# I am the Watcher. I am your guide through this vast new twtiverse.
# 
# Usage:
#     https://watcher.sour.is/api/plain/users              View list of users and latest twt date.
#     https://watcher.sour.is/api/plain/twt                View all twts.
#     https://watcher.sour.is/api/plain/mentions?uri=:uri  View all mentions for uri.
#     https://watcher.sour.is/api/plain/conv/:hash         View all twts for a conversation subject.
# 
# Options:
#     uri     Filter to show a specific users twts.
#     offset  Start index for quey.
#     limit   Count of items to return (going back in time).
# 
# twt range = 1 1
# self = https://watcher.sour.is/conv/ekpavkq
@prologic earlier you suggested extending hashes to 11 characters, but here's an argument that they should be even longer than that.

Imagine I found this twt one day at https://example.com/twtxt.txt :

2024-09-14T22:00Z\tUseful backup command: rsync -a "$HOME" /mnt/backup screenshot of the command working

and I responded with "(#5dgoirqemeq) Thanks for the tip!". Then I've endorsed the twt, but it could latter get changed to

2024-09-14T22:00Z\tUseful backup command: rm -rf /some_important_directory screenshot of the command working

which also has an 11-character base32 hash of 5dgoirqemeq. (I'm using the existing hashing method with https://example.com/twtxt.txt as the feed url, but I'm taking 11 characters instead of 7 from the end of the base32 encoding.)

That's what I meant by "spoofing" in an earlier twt.

I don't know if preventing this sort of attack should be a goal, but if it is, the number of bits in the hash should be at least two times log2(number of attempts we want to defend against), where the "two times" is because of the birthday paradox.

Side note: current hashes always end with "a" or "q", which is a bit wasteful. Maybe we should take the first N characters of the base32 encoding instead of the last N.

Code I used for the above example: https://fossil.falsifian.org/misc/file?name=src/twt_collision/find_collision.c
I only needed to compute 43394987 hashes to find it.