data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAAIABJREFUeF7tXQd4U9UX/6VpUzpoCxQEmQICArJE1l9AlsgUkK0oIiB7yR4iIihbkCUCMmzZU/Yqe+9RRqGUIXt305H/97vxvualpUkhKW3I+T6+kuS9++74vXPPOfcMjV6v18NBaX4GVqxYgVKlSsHFxQUajQZcttT4Gxoaiv3796N9+/Y2mSONA4A2mVerNnry5ElkypRJtEngBQUFoVChQspnAlGSBGZKPsfExODBgwd466234OTkJIBtev/Zs2dRr149q46LjTkAaPUptW6DmzZtQpEiRUSjV69exbBhw5AlSxZcv34d9evXx/r16wVXrF27Nk6fPi2+mzhxIlxdXVGsWDEcOHBAXN+gQQMcPHgQ3bp1E+AlqKdNmybANmDAAPz777+4ceMGdu7ciUePHol2CUxjypcvn3UHlxQA+QYdPnxYDOZl3qZXfRvT6v3sV/HixVGhQgWrL0JyDY4bNw6ff/65uOTIkSMCUBcuXECjRo2wcuVKREVFIT4+HpUqVUJYWBjy5s2LEydO4O7du3j+/DnKlSsn1rN79+746KOPcOvWLfzzzz8oU6YMChYsKIB6+/ZtBAcHi/Z1Oh3Onz+PP//8E7Gxsaqu5c+f3+pjV3FAAm737t3ImTOn1R+UWg0e3bQMcdsnQpuwi7zyo92z5kKx/svFC0kuUa1atVdu09IGxo4dqwCQ9zg7O6uAwS2TACRptVrExcUJjkjuxd/4zxRI8rqk+kAAErjG7crrChQoYGm3Lb5OBUCCz9fX96UF3HXr1gkOwTZIxoIy36r33ntPJThHRETA09NTTFpSAjUnkfIOt4datWpZ1K91gxqhR6OKgD4ecZd2w/n9eogN3AKXUo0Qc2IVnIt8jNigvdDmfB/xj29C46wDXD2gD38E7VuFEBdyDNrCHyfcc2yZGMujrntBgZz9pDzUvHlziyf5VS789ddfFQBmzJgRYU8eICIs7FWatPhejdYFGTy9lOvfffddi++19EIVADnYTz/9VNy7aNEibN++HTdv3hRvEyc+a9asQg4pXLiwYPFPnjwRLJtA8/LyEteMHj0a586dE0DkfcuWLYObmxt8fHxw6dIltG7dGqtWrcLTp0/x1VdfoUWLFjh06JB4Vo0aNTB//nz06NEDP/30k2iD28PGjRvFW0mgcsuJjo4Wcg2fW6JECSE89+7dW3y/ZXgzdC2lg3OZJojZPx8uVTshPuQwXD8biYgp9eDxUyDCfygKz9HBCBtWGB7DTiBiXFW4dVqO6NVDoM1TBvr4WNU9nI+7HQMEAEkXL14U/U4N+uWXXxQAxsdEI9u8unDSumBTnk6oVL+l6IJ8eWV/XuVz6L0bOLP+L9SP2CKau/XtNmWYUvGx5rhVAPzjjz+Eqk8aOnSoANmQIUNw7949TJo0SWw9lCFOnTolAMHtIDw8HJkzZxYyCLncnTt3xD2UMzp27Ai+tfydoONvFStWFELu3r170aFDB+zbt08AmlpYzZo1QTmDssj06dNFm3Xq1MH//vc/0Q4B9/777wtQUt7JkSMHypcvL0QG3sfPu0Z9id6Df0T0qkFw6+APjUcWxN08DcTHIu78NjgXrwN95BNo36kATaZc0LhkgF4fD0Q8gd5JC/29y9B4+ir3PF87AvrYKNz8Zot4aUjsH4X51KBRo0ahadOmYuyxkWHIvagJQpovhbdvdtXjbwUFYnf/5nC2QPTosCkIF0NuiHUgURbkWnJeufVybR/uWoCaoZvFuCWgpTJkzXGrAPj3338LIVaSqbxh+mZRPqG8Qe5jeq2UJYw7K+83vZbXGMsllGnatWuHY8eO4cyZM0m+5Um1y+8OTemKTvmfWHOOFE7AF5JEkwgVktSgn3/+OQGAUeG4vHwMSrUfq4gjlO84n7snDkTFa1sTuqTRQJerEJ7fuJiomzmGLsKZ2Ixi5yBxZ2Eb3KmuXbsGPnP0sH7Iv7INbrTdrACQIpS1SQVAakJbtmwRICSA0iORC1rbXEBRIzAwUIgUVELI2VOLKIpIDhgfHYlT6/9ChVa9lcfzJf3ggw9wYMoQlA9JAKB37a+RrfN4BDXKmgQA/XE6JiOyZzdwUY6LADx69CjeeecdMdbKlSsj+5/Vce2rjQoAadaxNqkAeOXKFaV9vg1vv/22YNPc7nLlyiUmP0+ePEIp4LbHt4+LQ5ZN7sbrjdt4lc7aQuN6lf68rnsJQGmGIQBPrpurAuDx48eFSeXg70NVAMzSagDcS1bBjYH1qQ6qup99qD/OxGQU4gwVwcePHwsA7tixQ7muevXqyDG7hgCgJJsD8PLly69rnhM9l3KJg4Aff/xRAaA+Jgon1hKAvZSpkZaGwzN/Rvkr6y2aMt8B8xCozyxkZhIVOwIwICBAuZ/yfs65tXD1y4Q2CVhrk4oDUkuVNPqrGhhTyfBpjXdjhHu9Y9WzR3LVUlEn8GHEYfEM9xGBQgiWZAuNy9qTlxrtDR8+PMEOGBuN42tmo3zLBADKPtCcxV2JSkRyREsBLRvctUzJFIC559VG8BfrlMtocbA2qQBI84KkvX3/h8bFvBHaOYEty990WifcvXXTor64uLrB08dwjmlM3M5JodfOovLp0fAcc12YNyRRM3YQxNGb3II1cc8FAMu16JloatZMH4u6IWthgRKMPD8uw9koVyEykcgMyAF5DCfp448/Rt4FdXC51VrlO2khsea6qABIMwqJ8ty+fh/Bt0F/lKjVLNHzHnYpAy8XS4ZquNVl8jHFWn///n08e/ZMnF1y+6Cd0PPUItT5eaUw48jn20Llt+bEpVZbNIdJADrFx+Doqj9RvqUBgNu2bRM20gkTJuDEHyNR3kgL1uUuhHxT9+PSZ4ZDAWPKPsQfJ6PdlRMv2jeTAmC+hXUR1HKNcmvp0qWtPuxEAJQyxf7+lVFt8mFF3adBlNsBWXhYj7Io+NMyxEeEIuZuCLyqtYTWJyuCGmfDuytu40qbQsg/7zwuN88lOuz821HRDok2RZ4kSHbOM2cqNZR1CED5fFuo/FafvVRocPDgwQoAnfWxOLJqFj5s3kN5Mk1gtJkemTZcBUCvmq2RuUkvhHQtzyMpVU/fGuKHk1HuGDFiBGbMmCFsuTSD7dq1S7muatWqKODfABebr1K+o7ZtbVIBkCcYkg4OrIoqEw+onidtexG9yiFHw47wqdceUReP4M7kbsgzfiuiLp/EvZn9UHDJdcTcDsa1Xh8bONqEQ2Jw5GqUUaRtTzZOLWzgwIHiBEWSLTQua09earQ3aNCgBAAiDkdW/qEA8LvvvhNGcWrCZ+b8ogKgS478yDftAIKaGGx9xiQBSMsGiZaMpABYcFFDXGi2Urm1bNmyVh+yCoDkTDRKhoSECPnA2DPFmk+m6k/OR7ZPIgA50Xy+pNQy9FpzXLZoi65S0g6o0+hxaMUMAUBTh9QzK+ai4hl/i7rgO3QJTke4KIZoyoBkDHv27FHapR2w8NLGCPx8uaJ80rPG2qQCIN142BHaAFNCfHuODKqCklnM3/VWiSp4UGOEuJD+aRw8bY2UdQhKSbbQuMz3Lu1dQQBKGVCnicfB5TNQtln3RB2l3fRmcJBgIMlRfHwctG4ZE/n68R4CUBIBWGRZE5xrskxhRDYHoJ+fH0qWLCn6QM+Whg0bCuWB55EffvghPvnkE6WDBE6/fv2EDEEAZppVC566BBNAhi9nQB8ZiugV/dXz4ZMLIQ1mie/4FnPQDx8+FNoez5glyX6kPUikbo84xxKArlrg4LLp+KBp4nPo/XPGoe7t7RZ1LnPfuTgd66Ucu1IxlBzQGIBFVzTF2cZLlTZt4Qup4oBUNKidkvz9/YWGJd21OQl8u+gNQ6Dw2I6eMxs2bMDNGzeQbV49FQDpbRL/IBgRE2smAuCl2lOV7+gFwy2ZCg45sCRbaFwWrU4au6hv374KADM4a7B/yTSUbdZNvLz0fKaoRA+j8wvGo+L1BM+VTA07ISLwIKKD6Yhh8BeUlG2wH45HuCoApGJIccvUJa74quY402iJch8dSaxNKgBSm+KxDmnx4sXCW5YKA2VCyiEcLIHJA2tumfTWXbt2reGozq+RCoDufQOgf3YXkbMMLkMK+eTC2WoTxUdOIoVockBqZBSmJcl+WHvA6a29Pn36KAB0c3HC/iVTUebzrmIYZAQ8DqXX0Nm/xqgAmKVlf8Q+uoOwwxsR9+R+IgAeC9fh999/F/+4nkkZsEusaYlTDRcp99IrydqUyCHV9AHGnrFSKTENpGMMS6FVreHhkrwVXrSdKTeOV/pF/JcnLzQB0BVr5MiR4jBcki00LmtPXmq0RzOL3ILddVrsW/y7AkA+n6IRHRIu+U1SAZC/aTNmQlzo40TdJAckAKXTBl3suM502ZdEd7mSa1vhZIMExcb4d2uNXQVAAoDsmHY52TlT0L3os7u7u1kPGgKX545UOqhw8PiIA6cMQhcgPl9qdw4AGpa4Z8+eCgA9XZ2xZ9EUAUBTLThfVh9E9jeYvcyR19SjCLx8VXHVz5Ahg7iFa1ulShURlsH2y6z/Esfr/a00x9+sTSoAMniFhmY6XkotNDViT83FuPKFYD/ofPqmEb3DJQf0zOCCPf5TULpJZ+HQS9Hoyy+/tPqUyECmDza0wbG6C5X2aZy2NqkASO9kaZzkgwgMRmFRxpCfk4paoxJBDiiBxMNutvOiqDpyQTqy8k0zDvAxF4XHCbfFJFh7Uq3ZHj2vJQC93Fyx2/83XHN6G7lz5xaRcTRlUTanAkcH061btwpHA+5gmzdvRsuWLYV9lfIiwyXIYCIjI4UyyXVds2YNPvvsM6XL1HSp3PC3Dzd9jSOfzld+s0UwlgqAVDAk2KjdLlmyRCghtAvyGIZbJN3qORC62FNT5QkHHQvoxEqPYW6vs2fPFpPDWA9q0rQpMb6VgTyzZs0CPampuXG79/DwEG73PNekRZ5aH9vkxNE9rE2bNmLSSFRWbHEcZE3AWLutrl27KoZoL3dX7Jk/BiG6d0TYJGOAaSqTAOQcU05jUBg55Pfffy9COBmuwO+4NpS5yUSo8HGdOKdcZ778XHuCj4rP/n37UH5rOxyuPU/RjukjaG1SAZA2PWmGoXs+3yoGMPPBq1evFvKbt7e3CHim3EaPFYKEbxNlOQYV0a7HAdDhgAIyvWv5l963BNicOXOEzY9BSgRw3bp1hczJYyVOEKPgGP/BN5yxJAQvfyfx+UWLFrX2HKTp9jp37iwASPL2yIDMy9phTa5OAngEEx2AKUuL3729hejEeeT60IbLv/RioTmNLzu1Zq4rffvIXGjAZhvUcCX4+Df+eST6RC/EwVpzFUM019falMgMIwHIB8n4UvlQ45gQqR3L82H+RoN0cjGo5HhM78CofhlfYRpnYjxA0/hVAvBNOyNesGCB4jbl4+mGd1e2woqIYsjVoBe1BmvjQbR3/ewhNLkzFzpNnACgJAaNWZtUAJw6darCARn2ePNyIOJiDNufTUkP+OYpgKhodSoI02cSgLbwyrXp2KzQ+NKlS8WO8fDWNdQLHAkn2+AuUU+1eT/AnoKdxff0VKJGbm1SAZBGSckBn968hCKbu+CxNhMuFO+MIh/VFc9+lZhT0/vvB5/Fo4C5qBh1GJosefFvoznJjo8AfFPPiMeMGSPEj9QOFqOvIK0jlNttQSoATp48WRyvUSB9dj0QeXcMRmSnTcpzn96+ju3d6sKcuZkgbbPuAq7+e0cIuSRTF3u5BVM2Cd80AZW9H+F6gz+Sdfun9mYLr1xbTKyjTctmQAXA3377TQFg6I3zCDx+CFWafycyAjDzwW8dm6GrW3BCyxoNPMvVQdihDYmelmWgH67qsooYWgKa8pw0s1B4ptmGMmGvXr0w8cd+KHVmCq7Vn5kshyUHdJwRW7aw6eUqFQCp/UgOGP7vRRwJui22ZJ4L0ywyuXMLdHe7qozNvURV5PzBH0FNEyczyjzwb1x1yQpa2U3du2g35DkzgU0zAzMyFNraE1frTjfLAd80M0x6AdLL9jMRAKUMSAAevnRLAJBuWl988QWmdCEAQ5RnuWR/B9512uLBX8MTPV8CUKb0kmkgeCEByO2U5oNvv/0WM2fOROFtvQQAkyNyQAcAX3ap0+Z9KgCOHz9eUUIibwfh4IWbymd2f3qPNujqalnscPbxAbj49Lmw5XHrpSuX3IIJPm7p3IKpWdEL570dfXDl0wQ3raSmiwCkTdFB9jMDKgDSvUpywKg7l7E/8LoKgNxOczH2VKtNdgaY7OfatetJxp7yRgKQigqPjOgKxHQQxXb2xeXav5vlgLbwyrWf5Ux/I1EBkKq+BODze8HYezZEBcBtcyej2gVDvjxzlGfKbly4Hy5SupHzyeM0CUAe00mi58v7u/vjUq3JZgFoC69cc2Nx/G67GUiUH1ACMOb+Vew+HSwOuHlgzbDJP3p/pZIBnTNlQ95pB3CldeLMmT79F+CKNguyZcsmAMjt03gLNgVgiT0DcLHmb2YBaAuvXNtNr6NlczOgAiCdDCQA4x5ew86Tl0Vm0q+//hoLFy7E7L7fqADoXroafOp1wK2fWyd6jle/+QjWZhEyHrVoek1L4hZM46YkKhal9w/G+eoGT+kXEbmodJYwNzDH7+ljBlQAZPCRBGD8o+sIOBEkvCr4j3lD5vRrpwKg1tMH+WYdx5XWiZNXE4BXnDILJwRyPnMALHNgCAKrTTALQFu4haePpbLPXqoASLd4aQfEk5vYdvSC8plKw7JR/fBNTELgUHJTknXibgTefSrOMEnkXnILphnG2PuZxuUPD/+As1XHJWsH5DZO7xgH2c8MJAKg4g3z5Ca2HjmvUkLy5smDa+cTYncTpoGpH9Qn5DpvX0Qb1ZkwdmTlFmwc/0EAljsyHGeqjE02GJ4AtIVbuP0sZ/obiQqAjEyTAHR6dgubD51TAXDVmEEmHJCg00OjdYY+Tl1TIsvozQh8HCVcicj5jA3RtAmy/BOJJyI8ZK9wbAROVx5jdgt+0zyi0x+kUtZjFQCp6UoAakNvY+OBM2LrpNMiU2X8PaQzursnnIQU9A9GSM8qyDt5VyJN2KP3bFzR+ooMTAQgnRJeFPvBI7lKJ0bi1Ee/mgUg04Y5yH5mQAXAH374QQGgS/hdrN93ShyXcYuk88CiH7qpAOhTtz2ebJiNAv5XEgHQvedsXHHOImKH6VRJ1/AXERWUj06NwolKo80C0BZu4faznOlvJCoA0lVeckBdxD2s23tSxGvQUEyzyeLh3VUATG647r3n4LImk3CtJ+eT7le8hxyP7ZIYq0D3fyapPF5xlFkA2sIt3NyyyTBSntgklUHAlpGDnCvG/TKGhh5F9kYqALK+hwRghqgHWLPrmEoLzuHtjriRjczPAd20xgTgUsh1Veyp8RZMrkf7IuudcZI/PjcGR8uPNAtA2iVTkxhiwBACLj7TkUgQyj7IMTEwi/IuY2KMxQRzkX6W/s6oNsaB2BupAMhkiBKAbtEPsXrnUVFYhvIb7YCs3WE68a86IZQtGVpYLXAsjpT7KdnmqAVncUnebT+l/YmMiUfOd4sLWZfmIVNvGxbckWEAjPBjNge+MEyeRGcKyrhML0LzFX0bOX8EK718WPWJ17AgD22pfHnoXt+/f38lYWdK+stQV5nSLiX3peVrVQBkkkgJQI+Yx1i547CIqqI/H/32GJIpiSGA5A6MtGJ0FWNLeZbMqoy8h6l3meyIXi/0M2QZMOP72Q7d61mImdnaa1wYj0Nlf0x2riLDnqHKgd7/JdvRA05aID4OcHIG4mIArYuoiGTICGrQ0KF1NnxmAA+T9PAecS3vMWjurAZEkgqXjDLjd8bVKjlmRvZRg2/SpImo7MSxM0SS4aM0knMOeVpDLyDmt5GZJmQUIcHKEmUEe0qJAExtl/yU9jGl16sAyFx00hDtGfsEqzcF4NL12yIBEZMRcYKlvMOCNvxHR1VyCMb7Ms6U3i10QKCnC+U7xp8y+eQ333wDFruT99O1nuBj0PWeXTvxyZUpOPjB8OQdUsOeoZbvU0T/86MAj3PZZqIooWvdoYiYVAvu/XdD/+QWNN45gKhQ6KNCEX/zNKJWD4Y2d2lofPMjQ6ORCBtaCJ4jziFsmKEO75XW/yjzRu5mnAPFtFolLzSOFmQWCb50PC+XpbySW4TkKlWaWzzK03YNQOaik8UKM8Y9hWbTz1jjXldsJwQSuZkkLgKJoKSLPZUMaso8+SDIKBPREYGLwrhhGpBlFnZyhuXLl4t4V/69dXInBuS/hf2lh6kM0abyETkgt2pdpa8RvXUS3HtvRsTYKvAYdhz6sAdwyl4YzwOmIy74IFzrD4XGKzsip34GXa3e0BaphvDhxeEx/DRids2ArnY/AwBjn6vS0JJjMVZZknG1SkYKntn1D5zjrSsGvAh4eUtXQWRcgoE/PVewetEYVRyQDgeyeIlX/DMU3d4LM8MroHi9tnDilmVl0sfH4cKutfg2fj2cfN8RAEyOHty9gwZXxkEfnjjjU6L7uC3Hx0Lj7gN9RPK142QKMgKe25xxqS/japWxUeHI5fcZ7mmz4doH3fHuh9avG8xqlZe3LESNp4Y4G+NqleyXXXNAHpExLYbIWHXpOD67kbyL/KvgUQ8NNEYlpJwqtMVej4T0YEm1/