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)
2016 Census: Income data
As Canada marks its 150th anniversary, Statistics Canada continues to share its year-long story of our country and its people. On September 13, 2017, the fourth series of results from the 2016 Census of Population will be released on Statistics Canada’s website. These results will present individual, family and household income statistics for various levels of geography and various demographic groups.
Want to learn more? Join our chat session with Statistics Canada experts to discuss these findings!
Chat with an expert
When: Friday, September 15, 2017, from 12:30 p.m. to 1:30 p.m., Eastern time.
Experts: Nell Hamalainen, Tahsin Mehdi, Brian Murphy and Xuelin Zhang, Statistics Canada.
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)
Recensement de 2016 : Données sur le revenu
Alors que le Canada célèbre son 150e anniversaire, Statistique Canada poursuit le récit, présenté sur une période d’un an, de notre pays et de ses habitants. La quatrième série de résultats du Recensement de la population de 2016 sera publiée le 13 septembre 2017, sur le site Web de Statistique Canada. Ces résultats porteront sur le revenu des particuliers, des familles et des ménages pour divers niveaux géographiques et divers groupes démographiques.
Vous voulez en savoir davantage au sujet de ces résultats? Joignez-vous à la séance de clavardage avec des experts de Statistique Canada!
Clavarder avec un expert
Quand : Le vendredi 15 septembre 2017, de 12 h 30 à 13 h 30, heure de l’Est.
Experts : Nell Hamalainen, Tahsin Mehdi, Brian Murphy et Xuelin Zhang, Statistique Canada.
Comment : Visitez Clavarder avec un expert, connectez-vous et entrez dans la salle de clavardage. Si vous n’avez pas de compte, veuillez vous inscrire.
Thank you/ Merci,
The Chat with an expert team
Outreach and New media, Strategic Communications and Stakeholder Relations Division
Statistics Canada / Government of Canada
statcan.chatwithanexpert-clavarderavecunexpert.statcan@canada.ca
L’équipe de Clavarder avec un expert
Rayonnement et nouveaux médias, Division des communications stratégiques et relations avec les intervenants
Statistique Canada / Gouvernement du Canada
statcan.chatwithanexpert-clavarderavecunexpert.statcan@canada.ca