Anantha Narayanan
Uncommon yet relevant numbers from the 2015 World Cup, and another Bradman memorabilia
The 2015 World Cup has been analysed at different levels by a number of excellent analysts. Many writers have penned tongue-in-cheek humorous articles. I decided that I will do my concluding piece on the World Cup in a manner somewhere in between: Lot of analysis, part anecdotal, part whimsical, and part Andy Zaltzman. Stay off the oft-presented tables but present meaningful facts through specific analysis. I am confident that you would not have seen over 90% of the facts presented here. I am also hopeful that you will get a lot more insights and that these numbers will enable you to get a better understanding on what transpired over the past six-weeks. The bottom line is to have fun. Trivia these might be, but I hope, meaningful trivia. These are presented in groups. I have also stayed away from tables. There are very few references to individual achievements, which get chronicled often.
1. Batting Averages - Teams
- The batting average is determined using the runs scored and wickets lost. South Africa had the highest Batting average. They scored 51.0 runs per wicket. India averaged 46.0 and Australia was next with an average of 42.1. This lends credence to the fact that it was Australian bowling that made the day(s) for them.
- It is not a surprise that Afghanistan had the lowest batting average, with 18.6 runs. England's travails in the World Cup are demonstrated by the fact that their average, at 29.5, was below that of Zimbabwe, Ireland and Bangladesh.
2. Batting Strike Rates - Teams
- South Africa scored at an extraordinary rate of 114.2 during the World Cup. Australia were just a fraction behind, at 113.8.
- Afghanistan scored at 66. This is 1983-esque. They did not have even one attacking batsman. On the other hand, Pakistan's strike rate was only 80.6, despite the attacking options available.
3. Batting Wkts per match - Teams
- India lost only 5.4 wickets per match. They won their matches quite comfortably with lots of resources to spare. South Africa lost 5.9 wickets per match. This is amazing considering they lost 20 wickets in two of the losing matches. We are already starting to get a handle on the inability of South Africa to progress further. It is their bowling that seems to have let them down. Let us look at this later.
- Scotland lost an average of 9.7 wickets per match. Almost a perfect 10.
4. Batting Boundary percentages - Teams
- This refers to the boundaries scored. These percentage values do not have a great spread. New Zealand scored 56.9% of their team runs in boundaries. This is as expected. Brendon McCullum at the top was scoring at will in boundaries. West Indies follow closely with 56.2%. However I must admit that these two teams benefited greatly by the two double-hundreds, with very high share in boundaries.
- It is extraordinary that Pakistan have the lowest boundary percentage. They scored only 41.2% of their team runs in boundaries. Afghanistan's figure is 44.3% and UAE's figure is 45.0%. How does this happen? Very conservative batting by the top order and a string of 20s by Shahid Afridi might be the reason.
5. Bowling Averages - Teams
- The bowling average is determined using the runs conceded and wickets captured. Now Australia make their presence felt. They have the best bowling average, an imposing value of 20.2. India's good bowling record is demonstrated by their low bowling average, which stands at 22.8. New Zealand and South Africa clock in below 25.
- Zimbabwe had the worst bowling figures. Their bowling average stands at a miserable 57.2, way above the other teams. Ireland's bowling weakness is shown up by their average of 52.0. No surprises that bowlers from Afghanistan won a lot of hearts, with a very creditable bowling average of 38.4.
6. Bowling Wkts per match - Teams
- Australia captured 79 wickets in eight matches, which works to an amazing average of 9.9 wickets per match. The wicket they did not capture was the tenth wicket of New Zealand. India are sitting pretty with 9.6 wickets per match. They missed the last three Australian wickets. South Africa also clocks in above 9.0.
- UAE managed to capture only 5.2 wickets per match. Scotland and Afghanistan had figures of 6.7 and 6.2 respectively: these being higher than England's rate.
7. Bowling Strike Rates - Teams
- How often did the teams capture a wicket? That is the question. Australia lead India and South Africa by a wide margin. They captured a wicket every 24.0 balls: which, incidentally, is Mitchell Starc's career strike rate. It is no wonder that they have cleaned up all teams, barring one.
- Zimbabwe continued to have its problems with capturing wickets. They needed 56.0 balls for every wicket. This means that they were unlikely to dismiss any team within the stipulated 50 overs. They would have needed a complete Test day for that.
8. Bowling RpO - Teams
- The transformation of Indian bowlers is emphasised by this measure. They conceded only 4.92 runs per over. They are the only team to have conceded less than 5 runs per over. Australia follows closely with 5.05 runs per over and South Africa follows next, with 5.11.
- Ireland's bowling problems are demonstrated with their RpO figure, which stands at 6.44. The loss of Trent Johnston and Boyd Rankin has hit them badly.
9. Bowling Boundary percentages - Teams
- This refers to the boundaries conceded. Australia had the lowest boundary percentage from the bowling perspective, with 44.7%. Surprisingly many of the unfancied teams are at sub-50% figures.
- Scotland conceded 54.7% in boundaries. They played four matches in New Zealand and two in Hobart: all small grounds. The surprise is New Zealand, which has conceded a huge 52% in boundaries: a testament to McCullum's attacking bowling/fielding strategy and the smaller grounds.
10. Differentials - Teams
- This is a measure of the difference in batting and bowling averages of the teams. South Africa's differential is 26.4, India's is 23.3 and Australia's is 21.93. Australia, however, leads in the RpO differential measure, with an imposing figure of 1.78. South Africa's figure is 1.73.
- Zimbabwe's awful bowling numbers ensure that they stand at the bottom, with a -27.81 differential. UAE prop up the RpO table with a differential of -1.68.
11. Wides/No-balls - Teams
- The prize for guessing the most disciplined team in the World Cup: a free pavilion ticket to the next T20 match between Papua New Guinea and Nepal, to be played at Port Moresby. You have to buy your own air tickets, though. You can also distribute the Man-of-the-Match award.
- Have you guessed it? I am sure you got it wrong. Well, Bangladesh was the most disciplined team in the World Cup. They bowled only 23 no-balls and four wides. This works to a mere 1.78% of the runs scored by the facing teams and an average of 4.5 Wd/Nb per match. This is extraordinary discipline. All credit to Heath Streak and Chandika Hathurasinghe. England, something to cheer for, follows next with 2.3% and 5.2. Australia and South Africa are in the middle, may be because their bowlers strove hard.
- Zimbabwe confirm that they have been the worst bowling team in the World Cup, with figures of 5.2% of runs scored and an average of 16 Nbs/Wds per match. West Indies are also quite poor, with figures of 4.5% and 12.1.
It is clear that the dominant bowling team has been Australia. They have been relentless and did not have any discernible weakness. They did not play a spinner to achieve a pseudo-balance - not required in Australia. Glenn Maxwell did enough as a sixth/seventh bowler, capturing six wickets in 38 overs. They bowled brilliantly during the late overs. Of course, what is there to say about Starc? This top-quality bowling, coupled with very good batting, meant that the other teams were chasing shadows.
Now I will look at the matches and try to identify outliers by teams and players.
12. 300+ scores - Matches
- A team can score 300 in all first innings. The chasing team can also score 300 only if the target is 300 or more. There was a total of 71 (48+23) possible innings in the World Cup. Out of these 71, 28 ended with scores of 300 or more. That makes it an unbelievable 39.4%. How does one digest this? We do not have to compare this with the olden days when 300s were scored a couple times a year. As recently as 2011, on the batsman-friendly subcontinental pitches, this figure stood at 25%. Starc, Trent Boult, Mohammed Shami notwithstanding, the endangered species called bowlers have to be protected and saved from extinction.
- There were 23 instances of first-innings scores of 300+. Out of these, in three matches these scores were successfully chased down (Ireland, Bangladesh and Sri Lanka). This represents a one-in-eight chance of a successful 300+ chase for this World Cup.
- There were seven knockout matches. When we add the scoreboard pressures, knockout blues etc, it is clear that there was very little chance of a team chasing down a 300+ score successfully in this phase. The New Zealand-South Africa match was an exception. But that match was lost by South Africa through a litany of fielding errors, very unlike South Africa.
13. First 10 overs - Matches
- This was a World Cup in which the teams tended to take it easy in the first ten overs. Everyone had heard that the last 15 overs were an unlimited buffet lunch, so why take chances? Especially if you did not have a gentleman going by the name McCullum. So this was a staid period. The average runs scored was only 48.4. The highest tally was New Zealand's 116 against England, while chasing 124. The sequence was 9 18 10 20 10 29 9 4 3 and 4. If McCullum had not been dismissed in the eighth over, the innings would not have reached the tenth over. The next best was New Zealand's 88 while chasing South Africa's tough total. West Indies, when they were chasing New Zealand's huge total of 393, compiled 80 runs.
- What are the chances of a favoured team scoring 14 runs in the first ten overs against a very poor bowling outfit? Only possible if the favoured team is the unpredictable Pakistan. The sequence: an incredible 1, 0, 2, 1, 1, 5, 1, 1, 0 and 2. That Pakistan won the match against Zimbabwe is another story. Scotland made 22 runs in the first ten overs against New Zealand and Afghanistan scored 24 in the match against Bangladesh.
- UAE, in their match against West Indies, lost five wickets in the first ten overs. This is the only instance in this World Cup of a team losing five wickets so early.
14. Last ten overs - Matches
- These are the free buffet overs. It came to a stage where if a team conceded fewer than 100 runs, they had achieved something. The average for the qualifying 31 first innings is an unbelievable 102.6. These are the innings that lasted the entire 50 overs.
- New Zealand, against West Indies in the quarter-final match, scored 153 runs. The last five overs yielded 84 runs. West Indies compiled 152 runs in their last ten overs against Zimbabwe. South Africa, in their match against West Indies, scored 150 runs. It is intriguing to note that West Indies have figured in all three matches. They were either getting hammered or sending the balls out of the park.
15. 5 over stretches - Matches
- In the five overs (46-50) South Africa scored 96 runs against Zimbabwe. The overs read thus: 19, 16 30, 12 and 19. Let us observe silence for a minute for Panyangara and company. Move forward a couple of weeks across the Tasman Sea. South Africa again, this time against West Indies. The tally: again 96 (11, 7, 34, 14 and 30). This time Jason Holder and his support bowlers deserve our bowed heads. In the New Zealand-West Indies quarter-final, which we have already seen, Martin Guptill and company scored 91 runs in the five overs from the 45th.
- Now we come to a tale from the Twilight Zone again. Bangladesh played New Zealand in Hamilton. The nightmare sequence starts in over No. 2. It goes like this: 0, 1, 0, 1, 0. Of course you do not believe me. But that is what happened. Bangladesh scored 2 runs in five overs. It does not matter who scored the two runs. Boult bowled three consecutive maidens. Three weeks earlier Pakistan scored three runs in the first five overs against West Indies. They also lost four wickets during this period. It was the turn of the West Indian batsmen a few days later. They scored four runs in the five overs starting with over No. 15.
