Birdwatch Archive

Birdwatch Note Rating

2023-11-12 14:47:18 UTC - SOMEWHAT_HELPFUL

Rated by Participant: A63BB3625966441CDB45E479E47F2C74C7C4F61AA52628D493C9AE8A39282C67
Participant Details

Original Note:

The visualisation is wrong because it does not capture essential properties of linear regression. Most importantly, the strings would have be aligned vertically. Furthermore, linear regression optimizes the mean square error, not the Euclidian distance. https://en.wikipedia.org/wiki/Linear_regression

All Note Details

Original Tweet

All Information

  • noteId - 1723686974555357252
  • participantId -
  • raterParticipantId - A63BB3625966441CDB45E479E47F2C74C7C4F61AA52628D493C9AE8A39282C67
  • createdAtMillis - 1699800438706
  • version - 2
  • agree - 0
  • disagree - 0
  • helpful - 0
  • notHelpful - 0
  • helpfulnessLevel - SOMEWHAT_HELPFUL
  • helpfulOther - 0
  • helpfulInformative - 0
  • helpfulClear - 0
  • helpfulEmpathetic - 0
  • helpfulGoodSources - 1
  • helpfulUniqueContext - 0
  • helpfulAddressesClaim - 0
  • helpfulImportantContext - 0
  • helpfulUnbiasedLanguage - 0
  • notHelpfulOther - 0
  • notHelpfulIncorrect - 0
  • notHelpfulSourcesMissingOrUnreliable - 0
  • notHelpfulOpinionSpeculationOrBias - 0
  • notHelpfulMissingKeyPoints - 1
  • notHelpfulOutdated - 0
  • notHelpfulHardToUnderstand - 0
  • notHelpfulArgumentativeOrBiased - 0
  • notHelpfulOffTopic - 0
  • notHelpfulSpamHarassmentOrAbuse - 0
  • notHelpfulIrrelevantSources - 0
  • notHelpfulOpinionSpeculation - 0
  • notHelpfulNoteNotNeeded - 0
  • ratingsId - 1723686974555357252A63BB3625966441CDB45E479E47F2C74C7C4F61AA52628D493C9AE8A39282C67