Title 17C Land Use Standards
Chapter 17C.111 Residential Zones
Section 17C.111.540 Pedestrian Connections in Parking Lots
- Purpose.
To create a network of safe and attractive linkages for pedestrians.
![Diagram
Description automatically generated with medium 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5euaihUEFum3HWgDT+HyW8PgLwXDaj/AEeDQtPiQegjto0wfpjFAG1psYW915hxuvkJGB1+yWoz0z0GKAOa8Exql347ZR/rPE9w249/9GtAfyOaAGeFoIo/E/xLeOJFlm1qzaRwBlwNH04Lu/75oAmt4B/wsfWbghS7eG9MjR8Dd8t5qRcMfTJXA+tAHnXxPn/tTTfGsN2082jaDYXlmtlBEZVnvprA3Ek9zGqt5kcUVwgVSNoZixBYIVAPNP2avC+s6H+zn4RWPxJpbw6j4H06TSJbaKWCOwvZNNRRJPLJMysSzKzb0B3ljli3AB6f8W/hfYeMfAI068vLq4uvDUC3C3twd92/2YDzZUkKqUlPlCSNkKgSKjgfLggHT/BbxLq3iz4b+GtX1+VZvECxz6dq7pGsSNqWl3Eun3zxovyhHuLWRlA4AOBwAKAPVKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgDPFrt1Ge9MnEtvHAF9CjSMT+TigDw79o/4YP8Yvht4j+H0nnR2XiPTL+w+023M9vd3MBgt5NplhUqvms3f5gmRjNAH5DaR4F+MPwQfUvBPilfB3jfWbHTtJsp9S0fUI47/NhHGqx3Vpfajpo8xEQIzo5VwobGWJoA3X8C/tK/HXVfF/gzwL4T8JeGfDPxAl0tdX1rWNa06XUbHT9PUrO9na2WqatKrO20EmJumMjOaAP258L6NF4f0Oy0e3jhgtrFBDFFb8QxQRqI4Ujz2CIoPqcnvQBpabZLpel6dpqO0i6fbRWyNxlhEgUdvRaAPIbb4JaLbWer2a6/q4i13wvpXhK+jiWzCvbaXFPBHKrvaPKrMty27EmMAYFAHpXhjw9a+FtKl0uwuJ7q2k1DUdRDzEM4fUr2e9kVSFAIVrhgOOnrQBf0PSbfRNI0/SbaR5YbGBYleThnwOWYADBJoAtRW4hlvJVZibuYTEMMAMI44gB7fus0AUtI0iLSW1RoJXddVv5dQcPj5HlCBlGO2VoATTdIi07UNe1BZXkl165iuZFONqGG2gtgq4HcRZoAIdLji12+10yu0l5Y21lsIGxEtpbqbcO+W+04P0FAHi3jW9ufDt74/im2xp4j0S8vdCuXGUa7isTBd2jdMyfuI3QA8jP92gDnfCHhXw345+AvgXwh4xs4NY8O3/g3Rbs6bayXUTTtpKW1xH5txA8XIKxbo+CSGBLDoAWviJrEHgv4dx+MZmvYrSLTVvtZdtavIPs6yG1a6KWU0zRuohkkITH3/LRVO+gDq/2b/C/iXwl8GfBemeMYWtfFN3Heaxqdo/37S51i9uNSktX65aFrsxse5UnvQB7jQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAJgZzjn/P8AhQBXuZ4rcRtLJHH5kgjXzGCAluoGc5OATj2/GgD82/iX4m0iPx54kjkv5YlFxOjrJ4h8T3CAktz5MloqQ8H/AFagxqCBE+2gD3j9nbxb4UubXUY5/EluNTaRbW0t7jVtRlE0QBdhBb6m6AlS3zGJM8jd/DQB9ZBB8uedv4dscgYoAfigBmAWyQfl5Byff/GgBdqlSvODnuc8+hzQA6gBMfrQB554s8d2vhe7sNHtLC41/wAU69uXTdLtgcuEZUaaeU5SGFWlXdI3qcA44APFvGviz9ovRNIt9bhl+HHhaynuoUb7VHq+ux26yqT/AKVNBJpYRC52NIFIT74DD5KAPV/hN8RpviT4ak1LUdAuPCniPSrl9N1vR7p0l+yX0SRu4hnjOyeF0lV4pl+V0Zf4twABk/tCS+Frb4PeP7jxXG8mnwaLezQCBm+1/aY7aZomtCp3CUYJ3DgLuL/JuoA+NPCHhj9tfVvhr4Ci8E+OvBWjaBN4W0ZYo9R0a9iu7N4bGNJMumpo0xbAzkbdxJAIIwAcFbfs7/tAeFNeg+Kfxf8AiPP+0Fd2OtWdzpnhGBpLHQr+7tUVludWVIbyOF7YxkwAReV5qJ5m1m3UAfp58O/HekfEfwrYeKNHjubNLgtDeaffxNBfadew4W4sruFwGSaF8qwP1BIINAHcUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAGBfNKmsaA4nkWOX7VbtEjERuzIsil1BAJVYWxnpk0AfI37bGoeIbjwP4O8FeGGlttZ8Z+KdFtVu7e8e1nW3l1Sw0++gjEfzHzrbUZI2HTaxJ6UAfCPwP8ACfgaKz12Dw/oHg3R/Dtt4z1Y6fa3lnE99FZ+Y/kxycoBsiYKf9sZ6mgCx/wiNub3xV41