1.0 DCPLUS 20250316 20535900 20250316 20535900 https://www.arcgis.com/sharing/rest/content/items/b4dc9f7953b14a7d9427ebab13afed12/info/thumbnail/thumbnail1742168713583.png https://www.arcgis.com/home/item.html?id=b4dc9f7953b14a7d9427ebab13afed12 b4dc9f7953b14a7d9427ebab13afed12 Feature Service https://services.arcgis.com/wjcPoefzjpzCgffS/arcgis/rest/services/fed/FeatureServer Canada's Federal Electoral District (FED) Boundaries - 2021 2025-03-16T20:53:59 2025-03-16T23:45:14 Canada Census 2021 Federal Electoral District FED Administrative Boundaries A federal electoral district (FED) is an area represented by a member of the House of Commons. The federal electoral district boundaries used for the 2021 Census are based on the 2013 Representation Order. <p><span style='font-family:&quot;Avenir Next W01&quot;, &quot;Avenir Next W00&quot;, &quot;Avenir Next&quot;, Avenir, &quot;Helvetica Neue&quot;, sans-serif; font-size:16px;'>A federal electoral district is an area represented by a member of the House of Commons. The Federal Electoral Districts (FED) dataset is a digital representation of the 338 electoral districts proclaimed by the Representation Order of 2013. This dataset is an update of the 2013 Federal Electoral Districts (FED) 2013.</span></p><div style='font-family:&quot;Avenir Next W01&quot;, &quot;Avenir Next W00&quot;, &quot;Avenir Next&quot;, Avenir, &quot;Helvetica Neue&quot;, sans-serif; font-size:16px;'>&nbsp;</div><div style='font-family:&quot;Avenir Next W01&quot;, &quot;Avenir Next W00&quot;, &quot;Avenir Next&quot;, Avenir, &quot;Helvetica Neue&quot;, sans-serif; font-size:16px;'>Following the release of population counts from each decennial census, the Chief Electoral Officer determines the number of seats in the House of Commons and publishes the information in the Canada Gazette. Electoral boundaries commissions then determine the adjustments to the constituency boundaries. The federal electoral boundaries commissions are independent bodies that make all decisions regarding the proposed and final federal electoral boundaries. Elections Canada provides support services to the boundaries commission in each province. Based on reports from these commissions, the Chief Electoral Officer prepares a representation order that describes the boundaries and specifies the name and the population of each FED.<br />&nbsp;</div><div style='font-family:&quot;Avenir Next W01&quot;, &quot;Avenir Next W00&quot;, &quot;Avenir Next&quot;, Avenir, &quot;Helvetica Neue&quot;, sans-serif; font-size:16px;'>&nbsp;</div><div><p style='margin-bottom:1.5rem; margin-top:0px;'><strong>Source:&nbsp;</strong></p><ul><li><p style='margin-bottom:1.5rem; margin-top:0px;'><a target='_blank' href='https://open.canada.ca/data/en/dataset/47a0f098-7445-41bb-a147-41686b692887' rel='nofollow ugc noopener noreferrer'>Federal Electoral Districts - Canada 2021</a></p></li><li><p style='margin-bottom:1.5rem; margin-top:0px;'><a target='_blank' href='https://ftp.cartes.canada.ca/pub/elections_elections/Electoral-districts_Circonscription-electorale/Elections_Canada_2021/Elections_Canada_2021_Dictionnaire_de_donn%C3%A9es.pdf' rel='nofollow ugc noopener noreferrer'>Metadata</a></p></li></ul><p style='font-family:&quot;Avenir Next W01&quot;, &quot;Avenir Next W00&quot;, &quot;Avenir Next&quot;, Avenir, &quot;Helvetica Neue&quot;, sans-serif; font-size:16px; margin-bottom:1.5rem; margin-top:0px;'><strong>Contact&nbsp;Information:</strong></p><ul><li>For inquiries regarding the data please contact&nbsp;geo.services@elections.ca</li><li>For inquiries regarding the service, please leave a comment below</li></ul></div> Statistics Canada <span style='font-family:&quot;Avenir Next W01&quot;, &quot;Avenir Next W00&quot;, &quot;Avenir Next&quot;, Avenir, &quot;Helvetica Neue&quot;, sans-serif; font-size:16px;'>Please refer to Statistics Canada's </span><a href='https://www.statcan.gc.ca/en/reference/terms-conditions/general' target='_blank' rel='nofollow ugc noopener noreferrer'>General Terms and Conditions</a><span style='font-family:&quot;Avenir Next W01&quot;, &quot;Avenir Next W00&quot;, &quot;Avenir Next&quot;, Avenir, &quot;Helvetica Neue&quot;, sans-serif; font-size:16px;'>.</span> -171.2165332508248 -10.418785793099955 83.60345740576733 36.28151890435631 1 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 b4dc9f7953b14a7d9427ebab13afed12 https://services.arcgis.com/wjcPoefzjpzCgffS/arcgis/rest/services/fed/FeatureServer Feature Service EPSG