* Started using [DEFAULT] and added two feeds that fail with Gwene.
* I'm still searching a way to reload IMAP's folder list, currently I
just close the server in Gnus' server list and reopen it. There has
to be an easier way. That already annoyed me accessing the guinea
pigs' mail in my LAN because I instead of using a central mailhub, I
just give every papoy an own IMAP server (silly & flexible), but let's
keep that for an other rantastic day.
------------------------------------------------------------------------
~ $ cd /ssh:pi2-a:
/ssh:pi2-a:/home/yeti $ cat .config/feed2exec.ini
[DEFAULT]
output = feed2exec.plugins.maildir
mailbox = ~/Maildir
[Hackaday]
url =
http://hackaday.com/feed/
folder = .feeds.com.hackaday
[Mathologer]
url =
https://www.youtube.com/feeds/videos.xml?channel_id=UC1_uAIS3r8Vu6JjXWvastJg
folder = .feeds.com.youtube.videos.mathologer
[3blue1brown]
url =
https://www.youtube.com/feeds/videos.xml?channel_id=UCYO_jab_esuFRV4b17AJtAw
folder = .feeds.com.youtube.videos.3blue1brown
/ssh:pi2-a:/home/yeti $ ls -1d Maildir/.feeds.com.* Maildir/.feeds.com.hackaday/
Maildir/.feeds.com.youtube.videos.3blue1brown/ Maildir/.feeds.com.youtube.videos.mathologer/
/ssh:pi2-a:/home/yeti $ █ ------------------------------------------------------------------------
Ok, not a beauty, but via Gwene it would have been the link to the clip
only, so not a big difference:
------------------------------------------------------------------------
From: 3Blue1Brown <yeti@pi2-a>
Subject: The tragic tale of Guillaume Le Gentil
To: yeti@pi2-a
Date: Tue, 10 Jun 2025 08:18:25 -0000
From this video:
https://youtu.be/hFMaT9oRbs4
Artwork by Kurt Bruns ------------------------------------------------------------------------
Oiski, Momma! That may be even a bit too much?
------------------------------------------------------------------------
From: Mathologer <yeti@pi2-a>
Subject: Why don't they teach simple visual logarithms (and hyperbolic trig)? To: yeti@pi2-a
Date: Thu, 12 Jun 2025 08:24:37 -0000
Simple visual logarithms. Is there such a thing? You bet :)
00:00 Intro
01:59 Rubik's cube and drill
03:26 What's the area?
05:15 Sum of 1+1/2+1/3+...
06:35 Mystery sum
11:32 What base?
17:25 What is Log_b(x)?
22:14 Is this a circle?
28:53 Proof that e^a = cosh(a) + sinh(a)
30:50 Thanks
Maths of spinning cubes by Lingguo Bu
https://tinyurl.com/yvp5udm6
Great history of hyperbolic functions by Janet Heine Barnett:
https://www.maa.org/sites/default/files/321922717729.pdf.bannered.pdf
Very good wiki summary of hyperbolic function maths. Check out in
particular the section "Comparison with circular functions" and
"Relationship to the exponential function"
https://en.wikipedia.org/wiki/Hyperbolic_functions
Squeeze mapping and Lorentz transformation
https://en.wikipedia.org/wiki/Squeeze_mapping
Minute Physics video "Lorentz Transformations Special Relativity Ch. 3"
https://youtu.be/Rh0pYtQG5wI
Stackexchange discussion of the different ways to pronounce the
hyperbolic functions:
https://math.stackexchange.com/questions/176055/pronunciation-of-sinh-x-cosh-x-tanh-x-for-short
Bug alert: The 1 s here
https://youtu.be/G0Fa5Zl-Z3c?t=1270 should be x s :(
Some neat comments: Call the hyperbolic sine and cosine "shine and coshine" Hmm... the multiplication by halving and doubling looks awfully like
Russian multiplication - never thought of a cross link to logarithms
before (In the end quite different. Still neat observation.)
-An arc angle may pay you a visit if you sin too much :)
Music: Morning Mandolin by Chris Haugen
T-shirt. Google "Yes, I'm always right!" math t-shirt for many
different versions of this t-shirt.
Enjoy!
Burkard ------------------------------------------------------------------------
Stay tuned.
--
3. Hitchhiker 1: (25) "The point is, you see," said Ford, "that there
is no point in driving yourself mad trying to stop yourself going mad.
You might just as well give in and save your sanity for later."
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