This weeks puzzle

@venda

I gave up, Venda, as I am not sure how you label a number that is beyond 675 (I think that is ZZ)

Also not sure why 4 isn't AE, instead of just E

Pondies solution makes more sense than mine.
All I did was split the 10923 into 10,9 and 23 and applied the -1 which was consistent with D=3 and E=4
Let's see what Wolfie says.

@ponderable said
OBG?

So we have the Problem that the row starts with A=0 going to z=25
AA is 26 AAA is 726 (26 times AA)

If we distrubute the 1093 in the 26 System we get 33*726+1*26+7 So we have the 33rd letter (O) one run of the Alphabet (B) and the 8th letter of the Alphabet since A=0

@blood-on-the-tracks said
@venda

I gave up, Venda, as I am not sure how you label a number that is beyond 675 (I think that is ZZ)

Also not sure why 4 isn't AE, instead of just E

@wolfgang59 said
Was a clue to my puzzle;
D=3
E=4
ED = 107
DE = 82

What equals 10923?

A further clue: Z=25

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@wolfgang59 said
And finally;
If I have a circular piece of dough of radius Z and depth A, what is its volume when it comes out the oven?

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This weeks "Times2 puzzle is a waste of time again.
Not even worth posting I'm afraid

@bigdoggproblem said

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Have you tried https://chesscup.org 🤔

A 24 hour digital clock shows each digit using a 7 segment display.The digits 0-9 use 6,2,5,5,4,5,6,3,7,6 segments respectively.Starting from 00:00, how many times a day does the display change but still have the same total number of segments in use?
Good luck.
I don't even understand the question!!
There are no typo's -I've checked it 3 times

@venda said
A 24 hour digital clock shows each digit using a 7 segment display.The digits 0-9 use 6,2,5,5,4,5,6,3,7,6 segments respectively.Starting from 00:00, how many times a day does the display change but still have the same total number of segments in use?
Good luck.
I don't even understand the question!!
There are no typo's -I've checked it 3 times

@venda said
A 24 hour digital clock shows each digit using a 7 segment display.The digits 0-9 use 6,2,5,5,4,5,6,3,7,6 segments respectively.Starting from 00:00, how many times a day does the display change but still have the same total number of segments in use?
Good luck.
I don't even understand the question!!
There are no typo's -I've checked it 3 times

Solution:

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@BigDoggProblem
You have the correct answer.
Well done!!

@venda said
@BigDoggProblem
You have the correct answer.
Well done!!

A 24 hour digital clock shows each digit using a 7 segment display.The digits 0-9 use 6,2,5,5,4,5,6,3,7,6 segments respectively.Starting from 00:00, how many times a day does the display change but still have the same total number of segments in use?
Good luck.
I don't even understand the question!!
There are no typo's -I've checked it 3 times