h8NaIl7ZfG/wPo2m+IvD7R2t5aNcXuhwX9jcSfakdrO40/UpP3aAr5oDld2DQB+2gjLRPErlFO5Qy/KRnG3HTp60Acn8Oby7vvh74JvdQnlur640KwkuJpnaSWWQ28e93diWZmOSSTkmgBnw2mvrnwL4cudTu5b+8urYzPPO7SyOskjsm52JJIUgcmgCP4YPdy+BPD0t9e3Go3ckMryXF1I0srlppCNzuWY4HAyegoAk+HM17ceErGbULua9upLrUSZbiRpJChv7nywWck4VMKB2AA6UAbWkyzSaj4oWSZ5I4NUjWJWYkJGdPsm2qCeBvZmwO5J70AeVaXJJpniQa3qUz3Gma62padFdyuW+zXGm6zqM0EbMc4VoLhtgzgeVsH3sUAfmd8VtBtrnwD8XPi98SfBelXi3viPxFDZeNonur3XNJvtG8dXmkwadYJ5cbW1i2kadnehjDNvZg5k5AP0N/Z/1Kz1/VPiXrmjkNon9pw6bbqA8ZjMbXN9GpjYkJi01K2wF6DCnlcAA4L9raS8vdC8UaPDMyGD4c+J7+1iJOyS5MI/eHtuiWP5T1XccfeNAHrOr/EiD4deDvBmoTaZq3ipryw0ixt9J8P2a3E7SXRghW5kmkkgghiAkGfMkQemTwQD0rV7e8lsxcXd2bGwW0uo7uyhRG3yXATDtPtUrsXzBlQMl/YEgHhv7Ms8OoT/HnVrSQPBffEmaJzEf3H2yx0DQLG9EPYqlzbSJkd1x2oA+pKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgDJ1VdYexddFuLa21Esu2W7heeEAN8+Y0mibp0+agDGhg8c+Wvn6zofmL94pptyFb/vq/4oAvRjxVGP30mlXf+0iT22P+AlrjP50Acx4g/wCEx/tDwwtm2iJG2pSb0n88MQLG7PykdcdelAHxl+2h4g13QD8FdU8QaNbz6do/j/SbqK/0oIt5CsoniniguL2ZCsiKVlKqm5guVPyGgD55+GOna7oN/wCLNOuNHsZhY+OdTeeW10+No0uHleOdUkl1GGUEMh6w444bsQDyzxLDqfiS/wDiTZw65Y6DP4G+MXw/1C6S6/0K4ik1jWPDlpaXVr9nuJQGQWxaRypOMY5oA/bLw9qvjDUtF03Ubrw7pdpPeW0U7w/2pO7KWjBCsW00HIPBzzmgDmvhde+Lpfhv4Dkl0PSI2fw7pZyNUnk62sXJ/wCJYOcnpmgB3wwl8UP8P/C7va6XC8ll5qMlzPIoDl2UEfZo+AGHFAEnwrn8SjwB4YS5sNNkljtTG7x3kyhmR5AWwbV/vEZ696ANHwBNrw8IaEW0zTkJgkL4vpMFjKxLf8eXOTk5oAvaPceIjqPiojStOOdVix/p8uCv2Gzwf+PL0oA8f8ReItT034cXFhqfhGw1q48QeItS0Ww0231WaCa5v5dVvDE8U32HdHsELTCQfMAocfMKAPy58d+BPjbe/snfF3UdZ+K72PhCx1/x0134d03SLWSeADX9XuHlvNVubaKf7PNLabQ1vGCxkQoNq0AfpT+xpqmgXXwhufDmi+Gbjw3qHgXXLzRNcN1dNfyalqrw2uoTap9vkAluRdLfo4lkAc9D90UAXf2u/D13cfBv4i+NdHuYYdW8GeCvEzPFMD5V3ZS6dK81tvCvsfdCjISpBI2MNrGgDz3S/wBqf4B+GbKLwJ4k1tNG1a00qyGpWHiiJNOuXa3gijZPs+pSWkzLEybSRGI1YEq9AHPSftJeGvFN/rvhP4Zrf/FTV/EiWemacmiRG/t7NP37xLd6pbTSWIhRicu0scmC3+v24QA+r/gN8Ko/gv8ACzwz8Pjq8viPU9N+1XmsazOoSbU9W1G5mvdQvZAM8y3E7sAei4HagD2CgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgBD0POOOvpQBg6rbTz3/hx4YfNjs9QkmnbIzEhsruJW/FnAoA+av2tfg543+K3hDQdQ+HWtWdp4x+HmrQeJdI0rU4Fls9VvLCWOdLRpzPALZphEYDMdwEcki7fmyAD87vhv/wsDwPba3Y+Ofgf8TPDviF/FN/qNrp0FxDd2y6bdyeZETcw38UMrIHZN23dkcGgDuvhv8K/GfxB+Iq6rB8GfEel6Ufi5oni5fFHi0acbW00PR7PSHnhh866uNQ+1zXmlsv7rCfd8w424AP2CPTeQxCtu7lvwC5zjpigDiPhfFeQ/DT4fR6jbtZ38XhvShcW8kbRSQz/AGSISoyHkFWJGPagCf4dRzw+EdNguree1mtpb2DyrlGik2xXc6Idj8gFVBHsc0ASeALW5s/Cmm215byQTrJesUmXa4D3czKCPdWBFAEngeG7t/DVnBdxG2mS5vgkb9Vj+1TmED28vbj2oA0tLWQX/iMsrxiXUY2TcmAyiztVLA45BKEZ9qAPmvx/BqOhWXgfxXqol03w74b8Z+KW1e5kjJFha6lcatFaahILjpGDJH84/wCemf8AV5oA/O2/+MHw1j+GXxj0nUPjRr2m+NtYvfEXgvSvh3rN1Ets8ureLpdT0jW7eydXZmmstVgbzNmxkDcYXNAH6Ofsw+ILLxqvxV8Z6RqF/q2g33ittGsNSuoljg1UaJZ2ltcalatEkcUiyXDSRs8Y2s0TY6GgDq/2pNf0PQP2f/i1/b0rrBrPhTWtLtook3yz3Nzp11sRFIK8BS7FvlCqxb5QaAPm/wAF/s9eIPHHh+6+LXxnvrFvHviDSRdzW+kW4iiiSGMS28ZmnV3YIQCPlKHJbvQB7J4g+F+iW/g3xh4k0S71vWPEunaTqdtp13q88iXmn3WmrcRpJpUxEBtT5kQ5jKq6DutAHq3wV8c3vxF+G/h/xNq1nHpmvsbnTdasI8BbTVNMuJbG+gABOAs9u+OTkYIOCKAPVKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgBMgHGRnrQBS1C+tNPtnub28hsoFZUMs0ixqGc7VG5sDJJGBQB+e/xSt9EvvG+sXcXg7TmW4k+0fabe31SaO8WWVmFw0g0mKMtKpBDJK6nOVZhyADwrWYvjBpXj74LN4c8Izf8KhvvGSLPp+hXes+HIrjxUERrCbW7220rVLl7LYoA8mDy9yv9oZQENAH6ODxD+0UwJX4W/DUgEgkfEHV8AqcH/mQ+xFAHDeNPE37Qsl14S0Z9A8N+C5NR1qzllbwxquqeJrvULGK5t4b208668K6XaWG2K5+0faJXkyIWhWE+Y0sIBLdeNvidq37SOl+GdAnt/wDhVejRC21KWLT7ufzLxNNuLzUIbm7T9xE4N9pRtWZgCDdoUZ9jIAcBqn7SHxnstE8Z6refs/eJrJfAmqi0aKxtZL288QRWlwZriTRreBLslJrSyudnnCMhmtwxTzgyAGl8H/i78WPE/wAVfEXh/XPCesjw5rer3GqQajqui6npWmabpFnbXGkLp+mSXNrHJNM2oaM94zzqgaC8iI2N5cRAPs/IHUgf/XoA858V65pd4moeDW0ODxfJfWkkOq6fdbPsK2ssWGW+aRHQK6NypU5B9KAPgvw7+zT8B9ZXxP44/wCGZ4fHNjo96+nQaTZ+JF1t9TS0vQzfZbfUrm2szCrlZFhmu/L2jATdhaAPvD4SeMfCvjnwLpOs+DNLm0DQrVp9KXR7m1Syn0ubTZntJ7Ca2ikkSJ4HhKMqkgdqAPBv2zdOa9+GetSTJ5ljaeGPFU6BgQn24aYwjO7oG+zfadoPXmgD2HxNoHjnW/hXd+HPDOvaZYeINRs4bWLU761kltVsHaITh4EYMZDas6r23YJoA0PEX9rXvh/U7ybxfFYWTh/sTaVDBGJFOcRSyXwuw5KrgmPyyDuHJxgA8D/YubWZ/B3xPubvz/7Dn+IurNoonG3bGkNnHeJGuSVQXiThgeQ+8HFAH2cAAMAYHpQAtABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAGNLfSxa7p+mKoNvd2F5cuxJ3h7aSzRQB6EXBzQB8r/tb+I/Fmjaf8KNE8E+Jl8I+I/H3jez8MQayls99daVHfxyrPqNrZghJZIowyASBkXzN5GVBAB+d3hD4OeHrk+IF1yJ/iLdQeJlspdY8Ra5dXUt8lvdrG9zDG4mieGbnYBsCDAVcUAWodHb4ZeNvHHjHwJpy+E7bwlr3gm11nTpLqQ+FptG8TXt5o8iXtrBG/mOJriKaNhGxjaLGU3/MAftdotzHfaPpN5FF5C3tpDMkSuJQiOiEL5mSGwCOe+M0AeL65+0T4Q0HWNX0W80vVGuNF0ca3O5m0q3R7VrrULRfJW51O3lkbfpcpwsZ4K4OTgAHrfhW50e60mSTQtMTR7GPUdStTbRwxwKLi1v7mC5k2RfL880bvn+LO48mgC9o+r2usxX0tsjrHYXtzpzlgRue0kaKQr6gMpFADtJ1SDW7Bb62R0gneeJRIO8MrxE49DsJFAHIeOvGlv4Z8FeMPEYn+yr4cDxvczJvSFvkBm2gcrH5mfotAHwn4O0Hxx+0H8YfHfgX4nXLaH8GfhxBpmoR+E9De+srnxDqer2tpftJr+pxT/v1tN5QRhh50mWcbVwQC/4j0n4c+E/AnjL9oT9m3wnH8M/Gnweg1CbW9F0uxfw/pPifTdDkaPUrO6spILaK4jaG2kFrdrGdsuCrnFAH058Gdc0dPFPjvwfbQFfEn9m+HfGniGYDak93r1tPYRSqg+VN8OgKzgdXLufvUAP/AGrdLttV/Zz+Msc08lpdW3g/W5rC6hZkmhvDp9zFCY2UEgsZNh4OVYg8E0AeOav8VvjH4a1XQfD/APwqjxddQWMMaTax4Yjg1nSWSJRjzhiSfcVlO5FWLYy43MNpABxvxa+MfxbsvD2oWei/BvxbqF7qVuILjxFrWmJY+H9DspmVJb+e2F9LcukEb+c7F2aPYZEXasisAfZ/wi8H6P4B+HPhjwvomqHXbCyt5Lk6uzo8mqXF9LJeXeoyNEAhe5uLiSZivBL5GM4oA9KznpzQAUAFABQAUAFABQAUAFABQAUAFABQAUAFADSyjqwHIHJx1OB+dACkgdaADcPf16UAG5fXr/TrQAm4fMO69fyoA5q7G7xfomG/5g2q9DzzcaXg/pQB81/tXaZqM11+zzrOiRp/bmifFK0a1dlV9vn6NrUYbZLcWsTBJNjkSSBcLkZYKCAfK13oq6d4i8d2d3Z6PcXV149OpebqD7p/Nn1K2W+Nuxt13xSTxySZGPv/AHQTtAB5R4+0vVLe1+M2o2Tw+HbWO88KxSz6SgleOfzmnt/NiKANEE82TODtlWI8UAfsd4Lnjn8MaWkLEjTo205iSpDPYM1ozArxhmhyKAPmQeIprNPHNlaaNp+oD/hA4TeXV9fQ2oSN9Q8RqoEZSWV92Sfuhc8bs5oA+ifhzID4auJCykP4h8RYKgYw2uahtxtAHQjmgCfwKf8AiTanEr5kTxB4iDccqzaxfMu73wwP0welAC/DzC+E7CAyCRrO5v7Uv/ea3vbiFj/30hzQBh6n4V0/xv4P+JXgvVXB0/xLLqumXT91jvIAu4HsUEoP4UAfC/wi+OVh8JfGH7RHhr4yXtv4W+JMOr6DbaSL6YxWuusmg6dZ2zWk82yFzNdM7bA+75uQNrYAPevjF4r+HOrfBT4m/wBgavpfiHWbTwFrmkGbTJU8pftOm3OY7opLsXPzssMjFmPKKxIyAP8A2T9V8M+PdO1z4reGp7vUIdX0bw54Rm1WaJhBqr+H4Lq9ku7SYqFmiSfXZbXfGWXfA65ypoA3f2y9X/sr9nL4nLHHLNdano13ZwJD/rA0kEpMi/8AXNVL/wDAc0Ae/wClaYNLWwstPutun2VqI3tnQmV3cgrOZAwIJO7dkEMfTFAHBzeGYPEWreKV03WbptL1Py7e6uDcTzmCeEyLcwWZlllRQ2UWXYqqu0phnGYgDyD4A2I+HvxK+J3wk0xzb+CTpukeOvDOkMSf7GGs3Go2epabAdq4ghudP3Ip+75nHy7aAPrtRgYOAcknHuc0AeW/Gzxvqnw9+GXiXxL4fewXxSBaaZ4ej1OGa5tJta1a7g0/TIZYLaSGaRZLq6jUrGwc5+XmgDxO6+KHx7sf7H0w+Dnvpmmu9Sk1hPDOpiLUNMsb9ENqllFczGzurm1imaAXE643wsw3K8LAHmHgr4h/GPxJ8dtfvR4N1/w491Z+GNIn1HXfBGvW2hf2ZbumpagNNmZIi08o1G4tmkmkXa9tC/lqD5MgBcv/AIv/ALUGpal4ufRPCE+nT6PZa1/wjFleeENeXTNVu9R1LTbHwvJdXRRJo0hg1BpNRRthjZJHCiCBpSAdBr3xS+OHgiz+KGr3Hg3VvF2u6fqF5p2lSaH4X8SXdve2uiaHFfxPaaQbq4iEl5qV7JaxSxzLE8cSvJI8ihKAOx+Hvj/9oDVPiva+HfGnhq0tPAF6us/ZdRt/D+qWrGPRLXR4Gku7u4uWihlu9RvblrVDHiW2gZwQcFgCVvij8Zb9lutI8HzRtfnybfRb3w1rFvPa3sepxQeRc6jPJDamFrScSvcgBB5b+UJSdoAPn3XPjv8AtqWniSW30/4Y2cugW/hzX/Glz5XgnxDcXB0u2m1caLpdlN/aEcUmsTR2lp59nIFbNwCmAj7AD3NPi38axrkgvvBU1hoOmTQ6PqDR+FtdvZnmmNkf7YtfI/1tqAtyPJj3yAvF5hjEchkAMCz8cfHK6vYX13Q9U1uA+OXtntbDQNe0LydJ8NeHDqLSQzLLtf8AtHWUWFDMzW8kLmIl3TbQBz2sfGr9q1vGH2HQ/hdFH4G0/T/D0t3rVx4a1iS4u9W8Qajp1hLZ2Vl9phlFrpqSXE95cSAN5ah1jCqPNAPvygAoAKAK9zAbi3nt/OeDz0aPzIjtkTeCMq3YjPHoaAPDf+Gf/DeGe58e/E25fGWc+PPEUAOPa31GBR+VAFHUf2fvDUVnIdO8a/EiyuZWjiMkvxC8WSqRI6pz5msO527uAjIxPAZc5ABy998ANQgiWSz8eeO7V7MxO13B448XX896kcnEK2NxrUMUJK8b2lkz/EGoAqaf8LvFdyLp9A+LPxLFtFMB5GoXz2kUkbiTDwzapZ6vcAJIACGVTgZ9MgFEfBDWJtZt9V1D4oeLrmSz3WCzxePtQtRuuZbUXEPkxWOGkjkh4+4jcDy0DHaAYMPwi0zVfFHgLWLjxp4y+IN74V16C+j0W98Vya1YRTRGTTr67mi320IjgivXEeUMrlvmRQGoA8g8TPp9t428eWM0UTR23jLbCj6c11gvqxmKo0eVUAPjHtQBN4O+DPhj42H9p3whqF1qOhpqf/COIl1oMf8AZl2k0Wn3eCgnglhkyJdvzxvjJxtPNAHs+meFbL/StFi/aJ+I2r+J7e3SLTrM6tpGm3F0AGE1vbQJoltaPPAYXSRURyCo8whyaAOL8Nfs3eC/Gl7rGk3vjz4g3VvBpi6dK+sSeFdSuRbQ3Nw/2a4/4p+4e3cTXEjInmeZySQhxkA910r4Jan4c0ezi8OftEfE/wAO6OGZ4opT4cvsNdzGQg/2r4ZvZQWklPcbc4GFAoApp8FfGnhXTNbXRP2ifijf3V59v1YQTR+Dm8y5dxK6iQ+EdylnYAY7ZFAHH6H4O8b+EtN+xP8AGf4q6Qz311diHWYfBMkd7Lf3rPL9nePwzcuN012D5bNHtBwM4NAHdaN4X+JaXF7FpvxY1t9Ku7mS7vtVv9L0a2uo7h0TMMEbaXsdRsVSxRVHYseKAPGvAvwU8HeJ9d1rx38bfHU3xQsvjBItxpXhTxPY6Z/ZU8NhHBptnqElra2VvHJKYZFwWXC+YMZYBqAPGfi3+zp+zr4i+EHxr8Y6v4V+It5o/wAPLDxHpfh/