- When Australia were defending the meagre total of 151 against New Zealand, New Zealand lost five wickets in the five-over stretch between 20 and 24: they slumped from 131 for 4 to 146 for 9. No other team lost five wickets in five overs.
16. Maiden overs - Matches
- In their match against UAE, West Indies bowled eight maiden overs. Most of the maiden overs were bowled by their second-string bowlers: Andre Russell and Marlon Samuels. New Zealand against Scotland, New Zealand against Afghanistan and South Africa against UAE bowled six maidens each. Let me remind readers that these are based on my tougher definition of a maiden: No run to accrue to a team.
17. High-scoring overs - Matches
- Australia had 19 overs in which they scored ten or more runs. This was in the match against Afghanistan. South Africa had 16 overs against West Indies in which they scored in excess of ten. Again, South Africa had 15 10-plus overs against Ireland. The overall average is 13.2 per match.
- Now we come to those monster overs in which 20 or more runs are scored. There were 35 such overs. West Indies had three such overs against Zimbabwe. As did South Africa against Ireland.
- South Africa scored 30 or more runs in an over three times. Once against Zimbabwe and twice against West Indies. The highest over tally was 34.
- I am getting tired of writing about these performances. Let me take some rest.
18. Innings progression - Matches
- Doubling the score at the 30-over mark has been the old adage. Even today it is true when applied across all 3646 ODI matches. However in this World Cup, there was a remarkable change. The doubling level was, on an average, over 10% later. The average doubling level for all qualifying innings was 33.3 overs. By qualifying innings I mean all first innings that reached 50 overs. There were 31 such instances. The latest level at which doubling was done was when West Indies doubled their 37.3 over score of 186 for 1 to 376 for 2. Just think about it. They scored as much in the last 25% of the innings as they scored in the first 75%. Their scoring rate in the last 12.3 overs was three times the scoring rate in the first 37.3 overs.
- An alternate way of looking at this: Where do teams finish based on their 25-over score. Well, South Africa finished at 364% of their 25-over score against West Indies. West Indies, against Zimbabwe, ended their innings at 348% of their 25-over score. South Africa, again, when playing against Zimbabwe, scored 332% of their halfway mark score.
- Awe is inspired, mind boggled, and sanity goes out of the window.
19. Boundary percentages - Matches
- When Australia chased Scotland's low total of 130 and the rain came, Australia realised that they had to complete their chase in a hurry. So they scored 18 fours and six sixes in their innings of 133. This tally of 108 represents 81.2% of their innings tally. West Indies, when they were faced with an impossible chase of 394 runs to win, went down in a blaze of glory. They dispatched the Kiwi bowlers for 23 fours and 16 sixes. This boundary accumulation of 188 represents a boundary percentage of 75.2 of their total of 250. A few days earlier, New Zealand reached the ropes 13 times and went over seven times. This tally of 94 represents the exact matching value of 75.2% of their final total of 125.
- In their innings of 133 against South Africa, Sri Lanka scored only nine fours. This represents 27.1% of the team total. There are a few other instances of boundary percentage values below 30. England, Pakistan and Afghanistan are the teams.
20. Team scoring rates - Matches
- New Zealand scored at a rate of 10.14 in their whirlwind win over England. However this was across 12 overs. Amongst innings that ran their full course, Australia's scoring rate of 8.34 was the highest. This was against Afghanistan.
- Afghanistan's scoring rate of 3.06 was the lowest in the World Cup. Amongst completed innings, Scotland's 4.10 against Afghanistan was the lowest. Readers will remember this match as one of the greatest of all World Cup matches.
21. Wides/No-balls - Matches
- West Indies conceded 22 runs through wides and no-balls in the match against India. This does not include runs scored off free-hits. Zimbabwe conceded 21 no-balls and wides against West Indies. Zimbabwe conceded 18 wides and no-balls against South Africa. Zimbabwe and West Indies were the least disciplined of the bowling attacks.
- UAE did not concede a single no-ball or wide in their match against India. It helped that the innings lasted under 20 overs. In fact no extra was conceded. Afghanistan conceded a single wide in the match against England. Again, the innings lasting just over 18 overs. However the most disciplined match performance was England's, conceding three wides in Australia's imposing total of 342. England also conceded only three wides in the Sri Lankan innings of 312.
22. Batsman scoring rates - Matches
- McCullum's strike rate of 309 against England was the highest by any batsman. He was going towards a 30-ball hundred when he was dismissed. AB de Villiers' innings of 162 in 66 balls had a strike rate of 246. To make a score of 150+ at such a rate was indeed memorable. Angelo Mathews' quick finishing innings of 51 in 21 balls had a strike rate of 243.
- Nawroz Mangal's 4 in 28 balls against England was the slowest innings in World Cups. It had a strike rate of 14.3. Among 50-plus innings, Samiullah Shenwari's 54 in 110 balls against New Zealand was the slowest: with a strike rate of 49.1.
23. Fielding achievements - Matches
- Sarfraz Ahmed, who should have played from the first match onwards, effected six wicketkeeper dismissals in the match against South Africa. All were catches. Umar Akmal caught five batsmen in the match against had Zimbabwe. Jos Buttler, Mushfiqur Rahim and MS Dhoni effected four dismissals each.
- Once Umar Akmal was relieved of his wicket-keeping duties, he was a free man. He took 4 catches, as a fielder, in the match against Ireland. de Villiers, Raina, Porterfield, MacLeod, Rossouw, du Plessis, Soumya Sircar and Finch caught three batsmen.
24. Boundary percentages - Individual innings
- McCullum's 77 against England contained eight fours and seven sixes. That makes it 74 runs and 96.1% of the runs scored in boundaries. Hopefully, by now, Steven Finn should have recovered. In the semi-final against the fancied South Africans, McCullum's 59 contained 56 runs in boundaries (eight fours and four sixes). This works out to 94.9%. Against Australia, McCullum was more circumspect. Only seven fours and three sixes, a mere 46 runs out of the 50 scored in boundaries. Against the backdrop of what happened afterwards, this innings must rank amongst the most valuable in the World Cup. The top three innings in this classification are McCullum's. If only he had seen through two to three overs of Starc at the MCG?
- If we consider only 50+ innings, Misbah-ul-Haq's 56 against South Africa had the lowest boundary percentage. Only four fours, which makes the ratio as 26.8%. But what does it matter? Pakistan won a famous victory, defending a low score of 222. So Misbah's innings was indeed very invaluable.
Bradman memorabilia
Bradman started the 1930, 1934 and 1938 Ashes tours with a double-century against Worcestershire. To commemorate this unique achievement, the Worcestershire CC commissioned a Worcester porcelain vase. It is indeed a beautiful piece and the scan of the same is the Bradman memorabilia this time. After the war, Bradman showed that he was indeed human, with a "failure" against Worcestershire in 1948: He scored only a century. To view this photograph, please click on HERE.
A look at how the scoring rates have seen a significant increase in this World Cup
This article is a little bit different from the first article on the World Cup. It's less tongue-in-cheek and more serious analysis, but no huge tables. Everything is concise. For analysis purpose I have grouped the matches into four classifications: all ODI matches up to 3598 (just before the 2015 World Cup), all World Cup matches between 1975 and 2007, the 2011 World Cup, and the 2015 World Cup. The 2011 World Cup classification was an afterthought and allows us to see how the trends have moved over the past four years. The conclusions are inescapable. This World Cup can be termed the World Batting Cup - 2015. There are some new ideas in the article, such as the over in which the scores are doubled, the number of ten-run overs, a proper 300-run% determination, and so on.
1. Scoring rates
Overs Runs RpO All ODIs upto WC: 318254 1513125 4.75 WCs 1975-2007 : 27616 124967 4.53 WC-2011 matches : 4237 21333 5.03 WC-2015 matches : 3121 17730 5.68
Let us start with something simple: the scoring rate. The scoring rate, which has been well below 5.0 in all the ODIs and WC matches up to 2007, jumped by about 10% to 5.03 in the 2011 World Cup. That was understandable. But there is another jump by over 10% in this World Cup. It is clear that this is a combination of the new rules, audacious fearless batting methods, and the changes in pitches in Australian and New Zealand. Is this what the spectators want to see? I am not certain.
2. Average first innings score
Inns Runs Score All ODIs upto WC: 3598 820156 228 WCs 1975-2007 : 303 68987 228 WC-2011 matches : 49 11977 244 WC-2015 matches : 35 10002 286
The average first-innings score, which remained at 228 through all matches and the first nine World Cups, registered a slight increase to 244 in 2011. Now this average suddenly jumps to 282, a 15% increase. Same comments apply.
3. Average first innings score (teams lasting till the end)
Inns Runs Score All ODIs upto WC: 2647 653900 247 WCs 1975-2007 : 231 57785 250 WC-2011 matches : 27 7770 288 WC-2015 matches : 26 8403 323
This is a variation of the average first innings, with the proviso that the team should have completed the innings: 60 or 55 or 50 overs. The average first-innings score, which remained at around 250 through all matches and the first-nine World Cups, registered a good increase to 288 in 2011. Now this average suddenly jumps to 322, a 10% increase. Imagine this: if the innings runs through its course, we can expect an average score well in excess of 300. Any comments are superfluous.
4. Avge Over at which the score was doubled (where data is available)
Inns Over All ODIs upto WC: 1266 29.5 WCs 1975-2007 : 101 29.5 WC-2011 matches : 27 31.0 WC-2015 matches : 26 33.2
This is a fascinating analysis. I must thank the New Zealand commentators for this. During a match someone said, "The doubling of scores has shifted later to even around the 35th over". He did not have any data to prove it. So I went to work and this table proves exactly that. The qualifying innings are all first innings that lasted until 50 overs: even if the last wicket fell off the last ball. It is obvious that this analysis can only be done for the later half of matches for which ball-by-ball data is available.
First, let me confirm that the old adage: "Doubling of scores at 30 overs" holds good across all ODI matches and the initial World Cups. It is almost exactly at 30 overs. The 2011 tournament saw a slight move up to 31.0 over. But 2015 has seen a significant jump to 33.4 overs. This is almost exactly the two-thirds stage. That means the score is doubled in half the number of overs. Frightening thought indeed for the bowlers.
In this World Cup, the latest stage at which the score was doubled was by South Africa, who doubled the score from 37.2 against Zimbabwe: the Miller-Duminy assault. South Africa had another doubling, from 36.3 overs against West Indies. The only instances of doubling from a point below 30 overs are India, from 28.3 against Pakistan and England, from 27.2 against Scotland. Scotland doubled the score from 25.0 overs against Afghanistan. But they were pulling back the situation from 132 for 6.
5. Avge runs scored in last 10 overs (where data is available)
Inns Runs Avge All ODIs upto WC: 1266 93106 73.5 WCs 1975-2007 : 101 7163 70.9 WC-2011 matches : 27 2225 82.4 WC-2015 matches : 26 2690 103.5
We are beginning to see a clear pattern now. The numbers for all ODIs and the first nine World Cups are quite average. Then there is a 5-7% jump in 2011. And a 10-15% jump in 2015. The last ten overs run-accumulation follows a similar pattern. From around 70 through 82 in 2011 to a huge 104 in 2015. Do not forget that this is an average. The top batting teams like South Africa, New Zealand and Australia are likely to score around 130.
