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jhncls

877 karmajoined 10 lat temu

Submissions

AI will lead to labor shortages, Bezos says in optimistic talk

reuters.com
15 points·by jhncls·26 dni temu·15 comments

Twenty Moves Suffice for Rubik's Cube

gathering4gardner.org
2 points·by jhncls·3 miesiące temu·1 comments

Microplastics that accumulate in the body may 'clog up' immune cells

livescience.com
3 points·by jhncls·4 miesiące temu·0 comments

[untitled]

11 points·by jhncls·4 miesiące temu·0 comments

Astrolabe

en.wikipedia.org
3 points·by jhncls·5 miesięcy temu·0 comments

New 'physics shortcut' lets laptops tackle quantum problems

livescience.com
4 points·by jhncls·7 miesięcy temu·0 comments

[untitled]

1 points·by jhncls·8 miesięcy temu·0 comments

Beyond Vibe Coding – A practical guide to AI-assisted development

beyond.addy.ie
1 points·by jhncls·8 miesięcy temu·0 comments

Discussing Beyond Vibe Coding by Addy Osmani; Embracing AI as a Senior Engineer [video]

youtube.com
1 points·by jhncls·8 miesięcy temu·0 comments

Amazon says it didn't cut people because of money. But because of 'culture'

cnn.com
87 points·by jhncls·9 miesięcy temu·122 comments

Rapa Nui's Famous Moai Statues May Have 'Walked' into Place

sciencealert.com
4 points·by jhncls·9 miesięcy temu·0 comments

comments

jhncls
·20 godzin temu·discuss
[dead]
jhncls
·2 miesiące temu·discuss
Although unlikely, maybe there exists a solution where all black pieces are protected?
jhncls
·3 miesiące temu·discuss
Tom Rokicki fascinatingly explains the story behind calculating the maximum number of moves needed to solve Rubik's cube. Video: https://youtu.be/0FAYWovO2Cc
jhncls
·5 miesięcy temu·discuss
In a Numberphile video [0], Alex Bellos also uses a triangle for 5.

[0]: https://www.youtube.com/watch?v=9p55Qgt7Ciw
jhncls
·8 miesięcy temu·discuss
ab = 37; a+b = 18; 1/a + 1/b = b/ab + a/ab = (a+b)/ab = 18/37
jhncls
·2 lata temu·discuss
A fellow mathematical sculptor is Carlo Séquin [0]. Also Jos Leys' mathematical imagination is an explorative wonderland [1].

[0]: https://people.eecs.berkeley.edu/~sequin/ [1]: https://www.josleys.com