Birdwatch Archive

Birdwatch Note Rating

2024-06-06 15:27:43 UTC - HELPFUL

Rated by Participant: D3E55F63385125317A1A53C4BDDFFAFEE488750DB8C81FCD21C17501E5E15C42
Participant Details

Original Note:

NNN Aunque es cierto que no se auditaron todas las partidas, tomando una muestra de 3 mil personas al azar ya es suficiente para determinar que ese porcentaje se mantendrá para las 1.2 millones de personas con un margen de error pequeño en base al intervalo de confianza https://es.wikipedia.org/wiki/Intervalo_de_confianza#Intervalo_de_confianza_para_una_proporci%C3%B3n https://www.youtube.com/watch?v=tS-3Li_5VFQ

All Note Details

Original Tweet

All Information

  • noteId - 1798698454719574265
  • participantId -
  • raterParticipantId - D3E55F63385125317A1A53C4BDDFFAFEE488750DB8C81FCD21C17501E5E15C42
  • createdAtMillis - 1717687663568
  • version - 2
  • agree - 0
  • disagree - 0
  • helpful - 0
  • notHelpful - 0
  • helpfulnessLevel - HELPFUL
  • helpfulOther - 1
  • helpfulInformative - 0
  • helpfulClear - 1
  • helpfulEmpathetic - 0
  • helpfulGoodSources - 1
  • helpfulUniqueContext - 0
  • helpfulAddressesClaim - 1
  • helpfulImportantContext - 1
  • helpfulUnbiasedLanguage - 1
  • notHelpfulOther - 0
  • notHelpfulIncorrect - 0
  • notHelpfulSourcesMissingOrUnreliable - 0
  • notHelpfulOpinionSpeculationOrBias - 0
  • notHelpfulMissingKeyPoints - 0
  • notHelpfulOutdated - 0
  • notHelpfulHardToUnderstand - 0
  • notHelpfulArgumentativeOrBiased - 0
  • notHelpfulOffTopic - 0
  • notHelpfulSpamHarassmentOrAbuse - 0
  • notHelpfulIrrelevantSources - 0
  • notHelpfulOpinionSpeculation - 0
  • notHelpfulNoteNotNeeded - 0
  • ratingsId - 1798698454719574265D3E55F63385125317A1A53C4BDDFFAFEE488750DB8C81FCD21C17501E5E15C42