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The 'Location' field identifies the type of location where pedestrian crossing is found, such as an intersection or parking lot.", "geometryType": "esriGeometryPolygon", "sourceSpatialReference": { "wkid": 26917, "latestWkid": 26917, "xyTolerance": 0.001, "zTolerance": 0.001, "mTolerance": 0.001, "falseX": -5120900, "falseY": -9998100, "xyUnits": 10000, "falseZ": 0, "zUnits": 1, "falseM": 0, "mUnits": 1 }, "copyrightText": "Town of Bradford West Gwillimbury", "parentLayer": null, "subLayers": [], "minScale": 0, "maxScale": 0, "referenceScale": 0.0, "drawingInfo": { "renderer": { "type": "simple", "symbol": { "type": "esriSFS", "style": "esriSFSForwardDiagonal", "color": [ 255, 0, 251, 255 ], "outline": null } }, "scaleSymbols": true, "transparency": 0, "labelingInfo": null }, "defaultVisibility": true, "extent": { "xmin": 608737.8337000003, "ymin": 4883005.8654, "xmax": 615531.3459999999, "ymax": 4887177.3654, "spatialReference": { "wkid": 26917, "latestWkid": 26917, "xyTolerance": 0.001, "zTolerance": 0.001, "mTolerance": 0.001, "falseX": -5120900, "falseY": -9998100, "xyUnits": 10000, "falseZ": -100000, "zUnits": 10000, "falseM": -100000, "mUnits": 10000 } }, "hasAttachments": false, "htmlPopupType": "esriServerHTMLPopupTypeAsHTMLText", "displayField": "IntersectionRoadName1", "typeIdField": null, "subtypeFieldName": null, "subtypeField": null, "defaultSubtypeCode": null, "fields": [ { "name": "OBJECTID", "type": "esriFieldTypeOID", "alias": "OBJECTID", "domain": null }, { "name": "Shape", "type": "esriFieldTypeGeometry", "alias": "SHAPE", "domain": null }, { "name": "AssetID", "type": "esriFieldTypeDouble", "alias": "AssetID", "domain": null }, { "name": "IntersectionRoadName1", "type": "esriFieldTypeString", "alias": "IntersectionRoadName1", "length": 255, "domain": { "type": "codedValue", "name": "ParkingRoadNamesProper", "description": "Road Names in proper format (i.e. Dissette Street) with descriptions based on traffic by-laws. Please note that this is specific to Parking By-Law layer.", "codedValues": [ { "name": "10 m East", "code": "10 m East" }, { "name": "10 m East of Holland Court", "code": "10 m East of Holland Court" }, { "name": "100 m East of Line 5", "code": "100 m East of Line 5" }, { "name": "100 m East of Sideroad 5/River Road", "code": "100 m East of Sideroad 5/River Road" }, { "name": "100 m East of Simcoe Road", "code": "100 m East of Simcoe Road" }, { "name": "100 m North", "code": "100 m North" }, { "name": "100 m South of Canal Road", "code": "100 m South of Canal Road" }, { "name": "100 m West", "code": "100 m West" }, { "name": "100 m West of Line 5", "code": "100 m West of Line 5" }, { "name": "100 m West of Pumphouse Road", "code": "100 m West of Pumphouse Road" }, { "name": "100 m West of Simcoe Road", "code": "100 m West of Simcoe Road" }, { "name": "120 m North of Line 6", "code": "120 m North of Line 6" }, { "name": "120 m North of Reagens Industrial Parkway", "code": "120 m North of Reagens Industrial Parkway" }, { "name": "142 m South", "code": "142 m South" }, { "name": "145 m East of Rogers Trail", "code": "145 m East of Rogers Trail" }, { "name": "145 m West", "code": "145 m West" }, { "name": "15 m East of Longview Drive", "code": "15 m East of Longview Drive" }, { "name": "15 m North of the School Crossing Zone", "code": "15 m North of the School Crossing Zone" }, { "name": "15 m South", "code": "15 m South" }, { "name": "15 m South of the School Crossing Zone", "code": "15 m South of the School Crossing Zone" }, { "name": "15 m West", "code": "15 m West" }, { "name": "15 m West of Longview Drive", "code": "15 m West of Longview Drive" }, { "name": "150 m West of Sideroad 5/River Road", "code": "150 m West of Sideroad 5/River Road" }, { "name": "150 North of Miller Park Avenue", "code": "150 North of Miller Park Avenue" }, { "name": "160 m East", "code": "160 m East" }, { "name": "20 m West", "code": "20 m West" }, { "name": "200 m South of Holland Street West", "code": "200 m South of Holland Street West" }, { "name": "25 m West of Davis/Barawill Pump House Driveway", "code": "25 m West of Davis/Barawill Pump House Driveway" }, { "name": "270 m North of Line 6", "code": "270 m North of Line 6" }, { "name": "3 m East of Chris Hadfield School Exit", "code": "3 m East of Chris Hadfield School Exit" }, { "name": "3 m North of Church Parking Lot Entrance/Exit", "code": "3 m North of Church Parking Lot Entrance/Exit" }, { "name": "3 m North of St. Angela Merici School Exit", "code": "3 m North of St. Angela Merici School Exit" }, { "name": "3 m South of Church Parking Lot Entrance/Exit", "code": "3 m South of Church Parking Lot Entrance/Exit" }, { "name": "3 m South of St. Angela Merici School Exit", "code": "3 m South of St. Angela Merici School Exit" }, { "name": "3 m West of Chris Hadfield School Exit", "code": "3 m West of Chris Hadfield School Exit" }, { "name": "30 m East of West Park Avenue", "code": "30 m East of West Park Avenue" }, { "name": "30 m West of West Park Avenue", "code": "30 m West of West Park Avenue" }, { "name": "30 m East", "code": "30 m East" }, { "name": "30 m East of Barrie Street", "code": "30 m East of Barrie Street" }, { "name": "30 m East of Langford Boulevard", "code": "30 m East of Langford Boulevard" }, { "name": "30 m East of Summerlyn Trail", "code": "30 m East of Summerlyn Trail" }, { "name": "30 m East of West Park Avenue", "code": "30 m East of West Park Avenue" }, { "name": "30 m North of Blue Dasher Boulevard", "code": "30 m North of Blue Dasher Boulevard" }, { "name": "30 m North of Citrine Drive", "code": "30 m North of Citrine Drive" }, { "name": "30 m North of Downy Emerald Drive (South Leg)", "code": "30 m North of Downy Emerald Drive (South Leg)" }, { "name": "30 m North of Green Darner Trail", "code": "30 m North of Green Darner Trail" }, { "name": "30 m North of Luxury/Marshview", "code": "30 m North of Luxury/Marshview" }, { "name": "30 m North of Rutherford Road", "code": "30 m North of Rutherford Road" }, { "name": "30 m South of Blue Dasher Boulevard", "code": "30 m South of Blue Dasher Boulevard" }, { "name": "30 m South of Catania", "code": "30 m South of Catania" }, { "name": "30 m South of Citrine Drive", "code": "30 m South of Citrine Drive" }, { "name": "30 m South of Downy Emerald Drive (South Leg)", "code": "30 m South of Downy Emerald Drive (South Leg)" }, { "name": "30 m South of Green Darner Trail", "code": "30 m South of Green Darner Trail" }, { "name": "30 m South of Rutherford Road", "code": "30 m South of Rutherford Road" }, { "name": "30 m West of Summerlyn Trail", "code": "30 m West of Summerlyn Trail" }, { "name": "30 m West of West Park Avenue", "code": "30 m West of West Park Avenue" }, { "name": "300 m North of Line 6", "code": "300 m North of Line 6" }, { "name": "335 m North of Holland Street West", "code": "335 m North of Holland Street West" }, { "name": "40 m East", "code": "40 m East" }, { "name": "40 m South", "code": "40 m South" }, { "name": "50 m East", "code": "50 m East" }, { "name": "50 m North of Miller Park Avenue", "code": "50 m North of Miller Park Avenue" }, { "name": "50 m South", "code": "50 m South" }, { "name": "50 m South of School Entrance", "code": "50 m South of School Entrance" }, { "name": "50 m West", "code": "50 m West" }, { "name": "50 m West of Catania Avenue", "code": "50 m West of Catania Avenue" }, { "name": "50m West of Moore Street", "code": "50m West of Moore Street" }, { "name": "55 m East of Barrie Street", "code": "55 m East of Barrie Street" }, { "name": "56 m South", "code": "56 m South" }, { "name": "58 m North of Line 8", "code": "58 m North of Line 8" }, { "name": "6 m South", "code": "6 m South" }, { "name": "65 m East", "code": "65 m East" }, { "name": "65 m South of Walker", "code": "65 m South of Walker" }, { "name": "70 m South of Holland Street W", "code": "70 m South of Holland Street W" }, { "name": "75 m East", "code": "75 m East" }, { "name": "75 m East of Church Street", "code": "75 m East of Church Street" }, { "name": "80 m East of Davis/Barawill Pump House Driveway", "code": "80 m East of Davis/Barawill Pump House Driveway" }, { "name": "80 m East of Davis/Bardawill Pump House Driveway", "code": "80 m East of Davis/Bardawill Pump House Driveway" }, { "name": "80 m West of West Park", "code": "80 m West of West Park" }, { "name": "Acorn Lane", "code": "Acorn Lane" }, { "name": "Adams Street", "code": "Adams Street" }, { "name": "Aelick Court", "code": "Aelick Court" }, { "name": "Agar Avenue", "code": "Agar Avenue" }, { "name": "Aishford Road", "code": "Aishford Road" }, { "name": "Algeo Way", "code": "Algeo Way" }, { "name": "Allan Lane", "code": "Allan Lane" }, { "name": "Amberwing Landing", "code": "Amberwing Landing" }, { "name": "Andrews Drive", "code": "Andrews Drive" }, { "name": "Angela Street", "code": "Angela Street" }, { "name": "Anne Street", "code": "Anne Street" }, { "name": "Archer Avenue", "code": "Archer Avenue" }, { "name": "Armson Court", "code": "Armson Court" }, { "name": "Armstrong Crescent", "code": "Armstrong Crescent" }, { "name": "Artesian Industrial Parkway", "code": "Artesian Industrial Parkway" }, { "name": "Arthur Evans Crescent", "code": "Arthur Evans Crescent" }, { "name": "Averill Court", "code": "Averill Court" }, { "name": "Back Street", "code": "Back Street" }, { "name": "Bannerman Drive", "code": "Bannerman Drive" }, { "name": "Barrie Street", "code": "Barrie Street" }, { "name": "Barrow Avenue", "code": "Barrow Avenue" }, { "name": "Bartram Crescent", "code": "Bartram Crescent" }, { "name": "Baynes Way", "code": "Baynes Way" }, { "name": "Belfry Drive", "code": "Belfry Drive" }, { "name": "Bingham Street", "code": "Bingham Street" }, { "name": "Blackwell Crescent", "code": "Blackwell Crescent" }, { "name": "Blue Dasher Boulevard", "code": "Blue Dasher Boulevard" }, { "name": "Booth Street", "code": "Booth Street" }, { "name": "Boyd Lane", "code": "Boyd Lane" }, { "name": "Bradford Street", "code": "Bradford Street" }, { "name": "Brazel Crescent", "code": "Brazel Crescent" }, { "name": "Breeze Drive", "code": "Breeze Drive" }, { "name": "Bridge Street", "code": "Bridge Street" }, { "name": "Britannia Avenue", "code": "Britannia Avenue" }, { "name": "Bronze Crescent", "code": "Bronze Crescent" }, { "name": "Brookview Drive", "code": "Brookview Drive" }, { "name": "Broughton Terrace", "code": "Broughton Terrace" }, { "name": "Brown'S Lane", "code": "Brown'S Lane" }, { "name": "Brownlee Drive", "code": "Brownlee Drive" }, { "name": "Buce Avenue", "code": "Buce Avenue" }, { "name": "Cambridge Crescent", "code": "Cambridge Crescent" }, { "name": "Canal Road", "code": "Canal Road" }, { "name": "Carrington Place", "code": "Carrington Place" }, { "name": "Carter Street", "code": "Carter Street" }, { "name": "Cassells Drive", "code": "Cassells Drive" }, { "name": "Catania Avenue", "code": "Catania Avenue" }, { "name": "Cayton Crescent", "code": "Cayton Crescent" }, { "name": "Centre of the School Crossing Zone", "code": "Centre of the School Crossing Zone" }, { "name": "Centre Street", "code": "Centre Street" }, { "name": "Cerswell Drive", "code": "Cerswell Drive" }, { "name": "Chelsea Crescent", "code": "Chelsea Crescent" }, { "name": "Christina Crescent", "code": "Christina Crescent" }, { "name": "Church Street", "code": "Church Street" }, { "name": "Citrine Drive", "code": "Citrine Drive" }, { "name": "Coffey Road", "code": "Coffey Road" }, { "name": "Colborne Street", "code": "Colborne Street" }, { "name": "Collings Avenue", "code": "Collings Avenue" }, { "name": "Collis Drive", "code": "Collis Drive" }, { "name": "Compton Crescent", "code": "Compton Crescent" }, { "name": "Corwin Drive", "code": "Corwin Drive" }, { "name": "Countryside Court", "code": "Countryside Court" }, { "name": "County Road 1", "code": "County Road 1" }, { "name": "County Road 27", "code": "County Road 27" }, { "name": "County Road 88", "code": "County Road 88" }, { "name": "Court House South Entrance", "code": "Court House South Entrance" }, { "name": "Cousins Court", "code": "Cousins Court" }, { "name": "Cousteau Drive", "code": "Cousteau Drive" }, { "name": "Crossland Boulevard", "code": "Crossland Boulevard" }, { "name": "Crown Crescent", "code": "Crown Crescent" }, { "name": "Culbert Road", "code": "Culbert Road" }, { "name": "Cummings Road", "code": "Cummings Road" }, { "name": "Cunningham Drive", "code": "Cunningham Drive" }, { "name": "Dale Crescent", "code": "Dale Crescent" }, { "name": "Daniele Crescent", "code": "Daniele Crescent" }, { "name": "Danube Lane", "code": "Danube Lane" }, { "name": "Davey Boulevard", "code": "Davey Boulevard" }, { "name": "David Street", "code": "David Street" }, { "name": "Davis Road", "code": "Davis Road" }, { "name": "Day Street", "code": "Day Street" }, { "name": "Deer Run Crescent", "code": "Deer Run Crescent" }, { "name": "Depeuter Crescent", "code": "Depeuter Crescent" }, { "name": "Devald Road", "code": "Devald Road" }, { "name": "Dimork Court", "code": "Dimork Court" }, { "name": "Dissette Street", "code": "Dissette Street" }, { "name": "Dixon Road", "code": "Dixon Road" }, { "name": "Doctor'S Lane", "code": "Doctor'S Lane" }, { "name": "Downy Emerald Drive", "code": "Downy Emerald Drive" }, { "name": "Drumlins Way", "code": "Drumlins Way" }, { "name": "Drury Street", "code": "Drury Street" }, { "name": "East Court House Entrance", "code": "East Court House Entrance" }, { "name": "East Leg Gibson Circle", "code": "East Leg Gibson Circle" }, { "name": "East Leg of McDonnell Crescent", "code": "East Leg of McDonnell Crescent" }, { "name": "Edward Street", "code": "Edward Street" }, { "name": "Eldridge Street", "code": "Eldridge Street" }, { "name": "Elizabeth Street", "code": "Elizabeth Street" }, { "name": "Empire Drive", "code": "Empire Drive" }, { "name": "End of Cul-De-Sac", "code": "End of Cul-De-Sac" }, { "name": "End of Street", "code": "End of Street" }, { "name": "Essa Street", "code": "Essa Street" }, { "name": "Evans Avenue", "code": "Evans Avenue" }, { "name": "Eve Court", "code": "Eve Court" }, { "name": "Fairside Drive", "code": "Fairside Drive" }, { "name": "Faris Street", "code": "Faris Street" }, { "name": "Ferragine Crescent", "code": "Ferragine Crescent" }, { "name": "Fletcher Street", "code": "Fletcher Street" }, { "name": "Fortis Crescent", "code": "Fortis Crescent" }, { "name": "Fox Run Lane", "code": "Fox Run Lane" }, { "name": "Fraser Street", "code": "Fraser Street" }, { "name": "Fred Cook Drive", "code": "Fred Cook Drive" }, { "name": "Frederick Street", "code": "Frederick Street" }, { "name": "Gapp Lane", "code": "Gapp Lane" }, { "name": "Gardiner Drive", "code": "Gardiner Drive" }, { "name": "Geddes Street", "code": "Geddes Street" }, { "name": "Gibson Circle", "code": "Gibson Circle" }, { "name": "Given Road", "code": "Given Road" }, { "name": "Golfview Boulevard", "code": "Golfview Boulevard" }, { "name": "Gordon Court", "code": "Gordon Court" }, { "name": "Gosnel Circle", "code": "Gosnel Circle" }, { "name": "Grandview Crescent", "code": "Grandview Crescent" }, { "name": "Green Darner Trail", "code": "Green Darner Trail" }, { "name": "Grencer Road", "code": "Grencer Road" }, { "name": "Gres Court", "code": "Gres Court" }, { "name": "Gwillimbury Drive", "code": "Gwillimbury Drive" }, { "name": "Harmony Circle", "code": "Harmony Circle" }, { "name": "Hazel Street", "code": "Hazel Street" }, { "name": "Hearn Street", "code": "Hearn Street" }, { "name": "Heritage Street", "code": "Heritage Street" }, { "name": "Highland Terrace", "code": "Highland Terrace" }, { "name": "Highway 400", "code": "Highway 400" }, { "name": "Highway 9", "code": "Highway 9" }, { "name": "Hillsview Road", "code": "Hillsview Road" }, { "name": "Hodgson Road", "code": "Hodgson Road" }, { "name": "Holland Court", "code": "Holland Court" }, { "name": "Holland Street East", "code": "Holland Street East" }, { "name": "Holland Street West", "code": "Holland Street West" }, { "name": "Hopkins Crescent", "code": "Hopkins Crescent" }, { "name": "Hudson Crescent", "code": "Hudson Crescent" }, { "name": "Hulst Drive", "code": "Hulst Drive" }, { "name": "Hurd Street", "code": "Hurd Street" }, { "name": "Huron Lane", "code": "Huron Lane" }, { "name": "Imperial Crescent", "code": "Imperial Crescent" }, { "name": "Industrial Court", "code": "Industrial Court" }, { "name": "Industrial Road", "code": "Industrial Road" }, { "name": "Inverness Way", "code": "Inverness Way" }, { "name": "Irwin Place", "code": "Irwin Place" }, { "name": "James Street", "code": "James Street" }, { "name": "Jane Street", "code": "Jane Street" }, { "name": "Jay Street", "code": "Jay Street" }, { "name": "Jennifer Court", "code": "Jennifer Court" }, { "name": "Jewelwing Court", "code": "Jewelwing Court" }, { "name": "John Street East", "code": "John Street East" }, { "name": "John Street West", "code": "John Street West" }, { "name": "Jonkman Boulevard", "code": "Jonkman Boulevard" }, { "name": "Joseph Street", "code": "Joseph Street" }, { "name": "Julie Court", "code": "Julie Court" }, { "name": "Kathryn Court", "code": "Kathryn Court" }, { "name": "Keele Lane", "code": "Keele Lane" }, { "name": "Kidd Street", "code": "Kidd Street" }, { "name": "Kilkenny Trail", "code": "Kilkenny Trail" }, { "name": "Kneeshaw Place", "code": "Kneeshaw Place" }, { "name": "Kulpin Avenue", "code": "Kulpin Avenue" }, { "name": "Lallien Drive", "code": "Lallien Drive" }, { "name": "Lanark Street", "code": "Lanark Street" }, { "name": "Landolfi Way", "code": "Landolfi Way" }, { "name": "Langford Boulevard", "code": "Langford Boulevard" }, { "name": "Lawndale Court", "code": "Lawndale Court" }, { "name": "Lee Avenue", "code": "Lee Avenue" }, { "name": "Leith Drive", "code": "Leith Drive" }, { "name": "Leonard Road", "code": "Leonard Road" }, { "name": "Lewis Avenue", "code": "Lewis Avenue" }, { "name": "Liberty Crescent", "code": "Liberty Crescent" }, { "name": "Line 10", "code": "Line 10" }, { "name": "Line 11", "code": "Line 11" }, { "name": "Line 12", "code": "Line 12" }, { "name": "Line 13", "code": "Line 13" }, { "name": "Line 2", "code": "Line 2" }, { "name": "Line 3", "code": "Line 3" }, { "name": "Line 4", "code": "Line 4" }, { "name": "Line 5", "code": "Line 5" }, { "name": "Line 6", "code": "Line 6" }, { "name": "Line 7", "code": "Line 7" }, { "name": "Line 8", "code": "Line 8" }, { "name": "Line 9", "code": "Line 9" }, { "name": "Long Street", "code": "Long Street" }, { "name": "Longview Drive", "code": "Longview Drive" }, { "name": "Lowes Gate", "code": "Lowes Gate" }, { "name": "Luisa Street", "code": "Luisa Street" }, { "name": "Luxury Avenue", "code": "Luxury Avenue" }, { "name": "Lynn Street", "code": "Lynn Street" }, { "name": "Mac Campbell Way", "code": "Mac Campbell Way" }, { "name": "Magani Avenue", "code": "Magani Avenue" }, { "name": "Mandalane Drive", "code": "Mandalane Drive" }, { "name": "Maple Court", "code": "Maple Court" }, { "name": "Maplegrove Avenue", "code": "Maplegrove Avenue" }, { "name": "Marshview Boulevard", "code": "Marshview Boulevard" }, { "name": "Martin Street", "code": "Martin Street" }, { "name": "Mary Street", "code": "Mary Street" }, { "name": "Mason Avenue", "code": "Mason Avenue" }, { "name": "Matthewson Avenue", "code": "Matthewson Avenue" }, { "name": "Matys Way", "code": "Matys Way" }, { "name": "Maurino Court", "code": "Maurino Court" }, { "name": "McCann Crescent", "code": "McCann Crescent" }, { "name": "McDonald Lane", "code": "McDonald Lane" }, { "name": "McDonnell Crescent", "code": "McDonnell Crescent" }, { "name": "McKenzie Way", "code": "McKenzie Way" }, { "name": "McKinstry Road", "code": "McKinstry Road" }, { "name": "Meadowhawk