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)
MATH ADVISING CONTACTS
Math advising will be done online.
Please email a Math Strategist:
Emily Tian - etian@centennialcollege.ca,
Darcie Brown - dbrown@centennialcollege.ca,
Srishta Chopra - schopra@centennialcollege.ca,
Matthew Cheung - matthewcheung@centennialcollege.ca,
and set up an appointment.