Birdwatch Note
2024-10-13 16:29:15 UTC - NOT_MISLEADING
1000 people is a common sample size for a survey, generally an N=1000 produces somewhere around a 3% margin of error https://www.qualtrics.com/experience-management/research/determine-sample-size/ https://www.mili.eu/sg/insights/is-a-sample-size-of-n-1000-sufficient-for-accurate-survey-results
Written by 321EF651CBB31D0DEAA409E3CE83BDB4828AEF7CD934F0E32D5A0F81842FC289
Participant Details
Original Tweet
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All Information
- ID - 1845502067596517676
- noteId - 1845502067596517676
- participantId -
- noteAuthorParticipantId - 321EF651CBB31D0DEAA409E3CE83BDB4828AEF7CD934F0E32D5A0F81842FC289 Participant Details
- createdAtMillis - 1728836955342
- tweetId - 1845217238372004031
- classification - NOT_MISLEADING
- believable -
- harmful -
- validationDifficulty -
- misleadingOther - 0
- misleadingFactualError - 0
- misleadingManipulatedMedia - 0
- misleadingOutdatedInformation - 0
- misleadingMissingImportantContext - 0
- misleadingUnverifiedClaimAsFact - 0
- misleadingSatire - 0
- notMisleadingOther - 0
- notMisleadingFactuallyCorrect - 1
- notMisleadingOutdatedButNotWhenWritten - 0
- notMisleadingClearlySatire - 0
- notMisleadingPersonalOpinion - 0
- trustworthySources - 1
- summary
- 1000 people is a common sample size for a survey, generally an N=1000 produces somewhere around a 3% margin of error https://www.qualtrics.com/experience-management/research/determine-sample-size/ https://www.mili.eu/sg/insights/is-a-sample-size-of-n-1000-sufficient-for-accurate-survey-results
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