Trail", "code": "Meadowhawk Trail" }, { "name": "Meadowview Drive", "code": "Meadowview Drive" }, { "name": "Mel Irving Drive", "code": "Mel Irving Drive" }, { "name": "Melbourne Drive", "code": "Melbourne Drive" }, { "name": "Memorial Court", "code": "Memorial Court" }, { "name": "Metcalfe Drive", "code": "Metcalfe Drive" }, { "name": "Milby Crescent", "code": "Milby Crescent" }, { "name": "Miller Park Avenue", "code": "Miller Park Avenue" }, { "name": "Milligan Street", "code": "Milligan Street" }, { "name": "Mills Court", "code": "Mills Court" }, { "name": "Montrose Boulevard", "code": "Montrose Boulevard" }, { "name": "Mooney Street", "code": "Mooney Street" }, { "name": "Moore Street", "code": "Moore Street" }, { "name": "Morris Road", "code": "Morris Road" }, { "name": "Mulock Drive", "code": "Mulock Drive" }, { "name": "Natale Court", "code": "Natale Court" }, { "name": "Naylor Drive", "code": "Naylor Drive" }, { "name": "Neilly Terrace", "code": "Neilly Terrace" }, { "name": "Nelson Street", "code": "Nelson Street" }, { "name": "Noble Drive", "code": "Noble Drive" }, { "name": "North End of East Leg", "code": "North End of East Leg" }, { "name": "North End of West Leg", "code": "North End of West Leg" }, { "name": "North to South End of East Leg", "code": "North to South End of East Leg" }, { "name": "Northgate Drive", "code": "Northgate Drive" }, { "name": "N/A", "code": "Not Applicable/Available" }, { "name": "Nottingham Forest Road", "code": "Nottingham Forest Road" }, { "name": "Ondrey Street", "code": "Ondrey Street" }, { "name": "Orr Drive", "code": "Orr Drive" }, { "name": "Orsi Avenue", "code": "Orsi Avenue" }, { "name": "Orville Hand Court", "code": "Orville Hand Court" }, { "name": "Osler Court", "code": "Osler Court" }, { "name": "Outlook Avenue", "code": "Outlook Avenue" }, { "name": "Pace Crescent", "code": "Pace Crescent" }, { "name": "Paisley Drive", "code": "Paisley Drive" }, { "name": "Park Road", "code": "Park Road" }, { "name": "Parkside Court", "code": "Parkside Court" }, { "name": "Parkwood Avenue", "code": "Parkwood Avenue" }, { "name": "Patrician Court", "code": "Patrician Court" }, { "name": "Peterman Lane", "code": "Peterman Lane" }, { "name": "Pine Hill Road", "code": "Pine Hill Road" }, { "name": "Plank Road", "code": "Plank Road" }, { "name": "Porter Street", "code": "Porter Street" }, { "name": "Prince Drive", "code": "Prince Drive" }, { "name": "Private Drive", "code": "Private Drive" }, { "name": "Private Entrance", "code": "Private Entrance" }, { "name": "Professor Day Drive", "code": "Professor Day Drive" }, { "name": "Pumphouse Road", "code": "Pumphouse Road" }, { "name": "Queen Street", "code": "Queen Street" }, { "name": "Rak Court", "code": "Rak Court" }, { "name": "Reagens Industrial Parkway", "code": "Reagens Industrial Parkway" }, { "name": "Rebecca Street", "code": "Rebecca Street" }, { "name": "Regency Court", "code": "Regency Court" }, { "name": "Reid Road", "code": "Reid Road" }, { "name": "Reynolds Drive", "code": "Reynolds Drive" }, { "name": "Richardson Crescent", "code": "Richardson Crescent" }, { "name": "Ridgeview Court", "code": "Ridgeview Court" }, { "name": "River Road", "code": "River Road" }, { "name": "Rogers Trail", "code": "Rogers Trail" }, { "name": "Romanelli Crescent", "code": "Romanelli Crescent" }, { "name": "Rotary Way", "code": "Rotary Way" }, { "name": "Roughley Street", "code": "Roughley Street" }, { "name": "Rowe Street", "code": "Rowe Street" }, { "name": "Royal Court", "code": "Royal Court" }, { "name": "Russel Drive", "code": "Russel Drive" }, { "name": "Rutherford Road", "code": "Rutherford Road" }, { "name": "Saint Avenue", "code": "Saint Avenue" }, { "name": "Scanlon Avenue", "code": "Scanlon Avenue" }, { "name": "Scarlet Way", "code": "Scarlet Way" }, { "name": "Selby Crescent", "code": "Selby Crescent" }, { "name": "Settlers Crescent", "code": "Settlers Crescent" }, { "name": "Sideroad 10", "code": "Sideroad 10" }, { "name": "Sideroad 20", "code": "Sideroad 20" }, { "name": "Sideroad 5", "code": "Sideroad 5" }, { "name": "Simcoe Road", "code": "Simcoe Road" }, { "name": "Slack Street", "code": "Slack Street" }, { "name": "Smith Street", "code": "Smith Street" }, { "name": "South End of East Leg", "code": "South End of East Leg" }, { "name": "South End of West Leg", "code": "South End of West Leg" }, { "name": "Southfield Gate", "code": "Southfield Gate" }, { "name": "Spence Lane", "code": "Spence Lane" }, { "name": "Stevens Gate", "code": "Stevens Gate" }, { "name": "Stevenson Crescent", "code": "Stevenson Crescent" }, { "name": "Stewart Crescent", "code": "Stewart Crescent" }, { "name": "Stirling Crescent", "code": "Stirling Crescent" }, { "name": "Stoddart Court", "code": "Stoddart Court" }, { "name": "Summerlyn Trail", "code": "Summerlyn Trail" }, { "name": "Sundragon Trail", "code": "Sundragon Trail" }, { "name": "Sunrise Circle", "code": "Sunrise Circle" }, { "name": "Sutherland Avenue", "code": "Sutherland Avenue" }, { "name": "Taucar Gate", "code": "Taucar Gate" }, { "name": "Tay Boulevard", "code": "Tay Boulevard" }, { "name": "Taylor Court", "code": "Taylor Court" }, { "name": "Tecumseth Crescent", "code": "Tecumseth Crescent" }, { "name": "Thomas Street", "code": "Thomas Street" }, { "name": "Thornton Avenue", "code": "Thornton Avenue" }, { "name": "Thorpe Crescent", "code": "Thorpe Crescent" }, { "name": "Tiberini Way", "code": "Tiberini Way" }, { "name": "Tigertail Crescent", "code": "Tigertail Crescent" }, { "name": "To South Side of Cul-De-Sac", "code": "To South Side of Cul-De-Sac" }, { "name": "Tornado Drive", "code": "Tornado Drive" }, { "name": "Toronto Street", "code": "Toronto Street" }, { "name": "Tower Court", "code": "Tower Court" }, { "name": "Townsend Avenue", "code": "Townsend Avenue" }, { "name": "Trailside Drive", "code": "Trailside Drive" }, { "name": "Tupling Street", "code": "Tupling Street" }, { "name": "Turner Court", "code": "Turner Court" }, { "name": "Tyndall Drive", "code": "Tyndall Drive" }, { "name": "Valleyview Crescent", "code": "Valleyview Crescent" }, { "name": "Vasey Road", "code": "Vasey Road" }, { "name": "Veseli Court", "code": "Veseli Court" }, { "name": "Veterans Street", "code": "Veterans Street" }, { "name": "Village Green Lane", "code": "Village Green Lane" }, { "name": "Vipond Way", "code": "Vipond Way" }, { "name": "Vista Drive", "code": "Vista Drive" }, { "name": "W.Dykie Court", "code": "W.Dykie Court" }, { "name": "Walker Avenue", "code": "Walker Avenue" }, { "name": "Wallace Gate", "code": "Wallace Gate" }, { "name": "Wanda Street", "code": "Wanda Street" }, { "name": "Wandering Glider Trail", "code": "Wandering Glider Trail" }, { "name": "Waterton Way", "code": "Waterton Way" }, { "name": "Webb Street", "code": "Webb Street" }, { "name": "Webber Road", "code": "Webber Road" }, { "name": "Weir Street", "code": "Weir Street" }, { "name": "West Park Avenue", "code": "West Park Avenue" }, { "name": "West Side of 251 Gibson Circle", "code": "West Side of 251 Gibson Circle" }, { "name": "Westlake Crescent", "code": "Westlake Crescent" }, { "name": "Wilke Trail", "code": "Wilke Trail" }, { "name": "William Street", "code": "William Street" }, { "name": "Wilson Drive", "code": "Wilson Drive" }, { "name": "Wist Road", "code": "Wist Road" }, { "name": "Wood Crescent", "code": "Wood Crescent" }, { "name": "Wraggs Road", "code": "Wraggs Road" }, { "name": "Wyman Crescent", "code": "Wyman Crescent" }, { "name": "Yonge Street", "code": "Yonge Street" }, { "name": "Zima Crescent", "code": "Zima Crescent" }, { "name": "Zima Parkway", "code": "Zima Parkway" } ], "mergePolicy": "esriMPTDefaultValue", "splitPolicy": "esriSPTDefaultValue" } }, { "name": "IntersectionRoadName2", "type": "esriFieldTypeString", "alias": "IntersectionRoadName2", "length": 255, "domain": { "type": "codedValue", "name": "ParkingRoadNamesProper", "description": "Road Names in proper format (i.e. Dissette Street) with descriptions based on traffic by-laws. Please note that this is specific to Parking By-Law layer.", "codedValues": [ { "name": "10 m East", "code": "10 m East" }, { "name": "10 m East of Holland Court", "code": "10 m East of Holland Court" }, { "name": "100 m East of Line 5", "code": "100 m East of Line 5" }, { "name": "100 m East of Sideroad 5/River Road", "code": "100 m East of Sideroad 5/River Road" }, { "name": "100 m East of Simcoe Road", "code": "100 m East of Simcoe Road" }, { "name": "100 m North", "code": "100 m North" }, { "name": "100 m South of Canal Road", "code": "100 m South of Canal Road" }, { "name": "100 m West", "code": "100 m West" }, { "name": "100 m West of Line 5", "code": "100 m West of Line 5" }, { "name": "100 m West of Pumphouse Road", "code": "100 m West of Pumphouse Road" }, { "name": "100 m West of Simcoe Road", "code": "100 m West of Simcoe Road" }, { "name": "120 m North of Line 6", "code": "120 m North of Line 6" }, { "name": "120 m North of Reagens Industrial Parkway", "code": "120 m North of Reagens Industrial Parkway" }, { "name": "142 m South", "code": "142 m South" }, { "name": "145 m East of Rogers Trail", "code": "145 m East of Rogers Trail" }, { "name": "145 m West", "code": "145 m West" }, { "name": "15 m East of Longview Drive", "code": "15 m East of Longview Drive" }, { "name": "15 m North of the School Crossing Zone", "code": "15 m North of the School Crossing Zone" }, { "name": "15 m South", "code": "15 m South" }, { "name": "15 m South of the School Crossing Zone", "code": "15 m South of the School Crossing Zone" }, { "name": "15 m West", "code": "15 m West" }, { "name": "15 m West of Longview Drive", "code": "15 m West of Longview Drive" }, { "name": "150 m West of Sideroad 5/River Road", "code": "150 m West of Sideroad 5/River Road" }, { "name": "150 North of Miller Park Avenue", "code": "150 North of Miller Park Avenue" }, { "name": "160 m East", "code": "160 m East" }, { "name": "20 m West", "code": "20 m West" }, { "name": "200 m South of Holland Street West", "code": "200 m South of Holland Street West" }, { "name": "25 m West of Davis/Barawill Pump House Driveway", "code": "25 m West of Davis/Barawill Pump House Driveway" }, { "name": "270 m North of Line 6", "code": "270 m North of Line 6" }, { "name": "3 m East of Chris Hadfield School Exit", "code": "3 m East of Chris Hadfield School Exit" }, { "name": "3 m North of Church Parking Lot Entrance/Exit", "code": "3 m North of Church Parking Lot Entrance/Exit" }, { "name": "3 m North of St. Angela Merici School Exit", "code": "3 m North of St. Angela Merici School Exit" }, { "name": "3 m South of Church Parking Lot Entrance/Exit", "code": "3 m South of Church Parking Lot Entrance/Exit" }, { "name": "3 m South of St. Angela Merici School Exit", "code": "3 m South of St. Angela Merici School Exit" }, { "name": "3 m West of Chris Hadfield School Exit", "code": "3 m West of Chris Hadfield School Exit" }, { "name": "30 m East of West Park Avenue", "code": "30 m East of West Park Avenue" }, { "name": "30 m West of West Park Avenue", "code": "30 m West of West Park Avenue" }, { "name": "30 m East", "code": "30 m East" }, { "name": "30 m East of Barrie Street", "code": "30 m East of Barrie Street" }, { "name": "30 m East of Langford Boulevard", "code": "30 m East of Langford Boulevard" }, { "name": "30 m East of Summerlyn Trail", "code": "30 m East of Summerlyn Trail" }, { "name": "30 m East of West Park Avenue", "code": "30 m East of West Park Avenue" }, { "name": "30 m North of Blue Dasher Boulevard", "code": "30 m North of Blue Dasher Boulevard" }, { "name": "30 m North of Citrine Drive", "code": "30 m North of Citrine Drive" }, { "name": "30 m North of Downy Emerald Drive (South Leg)", "code": "30 m North of Downy Emerald Drive (South Leg)" }, { "name": "30 m North of Green Darner Trail", "code": "30 m North of Green Darner Trail" }, { "name": "30 m North of Luxury/Marshview", "code": "30 m North of Luxury/Marshview" }, { "name": "30 m North of Rutherford Road", "code": "30 m North of Rutherford Road" }, { "name": "30 m South of Blue Dasher Boulevard", "code": "30 m South of Blue Dasher Boulevard" }, { "name": "30 m South of Catania", "code": "30 m South of Catania" }, { "name": "30 m South of Citrine Drive", "code": "30 m South of Citrine Drive" }, { "name": "30 m South of Downy Emerald Drive (South Leg)", "code": "30 m South of Downy Emerald Drive (South Leg)" }, { "name": "30 m South of Green Darner Trail", "code": "30 m South of Green Darner Trail" }, { "name": "30 m South of Rutherford Road", "code": "30 m South of Rutherford Road" }, { "name": "30 m West of Summerlyn Trail", "code": "30 m West of Summerlyn Trail" }, { "name": "30 m West of West Park Avenue", "code": "30 m West of West Park Avenue" }, { "name": "300 m North of Line 6", "code": "300 m North of Line 6" }, { "name": "335 m North of Holland Street West", "code": "335 m North of Holland Street West" }, { "name": "40 m East", "code": "40 m East" }, { "name": "40 m South", "code": "40 m South" }, { "name": "50 m East", "code": "50 m East" }, { "name": "50 m North of Miller Park Avenue", "code": "50 m North of Miller Park Avenue" }, { "name": "50 m South", "code": "50 m South" }, { "name": "50 m South of School Entrance", "code": "50 m South of School Entrance" }, { "name": "50 m West", "code": "50 m West" }, { "name": "50 m West of Catania Avenue", "code": "50 m West of Catania Avenue" }, { "name": "50m West of Moore Street", "code": "50m West of Moore Street" }, { "name": "55 m East of Barrie Street", "code": "55 m East of Barrie Street" }, { "name": "56 m South", "code": "56 m South" }, { "name": "58 m North of Line 8", "code": "58 m North of Line 8" }, { "name": "6 m South", "code": "6 m South" }, { "name": "65 m East", "code": "65 m East" }, { "name": "65 m South of Walker", "code": "65 m South of Walker" }, { "name": "70 m South of Holland Street W", "code": "70 m South of Holland Street W" }, { "name": "75 m East", "code": "75 m East" }, { "name": "75 m East of Church Street", "code": "75 m East of Church Street" }, { "name": "80 m East of Davis/Barawill Pump House Driveway", "code": "80 m East of Davis/Barawill Pump House Driveway" }, { "name": "80 m East of Davis/Bardawill Pump House Driveway", "code": "80 m East of Davis/Bardawill Pump House Driveway" }, { "name": "80 m West of West Park", "code": "80 m West of West Park" }, { "name": "Acorn Lane", "code": "Acorn Lane" }, { "name": "Adams Street", "code": "Adams Street" }, { "name": "Aelick Court", "code": "Aelick Court" }, { "name": "Agar Avenue", "code": "Agar Avenue" }, { "name": "Aishford Road", "code": "Aishford Road" }, { "name": "Algeo Way", "code": "Algeo Way" }, { "name": "Allan Lane", "code": "Allan Lane" }, { "name": "Amberwing Landing", "code": "Amberwing Landing" }, { "name": "Andrews Drive", "code": "Andrews Drive" }, { "name": "Angela Street", "code": "Angela Street" }, { "name": "Anne Street", "code": "Anne Street" }, { "name": "Archer Avenue", "code": "Archer Avenue" }, { "name": "Armson Court", "code": "Armson Court" }, { "name": "Armstrong Crescent", "code": "Armstrong Crescent" }, { "name": "Artesian Industrial Parkway", "code": "Artesian Industrial Parkway" }, { "name": "Arthur Evans Crescent", "code": "Arthur Evans Crescent" }, { "name": "Averill Court", "code": "Averill Court" }, { "name": "Back Street", "code": "Back Street" }, { "name": "Bannerman Drive", "code": "Bannerman Drive" }, { "name": "Barrie Street", "code": "Barrie Street" }, { "name": "Barrow Avenue", "code": "Barrow Avenue" }, { "name": "Bartram Crescent", "code": "Bartram Crescent" }, { "name": "Baynes Way", "code": "Baynes Way" }, { "name": "Belfry Drive", "code": "Belfry Drive" }, { "name": "Bingham Street", "code": "Bingham Street" }, { "name": "Blackwell Crescent", "code": "Blackwell Crescent" }, { "name": "Blue Dasher Boulevard", "code": "Blue Dasher Boulevard" }, { "name": "Booth Street", "code": "Booth Street" }, { "name": "Boyd Lane", "code": "Boyd Lane" }, { "name": "Bradford Street", "code": "Bradford Street" }, { "name": "Brazel Crescent", "code": "Brazel Crescent" }, { "name": "Breeze Drive", "code": "Breeze Drive" }, { "name": "Bridge Street", "code": "Bridge Street" }, { "name": "Britannia Avenue", "code": "Britannia Avenue" }, { "name": "Bronze Crescent", "code": "Bronze Crescent" }, { "name": "Brookview Drive", "code": "Brookview Drive" }, { "name": "Broughton Terrace", "code": "Broughton Terrace" }, { "name": "Brown'S Lane", "code": "Brown'S Lane" }, { "name": "Brownlee Drive", "code": "Brownlee Drive" }, { "name": "Buce Avenue", "code": "Buce Avenue" }, { "name": "Cambridge Crescent", "code": "Cambridge Crescent" }, { "name": "Canal Road", "code": "Canal Road" }, { "name": "Carrington Place", "code": "Carrington Place" }, { "name": "Carter Street", "code": "Carter Street" }, { "name": "Cassells Drive", "code": "Cassells Drive" }, { "name": "Catania Avenue", "code": "Catania Avenue" }, { "name": "Cayton Crescent", "code": "Cayton Crescent" }, { "name": "Centre of the School Crossing Zone", "code": "Centre of the School Crossing Zone" }, { "name": "Centre Street", "code": "Centre Street" }, { "name": "Cerswell Drive", "code": "Cerswell Drive" }, { "name": "Chelsea Crescent", "code": "Chelsea Crescent" }, { "name": "Christina Crescent", "code": "Christina Crescent" }, { "name": "Church Street", "code": "Church Street" }, { "name": "Citrine Drive", "code": "Citrine Drive" }, { "name": "Coffey Road", "code": "Coffey Road" }, { "name": "Colborne Street", "code": "Colborne Street" }, { "name": "Collings Avenue", "code": "Collings Avenue" }, { "name": "Collis Drive", "code": "Collis Drive" }, { "name": "Compton Crescent", "code": "Compton Crescent" }, { "name": "Corwin Drive", "code": "Corwin Drive" }, { "name": "Countryside Court", "code": "Countryside Court" }, { "name": "County Road 1", "code": "County Road 1" }, { "name": "County Road 27", "code": "County Road 27" }, { "name": "County Road 88", "code": "County Road 88" }, { "name": "Court House South Entrance", "code": "Court House South Entrance" }, { "name": "Cousins Court", "code": "Cousins Court" }, { "name": "Cousteau Drive", "code": "Cousteau Drive" }, { "name": "Crossland Boulevard", "code": "Crossland Boulevard" }, { "name": "Crown Crescent", "code": "Crown Crescent" }, { "name": "Culbert Road", "code": "Culbert Road" }, { "name": "Cummings Road", "code": "Cummings Road" }, { "name": "Cunningham Drive", "code": "Cunningham Drive" }, { "name": "Dale Crescent", "code": "Dale Crescent" }, { "name": "Daniele Crescent", "code": "Daniele Crescent" }, { "name": "Danube Lane", "code": "Danube Lane" }, { "name": "Davey Boulevard", "code": "Davey Boulevard" }, { "name": "David Street", "code": "David Street" }, { "name": "Davis Road", "code": "Davis Road" }, { "name": "Day Street", "code": "Day Street" }, { "name": "Deer Run Crescent", "code": "Deer Run Crescent" }, { "name": "Depeuter Crescent", "code": "Depeuter Crescent" }, { "name": "Devald Road", "code": "Devald Road" }, { "name": "Dimork Court", "code": "Dimork Court" }, { "name": "Dissette Street", "code": "Dissette Street" }, { "name": "Dixon Road", "code": "Dixon Road" }, { "name": "Doctor'S Lane", "code": "Doctor'S Lane" }, { "name": "Downy Emerald Drive", "code": "Downy Emerald Drive" }, { "name": "Drumlins Way", "code": "Drumlins Way" }, { "name": "Drury Street", "code": "Drury Street" }, { "name": "East Court House Entrance", "code": "East Court House Entrance" }, { "name": "East Leg Gibson Circle", "code": "East Leg Gibson Circle" }, { "name": "East Leg of McDonnell Crescent", "code": "East Leg of McDonnell Crescent" }, { "name": "Edward Street", "code": "Edward Street" }, { "name": "Eldridge Street", "code": "Eldridge Street" }, { "name": "Elizabeth