adventofcode 2020-12-25

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Day 25 answers thread - Post your answers here

For those interested by the topic, today’s puzzle was related to https://en.wikipedia.org/wiki/Diffie%E2%80%93Hellman_key_exchange

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Kind of feeling let down by the day 25 puzzle. I expected to find that a brute-force approach wouldn’t be feasible. But hey, at least I can tell my wife that it’s over…

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I couldn't get part 2 because I started AoC at day 16 so I'm missing stars. here is my solution to part 1: https://github.com/euccastro/advent-of-code-2020/blob/master/src/advent/day25.clj

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The optimization was to choose the smaller loop-size when calculating the solution.

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I guess I lucked out then, since mine runs fast enough without worrying about that

I even 'cracked' both values unnecessarily

@vincent.cantin come to think about it, why is that an optimization? shouldn't you perform the same number of steps no matter which key you choose to 'crack' (i.e., find the loop size of)? [P.S.: it seems that at least in my implementation it matters which one you pick, because finding the loop size happens to be more expensive than transforming a number by that number of loops]

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@euccastro The optimization is for the last step, to find the β€œshared secret”.

but to find the smallest loop size you need to find the loop size of both the door and key, which is actually slower than picking either arbitrarily, find the loop size of that one only, and transform the other with that

yes, you are right.

;; 2437 msecs
(time
 (transform (first input) (crack (second input))))

;; 1751 msecs
(time
 (transform (second input) (crack (first input))))

;; 2980 msecs
(time (do (crack (first input)) (crack (second input))))

;; 3450 msecs
(time
 (do
   (crack (second input))
   (transform (second input) (crack (first input)))))

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There is an optimization possible for the last step. It looks like: β€’ If the loop-size is even, square the subject-number, then modulo it. Half the loop-size. β€’ If it is even, do one step as usual.

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It will run in O(log_2(loop-size))

But saddly, that is not the bottleneck

For the fun of it: added baby-step giant-step logarithm computation and exponentiation as mentioned by @vincent.cantin to bring the runtime for part 1 from 1300 to 1.3 ~13 msecs πŸ™‚ https://github.com/next-mad-hatter/adventofcode/blob/master/src/aoc_2020/day_25.clj

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For the last step you can just use .modPow. This (mod-pow pubkey loop-size module) returns an answer instantly!

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The stats are funny … so many people trying to find a way to get a problem for part2

Last year I was one of them

I was also wondering … because it is my first year, I wanted to know how to do everything and not miss something.

oh … wait … it is probably people who did not finish all the previous puzzles.

yep πŸ™‚

β€œβ€¦ day 20, you again” 🀣

heheh, in my case I'm missing all up to 15. I'll do them at a more leisurely pace

Yes you need 49 stars so that they give you the 50th for free

but there are people who don't know they need to click

Took me 7 seconds to click but I was faster than 29 other peoples. Going from rank 206 to 177 🀠

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> Yes you need 49 stars so that they give you the 50th for free Yes, last year I didn’t have all of them. So I just couldn’t click it.

OK, I just finished bingeing on 1-15, to see the true ending. disclaimer: I'd seen Lambda Island's AoC 2020 videos and I had seen the Chinese Remainder Theorem spoiler https://github.com/euccastro/advent-of-code-2020/tree/master/src/advent

Thank you! πŸ™‚ Merry Christmas 🀢

was a joy to learn from your solutions

and to be part of this community

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Marry Christmas 🦌 It was fun journey

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are the solutions archived somewhere ? I'd like to read some of them in a month or so, since I didn't solved the challenges with Clojure this year

thanks!

they won't be there in a month, I am afraid.

awesome!

Thanks to everyone for their code solutions and feedback. It was a wonderful learning experience and see you all next year!

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I haven't finished yet, but it was fun solving all the problems, and great seeing how other people did things. I learned a lot, thank you!

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and as usual "never again" opieop

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@a.grison https://akovantsev.github.io/corpus/clojure-slack/adventofcode.html#t1608887152 piggybacking on clojureverse's logs: all 5 years of logs in a single offline html page with filtering

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