My Night at Maud's

My Night at Maud's

Movie |

Religion | Catholic

  • :
  • Genre(s): Romance, Comedy, Drama
  • Language(s): Français (French)
  • Director(s): Éric Rohmer
  • Cast(s): Jean-Louis Trintignant, Françoise Fabian, Marie-Christine Barrault, Antoine Vitez, Léonide Kogan See all Cast & Crew
  • Duration: 1h 51min
  • Music: Jean-Pierre Ruh,Jacques Maumont,Alain Sempé
  • Award(s): NBR 1971 (Won)
    Oscar 1970 (Nominated) Awards List
  • Similar To: The Five Devils, Someone, Somewhere
  • Story:

    The rigid principles of a devout Catholic man are challenged during a one-night stay with Maud, a divorced woman with an outsize personality.

    Full Story
7.8/10
IMDb

My Night at Maud's - Where to Stream?

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Videos: Trailers, Teasers, Featurettes

My Night At Maud's - Cast

My Night At Maud's - Crew

STORY AND RATINGS

Story

The rigid principles of a devout Catholic man are challenged during a one-night stay with Maud, a divorced woman with an outsize personality.

Ratings

7.8/10

IMDb

AWARDS

Won
NBR Award

Top Foreign Films | 1971

Critics Award

Best Film | 1970 | Éric

NYFCC Award

Best Screenplay | 1970 | Éric

Sant Jordi Award

Best Foreign Film Mejor Pelcula Extranjera | 1970 | Éric

Nominations
Oscar Award

Best Writing Story and Screenplay Based on Factual Material or Material Not Previously Published or Produced | 1971 | Éric

Best Foreign Language Film | 1970

NYFCC Award

Best Supporting Actress | 1970 | Françoise

TRIVIA AND POPULAR DIALOGUES

Trivia

Jean-Louis Trintignant's character is never called by name in the entire film.

My Night at Maud's was made with funds raised by François Truffaut, who liked the script, and was initially intended to be the third "Moral Tale". However, because the film takes place on Christmas Eve, Rohmer wanted to shoot the film on and around that day. Actor Jean-Louis Trintignant was not available; thus, filming was delayed for an entire year.

It is the third film in the series of the Six Moral Tales by Eric Rohmer.

Cinematic film debut for Marie-Christine Barrault.

When nominated for the Academy Award for Best Foreign Language Film, it was nominated under the title "My Night with Maud" because at the time it had no US distributor.

Popular Dialogues

"Jean-Louis: You come here a lot? Vidal: Almost never. And you? Jean-Louis: I've never set foot in here before. Vidal: And yet our paths cross right here. How strange. Jean-Louis: On the contrary. Our ordinary paths never cross. Therefore, the point of intersection must be outside those ordinary paths. I've dabbling in mathematics in my spare time. It would be fun to calculate our chances of meeting in a two-month period. Vidal: Can it be done? Jean-Louis: It's a matter of data and how you handle it. Provided the data exists. Obivously, if I don't know where a person lives or works I can't work out the odds of running into them."

"Jean-Louis: Are you still a Marxist? Vidal: Absolutely. For a Communist, Pascal's wager is very relevant today. Personally, I very much doubt that history has any meaning. Yet I wager that it has, so I'm in a Pascalian situation. Hypothesis A: Society and politics are meaningless. Hypothesis B: History has meaning. I'm not at all sure B is more likely to be true than A. More likely the reverse. Let's even suppose B has a 10% chance of being true and A has 80%. Nevertheless I have no choice but to opt for B, because only the hypothesis that history has meaning allows me to go on living. Suppose I bet on A, and B was true, despite the lesser odds. I'd have thrown away my life. So I must choose B to justify my life and actions. There's an 80% chance I'm wrong but that doesn't matter. Jean-Louis: Mathematical hope. Potential gain divided by probability. With your hypothesis B, though the probability is slight, the possible gain is infinite. In your case, a meaning to life. In Pascal's, eternal salvation. Vidal: It was Gorky, Lenin or maybe Mayakovsky who said about the Russian revolution that the situation forced them to choose the one chance in a thousand. Because hope became infinitely greater if you took that chance than if you didn't take it."