We Are the Robots
contraptions.venkateshrao.com
contraptions.venkateshrao.com
Kraftwerk wrote and released both German and English versions of most of their music. For example, in Germany this song was released as "Die Roboter".
Occasionally they also mix other languages in their lyrics, another example on top of my head is the Numbers song. I assume that it makes them sound more international which helps a lot with the "futuristic" sound.
The robot as an ideal socialist worker.
Lyrics:
Я твой слуга (Ja tvoi sluga) (I'm your slave)
Я твой работник (Ja tvoi rabotnik) (I'm your worker)https://en.m.wiktionary.org/wiki/boor
[ok Bauer can also be perjorative, but im guessing it might require importing to render out the paisani]
>а во втором — «пришелец», «чужеземец», прибывший добровольно или привезённый насильственно из чужих краёв, одинокий человек, не имеющий родственников, близких
[Reflecting on Mario's brother non ironically (mostly) as A Hero of Our Times, I was forcefully reminded of a very model of a modern Ritter-Dichter
https://en.wikipedia.org/wiki/Mikhail_Lermontov#/media/File:...
]
Lagniappe: https://www.youtube.com/watch?v=zZpHxr0xs0Q
(who is at 2:27 & 2:29? AKAK?)
* Да, да, да, да, да это Кавказ!
https://ar.culture.ru/en/subject/portret-kadyrova-abdulhamid...
Lagniappe: https://www.youtube.com/watch?v=K-yTrFDHpbw
> Things that are more structurally complex present as statically inscrutable ... Things that are more behaviorally complex present as chaotic even if they’re not.
The video relates to TFA independently of the rest of the comment*, specifically Kraftwerk's lyric « Я твой слуга » [and more distantly to Wiener, The Human Use of Human Beings (1950)]
* a "lagniappe" is a freebie, a bonus item.
The description I remembered comes from 5.6.A (p39) of https://maths-people.anu.edu.au/~burkej/cube/singmaster.pdf (ca.1980)
> [Morwen B. Thistlethwaite's] current algorithm requires at most 52 moves, but ... it may be reducible to 45 with a lot of searching. The method involves working through the following sequence of groups:
G_0 = <L, R, F, B, U, D>
G_1 = <L, R, F, B, U^2,D^2>
G_2 = <L, R, F^2,B^2,U^2,D^2>
G_3 = <L^2,R^2,F^2,B^2,U^2,D^2>
G_4 = {I}
> Once in G_i, one only uses moves in G_i to get into G_i+1 ... The results for stages 3 and 4 require extensive tables comprising about 500 and 172 entries respectively as well as some preliminary reductions. However MBT has told me today that he has reorganized stage 3 and that it no longer requires such extensive tables. S T A G E
Max # of moves 1 2 3 4 Total
-------------- - - - - -----
Proven 7 13 15 17 52
Anticipated 7 12 14? 17 50?
Best possible 7 10? 13? 15? 45?
compare https://www.youtube.com/watch?v=9rkp29f7QTU&t=24sEDIT: way more at https://www.jaapsch.net/puzzles/thistle.htm
see also http://cube20.org