Herald Chancellor of Canada

The Herald Chancellor (Chancelier d'armes in French) is an officer at the Canadian Heraldic Authority. The office is always filled by the Secretary to the Governor General. The Herald Chancellor is responsible for the administration of the entire vice-regal office. In some ways, the position is analogous to the Earl Marshal in England, as it is the Herald Chancellor who issues the warrants permitting the Chief Herald of Canada to make grants of arms. The Herald Chancellor also signs each completed grant document, along with the Chief Herald.

The arms of office of the Herald Chancellor

The position of Deputy Herald Chancellor (Vice-chancelier d'armes in French) is held by the Deputy Secretary to the Governor General, who is also the head of the Chancellery of Honours, responsible for the administration of the Canadian honours system. When the Herald Chancellor is unavailable, the Deputy Herald Chancellor will issue the proper warrants for the Chief Herald of Canada to grant arms.

Coat of arms

Arms of the current Herald Chancellor
Arms of the current Deputy Herald Chancellor

The Herald Chancellor has arms of office. The red shield features a gold maple tree with its roots visible. The maple tree represents the predominant species on the grounds of Rideau Hall, where the Canadian Heraldic Authority (CHA) is headquartered. The batons of office are red and gold, and they are decorated with shields of the arms of the CHA. The arms are impaled with the personal arms of the Herald Chancellor.

The Deputy Herald Chancellor uses similar arms: these are red with a white tree and an added white bordure. These are, likewise, impaled with the personal arms of the office-holder.

Herald Chancellors

Deputy Herald Chancellors

  • 1988-1992: LGen François Richard, CMM
  • 1993-2004: LGen James C. Gervais, CMM
  • 2005-present: Emmanuelle Sajous
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gollark: I see.
gollark: I suppose you could do frequency analysis if they were longer and, er, bad ciphers.
gollark: Unless it's just Caesar ciphers it's not like you can magically decrypt arbitrary ciphers without the key or anything.
gollark: ++delete any associated mental images


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