1.0 DCPLUS 20160930 19184300 20230301 19184300 https://www.arcgis.com/sharing/rest/content/items/7a80d65174ba415081a46f5fcc69e402/info/thumbnail/SurfaceWaterBanded.jpg https://www.arcgis.com/home/item.html?id=7a80d65174ba415081a46f5fcc69e402 7a80d65174ba415081a46f5fcc69e402 Feature Service http://services3.arcgis.com/HESxeTbDliKKvec2/arcgis/rest/services/ADID_Wetlands/FeatureServer Lake County, IL ADID Wetlands 2016-09-30T19:18:43 2023-03-01T14:19:07 Lake County Illinois Water Hydrology Wetlands ADID Surface Water Surface Water spatial data Lake County, Illinois Advanced Identification (or ADID) Wetlands. <a href='https://maps.lakecountyil.gov/gisdata/adid.zip' target='_blank' rel='nofollow ugc noopener noreferrer'>Download In State Plane Projection Here</a>. Boundaries of designated high quality ADID wetlands established as a result of a formal process under the direction of the <a href='https://www.epa.gov/' rel='nofollow ugc'>U.S. Environmental Protection</a> Agency. Part 404(b)(1) of the Clean Water Act authorizes the USEPA and the <a href='https://www.usace.army.mil/' rel='nofollow ugc'>US Army Corps of Engineers</a> to identify in advance of specific permit requests aquatic sites which will be considered as areas generally unsuitable for disposal of dredged or fill material. This process is called an Advanced Identification or ADID. Under the ADID process identification of an area as generally unsuitable for fill does not prohibit applications for permits to fill in these areas. Therefore the ADID designation of unsuitability is advisory not regulatory. An ADID designation lets a potential applicant know in advance that a proposal to fill such a site is not likely to be consistent with the 404(b)(1) guidelines, and the USEPA will probably request permit denial. ADID wetland information is also useful in watershed planning, land use planning, public land acquisition programs, natural resource studies and other purposes. The wetland selection criteria and methodology are documented in the publication entitled "Advanced Identification (ADID) Study, Lake County, Illinois. Final Report, November 1992" which is included in this download. Boundaries were delineated by the ADID project team on orthophotograph background with an intended usage scale of 1" = 400', a scale ratio of 1:4800. https://www.arcgis.com/sharing/rest/content/items/89679671cfa64832ac2399a0ef52e414/data -88.19967953095082 -87.7606705469789 42.49583828261354 42.1524062247808 1 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 7a80d65174ba415081a46f5fcc69e402 http://services3.arcgis.com/HESxeTbDliKKvec2/arcgis/rest/services/ADID_Wetlands/FeatureServer Feature Service