... version "Othello10":-

[QUOTE=Dr BEEP;221867][code]

[code ...

... out of the 7 that Dr. BEEP reclaimed, resulting in a program ...

[QUOTE=Dr BEEP;222057]This is my new ... ]

Thanks very much Dr. BEEP, That is a really clever ...

Also, Dr. BEEP, that last version you just ...

OK, I now uploaded that latest version as a snapshot, Dr. BEEP,

othello11.z80:-

[url]http://www.mediafire.com/?9hdhzmzwncl[/url]

Cheers, DP

[QUOTE=Dr BEEP;222057]Makes the total of ...

[QUOTE=Dr BEEP;222079][code]
POKE (t( ...

[QUOTE=Dr BEEP;222235]I have found other ... />
Thanks anyway for trying Dr. BEEP, much appreciated, I'm glad ...

[QUOTE=Dr BEEP;222300]Untested, so no guarantee< ... won![/QUOTE]

Thanks Dr. BEEP, I have converted it to ...

[QUOTE=Dr BEEP;222079][code]
POKE (t( ...

[QUOTE=Dr BEEP;222523]Einar,

I ... yet.[/QUOTE]

Yes Dr. BEEP, as there have been quite ...

[QUOTE=Dr BEEP;222550]My version is 18 ...

[QUOTE=Dr BEEP;222300]Untested, so no guarantee< ...

[QUOTE=Dr BEEP;222550]My version is 18 ...

[QUOTE=Dr BEEP;222589]Einar,

question ... /> Agreed!


[QUOTE=Dr BEEP;222589]
Still testing a ...

... ) Don't forget to apply Dr BEEP's optimization from #823

... version.

I notice Dr. BEEP mentioned possible further savings. Well ...

... ) Don't forget to apply Dr BEEP's optimization from #823[/QUOTE ...

... first wait to see if Dr. BEEP has any further optimisations for ...

... ) Don't forget to apply Dr BEEP's optimization from #823[/QUOTE ...

... all of Einar's and Dr. BEEP's optimisations.

It ...

... Prawn;222603]
I notice Dr. BEEP mentioned possible further savings. Well ...

This is an excellent optimisation Dr BEEP!

I have now ... quick look at the snapshot Dr. BEEP, and point me in the ...

[QUOTE=Dr BEEP;222835]The test was done with the old code, there is
still 1 flaw, but I am close..[/QUOTE]

Oops I just saw this. OK, I will try again and repost after you have corrected the flaw. Cheers, DP

Excellent! Thank you Dr. BEEP, that's working absolutely fine ...

[QUOTE=Dr BEEP;222847][code]
FOR j=0 TO 9*(t(z)=0)-1:
[...]
POKE 30-(1+(i=(z>1))*14)*(t(z)*j=0)
[/code]
[/QUOTE]

Excellent, great work!!!

... another 11 positions from latest Dr BEEP's optimization, which can be ...

[QUOTE=Dr BEEP;222949]Instead of

[ ...

... another 11 positions from latest Dr BEEP's optimization, which can be ... /> Yes I have also applied Dr. BEEP's optimisation (and the one ...

[QUOTE=Dr BEEP;222949]Instead of

[ ... ]

That's great Dr. BEEP! I have applied this to ...