![](data:image/png;base64,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)
ORDINANCE
BE IT ORDAINED BY THE CITY COUNCIL OF THE CITY OF CHICAGO:
SECTION 1. Title 17 of the Municipal Code of Chicago, the Chicago Zoning Ordinance, is hereby
amended by changing CI-2 Neighborhood Commercial District symbols and indications as shown on Map No. 11-G in the area bounded by
A line 228.18 feet south of and parallel to West Wilson Avenue; a line 60.00 feet east of and parallel to North Clark Street; a line 223.18 feet south of and parallel to West Wilson Avenue; the alley next east and parallel to North Clark Street; a line 291.18 south of and parallel to West Wilson Avenue; a line 60.00 feet east of and parallel to North Clark Street; a line 286.18 feet south of and parallel to West Wilson Avenue; and North Clark Street;
to those of a B2-3 Neighborhood Mixed-Use District.
SECTION 2. This ordinance shall be in force and effect from and after its passage and due publication.
Common Address of Property: 4533-4535 North Clark Street
PROJECT NARRATIVE AND PLANS TYPE 1 ZONING AMENDMENT 4533-4535 N Clark Street
The Applicant seeks to rezone from Cl-2 Neighborhood Commercial District to B2-3 Neighborhood Mixed-Use District
The Applicant seeks a zoning map amendment to adaptively reuse a 3-story existing commercial building into a mixed-use building. The Applicant will renovate the existing building to add 24 dwelling units on the first through third floors seeking an MLA reduction for the transit-served locations, with approximately 3,364 square feet of ground floor commercial space along Clark Street. The existing building is lot line to lot line with now available parking. The existing structure is to remain. The property is a transit served location and no parking will be provided for the mixed-use building. The building height will be 41'4" to the roof and 49'6" to the top of the rooftop stairwell.
|
|
Lot Area |
7,560 SF |
Density MLA (Lot area per unit) |
315 sq. ft. (24 DU's) * |
Off Street Parking |
Zero (none existing none provided) ** |
Rear Setback |
2 feet 6 inches (existing) |
Side Setback |
0 feet 0 inches (existing) |
Side Setback |
0 feet (existing) |
Front Setback |
0 feet 0 inches(existing) |
Building SF |
20,652 SF |
FAR |
2.71 |
Building Height |
25 feet 6 inches (existing) |
*As per section 17-3-0402-B MLA Reduction for Transit Served Location.
**The applicant will seek 100% parking reduction as per section 17-10-0102-B and 17-13-0905-F Parking Reductions for Transit-Served Locations.
\
Existing Second Floor Plan 3/32'=r-0" 04.14.2021
N. CLARK ST.
1WOWAYIRAFFIC
1st Floor: 4 Units (re
2nd Floor: 11 units
3rd Floor: 9 Units
Total: 24 Units
Proposed First Floor Plan MT-I'-O- 04.14.2021
58-9"