Street", "code": "Elizabeth Street" }, { "name": "Empire Drive", "code": "Empire Drive" }, { "name": "End of Cul-De-Sac", "code": "End of Cul-De-Sac" }, { "name": "End of Street", "code": "End of Street" }, { "name": "Essa Street", "code": "Essa Street" }, { "name": "Evans Avenue", "code": "Evans Avenue" }, { "name": "Eve Court", "code": "Eve Court" }, { "name": "Fairside Drive", "code": "Fairside Drive" }, { "name": "Faris Street", "code": "Faris Street" }, { "name": "Ferragine Crescent", "code": "Ferragine Crescent" }, { "name": "Fletcher Street", "code": "Fletcher Street" }, { "name": "Fortis Crescent", "code": "Fortis Crescent" }, { "name": "Fox Run Lane", "code": "Fox Run Lane" }, { "name": "Fraser Street", "code": "Fraser Street" }, { "name": "Fred Cook Drive", "code": "Fred Cook Drive" }, { "name": "Frederick Street", "code": "Frederick Street" }, { "name": "Gapp Lane", "code": "Gapp Lane" }, { "name": "Gardiner Drive", "code": "Gardiner Drive" }, { "name": "Geddes Street", "code": "Geddes Street" }, { "name": "Gibson Circle", "code": "Gibson Circle" }, { "name": "Given Road", "code": "Given Road" }, { "name": "Golfview Boulevard", "code": "Golfview Boulevard" }, { "name": "Gordon Court", "code": "Gordon Court" }, { "name": "Gosnel Circle", "code": "Gosnel Circle" }, { "name": "Grandview Crescent", "code": "Grandview Crescent" }, { "name": "Green Darner Trail", "code": "Green Darner Trail" }, { "name": "Grencer Road", "code": "Grencer Road" }, { "name": "Gres Court", "code": "Gres Court" }, { "name": "Gwillimbury Drive", "code": "Gwillimbury Drive" }, { "name": "Harmony Circle", "code": "Harmony Circle" }, { "name": "Hazel Street", "code": "Hazel Street" }, { "name": "Hearn Street", "code": "Hearn Street" }, { "name": "Heritage Street", "code": "Heritage Street" }, { "name": "Highland Terrace", "code": "Highland Terrace" }, { "name": "Highway 400", "code": "Highway 400" }, { "name": "Highway 9", "code": "Highway 9" }, { "name": "Hillsview Road", "code": "Hillsview Road" }, { "name": "Hodgson Road", "code": "Hodgson Road" }, { "name": "Holland Court", "code": "Holland Court" }, { "name": "Holland Street East", "code": "Holland Street East" }, { "name": "Holland Street West", "code": "Holland Street West" }, { "name": "Hopkins Crescent", "code": "Hopkins Crescent" }, { "name": "Hudson Crescent", "code": "Hudson Crescent" }, { "name": "Hulst Drive", "code": "Hulst Drive" }, { "name": "Hurd Street", "code": "Hurd Street" }, { "name": "Huron Lane", "code": "Huron Lane" }, { "name": "Imperial Crescent", "code": "Imperial Crescent" }, { "name": "Industrial Court", "code": "Industrial Court" }, { "name": "Industrial Road", "code": "Industrial Road" }, { "name": "Inverness Way", "code": "Inverness Way" }, { "name": "Irwin Place", "code": "Irwin Place" }, { "name": "James Street", "code": "James Street" }, { "name": "Jane Street", "code": "Jane Street" }, { "name": "Jay Street", "code": "Jay Street" }, { "name": "Jennifer Court", "code": "Jennifer Court" }, { "name": "Jewelwing Court", "code": "Jewelwing Court" }, { "name": "John Street East", "code": "John Street East" }, { "name": "John Street West", "code": "John Street West" }, { "name": "Jonkman Boulevard", "code": "Jonkman Boulevard" }, { "name": "Joseph Street", "code": "Joseph Street" }, { "name": "Julie Court", "code": "Julie Court" }, { "name": "Kathryn Court", "code": "Kathryn Court" }, { "name": "Keele Lane", "code": "Keele Lane" }, { "name": "Kidd Street", "code": "Kidd Street" }, { "name": "Kilkenny Trail", "code": "Kilkenny Trail" }, { "name": "Kneeshaw Place", "code": "Kneeshaw Place" }, { "name": "Kulpin Avenue", "code": "Kulpin Avenue" }, { "name": "Lallien Drive", "code": "Lallien Drive" }, { "name": "Lanark Street", "code": "Lanark Street" }, { "name": "Landolfi Way", "code": "Landolfi Way" }, { "name": "Langford Boulevard", "code": "Langford Boulevard" }, { "name": "Lawndale Court", "code": "Lawndale Court" }, { "name": "Lee Avenue", "code": "Lee Avenue" }, { "name": "Leith Drive", "code": "Leith Drive" }, { "name": "Leonard Road", "code": "Leonard Road" }, { "name": "Lewis Avenue", "code": "Lewis Avenue" }, { "name": "Liberty Crescent", "code": "Liberty Crescent" }, { "name": "Line 10", "code": "Line 10" }, { "name": "Line 11", "code": "Line 11" }, { "name": "Line 12", "code": "Line 12" }, { "name": "Line 13", "code": "Line 13" }, { "name": "Line 2", "code": "Line 2" }, { "name": "Line 3", "code": "Line 3" }, { "name": "Line 4", "code": "Line 4" }, { "name": "Line 5", "code": "Line 5" }, { "name": "Line 6", "code": "Line 6" }, { "name": "Line 7", "code": "Line 7" }, { "name": "Line 8", "code": "Line 8" }, { "name": "Line 9", "code": "Line 9" }, { "name": "Long Street", "code": "Long Street" }, { "name": "Longview Drive", "code": "Longview Drive" }, { "name": "Lowes Gate", "code": "Lowes Gate" }, { "name": "Luisa Street", "code": "Luisa Street" }, { "name": "Luxury Avenue", "code": "Luxury Avenue" }, { "name": "Lynn Street", "code": "Lynn Street" }, { "name": "Mac Campbell Way", "code": "Mac Campbell Way" }, { "name": "Magani Avenue", "code": "Magani Avenue" }, { "name": "Mandalane Drive", "code": "Mandalane Drive" }, { "name": "Maple Court", "code": 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"Memorial Court", "code": "Memorial Court" }, { "name": "Metcalfe Drive", "code": "Metcalfe Drive" }, { "name": "Milby Crescent", "code": "Milby Crescent" }, { "name": "Miller Park Avenue", "code": "Miller Park Avenue" }, { "name": "Milligan Street", "code": "Milligan Street" }, { "name": "Mills Court", "code": "Mills Court" }, { "name": "Montrose Boulevard", "code": "Montrose Boulevard" }, { "name": "Mooney Street", "code": "Mooney Street" }, { "name": "Moore Street", "code": "Moore Street" }, { "name": "Morris Road", "code": "Morris Road" }, { "name": "Mulock Drive", "code": "Mulock Drive" }, { "name": "Natale Court", "code": "Natale Court" }, { "name": "Naylor Drive", "code": "Naylor Drive" }, { "name": "Neilly Terrace", "code": "Neilly Terrace" }, { "name": "Nelson Street", "code": "Nelson Street" }, { "name": "Noble Drive", "code": "Noble Drive" }, { "name": "North End of East Leg", "code": "North End of East Leg" }, { "name": "North End of West Leg", "code": "North End of West 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Hill Road", "code": "Pine Hill Road" }, { "name": "Plank Road", "code": "Plank Road" }, { "name": "Porter Street", "code": "Porter Street" }, { "name": "Prince Drive", "code": "Prince Drive" }, { "name": "Private Drive", "code": "Private Drive" }, { "name": "Private Entrance", "code": "Private Entrance" }, { "name": "Professor Day Drive", "code": "Professor Day Drive" }, { "name": "Pumphouse Road", "code": "Pumphouse Road" }, { "name": "Queen Street", "code": "Queen Street" }, { "name": "Rak Court", "code": "Rak Court" }, { "name": "Reagens Industrial Parkway", "code": "Reagens Industrial Parkway" }, { "name": "Rebecca Street", "code": "Rebecca Street" }, { "name": "Regency Court", "code": "Regency Court" }, { "name": "Reid Road", "code": "Reid Road" }, { "name": "Reynolds Drive", "code": "Reynolds Drive" }, { "name": "Richardson Crescent", "code": "Richardson Crescent" }, { "name": "Ridgeview Court", "code": "Ridgeview Court" }, { "name": "River Road", "code": "River Road" }, { "name": "Rogers Trail", "code": "Rogers Trail" }, { "name": "Romanelli Crescent", "code": "Romanelli Crescent" }, { "name": "Rotary Way", "code": "Rotary Way" }, { "name": "Roughley Street", "code": "Roughley Street" }, { "name": "Rowe Street", "code": "Rowe Street" }, { "name": "Royal Court", "code": "Royal Court" }, { "name": "Russel Drive", "code": "Russel Drive" }, { "name": "Rutherford Road", "code": "Rutherford Road" }, { "name": "Saint Avenue", "code": "Saint Avenue" }, { "name": "Scanlon Avenue", "code": "Scanlon Avenue" }, { "name": "Scarlet Way", "code": "Scarlet Way" }, { "name": "Selby Crescent", "code": "Selby Crescent" }, { "name": "Settlers Crescent", "code": "Settlers Crescent" }, { "name": "Sideroad 10", "code": "Sideroad 10" }, { "name": "Sideroad 20", "code": "Sideroad 20" }, { "name": "Sideroad 5", "code": "Sideroad 5" }, { "name": "Simcoe Road", "code": "Simcoe Road" }, { "name": "Slack Street", "code": "Slack Street" }, { "name": "Smith Street", "code": "Smith Street" }, { "name": "South End of East Leg", "code": "South End of East Leg" }, { "name": "South End of West Leg", "code": "South End of West Leg" }, { "name": "Southfield Gate", "code": "Southfield Gate" }, { "name": "Spence Lane", "code": "Spence Lane" }, { "name": "Stevens Gate", "code": "Stevens Gate" }, { "name": "Stevenson Crescent", "code": "Stevenson Crescent" }, { "name": "Stewart Crescent", "code": "Stewart Crescent" }, { "name": "Stirling Crescent", "code": "Stirling Crescent" }, { "name": "Stoddart Court", "code": "Stoddart Court" }, { "name": "Summerlyn Trail", "code": "Summerlyn Trail" }, { "name": "Sundragon Trail", "code": "Sundragon Trail" }, { "name": "Sunrise Circle", "code": "Sunrise Circle" }, { "name": "Sutherland Avenue", "code": "Sutherland Avenue" }, { "name": "Taucar Gate", "code": "Taucar Gate" }, { "name": "Tay Boulevard", "code": "Tay Boulevard" }, { "name": "Taylor Court", "code": "Taylor Court" }, { "name": "Tecumseth Crescent", "code": "Tecumseth 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", 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"code": "Jonkman Boulevard" }, { "name": "Joseph Street", "code": "Joseph Street" }, { "name": "Julie Court", "code": "Julie Court" }, { "name": "Kathryn Court", "code": "Kathryn Court" }, { "name": "Keele Lane", "code": "Keele Lane" }, { "name": "Kidd Street", "code": "Kidd Street" }, { "name": "Kilkenny Trail", "code": "Kilkenny Trail" }, { "name": "Kneeshaw Place", "code": "Kneeshaw Place" }, { "name": "Kulpin Avenue", "code": "Kulpin Avenue" }, { "name": "Lallien Drive", "code": "Lallien Drive" }, { "name": "Lanark Street", "code": "Lanark Street" }, { "name": "Landolfi Way", "code": "Landolfi Way" }, { "name": "Langford Boulevard", "code": "Langford Boulevard" }, { "name": "Lawndale Court", "code": "Lawndale Court" }, { "name": "Lee Avenue", "code": "Lee Avenue" }, { "name": "Leith Drive", "code": "Leith Drive" }, { "name": "Leonard Road", "code": "Leonard Road" }, { "name": "Lewis Avenue", "code": "Lewis Avenue" }, { "name": "Liberty Crescent", "code": "Liberty Crescent" }, { "name": "Line 10", "code": "Line 10" }, { "name": "Line 11", "code": "Line 11" }, { "name": "Line 12", "code": "Line 12" }, { "name": "Line 13", "code": "Line 13" }, { "name": "Line 2", "code": "Line 2" }, { "name": "Line 3", "code": "Line 3" }, { "name": "Line 4", "code": "Line 4" }, { "name": "Line 5", "code": "Line 5" }, { "name": "Line 6", "code": "Line 6" }, { "name": "Line 7", "code": "Line 7" }, { "name": "Line 8", "code": "Line 8" }, { "name": "Line 9", "code": "Line 9" }, { "name": "Long Street", "code": "Long Street" }, { "name": "Longview Drive", "code": "Longview Drive" }, { "name": "Lowes Gate", "code": "Lowes Gate" }, { "name": "Luisa Street", "code": "Luisa Street" }, { "name": "Luxury Avenue", "code": "Luxury Avenue" }, { "name": "Lynn Street", "code": "Lynn Street" }, { "name": "Mac Campbell Way", "code": "Mac Campbell Way" }, { "name": "Magani Avenue", "code": "Magani Avenue" }, { "name": "Mandalane Drive", "code": "Mandalane Drive" }, { "name": "Maple Court", "code": "Maple Court" }, { "name": "Maplegrove Avenue", "code": "Maplegrove Avenue" }, { "name": "Marshview Boulevard", "code": "Marshview Boulevard" }, { "name": "Martin Street", "code": "Martin Street" }, { "name": "Mary Street", "code": "Mary Street" }, { "name": "Mason Avenue", "code": "Mason Avenue" }, { "name": "Matthewson Avenue", "code": "Matthewson Avenue" }, { "name": "Matys Way", "code": "Matys Way" }, { "name": "Maurino Court", "code": "Maurino Court" }, { "name": "McCann Crescent", "code": "McCann Crescent" }, { "name": "McDonald Lane", "code": "McDonald Lane" }, { "name": "McDonnell Crescent", "code": "McDonnell Crescent" }, { "name": "McKenzie Way", "code": "McKenzie Way" }, { "name": "McKinstry Road", "code": "McKinstry Road" }, { "name": "Meadowhawk Trail", "code": "Meadowhawk Trail" }, { "name": "Meadowview Drive", "code": "Meadowview Drive" }, { "name": "Mel Irving Drive", "code": "Mel Irving Drive" }, { "name": "Melbourne Drive", "code": "Melbourne Drive" }, { "name": "Memorial Court", "code": "Memorial Court" }, { "name": "Metcalfe Drive", "code": "Metcalfe Drive" }, { "name": "Milby Crescent", "code": "Milby Crescent" }, { "name": "Miller Park Avenue", "code": "Miller Park Avenue" }, { "name": "Milligan Street", "code": "Milligan Street" }, { "name": "Mills Court", "code": "Mills Court" }, { "name": "Montrose Boulevard", "code": "Montrose Boulevard" }, { "name": "Mooney Street", "code": "Mooney Street" }, { "name": "Moore Street", "code": "Moore Street" }, { "name": "Morris Road", "code": "Morris Road" }, { "name": "Mulock Drive", "code": "Mulock Drive" }, { "name": "Natale Court", "code": "Natale Court" }, { "name": "Naylor Drive", "code": "Naylor Drive" }, { "name": "Neilly Terrace", "code": "Neilly Terrace" }, { "name": "Nelson Street", "code": "Nelson Street" }, { "name": "Noble Drive", "code": "Noble Drive" }, { "name": "North End of East Leg", "code": "North End of East Leg" }, { "name": "North End of West Leg", "code": "North End of West Leg" }, { "name": "North to South End of East Leg", "code": "North to South End of East Leg" }, { "name": "Northgate Drive", "code": "Northgate Drive" }, { "name": "N/A", "code": "Not Applicable/Available" }, { "name": "Nottingham Forest Road", "code": "Nottingham Forest Road" }, { "name": "Ondrey Street", "code": "Ondrey Street" }, { "name": "Orr Drive", "code": "Orr Drive" }, { "name": "Orsi Avenue", "code": "Orsi Avenue" }, { "name": "Orville Hand Court", "code": "Orville Hand Court" }, { "name": "Osler Court", "code": "Osler Court" }, { "name": "Outlook Avenue", "code": "Outlook Avenue" }, { "name": "Pace Crescent", "code": "Pace Crescent" }, { "name": "Paisley Drive", "code": "Paisley Drive" }, { "name": "Park Road", "code": "Park Road" }, { "name": "Parkside Court", "code": "Parkside Court" }, { "name": "Parkwood Avenue", "code": "Parkwood Avenue" }, { "name": "Patrician Court", "code": "Patrician Court" }, { "name": "Peterman Lane", "code": "Peterman Lane" }, { "name": "Pine Hill Road", "code": "Pine Hill Road" }, { "name": "Plank Road", "code": "Plank Road" }, { "name": "Porter Street", "code": "Porter Street" }, { "name": "Prince Drive", "code": "Prince Drive" }, { "name": "Private Drive", "code": "Private Drive" }, { "name": "Private Entrance", "code": "Private Entrance" }, { "name": "Professor Day Drive", "code": "Professor Day Drive" }, { "name": "Pumphouse Road", "code": "Pumphouse Road" }, { "name": "Queen Street", "code": "Queen Street" }, { "name": "Rak Court", "code": "Rak Court" }, { "name": "Reagens Industrial Parkway", "code": "Reagens Industrial Parkway" }, { "name": "Rebecca Street", "code": "Rebecca Street" }, { "name": "Regency Court", "code": "Regency Court" }, { "name": "Reid Road", "code": "Reid Road" }, { "name": "Reynolds Drive", "code": "Reynolds Drive" }, { "name": "Richardson Crescent", "code": "Richardson Crescent" }, { "name": "Ridgeview Court", "code": "Ridgeview Court" }, { "name": "River Road", "code": "River Road" }, { "name": "Rogers Trail", "code": "Rogers Trail" }, { "name": "Romanelli Crescent", "code": "Romanelli Crescent" }, { "name": "Rotary Way", "code": "Rotary Way" }, { "name": "Roughley Street", "code": "Roughley Street" }, { "name": "Rowe Street", "code": "Rowe Street" }, { "name": "Royal Court", "code": "Royal Court" }, { "name": "Russel Drive", "code": "Russel Drive" }, { "name": "Rutherford Road", "code": "Rutherford Road" }, { "name": "Saint Avenue", "code": "Saint Avenue" }, { "name": "Scanlon Avenue", "code": "Scanlon Avenue" }, { "name": "Scarlet Way", "code": "Scarlet Way" }, { "name": "Selby Crescent", "code": "Selby Crescent" }, { "name": "Settlers Crescent", "code": "Settlers Crescent" }, { "name": "Sideroad 10", "code": "Sideroad 10" }, { "name": "Sideroad 20", "code": "Sideroad 20" }, { "name": "Sideroad 5", "code": "Sideroad 5" }, { "name": "Simcoe Road", "code": "Simcoe Road" }, { "name": "Slack Street", "code": "Slack Street" }, { "name": "Smith Street", "code": "Smith Street" }, { "name": "South End of East Leg", "code": "South End of East Leg" }, { "name": "South End of West Leg", "code": "South End of West Leg" }, { "name": "Southfield Gate", "code": "Southfield Gate" }, { "name": "Spence Lane", "code": "Spence Lane" }, { "name": "Stevens Gate", "code": "Stevens Gate" }, { "name": "Stevenson Crescent", "code": "Stevenson Crescent" }, { "name": "Stewart Crescent", "code": "Stewart Crescent" }, { "name": "Stirling Crescent", "code": "Stirling Crescent" }, { "name": "Stoddart Court", "code": "Stoddart Court" }, { "name": "Summerlyn Trail", "code": "Summerlyn Trail" }, { "name": "Sundragon Trail", "code": "Sundragon Trail" }, { "name": "Sunrise Circle", "code": "Sunrise Circle" }, { "name": "Sutherland Avenue", "code": "Sutherland Avenue" }, { "name": "Taucar Gate", "code": "Taucar Gate" }, { "name": "Tay Boulevard", "code": "Tay Boulevard" }, { "name": "Taylor Court", "code": "Taylor Court" }, { "name": "Tecumseth Crescent", "code": "Tecumseth Crescent" }, { "name": "Thomas Street", "code": "Thomas Street" }, { "name": "Thornton Avenue", "code": "Thornton Avenue" }, { "name": "Thorpe Crescent", "code": "Thorpe Crescent" }, { "name": "Tiberini Way", "code": "Tiberini Way" }, { "name": "Tigertail Crescent", "code": "Tigertail Crescent" }, { "name": "To South Side of Cul-De-Sac", "code": "To South Side of Cul-De-Sac" }, { "name": "Tornado Drive", "code": "Tornado Drive" }, { "name": "Toronto Street", "code": "Toronto Street" }, { "name": "Tower Court", "code": "Tower Court" }, { "name": "Townsend Avenue", "code": "Townsend Avenue" }, { "name": "Trailside Drive", "code": "Trailside Drive" }, { "name": "Tupling Street", "code": "Tupling Street" }, { "name": "Turner Court", "code": "Turner Court" }, { "name": "Tyndall Drive", "code": "Tyndall Drive" }, { "name": "Valleyview Crescent", "code": "Valleyview Crescent" }, { "name": "Vasey Road", "code": "Vasey Road" }, { "name": "Veseli Court", "code": "Veseli Court" }, { "name": "Veterans Street", "code": "Veterans Street" }, { "name": "Village Green Lane", "code": "Village Green Lane" }, { "name": "Vipond Way", "code": "Vipond Way" }, { "name": "Vista Drive", "code": "Vista Drive" }, { "name": "W.Dykie Court", "code": "W.Dykie Court" }, { "name": "Walker Avenue", "code": "Walker Avenue" }, { "name": "Wallace Gate", "code": "Wallace Gate" }, { "name": "Wanda Street", "code": "Wanda Street" }, { "name": "Wandering Glider Trail", "code": "Wandering Glider Trail" }, { "name": "Waterton Way", "code": "Waterton Way" }, { "name": "Webb Street", "code": "Webb Street" }, { "name": "Webber Road", "code": "Webber Road" }, { "name": "Weir Street", "code": "Weir Street" }, { "name": "West Park Avenue", "code": "West Park Avenue" }, { "name": "West Side of 251 Gibson Circle", "code": "West Side of 251 Gibson Circle" }, { "name": "Westlake Crescent", "code": "Westlake Crescent" }, { "name": "Wilke Trail", "code": "Wilke Trail" }, { "name": "William Street", "code": "William Street" }, { "name": "Wilson Drive", "code": "Wilson Drive" }, { "name": "Wist Road", "code": "Wist Road" }, { "name": "Wood Crescent", "code": "Wood Crescent" }, { "name": "Wraggs Road", "code": "Wraggs Road" }, { "name": "Wyman Crescent", "code": "Wyman Crescent" }, { "name": "Yonge Street", "code": "Yonge Street" }, { "name": "Zima Crescent", "code": "Zima Crescent" }, { "name": "Zima