20160204115719001.0TRUE<div style='text-align:Left;'><div><div><p><span>The published representation of real property areas, combined with assessing and tax information from CAMA and Tax systems, and organized for consumption in desktop and web applications. This feature class contains redundant geometry in cases where there are multiple condominium units on a given tax parcel.</span></p></div></div></div>Tax ParcelsAssessment InformationNaperville Tax Parcels/9j/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAAUCACFAMgEASIAAhEBAxEBBCIA/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADgQBAAIRAxEEAAA/AOnhtvBHhf4T6F4g1nwpp92GsLTzWi06CSV3eNfmJbGSSckk5rFHjv4ZsMr8Mbsj1Gg23/xVWvG3/Jufh/8A69dO/wDQEr2Cx/5B9t/1yX+QoA9B8FeCvCt34E8P3Nz4a0eaeXTbd5JJLGNmdjGpJJK5JJ71u/8ACBeD/wDoVdE/8F8X/wATR4C/5J34a/7Bdt/6KWuhrxb/AITn4a/9EwvP/BDbf/FUf8Jz8Nf+iYXn/ghtv/iq9xooA57/AIQLwf8A9Cron/gvi/8AiaP+EC8H/wDQq6J/4L4v/ia6GivDv+E5+Gv/AETC8/8ABDbf/FUf8Jz8Nf8AomF5/wCCG2/+Kr3GigDnv+EC8H/9Cron/gvi/wDiaP8AhAvB/wD0Kuif+C+L/wCJroaK8O/4Tn4a/wDRMLz/AMENt/8AFVE/xB+F0bFX+G1wrDqDodqD/wChV7tWBqc+jx3sou7OCWYY3Mygk8DH6YoA57/hAvB//Qq6J/4L4v8A4mj/AIQLwf8A9Cron/gvi/8Aia6GivJ/+Fi/Cv8A6JzN/wCCS1/+Kpf+FhfC3/om8/8A4I7X/wCKr0sXPh4sB/ZlsCT1Ma1Y83Qv+fSy/NaAOe/4QLwf/wBCron/AIL4v/iaP+EC8H/9Cron/gvi/wDia6GivLP+Fh/C3/om8/8A4I7X/wCKpv8AwsX4V/8AROZv/BJa/wDxVeq+boX/AD6WX5rSeZoP/PnZfmtAHPf8IF4P/wChV0T/AMF8X/xNH/CBeD/+hV0T/wAF8X/xNdDRXlf/AAsb4Vf9E6l/8Elr/wDFUn/Cx/hSf+ady/8Agltf/i69VL6AetlY/wDjtJu8Pf8APlYf+OUAc9/wgXg//oVdE/8ABfF/8TR/wgXg/wD6FXRP/BfF/wDE10NFeW/8LE+Fn/ROJ/8AwSWv/wAVR/wsP4Wf9E4n/wDBJa//ABVep+ZoH/PnY/8AjtHmaB/z52P/AI7QBz3/AAgXg/8A6FXRP/BfF/8AE0f8IF4P/wChV0T/AMF8X/xNdDRXln/CxPhZ/wBE4m/8Elr/APFUf8LD+Fn/AETif/wSWv8A8VXqe/QP+fOx/wDHaPM0Ef8ALnY/+O0Ac9/wgXg//oVdE/8ABfF/8TR/wgXg/wD6FXRP/BfF/wDE10NFeWf8LE+Fn/ROJv8AwSWv/wAVR/wsP4W/9E4n/wDBJa//ABVep79A/wCfKx/8do8zQR/y52P/AI7QBz3/AAgXg/8A6FXRP/BfF/8AE0f8IF4P/wChV0T/AMF8X/xNdDRXlv8AwsP4W/8ARN5//BJa/wDxVJ/wsP4W/wDROJ//AASWv/xVeh6trvhrSYdz2FtNKw+SKJVJP19BXJz+OoWlzb+HtOSP0kBY/mMVhUxNOm7SepzVcXRpPlk9Tnv+EC8H/wDQq6J/4L4v/iaP+EC8H/8AQq6J/wCC+L/4muhorJ/4WH8Lf+ibz/8Agjtf/iqQ/ET4WDr8OJh9dEtf/iq67SfGegXcqw3ujQWjtgCQYZM+5xxXRyz6W6EQCziJUgNhWwexwfSrhVjUV4O5rSrU6qvB3Oe/4QLwf/0Kuif+C+L/AOJo/wCEC8H/APQq6J/4L4v/AImuhorhv+KE8YfC3xPreieErGzNpa3UStNp0EcqSLBvDKUzjG4YOc5FFUPBeD8HPiRtxj7VqeMdP+PdaK0NDgfGvgrwraeBPEFzbeGtHhni024eOSOxjVkYRsQQQuQQe9Fbvj3/AJJ34l/7Bdz/AOimoqbxt/ybn4f/AOvXTv8A0BK9gsf+Qfbf9cl/kK8f8bf8m5+H/wDr107/ANASvYLH/kH23/XJf5CgA8Bf8k78Nf8AYLtv/RS10Nc94C/5J34a/wCwXbf+ilroasUUV5X8Vk1ePWNHu47TWrzSonjJi0kkkOJVaTzEUgtmIEKegOemc0AFFFFeqUVz/gmHU4PB9hHrHni8Ac7bh98qRl2Mau3dgmwE+oNdBQAUUUUV5Z4x+HD614jv9YOpxwxy7D5fkFyNqKvY89Owr1Os+7MQlYSKzbhgjjGKmbstACiiivHG+FDm3SaLV45EddykWzDI9evvUNv8LnuJ/KGqIDnB/wBGP+NezgwBUb94D2AGRSRQWqy+aqMCwx0x/wDqqVJlq1goooryxPgpcvEr/wBswZPUC3PH/j1Vbf4QXkmVn1GOFx1Bhz+ufSvYjdoiBUSTGR8wptpdC9aVbi3aFklZE3H74HRug603LW1yQoooryaD4RTR30WNWjJDg/8AHscfnmrVv8OL6K4En2+zzFPKywtaB0w3HQEH8CeOK9RkkW3uI0MDYZsB88ChriMsxMIyDtNF2tbg0nuFFFFeXD4ZX6rAv9q2rCGJ4kDWI4VgQc88nngnpVY/CK4WJgdVtmZsKP8ARzkY64+avTIsyrmVWDMeFWQ9PbB/z7dKuB5Vh2Jb8qh27lzzjjOTzSUmAUUUV49N8JLiGBpTqIfaM7Utsk/T5qZdfCW7htWmiv0lYAER+QVY5I9+2f0r2JLiXykMsCo5A3DbwD6ZpovGcFtq9MglaV33CwUUUV5BB8JbmWWZG1FIwjYVmtzhx6jn/P54Lz4TyWen3N5Jq0ZSBSxH2cjIxn+9Xr4vy80kUb8x43YXgZA74561keLJZ5/DOoW5OyQw79pIBIBycfkaUptRbTuRUbjByXRBRRRXi8caxRqiDCgYFW9OtPt+p2tmX2CeZIt2M7dxAzj8a1PCFjJqHiGKGN4EKo7kzQiUYA7Kep//AF12WradBC3hq98hEuW1GNC62v2cspOfmTPXjvXk06LmudnzlKhKpH2j7/5f5hRRRXH3HhsQafrN19qLf2dd/Zgvl/6z5sZznj6c1iWGgWmpXuZL6O1kd0jVXt/MDsxx+HOK7jUf+Rf8Yf8AYV/9qVV+HKyLrFzMvCCIRk/7RYEforVtS/d1o8vX/gnVh17PEQUOt7/e/wDIKKKKzPAkBtfgp8Q7ckExXGpISBgHFsg6UVL4OOfg/wDEk+t3qf8A6TrRXrHtnPePf+Sd+Jf+wXc/+imoo8e/8k78S/8AYLuf/RTUVL42/wCTc/D/AP166d/6AlewWP8AyD7b/rkv8hXj/jb/AJNz8P8A/Xrp3/oCV7BY/wDIPtv+uS/yFAB4C/5J34a/7Bdt/wCilroa57wF/wAk78Nf9gu2/wDRS10NWK808Z6jBbeKbPV7caRrCx2k1n9juNWjtjAzNh3XccHcMowxkbR716XXkvxGWx0jXbb+z7LR76/kgaVdEl0I3L3GXJaQSRruQknHPGRn1oAKKKK7XwBaGx8E6dbfaoLgKJCpt5/OjjUyMREr5O4ICEB/2a6WsXwn5v8AwjNmZ9Bi0KQhidOiZWWHLH+6AOfvdO/PNbVABRRRRWNdgvqEmScKBgfgK2ax7hlN/cDuCuef9kVlV2EwoooqC6ia6tHt1nkgL4IkjPzLyD29cYpAhlu4ZpIf3kO7YxIxgjn+Qp8iyshELASYwCf/ANR/lUkALxgmaOV1UqxQj72MEce9Zx1GgoooqG1n89VcBCjdHRgwPP0qeZJGdGjCllzy2eKij8uJNkKKiqcDbwueSRgf5z9KiVdQe2ga9+zogDm42EjGPukc8e+c1V7FBRRRWvbysyKlwAW/vAHFVZWYzMpXG0ncCeR6H6H1/wADUVlFbttmgLsCxXccjODg9fcVYnZyzKMb8nYzdB9faqvdA007BRRRUSRiJNq5XcOefur/AEzVa4gmtrKV7VYlkHzA3DbVHTJPI7D8+taM1uyIpGW3ABseuOtVLuJ7ny9t0IypUuAu4MB1Ge2fUc1MloIKKKKjvLr7HZNOsE0+VJEduu8yYGcLzg5/CuN/4WjovlBktLlARjY8lupU+hBkyOvccVu+LLGCXwlfxMhQW9u8sYQ42sqkqRXzyulXTw8PksQwkMblgD0H3sH64rSKTXmGtwooor2cfEzQreJ3a1uGbGXZJbYs2PpLk/Sqknxi8PSKyvZao6sCCGSPB/8AH6818jy1y+nwADqWVxn/AMeqKeJJVULBBDg9UDc/mxp8qC4UUUVsx6tY3GoSSaVJPCquWiEmFkUfgT+eatyaheylTJeXDlXDqWlY4b1HPX3rmLezH2mLLcFx0HvXqHw70LTtb8Mtc39obidbh0Db2BxgEdCPevPq4J3vB6HkVctbk3Sdl2CiiiuZtv7Q1CZrSB55nuH3PGGJ3tn7zf4mvVPDmiR6Dpkcb7ZZ5W3T/wC96D2A/r61pW2mWVhGFt4I7fKAOsSAE/U1M8kaYbYqgcA9/pWlDDezfM9WdOFwSovmk7sKKKK8r8HHPwg+JR6Zu9T/APSdaKTwac/B74kn/p71P/0nWiu47TnvHv8AyTvxL/2C7n/0U1FHj3/knfiX/sF3P/opqKm8bf8AJufh/wD69dO/9ASvYLH/AJB9t/1yX+Qrx/xt/wAm5+H/APr107/0BK9gsf8AkH23/XJf5CgA8Bf8k78Nf9gu2/8ARS10Nc94C/5J34a/7Bdt/wCilroasV5x491K60DxRYX9t4n0/S3vbcWa211aSXBmYOSGAQ8Y3Yzx15zxj0evJPH9xpmqXUWu6V4kitp7G7j0+VTYvciWaKQTqqBeSVIJO3II4PK0AFFFFeh+FryfUPDVleXOo2moyTIX+1WkZSORSTtwpJIwMAg9wa2K57wPbWdt4O08WOojUYZle4N2ECCZ5HaR2Cj7vzM3y9uh5FdDQAUUUUVl3f8Ax9P+H8q1Ky71cXDMO5H8hWVX4RMKKKKbCpJYgEkDGBUTwtDEwt4wsuMqW554x39B0yPwp6btrge38+aZcXBSP5wSoJOQCSMAnoPpUK1ilsFFFFFu7yRbJEVJSAW2fdBIHI9s5pNQtkvrGWLeV3qAynPTuMZHUD1FMCm5hjktpsB48rJjkBhwcH8D+FSYeOL94xcxouTtzu7Hgf55prUa02CiiivIb/x5rXhzUbrTI5lZLSZkUKi/3s4GUPHOBkntWTL8TPEscs8sV5abJDu2yQ7iT6fdAzz7dvSqXi2Rm8W6sV81VN0+MLJ6+zAfpXPzwM8bnM3B37fLfB/Mn/JrVRVhNtu7CiiiuqPxf8XGMoZ7Qr724r1Twn4guNb8JjVXhkuJjKUWJcISAQDyOPXoOlfPM1qIo96s7DPdNox69a98+EkW74eQOM4W4myB35pSV1oCCiiitXxTbxvo2ozyL80dhOI/mPyny2B/PJ/KvJbXLWFspnVAIkOPNH16GQfyr2++tYtRsJrCUhIriJojsHKhgRkH8eK4aP4biGbyV8QaglqkJ2qs2GDA9MYxjFJNIGgooori5ozKkkbyIx6E+aDz/wB9kcVhspRipIyOODkV6i3w5tvP2nxDqZGOvnDtjFVh8LtMlnZTq97uB5JdeffpVcyCwUUUV5uj7JFcdVYH9a9S+FTKPCcoLMCbhxx06LVdPhTpjEr/AGveBs8crz+ldb4Z8PweG9PaytZZJlMpZmkA3AnA6ihtWFZ9AooorVAxiql0ZmmCqjmIYzx1Ptx/WrFw8kBh2QvKHkVG2/wg9W+gp74Rd5csARkKhyPw60cyY1oFFFFeWeDM/wDCnfiRnr9q1P8A9J1oo8GHPwd+JB9brU//AEnWiqEc949/5J34l/7Bdz/6Kaijx7/yTvxL/wBgu5/9FNRU3jb/AJN08P8A/Xrp3/oCV7BY/wDIPtv+uS/yFeP+Nv8Ak3Pw/wD9eunf+gJXsFj/AMg+2/65L/IUAHgL/knfhr/sF23/AKKWuhrnvAX/ACTvw1/2C7b/ANFLXQ1YrzTTvCHijSbi1m26Tdx6HBPFo8Su8bTNKwBknJGAQgP3c5JPNel0UAFFFFY3hTR59C8OW9jdzRzXW+Wad4gQnmSSNI4UH+EM5A9gK2aKKACiiiism4J+2XOTkDYQPTg1rVlXwPnTY6HaPx61FT4QCiiiqylZpGib7rgoeP8APtTLQQ3UEIiLGNF25YHJwCO/19OadGvlsCM9f1qdGRSQgAGeQoxhuD/9esYhFhRRRT02qrbVOQAM4x+FMwx/hXLAZbuB3FNuQt1ayQPcSRh8AtG5DDBHIpzKrQlDOhRgV75x+FUUFFFFfPniy2kufHepW8IjDzX5hUyWw2gk4GWwa577PqDwNMLE+Uy7i4tBgDHUHbx9a6HVkig+JssSGIbdWQAfPnG8dvu4rTtyP+EIzkY+xN64+6fxrnxuLlhowaV+Z2OjC4dVnJN2srhRRRXIR6DqN1Yi9SFPJCE5G1TgZzx19a9u+Dd3D/wh6WO/9/5ksu0qfu7sZz0/CvPdJI/4QnOVx5EvTOOrV3/wiaOPwVbSqpeU3Eq7UxnGfUkcVOExVSvOpGVvdlb5ajxNCNKMHH7SuFFFFdfLZiQ7pJJAQ27CtgD8vzrwfxg3l+J7s3iCPUmwLkeQkqs38JG7ODsK9K+g3JadldHjU5JLEcDHsa8A+I4U+P8AVucjenUf9M1rtirM5WFFFFYM9gbsJ5kN1hckeXp6Jx/wHGfxrOktbQBfKkkY/wAW9APywTmpsL6D8qQgen6VoIKKKK1fB+IPFGmLGEIe6jVsr1G4cV9Gy74LV3tbYSSg52GQDOTknP4mvnTwuVXxZpJIOPtcecD/AGhX0lMgSIeSw+cbW8wFuPTgj86iSuNBRRRUTAEgpj5epqGz8+Ql7h1ZHcsgRcFV7DkCi2tVtHk8tY9k0jSOqocszdTkk+1TmeKJ3VYCWyAvPDZPas0u4woooryjwbj/AIU98ScdPtep/wDpOtFHg7H/AAqD4lYGB9r1Pj/t3WityTnvHv8AyTvxL/2C7n/0U1FHj3/knfiX/sF3P/opqKl8bf8AJufh/wD69dO/9ASu7g1a8S3jVZ8BUAA2r6fSuE8bf8m5+H/+vXTv/QErpVkxGPpVRsTIPAX/ACTvw1/2C7b/ANFLXQ1z3gL/AJJ34a/7Bdt/6KWuhra/ti9/5+P/ABxf8KP7Yvf+fj/xxf8ACvP/ABP43OieILnTodOR1hI+YykdQGHY9AQOvJBPHQIPE2uvqcenRaAst1Jbrcqkc5P7sruz09P14rrWFnZOyOR4qF2rsKKKK9B/ti9/5+P/ABxf8KP7Yvf+fj/xxf8ACvLrf4g3127JbaIZnVS5WN2YhR1JwvSug8L+J18Q213usvJkhAO4SFhyRjHA9/XtRPDTguZoIYqE5KKYUUUV2P8AbF7/AM/H/ji/4Vm3Gs3TXMiibkEEnYvJwPaofNrMupcXT49v5CuaUVJWN5NpBRRRWt/ad4w/13X/AGV/wpo1K9Ds4nPIAIKr2/D3qgZE3qCOKi4KvG5DB1KkAYAH0rPlVh8rCiiitU6teHGbg/8AfK/4Uf2xef8APfPb7i/4VloBHGqYIVVxUc0pi2YXOWAOTjA9alxt0D3u4UUUVw+s+EtfvvE15qtrNboZZ/NR/NKsDkEHgeopx8N+MhD5Qv0+70+0fLg9sbK7pXDAlWG0d81I7HzM7jjaBwfar9UNc3cKKKK4D/hHPGEcGz+0EUcjAuML+Wyuz8HnUtB0FLO4lj88TvKWj2kHcc9SM1ZabDYB6fpUSvIA25y2TnOMUm0ugXYUUUV0k+r3vng+fnIx9xfQ+1eReLNK1fU/Ft3PHbvKZgrqw2jcAgH8wfyr0aeXDI3OBiqvmI+GwDx8p9RVOyeiHqFFFFeWjwtrzMFFg5J6fMv+NL/wimv7tv8AZ8mfTcv+Nenht0itg7QNxz3PapZJyjAg/Ptx09qd12CzCiiivN9F8Oa5aa3ZTvZuiRTo5cspwAfrXrjavdi3OLjLFhgFF/wrH3l8knag64FSBskEjAH3R6UnZ9A1CiiitWPVr7ehNx0ORhV5/SgaxeMN3nZK84CKP6VlPMoHJwe2KUSiQKSwGT+dKy7Bd9wooorn/BD+Z8GfiM+Qd1zqRyO/+jLRSeBgB8F/iKAMAXGpYH/bstFIs57x7/yTvxL/ANgu5/8ARTUUePf+Sd+Jf+wXc/8AopqKs+Nv+Tc/D/8A166d/wCgJXSKn7sfSub8bf8AJufh/wD69dO/9ASurRP3S/7oqoiYeAv+Sd+Gv+wXbf8Aopa6Gue8Bf8AJO/DX/YLtv8A0UtdDXn2s3dhZ/Fm4fVLVbqxdkimjZc/K0SjcO+RnPHPHFdl4MGlaD4l1VH1NJonjRLS5mkGEhVd3llj0IB6HshOBiuC8W6Ve6z8Rr6zsLeSeZ2iGFUkKCiDLHsMkcniuk8E6BrmkeLk0nXbaSWwaBnWOX97BvGCpXPy7hz05Ga9aqouktfsrQ8ek5Kq9PtPUKKKKa/iDTfD3hHWVsbZ4tR1O5nGZYjHiNmYIRnG4BOQBwCecZ5y/hoMpqg/2E/nUU/g7Xtd0A6/dwXk+q314qxI3O6Jh94j+Fc+uABjtVz4c20trc61azLtlhxG65zhg2CPzomoKjOzu+oU3N1oXVl0Ciiiuy2VUmjT7Q2VBbg1p7Kz7g7blweDxg/hXlO/Q9V2W4UUUVXLjcqspB/lQbcbhtIBJ68il2orjglR0GelO3AkkAhj68ik12QJ66sKKKKRkbO0rkY6momiyV3bGxwCTV1QrfMCfcU2Y+WikjjcAeKVx2YUUUVRmZ1iYwxeZJxhd4GfxqeRR8h/iCirBIBAI4I644pk2BggAYXpUyfYNUFFFFVHKxjLZx7AmkBEgG3OD6jFZHiy61Ow0ae9sjZmO2iaWRLiJ2LEc8FXXH5GpbbULuw02KXU43uXkOVGm2MrhVwD8wBc/jxUWluSFFFFbM7+bCjwKJDyOeKbGhCEbO/DE9u2PwxVOfxRokVpY3DXgS3ubZ7iGXaQjqoywz/eH93rVbxBrk1h4VXVrFYw7vEqfa0YALI6jLKCCMA561oy0gooorVk3BQFPJOF46eppiAB87Sx9Cf51gaf4lnlvdRsLn7Pe/Y40lNxpcbyBtxI2bMsdwxngnj0xVz/AISnSILCS6leePyp1t5YpLd1lSRgCoKEbuQRjikMKKKK19uSC+MjovYUpZQpIIrG/wCEgsnvIbVUu3uZVV2jS1kLRBjgGTA+T/gWKji8RWFxqH2OGSUuxkSN2gcRyOmdyq5G1iMHOPStlBdzF1H0QUUUVpkEnJ61NAM5XOO9czo/iiOXSNLN4s82oXdr9oaK0tnlITcV3kKDhc8ZrrEiKnnrTbTQopqQUUUVzvgfj4MfEX/r51L/ANJlopfA/wDyRj4i/wDXzqX/AKTLRWJ0HPePf+Sd+Jf+wXc/+imoo8e/8k78S/8AYLuf/RTUVY8bf8m5+H/+vXTv/QErsokzAn+6P5Vxnjhgv7OOgMeALTTif++ErQg+JfgwW8edY52jP+jS+n+5VRJk7B4C/wCSd+Gv+wXbf+ilroa57wF/yTvw1/2C7b/0UtdDWd4m8E6lqPiu71CBrSS3mwNryc8KF7f7ueoPPaqD+A9TaIRCCyABznf/APW3f+Pke1dJ/wALL8F/9Bj/AMlpv/iKP+Fl+C/+gx/5LTf/ABFdixdRJLscTwlJtvuFFFFc1L4C1STbiGxBUAD5x/7KF/UMfc10Pgvwre6BDey3stuWmwAkb5xgj6e/b0/CT/hZfgv/AKDH/ktN/wDEUf8ACy/Bf/QY/wDJab/4ilPE1Jx5XsVDDU4SUluFFFFdFsrMvUH2g8c9/wAqof8ACy/Bf/QY/wDJab/4is65+IXhGS4Zl1bKnGD9nl9P92ueK1NpvTQKKKK2NtAWsL/hP/Cf/QV/8l5f/iaQfEDwnznVP/JeX/4mrMdewUUUV0cS5PT5h0p0uG4YfKCD9SDmucT4g+E0cEar/wCS8v8A8TT5fiF4Rc5Gq/8AkvL/APE1m4e8bRm1EKKKK23Ek42K5Q5zuXtUn2cvyeAxyO/+e9YS/EHweseBq2Cev+jSnP8A47UjfEXwfsAXVgMDGPs0vr/u1Eo66IuL01Ciiirmt6IdW0O+09ZhG1zC0YcrkLkdcVia34dl1htNSGW3K2YYNBdwGSGUlQAxUMuSMEjnvWh/wsbwfj/kLc/9e0v/AMTWe/jrwhM0Z/taWERuCAsEnIGDg8c++felLmYLlWwUUUVDP4Ckl8M6VolzqWbTTkkK+XFtZ7