StXv/Fdwmn6loNtqUclxZ2pvbtfsT7AYZWHk+XgYXpQB9HfsjXvivwlYwfBbX7u98R+HPC/hPQ9S8JeJdRMf2u7tZbW3F9ZSrDa2yAWks0QiOC3lSIrklaAOq/bT0i8vP2cvijrNjaS6jdeF/DesagbSDYJJIX028tbh1d2UKYYrlpvcJs/iyAC/d6ZZftK/C3TX0jxhqfgTQvF1hoOq2mueEr57XW3EXl6gYVmMRRImWXGUL70ctlcjIB2eqeIrHwx4SvfDFzLP4SvbfSbi2sbm3Z7mFVWORI7iC9kjYGQKu8+d82QzMGALkA8++Frv4o+OvxB8UxIzweFdBt/D9zPgqov9UvH1N7IqRndBaLbSsDyrXDKQCCAAfVETB0VlBAYAjPXkDrQByfjq48D6X4bv/E3xETSY/C/g1Tr9ze6zDFLb6f8AYAZheAyq+x4tpZWA3A9OaAPL/DP7S/wj1y08U32p+OvDXhi08Na3JpDNqGtWcbOEuIrFZZVkeMws147W+xuRIuMnIoA73Ufi58LdHfRYtX+IvhzSpvEcltDpUd5qdtA97LeRrNbRQJJIpd5InDooG4p8wG3JoAvP8Sfh5Ff6dpcnjnQF1DV3jjsoDqNtvuJJ5JYYY4x5nzNJJBIqKOXKOFB2NgA434f/AB3+HXjzwBe/ERPFnh/TdC0e3lvtXuP7YtZrXTrHdK1vdXV1ujSOOWCMTAvtwp56GgDfu/jH8J7Dwz/wml78SPDdn4TPnf8AE3m1O2js/wDR8Gb980gX5AwLc8AgngigDFj+O/wvu49L1XSvHPhrVvCep6ZquoR69b63YCzZ9LTT5mgilkmSJyYb7zGbzAqKvz4ByAC1a/HL4TzSJYXvj3QNH8QpDbPeaFearYHUrGe6hgmSzuIbe5nAn23UfyIzbty7NwZSQC5rHxS8OWtl4C1Dw/f6d4stfiJ4jt/D2kzWF/C8Vw7pcz3MlvJH5qym3gsp5XRTnbG/IxQBbufit8Ora70PTx4x0q6v/EurxaFplva3Mc8lzfywSXQhjEbNkiCF5Cem1WPagD0GgAoAKAMnVde0TQkgl1rV7PSIrmUQxSXs8dujyEFgqtIygnCngUAc0/xR+GsUjRS/EDw3FIv8L6rZqePrN68UAYniL4ufB/SNGub/AMQ+PvDUeiqqxOZb+1lSQuyIqRoHdnZjIoCqCeRxyMgHP2fxW0PxTb2NxHf6DZabfOLy0S4urfVboxQmIpK9taz7I23MrJiV2/2d3FAEF38bNK8NahGvi59JsvCtxdJaW3ia11W1NtC0g2odRtJpIprXLgqWAkVCD5hSgD0e08V6IbezltfE+k6xbJKyXl6b+2ULCsUreYPK+Rm8xFUjgAFjnjBAOE8S+K57PSW8SeBvCUfiS5vnYrrkyQxQ8rKIZEBMMkq7gI9wKDBDliuaAPP7X4/6T8PtKtbr4sr4P8F6b9o8m+vNF1qGWOxubmVI0e5sZI4Ztsjygb4zKA33sLlqAPj668feFvFvif4iyeG9e068trbxzOJ7qy1eOEOYNYP7wiPzt0XkyxuWAI45wRigDqfgf8VPB2n+Lv2hbm++I2jJfaBrPhO8to59TtHSWJLRo7hhF+7adUWY8Ab96rt2vtyAfSfgv9pD4VaidV1GX4m6Br93PeXl/EiX9lb2ukaaJ3srFA800Tjz0tg+0KzsX3bVXbkA1b79oTwhoOlpfXEuhR28lyFNv4e1qxv9QiWaZVM8ti/2TeoeXL7XeQZ37OuADurb46fBzWYI5tD+MvglywWV2OsWcpRFZC8bIbqMo2OCGwwPUZoAra5+0L8HdEay0+28faH4i1zUVY2WkaPqlhcXc6IAWYF7qOJEA6ySSImeN2cCgDybxj8YNG8SnUdH8beCPAcHgOeG1S2fxx4v0SFtQvLmSVfJt4LRdYjV4x5e0vKmTJxjHIAvwy8e/s//ABRs/FEem+JNCh0vw7evol54bur+1RNGvIJJhMsAiuPIe2nxmJ0UpIobBIytAHn/AMK/jf4H8O+EI11zxZoMms/BnxP4i8C3tub+yR/7Im1Af2TcR5kCCNol05zJkIqM7Mw2NgA6j9oT4qfDvRfhN8TrrRfiHokjeJPBOt2Vpp1rfWdw2tXdxpt8LdbKKC4NwJt+3exTZt7E0Adh+z7a6lc6vDfXMunXVvoHgfQrC5k0+6Fyttq9/FHLeWEgzuWSO2srOZ8gZNxxkAGgD0/9oWKKf4CfGyKdQ8D+AvEgkUqGBU6XdAgg9etAHhug+AvHHwSs7XSfhT4Kj8R/D3UzHc6bp1lq7Qz6c9xCjz2j2F41rbtCJ/MlilS8jKK/k+UUjjNAHV2Xh39oPxqY4dZPhr4ReH2kDTQWEsmsavIm4fvFRfItbW4GNySGe7RXCnyyRQB774O8FeHfAWgW3hvwrp66Xpls0sxUM0sk1xcOZbi5nlkLPLNLIxeSRiWd2ZmJJJoA6ugDjfiD4KsviL4N13wVqWpX2kWHiCFILi6037N9pWNZUkZVF3b3cJDhNrB4mBUkY70AeJaV+yb8N9J13RNaTU9cvLfSLnTdQm0m7bTpdO1DUdNv9X1ZdQu4v7OD/aJtR1f7VNJG8ZeW3tuiRFGAJvEH7Ovw8+JONXPjHXLuxfxM/imzfTbvTpreDVor+zunlhdrGclkm0yNFZmZ4lVkjaPJoA4Tw9+y5rPhrxNpMGna/bDwJoGg2nhDTXuJpJ9Yt9LsNEvLC21SNfskdqNYWfUZlNy6uptzt2b2fIB1eq/s2Wmh+AvFHgH4Y3iafovj3V/DUeq2ervGbPTfDejw6Xp95pukww2LALNY6c6rHLuTzppZWJ3FCAZ/jf8AZ7+HHjvTJ0j+MfijwvJqeoLp95q2garo6XV1qp1iDVjE011pt4qzPdW0SNBGEQxokPlbUUAA6bxd+y74F8VRabYWuu+IPCHh/SvAF18M4NC0J9Oj0v8A4R2+MH2i3a1u9NvFJcWsKk/3YwoG1pA4BwPxP/ZG0/xPr+ieLfCWtT2PiaLxJqHiDU728nitpWubz7BJDeW0tpp5kS6tl0a2soZAylLGS6i3Fpt1AHs8HwftNU8MfDbS/EVymj3vgXQbnSjZeFUSz0kS3+mf2ZcNax3EM88SxRu4tykisoYhiwJFAHNzfs6WFlq/hPxJ4Z8d+INF8SeFdSsbgXckelXUV1YWlvb6e2nyW8umGOOP7BHNChtxC6meWTeXbNAH0dQA13VFZ3YIiAszMcAAckkmgDJ/4SHQP7H/AOEh/tzT/wCwNnm/2n9pi+x7N23d5+/y8buM560Acz8QdHj1TRpJB5BuLEiRDcxedGmQV3+XuQkgnsc0AfFWq+K7/wAHanaaZrPxJ8L6UsHirEtrPBJZsYb2yd9oWTVHxH58uR/dxjFAHA+FtfsvFl78NfFNt8RfCNnHa213o2jSNafbLeY6ebZNQlyuoxosjGGSNZN25FAGTvbcAew6fpOv+FZvGN5MNP1LQdQ1N7pPs+iXDCO5mtbJ4reFTejInZyqKCPnJGRvyADzjw/psstl44vl8Pxaz4l13UL0apbahpF4NPtdLSeRre11O5lupraCFIGLbHLtGW4WgDxfwd4Rt9Vv9M8GeIfEPh+y8E+Gr7Sdf0s6lLA17c6VN/aV7Yadc+bEivHauJIHUPkokZY8EMAfVupXvhWC0+xy+JfBIk1FJVtwNNQLIwhMnlq6agq52x/LjHOABnFAHlvjXxSfFENrd+CPiL4EsYPC+om51HU5oPs4uYUW4huLKCH7e5uFbDr+8ATdjBYq6qAcN8JvGOk2V7e+E1+JHgdrDTtKutS0E20Maj+yvEypfJao39qBY4ra4tJoYlxhI41wSeaAPT/EfjWOfw5qt9oPxG8L2t9qul+H7WG8tth8mSW6umllZ/7RckxwmR9ufmVB90HgAveEdAn0rw/ZPq/xD0HWdGvlF/qlnNZQ3Twzl2mZ/tE95LLI0bny8n723dtDZyAeu2ztdS3l6niHRZLaESWjS/Y4zFjALrvF4gwGYoRgevBwQAfJOkzXfw1+L+raHo/iHw1Z+F/Egv8AxfEbLS5JII7/AEnTfL1Nmht9RCb3jvrN5Dn944kcjcTQB7V8M9L8Q+H/AAglh4r8YWOga9bvBc6xewWUEBknmt7a6jt3lvp7rcIo5FhUtGrBVG0hcCgC74w1Kz1m6Gjr8Q7lLbR7OHU7i70mKwubuG5uJXhs5UEcciFB5U+4FTjantQB8w/FO28VeF/GXgrxhoOmySjxJfXfg7xBrzaRbW630Ot2jm1E0drcwyylrpIM5RdkhZkI81hQB9DeLPCvhfxb4jkXxL4p0LS/EN1olm1ncRQy6brVktrNOf3V5b6lFNGoe5Xcol2MvDZXIIB4v4p+GXw88KfBn4ma/wCIvihdfEnxBd+ENZvdNTWNWhgt1uE02V0ht9P0w2UMjmUrtLo0jbtu4nmgD9R/hr4Q0TwF4H8L+E9A0q20fTtF0u0thb2sSRLvjhjR5HCKoaRyuWYjJPJNAGP8ctNvNZ+Cvxd0nTojPf6n4M161to16vLNp9wiKPqWAoA63wdrFh4k8JeF/EOlTedpmt6RY39nJjh4Lm3jljbHbKuKAOlAxx2oAWgAoA4z4h3PjG08F+Ibj4f6dHq3jFLbGmWskkMQeVnVWKvcMkW5ULMochSwAbg0AfJKaX+19pXibTNai1bXPE/hiC9iSTQboeFLSUwi113VbiWaWNyWjaeTT9LjjE/mIEa4MjDdI4B5/wCDPCv7Z/gSzl+Hxi1fXtC02TwxZ2niOxm8J2iXMl5JpcnibVTHLKtxHHE1zfstuYWkleNWWUCTbQB6d4Xi/a40nV9UufFH9r+JdI1UWl8IrV/C0U9hFqGs6rLNp1nGXt0afT9OhsoWmlkMcxmkdMyRfMAakcf7UVpqUss0euahp+myxaRHDBJ4XDX9hIbN21YSSyR4u0FtKhRkSNfPdws+yNVAOfj+F/xcuPhD8G9Dj03WvDPjBdS1Xx94zFpf6Ld3MHii+jvr5LKW6vnvYXhGqanvEsKPtS3UIEG1aAOo8N/FHxl4Y8CftA/EPxv4ji8WeBvB+NS8FeJtMNjLBrlmPDeky3CWENnEwcJqyXUUJ+YyM+zDbASAcDbWf7Zdha6fpLXet+KrG/i8Nxya79o8J218l1Nd2EPiC9uI0WGGO2itzcTW1vbpI74UNIjHYQDc/wCEe/agu57GfxRbyeItP0rxr4kuIdOK+HJzcaRolz4mu/C18zTiAW9zdyT6UFMTMYhb5lWMyyeWAeR6V4r/AGnvCnxH074bfEr4sXwiZPDdtNr1vpejyyvc6j/ZEcmoRWtnZ3G6K+uv7SsoYGjUWph+1zM8ckKIAfTXxQv/ANoY+O9PtvAfhrVJ/BtldQySXdheaBBFPbwaXqV1KJl1Cc3LSTX6WlqqKkaIjNKzMM7QDyaCH9tXwz4M8U6VdQ6l8S/FVraiPTtVhufC+m/2leweHbabzIUZrZbW3uNZuJYXDq0iJbhk2rNuQA+mv+FVaN/woX/hTH2e9/sX/hCP+EU2ef8A6f5f9n/ZN32j7Rnz8/N5nnZ3/N5mfmoA1fGHixbCW80bUvhv4i8U6VKqqZLOzsr+zulZFZlERu/N+UnB3xDkcZGDQByWi65p8Gmz23hT4NeIdMjnWVh5mjadYxRyEsyF4Z72yZ1UkAKvYYB70AeRfC6/0E3q6hefBnVrrxD4Ws20O8vLbRrAyJrDTSSaqCxu3YFx5DDD8qSehBIBU+K/wz8OfEOfwhpGmfCzUvDc9vr9l4o1l9L8P+Gjd31hpVzFdJY3Etzfo0YmljjUsMkqCMDnAB0ep6b4SvvBVxpWifs+38b3putFgmbTPCySy3MTvZXAkB1HIGYWV2C7iOVJoA8c8LeMPBPhL4p/EKfwp8DNU0jRPDN7pmkG1srDQrS2jubHTNRuru1T/To1SdW1SGQjduZD8gbbQB7T4zv5fidp3iDw1Z/CrVEtL60m0TUb1rDQbuTR57i3UvPbTpq7l7lY518tQMISHc5UROAcx4X1zxn8L/hhpXwt1fwz4+8QXkVvH4c8MeKbfTdKjv7+UxMtuL+2W/kMbIsI82dgEZQWdkNAFH4QeMbrWvH/AMQtS0T4aeKY/DPh/Q/DXhiGa0/sYSxtYXurarb20iDVWYj+ztSsmOAdyynPNAHXfGTxR9s8PRajrfwx8VnQ/Cc97q0jnSLR47OzGiahYu8uL9wyxyXQlOFHyLgA7c0AedfEz4g+FvEfwzj1Xwp4G8U+DfEusra3Gj6hpXgOTWppbhofNGn7YbK8UmRixLBWAT5wG6EA5n4OfETwT8IPhjYaJ8SPB3jO98QaTfOdT8aXPws8QR2+pvd6gWWRoU0G0liklaUKEaP5SQAz4BoA8l/ac8beDfHieBvCXgn4bay3xQv5vE+stbaz8OfE1tcro13oGq6Y8Ukc2hPPOpvdQsoS6RbVOzP3aAPpj4dftDfs+XmreKrTQfBPiTStV0+W0l1jR7T4X+JF1LRLqSwhLpqS22iTCN9qpgYIIIILA0AZHg34r+H/AIfaPdWfxd1Xxl8UPEmta1eOnie8+D/ibTY7CG7mii0jT/skOg/OgLhAfMLtIwHOSygHmnxM+MX7OXjvXNB0DRPAuo6r4l1HxN4f1mOCL4c+IzqdvoWkavo+q6rqctuNBM7QyQadFHE6IeZlL7UJagD1a1+IPhXxGJINM+BXj64XUJJZLrSL/wAP+JtK0x7rcIt1pJe6BASGiQtiUQplcbM7ioB6HrHw61j4op4Q8Gar8NIPCHw80ubTtR13UdXksW1fUJdHubW8tbS1tbKS/VIZ5YczPLOj7Mx+Wc5AB9aAYye55Pv/AJxQA2YKY3V0DowKlW+6QeDnrx60AfPngu+1H4LeFY/BXiTw3r+s6L4bvLq10TVPD2mTawkmktKZbGJ7SwFzdxvBFKsDAxFT5e9W2tgAGzN8ffB9s/l3Phb4jwkgHK/D7xZMnPTLwaNKg/EjHegDUg+MOjXKeZb+D/HciZxmTwnrFuex+7cWkLY564oA6TRvHNrrV9bWEXh3xJp73O7E2oaRdWsCbEZ/nlkQKuduBnqcCgCP4n+K5PA/w68beLre3uL290DRby7s7W0WN7i5vEib7LbwLKVjMksxREDEKWIzxQB4B4s/am0r4Z3Pgzwbq/hfxF8RvGOq3kHh26l8OJpatcapC2mWl9cQ2lzqFpK8EN3qkKTPDGyx7m6rHJtAN7Qv2p/BOuf2bKug63YWOpeD4PGsV5cLaPBPp93cS2tulnJb3U63MryrCMREgC5tmLDzkyAYHg39o2S+vvilresabfaj4P0DxU+i2Daa+m3Z02Kxs2guYbkwXCNJcPqlldQrFGZuPJw3znABqj9qjQJL6OztvAPiS9iW91O0vL21m0eW1s/7K1a00OXzZF1Q75JL+6MEUUQkZ3ikA5WgD1jwD8UdL+I2oa9FoGjamNB0dIWttfuEhTT9SaSe8gkS0xM0rGM2e5i0YXbImGL70QA9NoAKACgAoAKACgAoAKAExxigD5m8Q+Avib4E8ZeMPHvwZXSNasvH91a6l4l8H6y0lst1qNrZx2H2uyv0lC20ktvbwpJuilU+UhCqdxYA86tvjjD8N7mXUvif8OfiJ4F8ReJLm8bbqtk/iHS5Q0qyQW9rfeHTrmUiLP5ETpFIQznywBwAaVl468YeONE1eP4V+E/E+qX/AIpuLpbDX9f0ufwlonh6K9bdcSINUij1G43OdytFasXJ+VoaAPUvDfwE8KaT8K/+FbanPeapJc3Q1rUdaWR476bXxMl2NUhcmQpLFPEjRAAqgRU2lAVIB59d2X7S/wAOUvbDRhbfFnQy27TL2yXT7TV7WAuCyXWl31xpdtK23+OG+hjz9y1RQsVAGNcXHx58YX58P+Dvhxq3w+0TUNMMGo+