The maximum number of runs scored in the last ten overs is by West Indies, whose batsmen compiled 152 against Zimbabwe. South Africa scored 150 against West Indies. On the distaff side, Scotland scored only 55 runs in the last ten overs against Afghanistan.
6. Avge runs scored & wkts captured in first ten overs (where data is available)
Inns Runs Wkts All ODIs upto WC: 3688 44.6 for 1.37 WCs 1975-2007 : 280 42.7 for 1.46 WC-2011 matches : 98 46.8 for 1.37 WC-2015 matches : 70 47.7 for 1.54
Now we come to something stable, for the first time in this analysis. The average number of runs scored and wickets lost in the first ten overs. This has remained almost static across all classifications. The value ranges between 43 and 47. That means, even in this World Cup, the teams play carefully at the beginning. All mayhem is in the last 20 overs. There is a slight increase but nothing significant.
In the first ten overs bowled in the World Cup, New Zealand compiled 77 runs for no loss against Sri Lanka. That tally remains the highest to date. Australia follow at some distance, with 63 for 1, against Afghanistan. Looking at the other side, Pakistan complied a measly 14 runs, yes, you read it correctly, 14 for 2, against Zimbabwe. Nasir Jamshed and Ahmed Shehzad scored a single run in 20 balls. It is a credit to the Pakistani bowlers that they won the match. Zimbabwe's opening bowlers are very difficult to get away. The next lowest tally is the redoubtable South Africa's 28 for 2 in their first match in the World Cup.
An interesting feature of Zimbabwe is that while they have conceded 14 and 28 in the first ten overs against two top teams, they have also conceded 152 and 146 runs in the last ten overs. I get the feeling that the twin brothers of Tinashe Panyangara and Tendai Chatara bowl in the last ten overs.
7. % of innings in which 300 or more runs were scored (where such is possible)
Inns >300I % All ODIs upto WC: 4007 482 12.0% WCs 1975-2007 : 345 44 12.8% WC-2011 matches : 62 16 25.8% WC-2015 matches : 55 25 45.5%
This is a damning and deadly table. The qualifying innings are all first innings, in which it is possible to score 300 or more, and all second innings in which the target is 300 or more. The percentage of 300-plus scores has moved from 12% (once in 8 innings) through 25% in 2011 (once in 4 innings) to 45% (nearly every alternate innings). The score of 300 has been crossed 25 times in 35 matches. This is certainly not cricket as it should be played.
8. Overs in which ten or more runs were scored (where data is available)
Overs Runs Avge All ODIs upto WC: 1844 16720 9.1 WCs 1975-2007 : 140 1148 8.2 WC-2011 matches : 49 450 9.2 WC-2015 matches : 35 476 13.6
This table is slightly different in that even 2011 conformed to the rest of the matches. In 9% of the overs, ten runs or more were scored. But in 2015 this figure sees a 50% jump and the figure is now 13.6%. That means once every seven overs.
9. Bowler strike rates
Balls Wkts BpW All ODIs upto WC: 1909524 51059 37.4 WCs 1975-2007 : 165700 4253 39.0 WC-2011 matches : 25425 731 34.8 WC-2015 matches : 18731 543 34.5
This is another surprising table. For all the batting mayhem, the bowlers seem to be capturing wickets at the same frequency but conceding more runs. The bowling strike rate has improved during the last two World Cups to 34.6, a 15% improvement from the earlier values. But I must say that the 36 wickets captured at a strike rate of 19 balls per wicket in the two New Zealand matches against Scotland and Australia has contributed heavily to this reduction.
10. % of runs in boundaries (4s & 6s)
T-Runs B-Runs % All ODIs upto WC: 1513125 580406 38.4% WCs 1975-2007 : 124967 48062 38.5% WC-2011 matches : 21333 9156 42.9% WC-2015 matches : 17730 8510 48.0%
12. Frequency of boundaries
T-Balls B-Balls BpB All ODIs upto WC: 1909524 136870 14.0 WCs 1975-2007 : 165700 11371 14.6 WC-2011 matches : 25425 2160 11.8 WC-2015 matches : 18731 1959 9.6
Finally we come to the analysis of boundaries. The percentage of boundary runs has moved from 38% through 42% to 48% in this World Cup. The frequency of boundaries has moved from once in 14 balls to once in nine-plus balls. That means two every three overs. When one realises that these two boundaries come to around nine runs, and add the singles, twos and extras, no wonder we are looking at an average scoring rate of 5.6.
13. % of maiden overs (the standard definition)
Overs Mdns % All ODIs upto WC: 318254 19451 6.1% WCs 1975-2007 : 27616 2179 7.9% WC-2011 matches : 4237 206 4.9% WC-2015 matches : 3121 126 4.0%
As expected the % of maiden overs bowled has come down from around 7% to 4% now. It is understandable since conceding a maiden nowadays is considered sacrilegious.
ODI# | WC-Year | Inns | Bowler | Team | Vs | Analysis | RpO |
---|---|---|---|---|---|---|---|
. | |||||||
3621 | 2015 | 1 | KJ O'Brien | Ireland | Saf | 7.0-0- 95-1 | 13.6 |
3621 | 2015 | 1 | MC Sorensen | Ireland | Saf | 6.0-0- 76-0 | 12.7 |
3617 | 2015 | 2 | MG Johnson | Australia | Nzl | 6.0-1- 68-0 | 11.3 |
2567 | 2007 | 2 | GC Smith | South Africa | Win | 5.0-0- 56-2 | 11.2 |
2577 | 2007 | 1 | MR Gillespie | New Zealand | Aus | 6.0-0- 67-0 | 11.2 |
1074 | 1996 | 1 | RW Ali | Kenya | Slk | 6.0-0- 67-0 | 11.2 |
1984 | 2003 | 1 | AR Adams | New Zealand | Zim | 5.0-0- 54-1 | 10.8 |
3100 | 2011 | 2 | S Sreesanth | India | Bng | 5.0-0- 53-0 | 10.6 |
2542 | 2007 | 1 | MO Jones | Bermuda | Ind | 7.0-0- 74-1 | 10.6 |
3616 | 2015 | 1 | JO Holder | West Indies | Saf | 10.0-2-104-1 | 10.4 |
3601 | 2015 | 1 | SF Mire | Zimbabwe | Saf | 6.0-0- 61-0 | 10.2 |
2578 | 2007 | 1 | LE Plunkett | England | Win | 7.0-0- 71-1 | 10.1 |
3629 | 2015 | 2 | SR Watson | Australia | Slk | 7.0-0- 71-1 | 10.1 |
3623 | 2015 | 1 | Dawlat Zadran | Afghanistan | Aus | 10.0-1-101-2 | 10.1 |
1972 | 2003 | 1 | TBM de Leede | Netherlands | Zim | 7.0-0- 69-2 | 9.9 |
3100 | 2011 | 1 | Shafiul Islam | Bangladesh | Ind | 7.0-0- 69-1 | 9.9 |
2567 | 2007 | 1 | DJ Bravo | West Indies | Saf | 7.0-0- 69-1 | 9.9 |
3599 | 2015 | 1 | KMDN Kulasekara | Sri Lanka | Nzl | 8.0-0- 78-1 | 9.8 |
0457 | 1987 | 1 | ALF de Mel | Sri Lanka | Win | 10.0-0- 97-1 | 9.7 |
3629 | 2015 | 1 | NLTC Perera | Sri Lanka | Aus | 9.0-0- 87-2 | 9.7 |
3612 | 2015 | 1 | SC Williams | Zimbabwe | Win | 5.0-0- 48-0 | 9.6 |
The only table I have got in this article is the table of expensive bowling spells in World Cups. These have to be of minimum five-overs duration. I have listed the top 21 entries and there are ten spells from the current World Cup. That means that nearly half of the most expensive World Cup spells have been bowled in the first 35 matches in this World Cup. The two most expensive spells in World Cup history have been bowled in this tournament, that too in the same match. Some situations need not be dwelt upon further. My heart goes out to the poor hapless bowlers.
I can say with certainty that this is the first batting World Cup ever. The trends were there in 2011, but now we see this concept in full bloom. It is unfortunate that even the bowler-commentators seem to find it acceptable that teams can score at will, at ten-plus runs an over, consistently. I only hope that we do not see a 350-plus score in the final by the first batting team. And the circle will be completed if this score is chased down. What needs to be done? I am summarising what I did a couple of years back in a blueprint document.
- Take away the free hit. How can anyone bowl a ball with 0% chance of getting a wicket?
- Allow two bowlers to bowl 12 overs each.
- Remove all Powerplays.
- Have no fielding restrictions of any sort after the first 15 overs.
(Only a stupid captain would keep eight fielders on the boundary. They would be comfortably milked for ten runs an over. Allow the fielding captain to keep a fielder at deep leg position and dare Glenn Maxwell to reverse-sweep the fast bowlers. If he succeeds, he deserves all the accolades. Currently one fielder there means a huge gap elsewhere.)
Bradman memorabilia
This is a magnificent photograph of the seating arrangement of the farewell dinner for Bradman in 1948. This is a "who's who" of anyone who mattered in 1948. In order to read the names properly I have left the huge sized photograph as it is. Look at the collection of players and people connected with the game seated on the main table and the front row of tables. The Australian players have been seated right in the front. The menu seems to a simple one, maybe because of the post-World War II austerity. To view this, please click on HERE.
Tidbits from the 2015 World Cup
Enough analysis is being done on the World Cup. I myself am doing quite a bit of analysis and preparing tables by the dozen. Hence I decided to take a different approach during the World Cup. This will be a potpourri of different types of World Cup related happenings: minimally analytical, part left field, some whimsical, possibly sarcastic, anecdotal at times, irreverent often but certainly not too heavy. I hope the readers have a lot of fun while going through these.
300s galore
The first four matches of the World Cup produced an ODI symmetry never seen before. In each of these matches the first batting team scored 300 or more. Their bowlers then dismissed the other team for 200 plus. Each of these matches resulted in comfortable wins. This has never happened in ODIs before. During 2002, there were four consecutive 300-plus scores but the responses were on either side of 200. During 2014 there were five consecutive 300-plus scores but included a successful chase. The similarity in matches was such that the team rating points for these four matches were in a tight band between 574 and 595.
That is not all. The World Cup opener was preceded by the match between New Zealand and Pakistan in which New Zealand scored 369 and restricted Pakistan to 259. So that makes it five consecutive matches of 3xx-2xx scores. The team rating points for New Zealand in that match: 588. This still does not end. The fifth match of the World Cup between West Indies and Ireland produced a first innings score of 304, making it six consecutive scores of 300: never happened before and very little chance of this sequence repeating yourself. As I complete this article there is another 3xx-2xx score in the West Indies - Zimbabwe match.
