{ "layers": [ { "currentVersion": 11.4, "cimVersion": "3.4.0", "id": 3, "name": "Fire_RMZ", "type": "Feature Layer", "description": "

The TIGER/Line shapefiles and related database files (.dbf) are an extract of selected geographic and cartographic information from the U.S. Census Bureau's Master Address File / Topologically Integrated Geographic Encoding and Referencing (MAF/TIGER) Database (MTDB). The MTDB represents a seamless national file with no overlaps or gaps between parts, however, each TIGER/Line shapefile is designed to stand alone as an independent data set, or they can be combined to cover the entire nation. Census tracts are small, relatively permanent statistical subdivisions of a county or equivalent entity, and were defined by local participants as part of the 2010 Census Participant Statistical Areas Program. The Census Bureau delineated the census tracts in situations where no local participant existed or where all the potential participants declined to participate. The primary purpose of census tracts is to provide a stable set of geographic units for the presentation of census data and comparison back to previous decennial censuses. Census tracts generally have a population size between 1,200 and 8,000 people, with an optimum size of 4,000 people. When first delineated, census tracts were designed to be homogeneous with respect to population characteristics, economic status, and living conditions. The spatial size of census tracts varies widely depending on the density of settlement. Physical changes in street patterns caused by highway construction, new development, and so forth, may require boundary revisions. In addition, census tracts occasionally are split due to population growth, or combined as a result of substantial population decline. Census tract boundaries generally follow visible and identifiable features. They may follow legal boundaries such as minor civil division (MCD) or incorporated place boundaries in some States and situations to allow for census tract-to-governmental unit relationships where the governmental boundaries tend to remain unchanged between censuses. State and county boundaries always are census tract boundaries in the standard census geographic hierarchy. In a few rare instances, a census tract may consist of noncontiguous areas. These noncontiguous areas may occur where the census tracts are coextensive with all or parts of legal entities that are themselves noncontiguous. For the 2010 Census, the census tract code range of 9400 through 9499 was enforced for census tracts that include a majority American Indian population according to Census 2000 data and/or their area was primarily covered by federally recognized American Indian reservations and/or off-reservation trust lands; the code range 9800 through 9899 was enforced for those census tracts that contained little or no population and represented a relatively large special land use area such as a National Park, military installation, or a business/industrial park; and the code range 9900 through 9998 was enforced for those census tracts that contained only water area, no land area.<\/SPAN><\/SPAN><\/P>

<\/P><\/DIV><\/DIV>", "geometryType": "esriGeometryPolygon", "sourceSpatialReference": { "wkid": 102100, "latestWkid": 3857, "xyTolerance": 0.001, "zTolerance": 0.001, "mTolerance": 0.001, "falseX": -20037700, "falseY": -30241100, "xyUnits": 10000, "falseZ": 0, "zUnits": 1, "falseM": 0, "mUnits": 1 }, "copyrightText": "U.S. Census Bureau", "parentLayer": null, "subLayers": [], "minScale": 0, "maxScale": 0, "referenceScale": 0.0, "drawingInfo": { "renderer": { "type": "simple", "symbol": { "type": "esriSFS", "style": "esriSFSSolid", "color": [ 130, 130, 130, 0 ], "outline": { "type": "esriSLS", "style": "esriSLSSolid", "color": [ 104, 104, 104, 255 ], "width": 1.25 } } }, "scaleSymbols": true, "transparency": 0, "labelingInfo": [ { "labelExpressionInfo": { "expression": "IIf(($feature.NAME != \"101\")&& ($feature.NAME != \"103.02\")&& ($feature.NAME != \"3.01\")&&($feature.NAME != \"2\"), ($feature.NAME), \"\")", "title": "Custom" }, "labelPlacement": "esriServerPolygonPlacementAlwaysHorizontal", "multiPart": "labelLargest", "allowOverrun": true, "deconflictionStrategy": "dynamic", "repeatLabel": false, "useClippedGeometry": false, "stackLabel": true, "stackAlignment": "dynamic", "removeDuplicates": "none", "stackRowLength": 24, "useCodedValues": true, "maxScale": 0, "minScale": 0, "name": "Class 1", "priority": -1, "symbol": { "type": "esriTS", "color": [ 52, 52, 52, 255 ], "backgroundColor": null, "borderLineColor": null, "borderLineSize": null, "verticalAlignment": "bottom", "horizontalAlignment": "left", "rightToLeft": false, "angle": 0, "xoffset": 0, "yoffset": 0, "kerning": true, "haloColor": [ 255, 190, 190, 127 ], "haloSize": 2, "font": { "family": "Calibri", "size": 12, "style": "normal", "weight": "bold", "decoration": "none" } } } ] }, "defaultVisibility": true, "extent": { "xmin": -1.01985662071E7, "ymin": 5101035.566399999, "xmax": -1.01816198184E7, "ymax": 5115642.369099997, "spatialReference": { "wkid": 102100, "latestWkid": 3857, "xyTolerance": 0.001, "zTolerance": 0.001, "mTolerance": 0.001, "falseX": -20037700, "falseY": -30241100, "xyUnits": 10000, "falseZ": -100000, "zUnits": 10000, "falseM": -100000, "mUnits": 10000 } }, "hasAttachments": false, "htmlPopupType": "esriServerHTMLPopupTypeAsHTMLText", "displayField": "NAME", "typeIdField": null, "subtypeFieldName": null, "subtypeField": null, "defaultSubtypeCode": null, "fields": [ { "name": "OBJECTID_1", "type": "esriFieldTypeOID", "alias": "OBJECTID_1", "domain": null }, { "name": "STATEFP", "type": "esriFieldTypeString", "alias": "STATEFP", "length": 2, "domain": null }, { "name": "COUNTYFP", "type": "esriFieldTypeString", "alias": "COUNTYFP", "length": 3, "domain": null }, { "name": "TRACTCE", "type": "esriFieldTypeString", "alias": "TRACTCE", "length": 6, "domain": null }, { "name": "GEOID", "type": "esriFieldTypeString", "alias": "GEOID", "length": 11, "domain": null }, { "name": "NAME", "type": "esriFieldTypeString", "alias": "NAME", "length": 7, "domain": null }, { "name": "NAMELSAD", "type": "esriFieldTypeString", "alias": "NAMELSAD", "length": 20, "domain": null }, { "name": "MTFCC", "type": "esriFieldTypeString", "alias": "MTFCC", "length": 5, "domain": null }, { "name": "FUNCSTAT", "type": "esriFieldTypeString", "alias": "FUNCSTAT", "length": 1, "domain": null }, { "name": "ALAND", "type": "esriFieldTypeDouble", "alias": "ALAND", "domain": null }, { "name": "AWATER", "type": "esriFieldTypeDouble", "alias": "AWATER", "domain": null }, { "name": "INTPTLAT", "type": "esriFieldTypeString", "alias": "INTPTLAT", "length": 11, "domain": null }, { "name": "INTPTLON", "type": "esriFieldTypeString", "alias": "INTPTLON", "length": 12, "domain": null }, { "name": "highriskblds", "type": "esriFieldTypeSmallInteger", "alias": "highriskblds", "domain": null }, { "name": "pop", "type": "esriFieldTypeSmallInteger", "alias": "pop", "domain": null }, { "name": "commercial", "type": "esriFieldTypeSmallInteger", "alias": "commercial", "domain": null }, { "name": "multifamily", "type": "esriFieldTypeSmallInteger", "alias": "multifamily", "domain": null }, { "name": "RMZ", "type": "esriFieldTypeDouble", "alias": "RMZ", "domain": null }, { "name": "F__Bldgs", "type": "esriFieldTypeDouble", "alias": "# Bldgs", "domain": null }, { "name": "OVAP", "type": "esriFieldTypeDouble", "alias": "OVAP", "domain": null }, { "name": "F60___", "type": "esriFieldTypeDouble", "alias": "60% +", "domain": null }, { "name": "F50_59_", "type": "esriFieldTypeDouble", "alias": "50-59%", "domain": null }, { "name": "F40_49_", "type": "esriFieldTypeDouble", "alias": "40-49%", "domain": null }, { "name": "F16_39_", "type": "esriFieldTypeDouble", "alias": "16-39%", "domain": null }, { "name": "F15__or__", "type": "esriFieldTypeDouble", "alias": "15% or <", "domain": null }, { "name": "ObjectID", "type": "esriFieldTypeInteger", "alias": "ObjectID", "domain": null }, { "name": "Shape", "type": "esriFieldTypeGeometry", "alias": "Shape", "domain": null }, { "name": "Shape.STArea()", "type": "esriFieldTypeDouble", "alias": "Shape.STArea()", "domain": null }, { "name": "Shape.STLength()", "type": "esriFieldTypeDouble", "alias": "Shape.STLength()", "domain": null } ], "geometryField": { "name": "Shape", "type": "esriFieldTypeGeometry", "alias": "Shape" }, "indexes": [ { "name": "R3155_pk", "fields": "OBJECTID_1", "isAscending": true, "isUnique": true, "description": "" }, { "name": "S1825_idx", "fields": "Shape", "isAscending": true, "isUnique": true, "description": "" } ], "subtypes": [], "relationships": [], "canModifyLayer": true, "canScaleSymbols": false, "hasLabels": true, "capabilities": "Map,Query,Data", "maxRecordCount": 2000, "maxSelectionCount": 2000, "supportsStatistics": true, "supportsExceedsLimitStatistics": true, "supportsAdvancedQueries": true, "supportedQueryFormats": "JSON, geoJSON, PBF", "isDataVersioned": false, "ownershipBasedAccessControlForFeatures": {"allowOthersToQuery": true}, "useStandardizedQueries": true, "supportedSpatialRelationships": [ "esriSpatialRelIntersects", "esriSpatialRelContains", "esriSpatialRelCrosses", "esriSpatialRelEnvelopeIntersects", "esriSpatialRelIndexIntersects", "esriSpatialRelOverlaps", "esriSpatialRelTouches", "esriSpatialRelWithin", "esriSpatialRelRelation" ], "advancedQueryCapabilities": { "useStandardizedQueries": true, "supportsStatistics": true, "supportsPercentileStatistics": true, "supportsHavingClause": true, "supportsOrderBy": true, "supportsDistinct": true, "supportsCountDistinct": true, "supportsAdvancedQueryRelated": true, "supportsQueryRelatedPagination": true, "supportsPagination": true, "supportsLod": false, "supportsQueryWithLodSR": false, "supportsTrueCurve": true, "supportsQueryWithDatumTransformation": true, "supportsReturningQueryExtent": true, "supportsQueryWithDistance": true, "supportsSqlExpression": true, "supportsTimeRelation": true, "supportsSqlFormat": false, "supportsQueryAnalytic": true, "supportsCurrentUserQueries": true }, "supportsDatumTransformation": true, "advancedQueryAnalyticCapabilities": { "supportsLinearRegression": true, "supportsAsync": false, "supportsPercentileAnalytic": true }, "dateFieldsTimeReference": null, "preferredTimeReference": null, "datesInUnknownTimezone": false, "hasGeometryProperties": true, "geometryProperties": { "shapeAreaFieldName": "Shape.STArea()", "shapeLengthFieldName": "Shape.STLength()", "units": "esriMeters", "mapUnits": {"uwkid": 9001} }, "hasMetadata": true, "isDataArchived": false, "archivingInfo": { "supportsQueryWithHistoricMoment": false, "startArchivingMoment": -1 }, "supportsCoordinatesQuantization": true, "supportsDynamicLegends": true, "serviceItemId": "a68e2f50c214476d8ae8ffc59f15dc79" }, { "currentVersion": 11.4, "cimVersion": "3.4.0", "id": 1, "name": "FIRE STATIONS", "type": "Feature Layer", "description": "

Locations of Fire Stations in Iowa City<\/SPAN><\/SPAN><\/P>

<\/P><\/DIV><\/DIV>", "geometryType": "esriGeometryPoint", "sourceSpatialReference": { "wkid": 102100, "latestWkid": 3857, "xyTolerance": 0.001, "zTolerance": 0.001, "mTolerance": 0.001, "falseX": -20037700, "falseY": -30241100, "xyUnits": 10000, "falseZ": 0, "zUnits": 1, "falseM": 0, "mUnits": 1 }, "copyrightText": "Fire Department, City of Iowa City", "parentLayer": null, "subLayers": [], "minScale": 0, "maxScale": 0, "referenceScale": 0.0, "drawingInfo": { "renderer": { "type": "simple", "symbol": { "type": "esriPMS", "url": "66cf9b4c5ff041e34d0e0f14d00391ad", "imageData": "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", "contentType": "image/png", "width": 22, "height": 22, "angle": 0, "xoffset": 0, "yoffset": 9 } }, "scaleSymbols": true, "transparency": 0, "labelingInfo": null }, "defaultVisibility": true, "extent": { "xmin": -1.01950133917E7, "ymin": 5106534.801700003, "xmax": -1.01836018412E7, "ymax": 5113262.613700002, "spatialReference": { "wkid": 102100, "latestWkid": 3857, "xyTolerance": 0.001, "zTolerance": 0.001, "mTolerance": 0.001, "falseX": -20037700, "falseY": -30241100, "xyUnits": 10000, "falseZ": -100000, "zUnits": 10000, "falseM": -100000, "mUnits": 10000 } }, "hasAttachments": false, "htmlPopupType": "esriServerHTMLPopupTypeAsHTMLText", "displayField": "NAME", "typeIdField": null, "subtypeFieldName": null, "subtypeField": null, "defaultSubtypeCode": null, "fields": [ { "name": "OBJECTID", "type": "esriFieldTypeOID", "alias": "OBJECTID", "domain": null }, { "name": "FACILITYID", "type": "esriFieldTypeString", "alias": "Facility