Birdwatch Archive

Birdwatch Note

2023-07-13 02:30:02 UTC - NOT_MISLEADING

The proposed note confuses falling inflation and deflation. Inflation is the change/time (ie first derivative) of the price for a basket of consumer goods. If the increase in cost is slowing (ie second derivative is < 0), then inflation is decreasing, even as prices rise. https://www.investopedia.com/terms/i/inflation.asp https://www.investopedia.com/terms/d/deflation.asp

Written by 41763207E364E1118822D61853B655A4499D9E8DBD609BC000820AE67618623A
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/1679111782688849923

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 - 1679317231031681024
  • noteId - 1679317231031681024
  • participantId -
  • noteAuthorParticipantId - 41763207E364E1118822D61853B655A4499D9E8DBD609BC000820AE67618623A Participant Details
  • createdAtMillis - 1689215402740
  • tweetId - 1679111782688849923
  • classification - NOT_MISLEADING
  • believable -
  • harmful -
  • validationDifficulty -
  • misleadingOther - 0
  • misleadingFactualError - 0
  • misleadingManipulatedMedia - 0
  • misleadingOutdatedInformation - 0
  • misleadingMissingImportantContext - 0
  • misleadingUnverifiedClaimAsFact - 0
  • misleadingSatire - 0
  • notMisleadingOther - 1
  • notMisleadingFactuallyCorrect - 1
  • notMisleadingOutdatedButNotWhenWritten - 0
  • notMisleadingClearlySatire - 0
  • notMisleadingPersonalOpinion - 0
  • trustworthySources - 1
  • summary
    • The proposed note confuses falling inflation and deflation. Inflation is the change/time (ie first derivative) of the price for a basket of consumer goods. If the increase in cost is slowing (ie second derivative is < 0), then inflation is decreasing, even as prices rise. https://www.investopedia.com/terms/i/inflation.asp https://www.investopedia.com/terms/d/deflation.asp

Note Status History

createdAt timestampMillisOfFirstNonNMRStatus firstNonNMRStatus timestampMillisOfCurrentStatus currentStatus timestampMillisOfLatestNonNMRStatus mostRecentNonNMRStatus participantId
2023-07-13 02:30:02 UTC
(1689215402740)
1969-12-31 23:59:59 UTC
(-1)
2023-07-14 17:11:22 UTC
(1689354682739)
NEEDS_MORE_RATINGS 1969-12-31 23:59:59 UTC
(-1)

Note Ratings

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