The agony and ecstasy of Solomon Mire
Mire, the Zimbabwean allrounder, experienced it all against South Africa. He bowled an eminently forgettable over to David Miller late in the South African innings. The sequence "6 4 4 6 4 6". Almost perfect over: three fours and three sixes. Although Mr. Monk would have interchanged the first two deliveries, for symmetry's sake! But Mire had his "15 seconds" when he batted. He took 16 off Dale Steyn's over (2 6 0 0 4 4) and followed with a six off the first ball of the Morne Morkel over. That was 22 off seven balls off a fearsome fast bowling pair.
Last five overs blues for India
The last five overs of the Indian innings against Pakistan produced only 27 runs. Contrast this with South Africa's last five overs against Zimbabwe: an unbelievable 96 runs. Then when these two teams faced each other, India could score only 36 runs. But South Africa, well they barely reached the 40th over. So India had the last word (or two) in both the matches. The Indians are going to say that it really does not matter if they score at only run-a-ball in the last five overs as long as they keep on winning.
The O'Brien family contribution
There have been the Waughs. The Flowers. The Mohammed brothers, four in all, for Pakistan. But there has never before been a family like the O'Brien brothers. What they have done for Ireland is something phenomenal. First let me present some numbers.
- Ireland has played 90 matches, won 42 and tied 3. That is a 50% success ratio.
- Kevin O'Brien has played in 84 of these matches and been part of 42 of these successful matches.
- Niall O'Brien has played in 64 of these matches and been part of 27 of these successful matches.
- In 31 of these 45 matches, the O'Brien brothers, either or both, have contributed in some form or other. A cameo, a big score, a good spell or couple of catches behind the stumps.
Hats off to the O'Brien brothers.
The plucky Ireland team's exploits
In each of the past three World Cups Ireland has beaten at least one top team: Pakistan, England and West Indies. This is known to everyone. Two of these three wins have been magnificent chases of 300-plus totals. When you add their successful chase of the Netherlands total of 300-plus, it makes three such successful chases: All in World Cups. And only two other teams, Sri Lanka and England, have done this in World Cups. Another doffing of the hat for Ireland!
Ducks by the dozen
What is with Australia and New Zealand pitches? We have already seen so many 300s being scored. But looking at the other side, the number of golden ducks is mind-boggling. Let me chronicle these.
- Scotland's innings against New Zealand had four golden ducks: Calum MacLeod, Hamish Gardiner, Preston Mommsen and Iain Wardlaw. Majid Haq managed to play two balls before being dismissed.
- Shane Watson and Mitchell Johnson were dismissed for golden ducks against England.
- Stuart Broad did not get bat on ball in the only ball he faced in the same match. The ball, instead, hit the stumps.
- Lasith Malinga at least connected but was dismissed first ball for a zero.
- Darren Bravo was out for a diamond duck against Ireland.
- Kevin O'Brien went for a golden duck in the same match.
- Hamid Hassan, later to shake the Sri Lankan top order, went first ball for zero.
- Younis Khan played a single ball and was caught behind for a golden zero.
- Finally, to cap it all, Lahiru Thirimanne and Tillakaratne Dilshan both went for golden ducks, having played a combined tally of two balls. Only the second time this has happened in ODIs and the first time, in World Cups.
What is happening? That is a tally 14 golden ducks in 11 matches. And today, Dwayne Smith was there, within a ball of the golden duck.
Who wants a hat-trick?
Steven Finn captured three wickets off the last three balls in the 50th over of the Australian innings. Let us leave aside the fact that this was the most expensive spell containing a hat-trick and converted a miserable 9.3-0-71-2 to 10-0-71-5. This was, inarguably, the most worthless hat-trick in the history of ODI cricket. Chetan Sharma, Saqlain Mushtaq, Chaminda Vaas, Brett Lee, Lasith Malinga, Kemar Roach, Malinga again and Finn have performed hat-tricks in World Cups.
Finn's and Malinga's efforts are the only instances of hat-tricks in losing causes. But Malinga's was one of the greatest bowling efforts in ODI history. South Africa, chasing 210 to win, were 206 for 5. Malinga captured four wickets in four balls (spread across two overs) and reduced them to 207 for 9. A coat of varnish prevented Malinga from capturing 5 in 5. Then, after a few nerve-wracking deliveries, Robin Peterson edges one past slips. That sombrero-trick was something out of the Malinga zone.
Continuing on Steven Finn (those 12 overs)
My apologies since I like Finn. He is a very hard-working and talented cricketer. But this is a story, waiting to be told. First Finn bowls a poor spell of 9.3 overs, concedes 71 runs and picks up two wickets. He would have expected to finish with 3 for 80. Instead he finishes with a wholly unexpected and useless hat-trick. Fine, let us close that.
Move forward six days and 2600 km east across the Tasman Sea. Finn bowls six balls to Brendon McCullum. He goes "6 4 0 4 6 0". Okay 20 runs, it happens to the best. After all Mire took 16 off Steyn a few days back. Then he starts the next over to Martin Guptill. A four is followed by a single. McCullum again. Finn is dismissed for four sixes and finishes with a spell of 2-0-49-0. What is the number for S̶P̶C̶A̶ S P C F (F for Finn)? An SOS has to be sent.
A footnote: I was happy that the English selectors did not drop Finn. He had an excellent spell of 3 for 26 against Scotland. Now Finn can look forward to the next match.
1 for 4 and the like
S Rajesh has covered this in his piece on World Cup numbers. I will look at this from a different angle. First, the irrefutable fact. Pakistan's 1 for 4 is the only instance of in 3600+ matches of such a disastrous start. Reminds one of India going 0 for 4 at Headingley during 1952. Now that that is out of the way, let us look at a few more similar situations.
- Pakistan went 0 for 3 against New Zealand during the 1983 World Cup. They did not recover and were dismissed for 186.
- Pakistan slumped to 0 for 3 against South Africa in 1997. All wickets were captured by Shaun Pollock. But, facing a formidable total of 271, Pakistan recovered to 262 for 9, thanks to Inzamam-ul-Haq, Moin Khan and Azhar Mahmood.
- Bangladesh was tottering at 0 for 3 in the 2003 World Cup against Sri Lanka. They then went to 5 for 4 and 25 for 5 and to 124. Vaas captured all the five wickets.
- Bangladesh was 1 for 3 against West Indies during 2011. They recovered to 220 but were swamped by West Indies.
- Finally Pakistan was 1 for 4 against West Indies last week and lost by a huge margin.
It is amazing that all the five instances are shared between Pakistan and Bangladesh.
ISV brought to the focus
In my earlier articles on World Cup, I had portrayed a new bowling measure called ISV (Inn Spell Value). This measure takes into account the batsmen dismissed, the score at which they were dismissed and the bowling accuracy, in absolute terms as well as with reference to the team score. The value of this measure can be explained by applying the concepts to the two leading bowling performances of the World Cup.
Mitchell Marsh captured 5 for 31. All five were top-order wickets. Ian Bell (RpI-34.1) at 36, Gary Ballance (20.8) on 10, Joe Root (34.4) on 5, Eoin Morgan (32.7) for 0 and Jos Buttler (26.1) on 10. His credit towards these five wickets is 237. He bowled at an RpB of 0.61. The team's RpB was 0.92. So he performed at a level 1.5 times better than the team. The net effect is that his ISV was 4.386.
Tim Southee dismissed Bell (34.1) at 8, Moeen Ali (34.9) on 20, James Taylor (32.7) for 0, Buttler (26.1) on 3, Chris Woakes (13.4), Stuart Broad (7.7) and Finn (4.9). His credit towards these seven wickets is 251. He bowled at an RpB of 0.61, identical to Marsh. The team's RpB was 0.61. So he performed at exactly the same level as the team. The net effect is that his ISV was 4.422, just above that of Marsh.
It can be seen that Marsh's five-wicket spell was as valuable as Southee's seven-wicket spell. Southee's sixth and seventh wickets were No. 10 and No. 11. The effect of these two wickets is almost cancelled by Marsh's relative accuracy.
Balls resource remaining: England lost their match to New Zealand with 226 balls remaining. It could have been much worse if Kane Williamson and Ross Taylor had not dawdled. Still this margin was huge. This was the tenth worst World Cup defeat in this regard. However let us look at this carefully.
The other losses were by Canada (277), Canada (272), Kenya (252), Ireland (240), Scotland (239), Sri Lanka (236), Bangladesh (228), England (226), Bangladesh (226) and Ireland (226). A careful perusal of the list will indicate that England has had the worst defeat among the Test teams. Do I hear the word Sri Lanka? But that was in 1975 when Sri Lanka was a non-Test playing team. If you were unkind, you could have called Sri Lanka a minnow. If you were kind, an Associate.
Bradman memorabilia
A chart depicting the journey of the 1938 team to England reflecting the facilities available during those times. Nearly a month in pre-tour matches across the Tasman sea and all over Australia, followed by a nine-day journey to Colombo. A halt and a match against Ceylon, then over three weeks of sea journey to Southampton. They reached Southampton two months after leaving home. To view this, please click on HERE.
A look at how teams have done in previous World Cups - their records and their win margins. Also their recent form
We can talk of bowling and batting performances till the cows come home. At the end, World Cups should be viewed for what they are: competition between the top teams of the world. The teams have to work together as units, achieving result percentages in the high 60s across matches, never giving up, players pulling more than their share of the weight when their team-mates are not able to, fighting to the end in losing matches, and so on. It is essential to look at the past in terms of how teams performed across the World Cups. It is also essential to look at what sort of form the teams are carrying to the World Cup. In this article I will be looking at the teams from all these angles.
Home advantage is quite significant in a bilateral series. India are never going to blank Sri Lanka out away nor be blanked out by England at home. However, in World Cups the home teams have not really enjoyed home advantage. Only two home teams have managed to reach the finals of the ten World Cups, and one of these was a win for the home team (India in 2011) and another for the away team (West Indies in 1979). The remaining eight finals have been contested by neutral teams. Out of 352 World Cup matches, only around 30%, 109 to be precise, can be classified as home-away matches. More than a third of these 109 matches have been won by "away" teams. The other 254 are "neutral" matches. Hence for these analyses I have only looked at results per se and not results based on location.
Team | Matches | Wins | N/R-Ties | Losses | Result % |
---|---|---|---|---|---|
Australia | 76 | 55 | 2 | 19 | 73.7% |
South Africa | 47 | 30 | 2 | 15 | 66.0% |
England | 66 | 39 | 2 | 25 | 60.6% |
West Indies | 64 | 38 | 1 | 25 | 60.2% |
India | 67 | 39 | 2 | 26 | 59.7% |
New Zealand | 70 | 40 | 1 | 29 | 57.9% |
Pakistan | 64 | 36 | 2 | 26 | 57.8% |
Sri Lanka | 66 | 31 | 3 | 32 | 49.2% |
Bangladesh | 26 | 8 | 1 | 17 | 32.7% |
Ireland | 15 | 4 | 1 | 10 | 30.0% |
Zimbabwe | 51 | 10 | 4 | 37 | 23.5% |
Kenya | 29 | 6 | 1 | 22 | 22.4% |
Canada | 18 | 2 | 0 | 16 | 11.1% |
Netherlands | 20 | 2 | 0 | 18 | 10.0% |
In the first table I will look at the performance of teams across all ten World Cups. This is ordered on the result percentage, determined on a 2-1-0 basis. Simple calculations but very effective. The only criterion is that a team should have played in a minimum of ten World Cup matches.
