Ted Said

I thought I knew how depraved and despicable core serial-slayer Ted Bundy was when I began The Only Living Witness (1983) for the first time earlier this month.

I was wrong.

Keyly, corely wrong.

As I discovered when I reached this putrefactively performative passage:

I wanted to know how Lynda Healy had been taken from her bedroom. “I guess you would have had to dress her?” I ventured.

Ted ignored my use of “you”.

“In that kind of situation,” he replied mechanically, “a person who was alert enough to be able to dress would not be afraid in terms of struggling or crying out. So it would be unlikely that any attempt was made to clothe the girl.” — from chapter 5 of The Only Living Witness, Stephen G. Michaud and Hugh Aynesworth (revised edition 1989)

It’s always possible to go lower and get worse, it seems. Bundy trained as a lawyer. That’s bad. Bundy used “in terms of”. That’s worse. (dot dot dot)

Ted should of course have said: “afraid to struggle…” or “afraid about struggling…”


Elsewhere other-engageable:

Ex-term-in-ate!
All Posts interrogating issues around “in terms of”
Don’t Do Dot… (also interrogates issues around “core” and “spike”)…
Heresy, Homotextuality, Hive-Mind

Toxic Turntable #18

Currently listening…

• Loxomoxol, Basilisc d’Or (2001)
• HēDoNē, See The Grace Above (2004)
• Episodic Static, Ridmik (1979)
• T-Nor-F, Ipacuma (2013)
• Qvo Y Rugr, By the Rivers of Bangor (2017)
• Tumultus, Cat’s Breath (2001)
• Veulgozir, Dwelling Beneath (1998)
• Dan Hadden, Total (Live in Yeovil) (2006)
• Los Ombres del Voske, TuMiNos (2017)
• VampiriOc, PlanetOc (1983)
• Xriqsar, 343813 (2018)
• AzogFoe, Ghosts of the Hemisphere (2011)
• Los Magnicidios, Líquido (1997)
• Undulatio, Viva Papua (2006)
• Ifikh, Askal Ni Luwo (1975)
• Esteban Sureño, Guijarral (1995)
• W. van Wassenaer, Concerti Armonici (2004)
• Tom Vigattsef, Urneolus (2013)


Previously pre-posted:

Toxic Turntable #1
Toxic Turntable #2
Toxic Turntable #3
Toxic Turntable #4
Toxic Turntable #5
Toxic Turntable #6
Toxic Turntable #7
Toxic Turntable #8
Toxic Turntable #9
Toxic Turntable #10
Toxic Turntable #11
Toxic Turntable #12
Toxic Turntable #13
Toxic Turntable #14
Toxic Turntable #15
Toxic Turntable #16
Toxic Turntable #17

Nice Von

“If people do not believe that mathematics is simple, it is only because they do not realize how complicated life is.” — John von Neumann

This quote is popular on web pages about von Neumann, and about computing and mathematics generally. It is apparently not from a published work of von Neumann’s, but Franz L. Alt recalls it as a remark made from the podium by von Neumann as keynote speaker at the first national meeting of the Association for Computing Machinery in 1947. The exchange at that meeting is described at the end of Alt’s brief article “Archaeology of computers: Reminiscences, 1945–1947”, Communications of the ACM, volume 15, issue 7, July 1972, special issue: Twenty-fifth anniversary of the Association for Computing Machinery, p. 694. Alt recalls that von Neumann “mentioned the ‘new programming method’ for ENIAC and explained that its seemingly small vocabulary was in fact ample: that future computers, then in the design stage, would get along on a dozen instruction types, and this was known to be adequate for expressing all of mathematics…. Von Neumann went on to say that one need not be surprised at this small number, since about 1,000 words were known to be adequate for most situations of real life, and mathematics was only a small part of life, and a very simple part at that. This caused some hilarity in the audience, which provoked von Neumann to say: ‘If people do not believe that mathematics is simple, it is only because they do not realize how complicated life is.’ ”

Source of John von Neumann quote

Colorfool

Album primo-avrilesque, meaning April-Foolish Album, is a collection of visual jokes published by the French humourist Alphonse Allais (1854-1905) on 1st April 1897. Note that some of the captions can’t be translated fully into English, because they use French idioms that refer to color.

