Birdwatch Note
2024-11-21 04:21:36 UTC - MISINFORMED_OR_POTENTIALLY_MISLEADING
生年月日に「1,2,5,7,8,0」がつくかない月日は16通りです 逆に付かない日付の数は365-16=349なので確率として96%になりますので大半の方は生年月日に「1,2,5,7,8,0」がつく結果となります 誰にでも該当するような曖昧で一般的な性質を表す記述を、自分、もしくは自分が属する特定の特徴を有する集団だけに当てはまる性質だと捉えてしまう心理学的な現象をバーナム効果と言いますが、占い師がよく利用する効果である事に留意すべきです バーナム効果 https://ja.wikipedia.org/wiki/%E3%83%90%E3%83%BC%E3%83%8A%E3%83%A0%E5%8A%B9%E6%9E%9C?wprov=sfti1#
Written by CAC2399F91A51DC65E98369CA167A809242ED350D88FF2E97D21067B904AE36D
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/1858669262807892292
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All Information
- ID - 1859452077266919599
- noteId - 1859452077266919599
- participantId -
- noteAuthorParticipantId - CAC2399F91A51DC65E98369CA167A809242ED350D88FF2E97D21067B904AE36D
- createdAtMillis - 1732162896826
- tweetId - 1858669262807892292
- classification - MISINFORMED_OR_POTENTIALLY_MISLEADING
- believable -
- harmful -
- validationDifficulty -
- misleadingOther - 1
- misleadingFactualError - 0
- misleadingManipulatedMedia - 0
- misleadingOutdatedInformation - 0
- misleadingMissingImportantContext - 0
- misleadingUnverifiedClaimAsFact - 0
- misleadingSatire - 0
- notMisleadingOther - 0
- notMisleadingFactuallyCorrect - 0
- notMisleadingOutdatedButNotWhenWritten - 0
- notMisleadingClearlySatire - 0
- notMisleadingPersonalOpinion - 0
- trustworthySources - 1
- summary
- 生年月日に「1,2,5,7,8,0」がつくかない月日は16通りです 逆に付かない日付の数は365-16=349なので確率として96%になりますので大半の方は生年月日に「1,2,5,7,8,0」がつく結果となります 誰にでも該当するような曖昧で一般的な性質を表す記述を、自分、もしくは自分が属する特定の特徴を有する集団だけに当てはまる性質だと捉えてしまう心理学的な現象をバーナム効果と言いますが、占い師がよく利用する効果である事に留意すべきです バーナム効果 https://ja.wikipedia.org/wiki/%E3%83%90%E3%83%BC%E3%83%8A%E3%83%A0%E5%8A%B9%E6%9E%9C?wprov=sfti1#
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