Parkway", "code": "Zima Parkway" } ], "mergePolicy": "esriMPTDefaultValue", "splitPolicy": "esriSPTDefaultValue" } }, { "name": "FromStreet", "type": "esriFieldTypeString", "alias": "FromStreet", "length": 255, "domain": { "type": "codedValue", "name": "ParkingRoadNamesProper", "description": "Road Names in proper format (i.e. Dissette Street) with descriptions based on traffic by-laws. Please note that this is specific to Parking By-Law layer.", "codedValues": [ { "name": "10 m East", "code": "10 m East" }, { "name": "10 m East of Holland Court", "code": "10 m East of Holland Court" }, { "name": "100 m East of Line 5", "code": "100 m East of Line 5" }, { "name": "100 m East of Sideroad 5/River Road", "code": "100 m East of Sideroad 5/River Road" }, { "name": "100 m East of Simcoe Road", "code": "100 m East of Simcoe Road" }, { "name": "100 m North", "code": "100 m North" }, { "name": "100 m South of Canal Road", "code": "100 m South of Canal Road" }, { "name": "100 m West", "code": "100 m West" }, { "name": "100 m West of Line 5", "code": "100 m West of Line 5" }, { "name": "100 m West of Pumphouse Road", "code": "100 m West of Pumphouse Road" }, { "name": "100 m West of Simcoe Road", "code": "100 m West of Simcoe Road" }, { "name": "120 m North of Line 6", "code": "120 m North of Line 6" }, { "name": "120 m North of Reagens Industrial Parkway", "code": "120 m North of Reagens Industrial Parkway" }, { "name": "142 m South", "code": "142 m South" }, { "name": "145 m East of Rogers Trail", "code": "145 m East of Rogers Trail" }, { "name": "145 m West", "code": "145 m West" }, { "name": "15 m East of Longview Drive", "code": "15 m East of Longview Drive" }, { "name": "15 m North of the School Crossing Zone", "code": "15 m North of the School Crossing Zone" }, { "name": "15 m South", "code": "15 m South" }, { "name": "15 m South of the School Crossing Zone", "code": "15 m South of the School Crossing Zone" }, { "name": "15 m West", "code": "15 m West" }, { "name": "15 m West of Longview Drive", "code": "15 m West of Longview Drive" }, { "name": "150 m West of Sideroad 5/River Road", "code": "150 m West of Sideroad 5/River Road" }, { "name": "150 North of Miller Park Avenue", "code": "150 North of Miller Park Avenue" }, { "name": "160 m East", "code": "160 m East" }, { "name": "20 m West", "code": "20 m West" }, { "name": "200 m South of Holland Street West", "code": "200 m South of Holland Street West" }, { "name": "25 m West of Davis/Barawill Pump House Driveway", "code": "25 m West of Davis/Barawill Pump House Driveway" }, { "name": "270 m North of Line 6", "code": "270 m North of Line 6" }, { "name": "3 m East of Chris Hadfield School Exit", "code": "3 m East of Chris Hadfield School Exit" }, { "name": "3 m North of Church Parking Lot Entrance/Exit", "code": "3 m North of Church Parking Lot Entrance/Exit" }, { "name": "3 m North of St. Angela Merici School Exit", "code": "3 m North of St. Angela Merici School Exit" }, { "name": "3 m South of Church Parking Lot Entrance/Exit", "code": "3 m South of Church Parking Lot Entrance/Exit" }, { "name": "3 m South of St. Angela Merici School Exit", "code": "3 m South of St. Angela Merici School Exit" }, { "name": "3 m West of Chris Hadfield School Exit", "code": "3 m West of Chris Hadfield School Exit" }, { "name": "30 m East of West Park Avenue", "code": "30 m East of West Park Avenue" }, { "name": "30 m West of West Park Avenue", "code": "30 m West of West Park Avenue" }, { "name": "30 m East", "code": "30 m East" }, { "name": "30 m East of Barrie Street", "code": "30 m East of Barrie Street" }, { "name": "30 m East of Langford Boulevard", "code": "30 m East of Langford Boulevard" }, { "name": "30 m East of Summerlyn Trail", "code": "30 m East of Summerlyn Trail" }, { "name": "30 m East of West Park Avenue", "code": "30 m East of West Park Avenue" }, { "name": "30 m North of Blue Dasher Boulevard", "code": "30 m North of Blue Dasher Boulevard" }, { "name": "30 m North of Citrine Drive", "code": "30 m North of Citrine Drive" }, { "name": "30 m North of Downy Emerald Drive (South Leg)", "code": "30 m North of Downy Emerald Drive (South Leg)" }, { "name": "30 m North of Green Darner Trail", "code": "30 m North of Green Darner Trail" }, { "name": "30 m North of Luxury/Marshview", "code": "30 m North of Luxury/Marshview" }, { "name": "30 m North of Rutherford Road", "code": "30 m North of Rutherford Road" }, { "name": "30 m South of Blue Dasher Boulevard", "code": "30 m South of Blue Dasher Boulevard" }, { "name": "30 m South of Catania", "code": "30 m South of Catania" }, { "name": "30 m South of Citrine Drive", "code": "30 m South of Citrine Drive" }, { "name": "30 m South of Downy Emerald Drive (South Leg)", "code": "30 m South of Downy Emerald Drive (South Leg)" }, { "name": "30 m South of Green Darner Trail", "code": "30 m South of Green Darner Trail" }, { "name": "30 m South of Rutherford Road", "code": "30 m South of Rutherford Road" }, { "name": "30 m West of Summerlyn Trail", "code": "30 m West of Summerlyn Trail" }, { "name": "30 m West of West Park Avenue", "code": "30 m West of West Park Avenue" }, { "name": "300 m North of Line 6", "code": "300 m North of Line 6" }, { "name": "335 m North of Holland Street West", "code": "335 m North of Holland Street West" }, { "name": "40 m East", "code": "40 m East" }, { "name": "40 m South", "code": "40 m South" }, { "name": "50 m East", "code": "50 m East" }, { "name": "50 m North of Miller Park Avenue", "code": "50 m North of Miller Park Avenue" }, { "name": "50 m South", "code": "50 m South" }, { "name": "50 m South of School Entrance", "code": "50 m South of School Entrance" }, { "name": "50 m West", "code": "50 m West" }, { "name": "50 m West of Catania Avenue", "code": "50 m West of Catania Avenue" }, { "name": "50m West of Moore Street", "code": "50m West of Moore Street" }, { "name": "55 m East of Barrie Street", "code": "55 m East of Barrie Street" }, { "name": "56 m South", "code": "56 m South" }, { "name": "58 m North of Line 8", "code": "58 m North of Line 8" }, { "name": "6 m South", "code": "6 m South" }, { "name": "65 m East", "code": "65 m East" }, { "name": "65 m South of Walker", "code": "65 m South of Walker" }, { "name": "70 m South of Holland Street W", "code": "70 m South of Holland Street W" }, { "name": "75 m East", "code": "75 m East" }, { "name": "75 m East of Church Street", "code": "75 m East of Church Street" }, { "name": "80 m East of Davis/Barawill Pump House Driveway", "code": "80 m East of Davis/Barawill Pump House Driveway" }, { "name": "80 m East of Davis/Bardawill Pump House Driveway", "code": "80 m East of Davis/Bardawill Pump House Driveway" }, { "name": "80 m West of West Park", "code": "80 m West of West Park" }, { "name": "Acorn Lane", "code": "Acorn Lane" }, { "name": "Adams Street", "code": "Adams Street" }, { "name": "Aelick Court", "code": "Aelick Court" }, { "name": "Agar Avenue", "code": "Agar Avenue" }, { "name": "Aishford Road", "code": "Aishford Road" }, { "name": "Algeo Way", "code": "Algeo Way" }, { "name": "Allan Lane", "code": "Allan Lane" }, { "name": "Amberwing Landing", "code": "Amberwing Landing" }, { "name": "Andrews Drive", "code": "Andrews Drive" }, { "name": "Angela Street", "code": "Angela Street" }, { "name": "Anne Street", "code": "Anne Street" }, { "name": "Archer Avenue", "code": "Archer Avenue" }, { "name": "Armson Court", "code": "Armson Court" }, { "name": "Armstrong Crescent", "code": "Armstrong Crescent" }, { "name": "Artesian Industrial Parkway", "code": "Artesian Industrial Parkway" }, { "name": "Arthur Evans Crescent", "code": "Arthur Evans Crescent" }, { "name": "Averill Court", "code": "Averill Court" }, { "name": "Back Street", "code": "Back Street" }, { "name": "Bannerman Drive", "code": "Bannerman Drive" }, { "name": "Barrie Street", "code": "Barrie Street" }, { "name": "Barrow Avenue", "code": "Barrow Avenue" }, { "name": "Bartram Crescent", "code": "Bartram Crescent" }, { "name": "Baynes Way", "code": "Baynes Way" }, { "name": "Belfry Drive", "code": "Belfry Drive" }, { "name": "Bingham Street", "code": "Bingham Street" }, { "name": "Blackwell Crescent", "code": "Blackwell Crescent" }, { "name": "Blue Dasher Boulevard", "code": "Blue Dasher Boulevard" }, { "name": "Booth Street", "code": "Booth Street" }, { "name": "Boyd Lane", "code": "Boyd Lane" }, { "name": "Bradford Street", "code": "Bradford Street" }, { "name": "Brazel Crescent", "code": "Brazel Crescent" }, { "name": "Breeze Drive", "code": "Breeze Drive" }, { "name": "Bridge Street", "code": "Bridge Street" }, { "name": "Britannia Avenue", "code": "Britannia Avenue" }, { "name": "Bronze Crescent", "code": "Bronze Crescent" }, { "name": "Brookview Drive", "code": "Brookview Drive" }, { "name": "Broughton Terrace", "code": "Broughton Terrace" }, { "name": "Brown'S Lane", "code": "Brown'S Lane" }, { "name": "Brownlee Drive", "code": "Brownlee Drive" }, { "name": "Buce Avenue", "code": "Buce Avenue" }, { "name": "Cambridge Crescent", "code": "Cambridge Crescent" }, { "name": "Canal Road", "code": "Canal Road" }, { "name": "Carrington Place", "code": "Carrington Place" }, { "name": "Carter Street", "code": "Carter Street" }, { "name": "Cassells Drive", "code": "Cassells Drive" }, { "name": "Catania Avenue", "code": "Catania Avenue" }, { "name": "Cayton Crescent", "code": "Cayton Crescent" }, { "name": "Centre of the School Crossing Zone", "code": "Centre of the School Crossing Zone" }, { "name": "Centre Street", "code": "Centre Street" }, { "name": "Cerswell Drive", "code": "Cerswell Drive" }, { "name": "Chelsea Crescent", "code": "Chelsea Crescent" }, { "name": "Christina Crescent", "code": "Christina Crescent" }, { "name": "Church Street", "code": "Church Street" }, { "name": "Citrine Drive", "code": "Citrine Drive" }, { "name": "Coffey Road", "code": "Coffey Road" }, { "name": "Colborne Street", "code": "Colborne Street" }, { "name": "Collings Avenue", "code": "Collings Avenue" }, { "name": "Collis Drive", "code": "Collis Drive" }, { "name": "Compton Crescent", "code": "Compton Crescent" }, { "name": "Corwin Drive", "code": "Corwin Drive" }, { "name": "Countryside Court", "code": "Countryside Court" }, { "name": "County Road 1", "code": "County Road 1" }, { "name": "County Road 27", "code": "County Road 27" }, { "name": "County Road 88", "code": "County Road 88" }, { "name": "Court House South Entrance", "code": "Court House South Entrance" }, { "name": "Cousins Court", "code": "Cousins Court" }, { "name": "Cousteau Drive", "code": "Cousteau Drive" }, { "name": "Crossland Boulevard", "code": "Crossland Boulevard" }, { "name": "Crown Crescent", "code": "Crown Crescent" }, { "name": "Culbert Road", "code": "Culbert Road" }, { "name": "Cummings Road", "code": "Cummings Road" }, { "name": "Cunningham Drive", "code": "Cunningham Drive" }, { "name": "Dale Crescent", "code": "Dale Crescent" }, { "name": "Daniele Crescent", "code": "Daniele Crescent" }, { "name": "Danube Lane", "code": "Danube Lane" }, { "name": "Davey Boulevard", "code": "Davey Boulevard" }, { "name": "David Street", "code": "David Street" }, { "name": "Davis Road", "code": "Davis Road" }, { "name": "Day Street", "code": "Day Street" }, { "name": "Deer Run Crescent", "code": "Deer Run Crescent" }, { "name": "Depeuter Crescent", "code": "Depeuter Crescent" }, { "name": "Devald Road", "code": "Devald Road" }, { "name": "Dimork Court", "code": "Dimork Court" }, { "name": "Dissette Street", "code": "Dissette Street" }, { "name": "Dixon Road", "code": "Dixon Road" }, { "name": "Doctor'S Lane", "code": "Doctor'S Lane" }, { "name": "Downy Emerald Drive", "code": "Downy Emerald Drive" }, { "name": "Drumlins Way", "code": "Drumlins Way" }, { "name": "Drury Street", "code": "Drury Street" }, { "name": "East Court House Entrance", "code": "East Court House Entrance" }, { "name": "East Leg Gibson Circle", "code": "East Leg Gibson Circle" }, { "name": "East Leg of McDonnell Crescent", "code": "East Leg of McDonnell Crescent" }, { "name": "Edward Street", "code": "Edward Street" }, { "name": "Eldridge Street", "code": "Eldridge Street" }, { "name": "Elizabeth Street", "code": "Elizabeth Street" }, { "name": "Empire Drive", "code": "Empire Drive" }, { "name": "End of Cul-De-Sac", "code": "End of Cul-De-Sac" }, { "name": "End of Street", "code": "End of Street" }, { "name": "Essa Street", "code": "Essa Street" }, { "name": "Evans Avenue", "code": "Evans Avenue" }, { "name": "Eve Court", "code": "Eve Court" }, { "name": "Fairside Drive", "code": "Fairside Drive" }, { "name": "Faris Street", "code": "Faris Street" }, { "name": "Ferragine Crescent", "code": "Ferragine Crescent" }, { "name": "Fletcher Street", "code": "Fletcher Street" }, { "name": "Fortis Crescent", "code": "Fortis Crescent" }, { "name": "Fox Run Lane", "code": "Fox Run Lane" }, { "name": "Fraser Street", "code": "Fraser Street" }, { "name": "Fred Cook Drive", "code": "Fred Cook Drive" }, { "name": "Frederick Street", "code": "Frederick Street" }, { "name": "Gapp Lane", "code": "Gapp Lane" }, { "name": "Gardiner Drive", "code": "Gardiner Drive" }, { "name": "Geddes Street", "code": "Geddes Street" }, { "name": "Gibson Circle", "code": "Gibson Circle" }, { "name": "Given Road", "code": "Given Road" }, { "name": "Golfview Boulevard", "code": "Golfview Boulevard" }, { "name": "Gordon Court", "code": "Gordon Court" }, { "name": "Gosnel Circle", "code": "Gosnel Circle" }, { "name": "Grandview Crescent", "code": "Grandview Crescent" }, { "name": "Green Darner Trail", "code": "Green Darner Trail" }, { "name": "Grencer Road", "code": "Grencer Road" }, { "name": "Gres Court", "code": "Gres Court" }, { "name": "Gwillimbury Drive", "code": "Gwillimbury Drive" }, { "name": "Harmony Circle", "code": "Harmony Circle" }, { "name": "Hazel Street", "code": "Hazel Street" }, { "name": "Hearn Street", "code": "Hearn Street" }, { "name": "Heritage Street", "code": "Heritage Street" }, { "name": "Highland Terrace", "code": "Highland Terrace" }, { "name": "Highway 400", "code": "Highway 400" }, { "name": "Highway 9", "code": "Highway 9" }, { "name": "Hillsview Road", "code": "Hillsview Road" }, { "name": "Hodgson Road", "code": "Hodgson Road" }, { "name": "Holland Court", "code": "Holland Court" }, { "name": "Holland Street East", "code": "Holland Street East" }, { "name": "Holland Street West", "code": "Holland Street West" }, { "name": "Hopkins Crescent", "code": "Hopkins Crescent" }, { "name": "Hudson Crescent", "code": "Hudson Crescent" }, { "name": "Hulst Drive", "code": "Hulst Drive" }, { "name": "Hurd Street", "code": "Hurd Street" }, { "name": "Huron Lane", "code": "Huron Lane" }, { "name": "Imperial Crescent", "code": "Imperial Crescent" }, { "name": "Industrial Court", "code": "Industrial Court" }, { "name": "Industrial Road", "code": "Industrial Road" }, { "name": "Inverness Way", "code": "Inverness Way" }, { "name": "Irwin Place", "code": "Irwin Place" }, { "name": "James Street", "code": "James Street" }, { "name": "Jane Street", "code": "Jane Street" }, { "name": "Jay Street", "code": "Jay Street" }, { "name": "Jennifer Court", "code": "Jennifer Court" }, { "name": "Jewelwing Court", "code": "Jewelwing Court" }, { "name": "John Street East", "code": "John Street East" }, { "name": "John Street West", "code": "John Street West" }, { "name": "Jonkman Boulevard", "code": "Jonkman Boulevard" }, { "name": "Joseph Street", "code": "Joseph Street" }, { "name": "Julie Court", "code": "Julie Court" }, { "name": "Kathryn Court", "code": "Kathryn Court" }, { "name": "Keele Lane", "code": "Keele Lane" }, { "name": "Kidd Street", "code": "Kidd Street" }, { "name": "Kilkenny Trail", "code": "Kilkenny Trail" }, { "name": "Kneeshaw Place", "code": "Kneeshaw Place" }, { "name": "Kulpin Avenue", "code": "Kulpin Avenue" }, { "name": "Lallien Drive", "code": "Lallien Drive" }, { "name": "Lanark Street", "code": "Lanark Street" }, { "name": "Landolfi Way", "code": "Landolfi Way" }, { "name": "Langford Boulevard", "code": "Langford Boulevard" }, { "name": "Lawndale Court", "code": "Lawndale Court" }, { "name": "Lee Avenue", "code": "Lee Avenue" }, { "name": "Leith Drive", "code": "Leith Drive" }, { "name": "Leonard Road", "code": "Leonard Road" }, { "name": "Lewis Avenue", "code": "Lewis Avenue" }, { "name": "Liberty Crescent", "code": "Liberty Crescent" }, { "name": "Line 10", "code": "Line 10" }, { "name": "Line 11", "code": "Line 11" }, { "name": "Line 12", "code": "Line 12" }, { "name": "Line 13", "code": "Line 13" }, { "name": "Line 2", "code": "Line 2" }, { "name": "Line 3", "code": "Line 3" }, { "name": "Line 4", "code": "Line 4" }, { "name": "Line 5", "code": "Line 5" }, { "name": "Line 6", "code": "Line 6" }, { "name": "Line 7", "code": "Line 7" }, { "name": "Line 8", "code": "Line 8" }, { "name": "Line 9", "code": "Line 9" }, { "name": "Long Street", "code": "Long Street" }, { "name": "Longview Drive", "code": "Longview Drive" }, { "name": "Lowes Gate", "code": "Lowes Gate" }, { "name": "Luisa Street", "code": "Luisa Street" }, { "name": "Luxury Avenue", "code": "Luxury Avenue" }, { "name": "Lynn Street", "code": "Lynn Street" }, { "name": "Mac Campbell Way", "code": "Mac Campbell Way" }, { "name": "Magani Avenue", "code": "Magani Avenue" }, { "name": "Mandalane Drive", "code": "Mandalane Drive" }, { "name": "Maple Court", "code": "Maple Court" }, { "name": "Maplegrove Avenue", "code": "Maplegrove Avenue" }, { "name": "Marshview Boulevard", "code": "Marshview Boulevard" }, { "name": "Martin Street", "code": "Martin Street" }, { "name": "Mary Street", "code": "Mary Street" }, { "name": "Mason Avenue", "code": "Mason Avenue" }, { "name": "Matthewson Avenue", "code": "Matthewson Avenue" }, { "name": "Matys Way", "code": "Matys Way" }, { "name": "Maurino Court", "code": "Maurino Court" }, { "name": "McCann Crescent", "code": "McCann Crescent" }, { "name": "McDonald Lane", "code": "McDonald Lane" }, { "name": "McDonnell Crescent", "code": "McDonnell Crescent" }, { "name": "McKenzie Way", "code": "McKenzie Way" }, { "name": "McKinstry Road", "code": "McKinstry Road" }, { "name": "Meadowhawk Trail", "code": "Meadowhawk Trail" }, { "name": "Meadowview Drive", "code": "Meadowview Drive" }, { "name": "Mel Irving Drive", "code": "Mel Irving Drive" }, { "name": "Melbourne Drive", "code": "Melbourne Drive" }, { "name": "Memorial Court", "code": "Memorial Court" }, { "name": "Metcalfe Drive", "code": "Metcalfe Drive" }, { "name": "Milby Crescent", "code": "Milby Crescent" }, { "name": "Miller Park Avenue", "code": "Miller Park Avenue" }, { "name": "Milligan Street", "code": "Milligan Street" }, { "name": "Mills Court", "code": "Mills Court" }, { "name": "Montrose Boulevard", "code": "Montrose Boulevard" }, { "name": "Mooney Street", "code": "Mooney Street" }, { "name": "Moore Street", "code": "Moore Street" }, { "name": "Morris Road", "code": "Morris Road" }, { "name": "Mulock Drive", "code": "Mulock Drive" }, { "name": "Natale Court", "code": "Natale Court" }, { "name": "Naylor Drive", "code": "Naylor Drive" }, { "name": "Neilly Terrace", "code": "Neilly Terrace" }, { "name": "Nelson Street", "code": "Nelson Street" }, { "name": "Noble Drive", "code": "Noble Drive" }, { "name": "North End of East Leg", "code": "North End of East Leg" }, { "name": "North End of West Leg", "code": "North End of West Leg" }, { "name": "North to South End of East Leg", "code": "North to South End of East Leg" }, { "name": "Northgate Drive", "code": "Northgate Drive" }, { "name": "N/A", "code": "Not Applicable/Available" }, { "name": "Nottingham Forest Road", "code": "Nottingham Forest Road" }, { "name": "Ondrey Street", "code": "Ondrey Street" }, { "name": "Orr Drive", "code": "Orr Drive" }, { "name": "Orsi