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Collections are a way for you to organize kata so that you can create your own training routines. Every collection you create is public and automatically sharable with other warriors. After you have added a few kata to a collection you and others can train on the kata contained within the collection.
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Great spin-off of the original, thanks for the remake.
updated
python new test frameworks
Good. Dunno if yours or mine is better though. Your solution is simpler, mine is a little more scalable. Anyways Its just 7 kyu level ahaha
Ahaha, the method was developed specifically for this kata. I didn't know about him, thank you!)
It cannot be solved in a portable way, yes. Solutions have to assume ABI, which for CW is SystemV for linux.
Majotiry of solutions takes approach with inline assembly, but there are some smart solutions which avoid it. But still you need some address-of magic/abuse to get the stack parameters, yes.
Bottom line is: it cannot be solved in a portable way, but it can be solved without inline assembly.
This is a C challenge, but I don't believe it's possible purely in C, for x64 - is it?
Since the first six arguments in SYS-V ABI are passed in registers rdi, rsi, rdx, rcx, r8, r9 and not on the stack, there's no real way to get them without using __asm or other non-C mechanisms perhaps.
I can find some arguments on the stack by abusing*,&. However, some arguments don't appear to be available without using __asm to try and extract it from registers directly. I could however be wrong. I do see n on the stack, which also confuses me as I would think it would only be in RDI, but past that I don't see anything until argument six of the variadic part. Am I wrong or is the challenge? Is it supposed to be solved with __asm?
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Quite a concise kata, nice coding challenge.
I hate regular expressions but they do the job extraordinary well
same mind
This comment is hidden because it contains spoiler information about the solution
This comment is hidden because it contains spoiler information about the solution
It would be nice if the solution didn't take 6 seconds to solve, it really made me confused that my solution was that slow, until I realised that mine wasn't the problem.
can we just use match like that? do we have to combine the subarrays?
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