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7.5%,9.9% {cursor:url(data:image/png;base64,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) 0 18, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 0 18, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 0 18, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 0 18, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 0 18, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 0 18, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAH+0lEQVRYhe2Xa4xcZRnHf+973nOZM5ed2Z29X3qvvSwtLQZKLaZUAoSEBG9Jg0ExBFGDSmMKqTFBAjEhYComSlAwYCRikNsHbi4XLaUtlxYKa+llt+1sp7uzO7Mzs3PZmTNzLn5oGrXdhjb4xcT/1+f5P88v/5xz8hz4X9NEKWf8/IOnFr5zYrjjvzFPnG9jqVblxfLU1Rkj/ICjm6uEWyz65bEfb+u74vefBUCeb+NOp/LTiWjnq4WQWJU1xpgMF+NFLfnYlrffu/2zAJxXAr8ZP7iu1Drwek2U7bI+iVa2sHPtWK0W0taQhbFbtnYtPmcSjx79cIMZTq69qbPvV2fWzisBP9Jxvy+FXVFZ5KxGdKaX8EALWtREE4J2q/0XDx//cGAu75PTU5sjbUtftcOd25+bPLHuggGeTA9vqpqRDWUmCISPnenC7LZAgO35LGsKuvVovMNsf+RM76/TBwaVFn7MUJYthSbzbvOLFwyQDSe3N2RdOqqCPhPCTIYRQmC6HgtciY7EaXp8Ug+uumv0hfWnfaVaVfWGe54w9JAdBD4pMUmltdl2QQCPZsfucCLtq8rBBARglKLoEQN8j3lugAIans/HuTz5/ryKJZdsP+3dmU8PNnV7rYvPR2aKMStLuxRrz9yhzrX8kdT+z5eiHQ8U8mlyozUaJ1pw8zq6lyPWGeDHfeYttBiXHvn5WRDg672XPn7ywLU39654ZcZMfMMUikPaGGWtCoCjifR5Afxwz6Ny2u5+KPN2Xp14px0h+gkEBAIcoDIKEwG8866HveA4bUkH24wTUREagX7ly0d2/7Ukja9lZZGsUTo1NICP/eon5wXQNTHwk/27Zte77gBCgKcCPB18BcID4YPmgvQ1aqlFZP40yUU3RZDCIwCOyND8pKbPH1VHkZ4kWo4Tqcdx3Jmzdv0HwIuvvzv4wlBx23sfXHKjsBKnwDVwTZhZ7uKpgHBaMNsLsYNgzioEgmK8jfEdFTo2GCSUGipmm9/KdOVRTYtkoR8V6PjSx5rNnRtgy70vrfrj7kVDTjTWIYQGgNTB9SHAJzsocMIKtbKJG1J4qk7HXoVywU5pZJpRDtbThMaCr6bKi7/TZU+zoGWAREgS0QN0KbHNvrmfgV/+9im55+RFDzfMeAfBv4p+E4TnIJwiatKi3hujGWhQ8ZCTRfAMQCGbgNBIHZgH8F0ZzLLE6iJq+zQlTAYueJ4fm0kNnwkgAY6no1c5vrH+svgO1sXfxK1MnIrfb2IUjiF8j7Z9VfSKA1ISzjnYaUFQL4PvE7h1CIDAx8t9jOk8QanLIG2bTFk6xVCIaemXNi9c+9GcCZT8ni1rE+9yw7WrSbZ3Yv9lJ0OHNGSzRkvxEK6xhvCERt/L01SXmESOueg1H9GYhfxutMJb+G4NL9SgHm1gqgXIoo8Xc0FXBEC3mPuNlz/42RvXFby2q4u5fehKUi4XWb0yiT97EnSTUmIpUSeP2bCJTiradzUw0w0qKzVKlyXwQj0Ebo16pEbrsujsQEv7VnNNW1EPXELTGjLvQsMj61TmBpiod9zmK0uOZya5/oYb2fHWWximAZpEtHTixBeS9EpIM4GyOzFC3ZjRfuLpDmIjFiLxOVwslJL02z3f/t199z+45kvXvuSEi2gywGgoQnmJW3TnBojXX6kHqacpBQZuV5LDmSbPvrYfYcTRTBCaSas8ZRYeKCGQnkCvSLS6RBMh3JZBVFVBq5UHqATi70WziREqI4SHRCB9bU4AFY0vPz5a3EOr1c3VGy9Fxno4ujeL9A7R8Jt4fpOpah6/XkBaCXwXECC8gMBr4pZT1Pw3cecFpNZtGrpvtoJWL+N5kqPhcS7SllCoeAgx9+mhTh55+ZFovPnNkp3taoz2kzpWR5sZRnrTiLwg7jpkNIUs7caXNoG5GCElAQrh5gg4yMJlvflse7S1UDOp1ZvYZsRVvk9F99WolWKF6CPrNeYEEADPv/Fm5ODI8N1DR96/I5QNKaOm8AKPBg6aIzCt8KlmAVIIPKHAb+DGGvgJf2rzj7Y9vtcO7jxcneaS/DxikeB5ksaKouksraoshq+xrBwu3pyYnzgrAYAbNl1ZAbbeeu+dJ49pU9ubSJgFK2OiWQrPc5FK4S1L0JpcRLOrjfr0YWrpQ2zsufg2PdzykFBFlkdClNvS9J4s3xOw+nuu7FzacEo0TIfjVn7PORP4d911zwODOT37XKo+tdhwNMxxG7GwDfviFdihKLOWQEYswjUXLx7L93ck91lmfONE46jaYA+SckcOb5ZdK4fqlU0TrQOvBr5LwTuGUcs9eG/rF7aeue+sg+T+u7cOf33dNddoVbmrYXhUEiUK4Sb7ZZW3Iyn22kfYqx1kT3+NkX6/tRiqXzUiS2p5TdshGs7YIr9nV3cs6X6QO/yGqM0MS6lIaAuwqpFnziuB03rsyadjI9mR749raoubiHZMLBnEzUTRnRhGT516V432gTp9KkKk2sjEsuLK1eF2t920uTieHAHYduC1xb19a4ZcITK5/c9ccd+GW8/6GHzqWf63/NRXxlTkzwW3qvZWPGa9KPXpJh1mkQ19MQrmDGYpc8vtXZfPeZaXalUbMGKhcHGu+qcepRtbO57td3LXm25z55dFbssCd/Kj+WaTeWWvNDUcxT1k7ps++skfzuWPhcKz51oOF/Brdlq/ff8fxpH61Mbrugd2Ob6/vsXShy/vnz9+oXP+r9P6J3Dde92afNBfAAAAAElFTkSuQmCC) 0 18, auto;}
25%,27.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAH+UlEQVRYhe2XeYxdVR3HP+fce9+97779vc68mel06HSmC6UbLSGdWpSWWDFEYpSIGkNRo4LWRCMlGkUMpDEkGDSiBBvAAEokLkDaokKtWDGydKELU6frbG/ezLxt3r7ce49/FCMwrS2Q6D9+k/PXOb/f+eT7+52Tc+B/LPFOAw6nTvqemDzcvdwMlz+1dOPUfw3ghZEDTNuJT54y7G85mr5CqULZrKTvuK1j7Q/fC4C82IUHzeh3Toc6nij7Wiuy5ghZqxDMtJL3bT24b8t7AbgoB+6fGLq6kejdU3DSVKw8YsYiVEhizrHQfAJ/fvTrX+3oO68Tvzm9f6mMzN88p5H9wVWdC99Stgs6MFHM+Ai2/aTu1an4cmglg2ilg0B3CM1voCOI+dvv3jE8uOpc8Q+fOrzJiy95RZnR20e18GfePn9BgKdLmWvrZmhpWU6CgNB0EjMZRAkINJsscSRteiCYMSL3FGuVt+S7f/CF9nii73e6btkCQHkfeMcA9XDyRxVKNLQKZiaAkQyAAL/jskD50BA0HJexhtj0WO7gDW+OnRNfcg+6ZSsgJTIcsVL2OwLYNnH87oYVml+WaVACoxFD8xtI16XHORvccD0OT5XIzcswHoxuK9YqQYCn0mNRyx+92VWKQe8EJ600tcDsltPPt/lDqcFNuVjPNyfHT5M5pagNR2GiBlqFYMykPk9wSZ9BSq+T7c2AVAT8vf2/nkp/DHi0qNxPhzSDYTFG1qoDCuW6FwewK3XUPu5LPHj6D1l94nAPQjNQEpR29tjkcpDPwL79Hr6uLMmPNrADETRP0gq2XwZg+MI35kWJMTMPCFAga87FAezeObltuJCY77U6EBq4usIxwZMKoQRCgdYCzZE00wuY+NUUy2/yY0sN3CoPnnipSxjW2uPGaYQnCVbChCpxRDX/nwF++vDT646cTtxxcnzVtdJ3tl+UAMeE3LIGShcERlxql1iEj4KvApojKCQijO8u07HRIlYv7EunazekO7I+1dToLixAegZSV3SHRPG8AJs2/3bFntH1Ox0rEpXi372pJHg4ZJYIWraBvFTi+jw8z6F9n4nUIDhsMt00OCZytI7JDdnmmi8mw8P0tfUR8UPYUPikoOCIl84J8NT+vfbzf7n06fFKODrLo3oFWZvBnArhdhp4SkOUHeR4FpwOlKshFIDgzKE5ALfQKrEwPI9oAGoaTEsXJSSlQurY29NLgO0P6evHJsvzr+19kauTL+DVztZKOU2s3EmEq4gdKCNKdQAio1X8EwLqJZTnolo1lFJ4ThMvcwDLfZxyp82YbZI1feR1g4LEmVudfH2WA9Vmy77lroPf74+8zAevWk8wEiW//c+8NjOAquYJF4epWVGC49Dz+xkqPSUCKTAaCs8tISf2ouf/hOu5uLZDM9bE1+pF5jyckIu0fCgBSonyjQvXn5jlwM8eP3LTTDO+Oj/9GpoU5LNZrrqyHac8hdL9uJFe2pwKRsOHNe0Re7WBOelRWmNTXjsHN9SLp6AZapBcEqmu71u91V7TXtBknUDBwMi7eJUmSnlyopjxzQJ49Uzk4y2nwa5n97DhmuvZv/8ATbeFHmpDCyfJ2G3YjWl0uw3LPxfb7sGyO4kdjxAetNDCC3GxkULQ5e/47B1btty78UOfeLwczCI0F6OhESz5iGUJ+g3/klkAzfFf5Hy55+hauRJzfhdDRZ0de19HvHESPAQJtwgKhHd2SAeMskRrCqRm4saXoVUFiaV98aHp0VVGaWqyoWuYgRmQDgpoeXox6g8cmtUDS1e8T//ra8+RiPaz8spN1Jo+xkZDoL2MsucRrKVIN2qoWgbMGEJqoACl8Fo1KJ+h5jyP6PN4ed6yByqRDrxWHc1tcMJOs0LpFOoB3Na5b339xd2Pbo33B9eVtGLHycEelFvDKO1DeFXIC/zVAhl/GDH0IkpGcEUUpfnRzDCynsKVp1iyrCc3HrfjxbJDJV8nEjXRW4qKEhw1x1gleijLWeUH3ngRDZ0eCe58fuedu4b+/jVz2q8bdR0Pl4ao0+5YVDQDpUAi0KWgriQSl2a4gd3hm7r11tt+vkMWbz/TqrG42UZ7w3g1NDfImNm6YsZIIV1FZ9EqfCOxODbLAYBFvT1lYOsXvnf7+LCeua9ODa0isadsSgLcVgsR0DAX92FGY1T6EgTSKZyJY1y/fP2XSmbwTsEMy6wkpVCeeVm1bahFv9/uvKLhVqlrBWSglTmvA2/W9iefXHZ07MjuI4WRdsORmKM2ckE7wStWgCmoUaUVjdFW