It is not a surprise that Australia top the table and have also played in the maximum number of matches. Their four World Cup wins mean that they won all those knockout matches and also went deep into the tournament in the other six events, barring two. Their result percentage of 73.7 is very good, since achieving a two-thirds score is very good. They have a near three-quarter result. An important fact is that Australia have lost only one in four matches across 40 years of competitive, often attritional cricket.
Since they missed the first three World Cups, South Africa have played only 47 matches. But their result percentage is very good - around the two-thirds mark. A loss in one out of three matches is not outstanding but very good. England and South Africa have not won the World Cup even once. However, their result percentage is quite good, at just over 60%. West Indies swept everything in front of them during the first three World Cups, barring the loss in the final and then had reasonable World Cups next four times around but have done very little in the last three tournaments.
Then come India. They have had particularly bad World Cups in 1975, 1979, 1999 and 2007. This clearly shows in the results, which could be better. They are just short of 60%. The two wins have certainly helped them. New Zealand, despite never reaching the final once, have always fought well and reached the later rounds almost always. They are a middling team, with 58%. They are just ahead of Pakistan, who have had one victorious run and good runs in many other World Cups.
During the first five World Cups, Sri Lanka did very little of note. Since then, they have done very well, with a win in 1996 and reaching the finals in the last two editions. Overall they are just short of 50%. In the last five World Cups, their result percentage is well in excess of 60. They are followed by the lower-tier teams, led by Bangladesh and Ireland. Most of Kenya's wins came in the 2003 World Cup, in which they reached the semi-final.
Team | Matches | Avge PP | Run wins | Avge run win | Wkt wins | Avge balls left |
---|---|---|---|---|---|---|
South Africa | 47 | 59.7 | 14 | 126 | 16 | 67 |
Australia | 76 | 58.5 | 34 | 82 | 21 | 91 |
West Indies | 64 | 55.7 | 18 | 75 | 20 | 78 |
New Zealand | 70 | 53.9 | 15 | 82 | 25 | 65 |
England | 66 | 54.3 | 20 | 66 | 19 | 65 |
India | 67 | 53.8 | 24 | 83 | 15 | 61 |
Pakistan | 64 | 52.3 | 23 | 71 | 13 | 53 |
Sri Lanka | 66 | 49.4 | 16 | 104 | 15 | 81 |
... | ||||||
Ireland | 15 | 39.3 | 1 | 74 | 3 | 18 |
Zimbabwe | 51 | 38.4 | 8 | 75 | 2 | 50 |
Bangladesh | 26 | 36.5 | 4 | 45 | 4 | 30 |
Kenya | 29 | 36.0 | 3 | 53 | 3 | 65 |
Netherlands | 20 | 33.2 | 1 | 64 | 1 | 158 |
Canada | 18 | 31.3 | 1 | 60 | 1 | 28 |
In this table I have looked at the average of Team performance points, which are determined using the type of win, margin of win and the resources still available. South Africa are at the top with an average of 59.7 points, which is the equivalent of a win by five wickets or 50 or more runs. This shows that South Africa have always had something in the tank. Australia follow close behind with 58.5 points. Again, a fair bit to spare. West Indies and England follow with an average either side of 55: equivalent of a win by 30 or more runs or three wickets.
New Zealand, India and Pakistan have average performance points just above 50. This is a result of their losses, as also the fact that their wins were probably not as comprehensive. The other teams have average values below 50 points.
I have also analysed both types of wins. If won by runs, the average run margins, and if won by wickets, the average balls left. This gives an idea of how comfortable the wins were. Unlike the average performance points, this ignores the losses. So it will be possible for teams to post good numbers. When South Africa won, they won very well. Their average run-win was by a huge 126 runs. This is helped by the fact that three of their wins were by over 200 runs. Australia's average run-win was less comprehensive: by 82 runs. India and New Zealand, won well when they won by runs, with similar averages. Sri Lanka's average was over 100 and they are second only to South Africa. This tells you that South Africa and Sri Lanka had very good bowling sides. England, Pakistan and West Indies post numbers around 70.
The number of balls still left in the match in case of wicket-wins is a good measure of the balls-resource situation. One important tweak has been done. A win with 100 balls left in a 50-over ODI match during 2007 is more significant than a win with 100 balls to spare in a 60-over balls match during 1975. Similarly a win with 35 balls left in a 42-over rain-affected ODI match is more significant than a win with 35 balls to spare in a 50-over match. Hence the balls-left figures have been normalised to a base of 300 balls. This is a logical and mandatory requirement for any such table.
Australia have been most comfortable in the wicket-win category with an average of 91 balls left: that is 30% of the total balls available. Sri Lanka follows with 81 balls. West Indies are close behind with 78 balls. The other teams are around 60. Overall the wicket-wins have been quite comfortable with an average of over 20% of the ball resources still available.
Team | Matches | Wins | N/R-Ties | Losses | Result % |
---|---|---|---|---|---|
Australia | 20 | 16 | 1 | 3 | 82.5% |
India | 16 | 11 | 0 | 5 | 68.8% |
New Zealand | 14 | 3 | 1 | 10 | 25.0% |
Pakistan | 13 | 5 | 0 | 8 | 38.5% |
Sri Lanka | 12 | 7 | 0 | 5 | 58.3% |
England | 10 | 3 | 0 | 7 | 30.0% |
West Indies | 9 | 6 | 0 | 3 | 66.7% |
South Africa | 8 | 2 | 1 | 5 | 31.2% |
Zimbabwe | 6 | 0 | 1 | 5 | 8.3% |
Kenya | 4 | 1 | 0 | 3 | 25.0% |
This is an analysis of the teams in key matches. How do I define key matches? Simple. All knockout matches and all Super Six matches. Makes eminent sense since the contest becomes tighter in Super Six matches and the knockout matches are win-or-quit encounters. I have decided to exclude the Super Eight matches in 2007 since that was a completely unsound and lengthy tournament. Having 16 teams and reducing them to eight was unnecessary. Also, there were 24 Super Eight matches. Too many when I have only 56 matches other than these. Lest anyone say I have done this because India and Pakistan were dumped out, let me point out that there have been other tournaments in which both teams have been knocked out in the early rounds. I do not want to dilute the concept of key matches.
This table is ordered on the number of key matches played. Australia lead this table with 20 matches. They have an excellent 82.5% result. Their only losses have been the 1975 final, the 1996 final and the 2011 quarter-final. The other four World Cups were won by them. These are phenomenal numbers, which the other teams should respect.
India have had fair results in these key matches but have also lost many of them. The most significant of these losses would probably be the two semi-final losses in 1987 and 1996, when they were favoured to win and were playing at home. The other losses were in the 2003 final and both their 1999 Super Sixes matches.
South Africa have also lost five games, but that is out of eight matches. One can only count wins and ties for South Africa. This explains why success has eluded them. New Zealand, Pakistan and England have had more losses than wins in these key matches. Sri Lanka have been better. They have reached three finals and won one.
West Indies have not made too many of these matches: nine in all. They lost to India in the 1983 final, South Africa in the 1996 quarter-final, and Pakistan in the 2011 quarter-final.
Team | Matches | Avge PP | Run wins | Avge run win | Wkt wins | Avge balls left |
---|---|---|---|---|---|---|
Australia | 20 | 59.4 | 10 | 57 | 6 | 96 |
India | 16 | 54.9 | 6 | 72 | 5 | 24 |
New Zealand | 14 | 42.2 | 1 | 50 | 2 | 14 |
Pakistan | 13 | 50.7 | 2 | 86 | 3 | 66 |
Sri Lanka | 12 | 53.4 | 3 | 92 | 4 | 39 |
England | 10 | 41.4 | 3 | 22 | 0 | 0 |
West Indies | 9 | 51.7 | 4 | 43 | 2 | 78 |
South Africa | 8 | 45.9 | 1 | 74 | 1 | 6 |
Zimbabwe | 6 | 31.3 | 0 | 0 | 0 | 0 |
Kenya | 4 | 44.9 | 0 | 0 | 1 | 144 |
Here you see the real reason for Australian domination. Even when the competition toughens up they have played well, with an average of nearly 60 performance points. Their average run-win is by 57 runs and average number of balls left is a huge 96. Barring West Indies, the other teams have had close matches while winning when chasing. India and Sri Lanka have also done well. Barring Australia and India, the other teams have not played enough matches to draw any meaningful conclusions. Note how South Africa's stock drops, as also those of New Zealand and England.
Team | Matches | Wins | N/R-Ties | Losses | Result % | Perf Pts | Avge PP |
---|---|---|---|---|---|---|---|
Australia | 23 | 17 | 1 | 5 | 76.1% | 1220.3 | 53.1 |
South Africa | 24 | 16 | 1 | 7 | 68.8% | 1366.7 | 56.9 |
New Zealand | 25 | 15 | 3 | 7 | 66.0% | 1269.2 | 50.8 |
Sri Lanka | 39 | 22 | 1 | 16 | 57.7% | 1965.2 | 50.4 |
India | 28 | 14 | 3 | 11 | 55.4% | 1443.9 | 51.6 |
West Indies | 18 | 8 | 0 | 10 | 44.4% | 868.0 | 48.2 |
England | 30 | 11 | 0 | 19 | 36.7% | 1402.8 | 46.8 |
Pakistan | 18 | 6 | 0 | 12 | 33.3% | 810.3 | 45.0 |
... | |||||||
U.A.E. | 7 | 4 | 0 | 3 | 57.1% | 359.0 | 51.3 |
Scotland | 11 | 5 | 1 | 5 | 50.0% | 525.3 | 47.8 |
Ireland | 9 | 4 | 1 | 4 | 50.0% | 375.4 | 41.7 |
Afghanistan | 18 | 8 | 0 | 10 | 44.4% | 822.1 | 45.7 |
Bangladesh | 18 | 5 | 1 | 12 | 30.6% | 810.0 | 45.0 |
Zimbabwe | 16 | 3 | 0 | 13 | 18.8% | 639.3 | 40.0 |
We have seen how teams have fared in World Cups over 40 years, both across all matches and when the stakes were higher. I can hear a reader say, "Look here, there are two players, the UAE captain and vice-captain, who were born in 1975 when England and India faced up for the first ever World Cup match at Lord's. So what is the use of these nice tables? Say who is going to win this World Cup." She would be right. Now that we have got the history out of the way and established who did wonderfully well in the past, let us look at today. Who is going into the World Cup in good form? Who are in my shortlist? And who do I pick?
I have taken the period of about 14 months preceding the World Cup for consideration: in other words, matches from 1 January 2014.