fTCPtQNTSgd9SrPV+6t2hWHY/IIpYBcm5q5MRlXq3we/hS5l7bC445blBcy/OFd7OtSM0UFsnOUqoiiA2cJcYXEeWcCd5nNgBaC+3sXiZKpxtUqGd5g1wCUk0HtjdqdrZKUpxQ4NH8wfQSP7WxBVDooiyaVdcG4WmVMxDMcWDMftdr2FSlEGGr6a88OGN2yJh4uTlncLGunyELdHJtxyVRaG/znTEeBVepqlTyRsnsAMjd0Smp00E3/0lY/xEUaijknR2FwxfuftBI5S5jpKrVteub6l9TvxtUq4yLDsG3bFjRs2grTpk0TloGxvb/D9Pl+CG5bFG8PXQSPMtWFghQX8Qxady/cHtcOvu1GQR/3XGjh13pWFZq7dtIRZR7IfSV3owxKLZmKn2m1Sipxdg1ApvFKqbXd1UmPrHM/tahEFLQ63Ghj0DgJQgr1smToy4AjNe4xrlZJAG7dulkAcMqUKaKy+7g+BKC/qIvC+rxOGTwQ/zwKTu4ZgdgY3PtzENyKVoBrgZJ4snYGngUsgT42Bk4TDQ65NF7TRkgDNzk8t2ECkMmgTKtV2j0A+VZLEwS1UxpembWKZ7nUaOlCJbNg8XSANjJ3nRPeXv413L/fgcgZTZCh3QJotDpE+XVGhvZ+iJxQHW5dViN8VFlhp7vSIqHwCfMRdunSJTVw9NLPUFWrjI7A5s0bBQAlTRrQA33ij6S8/fEHxT2cT4oY1HBpb2XBRm7BPCEyrVbJbGR2zQEZlindnXg+S5MMc8exiCDlJJphmDqN9jva/1i42dvdFbl3DIYmexHE3zyF+AchcO+8EvroUMTs/hNOeUrDyTcfovy7CQCeb7xYWSyZyi3lq5d6d6iqVT6PxMaN61UAJGgyZ/IxW6UyoccaREVHC05nSlRGmKqE6egoBplWqyQAbSUHp96Mqp+kMsPwSEzG73Ir5tvJbZKg4ykGJ0i+tTQJ8FgqW2Yv5FzdAboaPRG9cqD4XeORGfrwR9C4Z4I+4rHylwA8VW+B0Dj5j4qODFx/XRNg7rnG1SqdYqOwYf06NDDigNsWz0P1E7PNNaP87qLRIH7MXsHJqOQRbJxjkrlqlQSlXQOQkzB37twUlbzXubig5N310FngqRH5dmkcDzcEqnOrsUV+Y4uRYOGFxtUqtXHRWPfPWhQsVkocx7Vv3x5TBvX4Twa8itsTOsIlW25EB5+Ba/7iiDx/GE46N7gWKIGs347G9e8NGUZjftkjgCQByGO7pABoWq2Sjrt2D0BOBLOaGheNsXCtLLqMh+nMbpDWOZ8cjHG1Shd9DNauWYN6TZqD5RNEnY3BPQUAqQV71/kGPp98hfsLRyLy7H7hKZ6t83jocr4LJ1c3hHQz5NqO+nmnqBLA0yQqYTJuxly1SjpuvBEAtAhJb8hFxtUqdYjFmtWr8SQyRihk1ISnDe2NiYP7QOuVGTcGN0TuX9bhwYKfEHXpmHB40Gi0yDVyBaKvXcDdqYYEj5EjA4QTBzkgE7oztS7JFICm1Sp55u4A4BsCPDlM42qVGZzisXLlCqGEyHPqjX6z0SwoQbEyNz26PEXwqN1URWnhWTllbLZnrlolXcAcADQ3w3b2u3G1SlcCcPlyNGiaUH4sT65cOBewDhqTemwvMw37jxsiDrMWKILS5SokqlbpAODLzGo6v8e4WqWbM7B82VI0+DwBgEt/H4OOTwOgy5Efz28HG/wO/6tQ7pw1J2LvGzL8J0XOPtkQ++Se