91GPx3Pzk7H9dourq2ZeX60vYlpNIgrDMdez+4vdl78ihKSgUtiV8Ye/HVv7+QsCAPxx755F9z312CMtv7uOItQWL6TY040brIHVRFomvkScRHAey40wdVdnoG4fsXTzb5qSKwZMBk7mxvV9se7dzUDs/Z7nksyduu7mjsW7LgoA4JHtj4RTovTlf1SrX9EW9HWPtMep5+YSKvnw2n049jDxxQ16gnMI1Rpp/1D6w5v7Bo49e+Il+3Orr8sB/PLUgf4zsc4fh4UWH6jmr1nTtah80QD/0l1H9/R3dl2+pybc7sPNBvl6kGbLIViusHFuiJq/jCiPbt2SHLj3QrnOpQs+Sr972YYT1YlDG2JN55mPNAqbB1ojz/TnGnTlvbHMoEVxUA4xXb//3WwO7+5vKHeMjK53ZeXQlYmV8aDh1Nf1zE+9W4D/65/SOoKjUWQQlwAAAABJRU5ErkJggg==) 0 18, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 0 18, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 0 18, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAIMklEQVRYhe2Xa4xcZRnHf+85Z86Zc+bMbXdndmcvbXe79IKlFGhswYLlktAIiDaIJQIBhZiQYDBiBIlp0CCByAc0GrAJlyC2QEQaEhGlBCstoba01Lb0stvtdi+zO7szs3M/c65+2JCULpWWRP3i/8377Xn/zy/P8+bJ+8L/WOJcD7wyvH/REae+tleLHvhWzxd2/tcAXhncFTsWy/xEiiTvcRTPsO2C392cflkam7jt7uU3uP9RgDfGDrQMmB3bqkZsRdEbwQ3VEHUZrRhliSxevUjY37ygc+HngpDOJmgwkvpV3UisKPqDuKEa6kSUlnIf0fYM2XRm/fuysvGzPLZmBze8NDX10svHd807J4Ato4fW1PTETVVvEldx0bIJYpEOlHYNWZYJux4Rve2+p07sX3Emj6eOH7rPNee9GDJaby7pHevPCSAfaXvIxVZrSh7JkjBJIZsaAC1uwCJPpkXWzYjWuenhnc/M8Xt2bHBDa1v/E0KSJYB5ZurKswZ4PXt0XdVIrKsF0/jIhPMJ5LSCAOKOQ5cHkpBo2j7D1WClvGjJA6ee/9vJvS2xSPppWVYk17cZkMY54B7rPiuArUMfqGPRjk1WUMdSqig1MJQYkiSjuA7zfQUJgdV02TdVpdCbxTLaHtk8emjZxx5Hwh3fF6FIrInDPn2YCa2AJ5xP5FHOBHAs0vqwg9o9dmCQ8n4de9zgpCZAVAmaJbLzFBZeoFIyPEp9OZBAUVrIGe5jwHXv5kY7JsOJB2wcDqjDWNgARAxj9DMBNg//c+XBKfn+gW1V7OpSkCEIQZMAyRcgmwyOwuAIyIkx2jc00M0IYZEgpDodAMdte70ZUZWPlCEasgU+SK7MQCl/+N8CXH3tLebrm0tPNuw+RSg6gQS+HuACnhYgPB/JkZBdkB2BN9PF+GaNZbdJyJqHbDenAXSj9e5BKUtFqaPWDZLVFnQ3htoYPnMLrrtn+/X9PannR7xFLUKZnVGBBE0tIHuFh1LxCeV9ggQkP1TRqhKSKyj1mIy+UeGLXwG5OvrH+3/95q05p7JiMlKhPT8P3TaR5QBkC8Ns2fOpANfd+94dodSKTSOBppw6HwMBfsil1Ap0qlBvIIVDKPUAdd9sTPygxgxh3t+SJVaOfGPc+vLa5vAEfd58UmEFM+yjyTISBkdH3imcCiABvPLG0fO11AVPCiEUAu+U7D6U8sjjOfQZH5qAohNUfeSxAsIPABCBgABKUxlGmvOvcq2K1B83aIlKNMI+eU3hpCIYcsvc1Ln83TkA2z9078zIA7G7Vu9mpfkmgWsR+C6BVaKzOoTkCdr+MUOoOnuZkgMlwlkHv1YEp4lbniBo5KA+RpB7n1B1E9VOnUldpaiq5GUoyWApyq5MrM36RAtuv29Lulau3XPtqmkuX3MVF17U4ODje6h63QgCEpUhRo0OzCGfedNFnG4NbdhDkiUC6gRj76AUtyMCj2bMpRl3iJs9aDMyODZ2WEJRZztdr+fLp196qa1r5WM1TzYO7t/L8IkTeK7PpYvLCCOBMNtQQiqGCKG6ESIzYZLHVDQrTHmZTGNpAj++GIHAi9tUE/WBGy68/Ore5X37vGgRtR7CLMiIvI3XcHBd//T8SEMFcXOxVOGFF1/l+hs3UKvXabgCSY8jNBNhtJPxSshqHEVtQQpMFCVJ28FWosMmUvQ8XMIEnuCWS9b94Hu3f/vtlVdcubGm+ah6AwHojkq0FCJanTt2lDZry7goz/R3rVqNbFm8+cE47+3OQu9sQMUPUAkgCAAxuzyQhYzvg5A0Gq2dhCoFJvoyX/99fuxL5UYpFjFSTEZG6Ax6sCwDAWTC5lyA4XzffrS9/RltPgsvXc6RgRKeZRGc3IaiRYjO7CGr9RAocXxJR9Zi+J5H0GwiEeDmdmKHPsDuldgXztxRDpu0xzPUakUaKhSjeeYpMoW6SkiKnpgD0J3e++hEfWpFLVLr2797AapbQrEPozgfYXs+dadESTtMqLwNN1BBiRKIJAQCyRvDNvN0xpLvJC9Ztfaw3sA9UsNdEKbdqxemjHTLhDJGU22yTO5h1LaOnQ4g7925Y3zP9h2/KedzxvHa9stEIwtOQFN1MJ06RSWGL2QCmN3CAbeAII+VrhJOKrvuuvehHzcXdd0ZyDKhngLahF2NOLm7/MTCmx2/TC3UJCsVSFTyb/3piad3fKICADE94tZt50ejv8wVJ43pR7LODHJRYFkxBOD7LqRNzN7zEHENqyuGPX6Y5sDRwqrOpd+ZbExeFk100Gl7tDnt1HoKO1MzLW85bpOY6Kbgj+FIdSS5uev0Csx5lP7uta3Ldgzs2nasNJoOEMQGIshrFpLsX0JFquCHAjQ1RlyKE3S1sTSRIuw4hVQo0XLcOr5/cXjh8lzp5G/v6O7/7s8LE39QYun1nm/TtE9U10xXM9csWFmdU4FTdevXbjzw2lt/vnz0L68+W1esy0qZEk3hkLOnyIcbBKqFiFkYSR89CuGQhCGClmTVmdYb9s+Em42hRbYDLAu8jYedxjo5pBtRt/W5axYsqZ6e74zP8k3PbTb++uHfv9q5etWTlVQine3uxhqKolbiiB4XPT2BnGrSo0cJN+3dN07qV67qPX9OgsdHD60O6fG7Lbv64IOZxbmzBvhYL40dvbisp7cWhdd9QvKoFTSKRYuUKzi/VSWZdhkpH/nhxq4v/eKzvD5NZ/UxeX5gd7+ZXPDY0NTBF+pG6tLciLI25kYuNiV12lBFbEV6Zuna3v6Tnwfgc+mn772tHswWVz66Z0v4mX3b5463/+sc9C9s2puqkYDkGQAAAABJRU5ErkJggg==) 0 18, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 0 18, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 0 18, auto;}
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}
div.testarea{
animation:rwdcur126972 1.3333333333333s linear infinite forwards;
}
