Birdwatch Note
2025-01-11 00:18:52 UTC - MISINFORMED_OR_POTENTIALLY_MISLEADING
360° représente un tour complet et non un demi tour. Par conséquent, après un revirement à 360°, on repart dans la même direction et non la direction opposée. https://fr.wikipedia.org/wiki/Degr%C3%A9_(angle)?wprov=sfti1 https://www.superprof.fr/ressources/maths/maths-tous-niveaux/internet-alterne-complementaires.html#:~:text=L'angle%2520plein%252C%2520qui%2520mesure,180%C2%B0%2520et%2520360%C2%B0.
Written by C2E160EF5068DF2ACE5B17B390E53F0D66A285DDB5A3B3A7938B391C0663BDFD
Participant Details
Original Tweet
Tweet embedding is no longer reliably available, due to the platform's instability (in terms of both technology and policy). If the Tweet still exists, you can view it here: https://twitter.com/foo_bar/status/1877694758576885915
Please note, though, that you may need to have your own Twitter account to access that page. I am currently exploring options for archiving Tweet data in a post-API context.
All Information
- ID - 1877872772631740692
- noteId - 1877872772631740692
- participantId -
- noteAuthorParticipantId - C2E160EF5068DF2ACE5B17B390E53F0D66A285DDB5A3B3A7938B391C0663BDFD
- createdAtMillis - 1736554732841
- tweetId - 1877694758576885915
- classification - MISINFORMED_OR_POTENTIALLY_MISLEADING
- believable -
- harmful -
- validationDifficulty -
- misleadingOther - 0
- misleadingFactualError - 1
- misleadingManipulatedMedia - 0
- misleadingOutdatedInformation - 0
- misleadingMissingImportantContext - 0
- misleadingUnverifiedClaimAsFact - 0
- misleadingSatire - 0
- notMisleadingOther - 0
- notMisleadingFactuallyCorrect - 0
- notMisleadingOutdatedButNotWhenWritten - 0
- notMisleadingClearlySatire - 0
- notMisleadingPersonalOpinion - 0
- trustworthySources - 1
- summary
- 360° représente un tour complet et non un demi tour. Par conséquent, après un revirement à 360°, on repart dans la même direction et non la direction opposée. https://fr.wikipedia.org/wiki/Degr%C3%A9_(angle)?wprov=sfti1 https://www.superprof.fr/ressources/maths/maths-tous-niveaux/internet-alterne-complementaires.html#:~:text=L'angle%2520plein%252C%2520qui%2520mesure,180%C2%B0%2520et%2520360%C2%B0.
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