Avenue", "code": "Orsi Avenue" }, { "name": "Orville Hand Court", "code": "Orville Hand Court" }, { "name": "Osler Court", "code": "Osler Court" }, { "name": "Outlook Avenue", "code": "Outlook Avenue" }, { "name": "Pace Crescent", "code": "Pace Crescent" }, { "name": "Paisley Drive", "code": "Paisley Drive" }, { "name": "Park Road", "code": "Park Road" }, { "name": "Parkside Court", "code": "Parkside Court" }, { "name": "Parkwood Avenue", "code": "Parkwood Avenue" }, { "name": "Patrician Court", "code": "Patrician Court" }, { "name": "Peterman Lane", "code": "Peterman Lane" }, { "name": "Pine Hill Road", "code": "Pine Hill Road" }, { "name": "Plank Road", "code": "Plank Road" }, { "name": "Porter Street", "code": "Porter Street" }, { "name": "Prince Drive", "code": "Prince Drive" }, { "name": "Private Drive", "code": "Private Drive" }, { "name": "Private Entrance", "code": "Private Entrance" }, { "name": "Professor Day Drive", "code": "Professor Day Drive" }, { "name": "Pumphouse Road", "code": "Pumphouse Road" }, { "name": "Queen Street", "code": "Queen Street" }, { "name": "Rak Court", "code": "Rak Court" }, { "name": "Reagens Industrial Parkway", "code": "Reagens Industrial Parkway" }, { "name": "Rebecca Street", "code": "Rebecca Street" }, { "name": "Regency Court", "code": "Regency Court" }, { "name": "Reid Road", "code": "Reid Road" }, { "name": "Reynolds Drive", "code": "Reynolds Drive" }, { "name": "Richardson Crescent", "code": "Richardson Crescent" }, { "name": "Ridgeview Court", "code": "Ridgeview Court" }, { "name": "River Road", "code": "River Road" }, { "name": "Rogers Trail", "code": "Rogers Trail" }, { "name": "Romanelli Crescent", "code": "Romanelli Crescent" }, { "name": "Rotary Way", "code": "Rotary Way" }, { "name": "Roughley Street", "code": "Roughley Street" }, { "name": "Rowe Street", "code": "Rowe Street" }, { "name": "Royal Court", "code": "Royal Court" }, { "name": "Russel Drive", "code": "Russel Drive" }, { "name": "Rutherford Road", "code": "Rutherford Road" }, { "name": "Saint Avenue", "code": "Saint Avenue" }, { "name": "Scanlon Avenue", "code": "Scanlon Avenue" }, { "name": "Scarlet Way", "code": "Scarlet Way" }, { "name": "Selby Crescent", "code": "Selby Crescent" }, { "name": "Settlers Crescent", "code": "Settlers Crescent" }, { "name": "Sideroad 10", "code": "Sideroad 10" }, { "name": "Sideroad 20", "code": "Sideroad 20" }, { "name": "Sideroad 5", "code": "Sideroad 5" }, { "name": "Simcoe Road", "code": "Simcoe Road" }, { "name": "Slack Street", "code": "Slack Street" }, { "name": "Smith Street", "code": "Smith Street" }, { "name": "South End of East Leg", "code": "South End of East Leg" }, { "name": "South End of West Leg", "code": "South End of West Leg" }, { "name": "Southfield Gate", "code": "Southfield Gate" }, { "name": "Spence Lane", "code": "Spence Lane" }, { "name": "Stevens Gate", "code": "Stevens Gate" }, { "name": "Stevenson Crescent", "code": "Stevenson Crescent" }, { "name": "Stewart Crescent", "code": "Stewart Crescent" }, { "name": "Stirling Crescent", "code": "Stirling Crescent" }, { "name": "Stoddart Court", "code": "Stoddart Court" }, { "name": "Summerlyn Trail", "code": "Summerlyn Trail" }, { "name": "Sundragon Trail", "code": "Sundragon Trail" }, { "name": "Sunrise Circle", "code": "Sunrise Circle" }, { "name": "Sutherland Avenue", "code": "Sutherland Avenue" }, { "name": "Taucar Gate", "code": "Taucar Gate" }, { "name": "Tay Boulevard", "code": "Tay Boulevard" }, { "name": "Taylor Court", "code": "Taylor Court" }, { "name": "Tecumseth Crescent", "code": "Tecumseth Crescent" }, { "name": "Thomas Street", "code": "Thomas Street" }, { "name": "Thornton Avenue", "code": "Thornton Avenue" }, { "name": "Thorpe Crescent", "code": "Thorpe Crescent" }, { "name": "Tiberini Way", "code": "Tiberini Way" }, { "name": "Tigertail Crescent", "code": "Tigertail Crescent" }, { "name": "To South Side of Cul-De-Sac", "code": "To South Side of Cul-De-Sac" }, { "name": "Tornado Drive", "code": "Tornado Drive" }, { "name": "Toronto Street", "code": "Toronto Street" }, { "name": "Tower Court", "code": "Tower Court" }, { "name": "Townsend Avenue", "code": "Townsend Avenue" }, { "name": "Trailside Drive", "code": "Trailside Drive" }, { "name": "Tupling Street", "code": "Tupling Street" }, { "name": "Turner Court", "code": "Turner Court" }, { "name": "Tyndall Drive", "code": "Tyndall Drive" }, { "name": "Valleyview Crescent", "code": "Valleyview Crescent" }, { "name": "Vasey Road", "code": "Vasey Road" }, { "name": "Veseli Court", "code": "Veseli Court" }, { "name": "Veterans Street", "code": "Veterans Street" }, { "name": "Village Green Lane", "code": "Village Green Lane" }, { "name": "Vipond Way", "code": "Vipond Way" }, { "name": "Vista Drive", "code": "Vista Drive" }, { "name": "W.Dykie Court", "code": "W.Dykie Court" }, { "name": "Walker Avenue", "code": "Walker Avenue" }, { "name": "Wallace Gate", "code": "Wallace Gate" }, { "name": "Wanda Street", "code": "Wanda Street" }, { "name": "Wandering Glider Trail", "code": "Wandering Glider Trail" }, { "name": "Waterton Way", "code": "Waterton Way" }, { "name": "Webb Street", "code": "Webb Street" }, { "name": "Webber Road", "code": "Webber Road" }, { "name": "Weir Street", "code": "Weir Street" }, { "name": "West Park Avenue", "code": "West Park Avenue" }, { "name": "West Side of 251 Gibson Circle", "code": "West Side of 251 Gibson Circle" }, { "name": "Westlake Crescent", "code": "Westlake Crescent" }, { "name": "Wilke Trail", "code": "Wilke Trail" }, { "name": "William Street", "code": "William Street" }, { "name": "Wilson Drive", "code": "Wilson Drive" }, { "name": "Wist Road", "code": "Wist Road" }, { "name": "Wood Crescent", "code": "Wood Crescent" }, { "name": "Wraggs Road", "code": "Wraggs Road" }, { "name": "Wyman Crescent", "code": "Wyman Crescent" }, { "name": "Yonge Street", "code": "Yonge Street" }, { "name": "Zima Crescent", "code": "Zima Crescent" }, { "name": "Zima Parkway", "code": "Zima Parkway" } ], "mergePolicy": "esriMPTDefaultValue", "splitPolicy": "esriSPTDefaultValue" } }, { "name": "ToStreet", "type": "esriFieldTypeString", "alias": "ToStreet", "length": 255, "domain": { "type": "codedValue", "name": "ParkingRoadNamesProper", "description": "Road Names in proper format (i.e. Dissette Street) with descriptions based on traffic by-laws. Please note that this is specific to Parking By-Law layer.", "codedValues": [ { "name": "10 m East", "code": "10 m East" }, { "name": "10 m East of Holland Court", "code": "10 m East of Holland Court" }, { "name": "100 m East of Line 5", "code": "100 m East of Line 5" }, { "name": "100 m East of Sideroad 5/River Road", "code": "100 m East of Sideroad 5/River Road" }, { "name": "100 m East of Simcoe Road", "code": "100 m East of Simcoe Road" }, { "name": "100 m North", "code": "100 m North" }, { "name": "100 m South of Canal Road", "code": "100 m South of Canal Road" }, { "name": "100 m West", "code": "100 m West" }, { "name": "100 m West of Line 5", "code": "100 m West of Line 5" }, { "name": "100 m West of Pumphouse Road", "code": "100 m West of Pumphouse Road" }, { "name": "100 m West of Simcoe Road", "code": "100 m West of Simcoe Road" }, { "name": "120 m North of Line 6", "code": "120 m North of Line 6" }, { "name": "120 m North of Reagens Industrial Parkway", "code": "120 m North of Reagens Industrial Parkway" }, { "name": "142 m South", "code": "142 m South" }, { "name": "145 m East of Rogers Trail", "code": "145 m East of Rogers Trail" }, { "name": "145 m West", "code": "145 m West" }, { "name": "15 m East of Longview Drive", "code": "15 m East of Longview Drive" }, { "name": "15 m North of the School Crossing Zone", "code": "15 m North of the School Crossing Zone" }, { "name": "15 m South", "code": "15 m South" }, { "name": "15 m South of the School Crossing Zone", "code": "15 m South of the School Crossing Zone" }, { "name": "15 m West", "code": "15 m West" }, { "name": "15 m West of Longview Drive", "code": "15 m West of Longview Drive" }, { "name": "150 m West of Sideroad 5/River Road", "code": "150 m West of Sideroad 5/River Road" }, { "name": "150 North of Miller Park Avenue", "code": "150 North of Miller Park Avenue" }, { "name": "160 m East", "code": "160 m East" }, { "name": "20 m West", "code": "20 m West" }, { "name": "200 m South of Holland Street West", "code": "200 m South of Holland Street West" }, { "name": "25 m West of Davis/Barawill Pump House Driveway", "code": "25 m West of Davis/Barawill Pump House Driveway" }, { "name": "270 m North of Line 6", "code": "270 m North of Line 6" }, { "name": "3 m East of Chris Hadfield School Exit", "code": "3 m East of Chris Hadfield School Exit" }, { "name": "3 m North of Church Parking Lot Entrance/Exit", "code": "3 m North of Church Parking Lot Entrance/Exit" }, { "name": "3 m North of St. Angela Merici School Exit", "code": "3 m North of St. Angela Merici School Exit" }, { "name": "3 m South of Church Parking Lot Entrance/Exit", "code": "3 m South of Church Parking Lot Entrance/Exit" }, { "name": "3 m South of St. Angela Merici School Exit", "code": "3 m South of St. Angela Merici School Exit" }, { "name": "3 m West of Chris Hadfield School Exit", "code": "3 m West of Chris Hadfield School Exit" }, { "name": "30 m East of West Park Avenue", "code": "30 m East of West Park Avenue" }, { "name": "30 m West of West Park Avenue", "code": "30 m West of West Park Avenue" }, { "name": "30 m East", "code": "30 m East" }, { "name": "30 m East of Barrie Street", "code": "30 m East of Barrie Street" }, { "name": "30 m East of Langford Boulevard", "code": "30 m East of Langford Boulevard" }, { "name": "30 m East of Summerlyn Trail", "code": "30 m East of Summerlyn Trail" }, { "name": "30 m East of West Park Avenue", "code": "30 m East of West Park Avenue" }, { "name": "30 m North of Blue Dasher Boulevard", "code": "30 m North of Blue Dasher Boulevard" }, { "name": "30 m North of Citrine Drive", "code": "30 m North of Citrine Drive" }, { "name": "30 m North of Downy Emerald Drive (South Leg)", "code": "30 m North of Downy Emerald Drive (South Leg)" }, { "name": "30 m North of Green Darner Trail", "code": "30 m North of Green Darner Trail" }, { "name": "30 m North of Luxury/Marshview", "code": "30 m North of Luxury/Marshview" }, { "name": "30 m North of Rutherford Road", "code": "30 m North of Rutherford Road" }, { "name": "30 m South of Blue Dasher Boulevard", "code": "30 m South of Blue Dasher Boulevard" }, { "name": "30 m South of Catania", "code": "30 m South of Catania" }, { "name": "30 m South of Citrine Drive", "code": "30 m South of Citrine Drive" }, { "name": "30 m South of Downy Emerald Drive (South Leg)", "code": "30 m South of Downy Emerald Drive (South Leg)" }, { "name": "30 m South of Green Darner Trail", "code": "30 m South of Green Darner Trail" }, { "name": "30 m South of Rutherford Road", "code": "30 m South of Rutherford Road" }, { "name": "30 m West of Summerlyn Trail", "code": "30 m West of Summerlyn Trail" }, { "name": "30 m West of West Park Avenue", "code": "30 m West of West Park Avenue" }, { "name": "300 m North of Line 6", "code": "300 m North of Line 6" }, { "name": "335 m North of Holland Street West", "code": "335 m North of Holland Street West" }, { "name": "40 m East", "code": "40 m East" }, { "name": "40 m South", "code": "40 m South" }, { "name": "50 m East", "code": "50 m East" }, { "name": "50 m North of Miller Park Avenue", "code": "50 m North of Miller Park Avenue" }, { "name": "50 m South", "code": "50 m South" }, { "name": "50 m South of School Entrance", "code": "50 m South of School Entrance" }, { "name": "50 m West", "code": "50 m West" }, { "name": "50 m West of Catania Avenue", "code": "50 m West of Catania Avenue" }, { "name": "50m West of Moore Street", "code": "50m West of Moore Street" }, { "name": "55 m East of Barrie Street", "code": "55 m East of Barrie Street" }, { "name": "56 m South", "code": "56 m South" }, { "name": "58 m North of Line 8", "code": "58 m North of Line 8" }, { "name": "6 m South", "code": "6 m South" }, { "name": "65 m East", "code": "65 m East" }, { "name": "65 m South of Walker", "code": "65 m South of Walker" }, { "name": "70 m South of Holland Street W", "code": "70 m South of Holland Street W" }, { "name": "75 m East", "code": "75 m East" }, { "name": "75 m East of Church Street", "code": "75 m East of Church Street" }, { "name": "80 m East of Davis/Barawill Pump House Driveway", "code": "80 m East of Davis/Barawill Pump House Driveway" }, { "name": "80 m East of Davis/Bardawill Pump House Driveway", "code": "80 m East of Davis/Bardawill Pump House Driveway" }, { "name": "80 m West of West Park", "code": "80 m West of West Park" }, { "name": "Acorn Lane", "code": "Acorn Lane" }, { "name": "Adams Street", "code": "Adams Street" }, { "name": "Aelick Court", "code": "Aelick Court" }, { "name": "Agar Avenue", "code": "Agar Avenue" }, { "name": "Aishford Road", "code": "Aishford Road" }, { "name": "Algeo Way", "code": "Algeo Way" }, { "name": "Allan Lane", "code": "Allan Lane" }, { "name": "Amberwing Landing", "code": "Amberwing Landing" }, { "name": "Andrews Drive", "code": "Andrews Drive" }, { "name": "Angela Street", "code": "Angela Street" }, { "name": "Anne Street", "code": "Anne Street" }, { "name": "Archer Avenue", "code": "Archer Avenue" }, { "name": "Armson Court", "code": "Armson Court" }, { "name": "Armstrong Crescent", "code": "Armstrong Crescent" }, { "name": "Artesian Industrial Parkway", "code": "Artesian Industrial Parkway" }, { "name": "Arthur Evans Crescent", "code": "Arthur Evans Crescent" }, { "name": "Averill Court", "code": "Averill Court" }, { "name": "Back Street", "code": "Back Street" }, { "name": "Bannerman Drive", "code": "Bannerman Drive" }, { "name": "Barrie Street", "code": "Barrie Street" }, { "name": "Barrow Avenue", "code": "Barrow Avenue" }, { "name": "Bartram Crescent", "code": "Bartram Crescent" }, { "name": "Baynes Way", "code": "Baynes Way" }, { "name": "Belfry Drive", "code": "Belfry Drive" }, { "name": "Bingham Street", "code": "Bingham Street" }, { "name": "Blackwell Crescent", "code": "Blackwell Crescent" }, { "name": "Blue Dasher Boulevard", "code": "Blue Dasher Boulevard" }, { "name": "Booth Street", "code": "Booth Street" }, { "name": "Boyd Lane", "code": "Boyd Lane" }, { "name": "Bradford Street", "code": "Bradford Street" }, { "name": "Brazel Crescent", "code": "Brazel Crescent" }, { "name": "Breeze Drive", "code": "Breeze Drive" }, { "name": "Bridge Street", "code": "Bridge Street" }, { "name": "Britannia Avenue", "code": "Britannia Avenue" }, { "name": "Bronze Crescent", "code": "Bronze Crescent" }, { "name": "Brookview Drive", "code": "Brookview Drive" }, { "name": "Broughton Terrace", "code": "Broughton Terrace" }, { "name": "Brown'S Lane", "code": "Brown'S Lane" }, { "name": "Brownlee Drive", "code": "Brownlee Drive" }, { "name": "Buce Avenue", "code": "Buce Avenue" }, { "name": "Cambridge Crescent", "code": "Cambridge Crescent" }, { "name": "Canal Road", "code": "Canal Road" }, { "name": "Carrington Place", "code": "Carrington Place" }, { "name": "Carter Street", "code": "Carter Street" }, { "name": "Cassells Drive", "code": "Cassells Drive" }, { "name": "Catania Avenue", "code": "Catania Avenue" }, { "name": "Cayton Crescent", "code": "Cayton Crescent" }, { "name": "Centre of the School Crossing Zone", "code": "Centre of the School Crossing Zone" }, { "name": "Centre Street", "code": "Centre Street" }, { "name": "Cerswell Drive", "code": "Cerswell Drive" }, { "name": "Chelsea Crescent", "code": "Chelsea Crescent" }, { "name": "Christina Crescent", "code": "Christina Crescent" }, { "name": "Church Street", "code": "Church Street" }, { "name": "Citrine Drive", "code": "Citrine Drive" }, { "name": "Coffey Road", "code": "Coffey Road" }, { "name": "Colborne Street", "code": "Colborne Street" }, { "name": "Collings Avenue", "code": "Collings Avenue" }, { "name": "Collis Drive", "code": "Collis Drive" }, { "name": "Compton Crescent", "code": "Compton Crescent" }, { "name": "Corwin Drive", "code": "Corwin Drive" }, { "name": "Countryside Court", "code": "Countryside Court" }, { "name": "County Road 1", "code": "County Road 1" }, { "name": "County Road 27", "code": "County Road 27" }, { "name": "County Road 88", "code": "County Road 88" }, { "name": "Court House South Entrance", "code": "Court House South Entrance" }, { "name": "Cousins Court", "code": "Cousins Court" }, { "name": "Cousteau Drive", "code": "Cousteau Drive" }, { "name": "Crossland Boulevard", "code": "Crossland Boulevard" }, { "name": "Crown Crescent", "code": "Crown Crescent" }, { "name": "Culbert Road", "code": "Culbert Road" }, { "name": "Cummings Road", "code": "Cummings Road" }, { "name": "Cunningham Drive", "code": "Cunningham Drive" }, { "name": "Dale Crescent", "code": "Dale Crescent" }, { "name": "Daniele Crescent", "code": "Daniele Crescent" }, { "name": "Danube Lane", "code": "Danube Lane" }, { "name": "Davey Boulevard", "code": "Davey Boulevard" }, { "name": "David Street", "code": "David Street" }, { "name": "Davis Road", "code": "Davis Road" }, { "name": "Day Street", "code": "Day Street" }, { "name": "Deer Run Crescent", "code": "Deer Run Crescent" }, { "name": "Depeuter Crescent", "code": "Depeuter Crescent" }, { "name": "Devald Road", "code": "Devald Road" }, { "name": "Dimork Court", "code": "Dimork Court" }, { "name": "Dissette Street", "code": "Dissette Street" }, { "name": "Dixon Road", "code": "Dixon Road" }, { "name": "Doctor'S Lane", "code": "Doctor'S Lane" }, { "name": "Downy Emerald Drive", "code": "Downy Emerald Drive" }, { "name": "Drumlins Way", "code": "Drumlins Way" }, { "name": "Drury Street", "code": "Drury Street" }, { "name": "East Court House Entrance", "code": "East Court House Entrance" }, { "name": "East Leg Gibson Circle", "code": "East Leg Gibson Circle" }, { "name": "East Leg of McDonnell Crescent", "code": "East Leg of McDonnell Crescent" }, { "name": "Edward Street", "code": "Edward Street" }, { "name": "Eldridge Street", "code": "Eldridge Street" }, { "name": "Elizabeth Street", "code": "Elizabeth Street" }, { "name": "Empire Drive", "code": "Empire Drive" }, { "name": "End of Cul-De-Sac", "code": "End of Cul-De-Sac" }, { "name": "End of Street", "code": "End of Street" }, { "name": "Essa Street", "code": "Essa Street" }, { "name": "Evans Avenue", "code": "Evans Avenue" }, { "name": "Eve Court", "code": "Eve Court" }, { "name": "Fairside Drive", "code": "Fairside Drive" }, { "name": "Faris Street", "code": "Faris Street" }, { "name": "Ferragine Crescent", "code": "Ferragine Crescent" }, { "name": "Fletcher Street", "code": "Fletcher Street" }, { "name": "Fortis Crescent", "code": "Fortis Crescent" }, { "name": "Fox Run Lane", "code": "Fox Run Lane" }, { "name": "Fraser Street", "code": "Fraser Street" }, { "name": "Fred Cook Drive", "code": "Fred Cook Drive" }, { "name": "Frederick Street", "code": "Frederick Street" }, { "name": "Gapp Lane", "code": "Gapp Lane" }, { "name": "Gardiner Drive", "code": "Gardiner Drive" }, { "name": "Geddes Street", "code": "Geddes Street" }, { "name": "Gibson Circle", "code": "Gibson Circle" }, { "name": "Given Road", "code": "Given Road" }, { "name": "Golfview Boulevard", "code": "Golfview Boulevard" }, { "name": "Gordon Court", "code": 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"code": "Holland Street West" }, { "name": "Hopkins Crescent", "code": "Hopkins Crescent" }, { "name": "Hudson Crescent", "code": "Hudson Crescent" }, { "name": "Hulst Drive", "code": "Hulst Drive" }, { "name": "Hurd Street", "code": "Hurd Street" }, { "name": "Huron Lane", "code": "Huron Lane" }, { "name": "Imperial Crescent", "code": "Imperial Crescent" }, { "name": "Industrial