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OZtJlyaUPQNbUO6X2CVvM5YcOhUdrQ0ei420DeE8bFDY+OQ1qA9LxDa4iukfQ2oveEDd6h4Z9JTy8iOgfpRICe9NO6rCwhWrFphaAlczTOQMMIv49o/gJw0xom44Z5aT6P+qsAp7WO6LsPHFq3Qj2WT1ihNlMKQ3utW6Ee2wzS30kRdE3VAnQxXxHGJPSlqVOyOVdjoos5SKc3Zwh6XNgwrk97tBaHdBHTbrnOV7i0fMEONS190ylcQo5L5wg6C2kuSBeSb68E6b0Zm07ts1UpmN4L0rVp3pfWhcQ6QRdVvjI05tCAS7Cl9f0gjYqscf0MQaMcXlxfJ2gFpbVNSzASGOpwSFdQWpdUgoblxrx+l6ANWK7VAA13Ovw6wBUpOhwVvUnQYwF6zJwO0soapnmSnuma3hTHHvnpNKTzXh2O6Y3GUKMv4dpMZKMPEP0xSaM6fHqJoDXUfGxM++icsFq2aAm1W1T0D9xsBuvwcgO905YuwsK/eq1o04Ay1C6dgS3XPkHnRtLz5nSR97XXsrKKaLs2KyzfRDQO9SrjyitUO3AZcaPm9lJwV8Hw0/FysljfJEKNeinC6nWLlmHDxbDKTscdJHG15oZahR2kmAGm5bzTQRKMRJkv1vPf9egyXxDFPd3OZrS0NTOsg/0txbTfYuuRrlKvvIrqnObLMMLF/pxOfbkkmwnKMVeEdKw/9JQhm9foqpQmK6XZ6EeyOR+nK1yN1/iwjrlMsdgnWoI5nLJwRUSXIpk340+GLkW1QgPSg3R9s1JUQ/uSZHJ0o48o6dk6Hf3vWtDLkpSUwFLSpbXZ6hVN1iY9entne0mZKi859BwlbWWzr24vxQe+/VXixGI8Hh889fPlhEvvTl46d+W17f9TcGjzXy7eWb8zdfkO+nQalWtKGvfDTS775qWBc8nTLq1funTpypXSe1dd+s6FC+fPDy/hc/q4l2K+urF2b/rcZXy2Cc0qCHTDPesaH3M4fe/Sd84l3yHo2Uvfevp3BP32T/7L+csvvl33Qr2bXruXOnd5A32Kh/Y7dPR/wlMGpfT6pdmB5BpBz1168en/chOd8rEe2bP2J2+dv3x2bcqljUJ6ZT117hWXfviQ4XoueJSlgVlukaAH5gZOPY2R9IXvn738wuhUnqCzi+mVr7o0ZS/FuooN03PcohfhzzD9hdsEnUD06ateqEvp7JvpFZmZztkRfu/S3Kg07dF/+m9gWk9lPPrt5Z+evzzxnJfWRmlsYz21Kq9jmv4EhEOn7l26MSrdI+g/vXTlYCoz49FLPzx/fuK5pz567Qw7bS+TKJ25d2lq/XtvurQ+delPv5OYuumV67XJiQtnb4ziOyxaObywuLGx+GFhEdMMwz1rmURh+95U4t/vLnp0fOBPbyReJmqzldk3Llx74x2C/ur2r4+Lx+UdRtpqucyrCngmgd8se7R91m3LpWXiW86SGG9jp8mjWBUp8UYL2r1JpEXTn4DINaePSbrhFqCNLddFhlCHaTR7Q4daRxqGZihcYYYAvaEjG/iw5nBauvHs3sun6CO84QaUjDRDNqNZPVsP0DKaDciz0s6a4c8/Gh8be/63Ll3/8Pl/SI9OvvS/ufR72xvx7cXFr2w59PEng/+YHBz+/CH6dJqe3sVT8drBqcOxoaGhXY/e/VwhPXR66q5Lv5tdWyosLqZcWns6cDA+MLxb7o4uf6syv/tgt+TRD/5bybhz96eYxoXrvX//jlxav4cfroFzuFb9RMmcP/z4A/QpQ4Q7tFGZf+Cn9VVj/e5Pn/NoAdL3fjZK0OZVSO/eF9noj3+B6UPj/vznPh76wKP/fm3Y+NI/XPySS787nZUL95YsegvT9+OZwcMhTP+MdYWGVi4NIvoWQa8MG39UJelUVs7eWxryQl1+P54ZOBy63R19+MH9hQe7Ky8S9IOS8fe//L/PePTYO/LqvXc4gj5QMucOf3Me0SyFy6YPKwu/2d0N0nd/9EcevYGyWeqUSxsHiP7gN+cwPcZYkWrlK5WFBysEXX3tcyVj6LlbXoTfKmzIhcXUix79xYEjYXB4/zxgDLVFnztVWRgafeCjPzRGp/6fX7p0tvC3T7aXtO969D8ZBGDk+f/vE0baaq+Nf/I8MMcFq1tkVaR2x6UOgo3mFgi0XPhLDH2zj+1Gcwv/1Dza3hppISra33wcN9DoEcmgPY23lxl6KSFaLtDQS2nSaDLMIDXevoOJ/tkhPf00olAz9FKiohmyWYgID9Mj7XUHKWI6qs7wl/s2BGChw0R4mGzWG7oxh0cz+oiKpi/XkdH9y+EM/fBQVUoYmqHlqvSNLjGNNKOhI5rQYKFDZLNelevfTzpEWveoqxAVzTDca3Ivu0833ZjWfaTf7l8OZwh1P2mmHN5I/5QhrSOiWUL9g4hohuYjxNUuocp1b67x+ZTTLB2kMD3S6c70PQY6zNA+BL3eoyFACPpthhy+0z9a7ltah7myqVd0iH54r+iIstl6j+gQVUqvQt0jOkxaN9J88B2WDtJyRDTDbGGYKiVEhH/GarM+hjqi0QcLvRRRlXLrU0Er4ehHUdG5vg1yWWipfy1X/+hQad2b5iOqbMYS4Ux0NEP7iOh7J0bzwXdYRpoRpXU/afq7SYRZZRcqhzOkdbF/hSuirgJLlcLWQeIbaPrmIyqaoeV69MuI2muGznC9b3QpQD8M0oZF+9bXYrpOvsE03AvQUpBGjzqYBs5diAja3wOLgE4E6apFaw30dtd0oB8eD9Loju2Qxneb9tGrfpqhM+ynzW8GadRIQbou+96ExJhIvnOPIZv5aaMapJ9ImFaDtJkRuqZ9V7HpMFf56YdFXJFKvuNBWhP9NEta+2mYk/10XsF00pehYVpXgW83pr6Zj66bfIDm9xFt8r5iDOkakKKlFZAM0EIV0fbdKgla8T/jjqnR9NEqWA7ShohooAfo5QhoXw5XwY6fNkVTgHTNWoBH0ElQ7JIODAFksB+kIXIRRi95NQbM4TBP+IQo6GoDLTWjYUnw0xvdroqXYHn10VAsQnq5gRb97cfP6JewPvI/jjkPm6ggvQPpZJDWAq0mQ480sCQmj0pwgK5BmgcmuZsq1IN019d9QDXpozX030UYvb6+girsBGiWk00NdDFIG+JFrYFejpzegkkbpE3hogaCdLIX9H49X43/X0XzDQ5tqFs2nqrBn9c4e4tz3EyCB+BZlvgqUzazc3jNTILdJKSrSpbzNnSp7FBqAl3ASmyJAWhoXLwrunSTPCS6k6+RKBBvvAD3WUR3TCDpIQE9i0N7JeYdh2lBvnfE0cIwonnj38rf/Z6CFyoDdK+nbVisYaEjvwabM5gNiCblbYZbJi4J7msNd3n9xj7+B2nQgWYIdRj6PfTWGXT3NlPcLzjpoBVJmqFvdkDQHCeiPckN5aQqvplzNvi2wc15x2EZc9300SBoJLGB/iIy83EJfEhiLMZUuLzjac13abmZnxK6qwg3ZruhWaoUlzZjzXcJRzNc7WLRW13TDFUKQceb79Iz+heC8xX/6J2SZumbPXVpNH/ATjNks0/