Combat de nègres dans une cave, pendant la nuit
Negroes fighting in a cellar at night


Stupeur de jeunes recrues apercevant pour la première fois ton azur, O Méditerranée!
Astonishment of young naval recruits seeing for the first time your blue, O Mediterranean!


Des souteneurs, encore dans la force de l’âge et le ventre dans l’herbe, boivant de l’absinthe
Pimps, still in the prime of life and with bellies to the grass, drinking absinthe
(Pimps were then known as dos verts or “green-backs”)


Manipulation de l’ocre par des cocus ictériques
Handling of ochre by jaundiced cuckolds
(According to one page I’ve found, coucou is the name given to some yellow wild-flowers, and cuckolds can be yellow with jealousy)


Récolte de la tomate par des cardinaux apoplectiques au bord de la mer Rouge (Effet d’aurore boréale)
Harvesting of tomatoes by apoplectic cardinals on the shore of the Red Sea (effect of the Aurora Borealis)


Ronde de pochards dans le brouillard
Dance of drunks in the fog
(Slang for “drunk” in French is gris, which also means “gray”)


Première communion de jeunes filles chlorotiques par un temps de neige
First communion of anaemic young girls in snowy weather


Marche funèbre, composée pour les funérailles d’un grand homme sourd
Funeral March, composed for the obsequies of a great deaf man


Hour Power

Would it be my favorite fractal if I hadn’t discovered it for myself? It might be, because I think it combines great simplicity with great beauty. I first came across it when I was looking at this rep-tile, that is, a shape that can be divided into smaller copies of itself:

Rep-4 L-Tromino


It’s called a L-tromino and is a rep-4 rep-tile, because it can be divided into four copies of itself. If you divide the L-tromino into four sub-copies and discard one particular sub-copy, then repeat again and again, you’ll get this fractal:

Tromino fractal #1


Tromino fractal #2


Tromino fractal #3


Tromino fractal #4


Tromino fractal #5


Tromino fractal #6


Tromino fractal #7


Tromino fractal #8


Tromino fractal #9


Tromino fractal #10


Tromino fractal #11


Hourglass fractal (animated)


I call it an hourglass fractal, because it reminds me of an hourglass:

A real hourglass


The hourglass fractal for comparison


I next came across the hourglass fractal when applying the same divide-and-discard process to a rep-4 square. The first fractal that appears is the Sierpiński triangle:

Square to Sierpiński triangle #1


Square to Sierpiński triangle #2


Square to Sierpiński triangle #3


[…]


Square to Sierpiński triangle #10


Square to Sierpiński triangle (animated)


However, you can rotate the sub-squares in various ways to create new fractals. Et voilà, the hourglass fractal appears again:

Square to hourglass #1


Square to hourglass #2


Square to hourglass #3


Square to hourglass #4


Square to hourglass #5


Square to hourglass #6


Square to hourglass #7


Square to hourglass #8


Square to hourglass #9


Square to hourglass #10


Square to hourglass #11


Square to hourglass (animated)


Finally, I was looking at variants of the so-called chaos game. In the standard chaos game, a point jumps half-way towards the randomly chosen vertices of a square or other polygon. In this variant of the game, I’ve added jump-towards-able mid-points to the sides of the square and restricted the point’s jumps: it can only jump towards the points that are first-nearest, seventh-nearest and eighth-nearest. And again the hourglass fractal appears:

Chaos game to hourglass #1


Chaos game to hourglass #2


Chaos game to hourglass #3


Chaos game to hourglass #4


Chaos game to hourglass #5


Chaos game to hourglass #6


Chaos game to hourglass (animated)


But what if you want to create the hourglass fractal directly? You can do it like this, using two isosceles triangles set apex to apex in the form of an hourglass:

Triangles to hourglass #1


Triangles to hourglass #2


Triangles to hourglass #3


Triangles to hourglass #4


Triangles to hourglass #5


Triangles to hourglass #6


Triangles to hourglass #7


Triangles to hourglass #8


Triangles to hourglass #9


Triangles to hourglass #10


Triangles to hourglass #11


Triangles to hourglass #12


Triangles to hourglass (animated)