1.0 DCPLUS 20250528 15343500 20250604 15343500 https://www.arcgis.com/sharing/rest/content/items/24f45c7b49d84aaf8e55e566a7fd670b/info/thumbnail/thumbnail1748457665287.png https://www.arcgis.com/home/item.html?id=24f45c7b49d84aaf8e55e566a7fd670b 24f45c7b49d84aaf8e55e566a7fd670b Feature Service https://services.arcgis.com/wjcPoefzjpzCgffS/arcgis/rest/services/Census_Division/FeatureServer Canadian Census Division (CD) Boundaries - 2021 2025-05-28T15:34:35 2025-06-04T17:53:26 Canada Census 2021 Statistics Canada population esri_canada Boundaries Census Divisions Census divisions are adjacent municipalities grouped together for the purposes of regional planning and managing common services such as police or ambulance services. They are also known as county or regional districts. Each division is assigned a 2 digit code preceded by the 2 digit province/territory code. There are a total of 293 census divisions. Group of neighbouring municipalities joined together for the purposes of regional planning and managing common services (such as police or ambulance services). These groupings are established under laws in effect in certain provinces of Canada. Census division (CD) is the general term for provincially legislated areas (such as county, municipalité régionale de comté and regional district) or their equivalents. In other provinces and the territories where laws do not provide for such areas, Statistics Canada defines equivalent areas for statistical reporting purposes in cooperation with these provinces and territories. Census divisions are intermediate geographic areas between the province/territory level and the municipality (census subdivision).<div><br /></div><div><div>Census divisions (CD) have been established in provincial law to facilitate regional planning, as well as the provision of services that can be more effectively delivered on a scale larger than a municipality. In Newfoundland and Labrador, Manitoba, Saskatchewan, Alberta, Yukon, Northwest Territories and Nunavut, provincial or territorial law does not provide for these administrative geographic areas. Therefore, Statistics Canada, in cooperation with these provinces and territories, has created equivalent areas called CDs for the purpose of disseminating statistical data. In Yukon, the CD is equivalent to the entire territory.</div><div><br /></div><div>Next to provinces and territories, census divisions (CD) are the most stable administrative geographic areas, and are therefore often used in longitudinal analysis.</div><div><br /></div><div><div><div>Click <a href='https://www12.statcan.gc.ca/census-recensement/2016/ref/dict/geo008-eng.cfm' target='_blank' rel='nofollow ugc noopener noreferrer'>here</a> for more information about census divisions from Statistics Canada.</div><div><br /></div><div>Follow this <a href='https://arcgis.com/home/item.html?id=ecd7e990a413412280fbbeac94a328d1' target='_blank' rel='nofollow ugc noopener noreferrer'>storymap</a> to learn more about Canada's census geographies.<br /></div><div><br /></div></div></div></div> Statistics Canada Please refer to Statistics Canada's <a href='https://www.statcan.gc.ca/en/reference/terms-conditions/general' target='_blank' rel='nofollow ugc noopener noreferrer'>General Terms and Conditions</a> -171.2165332508248 -10.418785793099955 83.60345740576733 36.28151890435631 1 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 24f45c7b49d84aaf8e55e566a7fd670b https://services.arcgis.com/wjcPoefzjpzCgffS/arcgis/rest/services/Census_Division/FeatureServer Feature Service EPSG