Identifier", "length": 50, "domain": null }, { "name": "NAME", "type": "esriFieldTypeString", "alias": "Name of Facility", "length": 255, "domain": null }, { "name": "OWNER", "type": "esriFieldTypeString", "alias": "Owner Name", "length": 50, "domain": null }, { "name": "OWNTYPE", "type": "esriFieldTypeString", "alias": "Owner Type", "length": 50, "domain": null }, { "name": "SUBTYPEFIELD", "type": "esriFieldTypeInteger", "alias": "Subtype Field", "domain": null }, { "name": "FEATURECODE", "type": "esriFieldTypeString", "alias": "Feature Code", "length": 100, "domain": null }, { "name": "FULLADDR", "type": "esriFieldTypeString", "alias": "Full Address", "length": 250, "domain": null }, { "name": "AGENCYURL", "type": "esriFieldTypeString", "alias": "Website", "length": 100, "domain": null }, { "name": "OPERDAYS", "type": "esriFieldTypeString", "alias": "Operational Days", "length": 50, "domain": null }, { "name": "OPERHOURS", "type": "esriFieldTypeString", "alias": "Operational Hours", "length": 50, "domain": null }, { "name": "CONTACT", "type": "esriFieldTypeString", "alias": "Contact Name", "length": 50, "domain": null }, { "name": "PHONE", "type": "esriFieldTypeString", "alias": "Phone", "length": 12, "domain": null }, { "name": "EMAIL", "type": "esriFieldTypeString", "alias": "Email", "length": 100, "domain": null }, { "name": "created_user", "type": "esriFieldTypeString", "alias": "created_user", "length": 255, "domain": null }, { "name": "created_date", "type": "esriFieldTypeDate", "alias": "created_date", "length": 8, "domain": null }, { "name": "last_edited_user", "type": "esriFieldTypeString", "alias": "last_edited_user", "length": 255, "domain": null }, { "name": "last_edited_date", "type": "esriFieldTypeDate", "alias": "last_edited_date", "length": 8, "domain": null }, { "name": "Shape", "type": "esriFieldTypeGeometry", "alias": "Shape", "domain": null } ], "geometryField": { "name": "Shape", "type": "esriFieldTypeGeometry", "alias": "Shape" }, "indexes": [ { "name": "R333_pk", "fields": "OBJECTID", "isAscending": true, "isUnique": true, "description": "" }, { "name": "S314_idx", "fields": "Shape", "isAscending": true, "isUnique": true, "description": "" } ], "subtypes": [], "relationships": [], "canModifyLayer": true, "canScaleSymbols": false, "hasLabels": false, "capabilities": "Map,Query,Data", "maxRecordCount": 2000, "maxSelectionCount": 2000, "supportsStatistics": true, "supportsExceedsLimitStatistics": true, "supportsAdvancedQueries": true, "supportedQueryFormats": "JSON, geoJSON, PBF", "isDataVersioned": false, "ownershipBasedAccessControlForFeatures": {"allowOthersToQuery": true}, "useStandardizedQueries": true, "supportedSpatialRelationships": [ "esriSpatialRelIntersects", "esriSpatialRelContains", "esriSpatialRelCrosses", "esriSpatialRelEnvelopeIntersects", "esriSpatialRelIndexIntersects", "esriSpatialRelOverlaps", "esriSpatialRelTouches", "esriSpatialRelWithin", "esriSpatialRelRelation" ], "advancedQueryCapabilities": { "useStandardizedQueries": true, "supportsStatistics": true, "supportsPercentileStatistics": true, "supportsHavingClause": true, "supportsOrderBy": true, "supportsDistinct": true, "supportsCountDistinct": true, "supportsAdvancedQueryRelated": true, "supportsQueryRelatedPagination": true, "supportsPagination": true, "supportsLod": false, "supportsQueryWithLodSR": false, "supportsTrueCurve": true, "supportsQueryWithDatumTransformation": true, "supportsReturningQueryExtent": true, "supportsQueryWithDistance": true, "supportsSqlExpression": true, "supportsTimeRelation": true, "supportsSqlFormat": false, "supportsQueryAnalytic": true, "supportsCurrentUserQueries": true }, "supportsDatumTransformation": true, "advancedQueryAnalyticCapabilities": { "supportsLinearRegression": true, "supportsAsync": false, "supportsPercentileAnalytic": true }, "dateFieldsTimeReference": null, "preferredTimeReference": null, "datesInUnknownTimezone": false, "hasMetadata": true, "isDataArchived": false, "archivingInfo": { "supportsQueryWithHistoricMoment": false, "startArchivingMoment": -1 }, "supportsCoordinatesQuantization": true, "supportsDynamicLegends": true, "serviceItemId": "a68e2f50c214476d8ae8ffc59f15dc79" } ], "tables": [] }