n^3 - 1
to be prime. Which can be trivially factored as (n - 1)(n^2 + n + 1)
. If n > 2
you have an obviously composite number. If n <= 1
you get 0 or negative numbers not prime. That only leaves n=1
which gives you the 7, the only prime before a cubegrep -ri "ryozuki.*rust" | wc -l
3698
grep -riE "Learath2.*go" | wc -l
4072
grep -ri "jupeyy_keks.*vulkan" | wc -l
plsn^3 - 1
to be prime. Which can be trivially factored as (n - 1)(n^2 + n + 1)
. If n > 2
you have an obviously composite number. If n <= 1
you get 0 or negative numbers not prime. That only leaves n=1
which gives you the 7, the only prime before a cube grep -riE "jup(p|e|s).*vulkan" | wc -l
588
grep -riE "(jup|jap|keks).*vulkan" | wc -l
633
grep -riE "vulkan" | wc -l
1553
OnceCell
/OnceLock
already (edited)\bC(?:99|11|20|23|2x)?\b
grep -ri "neovim" | cut -d'<' -f3 | cut -d'>' -f1 | sort | uniq -c | sort -nr
is probably flawed in many ways\bC(?:99|11|20|23|2x)?\b
(?:\s|^)C(?:89|90|99|11|20|23|2x)?(?:\s|$)
how about this?^
is unlikely to do anything good since the nickname is in front-.-
for yourself-\.-
.
is a wildcard, ChillerDragonsome_identifier
-.-
matches automat-o-ton
or whatevermentions:
keyword for discord searchsecure_random_init
is always checkedfind_package(Crypto)
seems to break it xd
-1
in binary is 0b10000001
0b10000000
is right no?0b10000000
is right no? mkdir build && cd build && cmake -DCMAKE_BUILD_TYPE=Debug .. && make && ./DDNet-Server "dbg_dummies 1"
m_SavedInput.m_Direction = 1
actual 1127695164: 01000011 00110111 01000011 00111100
expect 1127629628: 01000011 00110110 01000011 00111100
actual -514903197: 11100001 01001111 00110011 01100011
expect 3779998307: 11100001 01001110 00110010 01100011
"öüä"
is just 3 bytes of utf8, why is it ending up in 2 ints? (edited)"öüä"
is just 3 bytes of utf8, why is it ending up in 2 ints? (edited)>>> len("öüä".encode())
6
python (and my internal UTF-8 encoder) disagrees"äöü".encode()
)int
firstStrToInts
+ 128
that sussed me out at the start(aBuf[0] + 128) << 24
this is UBASAN_OPTIONS
and UBSAN_OPTIONS
....(aBuf[0] + 128) << 24
this is UB