Australia are going into the World Cup in excellent form. Their result percentage is 76. That is outstanding. One loss every six matches. They are also playing at home. They are going to be tough nuts to crack.
South Africa are right there at the top. Their result percentage is nearly 69, and a similar loss frequency to the Australians. New Zealand are behind the top two teams. But their recent form has been excellent and they are playing at home. Teams will ignore them at their own peril.
Then come Sri Lanka and India. Result percentage around 55. India's recent form has been appalling. But they swamped Sri Lanka at home. For Sri Lanka, it is the other way around. After the washout against India, they have been winning around half their matches. West Indies have been their usual inconsistent selves. However, the form of England and Pakistan should worry their supporters.
It is no wonder Australia, South Africa and New Zealand are on everybody's shortlist. They are also in mine, for the analytical reasons mentioned above. I also feel strongly that these three are the only teams that are capable of winning three consecutive matches on these bouncy pitches and huge grounds. The other teams could win a match, possibly two, but there is very little chance of winning three consecutive matches.
Who will win? I would put my shirt on South Africa. No real weakness and the burning desire to prove their sceptics, within and outside South Africa, wrong.
However, astute readers will have noticed one subtle change. Note the performance average. That figure is lower than the World Cup matches. Australia's average is around 53%. South Africa have maintained a figure around 57%. The other teams are around or below 50%. That shows that the matches are won by narrower margins by these top teams.
Bradman memorabilia
A momentous piece of Australian cricket history. The scan of a letter from New South Wales cricket association to Bradman on his decision to move to South Australia. A poignant letter: NSW is shattered but does its best not to show it, but their immense sense of loss comes through. To view this, please click here.
A look at the best bowling and batting innings of the World Cups using two elaborate methods - Innings Spell Value and High Score Index. Plus, the Bradman memorabilia
High Score Index (HSI) is a measure to determine the top batting performances. An article on this was published a few months back. That article covered all ODIs. Now I will look at the World Cup batting performances from the HSI point of view. I have also strengthened the HSI with strike-rate values, which are very relevant in ODI innings. In addition I will introduce a new concept to measure the top bowling performances, called ISV (InnSpell Value).
Let me first explain ISV since it's is a new measure.
What are the main objectives of an ODI bowler? He has to take wickets. If the wickets are those of top-order batsmen, that's great. If he can dismiss top-order batsmen for low scores, that's wonderful. Finally, he has to bowl economically, both in an absolute manner and in the context of the innings. The ISV is a composite of these sub-measures. Without using context, these sub-measures define, almost completely, how well he has bowled. Let us see how it is determined.
I credit the bowler with the RpI of the batsman he dismissed. This is the base value, irrespective of when the batsman was dismissed. Whether AB de Villiers is dismissed in the fifth over or the 47th, the bowler has done his team a huge favour. Now I come to the second and variable part of the wicket. If de Villiers is dismissed for 5, the bowler has done a great favour to his team. If he dismisses him at 145, nothing.
So this variable component is applicable only when the batsman is dismissed at a score below his RpI and is the difference between the batsman's score and RpI. If a bowler dismisses de Villiers for 9, he gets 78.72 points (43.36+34.36) where 34.36 is arrived at by subtracting 9 from 43.36 (43.36-9 = 34.36). If a bowler dismisses de Villiers for 37, he gets 49.72 points [43.36+6.36 (43.36-37)]. If a bowler dismisses de Villiers for 87, he only gets 43.36 points. The second part of this calculation is applicable only if the RpI of the batsman is greater than 20. Logical, since I do not want to give the bowler a credit of 1.45 when he dismisses James Anderson for 2 or 2.06 for dismissing Ashish Nehra at 1!
Now we come to the bowling accuracy. This is done in two stages. Let us say that a bowler has an innspell of 10-1-43-2. The RpO, 4.3, is an absolute value and the bowler is credited with certain number of points. However, if this bowling spell is part of an innings in which the rest of the team bowled at 5.43 then he gets substantial additional credit. On the other hand, if this bowling spell is part of an innings in which the rest of the team bowled at 2.72, he gets very little additional credit. In other words, some context, whatever can be derived from the scorecard, is used.
These points are normalised to reflect the actual performance. The ISV values are pegged at a slightly higher level than HSI and an ISV value greater than 2.0 reflects a good bowling spell. The average ISV is higher than the average HSI value since there are far fewer bowling spells. This does not matter since these are derived from two totally different processes. These are apples and burgers and cannot really be compared.
Let us now look at the top World Cup innings by ISV.
. | ||||||||
ODI# | Year | Inns | Result | Bowler | For | Vs | Analysis | ISV |
---|---|---|---|---|---|---|---|---|
. | ||||||||
0031 | 1975 | 1 | W | GJ Gilmour | Australia | Eng | 12.0 - 6 - 14 - 6 | 5.177 |
1976 | 2003 | 1 | W | AJ Bichel | Australia | Eng | 10.0 - 0 - 20 - 7 | 4.909 |
1986 | 2003 | 1 | SE Bond | New Zealand | Aus | 10.0 - 2 - 23 - 6 | 4.831 | |
0748 | 1992 | 2 | W | EA Brandes | Zimbabwe | Eng | 10.0 - 4 - 21 - 4 | 4.739 |
0730 | 1992 | 2 | W | MW Pringle | South Africa | Win | 8.0 - 4 - 11 - 4 | 4.646 |
1976 | 2003 | 2 | AR Caddick | England | Aus | 9.0 - 2 - 35 - 4 | 4.324 | |
3147 | 2011 | 1 | Wahab Riaz | Pakistan | Ind | 10.0 - 0 - 46 - 5 | 4.168 | |
3120 | 2011 | 1 | RJ Peterson | South Africa | Eng | 8.0 - 2 - 22 - 3 | 4.157 | |
1969 | 2003 | 2 | W | A Nehra | India | Eng | 10.0 - 2 - 23 - 6 | 4.149 |
1962 | 2003 | 2 | W | JM Anderson | England | Pak | 10.0 - 2 - 29 - 4 | 4.143 |
1970 | 2003 | 2 | W | GD McGrath | Australia | Nam | 7.0 - 4 - 15 - 7 | 4.129 |
1473 | 1999 | 2 | W | GD McGrath | Australia | Ind | 10.0 - 1 - 34 - 3 | 4.100 |
1951 | 2003 | 1 | W | JN Gillespie | Australia | Ind | 10.0 - 2 - 13 - 3 | 4.100 |
1965 | 2003 | 2 | W | CO Obuya | Kenya | Slk | 10.0 - 0 - 24 - 5 | 4.099 |
1483 | 1999 | 2 | SK Warne | Australia | Saf | 10.0 - 4 - 29 - 4 | 4.097 | |
1468 | 1999 | 2 | W | NC Johnson | Zimbabwe | Saf | 8.0 - 1 - 27 - 3 | 4.082 |
1973 | 2003 | 2 | W | WPUJC Vaas | Sri Lanka | Win | 10.0 - 3 - 22 - 4 | 4.050 |
0202 | 1983 | 2 | W | RJ Hadlee | New Zealand | Pak | 9.0 - 2 - 20 - 3 | 4.014 |
3105 | 2011 | 2 | W | Shahid Afridi | Pakistan | Ken | 8.0 - 3 - 16 - 5 | 4.007 |
1470 | 1999 | 1 | W | GD McGrath | Australia | Win | 8.4 - 3 - 14 - 5 | 3.968 |
Gary Gilmour dismissed the top six batsmen for 2, 6, 8, 7, 4 and 0. He had an economy rate of 1.167. What more do we want? His ISV is 5.177, the only bowling performance above 5.0, which is almost the maximum any bowling performance could reach.
Andy Bichel removed five top-order batsmen for 30, 2, 1, 46, 10 and 45. So he did not score too heavily on the wicket-quality front. But where he scored was that the rest of the team bowled at an RpO of 4.5 while his RpO was 2.0. Hence he comes quite close to Gilmour. And the additional seventh wicket also helps.
Shane Bond dismissed the top four Australian batsmen for 18, 1, 6 and 31. He bowled at 2.3 as compared to his team's 5.0. So his ISV is an excellent 4.831. It is another thing that New Zealand lost the match. That result, however, does not affect Bond's high ISV.
Now we come to an outstanding performance by a bowler from a team of so-called minnows. Eddo Brandes dismissed Graham Gooch for 0, Allan Lamb for 17, Robin Smith for 2 and Graeme Hick for 0. So his ISV is a very high 4.739 even though he captured only four wickets. This also highlights the true value of the ISV measure.
To round off the top five, we have an excellent performance by Meyrick Pringle of South Africa. He dismissed Brian Lara for 9, Richie Richardson for 1, Carl Hooper on 0 and Keith Arthurton on 0. An excellent economy rate meant that his ISV is a very high 4.646. Arthurton's low RpI value pulls this performance down slightly.
Among the other performances, Wahab Riaz's excellent bowling spell against India in the 2011 World Cup deserves a mention. Similarly Nehra's top-class bowling effort against England in 2003 is a notable one. Can anyone ever forget Shane Warne's effort against South Africa in the 1999 semi final? Or Robin Peterson's one-man demolition of England in 2011: he dismissed Andrew Strauss for 0, Kevin Pietersen for 2 and Ian Bell for 5. It can be seen that many of these matches, including the last one, were lost by these teams.
Glenn McGrath appears three times in this table of top 20 World Cup performances. No one else even appears twice.
Just to recap HSI, which is determined by the following formula, given for the top scorer.
HSI = (BatsmanScore / NextHighestScore) * (BatsmanScore / TeamScore) * StrikeRateIndex.
The Strike Rate Index is a composite value between 1.0 and 2.0 derived from the batsman's absolute strike rate and relative factor derived by comparing the strike rates of the batsman and the team. This factor adds significant weight to the quality of the HSI measure.
For the scores other than the highest scores a simple formula is used: HSI = (BatsmanScore / TeamScore) * StrikeRateIndex.
