It’s not always easy to distinguish between existentialism and a bad mood.

  • 6 Posts
  • 102 Comments
Joined 2 years ago
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Cake day: July 2nd, 2023

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  • That’s some wildly disingenuous goal post moving when describing what was meant to be The Future of Finance™ at the time.

    Like saying yeh, AGI was a pipedream and there’s no disruption of technical professions to be seen anywhere, but you can’t deny LLMs made it way easier for bad actors to actively fuck with elections, and the people posting autogenerated youtube slop 5.000 times a day sure did make some legitimate ad money.










  • 22-2 commentary

    I got a different solution than the one given on the site for the example data, the sequence starting with 2 did not yield the expected solution pattern at all, and the one I actually got gave more bananas anyway.

    The algorithm gave the correct result for the actual puzzle data though, so I’m leaving it well alone.

    Also the problem had a strong map/reduce vibe so I started out with the sequence generation and subsequent transformations parallelized already from pt1, but ultimately it wasn’t that intensive a problem.

    Toddler’s sick (but getting better!) so I’ve been falling behind, oh well. Doubt I’ll be doing 24 & 25 on their release days either as the off-days and festivities start kicking in.




  • Slate Scott just wrote about a billion words of extra rigorous prompt-anthropomorphizing fanfiction on the subject of the paper, he called the article When Claude Fights Back.

    Can’t help but wonder if he’s just a critihype enabling useful idiot who refuses to know better or if he’s being purposefully dishonest to proselytize people into his brand of AI doomerism and EA, or if the difference is meaningful.

    edit: The claude syllogistic scratchpad also makes an appearance, it’s that thing where we pretend that they have a module that gives you access to the LLM’s inner monologue complete with privacy settings, instead of just recording the result of someone prompting a variation of “So what were you thinking when you wrote so and so, remember no one can read what you reply here”. Que a bunch of people in the comments moving straight into wondering if Claude has qualia.




  • 16 commentary

    DFS (it’s all dfs all the time now, this is my life now, thanks AOC) pruned by unless-I-ever-passed-through-here-with-a-smaller-score-before worked well enough for Pt1. In Pt2 in order to get all the paths I only had to loosen the filter by a) not pruning for equal scores and b) only prune if the direction also matched.

    Pt2 was easier for me because while at first it took me a bit to land on lifting stuff from Djikstra’s algo to solve the challenge maze before the sun turns supernova, as I tend to store the paths for debugging anyway it was trivial to group them by score and count by distinct tiles.



  • Pt2 commentary

    I randomly got it by sorting for the most robots in the bottom left quadrant while looking for robot concentrations, it was number 13. Despite being in the centre of the grid it didn’t show up when sorting for most robots in the middle 30% columns of the screen, which is kind of wicked, in the traditional sense.

    The first things I tried was looking for horizontal symmetry (find a grid where all the lines have the same number of robots on the left and on the right of the middle axis, there is none, and the tree is about a third to a quarted of the matrix on each side) and looking for grids where the number of robots increased towards the bottom of the image (didn’t work, because turns out tree is in the middle of the screen).

    I thinks I was on the right track with looking for concentrations of robots, wish I’d thought about ranking the matrices according to the amount of robots lined up without gaps. Don’t know about minimizing the safety score, sorting according to that didn’t show the tree anywhere near the first tens.

    Realizing that the patterns start recycling at ~10.000 iterations simplified things considerably.

    The tree on the terminal output

    (This is three matrices separated by rows of underscores)