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DCPLUS
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594124f0380d42b7a4b450574dd9630c
Feature Service
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Canadian Census Subdivision (CSD) Boundaries - 2021
2025-05-28T15:50:36
2025-06-04T17:53:34
Canada Census 2021
Statistics Canada
population
esri_canada
Census Subdivision
Census subdivision is the general term for municipalities or areas treated as municipal equivalents such as Indian reserves, Indian settlements and unorganized territories. There are 53 types of Census subdivisions. Each subdivision is assigned a 3 digit code preceded by the 2 digit province/territory code and the 2 digit census division code. There are a total of 5161 census subdivisions.
<div style='font-family:"Avenir Next W01", "Avenir Next W00", "Avenir Next", Avenir, "Helvetica Neue", sans-serif; font-size:16px;'>Census subdivision (CSD) is the general term for municipalities (as determined by provincial/territorial legislation) or areas treated as municipal equivalents for statistical purposes (e.g., Indian reserves, Indian settlements and unorganized territories). Municipal status is defined by laws in effect in each province and territory in Canada.<br /></div><div style='font-family:"Avenir Next W01", "Avenir Next W00", "Avenir Next", Avenir, "Helvetica Neue", sans-serif; font-size:16px;'><br /></div><div style='font-family:"Avenir Next W01", "Avenir Next W00", "Avenir Next", Avenir, "Helvetica Neue", sans-serif; font-size:16px;'><div style='font-family:inherit;'>Census subdivisions (CSDs) are classified into 53 types according to official designations adopted by provincial/territorial or federal authorities. Two exceptions are 'subdivision of unorganized' (SNO) in Newfoundland and Labrador, and 'subdivision of county municipality' (SC) in Nova Scotia, which are geographic areas created as equivalents for municipalities by Statistics Canada, in cooperation with those provinces, for the purpose of disseminating statistical data.</div><div style='font-family:inherit;'><br /></div><div style='font-family:inherit;'>The census subdivision type accompanies the census subdivision name in order to distinguish CSDs from each other, for example, Balmoral, VL (for the village of Balmoral) and Balmoral, P (for the parish / paroisse (municipalité de) of Balmoral).</div></div><div style='font-family:"Avenir Next W01", "Avenir Next W00", "Avenir Next", Avenir, "Helvetica Neue", sans-serif; font-size:16px;'><br /></div><div style='font-family:"Avenir Next W01", "Avenir Next W00", "Avenir Next", Avenir, "Helvetica Neue", sans-serif; font-size:16px;'>Click <a href='https://www12.statcan.gc.ca/census-recensement/2016/ref/dict/geo012-eng.cfm' target='_blank' rel='nofollow ugc noopener noreferrer'>here</a> for more information about census divisions from Statistics Canada.<br /></div><div style='font-family:"Avenir Next W01", "Avenir Next W00", "Avenir Next", Avenir, "Helvetica Neue", sans-serif; font-size:16px;'><br /></div><div style='font-family:"Avenir Next W01", "Avenir Next W00", "Avenir Next", Avenir, "Helvetica Neue", sans-serif; font-size:16px;'>Follow this <a href='https://arcgis.com/home/item.html?id=ecd7e990a413412280fbbeac94a328d1' style='color:rgb(0, 97, 155); text-decoration-line:none; font-family:inherit;' target='_blank' rel='nofollow ugc noopener noreferrer'>storymap</a> to learn more about Canada's census geographies.</div>
Statistics Canada
<span style='font-family:"Avenir Next W01", "Avenir Next W00", "Avenir Next", Avenir, "Helvetica Neue", sans-serif; font-size:16px;'>Please refer to Statistics Canada's </span><a href='https://www.statcan.gc.ca/en/reference/terms-conditions/general' style='color:rgb(0, 97, 155); text-decoration-line:none; font-family:"Avenir Next W01", "Avenir Next W00", "Avenir Next", Avenir, "Helvetica Neue", sans-serif; font-size:16px;' target='_blank' rel='nofollow ugc noopener noreferrer'>General Terms and Conditions</a>
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
594124f0380d42b7a4b450574dd9630c
https://services.arcgis.com/wjcPoefzjpzCgffS/arcgis/rest/services/CensusSubdivision/FeatureServer
Feature Service
EPSG