Court in the Hockey Canada Sexual Assault Case to Announce Decision on July 24

• The court has concluded hearings in a case related to an incident from June 2018.
• The woman claims she did not consent to sexual acts with several players.
• The judge's decision is expected on July 24, which will impact further actions regarding the accused.

This was reported by BBC, The New York Times.

LONDON, Ontario — The sexual assault trial related to Hockey Canada has concluded after eight weeks of hearings, with a judge's decision expected on July 24.

Five players, including Michael McLeod, Carter Hart, Alex Formenton, Dillon Dube, and Cal Foote, are accused of sexual assault stemming from an incident that occurred in June 2018. The woman, known as E.M., claimed she was sexually assaulted in a hotel room in London, Ontario.

In closed statements, prosecutors argued that E.M. did not consent to sexual acts with more than one player, as she felt threatened for her safety in a room with several unfamiliar men. They emphasized that the accused did not take reasonable steps to verify consent.

The defense, on the other hand, claimed that E.M. initiated the sexual acts herself, highlighting that her testimony contained inconsistencies. The lawyers for the accused denied that their clients committed any crime and stated that the prosecutors did not meet the necessary burden of proof.

Judge Maria Carroccia thanked all participants in the trial for their professionalism and announced the return on July 24 for the decision. This ruling will mark a significant milestone in a case that has attracted considerable public attention.

What You Need to Know

• E.M. met McLeod at a bar, and there was prior sexual activity between them.
• Prosecutors argue that after other players arrived, the woman found herself in a stressful situation.
• The defense claims that E.M. initiated the sexual acts and that there are numerous inconsistencies in the testimony.
• The court's decision is expected on July 24, after which the future of the accused will be determined.

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