My English is a bit weak. I looked up for 'daugherts' online, but I could find only this:
https://www.nameslook.com/daugherts/
https://www.nameslook.com/daugherts/
So, what if like some folks have had done during their apprenticeship days, you’ve been torn a new one, do you need to adjust your dosage?
View attachment 1160391
Do real people have "daugherts"? Do real people call their son "Moses", and their daughert "Apple"?
🙂
That's a definite possibility, which I had not considered.So, what if like some folks have had done during their apprenticeship days, you’ve been torn a new one, do you need to adjust your dosage?
I was thinking it might be for a group, as in, "you guys are just a bunch of a--h-----", and they all need a little treatment.
Ah, the wonders of modern medicine.
As a person who likes contemplating Geometry and Symmetry and the very PURE business of Mathematics, I was chatting with some of my 3D friends on the beach. That's me, the spherical thing, which is a very perfect shape, IMO::
We was chatting about a very major breaking surprise in 2D Mathematics. It is that Mathematicians have solved a 50 year old problem in tessellating the 2D Plane.
https://www.quantamagazine.org/hobbyist-finds-maths-elusive-einstein-tile-20230404/
https://www.theguardian.com/science/2023/apr/03/new-einstein-shape-aperiodic-monotile
https://nakedsecurity.sophos.com/20...ngs-the-amazing-hat-shape-that-never-repeats/
It's called an Einstein Tile or Hat Tile, as in one stone or shape in German:
You will notice it is based on a hexagonal symmetry at some level, which is a more repeating symmetry. But this baby is aperiodic!
In fact the floodgates have been opened. There are an uncountably infinite number of these things!
What does this mean? It could revolutionise the future shape of biscuits!
One biscuit and one cookie cutter to rule them all! You are allowed to turn them over occasionally. I can also foresee new types of double sided jigsaws too.
Now we just need to do this in 3D! You can tell I am excited. This is the best thing I have seen since Fractals and Chaos Theory.
Which was not as useless as it first appeared. 😀
We was chatting about a very major breaking surprise in 2D Mathematics. It is that Mathematicians have solved a 50 year old problem in tessellating the 2D Plane.
https://www.quantamagazine.org/hobbyist-finds-maths-elusive-einstein-tile-20230404/
https://www.theguardian.com/science/2023/apr/03/new-einstein-shape-aperiodic-monotile
https://nakedsecurity.sophos.com/20...ngs-the-amazing-hat-shape-that-never-repeats/
It's called an Einstein Tile or Hat Tile, as in one stone or shape in German:
You will notice it is based on a hexagonal symmetry at some level, which is a more repeating symmetry. But this baby is aperiodic!
In fact the floodgates have been opened. There are an uncountably infinite number of these things!
What does this mean? It could revolutionise the future shape of biscuits!
One biscuit and one cookie cutter to rule them all! You are allowed to turn them over occasionally. I can also foresee new types of double sided jigsaws too.
Now we just need to do this in 3D! You can tell I am excited. This is the best thing I have seen since Fractals and Chaos Theory.
Which was not as useless as it first appeared. 😀
I thought everyone had a “Special Purpose”. Penguins included I guess. The female must have rejected his by the look of things.
Seeing this video made me think of dropping the HiFi and electronics and start model railways. This was a beautifully crafted little loco to start with.
This was the first winter without an audio project since a long time. Parts prices, global shortage and economics at this part of the world forced me to suspend.... But I've been active. I'm working on a cheap old Revell kit, a 1928 Mercedes SSK 1/24 model. It will take extended modifications inspired by this guy. Not that I can compete. If you are bored to watch the whole video you may skip to the dashboard chapter.
My retirement plans include lots of swimming too...I'd like to swim with a porpoise!
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