nAdLQHoAn3qYxpCFN4/LExhjiJkHHZW3Z1rVLm+xCs7YJrZMFOtImzZzUOT8PtlsnTVqnSRFI+yTLjs9v9/vOfzm/T8ELYoIXxMfwP4VFO7/3vxXBC2JiVkoSL4g/NliEAKBFO28eeEFMEBE1UoTD4RAB+PVD+7050AUoitIoEQ4A/nA4fCyTyQyFw+FjUIU4GsO4DLoAHfWK2Lt3b9fJkycPMMaIiIgxRidOnDiwb9++rkZzB1aSeBmiz4P49Mh+bDCxOY4DY6zkHmOMLS0tsSqP1IdyDzTAEw4A/lAo9ObCwsKvoVDoTawfQk0Atjkcjk5RFDsBeAFY6xJgFAH4HodaUdpgoqrUmMRbdLudO3futNvtnQD83d3du0yJWEsAEdHMbIJ6e/uuP//8Cy+fOnXquWAwuAvqjK0HU2V0x44dnQD88Xj8Q8ZYUVGUzODg4GuaKG/dAmRZptBYmPL5fJExRpcuXXq5r6+vw4QAMxAA+M+cOdOrJ71WEecB+F0ul3+9F6xK4nIQEdyudthsNgvHceA47lG/39/SCPb6329vb9/CcdzKTYulORAIWIvF4rr81vWAoiiUSqUokUhQNHqXAM8Q4HmyUQJ8Pl+n3W7vzGQyV/SyG4vFPoAaQtvqFsAYo3w+T3Nzc5RMJmli4m6j2w4HAL/dbu+8ePHi4dOnTx/ESgFYP9fWEsAYo2KxSIqiUKFQoHw+T7Is093J6UaLaPP5fJ06cS2xm009WU1ANfK5XI4WFxc3wxMWqDNeU/NXMUmIaPlgjK26ZozB7XYiMvbThlfsCmAAZACFugSYIa9fu91OhEZ/bKSImlEioBby+rXb1Y6Ra99vlggB6kq9BVVCa1nARsgvi3A7ce23bxopwgJ1Fd6unfVrEWWTbqmXvH7P5WrH0MBXjRIhQp11BIPBpu7ubr2cNqNsbSgRoBNaWlpCoVAwTd4YTgO/XKhXRBu0+p9IJN6+evVqaGBgIJRMJo/b7XYL1FBqWyVAJ5ROpzE3N4f79+8jnU6bJq//djod+OXSuXpEbAGA4eHhPq/X+wLHcRaO4ywej+fw5cuX+4w2gNauGsPmwYMHEEURRIR4PA673b6K/BtvvYuzH3/eb4LMewCerlGAFQBEUdxdPuD1eh8BcB6GNtsKlIaQIAiYnZ0FYwxNTU2QpCTcbmfJTL/+6ks4+/HnKBakWsmZgQLAKknSuM/nKxlIJpMhgw2ACiG0detWtLS0oLW1FZnMInbv2Z/79rt+Vp6wAMAL4sFNEJAFgGAweCGZTH5CRIyI2L179z7r6em5YLQBAI4XxEQmHfWWJ6wkJbF7z/4cgKcAfDQTu77LGEbJe3/iiZ7ecLEgrXJ1A7ANWiIHg8Emm82GoaEhWRsrAIjrhiUeqES+WJCuAohfHxkrsXE5HQAQ3yQvSNBmeXh4WDaQzwGYKbHkBTGRyWRofn6e0uk03bx5m3hBXDRWEF4QRV4Qb8ViMZqenqbJyUmKRqM0MDBEvCCGsHkwtxIzxqAoSqWZBwAUC5IE4PfRG+ESLzhVL8xskhcANVyy2lG5yeMFMVFt5svsOnhBvBWNRmliYoLu3LlDt2/fpp9+/rURXmgC4Ia6AotQP3JMbatYACzPvM1qfdo480YUC9IkgN9vhCKlLUT9XnBDTdoWqK1CsyZgOwwrbjVw6r4PHkdZ2FQCL4gdAL6OjPV3GRe/VOovPHPg8FixID2yAfLLGwRHjhxxTE1Nyf39/TmDTQrAQo3vrUjeop2/PP/FVxSJRCgcDtP4+DiNjY0RL4hf1+iFJmifkEePHu3JZrPXGGPEGCumUqlzgUCgSxvvgIndEzOwdHR0CFouXDGSD4VC9MMP/bXmglsXkM1mr5V/0hp2Jvww9D7lMLf/CGBwcPCV1tZW16FDh96JzcjpP2YkLCxk8ff9NIaujOCTT8+fBfB+DQKsgBo2zc3NwfJBj8fzrOF9Vb+TTQuw2WzC/Pz8n5OTkwoviMcP9r6oALgJ4BaAG8WCNFID+WVMTU3JUL+HS8KEMZar/MR/Bw5oIZJKpc6Vh9Do6OhRrISQuS2WfxlWqAnqDwQCXbFY7ANZlu/mcrnxMvLb13oJt9bgv4A2AM41xhnUvkiuZtCQ8lQNkUhkzzomaah1vtJ/bwpYhzxQQxJvBBzHmZmgBai9TjNWqo0MtfN8iId4iIf4j+MfVWWbY9pLYmYAAAAASUVORK5CYII=) 