Right now England's NRR stats are (note that over decimals are number of balls not decimal part):
F: 397/52.4 = 7.538
A: 381/54.3 = 6.991
NRR = 7.538-6.991 = 0.547
Let's try a few scenarios:-
SL score 160 in 20ov, Eng 161 in 20ov:-
F: 558/72.4 = 7.679
A: 541/74.3 = 7.262
Final NRR = 0.417
Omitting the calcs (happy to supply them) we can do this for a variety of scenarios:-
SL score 160 in 20ov, Eng 161 in 10ov: Final NRR = 1.643
SL score 160 ao in 10ov, Eng 161 in 20ov: Final NRR = 0.417
SL score 160 ao in 10ov, Eng 161 in 10ov: Final NRR = 1.643
Eng score 200 in 20ov, SL 150 in 20 ov: Final NRR = 1.088
Eng score 200 in 20ov, SL 150 in 15 ov: Final NRR = 1.088
In each of these cases England have won but there's a huge variation in the NRR they end up with.
Right now England's NRR stats are (note that over decimals are number of balls not decimal part):
F: 397/52.4 = 7.538
A: 381/54.3 = 6.991
NRR = 7.538-6.991 = 0.547
Let's try a few scenarios:-
SL score 160 in 20ov, Eng 161 in 20ov:-
F: 558/72.4 = 7.679
A: 541/74.3 = 7.262
Final NRR = 0.417
Omitting the calcs (happy to supply them) we can do this for a variety of scenarios:-
SL score 160 in 20ov, Eng 161 in 10ov: Final NRR = 1.643
SL score 160 ao in 10ov, Eng 161 in 20ov: Final NRR = 0.417
SL score 160 ao in 10ov, Eng 161 in 10ov: Final NRR = 1.643
Eng score 200 in 20ov, SL 150 in 20 ov: Final NRR = 1.088
Eng score 200 in 20ov, SL 150 in 15 ov: Final NRR = 1.088
In each of these cases England have won but there's a huge variation in the NRR they end up with.