On Thursday, November 22, 2012 3:10:45 PM UTC+5:30, Andrew Dunford wrote:
> Presumably you're trying to say that just because teams scoring 600 in their
> first innings have never lost until now, that is no guarantee of it not
> happening in the future.
> Andrew
Well it could happen this Test simply because of the speed of scoring -- say Aus 600ao soon after lunch on D2. RSA get to 550 odd end of D3. Aus collapse for 180 on D4, and RSA limp home for 6 down on D5.
The fundamental problem with the 750 theory is that it is .. well ultra-simplistic. Of course, scoring 750 in I1 makes you a bit safer than scoring 600; the problem is that it also diminishes -- by several factors more -- your chances of winning the Test.
As far as I can tell
looneytunes.com's 750 theory is based on the assumption that teams score about 300 / day. So go ahead and score 750, declare after lunch on D3, and you now have 2.5 days to take 20 wickets assuming you can enforce the follow-on, when the pitch is the worst for batting. And if the opposition managed 551, you weren't going to win anyway.
Seems beautifully simple when viewed from an armchair, doesn't it, but it has many flaws.
Just to name two, teams losing wickets tend to score at a much slower rate than teams not losing wickets. So if a team was in danger of losing 20 wickets in those 2.5 days, I would expect them to score 650'ish not 750'ish. The more important thing is that bowlers are not robots; they get tired. Bowling for 2.5 days straight makes you a heck of a lot less effective for the last day or so, than having an innings break. And for measure, if you do this for a 4-Test series, you will have bowler breakdown.
Far superior is to score 550-ish, or whatever you can get to an hour before close. Let your bowlers be fresh for two cracks with the new ball. Then (unlike India) do NOT enforce the followon (unless there is not enough time left). Bat, even if it is for a session or two to get to that 750 combined-total, scoring a lot faster because you have wickets. You do take a slight risk that the team may score at 4.5 rpo and overhaul the total or that you may collapse and allow a win (neither of which are possible if you scored 750 in I1), but the probability of that happening is a lot lower than the risk that your bowlers will be ineffective on D5 post-followon.
Put it this way, if strategy A increases your chances of winning by 10 percentage points over strategy B, and also increased the chances of losing by 1 percentage point, most rational humans (except Black Swan misinterpretees) would pick Strategy A.
Bharat