Court", "code": "Industrial Court" }, { "name": "Industrial Road", "code": "Industrial Road" }, { "name": "Inverness Way", "code": "Inverness Way" }, { "name": "Irwin Place", "code": "Irwin Place" }, { "name": "James Street", "code": "James Street" }, { "name": "Jane Street", "code": "Jane Street" }, { "name": "Jay Street", "code": "Jay Street" }, { "name": "Jennifer Court", "code": "Jennifer Court" }, { "name": "Jewelwing Court", "code": "Jewelwing Court" }, { "name": "John Street East", "code": "John Street East" }, { "name": "John Street West", "code": "John Street West" }, { "name": "Jonkman Boulevard", "code": "Jonkman Boulevard" }, { "name": "Joseph Street", "code": "Joseph Street" }, { "name": "Julie Court", "code": "Julie Court" }, { "name": "Kathryn Court", "code": "Kathryn Court" }, { "name": "Keele Lane", "code": "Keele Lane" }, { "name": "Kidd Street", "code": "Kidd Street" }, { "name": "Kilkenny Trail", "code": "Kilkenny Trail" }, { "name": "Kneeshaw Place", "code": "Kneeshaw Place" }, { "name": "Kulpin Avenue", "code": "Kulpin Avenue" }, { "name": "Lallien Drive", "code": "Lallien Drive" }, { "name": "Lanark Street", "code": "Lanark Street" }, { "name": "Landolfi Way", "code": "Landolfi Way" }, { "name": "Langford Boulevard", "code": "Langford Boulevard" }, { "name": "Lawndale Court", "code": "Lawndale Court" }, { "name": "Lee Avenue", "code": "Lee Avenue" }, { "name": "Leith Drive", "code": "Leith Drive" }, { "name": "Leonard Road", "code": "Leonard Road" }, { "name": "Lewis Avenue", "code": "Lewis Avenue" }, { "name": "Liberty Crescent", "code": "Liberty Crescent" }, { "name": "Line 10", "code": "Line 10" }, { "name": "Line 11", "code": "Line 11" }, { "name": "Line 12", "code": "Line 12" }, { "name": "Line 13", "code": "Line 13" }, { "name": "Line 2", "code": "Line 2" }, { "name": "Line 3", "code": "Line 3" }, { "name": "Line 4", "code": "Line 4" }, { "name": "Line 5", "code": "Line 5" }, { "name": "Line 6", "code": "Line 6" }, { "name": "Line 7", "code": "Line 7" }, { "name": "Line 8", "code": "Line 8" }, { "name": "Line 9", "code": "Line 9" }, { "name": "Long Street", "code": "Long Street" }, { "name": "Longview Drive", "code": "Longview Drive" }, { "name": "Lowes Gate", "code": "Lowes Gate" }, { "name": "Luisa Street", "code": "Luisa Street" }, { "name": "Luxury Avenue", "code": "Luxury Avenue" }, { "name": "Lynn Street", "code": "Lynn Street" }, { "name": "Mac Campbell Way", "code": "Mac Campbell Way" }, { "name": "Magani Avenue", "code": "Magani Avenue" }, { "name": "Mandalane Drive", "code": "Mandalane Drive" }, { "name": "Maple Court", "code": 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of Reagens Industrial Parkway" }, { "name": "142 m South", "code": "142 m South" }, { "name": "145 m East of Rogers Trail", "code": "145 m East of Rogers Trail" }, { "name": "145 m West", "code": "145 m West" }, { "name": "15 m East of Longview Drive", "code": "15 m East of Longview Drive" }, { "name": "15 m North of the School Crossing Zone", "code": "15 m North of the School Crossing Zone" }, { "name": "15 m South", "code": "15 m South" }, { "name": "15 m South of the School Crossing Zone", "code": "15 m South of the School Crossing Zone" }, { "name": "15 m West", "code": "15 m West" }, { "name": "15 m West of Longview Drive", "code": "15 m West of Longview Drive" }, { "name": "150 m West of Sideroad 5/River Road", "code": "150 m West of Sideroad 5/River Road" }, { "name": "150 North of Miller Park Avenue", "code": "150 North of Miller Park Avenue" }, { "name": "160 m East", "code": "160 m East" }, { "name": "20 m West", "code": "20 m West" }, { "name": "200 m South of Holland Street West", "code": "200 m South of Holland Street West" }, { "name": "25 m West of Davis/Barawill Pump House Driveway", "code": "25 m West of Davis/Barawill Pump House Driveway" }, { "name": "270 m North of Line 6", "code": "270 m North of Line 6" }, { "name": "3 m East of Chris Hadfield School Exit", "code": "3 m East of Chris Hadfield School Exit" }, { "name": "3 m North of Church Parking Lot Entrance/Exit", "code": "3 m North of Church Parking Lot Entrance/Exit" }, { "name": "3 m North of St. Angela Merici School Exit", "code": "3 m North of St. Angela Merici School Exit" }, { "name": "3 m South of Church Parking Lot Entrance/Exit", "code": "3 m South of Church Parking Lot Entrance/Exit" }, { "name": "3 m South of St. Angela Merici School Exit", "code": "3 m South of St. Angela Merici School Exit" }, { "name": "3 m West of Chris Hadfield School Exit", "code": "3 m West of Chris Hadfield School Exit" }, { "name": "30 m East of West Park Avenue", "code": "30 m East of West Park Avenue" }, { "name": "30 m West of West Park Avenue", "code": "30 m West of West Park Avenue" }, { "name": "30 m East", "code": "30 m East" }, { "name": "30 m East of Barrie Street", "code": "30 m East of Barrie Street" }, { "name": "30 m East of Langford Boulevard", "code": "30 m East of Langford Boulevard" }, { "name": "30 m East of Summerlyn Trail", "code": "30 m East of Summerlyn Trail" }, { "name": "30 m East of West Park Avenue", "code": "30 m East of West Park Avenue" }, { "name": "30 m North of Blue Dasher Boulevard", "code": "30 m North of Blue Dasher Boulevard" }, { "name": "30 m North of Citrine Drive", "code": "30 m North of Citrine Drive" }, { "name": "30 m North of Downy Emerald Drive (South Leg)", "code": "30 m North of Downy Emerald Drive (South Leg)" }, { "name": "30 m North of Green Darner Trail", "code": "30 m North of Green Darner Trail" }, { "name": "30 m North of Luxury/Marshview", "code": "30 m North of Luxury/Marshview" }, { "name": "30 m North of Rutherford Road", "code": 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}, { "name": "Centre of the School Crossing Zone", "code": "Centre of the School Crossing Zone" }, { "name": "Centre Street", "code": "Centre Street" }, { "name": "Cerswell Drive", "code": "Cerswell Drive" }, { "name": "Chelsea Crescent", "code": "Chelsea Crescent" }, { "name": "Christina Crescent", "code": "Christina Crescent" }, { "name": "Church Street", "code": "Church Street" }, { "name": "Citrine Drive", "code": "Citrine Drive" }, { "name": "Coffey Road", "code": "Coffey Road" }, { "name": "Colborne Street", "code": "Colborne Street" }, { "name": "Collings Avenue", "code": "Collings Avenue" }, { "name": "Collis Drive", "code": "Collis Drive" }, { "name": "Compton Crescent", "code": "Compton Crescent" }, { "name": "Corwin Drive", "code": "Corwin Drive" }, { "name": "Countryside Court", "code": "Countryside Court" }, { "name": "County Road 1", "code": "County Road 1" }, { "name": "County Road 27", "code": "County Road 27" }, { "name": "County Road 88", "code": "County Road 88" }, { "name": "Court House South Entrance", "code": "Court House South Entrance" }, { "name": "Cousins Court", "code": "Cousins Court" }, { "name": "Cousteau Drive", "code": "Cousteau Drive" }, { "name": "Crossland Boulevard", "code": "Crossland Boulevard" }, { "name": "Crown Crescent", "code": "Crown Crescent" }, { "name": "Culbert Road", "code": "Culbert Road" }, { "name": "Cummings Road", "code": "Cummings Road" }, { "name": "Cunningham Drive", "code": "Cunningham Drive" }, { "name": "Dale Crescent", "code": "Dale Crescent" }, { "name": "Daniele Crescent", "code": "Daniele Crescent" }, { "name": "Danube Lane", "code": "Danube Lane" }, { "name": "Davey Boulevard", "code": "Davey Boulevard" }, { "name": "David Street", "code": "David Street" }, { "name": "Davis Road", "code": "Davis Road" }, { "name": "Day Street", "code": "Day Street" }, { "name": "Deer Run Crescent", "code": "Deer Run Crescent" }, { "name": "Depeuter Crescent", "code": "Depeuter Crescent" }, { "name": "Devald Road", "code": "Devald Road" }, { "name": "Dimork Court", "code": "Dimork Court" }, { "name": "Dissette Street", "code": "Dissette Street" }, { "name": "Dixon Road", "code": "Dixon Road" }, { "name": "Doctor'S Lane", "code": "Doctor'S Lane" }, { "name": "Downy Emerald Drive", "code": "Downy Emerald Drive" }, { "name": "Drumlins Way", "code": "Drumlins Way" }, { "name": "Drury Street", "code": "Drury Street" }, { "name": "East Court House Entrance", "code": "East Court House Entrance" }, { "name": "East Leg Gibson Circle", "code": "East Leg Gibson Circle" }, { "name": "East Leg of McDonnell Crescent", "code": "East Leg of McDonnell Crescent" }, { "name": "Edward Street", "code": "Edward Street" }, { "name": "Eldridge Street", "code": "Eldridge Street" }, { "name": "Elizabeth Street", "code": "Elizabeth Street" }, { "name": "Empire Drive", "code": "Empire Drive" }, { "name": "End of Cul-De-Sac", "code": "End of Cul-De-Sac" }, { "name": "End of Street", "code": "End of Street" }, { "name": "Essa Street", "code": "Essa Street" }, { "name": "Evans Avenue", "code": "Evans Avenue" }, { "name": "Eve Court", "code": "Eve Court" }, { "name": "Fairside Drive", "code": "Fairside Drive" }, { "name": "Faris Street", "code": "Faris Street" }, { "name": "Ferragine Crescent", "code": "Ferragine Crescent" }, { "name": "Fletcher Street", "code": "Fletcher Street" }, { "name": "Fortis Crescent", "code": "Fortis Crescent" }, { "name": "Fox Run Lane", "code": "Fox Run Lane" }, { "name": "Fraser Street", "code": "Fraser Street" }, { "name": "Fred Cook Drive", "code": "Fred Cook Drive" }, { "name": "Frederick Street", "code": "Frederick Street" }, { "name": "Gapp Lane", "code": "Gapp Lane" }, { "name": "Gardiner Drive", "code": "Gardiner Drive" }, { "name": "Geddes Street", "code": "Geddes Street" }, { "name": "Gibson Circle", "code": "Gibson Circle" }, { "name": "Given Road", "code": "Given Road" }, { "name": "Golfview Boulevard", "code": "Golfview Boulevard" }, { "name": "Gordon Court", "code": "Gordon Court" }, { "name": "Gosnel Circle", "code": "Gosnel Circle" }, { "name": "Grandview Crescent", "code": "Grandview Crescent" }, { "name": "Green Darner Trail", "code": "Green Darner Trail" }, { "name": "Grencer Road", "code": "Grencer Road" }, { "name": "Gres Court", "code": "Gres Court" }, { "name": "Gwillimbury Drive", "code": "Gwillimbury Drive" }, { "name": "Harmony Circle", "code": "Harmony Circle" }, { "name": "Hazel Street", "code": "Hazel Street" }, { "name": "Hearn Street", "code": "Hearn Street" }, { "name": "Heritage Street", "code": "Heritage Street" }, { "name": "Highland Terrace", "code": "Highland Terrace" }, { "name": "Highway 400", "code": "Highway 400" }, { "name": "Highway 9", "code": "Highway 9" }, { "name": "Hillsview Road", "code": "Hillsview Road" }, { "name": "Hodgson Road", "code": "Hodgson Road" }, { "name": "Holland Court", "code": "Holland Court" }, { "name": "Holland Street East", "code": "Holland Street East" }, { "name": "Holland Street West", "code": "Holland Street West" }, { "name": "Hopkins Crescent", "code": "Hopkins Crescent" }, { "name": "Hudson Crescent", "code": "Hudson Crescent" }, { "name": "Hulst Drive", "code": "Hulst Drive" }, { "name": "Hurd Street", "code": "Hurd Street" }, { "name": "Huron Lane", "code": "Huron Lane" }, { "name": "Imperial Crescent", "code": "Imperial Crescent" }, { "name": "Industrial Court", "code": "Industrial Court" }, { "name": "Industrial Road", "code": "Industrial Road" }, { "name": "Inverness Way", "code": "Inverness Way" }, { "name": "Irwin Place", "code": "Irwin Place" }, { "name": "James Street", "code": "James Street" }, { "name": "Jane Street", "code": "Jane Street" }, { "name": "Jay Street", "code": "Jay Street" }, { "name": "Jennifer Court", "code": "Jennifer Court" }, { "name": "Jewelwing Court", "code": "Jewelwing Court" }, { "name": "John Street East", "code": "John Street East" }, { "name": "John Street West", "code": "John Street West" }, { "name": "Jonkman Boulevard", "code": "Jonkman Boulevard" }, { "name": "Joseph Street", "code": "Joseph Street" }, { "name": "Julie Court", "code": "Julie Court" }, { "name": "Kathryn Court", "code": "Kathryn Court" }, { "name": "Keele Lane", "code": "Keele Lane" }, { "name": "Kidd Street", "code": "Kidd Street" }, { "name": "Kilkenny Trail", "code": "Kilkenny Trail" }, { "name": "Kneeshaw Place", "code": "Kneeshaw Place" }, { "name": "Kulpin Avenue", "code": "Kulpin Avenue" }, { "name": "Lallien Drive", "code": "Lallien Drive" }, { "name": "Lanark Street", "code": "Lanark Street" }, { "name": "Landolfi Way", "code": "Landolfi Way" }, { "name": "Langford Boulevard", "code": "Langford Boulevard" }, { "name": "Lawndale Court", "code": "Lawndale Court" }, { "name": "Lee Avenue", "code": "Lee Avenue" }, { "name": "Leith Drive", "code": "Leith Drive" }, { "name": "Leonard Road", "code": "Leonard Road" }, { "name": "Lewis Avenue", "code": "Lewis Avenue" }, { "name": "Liberty Crescent", "code": "Liberty Crescent" }, { "name": "Line 10", "code": "Line 10" }, { "name": "Line 11", "code": "Line 11" }, { "name": "Line 12", "code": "Line 12" }, { "name": "Line 13", "code": "Line 13" }, { "name": "Line 2", "code": "Line 2" }, { "name": "Line 3", "code": "Line 3" }, { "name": "Line 4", "code": "Line 4" }, { "name": "Line 5", "code": "Line 5" }, { "name": "Line 6", "code": "Line 6" }, { "name": "Line 7", "code": "Line 7" }, { "name": "Line 8", "code": "Line 8" }, { "name": "Line 9", "code": "Line 9" }, { "name": "Long Street", "code": "Long Street" }, { "name": "Longview Drive", "code": "Longview Drive" }, { "name": "Lowes Gate", "code": "Lowes Gate" }, { "name": "Luisa Street", "code": "Luisa Street" }, { "name": "Luxury Avenue", "code": "Luxury Avenue" }, { "name": "Lynn Street", "code": "Lynn Street" }, { "name": "Mac Campbell Way", "code": "Mac Campbell Way" }, { "name": "Magani Avenue", "code": "Magani Avenue" }, { "name": "Mandalane Drive", "code": "Mandalane Drive" }, { "name": "Maple Court", "code": "Maple Court" }, { "name": "Maplegrove Avenue", "code": "Maplegrove Avenue" }, { "name": "Marshview Boulevard", "code": "Marshview Boulevard" }, { "name": "Martin Street", "code": "Martin Street" }, { "name": "Mary Street", "code": "Mary Street" }, { "name": "Mason Avenue", "code": "Mason Avenue" }, { "name": "Matthewson Avenue", "code": "Matthewson Avenue" }, { "name": "Matys Way", "code": "Matys Way" }, { "name": "Maurino Court", "code": "Maurino Court" }, { "name": "McCann Crescent", "code": "McCann Crescent" }, { "name": "McDonald Lane", "code": "McDonald Lane" }, { "name": "McDonnell Crescent", "code": "McDonnell Crescent" }, { "name": "McKenzie Way", "code": "McKenzie Way" }, { "name": "McKinstry Road", "code": "McKinstry Road" }, { "name": "Meadowhawk Trail", "code": "Meadowhawk Trail" }, { "name": "Meadowview Drive", "code": "Meadowview Drive" }, { "name": "Mel Irving Drive", "code": "Mel Irving Drive" }, { "name": "Melbourne Drive", "code": "Melbourne Drive" }, { "name": "Memorial Court", "code": "Memorial Court" }, { "name": "Metcalfe Drive", "code": "Metcalfe Drive" }, { "name": "Milby Crescent", "code": "Milby Crescent" }, { "name": "Miller Park Avenue", "code": "Miller Park Avenue" }, { "name": "Milligan Street", "code": "Milligan Street" }, { "name": "Mills Court", "code": "Mills Court" }, { "name": "Montrose Boulevard", "code": "Montrose Boulevard" }, { "name": "Mooney Street", "code": "Mooney Street" }, { "name": "Moore Street", "code": "Moore Street" }, { "name": "Morris Road", "code": "Morris Road" }, { "name": "Mulock Drive", "code": "Mulock Drive" }, { "name": "Natale Court", "code": "Natale Court" }, { "name": "Naylor Drive", "code": "Naylor Drive" }, { "name": "Neilly Terrace", "code": "Neilly Terrace" }, { "name": "Nelson Street", "code": "Nelson Street" }, { "name": "Noble Drive", "code": "Noble Drive" }, { "name": "North End of East Leg", "code": "North End of East Leg" }, { "name": "North End of West Leg", "code": "North End of West Leg" }, { "name": "North to South End of East Leg", "code": "North to South End of East Leg" }, { "name": "Northgate Drive", "code": "Northgate Drive" }, { "name": "N/A", "code": "Not Applicable/Available" }, { "name": "Nottingham Forest Road", "code": "Nottingham Forest Road" }, { "name": "Ondrey Street", "code": "Ondrey Street" }, { "name": "Orr Drive", "code": "Orr Drive" }, { "name": "Orsi Avenue", "code": "Orsi Avenue" }, { "name": "Orville Hand Court", "code": "Orville Hand Court" }, { "name": "Osler Court", "code": "Osler Court" }, { "name": "Outlook Avenue", "code": "Outlook Avenue" }, { "name": "Pace Crescent", "code": "Pace Crescent" }, { "name": "Paisley Drive", "code": "Paisley Drive" }, { "name": "Park Road", "code": "Park Road" }, { "name": "Parkside Court", "code": "Parkside Court" }, { "name": "Parkwood Avenue", "code": "Parkwood Avenue" }, { "name": "Patrician Court", "code": "Patrician Court" }, { "name": "Peterman Lane", "code": "Peterman Lane" }, { "name": "Pine Hill Road", "code": "Pine Hill Road" }, { "name": "Plank Road", "code": "Plank Road" }, { "name": "Porter Street", "code": "Porter Street" }, { "name": "Prince Drive", "code": "Prince Drive" }, { "name": "Private Drive", "code": "Private Drive" }, { "name": "Private Entrance", "code": "Private Entrance" }, { "name": "Professor Day Drive", "code": "Professor Day Drive" }, { "name": "Pumphouse Road", "code": "Pumphouse Road" }, { "name": "Queen Street", "code": "Queen Street" }, { "name": "Rak Court", "code": "Rak Court" }, { "name": "Reagens Industrial Parkway", "code": "Reagens Industrial Parkway" }, { "name": "Rebecca Street", "code": "Rebecca Street" }, { "name": "Regency Court", "code": "Regency Court" }, { "name": "Reid Road", "code": "Reid Road" }, { "name": "Reynolds Drive", "code": "Reynolds Drive" }, { "name": "Richardson Crescent", "code": "Richardson Crescent" }, { "name": "Ridgeview Court", "code": "Ridgeview Court" }, { "name": "River Road", "code": "River Road" }, { "name": "Rogers Trail", "code": "Rogers Trail" }, { "name": "Romanelli Crescent", "code": "Romanelli Crescent" }, { "name": "Rotary Way", "code": "Rotary Way" }, { "name": "Roughley Street", "code": "Roughley Street" }, { "name": "Rowe Street", "code": "Rowe Street" }, { "name": "Royal Court", "code": "Royal Court" }, { "name": "Russel Drive", "code": "Russel Drive" }, { "name": "Rutherford Road", "code": "Rutherford Road" }, { "name": "Saint Avenue", "code": "Saint Avenue" }, { "name": "Scanlon Avenue", "code": "Scanlon Avenue" }, { "name": "Scarlet Way", "code": "Scarlet Way" }, { "name": "Selby Crescent", "code": "Selby Crescent" }, { "name": "Settlers Crescent", "code": "Settlers Crescent" }, { "name": "Sideroad 10", "code": "Sideroad 10" }, { "name": "Sideroad 20", "code": "Sideroad 20" }, { "name": "Sideroad 5", "code": "Sideroad 5" }, { "name": "Simcoe Road", "code": "Simcoe Road" }, { "name": "Slack Street", "code": "Slack Street" }, { "name": "Smith Street", "code": "Smith Street" }, { "name": "South End of East Leg", "code": "South End of East Leg" }, { "name": "South End of West Leg", "code": "South End of West Leg" }, { "name": "Southfield Gate", "code": "Southfield Gate" }, { "name": "Spence Lane", "code": "Spence Lane" }, { "name": "Stevens Gate", "code": "Stevens Gate" }, { "name": "Stevenson Crescent", "code": "Stevenson Crescent" }, { "name": "Stewart Crescent", "code": "Stewart Crescent" }, { "name": "Stirling Crescent", "code": "Stirling Crescent" }, { "name": "Stoddart Court", "code": "Stoddart Court" }, { "name": "Summerlyn Trail", "code": "Summerlyn Trail" }, { "name": "Sundragon Trail", "code": "Sundragon Trail" }, { "name": "Sunrise Circle", "code": "Sunrise Circle" }, { "name": "Sutherland Avenue", "code": "Sutherland Avenue" }, { "name": "Taucar Gate", "code": "Taucar Gate" }, { "name": "Tay Boulevard", "code": "Tay Boulevard" }, { "name": "Taylor Court", "code": "Taylor Court" }, { "name": "Tecumseth Crescent", "code": "Tecumseth Crescent" }, { "name": "Thomas Street", "code": "Thomas