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"I'm so glad I learned about parallelograms instead of how to do taxes. It's ready handy this parallelogram season."

- Unknown.

and

mc ☕ boosted

Hi everyone! 👋

I'm Dmitry, software engineer, emacs and coffee geek from the Netherlands.

I learned about Mastodon and the fediverse quite a long time ago but joining only now.

Have been involved in the open source community since the high school as a contributor and Linux user, though now I mostly use macs.

Will be glad to chat on any topic including software engineering, open source, emacs, coffee or politics.

Looking forward to being a part of the community.

#introduction

> When two tribes go to war
A point is all that you can score
Score no more! Score no more!
When two tribes go to war
A point is all that you can score
Working for the black gas

youtu.be/pO1HC8pHZw0

You may or may not believe this (and I trully do not care) but I was using an international keyboard made in Russia while searching ukrainian photo-documentaries when suddenly, puf, the keyboard stopped working.
What a coincidence, huh?

mc ☕ boosted

@craigmaloney you joke but the bronze ratio is an actual thing equivalent to (3+√13)/2.

the golden ratio is just the first in a series of metallic ratios: en.m.wikipedia.org/wiki/Metall

there's also a Numberphile video on the silver ratio: youtube.com/watch?v=7lRgeTmxnl

mc ☕ boosted
mc ☕ boosted

To end a long :

"Quot linguas calles, tot homines valles"
-- Latin sentence attributed to Emperor Charles V

(For every language you speak, as many men you worth.)

mc ☕ boosted

#xonsh is a Unix-esque #shell.

xonsh is a dialect of #Python with added shell-based primitives. xonsh effectively acts as a superset of both Python, as well as #sh. xonsh can freely mix Python and shell syntax, with reasonable limitations. xonsh's REPL is also rich with syntax highlighting, autocompletion, and a featured history API.

Website 🔗️: xon.sh/

apt 📦️: xonsh

#free #opensource #foss #fossmendations #programming #sysadmin #bash

mc ☕ boosted

I've been wanting to try for quite some time, but when I'm not to tired to spend a couple of hous with it, I forget.
I wonder if anyone here is using it?
lighttable.com/

> As easy as it is to make with , a similar problem in three dimensions proved so challenging that it took decades for the world’s best to resolve. What makes this kind of problem so much harder one dimension up?

Why Triangles Are Easy and Tetrahedra Are Hard
quantamagazine.org/triangles-a

Give me a Linux terminal, any terminal, and a computer where to place it, and I shall move the world.
-- Archi me

The fellow whom I stole this from wrote:
"The photo shows . You may think things are where you live, but at least you don’t live in Cairo. Have a great day."

It reminded me of this: en.wikipedia.org/wiki/The_Conc

> In 1779, the Swiss Leonhard posed a that has since become famous: Six army regiments each have six officers of six different ranks. Can the 36 officers be arranged in a 6-by-6 square so that no row or column repeats a rank or regiment?

> But after searching in vain for a solution for the case of 36 officers, Euler concluded that “such an arrangement is , though we can’t give a rigorous demonstration of this.” More than a century later, the French mathematician Gaston Tarry that, indeed, there was no way to arrange Euler’s 36 officers in a 6-by-6 square without repetition. In 1960, mathematicians used to prove that solutions exist for any number of regiments and ranks greater than two, except, curiously, six.

> But whereas Euler thought no such 6-by-6 square exists, recently the game has changed. In a paper posted online and submitted to Physical Review Letters, a group of quantum physicists in India and Poland demonstrates that it is possible to arrange 36 officers in a way that fulfills Euler’s criteria — so long as the officers can have a of ranks and regiments.

Euler’s 243-Year-Old ‘Impossible’ Puzzle Gets a Quantum Solution
quantamagazine.org/eulers-243-

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