gltkhyTwoY/L3PWtLVNMk13QE0i8uo/tpSGeZvKOx9jqWOOgzjGM96kb4i+DiGxq45cnH2aX0H+xUI8feD0nkkGshgwCoPskuUUdedmTmhp30HzIKKKKs634djvvDlxpWnmPT1ZlYeVFtXG4bgVUjIIGDg9656LwJNbGXNzZxebfW955drbGKNBF/CqljjPrmtj/hYXhT7UH/tvMOzaYvsknXPXOz07VIfiJ4PyB/a4YY720v/AMRTimugpO60Ciiiq/8AYt9beI7jVLC7t1jvBELmGeAufkyMoQwwcHHINV9C8Df2Pf8AnBNLlhDyOkr2R+1LuyQPM3Y4zjOOnHHbSHxG8H4/5C2OO1tL/wDEUo+I3g7H/IX/APJaX/4mqk2+gopLqFFFFYdx4Cum0nStPS9tImsoVj+2pbuLlSHLHY4cAAg4wQe5+nYzLIUzEDuz/Dj+tYz/ABE8IMwxq3GP+faX/wCJqFPiJ4WL/NqoAz/z7S//ABNCTsVzIKKKKr+B8/8ACmPiLnr9p1Lr/wBey0UngSWOf4KfEOaJt0b3GospxjINsmKKgs57x7/yTvxL/wBgu5/9FNRR49/5J34l/wCwXc/+imor0rwjYWepfDTw3bX1pBdQHS7QmKeMOpIiXBweKvf8If4Z/wChf0v/AMBE/wAKKKL2E0meXeGPjF/ZfhTR9P8A7C837LZQw+Z9r27tqAZxsOOlav8AwvD/AKl3/wAnf/tdFFH/AAh/hr/oX9L/APARP8KP+EP8Nf8AQv6X/wCAif4UUU7sOVdg/wCF4f8AUu/+Tv8A9ro/4Xh/1Lv/AJO//a6KKP8AhD/DX/Qv6X/4CJ/hR/wh/hr/AKF/S/8AwET/AAooouw5V2D/AIXh/wBS7/5O/wD2uj/heH/Uu/8Ak7/9rooo/wCEP8Nf9C/pf/gIn+FH/CH+Gv8AoX9L/wDARP8ACiii7DlXYP8AheH/AFLv/k7/APa6P+F4f9S7/wCTv/2uiij/AIQ/w1/0L+l/+Aif4Uf8If4a/wChf0v/AMBE/wAKKKLsOVdg/wCF4f8AUu/+Tv8A9ro/4Xh/1Lv/AJO//a6KKP8AhD/DX/Qv6X/4CJ/hR/wh/hr/AKF/S/8AwET/AAooouw5V2D/AIXh/wBS7/5O/wD2uj/heH/Uu/8Ak7/9rooo/wCEP8Nf9C/pf/gIn+FH/CH+Gv8AoX9L/wDARP8ACiii7DlXYP8AheH/AFLv/k7/APa6P+F4f9S7/wCTv/2uiij/AIQ/w1/0L+l/+Aif4Uf8If4a/wChf0v/AMBE/wAKKKLsOVdg/wCF4f8AUu/+Tv8A9ro/4Xh/1Lv/AJO//a6KKP8AhD/DX/Qv6X/4CJ/hR/wh/hr/AKF/S/8AwET/AAooouw5V2D/AIXh/wBS7/5O/wD2uj/heH/Uu/8Ak7/9rooo/wCEP8Nf9C/pf/gIn+FH/CH+Gv8AoX9L/wDARP8ACiii7DlXYP8AheH/AFLv/k7/APa6P+F4f9S7/wCTv/2uiij/AIQ/w1/0L+l/+Aif4Uf8If4a/wChf0v/AMBE/wAKKKLsOVdg/wCF4f8AUu/+Tv8A9ro/4Xh/1Lv/AJO//a6KKP8AhD/DX/Qv6X/4CJ/hR/wh/hr/AKF/S/8AwET/AAooouw5V2D/AIXh/wBS7/5O/wD2uj/heH/Uu/8Ak7/9roorP8WaZYaV8NvE8GnWVtaRNpl07JbxLGpbyWGSAOTgDn2ooopDMrxP8Yv7U8Kaxp/9heV9qspofM+17tu5CM42DPWiiiv/2Q==