Street" }, { "name": "Thornton Avenue", "code": "Thornton Avenue" }, { "name": "Thorpe Crescent", "code": "Thorpe Crescent" }, { "name": "Tiberini Way", "code": "Tiberini Way" }, { "name": "Tigertail Crescent", "code": "Tigertail Crescent" }, { "name": "To South Side of Cul-De-Sac", "code": "To South Side of Cul-De-Sac" }, { "name": "Tornado Drive", "code": "Tornado Drive" }, { "name": "Toronto Street", "code": "Toronto Street" }, { "name": "Tower Court", "code": "Tower Court" }, { "name": "Townsend Avenue", "code": "Townsend Avenue" }, { "name": "Trailside Drive", "code": "Trailside Drive" }, { "name": "Tupling Street", "code": "Tupling Street" }, { "name": "Turner Court", "code": "Turner Court" }, { "name": "Tyndall Drive", "code": "Tyndall Drive" }, { "name": "Valleyview Crescent", "code": "Valleyview Crescent" }, { "name": "Vasey Road", "code": "Vasey Road" }, { "name": "Veseli Court", "code": "Veseli Court" }, { "name": "Veterans Street", "code": "Veterans Street" }, { "name": "Village Green Lane", "code": "Village Green Lane" }, { "name": "Vipond Way", "code": "Vipond Way" }, { "name": "Vista Drive", "code": "Vista Drive" }, { "name": "W.Dykie Court", "code": "W.Dykie Court" }, { "name": "Walker Avenue", "code": "Walker Avenue" }, { "name": "Wallace Gate", "code": "Wallace Gate" }, { "name": "Wanda Street", "code": "Wanda Street" }, { "name": "Wandering Glider Trail", "code": "Wandering Glider Trail" }, { "name": "Waterton Way", "code": "Waterton Way" }, { "name": "Webb Street", "code": "Webb Street" }, { "name": "Webber Road", "code": "Webber Road" }, { "name": "Weir Street", "code": "Weir Street" }, { "name": "West Park Avenue", "code": "West Park Avenue" }, { "name": "West Side of 251 Gibson Circle", "code": "West Side of 251 Gibson Circle" }, { "name": "Westlake Crescent", "code": "Westlake Crescent" }, { "name": "Wilke Trail", "code": "Wilke Trail" }, { "name": "William Street", "code": "William Street" }, { "name": "Wilson Drive", "code": "Wilson Drive" }, { "name": "Wist Road", "code": "Wist Road" }, { "name": "Wood Crescent", "code": "Wood Crescent" }, { "name": "Wraggs Road", "code": "Wraggs Road" }, { "name": "Wyman Crescent", "code": "Wyman Crescent" }, { "name": "Yonge Street", "code": "Yonge Street" }, { "name": "Zima Crescent", "code": "Zima Crescent" }, { "name": "Zima Parkway", "code": "Zima Parkway" } ], "mergePolicy": "esriMPTDefaultValue", "splitPolicy": "esriSPTDefaultValue" } }, { "name": "FromStreet", "type": "esriFieldTypeString", "alias": "FromStreet", "length": 255, "domain": { "type": "codedValue", "name": "ParkingRoadNamesProper", "description": "Road Names in proper format (i.e. Dissette Street) with descriptions based on traffic by-laws. Please note that this is specific to Parking By-Law layer.", "codedValues": [ { "name": "10 m East", "code": "10 m East" }, { "name": "10 m East of Holland Court", "code": "10 m East of Holland Court" }, { "name": "100 m East of Line 5", "code": "100 m East of Line 5" }, { "name": "100 m East of Sideroad 5/River Road", "code": "100 m East of Sideroad 5/River Road" }, { "name": "100 m East of Simcoe Road", "code": "100 m East of Simcoe Road" }, { "name": "100 m North", "code": "100 m North" }, { "name": "100 m South of Canal Road", "code": "100 m South of Canal Road" }, { "name": "100 m West", "code": "100 m West" }, { "name": "100 m West of Line 5", "code": "100 m West of Line 5" }, { "name": "100 m West of Pumphouse Road", "code": "100 m West of Pumphouse Road" }, { "name": "100 m West of Simcoe Road", "code": "100 m West of Simcoe Road" }, { "name": "120 m North of Line 6", "code": "120 m North of Line 6" }, { "name": "120 m North of Reagens Industrial Parkway", "code": "120 m North of Reagens Industrial Parkway" }, { "name": "142 m South", "code": "142 m South" }, { "name": "145 m East of Rogers Trail", "code": "145 m East of Rogers Trail" }, { "name": "145 m West", "code": "145 m West" }, { "name": "15 m East of Longview Drive", "code": "15 m East of Longview Drive" }, { "name": "15 m North of the School Crossing Zone", "code": "15 m North of the School Crossing Zone" }, { "name": "15 m South", "code": "15 m South" }, { "name": "15 m South of the School Crossing Zone", "code": "15 m South of the School Crossing Zone" }, { "name": "15 m West", "code": "15 m West" }, { "name": "15 m West of Longview Drive", "code": "15 m West of Longview Drive" }, { "name": "150 m West of Sideroad 5/River Road", "code": "150 m West of Sideroad 5/River Road" }, { "name": "150 North of Miller Park Avenue", "code": "150 North of Miller Park Avenue" }, { "name": "160 m East", "code": "160 m East" }, { "name": "20 m West", "code": "20 m West" }, { "name": "200 m South of Holland Street West", "code": "200 m South of Holland Street West" }, { "name": "25 m West of Davis/Barawill Pump House Driveway", "code": "25 m West of Davis/Barawill Pump House Driveway" }, { "name": "270 m North of Line 6", "code": "270 m North of Line 6" }, { "name": "3 m East of Chris Hadfield School Exit", "code": "3 m East of Chris Hadfield School Exit" }, { "name": "3 m North of Church Parking Lot Entrance/Exit", "code": "3 m North of Church Parking Lot Entrance/Exit" }, { "name": "3 m North of St. Angela Merici School Exit", "code": "3 m North of St. Angela Merici School Exit" }, { "name": "3 m South of Church Parking Lot Entrance/Exit", "code": "3 m South of Church Parking Lot Entrance/Exit" }, { "name": "3 m South of St. Angela Merici School Exit", "code": "3 m South of St. Angela Merici School Exit" }, { "name": "3 m West of Chris Hadfield School Exit", "code": "3 m West of Chris Hadfield School Exit" }, { "name": "30 m East of West Park Avenue", "code": "30 m East of West Park Avenue" }, { "name": "30 m West of West Park Avenue", "code": "30 m West of West Park Avenue" }, { "name": "30 m East", "code": "30 m East" }, { "name": "30 m East of Barrie Street", "code": "30 m East of Barrie Street" }, { "name": "30 m East of Langford Boulevard", "code": "30 m East of Langford Boulevard" }, { "name": "30 m East of Summerlyn Trail", "code": "30 m East of Summerlyn Trail" }, { "name": "30 m East of West Park Avenue", "code": "30 m East of West Park Avenue" }, { "name": "30 m North of Blue Dasher Boulevard", "code": "30 m North of Blue Dasher Boulevard" }, { "name": "30 m North of Citrine Drive", "code": "30 m North of Citrine Drive" }, { "name": "30 m North of Downy Emerald Drive (South Leg)", "code": "30 m North of Downy Emerald Drive (South Leg)" }, { "name": "30 m North of Green Darner Trail", "code": "30 m North of Green Darner Trail" }, { "name": "30 m North of Luxury/Marshview", "code": "30 m North of Luxury/Marshview" }, { "name": "30 m North of Rutherford Road", "code": "30 m North of Rutherford Road" }, { "name": "30 m South of Blue Dasher Boulevard", "code": "30 m South of Blue Dasher Boulevard" }, { "name": "30 m South of Catania", "code": "30 m South of Catania" }, { "name": "30 m South of Citrine Drive", "code": "30 m South of Citrine Drive" }, { "name": "30 m South of Downy Emerald Drive (South Leg)", "code": "30 m South of Downy Emerald Drive (South Leg)" }, { "name": "30 m South of Green Darner Trail", "code": "30 m South of Green Darner Trail" }, { "name": "30 m South of Rutherford Road", "code": "30 m South of Rutherford Road" }, { "name": "30 m West of Summerlyn Trail", "code": "30 m West of Summerlyn Trail" }, { "name": "30 m West of West Park Avenue", "code": "30 m West of West Park Avenue" }, { "name": "300 m North of Line 6", "code": "300 m North of Line 6" }, { "name": "335 m North of Holland Street West", "code": "335 m North of Holland Street West" }, { "name": "40 m East", "code": "40 m East" }, { "name": "40 m South", "code": "40 m South" }, { "name": "50 m East", "code": "50 m East" }, { "name": "50 m North of Miller Park Avenue", "code": "50 m North of Miller Park Avenue" }, { "name": "50 m South", "code": "50 m South" }, { "name": "50 m South of School Entrance", "code": "50 m South of School Entrance" }, { "name": "50 m West", "code": "50 m West" }, { "name": "50 m West of Catania Avenue", "code": "50 m West of Catania Avenue" }, { "name": "50m West of Moore Street", "code": "50m West of Moore Street" }, { "name": "55 m East of Barrie Street", "code": "55 m East of Barrie Street" }, { "name": "56 m South", "code": "56 m South" }, { "name": "58 m North of Line 8", "code": "58 m North of Line 8" }, { "name": "6 m South", "code": "6 m South" }, { "name": "65 m East", "code": "65 m East" }, { "name": "65 m South of Walker", "code": "65 m South of Walker" }, { "name": "70 m South of Holland Street W", "code": "70 m South of Holland Street W" }, { "name": "75 m East", "code": "75 m East" }, { "name": "75 m East of Church Street", "code": "75 m East of Church Street" }, { "name": "80 m East of Davis/Barawill Pump House Driveway", "code": "80 m East of Davis/Barawill Pump House Driveway" }, { "name": "80 m East of Davis/Bardawill Pump House Driveway", "code": "80 m East of Davis/Bardawill Pump House Driveway" }, { "name": "80 m West of West Park", "code": "80 m West of West Park" }, { "name": "Acorn Lane", "code": "Acorn Lane" }, { "name": "Adams Street", "code": "Adams Street" }, { "name": "Aelick Court", "code": "Aelick Court" }, { "name": "Agar Avenue", "code": "Agar Avenue" }, { "name": "Aishford Road", "code": "Aishford Road" }, { "name": "Algeo Way", "code": "Algeo Way" }, { "name": "Allan Lane", "code": "Allan Lane" }, { "name": "Amberwing Landing", "code": "Amberwing Landing" }, { "name": "Andrews Drive", "code": "Andrews Drive" }, { "name": "Angela Street", "code": "Angela Street" }, { "name": "Anne Street", "code": "Anne Street" }, { "name": "Archer Avenue", "code": "Archer Avenue" }, { "name": "Armson Court", "code": "Armson Court" }, { "name": "Armstrong Crescent", "code": "Armstrong Crescent" }, { "name": "Artesian Industrial Parkway", "code": "Artesian Industrial Parkway" }, { "name": "Arthur Evans Crescent", "code": "Arthur Evans Crescent" }, { "name": "Averill Court", "code": "Averill Court" }, { "name": "Back Street", "code": "Back Street" }, { "name": "Bannerman Drive", "code": "Bannerman Drive" }, { "name": "Barrie Street", "code": "Barrie Street" }, { "name": "Barrow Avenue", "code": "Barrow Avenue" }, { "name": "Bartram Crescent", "code": "Bartram Crescent" }, { "name": "Baynes Way", "code": "Baynes Way" }, { "name": "Belfry Drive", "code": "Belfry Drive" }, { "name": "Bingham Street", "code": "Bingham Street" }, { "name": "Blackwell Crescent", "code": "Blackwell Crescent" }, { "name": "Blue Dasher Boulevard", "code": "Blue Dasher Boulevard" }, { "name": "Booth Street", "code": "Booth Street" }, { "name": "Boyd Lane", "code": "Boyd Lane" }, { "name": "Bradford Street", "code": "Bradford Street" }, { "name": "Brazel Crescent", "code": "Brazel Crescent" }, { "name": "Breeze Drive", "code": "Breeze Drive" }, { "name": "Bridge Street", "code": "Bridge Street" }, { "name": "Britannia Avenue", "code": "Britannia Avenue" }, { "name": "Bronze Crescent", "code": "Bronze Crescent" }, { "name": "Brookview Drive", "code": "Brookview Drive" }, { "name": "Broughton Terrace", "code": "Broughton Terrace" }, { "name": "Brown'S Lane", "code": "Brown'S Lane" }, { "name": "Brownlee Drive", "code": "Brownlee Drive" }, { "name": "Buce Avenue", "code": "Buce Avenue" }, { "name": "Cambridge Crescent", "code": "Cambridge Crescent" }, { "name": "Canal Road", "code": "Canal Road" }, { "name": "Carrington Place", "code": "Carrington Place" }, { "name": "Carter Street", "code": "Carter Street" }, { "name": "Cassells Drive", "code": "Cassells Drive" }, { "name": "Catania Avenue", "code": "Catania Avenue" }, { "name": "Cayton Crescent", "code": "Cayton Crescent" }, { "name": "Centre of the School Crossing Zone", "code": "Centre of the School Crossing Zone" }, { "name": "Centre Street", "code": "Centre Street" }, { "name": "Cerswell Drive", "code": "Cerswell Drive" }, { "name": "Chelsea Crescent", "code": "Chelsea Crescent" }, { "name": "Christina Crescent", "code": "Christina Crescent" }, { "name": "Church Street", "code": "Church Street" }, { "name": "Citrine Drive", "code": "Citrine Drive" }, { "name": "Coffey Road", "code": "Coffey Road" }, { "name": "Colborne Street", "code": "Colborne Street" }, { "name": "Collings Avenue", "code": "Collings Avenue" }, { "name": "Collis Drive", "code": "Collis Drive" }, { "name": "Compton Crescent", "code": "Compton Crescent" }, { "name": "Corwin Drive", "code": "Corwin Drive" }, { "name": "Countryside Court", "code": "Countryside Court" }, { "name": "County Road 1", "code": "County Road 1" }, { "name": "County Road 27", "code": "County Road 27" }, { "name": "County Road 88", "code": "County Road 88" }, { "name": "Court House South Entrance", "code": "Court House South Entrance" }, { "name": "Cousins Court", "code": "Cousins Court" }, { "name": "Cousteau Drive", "code": "Cousteau Drive" }, { "name": "Crossland Boulevard", "code": "Crossland Boulevard" }, { "name": "Crown Crescent", "code": "Crown Crescent" }, { "name": "Culbert Road", "code": "Culbert Road" }, { "name": "Cummings Road", "code": "Cummings Road" }, { "name": "Cunningham Drive", "code": "Cunningham Drive" }, { "name": "Dale Crescent", "code": "Dale Crescent" }, { "name": "Daniele Crescent", "code": "Daniele Crescent" }, { "name": "Danube Lane", "code": "Danube Lane" }, { "name": "Davey Boulevard", "code": "Davey Boulevard" }, { "name": "David Street", "code": "David Street" }, { "name": "Davis Road", "code": "Davis Road" }, { "name": "Day Street", "code": "Day Street" }, { "name": "Deer Run Crescent", "code": "Deer Run Crescent" }, { "name": "Depeuter Crescent", "code": "Depeuter Crescent" }, { "name": "Devald Road", "code": "Devald Road" }, { "name": "Dimork Court", "code": "Dimork Court" }, { "name": "Dissette Street", "code": "Dissette Street" }, { "name": "Dixon Road", "code": "Dixon Road" }, { "name": "Doctor'S Lane", "code": "Doctor'S Lane" }, { "name": "Downy Emerald Drive", "code": "Downy Emerald Drive" }, { "name": "Drumlins Way", "code": "Drumlins Way" }, { "name": "Drury Street", "code": "Drury Street" }, { "name": "East Court House Entrance", "code": "East Court House Entrance" }, { "name": "East Leg Gibson Circle", "code": "East Leg Gibson Circle" }, { "name": "East Leg of McDonnell Crescent", "code": "East Leg of McDonnell Crescent" }, { "name": "Edward Street", "code": "Edward Street" }, { "name": "Eldridge Street", "code": "Eldridge Street" }, { "name": "Elizabeth Street", "code": "Elizabeth Street" }, { "name": "Empire Drive", "code": "Empire Drive" }, { "name": "End of Cul-De-Sac", "code": "End of Cul-De-Sac" }, { "name": "End of Street", "code": "End of Street" }, { "name": "Essa Street", "code": "Essa Street" }, { "name": "Evans Avenue", "code": "Evans Avenue" }, { "name": "Eve Court", "code": "Eve Court" }, { "name": "Fairside Drive", "code": "Fairside Drive" }, { "name": "Faris Street", "code": "Faris Street" }, { "name": "Ferragine Crescent", "code": "Ferragine Crescent" }, { "name": "Fletcher Street", "code": "Fletcher Street" }, { "name": "Fortis Crescent", "code": "Fortis Crescent" }, { "name": "Fox Run Lane", "code": "Fox Run Lane" }, { "name": "Fraser Street", "code": "Fraser Street" }, { "name": "Fred Cook Drive", "code": "Fred Cook Drive" }, { "name": "Frederick Street", "code": "Frederick Street" }, { "name": "Gapp Lane", "code": "Gapp Lane" }, { "name": "Gardiner Drive", "code": "Gardiner Drive" }, { "name": "Geddes Street", "code": "Geddes Street" }, { "name": "Gibson Circle", "code": "Gibson Circle" }, { "name": "Given Road", "code": "Given Road" }, { "name": "Golfview Boulevard", "code": "Golfview Boulevard" }, { "name": "Gordon Court", "code": "Gordon Court" }, { "name": "Gosnel Circle", "code": "Gosnel Circle" }, { "name": "Grandview Crescent", "code": "Grandview Crescent" }, { "name": "Green Darner Trail", "code": "Green Darner Trail" }, { "name": "Grencer Road", "code": "Grencer Road" }, { "name": "Gres Court", "code": "Gres Court" }, { "name": "Gwillimbury Drive", "code": "Gwillimbury Drive" }, { "name": "Harmony Circle", "code": "Harmony Circle" }, { "name": "Hazel Street", "code": "Hazel Street" }, { "name": "Hearn Street", "code": "Hearn Street" }, { "name": "Heritage Street", "code": "Heritage Street" }, { "name": "Highland Terrace", "code": "Highland Terrace" }, { "name": "Highway 400", "code": "Highway 400" }, { "name": "Highway 9", "code": "Highway 9" }, { "name": "Hillsview Road", "code": "Hillsview Road" }, { "name": "Hodgson Road", "code": "Hodgson Road" }, { "name": "Holland Court", "code": "Holland Court" }, { "name": "Holland Street East", "code": "Holland Street East" }, { "name": "Holland Street West", "code": "Holland Street West" }, { "name": "Hopkins Crescent", "code": "Hopkins Crescent" }, { "name": "Hudson Crescent", "code": "Hudson Crescent" }, { "name": "Hulst Drive", "code": "Hulst Drive" }, { "name": "Hurd Street", "code": "Hurd Street" }, { "name": "Huron Lane", "code": "Huron Lane" }, { "name": "Imperial Crescent", "code": "Imperial Crescent" }, { "name": "Industrial Court", "code": "Industrial Court" }, { "name": "Industrial Road", "code": "Industrial Road" }, { "name": "Inverness Way", "code": "Inverness Way" }, { "name": "Irwin Place", "code": "Irwin Place" }, { "name": "James Street", "code": "James Street" }, { "name": "Jane Street", "code": "Jane Street" }, { "name": "Jay Street", "code": "Jay Street" }, { "name": "Jennifer Court", "code": "Jennifer Court" }, { "name": "Jewelwing Court", "code": "Jewelwing Court" }, { "name": "John Street East", "code": "John Street East" }, { "name": "John Street West", "code": "John Street West" }, { "name": "Jonkman Boulevard", "code": "Jonkman Boulevard" }, { "name": "Joseph Street", "code": "Joseph Street" }, { "name": "Julie Court", "code": "Julie Court" }, { "name": "Kathryn Court", "code": "Kathryn Court" }, { "name": "Keele Lane", "code": "Keele Lane" }, { "name": "Kidd Street", "code": "Kidd Street" }, { "name": "Kilkenny Trail", "code": "Kilkenny Trail" }, { "name": "Kneeshaw Place", "code": "Kneeshaw Place" }, { "name": "Kulpin Avenue", "code": "Kulpin Avenue" }, { "name": "Lallien Drive", "code": "Lallien Drive" }, { "name": "Lanark Street", "code": "Lanark Street" }, { "name": "Landolfi Way", "code": "Landolfi Way" }, { "name": "Langford Boulevard", "code": "Langford Boulevard" }, { "name": "Lawndale Court", "code": "Lawndale Court" }, { "name": "Lee Avenue", "code": "Lee Avenue" }, { "name": "Leith Drive", "code": "Leith Drive" }, { "name": "Leonard Road", "code": "Leonard Road" }, { "name": "Lewis Avenue", "code": "Lewis Avenue" }, { "name": "Liberty Crescent", "code": "Liberty Crescent" }, { "name": "Line 10", "code": "Line 10" }, { "name": "Line 11", "code": "Line 11" }, { "name": "Line 12", "code": "Line 12" }, { "name": "Line 13", "code": "Line 13" }, { "name": "Line 2", "code": "Line 2" }, { "name": "Line 3", "code": "Line 3" }, { "name": "Line 4", "code": "Line 4" }, { "name": "Line 5", "code": "Line 5" }, { "name": "Line 6", "code": "Line 6" }, { "name": "Line 7", "code": "Line 7" }, { "name": "Line 8", "code": "Line 8" }, { "name": "Line 9", "code": "Line 9" }, { "name": "Long Street", "code": "Long Street" }, { "name": "Longview Drive", "code": "Longview Drive" }, { "name": "Lowes Gate", "code": "Lowes Gate" }, { "name": "Luisa Street", "code": "Luisa Street" }, { "name": "Luxury Avenue", "code": "Luxury Avenue" }, { "name": "Lynn Street", "code": "Lynn Street" }, { "name": "Mac Campbell Way", "code": "Mac Campbell Way" }, { "name": "Magani Avenue", "code": "Magani Avenue" }, { "name": "Mandalane Drive", "code": "Mandalane Drive" }, { "name": "Maple Court", "code": "Maple Court" }, { "name": "Maplegrove Avenue", "code": "Maplegrove