On Mar 28, 5:06 am, "Andrew Dunford" <
adunf...@artifax.net> wrote:
> "Biju" <
blrgroup...@yahoo.com> wrote in message
Right.
>
> 2. Roshan's formula doesn't make adjustments as the match develops - it uses
> 'total expected overs' rather than 'total overs remaining'.
I do not advocate Roshan's formula or theory, it is just a math
discussion for me. It does not make any difference whether you make
adjustments as the match develops or use the base calculation (Roshan
had 180 odd in 45 overs vs 194 in 50 overs for me). Given that both
were "roughly about" calculations, they ended up with the same result.
It doesn't matter if you use adjustments as the match progresses or
use what is at the start. You made a basic math error which is all is
being pointed out.
> That was my
> whole point, which you've missed completely by making a new calculation
> based on the 70 overs remaining after the two teams have finished their
> first innings.
Nope. You screwed up your math which gave you a 180 in 90 overs
scenario.
> Do try to keep up.
Keep trying harder defending basic math errors.
>
> And anyway, what captain is going to set 194 in 50 overs?
>
Who scores only 120 in 20 overs when they know they will declare? And
how many teams have scored 194 in 50 overs in the last inns of a test
match? It was just to point out the fallacy of 180 in 90 overs which
you came up with by goofing up on basic math. I never said I advocate
the theory or the results it comes up with. Again if SA were to bat
only 20 overs, they would have a faster scoring rate, so you may have
had 220 in 50 overs. I used their RR from their 30 overs Inns.
Again, taking your example of convenience of 400 in 96 overs -
Roshan's theory assumes a certain scoring rate for his 750 number -
you are left with 40 additional overs. About 110 overs. SA would then
have an indicative number of around 275 in 70 odd overs. Assuming they
scored 200 in 40.
Please don't argue for arguments sake. You can do better irrespective
of your math ability.