Tweetkeep proof for X post 2111858595507884129 by @MarioNawfal
https://x.com/MarioNawfal/status/2111858595507884129
First archived 2026-10-18 16:35 UTC

Post text, saved 2026-10-18 16:35 UTC
  File     https://tweetkeep.com/proof/2111858595507884129/text
  SHA-256  667975a50c066df69db336c4745e628cf160525435a3a728137aa78755a3bc25
  Listed in https://tweetkeep.com/data/proofs/2026-10-18T1725.txt
  Bitcoin timestamp of that list: https://tweetkeep.com/data/proofs/2026-10-18T1725.txt.ots

Page snapshot, saved 2026-10-18 16:36 UTC
  File     https://tweetkeep.com/data/snaps/2111858595507884129_0.png
  SHA-256  29966f6f54ff12eb42d03d497bd5db3b18cecfa60d87d36705c5e4f6051dc5ce
  Listed in https://tweetkeep.com/data/proofs/2026-10-18T1725.txt
  Bitcoin timestamp of that list: https://tweetkeep.com/data/proofs/2026-10-18T1725.txt.ots

Page snapshot, saved 2026-10-19 16:35 UTC
  File     https://tweetkeep.com/data/snaps/2111858595507884129_1.png
  SHA-256  a3f3ef5bbfa890c7edc6a65521eae644e329c8feb35f5d8f4d940d8e9285604f
  Listed in https://tweetkeep.com/data/proofs/2026-10-19T1702.txt
  Bitcoin timestamp of that list: https://tweetkeep.com/data/proofs/2026-10-19T1702.txt.ots

X's own data for this post as it reached our browser, as WARC records (open with any WARC tool, e.g. https://replayweb.page):
  2026-10-19 16:35 UTC  https://tweetkeep.com/warc/66.warc.gz
    SHA-256  670db1234d3f20cf65beb21e4e63ffdfd59ea0a7a4722817b77c71b87301a6ec
    Listed in https://tweetkeep.com/data/proofs/2026-10-19T1702.txt

No Internet Archive copy: we ask it for a few hundred fresh posts a day, from the accounts that delete the most. X's data for every post is in the WARC records above.

How to check:
1. Download a file above and run: shasum -a 256 <file>. It must print the SHA-256 shown, and that hash must appear in the list.
2. Drop the list and its .ots file on https://opentimestamps.org, or run: ots verify <list>.ots
   That proves the list, and every file whose hash it holds, existed unchanged by then. Fresh timestamps reach Bitcoin within hours.
More: https://tweetkeep.com/faq#proof