Avenue" }, { "name": "Marshview Boulevard", "code": "Marshview Boulevard" }, { "name": "Martin Street", "code": "Martin Street" }, { "name": "Mary Street", "code": "Mary Street" }, { "name": "Mason Avenue", "code": "Mason Avenue" }, { "name": "Matthewson Avenue", "code": "Matthewson Avenue" }, { "name": "Matys Way", "code": "Matys Way" }, { "name": "Maurino Court", "code": "Maurino Court" }, { "name": "McCann Crescent", "code": "McCann Crescent" }, { "name": "McDonald Lane", "code": "McDonald Lane" }, { "name": "McDonnell Crescent", "code": "McDonnell Crescent" }, { "name": "McKenzie Way", "code": "McKenzie Way" }, { "name": "McKinstry Road", "code": "McKinstry Road" }, { "name": "Meadowhawk Trail", "code": "Meadowhawk Trail" }, { "name": "Meadowview Drive", "code": "Meadowview Drive" }, { "name": "Mel Irving Drive", "code": "Mel Irving Drive" }, { "name": "Melbourne Drive", "code": "Melbourne Drive" }, { "name": "Memorial Court", "code": "Memorial Court" }, { "name": "Metcalfe Drive", "code": "Metcalfe Drive" }, { "name": "Milby Crescent", "code": "Milby Crescent" }, { "name": "Miller Park Avenue", "code": "Miller Park Avenue" }, { "name": "Milligan Street", "code": "Milligan Street" }, { "name": "Mills Court", "code": "Mills Court" }, { "name": "Montrose Boulevard", "code": "Montrose Boulevard" }, { "name": "Mooney Street", "code": "Mooney Street" }, { "name": "Moore Street", "code": "Moore Street" }, { "name": "Morris Road", "code": "Morris Road" }, { "name": "Mulock Drive", "code": "Mulock Drive" }, { "name": "Natale Court", "code": "Natale Court" }, { "name": "Naylor Drive", "code": "Naylor Drive" }, { "name": "Neilly Terrace", "code": "Neilly Terrace" }, { "name": "Nelson Street", "code": "Nelson Street" }, { "name": "Noble Drive", "code": "Noble Drive" }, { "name": "North End of East Leg", "code": "North End of East Leg" }, { "name": "North End of West Leg", "code": "North End of West Leg" }, { "name": "North to South End of East Leg", "code": "North to South End of East Leg" }, { "name": "Northgate Drive", "code": "Northgate Drive" }, { "name": "N/A", "code": "Not Applicable/Available" }, { "name": "Nottingham Forest Road", "code": "Nottingham Forest Road" }, { "name": "Ondrey Street", "code": "Ondrey Street" }, { "name": "Orr Drive", "code": "Orr Drive" }, { "name": "Orsi Avenue", "code": "Orsi Avenue" }, { "name": "Orville Hand Court", "code": "Orville Hand Court" }, { "name": "Osler Court", "code": "Osler Court" }, { "name": "Outlook Avenue", "code": "Outlook Avenue" }, { "name": "Pace Crescent", "code": "Pace Crescent" }, { "name": "Paisley Drive", "code": "Paisley Drive" }, { "name": "Park Road", "code": "Park Road" }, { "name": "Parkside Court", "code": "Parkside Court" }, { "name": "Parkwood Avenue", "code": "Parkwood Avenue" }, { "name": "Patrician Court", "code": "Patrician Court" }, { "name": "Peterman Lane", "code": "Peterman Lane" }, { "name": "Pine Hill Road", "code": "Pine Hill Road" }, { "name": "Plank Road", "code": "Plank Road" }, { "name": "Porter Street", "code": "Porter Street" }, { "name": "Prince Drive", "code": "Prince Drive" }, { "name": "Private Drive", "code": "Private Drive" }, { "name": "Private Entrance", "code": "Private Entrance" }, { "name": "Professor Day Drive", "code": "Professor Day Drive" }, { "name": "Pumphouse Road", "code": "Pumphouse Road" }, { "name": "Queen Street", "code": "Queen Street" }, { "name": "Rak Court", "code": "Rak Court" }, { "name": "Reagens Industrial Parkway", "code": "Reagens Industrial Parkway" }, { "name": "Rebecca Street", "code": "Rebecca Street" }, { "name": "Regency Court", "code": "Regency Court" }, { "name": "Reid Road", "code": "Reid Road" }, { "name": "Reynolds Drive", "code": "Reynolds Drive" }, { "name": "Richardson Crescent", "code": "Richardson Crescent" }, { "name": "Ridgeview Court", "code": "Ridgeview Court" }, { "name": "River Road", "code": "River Road" }, { "name": "Rogers Trail", "code": "Rogers Trail" }, { "name": "Romanelli Crescent", "code": "Romanelli Crescent" }, { "name": "Rotary Way", "code": "Rotary Way" }, { "name": "Roughley Street", "code": "Roughley Street" }, { "name": "Rowe Street", "code": "Rowe Street" }, { "name": "Royal Court", "code": "Royal Court" }, { "name": "Russel Drive", "code": "Russel Drive" }, { "name": "Rutherford Road", "code": "Rutherford Road" }, { "name": "Saint Avenue", "code": "Saint Avenue" }, { "name": "Scanlon Avenue", "code": "Scanlon Avenue" }, { "name": "Scarlet Way", "code": "Scarlet Way" }, { "name": "Selby Crescent", "code": "Selby Crescent" }, { "name": "Settlers Crescent", "code": "Settlers Crescent" }, { "name": "Sideroad 10", "code": "Sideroad 10" }, { "name": "Sideroad 20", "code": "Sideroad 20" }, { "name": "Sideroad 5", "code": "Sideroad 5" }, { "name": "Simcoe Road", "code": "Simcoe Road" }, { "name": "Slack Street", "code": "Slack Street" }, { "name": "Smith Street", "code": "Smith Street" }, { "name": "South End of East Leg", "code": "South End of East Leg" }, { "name": "South End of West Leg", "code": "South End of West Leg" }, { "name": "Southfield Gate", "code": "Southfield Gate" }, { "name": "Spence Lane", "code": "Spence Lane" }, { "name": "Stevens Gate", "code": "Stevens Gate" }, { "name": "Stevenson Crescent", "code": "Stevenson Crescent" }, { "name": "Stewart Crescent", "code": "Stewart Crescent" }, { "name": "Stirling Crescent", "code": "Stirling Crescent" }, { "name": "Stoddart Court", "code": "Stoddart Court" }, { "name": "Summerlyn Trail", "code": "Summerlyn Trail" }, { "name": "Sundragon Trail", "code": "Sundragon Trail" }, { "name": "Sunrise Circle", "code": "Sunrise Circle" }, { "name": "Sutherland Avenue", "code": "Sutherland Avenue" }, { "name": "Taucar Gate", "code": "Taucar Gate" }, { "name": "Tay Boulevard", "code": "Tay Boulevard" }, { "name": "Taylor Court", "code": "Taylor Court" }, { "name": "Tecumseth Crescent", "code": "Tecumseth Crescent" }, { "name": "Thomas Street", "code": "Thomas Street" }, { "name": "Thornton Avenue", "code": "Thornton Avenue" }, { "name": "Thorpe Crescent", "code": "Thorpe Crescent" }, { "name": "Tiberini Way", "code": "Tiberini Way" }, { "name": "Tigertail Crescent", "code": "Tigertail Crescent" }, { "name": "To South Side of Cul-De-Sac", "code": "To South Side of Cul-De-Sac" }, { "name": "Tornado Drive", "code": "Tornado Drive" }, { "name": "Toronto Street", "code": "Toronto Street" }, { "name": "Tower Court", "code": "Tower Court" }, { "name": "Townsend Avenue", "code": "Townsend Avenue" }, { "name": "Trailside Drive", "code": "Trailside Drive" }, { "name": "Tupling Street", "code": "Tupling Street" }, { "name": "Turner Court", "code": "Turner Court" }, { "name": "Tyndall Drive", "code": "Tyndall Drive" }, { "name": "Valleyview Crescent", "code": "Valleyview Crescent" }, { "name": "Vasey Road", "code": "Vasey Road" }, { "name": "Veseli Court", "code": "Veseli Court" }, { "name": "Veterans Street", "code": "Veterans Street" }, { "name": "Village Green Lane", "code": "Village Green Lane" }, { "name": "Vipond Way", "code": "Vipond Way" }, { "name": "Vista Drive", "code": "Vista Drive" }, { "name": "W.Dykie Court", "code": "W.Dykie Court" }, { "name": "Walker Avenue", "code": "Walker Avenue" }, { "name": "Wallace Gate", "code": "Wallace Gate" }, { "name": "Wanda Street", "code": "Wanda Street" }, { "name": "Wandering Glider Trail", "code": "Wandering Glider Trail" }, { "name": "Waterton Way", "code": "Waterton Way" }, { "name": "Webb Street", "code": "Webb Street" }, { "name": "Webber Road", "code": "Webber Road" }, { "name": "Weir Street", "code": "Weir Street" }, { "name": "West Park Avenue", "code": "West Park Avenue" }, { "name": "West Side of 251 Gibson Circle", "code": "West Side of 251 Gibson Circle" }, { "name": "Westlake Crescent", "code": "Westlake Crescent" }, { "name": "Wilke Trail", "code": "Wilke Trail" }, { "name": "William Street", "code": "William Street" }, { "name": "Wilson Drive", "code": "Wilson Drive" }, { "name": "Wist Road", "code": "Wist Road" }, { "name": "Wood Crescent", "code": "Wood Crescent" }, { "name": "Wraggs Road", "code": "Wraggs Road" }, { "name": "Wyman Crescent", "code": "Wyman Crescent" }, { "name": "Yonge Street", "code": "Yonge Street" }, { "name": "Zima Crescent", "code": "Zima Crescent" }, { "name": "Zima Parkway", "code": "Zima Parkway" } ], "mergePolicy": "esriMPTDefaultValue", "splitPolicy": "esriSPTDefaultValue" } }, { "name": "ToStreet", "type": "esriFieldTypeString", "alias": "ToStreet", "length": 255, "domain": { "type": "codedValue", "name": "ParkingRoadNamesProper", "description": "Road Names in proper format (i.e. Dissette Street) with descriptions based on traffic by-laws. Please note that this is specific to Parking By-Law layer.", "codedValues": [ { "name": "10 m East", "code": "10 m East" }, { "name": "10 m East of Holland Court", "code": "10 m East of Holland Court" }, { "name": "100 m East of Line 5", "code": "100 m East of Line 5" }, { "name": "100 m East of Sideroad 5/River Road", "code": "100 m East of Sideroad 5/River Road" }, { "name": "100 m East of Simcoe Road", "code": "100 m East of Simcoe Road" }, { "name": "100 m North", "code": "100 m North" }, { "name": "100 m South of Canal Road", "code": "100 m South of Canal Road" }, { "name": "100 m West", "code": "100 m West" }, { "name": "100 m West of Line 5", "code": "100 m West of Line 5" }, { "name": "100 m West of Pumphouse Road", "code": "100 m West of Pumphouse Road" }, { "name": "100 m West of Simcoe Road", "code": "100 m West of Simcoe Road" }, { "name": "120 m North of Line 6", "code": "120 m North of Line 6" }, { "name": "120 m North of Reagens Industrial Parkway", "code": "120 m North of Reagens Industrial Parkway" }, { "name": "142 m South", "code": "142 m South" }, { "name": "145 m East of Rogers Trail", "code": "145 m East of Rogers Trail" }, { "name": "145 m West", "code": "145 m West" }, { "name": "15 m East of Longview Drive", "code": "15 m East of Longview Drive" }, { "name": "15 m North of the School Crossing Zone", "code": "15 m North of the School Crossing Zone" }, { "name": "15 m South", "code": "15 m South" }, { "name": "15 m South of the School Crossing Zone", "code": "15 m South of the School Crossing Zone" }, { "name": "15 m West", "code": "15 m West" }, { "name": "15 m West of Longview Drive", "code": "15 m West of Longview Drive" }, { "name": "150 m West of Sideroad 5/River Road", "code": "150 m West of Sideroad 5/River Road" }, { "name": "150 North of Miller Park Avenue", "code": "150 North of Miller Park Avenue" }, { "name": "160 m East", "code": "160 m East" }, { "name": "20 m West", "code": "20 m West" }, { "name": "200 m South of Holland Street West", "code": "200 m South of Holland Street West" }, { "name": "25 m West of Davis/Barawill Pump House Driveway", "code": "25 m West of Davis/Barawill Pump House Driveway" }, { "name": "270 m North of Line 6", "code": "270 m North of Line 6" }, { "name": "3 m East of Chris Hadfield School Exit", "code": "3 m East of Chris Hadfield School Exit" }, { "name": "3 m North of Church Parking Lot Entrance/Exit", "code": "3 m North of Church Parking Lot Entrance/Exit" }, { "name": "3 m North of St. Angela Merici School Exit", "code": "3 m North of St. Angela Merici School Exit" }, { "name": "3 m South of Church Parking Lot Entrance/Exit", "code": "3 m South of Church Parking Lot Entrance/Exit" }, { "name": "3 m South of St. Angela Merici School Exit", "code": "3 m South of St. Angela Merici School Exit" }, { "name": "3 m West of Chris Hadfield School Exit", "code": "3 m West of Chris Hadfield School Exit" }, { "name": "30 m East of West Park Avenue", "code": "30 m East of West Park Avenue" }, { "name": "30 m West of West Park Avenue", "code": "30 m West of West Park Avenue" }, { "name": "30 m East", "code": "30 m East" }, { "name": "30 m East of Barrie Street", "code": "30 m East of Barrie Street" }, { "name": "30 m East of Langford Boulevard", "code": "30 m East of Langford Boulevard" }, { "name": "30 m East of Summerlyn Trail", "code": "30 m East of Summerlyn Trail" }, { "name": "30 m East of West Park Avenue", "code": "30 m East of West Park Avenue" }, { "name": "30 m North of Blue Dasher Boulevard", "code": "30 m North of Blue Dasher Boulevard" }, { "name": "30 m North of Citrine Drive", "code": "30 m North of Citrine Drive" }, { "name": "30 m North of Downy Emerald Drive (South Leg)", "code": "30 m North of Downy Emerald Drive (South Leg)" }, { "name": "30 m North of Green Darner Trail", "code": "30 m North of Green Darner Trail" }, { "name": "30 m North of Luxury/Marshview", "code": "30 m North of Luxury/Marshview" }, { "name": "30 m North of Rutherford Road", "code": "30 m North of Rutherford Road" }, { "name": "30 m South of Blue Dasher Boulevard", "code": "30 m South of Blue Dasher Boulevard" }, { "name": "30 m South of Catania", "code": "30 m South of Catania" }, { "name": "30 m South of Citrine Drive", "code": "30 m South of Citrine Drive" }, { "name": "30 m South of Downy Emerald Drive (South Leg)", "code": "30 m South of Downy Emerald Drive (South Leg)" }, { "name": "30 m South of Green Darner Trail", "code": "30 m South of Green Darner Trail" }, { "name": "30 m South of Rutherford Road", "code": "30 m South of Rutherford Road" }, { "name": "30 m West of Summerlyn Trail", "code": "30 m West of Summerlyn Trail" }, { "name": "30 m West of West Park Avenue", "code": "30 m West of West Park Avenue" }, { "name": "300 m North of Line 6", "code": "300 m North of Line 6" }, { "name": "335 m North of Holland Street West", "code": "335 m North of Holland Street West" }, { "name": "40 m East", "code": "40 m East" }, { "name": "40 m South", "code": "40 m South" }, { "name": "50 m East", "code": "50 m East" }, { "name": "50 m North of Miller Park Avenue", "code": "50 m North of Miller Park Avenue" }, { "name": "50 m South", "code": "50 m South" }, { "name": "50 m South of School Entrance", "code": "50 m South of School Entrance" }, { "name": "50 m West", "code": "50 m West" }, { "name": "50 m West of Catania Avenue", "code": "50 m West of Catania Avenue" }, { "name": "50m West of Moore Street", "code": "50m West of Moore Street" }, { "name": "55 m East of Barrie Street", "code": "55 m East of Barrie Street" }, { "name": "56 m South", "code": "56 m South" }, { "name": "58 m North of Line 8", "code": "58 m North of Line 8" }, { "name": "6 m South", "code": "6 m South" }, { "name": "65 m East", "code": "65 m East" }, { "name": "65 m South of Walker", "code": "65 m South of Walker" }, { "name": "70 m South of Holland Street W", "code": "70 m South of Holland Street W" }, { "name": "75 m East", "code": "75 m East" }, { "name": "75 m East of Church Street", "code": "75 m East of Church Street" }, { "name": "80 m East of Davis/Barawill Pump House Driveway", "code": "80 m East of Davis/Barawill Pump House Driveway" }, { "name": "80 m East of Davis/Bardawill Pump House Driveway", "code": "80 m East of Davis/Bardawill Pump House Driveway" }, { "name": "80 m West of West Park", "code": "80 m West of West Park" }, { "name": "Acorn Lane", "code": "Acorn Lane" }, { "name": "Adams Street", "code": "Adams Street" }, { "name": "Aelick Court", "code": "Aelick Court" }, { "name": "Agar Avenue", "code": "Agar Avenue" }, { "name": "Aishford Road", "code": "Aishford Road" }, { "name": "Algeo Way", "code": "Algeo Way" }, { "name": "Allan Lane", "code": "Allan Lane" }, { "name": "Amberwing Landing", "code": "Amberwing Landing" }, { "name": "Andrews Drive", "code": "Andrews Drive" }, { "name": "Angela Street", "code": "Angela Street" }, { "name": "Anne Street", "code": "Anne Street" }, { "name": "Archer Avenue", "code": "Archer Avenue" }, { "name": "Armson Court", "code": "Armson Court" }, { "name": "Armstrong Crescent", "code": "Armstrong Crescent" }, { "name": "Artesian Industrial Parkway", "code": "Artesian Industrial Parkway" }, { "name": "Arthur Evans Crescent", "code": "Arthur Evans Crescent" }, { "name": "Averill Court", "code": "Averill Court" }, { "name": "Back Street", "code": "Back Street" }, { "name": "Bannerman Drive", "code": "Bannerman Drive" }, { "name": "Barrie Street", "code": "Barrie Street" }, { "name": "Barrow Avenue", "code": "Barrow Avenue" }, { "name": "Bartram Crescent", "code": "Bartram Crescent" }, { "name": "Baynes Way", "code": "Baynes Way" }, { "name": "Belfry Drive", "code": "Belfry Drive" }, { "name": "Bingham Street", "code": "Bingham Street" }, { "name": "Blackwell Crescent", "code": "Blackwell Crescent" }, { "name": "Blue Dasher Boulevard", "code": "Blue Dasher Boulevard" }, { "name": "Booth Street", "code": "Booth Street" }, { "name": "Boyd Lane", "code": "Boyd Lane" }, { "name": "Bradford Street", "code": "Bradford Street" }, { "name": "Brazel Crescent", "code": "Brazel Crescent" }, { "name": "Breeze Drive", "code": "Breeze Drive" }, { "name": "Bridge Street", "code": "Bridge Street" }, { "name": "Britannia Avenue", "code": "Britannia Avenue" }, { "name": "Bronze Crescent", "code": "Bronze Crescent" }, { "name": "Brookview Drive", "code": "Brookview Drive" }, { "name": "Broughton Terrace", "code": "Broughton Terrace" }, { "name": "Brown'S Lane", "code": "Brown'S Lane" }, { "name": "Brownlee Drive", "code": "Brownlee Drive" }, { "name": "Buce Avenue", "code": "Buce Avenue" }, { "name": "Cambridge Crescent", "code": "Cambridge Crescent" }, { "name": "Canal Road", "code": "Canal Road" }, { "name": "Carrington Place", "code": "Carrington Place" }, { "name": "Carter Street", "code": "Carter Street" }, { "name": "Cassells Drive", "code": "Cassells Drive" }, { "name": "Catania Avenue", "code": "Catania Avenue" }, { "name": "Cayton Crescent", "code": "Cayton Crescent" }, { "name": "Centre of the School Crossing Zone", "code": "Centre of the School Crossing Zone" }, { "name": "Centre Street", "code": "Centre Street" }, { "name": "Cerswell Drive", "code": "Cerswell Drive" }, { "name": "Chelsea Crescent", "code": "Chelsea Crescent" }, { "name": "Christina Crescent", "code": "Christina Crescent" }, { "name": "Church Street", "code": "Church Street" }, { "name": "Citrine Drive", "code": "Citrine Drive" }, { "name": "Coffey Road", "code": "Coffey Road" }, { "name": "Colborne Street", "code": "Colborne Street" }, { "name": "Collings Avenue", "code": "Collings Avenue" }, { "name": "Collis Drive", "code": "Collis Drive" }, { "name": "Compton Crescent", "code": "Compton Crescent" }, { "name": "Corwin Drive", "code": "Corwin Drive" }, { "name": "Countryside Court", "code": "Countryside Court" }, { "name": "County Road 1", "code": "County Road 1" }, { "name": "County Road 27", "code": "County Road 27" }, { "name": "County Road 88", "code": "County Road 88" }, { 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"code": "Devald Road" }, { "name": "Dimork Court", "code": "Dimork Court" }, { "name": "Dissette Street", "code": "Dissette Street" }, { "name": "Dixon Road", "code": "Dixon Road" }, { "name": "Doctor'S Lane", "code": "Doctor'S Lane" }, { "name": "Downy Emerald Drive", "code": "Downy Emerald Drive" }, { "name": "Drumlins Way", "code": "Drumlins Way" }, { "name": "Drury Street", "code": "Drury Street" }, { "name": "East Court House Entrance", "code": "East Court House Entrance" }, { "name": "East Leg Gibson Circle", "code": "East Leg Gibson Circle" }, { "name": "East Leg of McDonnell Crescent", "code": "East Leg of McDonnell Crescent" }, { "name": "Edward Street", "code": "Edward Street" }, { "name": "Eldridge Street", "code": "Eldridge Street" }, { "name": "Elizabeth Street", "code": "Elizabeth Street" }, { "name": "Empire Drive", "code": "Empire Drive" }, { "name": "End of Cul-De-Sac", "code": "End of Cul-De-Sac" }, { "name": "End of Street", "code": "End of Street" }, { "name": "Essa 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