. | |||||||||
ODI# | Year | Inns | Result | Batsman | For | Vs | Runs | Balls | HSI |
---|---|---|---|---|---|---|---|---|---|
. | |||||||||
0216 | 1983 | 1 | W | N Kapil Dev | India | Zim | 175* | 138 | 7.975 |
1963 | 2003 | 1 | JM Davison | Canada | Win | 111 | 76 | 5.549 | |
1944 | 2003 | 2 | SB Styris | New Zealand | Slk | 141 | 125 | 4.435 | |
0747 | 1992 | 2 | W | Rameez Raja | Pakistan | Nzl | 119* | 155 | 4.054 |
2539 | 2007 | 2 | W | NJ O'Brien | Ireland | Pak | 72 | 107 | 3.777 |
2581 | 2007 | 1 | W | AC Gilchrist | Australia | Slk | 149 | 104 | 3.439 |
2535 | 2007 | 1 | JP Bray | Ireland | Zim | 115* | 137 | 3.124 | |
0749 | 1992 | 2 | BC Lara | West Indies | Aus | 70 | 97 | 3.123 | |
2547 | 2007 | 1 | W | Imran Nazir | Pakistan | Zim | 160 | 121 | 3.098 |
1955 | 2003 | 1 | HH Gibbs | South Africa | Nzl | 143 | 141 | 3.037 | |
2553 | 2007 | 1 | SO Tikolo | Kenya | Eng | 76 | 97 | 3.036 | |
2542 | 2007 | 2 | DL Hemp | Bermuda | Ind | 76* | 105 | 2.953 | |
1982 | 2003 | 2 | PA de Silva | Sri Lanka | Aus | 92 | 94 | 2.915 | |
1049 | 1996 | 1 | W | G Kirsten | South Africa | Uae | 188* | 159 | 2.887 |
2555 | 2007 | 1 | W | ML Hayden | Australia | Win | 158 | 143 | 2.886 |
0197 | 1983 | 2 | MD Crowe | New Zealand | Eng | 97 | 118 | 2.861 | |
0061 | 1979 | 1 | GR Viswanath | India | Win | 75 | 134 | 2.801 | |
0217 | 1983 | 2 | W | G Fowler | England | Slk | 81* | 77 | 2.742 |
1453 | 1999 | 2 | GM Hamilton | Scotland | Pak | 76 | 111 | 2.681 |
This Kapil Dev innings is well-known. Kapil came in at 9 for 4, saw the score slide to 17 for 5, and scored an unbeaten 175 to take India to 266 for 8 and on to a 31-run win. The next-highest score was 24 by Syed Kirmani. Kapil's innings was scored at good rate. Very few innings in ODIs have a higher HSI value.
At second place is a relatively unknown innings by John Davison, playing for Canada. Not one supporting batsman reached 20. And his hundred was made at breakneck pace.
In 2003, in response to 272 by Sri Lanka, New Zealand slumped to 15 for 3. Then Scott Styris played one of the all-time great ODI innings. He scored 141 out of the team total of 225, in only 125 balls. The next-best innings was by Chris Cairns, with 32.
Since Pakistan scored 167 for 3 in response to New Zealand's 166, Ramiz Raja's 119 in Christchurch in the 1992 World Cup probably does not deserve a place. But these are numbers and cannot be ignored. The next best was 30 and the 119 was out of 167. In fifth place is Niall O'Brien's classic innings of 72 out of 133 for 7, which was a winning total against Pakistan in 2007. The next-best innings was 16.
Adam Gilchrist's masterpiece of 149 in the 2007 final has a high HSI because the next-best score was 38 and this innings was out of Australia total of 281. The strike rate was above 1.5. There are quite a few not-so-well-known batsmen, like Jeremy Bray, David Hemp and Scotland's Gavin Hamilton featuring in the top 20.
One feature of the top 20 table is that no fewer than 12 innings have been played in a losing cause.
In my next pre-World Cup piece I will be looking at team performances. Using the contribution values, I will look at how teams have performed across World Cups and in specific World Cups. During this World Cup, all three types of analyses will be done and presented at appropriate intervals.
Bradman memorabilia
A lovely gift, as beautiful as anything Sri Lankan, given to Don Bradman when the Australians stopped in Colombo halfway through their long journey from Fremantle to Southampton. Bradman left Bowral on March 6 and arrived in London on April 23. Those were the days. The Australian team stopped in Colombo for a couple of days and played a one-innings game against Ceylon. To view this, please click HERE.
A look at the closest matches in Test history, and a Bradman surprise
Since the next two months will be dedicated to the World Cup (and the ODI format), I wanted to round off with a nice Test piece. I had promised to do an article on Milind's graphic interpretation of innings status with special reference to fourth-innings chases. But the work required is quite exhaustive and I want to do proper justice to that fascinating analysis. I did not want to rush that. So I used the feedback from readers on the article on fourth-innings chases and moved into a specific area. Let me explain.
"Going down to the wire" is a favourite pronouncement by the Indian team director. "Decided on the last ball" is another favourite expression of many commentators. I have taken these words literally. I have looked for matches and situations carefully and selected Tests that really came down to the last ball. In other words, if the last ball played had a different result, the result would have been different. We will learn as we move on.
First, let me look at matches in which three results were possible: One team was safe from defeat.
Test | Year | Match summary | Last wkt Runs | Last wkt Balls | Other Batsman | Score | No.11 Batsman | Score |
---|---|---|---|---|---|---|---|---|
498 | 1960 | Win:453/10 Aus:505/10 Win:284/10 Aus:232/10 | 0 | 2 | I Meckiff | 2 in 3 | LF Kline | 0 in 1 |
1052 | 1986 | Aus:574/7 Ind:397/10 Aus:170/5 Ind:347/10 | 0 | 8 | RJ Shastri | 48 in 40 | Maninder | 0 in 4 |
First, the two tied Tests. There is no doubt that the results would have been different with a different last ball. As I have always mentioned, the 1960 tied Test was the perfect Test ever played. All resources had been exhausted. Forty wickets were captured. When the last ball, which was the penultimate ball of the Test, was bowled, any one of three results was possible: an Australian win, a draw with scores level, or a tie. Wes Hall bowled to Lindsay Kline and the ball was pushed to cover. Kline and Ian Meckiff set off for the winning run. Joe Solomon ran out Meckiff with a direct throw and the match was tied.
The second tied Test, played 26 years later, was not as perfect as the first one, primarily because Australia declared twice, thus leaving quite a bit of unused resources. Otherwise, the results were similar. When the last ball, which was the penultimate ball of the Test, was bowled, any one of three results was possible: an Indian win, a draw with scores level or a tie. Greg Matthews bowled to Maninder Singh and hit him on the leg. The appeal for leg-before-wicket was upheld and the match was tied. It was the perfect result.
Test | Year | Match summary | Last wkt Runs | Last wkt Balls | Other Batsman | Score | No.11 Batsman | Score |
---|---|---|---|---|---|---|---|---|
504 | 1961 | Win:393/10 Aus:366/10 Win:432/6 Aus:273/9 | 66 | 232 # | KD Mackay | 62 | LF Kline | 15 |
1668 | 2003 | Zim:507/9 Win:335/10 Zim:200/7 Win:207/9 | 3 | 67 | RD Jacobs | 60 in 140 | FH Edwards | 1 in 33 |
1388 | 1997 | Aus:400/10 Nzl:251/6 Aus:138/2 Nzl:223/9 | 1 | 62 # | SB Doull | 1 in 35 | SB O'Connor | 0 in 31 |
1908 | 2009 | Eng:566/9 Win:285/10 Eng:221/8 Win:370/9 | 17 | 61 | DBL Powell | 22 in 55 | FH Edwards | 5 in 26 |
1087 | 1987 | Nzl:317/10 Aus:357/10 Nzl:286/10 Aus:230/9 | 3 | 36 # | McDermott | 10 in 32 | MR Whitney | 2 in 18 |
277 | 1946 | Eng:294/10 Ind:170/10 Eng:153/5 Ind:152/9 | 14 | 34 # | SW Sohoni | 11 | Hindlekar | 4 |
797 | 1977 | Pak:435/10 Win:421/10 Pak:291/10 Win:251/9 | 14 | 33 # | AME Roberts | 9 | CEH Croft | 5 |
1840 | 2007 | Eng:298/10 Ind:201/10 Eng:282/10 Ind:282/9 | 19 | 30 | MS Dhoni | 76 in 159 | S Sreesanth | 4 in 7 |
1760 | 2005 | Eng:444/10 Aus:302/10 Eng:280/6 Aus:371/9 | 17 | 24 | B Lee | 18 in 25 | GD McGrath | 5 in 9 |
636 | 1968 | Win:414/10 Eng:371/10 Win:264/10 Eng:206/9 | 0 | 24 # | APE Knott | 73 in 260 | IJ Jones | 0 in 12 |
1946 | 2010 | Saf:291/10 Eng:273/10 Saf:447/7 Eng:296/9 | 6 | 23 | GP Swann | 10 in 8 | G Onions | 0 in 11 |
645 | 1969 | Win:276/10 Aus:533/10 Win:616/10 Aus:339/9 | 6 | 20 # | AP Sheahan | 11 in 50 | AN Connolly | 6 in 10 |
2084 | 2013 | Nzl:443/10 Eng:204/10 Nzl:241/6 Eng:315/9 | 11 | 19 | MJ Prior | 110 in 182 | MS Panesar | 2 in 5 |
1805 | 2006 | Ind:241/10 Win:371/10 Ind:521/6 Win:298/9 | 1 | 19 | FH Edwards | 1 in 36 | Collymore | 1 in 8 |
1942 | 2009 | Saf:418/10 Eng:356/10 Saf:301/7 Eng:228/9 | 10 | 19 | Collingwood | 26 in 99 | G Onions | 1 in 12 |
1670 | 2003 | Slk:331/10 Eng:235/10 Slk:226/10 Eng:210/9 | 2 | 19 | AF Giles | 17 in 111 | MJ Hoggard | 0 in 7 |
839 | 1979 | Ind:300/10 Win:327/10 Ind:361/1 Win:197/9 | 0 | 16 # | Shivnarine | 36 in 126 | ST Clarke | 0 in 8 |
1096 | 1988 | Win:174/10 Pak:194/10 Win:391/10 Pak:341/9 | 0 | 10 # | Ijaz Faqih | 10 in 51 | Abdul Qadir | 0 in 5 |
2124 | 2014 | Eng:575/9 Slk:453/10 Eng:267/8 Slk:201/9 | 0 | 5 | RMS Eranga | 0 in 6 | N Pradeep | 0 in 5 |
544 | 1963 | Win:301/10 Eng:297/10 Win:229/10 Eng:228/9 | 0 | 1 # | MC Cowdrey | 19 | Shackleton | 4 |
824 | 1978 | Aus:343/10 Win:280/10 Aus:305/3 Win:258/9 | 0 | 0 # | N Phillip | 26 | RR Jumadeen | 0 |
Now we come to the draws achieved with the last pair at crease. So this justifies the criterion set. If the last ball of the match had resulted in a wicket the result would have switched from a draw to a win for the bowling team. Since these are drawn matches, the relevant data is the balls faced by the last-wicket partnership, rather than the runs scored, which are mostly immaterial. The balls-played information is available for most of these matches. For the others a process of informed extrapolation has been carried out to determine the balls faced. In some cases the balls faced by the No. 11 batsmen has been used. The character "#" indicates some sort of extrapolation has been done.
Continuing the trend expressed in the previous paragraph, this table is ordered on the balls faced by the last pair. Thus the difficult matches are at the top. Almost inarguably, the greatest draw of all time was the one between Australia and West Indies in 1961, a few matches after the famous tied Test. Ken Mackay and Kline batted for nearly two hours and held on for a magnificent draw. The extrapolated value is 232 balls. What a Test and a series! They were certainly helped by the fact that the only express bowler was Hall. But still one of the greatest Houdini acts of all time.
In 2003, West Indies faced certain defeat against Zimbabwe, when Fidel Edwards walked in. He faced 33 balls and, in a 67-ball partnership with Ridley Jacobs, saved West Indies. Two New Zealand pace bowlers, Simon Doull and Shayne O'Connor, batting for 62 balls, saved New Zealand against Australia in 1997. Fidel Edwards proved that he was a master of such situations, participating in a similar match-saving stand of 61 balls, against England in 2009.
Now we come down to last-wicket partnerships lasting six overs and less. Like Fidel Edwards, Graham Onions of England participated in two such match-saving partnerships in 2009-10, albeit short ones. Let us tip our collective hats to Glenn McGrath and Monty Panesar, not known for their batting skills, but for participating in two match-saving stands.
Match No. 824 deserves a special mention. It is the only one of these matches that really did not go to the last ball. When Vanburn Holder was given out off Jim Higgs, the crowd erupted and occupied the field. Raphick Jumadeen did not even take strike and the last 38 balls of the last day were not played. Efforts to resume the match the next morning failed. Even though the West Indies board representatives, in consultation with team officials, decided to extend the match into a sixth day to make up the time lost, the umpires were not consulted. In the event, Ralph Gosein was adamant that there was no provision in the laws or the playing conditions for the match to be extended. He refused to continue, as did the stand-by umpire, John Gayle, and the match was abandoned.
It is amazing to note that more than half of these 21 drawn Tests have been played in the past 14 years: possibly a tribute to the resilience of recent late-order batsmen, or is it a case of safety-first declarations?
Let us look at teams. England have survived six such cliff-hangers. Australia and West Indies have escaped five times each. South Africa, not a single time. On the other hand, England and West Indies could not capture the tenth wicket five times.
Test | Year | Match summary | Last wkt Runs | Last wkt Balls | Other Batsman | Score | No.11 Batsman |
---|---|---|---|---|---|---|---|
2019 | 2011 | Win:590/10 Ind:482/10 Win:134/10 Ind:242/ 9 | 0 | 0 | VR Aaron | 2 in 5 | DNB |
1345 | 1996 | Zim:376/10 Eng:406/10 Zim:234/10 Eng:204/ 6 | 0 | 2 | D Gough | 3 in 7 | DNB |
These two matches are slightly out of place in this collection since the last ball was bowled with eight and six wickets down respectively, ruling out a tied match. So one team was safe from defeat. However a win for the fourth batting team was still possible. In the first one, R Ashwin had made sure of a draw by blocking out the fifth ball. India needed two to win, got one and Ashwin was run out.
In the earlier match, the situation was slightly different. England were never in danger of defeat. They needed three to win off the last ball but could score only two. It is amazing that Nasser Hussain, John Crawley, Graham Thorpe and Darren Gough, all decent batsmen, scored only 12 runs in 21 balls and wasted a fantastic start provided by Nick Knight and Alec Stewart. A target of 51 runs from eight overs with eight wickets in hand should have been achieved. Heath Streak was, however, lucky to escape with a couple of wide deliveries not being called "wide".
Now let me look at matches in which all four results were possible, including a possible win for the defeated team.
Test | Year | Match summary | Last wkt Runs | Last wkt Balls | Other Batsman | Score | No.10 Batsman | Score |
---|---|---|---|---|---|---|---|---|
1268 | 1994 | Aus:337/10 Pak:256/10 Aus:232/10 Pak:315/9 | 57 | 115 | Inzamam | 58 in 89 | Mushtaq Ahmed | 20 in 30 |
88 | 1906 | Eng:184/10 Saf: 91/10 Eng:190/10 Saf:287/9 | 48 | 113 | AW Nourse | 93 | PW Sherwell | 22 |
97 | 1908 | Aus:266/10 Eng:382/10 Aus:397/10 Eng:282/9 | 39 | 101 | SF Barnes | 38 | A Fielder | 18 |
345 | 1952 | Win:272/10 Aus:216/10 Win:203/10 Aus:260/9 | 38 | 113 | DT Ring | 32 | WA Johnston | 7 |
1497 | 2000 | Pak:269/10 Win:273/10 Pak:219/10 Win:216/9 | 19 | 79 | JC Adams | 48 in 212 | CA Walsh | 4 in 24 |
74 | 1902 | Aus:324/10 Eng:183/10 Aus:121/10 Eng:263/9 | 15 | 23 | GH Hirst | 58 | W Rhodes | 6 |
1972 | 2010 | Aus:428/10 Ind:405/10 Aus:192/10 Ind:216/9 | 11 | 16 | VVS Laxman | 73 in 79 | PP Ojha | 5 in 10 |
1453 | 1999 | Aus:490/10 Win:329/10 Aus:146/10 Win:311/9 | 9 | 13 | BC Lara | 153 in 256 | CA Walsh | 0 in 5 |
149 | 1923 | Saf:113/10 Eng:183/10 Saf:242/10 Eng:173/9 | 5 | 15 | AS Kennedy | 11 | GG Macaulay | 1 |
1658 | 2003 | Bng:281/10 Pak:175/10 Bng:154/10 Pak:262/9 | 5 | 5 | Inzamam | 138 in 232 | Yasir Ali | 1 in 4 |
873 | 1980 | Win:140/10 Nzl:249/10 Win:212/10 Nzl:104/9 | 4 | 20 # | GB Troup | 7 in 38 | SL Boock | 2 in 10 |
1812 | 2006 | Saf:361/10 Slk:321/10 Saf:311/10 Slk:352/9 | 2 | 3 | MF Maharoof | 29 in 118 | SL Malinga | 1 in 1 |
Simple criterion for these matches: a win by one wicket. That means the losing team could have captured the tenth wicket in the last ball and either won or tied the match. Since these are wins, the runs added for the last wicket becomes the important measure.
The first is one of the greatest Test wins of all time. The location: Karachi. The target for Pakistan: 314. The score at the fall of the ninth wicket: 258 for 9. Inzamam-ul-Haq, for some reason batting at No. 8, and Mushtaq Ahmed produced, almost inarguably, the greatest last-wicket partnership in history of Test cricket. They added 58 runs in 89 balls, with the sword of Damocles hanging over them in every delivery, and Pakistan got a priceless win.
A win, almost as difficult and as far-fetched as the Karachi win, was achieved at Old Wanderers nearly 100 years back. With the first three innings being 184, 91 and 190, South Africa were left with the huge target of 284. Soon they were struggling at 105 for 6. Then Gordon White and Dave Nourse, again for some strange reason batting at No. 8, added over 100 runs but South Africa were staring at the abyss at 239 for 9. Then Nourse and Percy Sherwell added 48 runs in approximately 18 overs. Nourse's unbeaten 93* is the highest rated sub-100 score ever. This win was nearly as good as the Karachi win.
The next match was similar, although the scores were much higher. That makes the 39 runs added by Sydney Barnes and Arthur Fielder look a little easier. In another instance, Doug Ring and Bill Johnston added 38 runs in a match of middling scores. Then come a slew of matches in which fewer than 20 runs were scored to effect unlikely wins.
Somewhere in the bottom half of the table is hidden the Bridgetown classic containing Brian Lara's masterpiece, which would certainly be in anybody's top five greatest Test innings ever. Only nine runs were added for the tenth wicket but let us not forget that 54 were added for the ninth wicket. Courtney Walsh has been the supporting actor in two of these magnificent one-wicket wins and he is the only player to appear twice.
Test | Year | Match summary | Result |
---|---|---|---|
1210 | 1993 | Win:252/10 Aus:213/10 Win:146/10 Aus:184/10 | West Indies won by 1 run |
1758 | 2005 | Eng:407/10 Aus:308/10 Eng:182/10 Aus:279/10 | England won by 2 runs |
943 | 1982 | Eng:284/10 Aus:287/10 Eng:294/10 Aus:288/10 | England won by 3 runs |
73 | 1902 | Aus:299/10 Eng:262/10 Aus: 86/10 Eng:120/10 | Australia won by 3 runs |
1243 | 1994 | Saf:169/10 Aus:292/10 Saf:239/10 Aus:111/10 | South Africa won by 5 runs |
19 | 1885 | Aus:181/10 Eng:133/10 Aus:165/10 Eng:207/10 | Australia won by 6 runs |
These Tests also follow the previous group of Tests for the reason that when the last ball was bowled, all four results were possible. These are wins by runs. As such the tenth wicket was captured off the last ball of the Test. I have selected matches in which the winning margin was what the losing teams could have cleared with a single stroke. Just to be on the safe side I have made sure that in the last two matches no run was scored off the last ball. So a six instead of a dismissal would have won the game for Australia and England respectively.
The first is a famous Test in which the West Indian pacemen, led by Curtly Ambrose, dismissed Australia for 184 when one more run was needed for a tie. The interesting part of this match was that Tim May and Craig McDermott had already added 40 runs for the tenth wicket. One more run would have put them in the first group of Tests, and two more, in the previous group. Surely one of the greatest Test matches of all time: the word "great" used as it should be.
Twelve years later there was another classic. After two big first innings, Shane Warne spun out England for 182 and Australia needed 282 to win. They were in real trouble at 137 for 7, at 175 for 8 and at 220 for 9. Each time they found someone: Warne, Brett Lee and Michael Kasprowicz. Finally Kasprowicz fell two runs short. Do I use the word "great" again? Maybe no need to gild the lily.
Now come two three-run wins: as different as chalk and cheese. The recent Test saw three scores of 284, 287 and 294, and that meant that 292 were needed to win. Australia fell three runs short despite the last-wicket partnership of 70 runs. Another match that could have moved on to other groups: 80 years back, a totally different match was played. Two good first innings were followed by the Australian innings of 86, leaving England only 124 to win. They were 97 for 4 and it looked like an easy win. Then Hugh Trumble happened and England fell three runs short. Victor Trumper and Stanley Jackson scored two contrasting hundreds: the first in two hours and the second in five.
This is the last article on Tests for a couple of months. The next few articles will cover the World Cups held so far and the 2015 edition: all from point of view of Ratings and new concepts such as HSI, ISV and Innings Index. I can assure you that these will offer insights fto the readers.
Just a few sobering thoughts for all non-South African teams. The difference in strike rate between AB de Villiers' record-breaking innings and the next best fastest completed hundreds is 21.5% (de Villiers 345.5 and Anderson 278.7). The difference in balls required by de Villiers to reach 100 differs by 16.1% (31 and 36). The frequency of sixes by de Villiers: once every 2.75 balls. De Villiers' scoring rate for an innings of 149 is the highest for any ODI fifty. The number of runs scored in the last ten overs by South Africa: 173. The number of runs scored in the last 20 overs by South Africa: 277.
Bradman memorabilia
An unusual team photograph during the 1928-29 Ashes series - the debut series for Bradman. The intriguing point about this photograph, taken just before the second Test, for which he was dropped, is that Bradman, a single Test old, is sitting down and many experienced players are standing up. This is completely different to what normally happens everywhere else. Maybe Australian readers can contribute their insights: Possibly Murray, who is likely to be better-informed than the others. To view this, please click HERE.
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