LfH2o2D6ok08n76GGDS9Qv3aMRqRsiMHzFXWdCgVgD6P+Fnw30L4VeD7Dwfocj3f2dpLq/v5wi3N/fXTtLcXU4jVVUu7kqigLGu2NAqKqgA7u8s7a9tbm0u4I7q2u4ngmhmRZEkjkUq6OrhlYFSQQRg96APktfhpqvwI0EWvgDw9rvjzwnoOrXGraDo2n31sNQ0aG5ikj+wW0OoK0VzDEssiw/OJlRhHuIRTQBdtfH3xl8cWsM2mfs96xamQFVHxG1HSdC02I/Ltna002bxBdylTztkROny7D81AG/wDCX4Ia54Y8ZeI/i18UvGUfxA+LXiWzGlC9s7Q2GlaNpPnef/Zul2rSTMIzIqM7yO7uyBvl6UAbXxL+Dlx4n1qx8feAPEK/Dn4r6XAthH4iFmt/DqGmDcx03VLQyQm4gDuXjbzFlhk+aN1ywYA4CTwP+0tc6VeaTrOqfDnxRbXkk32gamusSW7pLxn7CgEJTgN5DmREPCnuQD0v4R/CufwJa32teKNVi8UfEDX1iTVNZSB0QQxySSRWdt57zXHkpLM8hMkjO0jszNjCqAe1GNTuyM7+vA56e3tQACMZBPzFTkZxx16cehxQA+gBCMjrj3FADEjVCSCxJ/vEnHfjJPr/AJ4oAfgZz3oAMe5oAAAOgxmgDN1jRdH8Q6dcaPr+k2WuaRebPPsdQgjubaXy3WRN8UqujbXQMMjggHqKAOW/4VZ8MR4jXxiPhz4X/wCEuVp3XW/7Hsv7SDXQUXDC78jzcyBFDnd82BnOKAIrP4S/CrT7CbSrD4Z+FLHTLiyTTZbO30axigeyiW3WO2aJIApiVbSEBCNoEaYHyLgAztO+B3wU0j+1/wCyfg/4I0v/AISB5ZNU+yeH9Ng+2tMyvK1z5dsvml2QFi2ckAnpQBQ8M/An4aeEPGGq+MtB8OWVhc6haWdpa6bDZWMGm6X9judQvDNp1tBaxeTNPcanNJPIGLSMQWPyrgA9E0Lwt4Z8Lpex+GvDml+HY9Rna6u10yzhtBPO2d0sohRNznPLHJoA3aACgAoAKACgAoAKACgAoAh4yu0n7/ce3OM/0oAjbZtG4tt/2Qc++Npz19P5UAL+6yuTzt5z97bnjdnnHrn8aAJH24TOdm7nOfQ9c9s0AIdnv0H3s468deM/rQAHHmLz82Pxxx17460APXb/AA/dwMY6d6AFbPGPXn6UARjZk4+9zjH1Pp/WgBw7feznnr6UAB+62Sc5/rxQA3jB2Eg7jjPXOefvfp7dKAHcbF2ZxgY+n4+1ADRt3DYRu43dN2PfPNAE1ABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAf/Z)
- Design Standards.
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- Within parking lots containing more than thirty stalls, clearly defined pedestrian connections shall be provided: (R)
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- between a public right-of-way and building entrances;
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- between parking lots and building entrances pedestrian connections can be counted toward the amount of required landscaping.
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- Pedestrian connections shall not be less than five feet wide. (R)
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- Pedestrian connections shall be clearly defined by at least two of the following: (R)
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- Six-inch vertical curb.
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- Textured paving, including across vehicular lanes.
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- A continuous landscape area at a minimum of three feet wide on at least one side of the walkway.
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)
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)
Date Passed: Monday, November 20, 2023
Effective Date: Monday, January 1, 2024
ORD C36459 Section 16