8tOOuwYvG1cnoNjk7TCtVsnYHAcHTOeASmn3jatVurtosHTJYnj55hCGY26bRwN4NNccj5ZPQoaCpeFe6mM8XjUVXtVbQuvtK5xiH6/9A5mb9gKeRyH8RIA4GXl0fCdcStUQBQW9fLOhWEgAMtXvaDiqgx6PBm+AabVKurE5AJjSFUzn1xtXq/R01WLxIn/UqNNQGOWTc9agA+5ff/31wtHzKPLendvQ/7d1u0U/RVm3SNyfM1Tc82DgOphWq2RwmAOA6RxQKe2+cbXKjBmcscjfD7UbNBGu+eSALyLKa8YFuE2vo/H54pDPEf9fGQxfVw2a7wkVDmo53JywbOvuRNUqab5yADClK5jOrzeuVuntpoPf3wuFEsLzW3qCZ3TPAP3mPxW572WG6+GsQWEvrXDoqLHyMk4EbELQ/WeJqlWyWKPdA5BRYIzlsHb0lSj98OwZmGDSOOjnZRYsNe8xrlbp4+6KvxfOR9VP6olQA5YxY+UnuRXzHFeGKljSR9OQA3kPj9xYGMa0WiXnzq4ByIKBefLksWTuxDVHl09FyesrzLpZCw7tAAAHKklEQVRi6dzc4dpnhzhLJtfgoTrjR9IDGVerzOzphgXz5+Hm/cci8IrbM51JJeh4lsugJoax8i/jZdavX6/UweP/qVXznJ2ZyBieKctXyLngcRsDnOh6ZVqtkiGysrZvepg7S/qoOCPQ9YpRVyQ6i1LL45vNkp90FycwTYXuKwsGoYbmlPIcbYGK0H06AJHTEgevP+m+X8hNJAYwvY4MB5ZMiOk1xtUqs2R0w+LZUxH8JFaUmiUAGVoqAciTDHoPMYCcCsO8efNEbDDnk3NIUPIEhJkOqF3TxsijODqAkHjURj9AVho9eewI/reri6paJcM97RaAzIog69LS/Yq5XBjzSmGZblmMmd2+fbtwJOUBPbegG4uHqwCoq9IRzuVaIWJ84mCdB513KxmyKD/JCpAvA4rUvMe4WqWvlzu8l7bFyhzfiReIlUJl1XfZJ3oQEXzk9HS5YloPhqAyTJX/p+MBYz44B1QqZJ5EApklcBs3biz+3jx7EAM9dqiqVZKj2i0AGRFHtk+imxUnlg6nfBuZJ5pbDbkk3ejpBcLJvbtylAqAzu/XhWvDEQgflbiUwp0OO/DgwQPRPt3O00uaCXI06S6V1dsD+Ze3wMqI9+BT9Ru4eRm8WKxJcc+jcPXARrSJXS9EG+NqlUz5YW3Z3Jp9f5m2lC2YbygVEMo2koyT7sjvjE0Pd5aPQF23IIuee/XL9Xj8+LHIpkAhW4Z/WnTza76I2yJl1tD7t1D7NIvyvNj8Ys2uait8hT0eVUST9E7ilm1vpHJIpYxGuYWc0BJti28jZRpuO8kRtUNqwHRqZe6V9Fjzl1kfuP2ldqQgGQN3DHsEHzGjAqC9vV2O8aT9GXAAMO2vkV330AFAu17etD84BwDT/hrZdQ8dALTr5U37g3MAMO2vkV330AFAu17etD84BwDT/hrZdQ8dALTr5U37g3MAMO2vkV330AFAu17etD84BwBTuEZ0xqArFdPTpVXieTWTR0mfzrTaT8dZcApXhk4VTCbJdLrSeTeFTaTa5XxB6ELHdHvmnEVSrVNJPMjBAVMw+6wWVa2a9TPjp6ALKbqUzsP03E7LFUYdALRwSbmYzN2S3uoVp/WXxgFACwHIuA2mFE6qYvuLotvox8fUxkkRQxws8bm0sHsvvMwBwFedwTRyf1IAZIkuhi4wyIie5IyGYzwHHXsZS0LHXoY1MKUG/7JOHONsmHebnJQclTm5WZmJYRAs/cBafQxqZwzwjh07RIkzXs9nsCwE69WxXANBz8TmkyZNEvE7TDDfqVMnVK5cWTVjDgCmEQC9ajdMAUgAMBpuxIgRolAjI9roMc24Fxa8YX0RxpK0bdsWTHTOeJoWLVqI2sh07ydwySFJ5IQMWDp37hz8/f0xefJkTJgwQUTdMXUbAcl6wQybJQAZ3sqiiCwjRo33iy++EO3SO53BUMbkAOCrrnwaud8UgIxt4fbKOBdyLmZLZZUBckJyNnIrhiwwFIHgZDgCA7wkAFkSjAFPzHhF4JJ7MpUHw0D5lwnjCUDmoOE1LPParFkzAVKC9datW4KzEnB8ARwATCNAsVU3kpMBbfVMa7Tr4IDWmMU00IYDgLZZBIcWbOG8phSAtL8lpTFTUZg5c2aST2VldRa/NiYqGNzOpZLD39gXZlwwrmD/omE4OKCFC5zWL7MEgJQLqVww3wsVDWqyBAAVB2Y1YG0QtkMTjMyMz+upVNBYzDp9TOPBjAn8jqk8JACZyJwZFVgYhwCmZizrtiQ3dw4ApnVkWdg/SwDIpmh6IYimT58OcjRqpjTN0NzCwH+WQKNyQS2ZmjTNK1RQCDAqFAQxC/hQuYmKilIBkBn7qXUTiGybMdzmyAFAczOUTn63BIAEFLVWnhNv2LAB9evXR0REhLDzTZ06VZhU+P/FixeL68jFWBOOOWYIOnLJsWPHioRHBCw5JzVsnj2zqCG3dLZLzZqA5V9z5ACguRlKJ787juJss1AOJSQF80puQrkuveQ2JPfl6UtaPr92ADAFAOQWyxyAVDK4ZfIojCcRNCIzXV1aIhqqKU+mZU8YzpcDgC+BGsqD9AskZyEgpQOobMrYOUH+39RhQWYZkxnIxGKwxoiViCctadkPUA7TAcCXWHBuxeXKlcPhw4fThXPqSwwx1W5xADCFU03uRyMzuUtalq1SOKzXdvkbDUDKR6xZXLNmTZED25Iti9yP19IlykGvPgNvNABp0CUAKXsRfFQu6HFSp04dpZzqq0+xo4XkZuCNBiAnhonXaSQ2JQYgsWQCSyMwcbiDbDMDbzwAu3Tpgtu3b6tml2esVDIYgJSegpBsAxHbtvpGA3DZsmXw8/MTM8zjMzp40gXeQak3A280AOl13LFjR3Eu66DXMwNvNABfz5Q7nmo8Aw4AOvDwWmfAAcDXOv2OhzsA6MDAa50BBwBf6/Q7Hu4AoAMDr3UG/g9Y4EHjW0sQLAAAAABJRU5ErkJggg==data:image/png;base64,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Average Number of characters in a long name is characters2The number of long names in the student list is length2enter student namenameGrace,Sarah,Lauren,Daniel,Christopher,Jose,Makayla,Alex,Owen,Angelina,Victor,Molly,Jada,KensiLauren,Daniel,Christopher,Makayla,Angelina,Victor55,5,6,6,11,4,7,4,4,8,6,5,4,55.7142857142857147.33333333333333366,6,11,7,8,6grace