w3lvAqpeZ6XsMQ3vTpfdPmrZCjbadrmiW8bVLL58wTRQu/qTp2w7t3rObiWa5qCrniNTF2l+4WC45cUTadisQ4SzXfTh0rSuaJdQuHTzrTEf/lJ4uuTR12QLmy95rloo0KpplIZBD8/Q0mdZd0PTF2ndlBEtF6vTD6Yu1P9QMZ/cc2i7WEkUr0mXhcmm7WCcDs/u9pHFaP3GKNRzOLrLR7zI2mrJDGy/ZzxsJRZOF6xFze12zaO2GmRaYaPauQt2alKnp5gIfmu6yW+i0XFYOVwwTj+PD0V1WpA5tVSlFw/DP7relya5CN3U4j35I5lz4gh0Zjcszb/7b8K1nt7TbSykDHOtT4YcC3TYfLo3u/WeIkA49APLReCr+IRsNCnGUzX8SviFpDLVERd92ISOGKvLl8M1nI71MRbudYWBwKIcth+80NFYpS6y0hlwJhC7YjVXKNhW9JGx5tIRbkmLzXUPQVUraeWloKJXl8KPdRlqjom8K2st5APRdIa2hRyPL4cf4ZFrfxbRBSz8HaW2Xf1fTLLrZEKjAca8MvsL5t1li0hTSW/bUbmg6rb+J6L/Pv6uhB4xB2ngFT4pmvZnYwMRpM3pVVgQJJFGahaa/8uz7Fl3FT/xDM88cmpIHSetUrVWl55t/3d3qKMIfggRNqG8Lz7I8ovmytmTR8G+H7zjF2+pDbIWh8QIPmnL97Caid4Wy5ox9JGb6BSZaJGnUU7F7K4pHPwFm/IkGU3ZYrGtAy571pTXaY5KGhhG+hOgHoKo5XaPFAoo4+6A38FvvNstmxBa3Qp0SKeibFm3cgTRvv7lf2AnS73DxAv51cqbpcey+Ge7Ohg+1NgH3N74EaedNXUYVmoBfmzbd/OvuZl9AlxHp6JcEfJ6HpKvu0NOm18LR+DuhabfvS9KwMrbPn4akf8YwUenRZYI2ToLeSVr3OnriCzV6HBAVzXICAtKKtT+itT8q7yPaW5wQmpa6pacKBUwv09Isa5D8dB3dQBfSO07TGZZmueQE0bAgPXHoPKbLzmnasPQjb0kSPV3G9AcWXaWlVxlpjXfo5woWrYkOfTUk7Y2Nw86RvoXppEtvW7Qh1HpNl++iNmE0y72CT6e62cxdVheyDv/Zstd7D0nvN9C7mAZJ1Ud3rM0WqWm1jiNcsguXwV35ah7TSzIVfU+jph9fDdBnv/kQ0zuSj+4U4ffWqOm9Gz7a2hC9n6ej16npUivaWSQckl5/k56ut6CduYWQab3+H6mrlL2lFrSzqq45vRUBLbeina2RlhVJHeXEo2vkqfa36dNaXkLleijrW6HRnpYsujLZJf1zCXdxbVqvq+pYSuxEL6u8BCoiOcHGks1kMsLL5aVzQ6eFkDRJrJ+mp2dI+pDLnns1QE810ksWTU583NugpydI2hpg8KHo+wKxFwv9qO6nh1a4F5vRGyT9JqI5npxpWn+3S1p6Lw1zWl5rS8vKFyw6T9Lv0NNkReoMG2ON2cxHryH6luijf0LfaHp0OSQtKRuILvlmFdcv0NM/Jcu1G7BQtEAc59571B0ktR6O9lWkmzOQXvVN4779LkPfjIjw0PQFSA8viMRx1g33O/mw9C8Juszxi1uobBMnfZplM0SbXMZHv+vSW2FzOGiSzTrR+QQMddYX6nc46kbzkeynCyIQ/A+AaKRVTK/51k6z0FyztG5LF4v8MqJ9S/TvmZdPgN5Z5ot5CWasbmkQjiZyeDmZ7xet8Xk1L0dBn+LOovbqbIslrI0R3nRbZ6ETtGkdHZ0E9WCP9A/0idCRpXXYO4f0gO5jqEPTsRIs0svc4FhX5fptFrpZL6WR7jTIZaBLYIibKA/dWVa1K93QDBG+C5oMck+G/hig+XA8/UNHP/P/ytB8fIxPZ2E6bMtlbYUFfCFKK7pYGphTK5mZUpyLko5X05yYzeBzri3p1YEUpL++m+DE6GgzVh3jxFvjbemd1W9Deuxru0fpKOmUImkgv0nKjfQKgPT4zgOQaUXvMtCzKqT5XCd6Uq2M7Nwx29DhqhRiys6YVWUdCB/5aH/h4hIPVsAlufLav2wbagZahtW+4L/Jg482ucTuytK5y5XXXt2Np9tVKXaEa2FzuIbovJ/2RbghgtJq/D9drnz7NZjDQ9ChqxStJCpA8q8X8tFVWEGvJm4jeqV14SLoQsgIB/u7vAqypu+IPhr2FfaGAaS/842hMDncDJvWYH87KYNypjUtYXo5Wbm2N9Quh9u0Wj4MS2tFSQbaiNiS5uGYcBhIfGVWDkMri0Z4WobhGvbRZA6vCJAeCk+Xk21DTWYzQ5bzQGxdpaClgvJqTM5X5uWVwa7LdZA2hQDtTWjg5VNyyabjGSE62pwvSnkQoBmG9ugkMorwcoKqDueDdfg7pzz6Qkias+i4TNNy8QLgx330vU0nrU0zLB3H9CpP0XJ9oQbpXCsaGMGVK22GAJDOAoqKNKYJAij45q6cU+doq4XtkdYxjdZchW4+irB5CENGrSQAACAASURBVK4CJM5fK2HpJcZuYWCz73mFNql/NB+WlqIZ+HgRbgonTZcc2hDpI7y7gc+hQ9dxbVYV4vJGglswZ8db1uEh6Y5ncl1axXR5/CKsvznDvL7XLR0+1BKmldVZeaWuGObVSkv6bpc5HC0Thv+tV2zavnONumpY9ExLulTvki4/B9JnBOd2WyiXYVou2fTrZs/o6nNmepSgNavRlDWzE737VrdVynNGaldw7m+Gr5Cy6ctrFp1omdZDTrk+y0pPQ9pd/qQSdBzRg63pU7RVSnWee9m4llStdehwBDT9c1ilvGs3mpJNG5BWIH35dojCFXoqfoz7knEloZR5/LloTsMA3/vPFo3GJDZtpfXl1oWLnn5/hLtoXIkrO3idrwnM6SKkDy0atafWhEbHwrX7PjVdlJSacbWmSPjUuWHTqxaNVtRbExqz8loH+pfUtZksQ1qpKXk8DWuYIzjChy16x6aVzVl1FNKDV1un9V1qWsK0pvCY1sA4pjcsWrLp2vgLCqIHrg20pJVwdIGggUULdYu2spl1uy18dhfRmhCvfkU/MgdnW48+dsKldUFw31n2aBPTKcntKuDxPqINsYhutojfaUUXw3UViGsoi5g27FDrwEznXRofonVXIQt76Sgc13hE50PSVhjQtm3RBw4N0vBA61aE77ej9TqXTxvFVT07iaK6sdEs1h+idT7ASPhovEYfb2XeDbV1lg1VI/b562I7WlNiuZRRXJnLXsF0Q5VSrFtLjFJ+2rukz0wqdTutvRN86yampfa0sDdq7KzMSbir3oSuWet8ZgO0dy3+spvNDHd+eP0fZeAsZ29JX7Xo6U60fachl/ZCWPRo905IVgcJVaOt6epVobRmPLgD6SelRNMIx+t8Hjtp7NDuPNlDTOuoSjHcqFi/Lbsx04p+OiGU1o3dO2dyV+UCB3ZvtqD3GmjefpG3aViRHruntCx6vy1dm+AgXbqzDrNZuTltLTGaakVLRUXXFKv5cBdfWQ/TWfboY3BkzqhH+0Ak6NgHdyB9B+VwU9y9OSLuba+teOXaoS8JAVpwaEnRNEVR5CJxrd3auOz+dYiuc/Kbq/GsUqgmn7j0knC4beytP8grMjzcbsMCP7WOlxitXgvkcCsLwa3AKwZXjiuFBHFrrncysnu9PqKfckVuOM5dzZaTKkGXIT26nUc5XGjMZpiWQalq085d49y6DtGxMuylJEl6QXZ3QfQBp/6zlDp+dexq0aN3hH0F0vuYzjfL4RuYrhf9oXYzc1k4MuPV5FGV58jt6+6N9RBdESqZNMicy1xVA7Q8WsO03JjN1PrGDKKPFD/tOz/7EKUACNJFkq4uYHqCoBWhBum1Wu4q3KW4e7uR3kT0qhigyZWEzubNaiyaT9zLsBB9X9DMNHjvz8UJ2aV1hatjOjsFj600pS/wsskJNu2ktZuZic2LiSVIOymP6D1MvwtpyaWfgSzxtdruciOdT8BQu7QTarflIrZl99Xn3pPdMoBpDtLx7IE46eVw/6Y3oRVMr9mVktto8k2+7v455hlIO2UA0zFIJzB91JzWPLrAufQypNcVfw5vdmm0Oe68MqYh7US/FeEom+G0bkEbjR0kRbXomp9udkG4mfFo2HI5GdGiy5jOTBRb0Oar8hDwR3itmC8i2r6Sz774oumtc8wF9+U92HwIPrqSSYHM1czVYqtu4VAumNbVZB5VKdMa76M7XPwPabemteiiTast6YZsZieqEwSH7nDLA9houjWtlcPl8XQ8M5FVWtIrDXRgc+jlZh96272c7NYviH7CyZvz7endhghvQfMd6FXZre5U+58IrHRqRTfU4c3ppsXaT6NjCA5NZg2uBv9wbeG7x6iTBf/A8vPH6O1CSNrNQy229Vt7Qku6oCW2Joc53TgY07IXNl85o/noenu6030e1m+VRJKuk3Rptjg+tXwHdqs2ZmvqyGUdS7u5TgMfi+50Efz67V3Qkt68qGSmVFnXiqua7tF7Dh1rcTrVojtd+n/v9raPJjeOn6q/h2n5Q0gPyzZtTdmhHy3G1xbd6WY9927ttKEn6laoJUPTD1zaGtrznehsRzrZmhYUO9R5SD91adGl22azTjPDP3vUltbfm0ximtOf/mVh2qIz6Cu48uyKvmug47S4c4igPLPozWFMW4VrdxN9xexIj3LttzgeXzejjwlaGp7Vn/5FUSdovLWlNzrRZUTvuHRhOKElsjOKuqrlOeGHMK1lRJc0vbrvpHWuOV0w7XU+Np1v+me5Z1iMZ/cRrbg0HBppypai7KzOQnrCzmZ++n4DrVfhyDmbDkWj+lI/IwHtGRpzEXcOMfSaXt9SdnZWUxKXn1I2rXINaU1x6IpLO4WrVoYj580x0Rfhm2PDHPe16iv+aBbLzisNjbmIO4cYz3S9Lig7dxG96dCoNtPqDn3g0s5aBTh8VYAQoJvf3EAsx4U3yjOyeU1bwLMKHl13aZnLzhazN1RZGyoPI7owOozGc7vVBnpflXeAsOHQ9smmMnd+IpblYouaiUovvnO+OZ9wvhvDOdy7cwiilcz+0turazJXMJKFuiJrw9VhQz9+VrZprRm91Eg3Tet5N/wxawYJH0zBtKbFud8s/Wx1Reb2Td6+kRj57d2NBnpble/iRz+QdNMqxZyv2nJy0bqlw7KPTn28NL2622L0QZZrh37wRJ4CfDjafXXGWquwRNL1rY+XTrehP2mg14E0BUeOHA1tzOFpHO/OITCtIX34Q65Ubkk/baBHweYNVKWEoN2DarpFu3cOMWqYnki3od8K0ua0OX4DlMde8NFN1wx7dNWm3TuHGFoN0pVz6VJVpqCN9FVguOW6HX3FeaXYdNqlYWIjer4d7a4icejJqvFNAJwVL23pbzuvJJsWgEsndD377e8svKa3pL0n2jg0902N89b5tE3rb9s7AT5IH4PEsZ59/X82f34stTzZ5ExYePRVgzPpaEPQW99NIt+KPnBv4eTkcE41YmFp56tiB7oSy18ZTsSOtqv8k815Hc8y776fCtJ6Ea3VDFSk7eka0Fvfy86ic2eHBjiVKyfUzVmn5Uo3pflADm9PK6BNqLc4dF393rxmpiqjV4vqiEPfdNcSuXQhCbsKztuhaAno7W/fkRNLhmZmvr1wVYX0nE0LQjO64FweF4aGbWUHekMsI/pb5oSqDFdt+gcNNN7c12Fo2NQEC1cLGkyoB8MHdj98U3CmAVusqGzTD3doHXSiN+M1QxtMH4KzyaevVWz6tnstc9vFnG3LNWwq9c32dAzSAxymX/VoZyKCnV4OR+9BekKq/oVHu31phgjHNHoISpvChWmc1ulDmM2q+2WXdkbhzGmNTkHq7Z/ZtCl+gLJZZWFC1fYLLu2cJmtLN+8WWjTqWepGB7o079A1ed2hHZGd5iFd6UDnED2TvqrCIYBN51761XHJekaPDppszkizDV0WO9OxzbQ2kJkZVRStLq0M4X74pteVZqXRVIb+uAO9lTESCzOL4OgYPPyVNQR4S3CnQ9vRqaafWTTqYul76GZVLWnJuuHHEfnRg5vd0zzAhQuVsVa0DBq3B7cFdwDLSgsWjWoWKjonuO+3o9vlcAA6hjr4VnO6muYuGtWkat+hJjzdLq2b0buQRpW4/L+/Lt3B75THIA37MQXfCYgWtEjSOt2dvh7c9gbqX8Dv4NVNiqJKyyTdvpdi0dkkHX2T467fM797DJyFB9bqproq7dDSXBzSVTE8LTjZy6GLim4oumqPxkPkcN2mhRqiKULt3lDArsMlTGsVwUe3y2aYzskmbIhoafuRek6ordVNFbsxDRvhIzCh62FpewggOL9vtKM7Fq7NJOAS7bNZNpWoJriiWtybz8NfC2gIYOkfWvR+U7p583FA0BIooBxuiC3XhxeuJWpFobizs4cfIlD4wVfsqUBTsx6cVOWZ6C3csYURzrekdUWpK4Kys7SH768obwr2WXFj1qK1ZDO6eQ7/c48ek9CpJAEoxda0iugdh/75piBaNamhf846HgVd8eg1CU1tQ1ptQ9cxfXdv7An8tYROT1n76uvWHipaqxmOJrKZSyvt6Joa21l6bq+EV16hWfgqSedVFdK6KoSuUhwaoAivVdvRMIfv/HDapp8GaUlVdVSRMtAom2laB/rBxPTeI48WSbpo0fkiFb2CT53DwmW0TWtVeHAhtneIdkHttT2D7tFodZMq0dFDbbsKJH2eK1XRLjJKa42kZUnVris7atEagdpjrja0aNGS3VU4akOjwrV7Pr1XdbOZSdLlpGLEy0m1zIekATolrI/KqH4Q0ORGS7quQrp0fn5Pc2ncp3ToKq+aCfjDXnkelv6+DAbiHehasa6kS38+f5+g8wQdPHxnGn85K5vcTgdaS9br3GtX5v+FUXRpnKxat3Sq1iGtDd5qfZ/g+nMXXc+JXqlMtOjStyDdqatg5SlggTaNd+4uwlftUIfrpXi00gW9ZdFJyeoWglC0ZNOmdZPjFnSnKkVw6duol1IPTe8NCs662O7ocbsO3w/dLZQHBeclI21/ecQ+dV4WwtLbXq5rkcND9khzNn2QDE1vunTbUHeknTlSpRD2ssEH3tMG29LtJjTwl535cKV1ex2kvYfVsqS16H7ZmbJTQFh610vr7rKZR4dN693HkDY702GG9oBufL3rPeWku7T+UVd081zclhbdL9M/n2v3dle0+1L/sU1/woXOZiEjvGM2c+hyaHqFijbAtHk96y3XJehDm9ZCVyl3cIRbV+u0i3CbNlOINtTFlrQROq3vbFLSC9c1YBQ5h37o0Lep6V1M40F9mAi3adml8w5N/5Cs3ZDNh5/es879mVe8qd3uClcoOnODoF+xhh6ASGsK2ntIlr7Shh616elxSFftv5e4UYxearXeLFSo77ShnVBjujwgWp/NBuhlAT2TPWyjSZnW0zlIa7lYgDatR43swHIdmr7TMa2tzrAb4YjWc1yAtp9ysi8411+HoFdC0m6o7yN6Mx2krUazSlWuGWkxSOfspW7H4elKONqN8ArK4YMLDfRt/1K3MPRHlPQByuEOffYV/3ozk6egV7wc3nak6dJVSNdGbNo7g3Ax5y11i6wi9aX1Aqafbdq0+107ra2lbpS02rLlIhf4mQvTGqTrTg4XPfq2t9StN3R6DtNbqQb6PKZjDHQ9VFqbo3MabLnqAtdAv+hf6haGtsv1sw60HSOcbmA620Af+pe6UdAgHO2/5oVczGm11zQPyaKkA58RtLVWgeYhWYjGF4DkmWj3JWMvResfjc86PTxx+sEPBOuF3L4260jn6GmnIlVPnA5bh3+aaYahfV9pQ4yC9u5vRjGrEA1N/3wuYvTRXblmCHUfadrmQwWikSgkGmiGCA/ZD3fmzfIxIGgR0SELl0OPx0yhpnxQDNLacO/plCnUazbTZajf8ujPtaHttDbHZw1B0Rvp/dvUNDHItdcqdKDntR7QayFoY2xeFxTQhKYvXARtNL0M1E9rm0ZNqEVD7/qef92R1vPaU0ETi/kGmj7CcbmGnXB5uRyGrue1A0FLFvhI6LTboW2+wM9HK/laRTDjzjK4LmmOhlbzyp4A4pHkcEg7L3nviTbkFqCXIb0fEY0GjXjVQCg6mdzjQZPajKVc30ydjg+tIUNoms3sK6ltujwiZJOK5tJCt/SZDT62+XWhaVoHabHAR0c7L/mm9BMfDTZEU1BqUdNNUzqQ1pAGZMvl0fcZOkgtxFY0B4Rq3EfjZURd0bFCguMbdwicyUW0lvDT6AdT4brQ/AOXjvto/2eYLveMTvSMvtmJTvaKftAx1EI7GmWSAZxTekDbw6Ie0B3T2q5dW9A8/InP+++zDAE60LW2tODSZvS0EpLORE8X+0dLIemx6Ms1H45WGMZcHULtTPT3gv5xe9qZ7ehUruMMhetvZtrSzj1xelGlmO1pZzBk0/FCnJc5cyFu0zxwstkgPX2/Pe3cZcuizRik97iFeft0KpHW7zFks/a0M+1v0cbs45f5XDozqzXQm5HTy3563hT4PSFz3cp9JJ2jp3PtaWcNitV51AxMj9+wyhxZpTBks/d89LsHdd/H1klK4MylaCakc8Lm1UaaPsIfbLq0KW6I6XIMrLtrH4g72NkRDlrSLF0FkhYwTZyqdG91ZdOiRc/0gobHPEPcrM+9g519di+J6ZxLd9dBImke08RdvVzaqVJsGtj0ReDkcPoq5cF7BL2aR/RFgnYznU1nTUEgacGh9+mbDz8tQdqY9G6k3BDq8gKim2Uzhubjx0Fa4w482h1yO5NXC61y+AY9XSHpIgo1562cCBYuYLSkGSpSMtQbKqTNKYJ2bwVq0bq5IORzwngTmqHlut1I7xF00UdrBqab1OHdlutVBdETe6L3ub+9RnV4PpfJzNq30J7na1s6pre7peuYJh9r5++lGJopSONEo+lVKfQt14McSesom8W8GVs0vCYHuehGKoUMB0mbPu3QX2UIdQOtcVme2OF9kjZjplgQYAepoZfC0mgStLChoQifIZqPMLMKFs3QVbhN0kYTuu15rq5ob/Rhjo+ZYwtUdNqjWebNvCHAeNpMLwiGyhTq7mYVsmmAcnixD3QBoPXx6A7NoWk+Irrp1vbWaunueikTzT8I0B2HeydOC8DpIDHQ74WL8F5kM6+9PnG6w5jLv9StDU1fm93pMOYKndb03cKVqGj6znBkdPqkI5x36J0Xe0a3yGaoNhnEVcojerq7HI7u2I77zjv0ad0lLTg0QzZrpOPVeBM6BZps3eXwO4MebfDb5bgZo6TNc5imL9ckrSULkOYCdLuLqiAta8w0EeHVxMrshDF/w7dDJ7oYtyKcfpkESdfVjKgaZoDukM3uJ1kbzTu3r7qvFSUjyC3oFmntdRXoR5q+UCsw6QwQmDlrdxVbZDQqoZIhNqVbRXg2yTyN46cnQN4U/I9c6JDWcHzGntYEPcIBAVYpifB0SmDvm93ZJOlhUQBZGhrdeDoS+n5mQQAaTblGtU80aZ3JiMBoWrg6tdfd0geIpqxSnG5hd7UZpo/dR9icJK0qmTTQmtMtqhQ8l3KWbcxF0rAinQctKtLmwz2PZpjG8VekY5AOtlwhRx8/7oquFYchneoHrSWzGjC5QB0edsx1uRvaSG4fAxA7MZroh5v41keBp+Z0qlIeIvoh2B+hj/CRrjrDPJAtWhnpKsLb0S1CPXax9PkDQcgDxXu0wQnRHHeL++eTsVVYrqnpxS5pqMIO0jD3tWXJfTtiukVaj4kSSmsJKEX6bNbh1HnH5sOh/65v9P6f0dPjUdAwh39AndYrUdE79PRmOLrlSFNCvXdIC/T0R13RvEXDbDZNT1f89JH9L0i3mZ615lJiXdE71ZhcL4h5XwNyMjRX5iQly0v2A2V8dIsOkleuT3dDm9w1RCdznNBIt2yvnRzOQJc9el7kJUWSNhcY6P01avrOJy6Nzk1Durgh8gz0KH1t5qPzkFY3fM8LakKX3VXUREV6mp720toQRUyv+R6d2YQuNND5LmlTBIhWOtIu4kvrrmiBnuZdWqKmpf/DoxP0tDuN88IgdQdJIlZecWFpL62tUH9XOtqnpxeJlqsshqP3mmUz+qH9IjEEMISQdAKtEDoGjzgirelHmutEt9AMS4vOZ0Sof0w9BGikYZVy4jRaN4grUmedMA2t0A/31nM+WlYkeaNT89GUHuxmpImaj52ilNzMhKQFWKXM5a4j+qi7Qa6Zhh2U5WwyPxySFokqpbu5FBNWKeUk7KVkxVC0DiP8Sxeclqu7CY1FsKXxu2J+m9whVFpLLFXKHf8S1sYtQKPVXpA++nD+DcHXN2OIcEoa3ZIY0vW1yRkfzVCb0Q7t0TMSEP2/Khf89PmuznO1o53OMHouIqT331ZJOs9En6cLtZyw6LULZT9NfxXbHcplEg+XLHrURzOl9XrICHfo/D6mD/9e/YkAyBvU9J7eqlr0/2ultUt/s7v2ujntv2xQqIqIrvyPTy+8ZEd4FTcflR4ULj8twoKN6FcnZy44tIgbzR6sVfDRpmjyVkVqQsGiNcCYzWhpkAzW4YCVpotwA12OsSfao7Je0/6bG6CLUCDN94XeBznxE/uz+S1rKNJ1ZzgEraEFzDlRdWjB2e1EaE3MiVZv2UD0P4gA1D46gYpUQ2OUPfEh/uUY0vXvC3DEtCfWToI2ebJw1e9C+jDn3MuOiqaJ8KyIrolPoiezJ7IcF79v049vs9FXuPabRdsPoUaLs7MjxEgT03uDkGYY+HSQ/TQ6VV7gSRql9R7HSsfMEb75p2izzrjlrV/QHKb3nHmc1vD/e0NsES62VkPTKyz0nQba5AZjRqzETXJeHMME9n6pckSE6+id0spDhgh37sJaz5LpSxzdT8NOISButTEv6uhEe3k1z0Q3y1pl+G+U404LHOcbdgYjaN56Ssl+fnOaYcz1N1c47mJheIr8ghH8cmvaeTXX3XCPgT62Xx3rfaN1nX4upWnfjD7CAUOom/bNQtPeeSCdvjPcHe0dVKcf2ndFg+7obrIZakYdursVGgx0mWenuww1SOCfdaDdfp2a7iqtnUvDa0D7MTXdVbkG3rV9LBHeJe3cdFffPPG0dmaRdYa07paW2OkuIxxdjH8E+pLWKMLr4Ghjjj7Ud5qtVaDJZoL1f4YI75a2Ls7tC605/2egu8zhzrLqk28+3HtssNDNBrkUdNGlTzzCnbNxJ0+799hgabm6o93bAGiVE6dF+4V+4jRqrq1n0px44UJjbTwC0XP09K2u6J1u6O5CvezSEfVStNC0uzaCIdTd0W6xPnnau58M0zRON7R3U5cTp73bA2sRlevQNDHSjKhwsdAnXJsRQ/uoIpxhLqUftAY0QSsVYieT1ssclxSK6KHG5JnciGh8n097u+Qc/dxZPF9KPDeIE4+ePbT2iqyDVI5hA00ZkDO1HDqIQdLuVyKjq5aBAolmarlBUUQnUHGH3+2YAP8jhCKisaGJqCPgW7uMKk7ijlg+OqIcbtPlBlpoQmNJr9DTq83oAtq7yqO0LBNJGyvwvpl48iOGUG80o3EGKifRkmkfvZ3sNW2+gp5ut7OHzgA8Id7X5WW7A9qwrRN04Nooqm6hlYrLFSEZpHda09HkcItOVtBVDTLxri7vt6LXoqRNvoJrSx9dxbfTb0pHU7gAfjCmUBH2A7QES1a96f4sdKUVrYkVoRqkDaEFzZLWP2pFV0FF0ETfCnldgr3fE6D3IW0EadjnP2q6PwvdYtFXHg6nKgJare6nlxsO7ND0ad2Sxhfv8PZT1F16pwUdYQ7PQxVfNyT46X1fviPpqMo17PxguhikqydAw2L0WACK765fkNbEntMqLFeQrhG9AUwbQr7p/tHV4UCt4ZtLaAb5JqRNnu81XVcwbcwFaJAUWtCR5XB9B9PmdJBusaxiPRdZqLVl6347zwXp93tOG0mLXgrS5ebHWY9o4AOsWRJELwfpWtPdo6TRhmjfpkvNdrPo6JqPk6BfjIqmj/A+0n1M6zYL/Brp5k0HK93m5gY0dJctlww+urIYoE0xbc5lE+BJkaTrhqJXOP7Ya7zXbnZDCzk+d5YDH7rtpEWnzOvZhCHHSFrREJ3UZPfOXF3RJqQ3z8ZAqQmdDNB1bV9XOd558Dgj/WMfLfCg5M5Y2LT1JHvUhLk5HNN1oK3OenQXPVJIJzHtThvYdAbTs366jGh9wzmbykSTEX45B+kV9x7eFj2NaC3noxXtENG1COnNVnR1WAvQc5AuDLsjXpbabJCgZyBtcpkAvQnp8kCArmA64TahXdVmmBYhvdCErib0ZnSSoLsL9URO5MF6oHBN5yCtS7UAPQ3pOu8+GZpl4EPSU03pPUSjC2xIWg3QLKE+JOiLzejUfUzvBOh1RAtdZbMKQU9vNqMrkK5JUoC+A2kl6RaurtprSKeaZbPUwRzM4Qm+CV3w6K4GuZBOjzejq6hwDfrouqZuI/rzkYW6Gb2A6Tou7C5d09R9SB+kCLq7RjMzAtN6yp/WmRR+nHzaT+uYrswT2awbmh/JjAgN9FgzWtu36YvOl7ub0MiNCyjC/TTgZvGT7NMxHx1Xa4he8NrrrpbEZDMCyuETfjo7a0L6aZojaTOh6pj2eild9UgLoojK9Ut+evsYzB2Do4wv1CCJZ89U0Z03XmMYaXoDn4anttL0w8lQh50Pj2gIsHaffiqeagjQju5jqOnpNpcNUtGVvoV6veKuEwlNt3k+FxV9QE0vRpTN1lVvKBiWbnOTMaq0BtR0u/ubUQ1yP6KnW5x2aUprbehV+iqFKoe3oUv0oQ5FG7xFu2mdHUvAgSaf5V36fte0Sdw+3KI3OTjaS+DHTpN0vAyqSYKuUNPE7bY0Xtd4I9ZIXxO0eDZAj8YLorJM0Ifd0FW+VuUNrhygR7grfE3BqJfWhdFEVlTt545j+lE3dE2CgqZ5X7TopKZK9XqANlMgJ8gKQRe6KVyKvA9pw7upN6bNpF5sQs+BvCCrBJ3tjt5WZc0M0Ib0rCjVngVoYw4IsCNE0Cv0Ef7tAA0CEW5IdTVfA0FaFwL0Gj2959HSHbmR1iDNaw20lrgI9oEkuvRGN3RdWpdlQwjQuqSWeU3AxcijNS3BgaqQFZw31hlor5dSTU4Xi2Y8ULhqmE5YtFuu9ZrCCfDdqOiR6aIKsuWEj65LqsKDpUCE60AZF0Ai7x5nXeqGVnKzsgq0QA5XJLkogX1Mey1XHY49BUCW62X6DpJHq3uzT1QQLNeQliUY7Q204KPX6enFjEd/wM3Iz4LluhyXZOlIb0aTtdn639DTXrdQPYS0HqSrCUgrQVppoIlrAcJGuDfmUiuc2kgDSSo2oWv1TaFI0gz9cK8iVYsaqsO9G2nbdB7WZrVADlerak5QyJarKxq6taR2zVt34tCwXH8tSMMyLZaJwsUy3CMGuUmtxhtnG+kqbz/JnqCNZEGsJgmaCDlsbwAAC3BJREFUYdHXbaKXommCGWtCC0YyQANTKBOrw2H9QHS06Gl4JMO5EwpBE1ubHunKTXqaaqTZju7xILdNP5yBjmoI8LtLtxtzfcZCfbX5BydBR38S+aTTuo907rNEt3vuHl2EU9fhxGNbZcAtcAY377YgmJZNbhYO94saScNxOFeFPfYd91w3S1q7tJkAXBrSKff6MJeOVWM7+HSqSyc1rhorw3e7ob0zPnEwPJaaH0iJPloy06lqXffTtWVNu1FTagTdTTYzYoAfW0ibDXQmpUG6StL1IuzD6YoeUaiNGhA2EJ0haTMJaeOG5qcVFdKaom27p9lZaHeO1NAhLY6BprS+7aOPEG0oukevdzMVr2lAGGugYTbLpMwb+oMy8PdIDbQs5sFTl97sojN8DEOdFjfM6YwzlHXoWUQf+uiipkG6tus+m3y9q4pUB6cxnfbRkslp5o36rp+WNQ7SCkEztFzefHgNlmtxg5tLB0LNzZrX4iU/LSG6HC9VXJoh1Oe90YdF6xtN6ZKP5rW1unFA0gzZzKOLMJuBDWNuPUALMIfX/LQh4Bxe2+uK9gY+SSCsgjFz+k4TWvfTmgjTH+bwvW9EQps8otNN6bpe+lckXQWQ1kiapYPkRrgpQFpsSsOKdG+MpOvR0rD9g7UZpB+EonEdvjfi0t1kMwNA2oT0TrBKaaQVgFsukqYf2nsXQcNWURibnwfTSrBwpWJ1XU6TdDkB2+u4osvjzeiQ568JOoa6CvNgtIGejde1BjoGaS1KOmaAM+pDHw04I1E/9tPVhBGrJo+On7zn0vfp6UGiq4CXCmy5n/V4CNDu9pi9pqmWK0dLn4p+zfAJRzgLHdFIk2ENUj/p/q0P72fhoqFDDu17kdYR01TXfURL06xVCDmDFBnNZ8Yy4sKoiOlnYGkZ1HfK5fL2/q+1K8fm5yvjr43d+a1vCECR1mL1mmZW50dHT0++9D8M8/Pbf7u0vRRLbWH66fDwytpzZ0cFTNfzsQtLypuHpddWd9eWKnOH36pkvlV68ICRNt8oX6ka1+ZOf+HNqS+e1ffS6/fk9TenHfovdx8sLp3V8xbNTwt3lXuPc99Y3Vhbejx3eIjo3RJbbfa6efXxhYP5b0/fvXv3h2+9qO+l3p2W1++9bNMH/7r8YOnfvYhPYEN6c074qZJH9ObQDx9PHxqPM9863F1lok+9biryhU/mZ/Slpbs/wbQAQ31vajSP6crnynfu7p4649KJ+rZ0uPnK6uZX/8NfTavGyMKfHQ6x0oYi/0dz9gV9YvH0he+f+txeajorLd47x9l0rDz03O4ti5YUGGr1wdLh+Ksrm//87N60+sHjhcNHK6dY6LctWtNSc/E3T19YuwVDnXpHWr93yaH3yw/u7t6y01rJzwnyA/3xOIzwfzGxN6cePs4cPtp9kYkenoH0BV3LTC/dvfuTtVWHTv2ZTX9z98HSyuozh54W8ivTj/8nmM3uT1jZ7LD0X7/MTD+5UK//szlI/3StpOfSa5CeSn3Lpq/AHA7f5oFVuCC9caby2jeGS5WJR7M4h68G6LDNx/CMqagXlPrt2dNTd7+fKg2Nn8q+Iy3GUy9a9MHw0Mcro6UhwaaXhKXNeLm8N1yonD2rneMqmeHhvT9markgfVSdqd74/uzo1C/XpkvD/H+3/bcPt5e/8lurcNVHnv/th1/5cFi06IfL4s5Hxf3aRx/tH1W/abyUeCKO80/+NVMdvvq6KWpw1KPjGxqIxEeCRRPvQLr5UXRmuvlHFk3eRgHV4U23Yyb61Ou+q7vJjersHv1yZViugRgBvbbHUrhaHq7XdLNbtbDQDBG++nrzD2hp+gX5bw9HQ7O0XCM0tNRsN+s4DDeUy3Smy9r+vtkDeqwDXZyceaX6SmEj34FmuONup7SWJ85frLxW2njYniYXh4Smn3SgL5yfqvzVa6tyJ5o+m73bif6Tg6mDb7zake5BhD/5p1emyn/16kpf6LOI7hRqlmx2q0OEqyit/+lrf92JZrg9ZjtadOi/em0gevrtUx3o/bPnp8pXVr94uT0ddR2O6PLkhRvV/Y/++w40U5XSIdTOJvWPzkdPf7lDDg9LM+TwdEgadKDpW643TwV3ZKTpI/zu8B/obmjqRvPul1vT96lohtqsDS2Gp9fon5O7HhXNUptFQ7NMaDzqG333L/tHt8nhvS5cfSzXnfrhYWmGQW5UNMuU3Wef3uxfWtPTb4/0MZv1rb1+83ehq8BAR1W4GOjWE1J9pPd6S789XGx5uJ73zSKiGcbX6YhyOD19dywimn7MdbdNqKmy2S0GunVa95xuXbge09D0Q4C2tEhBR1ybfVZo6vb6rajoWwwdpIjSOlrafc51GJplCPCppPtYuOhCHSnd61CvRlSRdqa3KGiq5qNzo5kP0lH1zRi6Cv3rFrZruXpN9zHUvwt0tHX4Z4X+XanDPzPNB31an6IIdS1S+qefzl7K7zD95U8l3escPtS/UH866V5H+Fr/6NFPZYR/Vmj6lVeR1Wb0z92LjKafvIqs5WKgo0rrW95xPgN0KqpeCn2E95GmifA+0tF2ht+Kiv4RfajnI6J/TE3/9djvJf07UIf/iLo2m9qNiH6ROtRTURWuT6jpS38cVS+FPtRRDXx+QE/TZLNo6/DI0po+wi9F1nxQFy4qum2E94+m7yBFl83o6XZnASjotc8U/VxEab1G33JRletos1lUoWbIZs/RNB/t6Pd6W67b1WaPeluu29GP+0ffftI3mr5wXYqK/qC3XYWIO0gR5XCGVfHRZTN6OqqBD0Md3kc6qrRmKFxRTc8y0DTTONFms8hCzUC3S2uhp3TbHE5D088MTxkR0fQTGm1rs97SkaU1Q6h/B2j6HN62M/xZoam7hV/sX6ijo1+npSMr1wx0ZIu++kjTl+uI6DWG5qN/5zT7SD/XP7rtzLBAQdNfShZZuaa/gC4qeq1/NEuV0q4fTkVTZ7O25zQ/GzTDTcbanueioKNe4PdZoanTuu1iTgqaIa2ju1jy95OmL9dRZbO/oc/hUY2vGQpXG5rqkhP6e8VHRkdbpdBks4jrcKocTr/ALzL6oH80QzaLqA5ffy/SvlmPc3i7Kbset1ztQt3jwvU7QLPUZm16pL2m+xfqduvNelyRRtZL6WMd3seKNNr7IHl0ERwAUF34wuosZ29/dHSWI7czLGld5rj4AddsGyGOPvCSXJ3/wuqr8OVp7hTHjarXYuS+c58wRHjZ/foglypzqSw/Lu69/hNgyCjU6o6zp4Qi3Esd+/jocXzo9tq6SU9/iH4mRHwMtAnuR5j2kkNuS2vmn1DThu0ZjfSen4ZRTNDlAncFRRV8WcVxlqSls9zAuZERRNux7tEF/wEDvzrp1A1te4307lV4+IT76wNQ4d/1SpcChSXzNSfCgekOfPSQ9PefL1yv3Uf00fGv4e+iR+PILZK/PgRkWh+h/zWhq2ELF/x3ZAr4GIgmHscsHT95V/QO8z3/X1LUcPZAz3dU/LQWlhZrkgIw/ev1IA0M0bvRfpA+tpxG2pgJScOYtGlrI2j0Q/H/StD4jvXirxD9DBzlq27hMi6EpvET4BCd92gUl7mBkSFtB39i8sBEeXAoDrM2eoiokz859KgCK7O7oTaTAaNVNrMLhta0KvVtX8v6f4+tDHDlIfQiJVV1Igcu09Dudu2L3uvhyef/8XLB/XUE5Wjv1wEB/Dcg7qO03plGtFfuQtJv43geEVE8AuVJXRPQcx7xtjq58tcJLyxY9Yp5myrFrfbb026V4sS4cATEAsdXuRj+KDGG4xb+e8UfP1fsWId7Bel9GjrM9g0uNuCAr3i1XpYLxi+OwBB0AUci+vO9N+xNRL8a17hYIdb8u622R2IouhfbodA3usL3jVYDdcpJ0oGO60nSgf71/w9Q+oe3B2njigAAAABJRU5ErkJggg==)
Isl Floor: 4 Unils (rear)
2nd Floor: 11 units
3rd Floor: 9 Units
Tola!: 24 Unils
04.14.2021
Proposed Second Floor Plan
3/32,,=r-0"
NEW INNER COURT UGHTWELL (EXTERIOR WALL TO REMAIN)
NEW INNER COURT LIQHTWELL (EXTERIOR WALL TO REMAIN)
1st Floor: 4 Unils (rear)
2nd Floor: 11 units
3rd Floor: 9 Units
Total: 24 Units
4533 N, Clark St. Proposed Thud Floor Plan
Chicago, IL 60640 3/32"=1'-0" 04.14.2021
CONDENSER UNITS ON PLASTIC PADS
NEW INNER—\l COURT UGHTWELL TO BELOW
-NEW INNER COURT UGHTWELL TO BELOW
-60" WOOD SCREENING FENCE
RCOF.DECK' . 2,060 SF
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REBLUMAISE PARAPET TO MATCH SIDE PARAPETS
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Chicago, IL 60640 1/8"=1'-0" 04.14.2021 \^_J
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retail; 4 residential units
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FIRST FLOOR/GRADE
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V UPPER PARAPET *48'-2" T/ LOWER PARAPET mh\
V SIDE/REAR PEAK PARAPET jK
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)
Existing North Elevation
REBUILO PARAPET TO MATCH SURROUNDING AND RAISED REAR PARAPET ./■ SM SF TOTAL
*29--0-
PARAPET NOT TO BE EXTENDED AT UGHTWELL, METAL PANEL BEYOND (ABOVE UGHTWELL WINDOWS) T/SECOND FLOOR i
UGHTWELL BEHIND BRICK (DASHED)
DOOR INFILL FIRST FLOOR/GRADE
UGHTWELL PARAPET 60" WOOO SCREENING FENCE STAIRWELL TO ROOF DECK
V STAIR PARAPET
+40--6-V UPPER PARAPET Ws
T/LOWER PARAPET, t44'-f
If SIDE/REAR PARAPET a T/ROOF .
t41'-4-
T/THIRD FLOOR
Proposed North Elevation
'South Elevation is mirror ol North Elevation
04.14.2021
Existing and Proposed North Elevations
1/16"=V0"