23 23, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAG6klEQVRogdVZXWzTVhT+aqcGGlSz0ITMYlVVRROaYEMITRNCkyhbh6ouDxsP6yjq9sp4nrT1AQ3B0IQ0bVImVKHx0AkqtBFNIPZTQQermm0wUvpDW5pSkgziNlSN3a4lMbbvHmwHJ01bt3UGfNJVbm6ur7/P55x7j09AMxxPM9yreEZB6Z/HnlkRNMPx9xNjhGa4y8+kCJrheEIIsVkE5Xa7vYcPH97pdru9eGxp2+EwOhs8FYhHwzWVVduO0Qz3iSIlri130UOHDu0ghFB79+59U5ZlSlXV6iNHjoTsoZwHwwIGbLDEagC+dDodIYSQhw8fRgD49HHbMce03PMbEI+Ga7DCwCaEGF11uWtYQQnNcLycue/N/yHBj6OyalsHgCW7U3Nz8w5VVal9+/bVtLa2dpSWlqpHjx5dzIUYaFZSAczCqvB8F7LJnSin0+lpbm5+1el0erB4ELuguZkPgK+2tvZlAGUrFmCIALjfAoHAp8ePH3+jtrZ23RLFLIYyAL5Tp07VC4JwOZlMft/Y2Li9rq5uK6zsXosJIISQ/lsDpKuri5+cnBxsbGzcbrMADwBfJpOJGfdLJpPfQ7PG2sUudiw2AQDWu55D5QsbvatWrfIkkw9eAhCGzcFJ03TWsqWlpUZ/UQtYOmDWrVuHmZkZDA7eplQVH9EMZ6cV0gAQDocPKYoylclkoufOnfva6XRS0IJ5YSzmQqqqEkVRiCzLJJPJkGg0bnva4XK5NsIUxHpzWbp4IQFm8pIkkUwmQ9LpNLkzGi1G7lQOLR4qsJRDbz4B85GfnZ0lMzMzJBK581QkgAVjgBCSbaqqzumrqgqPpwK3eq+s+MReKeYIsELe6Hs8FejpvvxEReQIWAp5o+9xr0f4+q9PTERWwHLIZ0V4KnD9z5/sFkFB24k4vblQwGOolZI3xtzu9fij64JdIhwsy1bppMv05tLHmHkFLJe82Z26fv/RDhFeURSp1tbWzalU6kQqlTpx+vTpl0VRpKBttVmU0AzHZ2bjXjP5iYkJAADLspbJm7+Pjz/A67veXVYqDi29qfL7/WuDweBVmqbLAUBRlKn9+/fvamtrmwIQByAZk3OevCRJWLNmDVRVhSRJoGl6DvlPmj9H63c/dFggcwzA7iUKYACgqanpRYM8ANA0Xd7Q0LCpra3tms5b0n5gOD7/kIrH4yQWi5FUKkUGBobIxMQESSaTZGxsjPA8T8Lhm4RmuMtLJGYVDgA+v9+/VZZl0ThYZVkWGxoatkFLM7JxkI0BsxuwLAuWZcHz49iytWb251861PyA1cXXF0GADCB9/vz5f8+cOdMkCEK7IAiXzp49+6HuPmkYTx96DEwLI978gE0kxrBla80sgF0Avr0Xu7HZ7EZj4w+wY6e/X5ESW4ogwsGybKUetFmwLKuKonjPLCDHAoXI60EYvxHuzZnjrnABQLxYVhBFMQpgElpKPQtgUh+TcmbSDMdPT08TURSJIAhkYGCI0Aw3Y94GaYbjaIYbjMViJBqNktHRUTIyMkK6uv4gNMP1FEGAZVCAtgvJslzoyQMAFCmRADDcfbM/xwoVmhXuFckK1kAzHD/fk8+bV00z3ODIyAiJRCLk9u3bZGhoiFy52mmnFRyw+JprgAKQffKlDsfu+Q4eRUqMAhi+2XMrN4VYuRUoaC8x1QCqTM1S9aNE389fQ57bFALNcNUALt7q7dhkPvySyQm8uef9XkVKvLIM8hzmfwObApBccAFFSuxWpITTAnnKsMLAYCQnAVxBLLgM8t3d3e9MT0+fFgThZDAYNIoG5bBa4LIKPRb+6u/vJ319faS3t5f09PSQS5c6lhML1QB83d3dH5tfZxVFyQQCgT3QTl1uoQUs1+37+vo23b17169bQfjnXgIDgxGEQn/jy69O4q26xlYA+/U1ywF4AWzUP8sL3MthjPl8vndzSFEUU19f/7b+lcECsBzxgiCYffGzev8HMoABAIMAbipSIgzNHSoLrLsWmruMQa8DmaEoypz6jyRJ/1rlZhcY6C5hNL2+aa71VCNXXBUAXzAYfE9RlIzhQpIk8U1NTdv1a+ZUzosFziDa2dl5QJIk3iDT2dl5wCTC7NPlxnggENgTjUa/GR4e/sJEPifzLCYcxg1bWlrqVFV9lFdjetTS0lJnImW2ggdzq3JGK8f/hDLjprFY7EShQlksFjthIpa/NZZBs0yV3ryw+OSXdGxbQUlJyXzjC+14Rsa5ZNj192c2xW1vb79ICMkpvRNC5Pb29guF5j9NyAZxKBQ6KEnSuB7E46FQ6CAKB/FThTnbqOkd1ryN2rqrFHbY5WM1tAAsFFsy5jnIVgK7BQCPU4kyvW/8bTqFIv9n/EziP3rc0xV3WtQKAAAAAElFTkSuQmCC) 23 23, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
65%,67.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
70%,72.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
75%,77.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
80%,82.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAG20lEQVRoge2Zb2gb5x3Hv7o7XxzHBNuRbO8Q9paI0pr+GWSM4DZlc9hStmGXvciCIZSt7ZutgRhEYQTyZnShr0KTQPpim3E9Ah2eWe3SJXPSbmlcj5VaTtzYcvwniVNJni0rtuTTSad7nt9eSHeRbJ//SbYY5APHne65e+77vd/vd/foOYiyEhJl5fsoLGUAnABqM+uyAvdvIWTWZwtkQgLgBqAAqABQnlkrmf1SAa6RgwAA0/cHm5C/CQFpoaU27aWZdsGmfWuIshIiIgoEZ0iUlet5mHAC8ADw9Pb2tmqaNsY5Z5qmjfb09LSabZnjCodpwDCMfE3sB+A5c+bMy4wxjbJgjGmnT59+OWNg/7YYMNmiCSkjzjM2NnaWVsHv97+Dx1EoWC2syEflWzXLa0IAUIV0/ipIp4Bs1yER8c3sz5dVC8o0wXR6F3A1I22gLLNUAKgDsDfrFAMAB4COjo6/c87j2f1xzuPt7e1XzZ+Z4wvD8hQy4ZzTyOgYATUDzzzzXKvP53t7ZGTkd21tbY14nArZTxyriLu7u4/H4/E7jLFkPB4f7u7uPo7tLuLlaJpGkUiEhofv0OzsrGruNwxj8eLFi69kxChZXQlIR8azxlKHAj9GbTszjHSUa2pccLlc1ptUFMW9x44dez3zMzsCHEAQQMKmy0Sm3bYWfD5f9bVr1+zeI6ti+zQgIgCAw+FYeZIklducZgD4Bo/rRUBa8BLsjVlUVVW5BUGY3sixlha7BlEUYRgGGGNgjEEURQAA5xxXrlwZzBK8GvHMsinq6+sH1z9quVCbGjAMg+bn52l+fp4CgQAtLCzQ4uIiDQ9/TUDNAFD1c+Q+iYqCbQ2IooiysjIQEWRZRjKZhKZpcDr3YdD3j0PArjZAeXonxa6GrQFTeHl5uZU+QLomvvPtOoyP33xJlAs2it06q6UQ55wYY2QYBum6TslkkhKJBMXjcVJVlWKxGC0uLpLffzffAWDerIgAEVkL53zFNufc2q6uduKW73ohhuJbJsfAZsSb29WufRj88mrRTFgGTLHJZBJLS0tQVRXJZHJN8ZaJaie+/PcnRTEhmOI554hGo4jFYkgkEkgkEojFYohGo2CM2Yo397lc+zDQ37vjJiwDqqpC13Ukk0nIsoxdu3ZB13WkUimoqrqm+Ox06r/xtx01YRnQNA2MMdTW1qKyshKVlZVQFAWGYUDTtHXFm7+dzirc+OyvBTPR19f3g76+via7dgkAUqkUzHVJSYnVKMsyUqkUJEmyBnecc/z29O/xQWfXpxu4/lkAR/LQLxw4cKBFEAQJwA2sMnSRAEAQBHDOIQgCdF2HLKf/cOm6jnA4ApdrnyWeiHDyN7/CB51dYHowH3EbgU9NTX1ERMJq4gGkX2SJRILC4TAFAgGanJykcDhMc3Nz1N8/QECN+oc/drKZmRkKhUIUCATo4cOH5gvsZ9tsYF0EIH1nS0tL4XA4IEkSlpaWMDk5hRdffDUO8F+88frbI8tz/oubPU1Ip0hRsYqYiLBnzx7s3r0b8/OPcOjQq3EAPwXmPhZlx/RXg7dzCtblrAKA6aJHQZSVkDm2WVhYoJERP4myomY/QURZUURZGX3w4AHdv3+fpqamaGJigvr7B0iUlVvF1G+lkGEYCAZn8Nx3m+IAfsj04H/Mg5geDAK46xv6OicKznQUvilqFERZCdnd+WXH7RdlZXRiYoLGx8dpbGyM/H4//fNfnxc1CgIA686XSNKR7DufDdODUwDuDt26kzuEKHIUHKKsXAdwCMvSZhkSgDLAtR+QPvT7P3sqe7Q6OxvGj15pvc304As7Jz2NwPTgEaYH96whvrShoeEpANXA3BLAp4du38kZehezFtadZDp8+LDn6NGjFdFotEPTtN729nd7jx/79ZBhGDkmrn7y558AeGerQk6dOlXr9Xobz58//2O3272puaG1KAXgCYVCnVkzdqNAzecf9XxMH/6lm95//0/02i/fIlFWOkRZeX6rF/J6vY26rv/30aNHV7u6upo3et5609wcABKJRMTckUqlIgB/r6X5zbgoO24DGAUwxPTg5ud0snC73eWqqg5FIpGRubm5YD595dDc3PxsfX390/fu3XsvFAp1er3exoaGhgYU+HuX2+0u7erqar506dL3Ct231NLS8iwyE7RNTU3Pw/47WDZ76+rqFGzz5NfKiU97ZKSLft15y9bWVk8qldrb1tbWeO7cuS9KSkqily9fntiyyh1GAOCJxWIDRESxWGwA6egV9utk1sW2m229xmZSaMOcOHHCQ0QVJ0+efOnChQs3HQ7HQmdn5/9NCplUHDx4sA7pb2pPeMITton/AZH5uefMpzlqAAAAAElFTkSuQmCC) 23 23, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
85%,87.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
87.5%,89.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
90%,92.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
92.5%,94.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
95%,97.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
97.5%,99.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
}
div.testarea{
animation:rwdcur38369 2s linear infinite forwards;
}
