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About
Stu Savory ;-) School report for Stu Savory
Eunoia, who is a grumpy, overeducated, facetious, multilingual naturalised German, blatantly opinionated, old (1944-vintage), amateur cryptologist, computer consultant, atheist, flying instructor, bulldog-lover, Porsche-driver, textbook-writer and blogger living in the foothills south of the northern German plains. Not too shy to reveal his true name or even whereabouts, he blogs his opinions, and humour and rants irregularly. Stubbornly he clings to his beliefs, e.g. that Faith does not give answers, it only prevents you doing any goddamn questioning. You are as atheist as he is. When you understand why you don't believe in all the other gods, you will know why he does not believe in yours.

Oh, and after the death of his old bulldog, Kosmo, he also has a new bulldog, Clara, since September 2018 :-)


Some of my bikes


My Crypto Pages




Monday, January 20, 2025

A Musky smell on high

Last week there was such a musky smell on high.
I wonder what caused that?

Copyright © Ole Phat Stu on January 20, 2025 permalink Comments Email


Friday, January 10, 2025

Soft snowfall

We had our first snowfall yesterday that did not immediately melt. About 5 to 8 inches. I particularly liked the way it rested on the bare branches of the trees. See my photo below.

Walnut tree on the left. Apple tree on the right, pine in the background, That is an Angry Birds ceramic in the foreground. Hope you like the photo.

Wish I could teleport all the snow to the LA area to help put out all those Santa Ana fed fires!

Copyright © Ole Phat Stu on January 10, 2025 permalink Comments Email


Saturday, January 4, 2025

2025 is a nice number

Or, at least, mathematically interesting.

2025 is e.g. a perfect square, so we can write
2025 as 452.

And since 45 can be written as the sum of 20 and 25, we also get
(20+25)2= 2025.

But 45 is the sum of the single digits 1..9, so we also get (1+2+3+4+5+6+7+8+9)2= 2025.

Alternatively, grouping the single digits differently, we get
(5+6+9) = 20 and (1+2+3+4+7+8) = 25 and (20+25)2= 2025.

And 2025 is also the product of two squares, since
2025 = 52 * 92

Not only that, 2025 is also the sum of three squares, since
402 + 202 + 52 = 2025

in Addition,
2025 is the sum of the first 45 odd numbers, 1+3+5...+87+89

But, if you prefer cubes to squares
13+23+33+43+53+63+73+83+93 = 2025.

And 2025 is also perfectly divisible by the sum of its digits
2+0+2+5 = 9, and 2025/9 has remainder zero.

Summarising . . .

So a nice 2025 to all of my readers !

Comments (2)
Finding life hard? wrote " I knew 2025 was a good number! I hope it’s alright thatt I’ve copied a few of your mathematical facts for my blog (credit given). I was so pleased to be proven right. Happy New Year to you and SWMBO. Blwyddyn Newydd Dda" Same to you, Liz !
Billions of Versions... wrote " Make that an awesome number!" Or sum number?

Copyright © Ole Phat Stu on January 4, 2025 permalink Comments Email


Thursday, January 2, 2025

Banging the Bank

Well, the new year started off with a Bang here, but not as anticipated.

As I told you in August 2021, the bank branch in the neighbouring village was closed down and replaced by weekly visits from a mobile bank truck. The bank branch in the neighbouring village was replaced by a cash-dispenser in a building on the church corner. So some thieves saw an opportunity here.

Cleverly they waited until the New Year celebrations when many folks were setting off fireworks (bangers etc). Then, at about 02:25 at night, they set off explosives to open the cash dispenser, making off with thousands of Euros.

However a neighbour saw them running off with bags of cash and got their car number plate then called the police. They dumped that stolen car about 20 miles away, changing to their own car. Turns out, the police found the stolen car abandoned, quite quickly.

This morning I drove to the baker's shop just across the road from the scene of the crime but got diverted by the police at the church corner, because they were investigating the scene of the crime. So I took another route to the bakery, where I was told what had happened (bank robbery).

Usually cash dispensers squirt dye into the notes when opened explosively, so they may have got dye on their hands too, when grabbing the cash.

What an exciting start to the year in our sleepy villages!

I wish you all a more peaceful 2025 ;-)

Copyright © Ole Phat Stu on January 2, 2025 permalink Comments Email


Link to the previous month's blog.
Recent Writings
A musky smell on high
Soft snowfall
2025 is a nice number
Banging the Bank
As you like it
Another hard read.
Those vampire ladies.
On the Sámi lifestyle
A CFII's rule of thumb
Winnie @ 150
No speeding ticket
Podcast : AI in the 1980s
Wolf problem worsens
Covid :-(
John Cleese turns 85
Colours of the Fall
Dark side of the moon
Halloween display
Least useful signpost?
Annular eclipse
Dinos at the Mall
Unexploded WW2 bomb
Dinos at the airport
O'zapft ist!
Mental Arithmetic Cup

Blogroll
Ain Bulldog Blog
All hat no cattle
Balloon Juice
Billions of Versions...
Cop Car
Earth-Bound Misfit
Fail Blog
Finding life hard?
Infidel753
Mockpaperscissors
Not Always Right
Observing Hermann
Pergelator
Starts with a Bang

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This blog is getting really unmanagable, so I've taken the first 12 years' archives offline. My blog, my random decision. Tough shit; YOLO.
Link Disclaimer
ENGLISH : I am not responsible for the contents or form of any external page to which this website links. I specifically do not adopt their content, nor do I make it mine.
DEUTSCH : Für alle Seiten, die auf dieser Website verlinkt sind, möchte ich betonen, dass ich keinerlei Einfluss auf deren Gestaltung und Inhalte habe. Deshalb distanziere ich mich ausdrücklich von allen Inhalten aller gelinkten Seiten und mache mir ihren Inhalt nicht zu eigen.

This Blog's Status is
Blog Dewey Decimal Classification : 153
FWIW, 153 is a triangular number, meaning that you can arrange 153 items into an equilateral triangle (with 17 items on a side). It is also one of the six known truncated triangular numbers, because 1 and 15 are triangular numbers as well. It is a hexagonal number, meaning that you can distribute 153 points evenly at the corners and along the sides of a hexagon. It is the smallest 3-narcissistic number. This means it?s the sum of the cubes of its digits. It is the sum of the first five positive factorials. Yup, this is a 153-type blog. QED ;-)
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