Cape Town Won, the Percentage Fell: How South Africa ‘Rose’ in the WTC Table by Going Down

I was in an old pub on Deansgate in Manchester, watching the Cape Town Test on a screen above the bar. At the next table sat a man in a Springbok-green jersey, half a pint in his hand, eyes fixed upward. When the last wicket fell he stood, shouted, then rang a friend and said: “We’ve gone up to second.” I leaned over to look at his phone. The updated ICC World Test Championship table. And that table was saying the exact opposite of what he was celebrating.

South Africa won the series 2-1. But did their percentage go up? No. It fell from 75.00 to 71.43. It is being sold as a rise because in the next column Australia collapsed from 80.00 to 69.23. Inside that single sentence lives the most common error in cricket journalism: we read a change of position as progress, and treat the percentage as decoration.

This is not a small mistake. In the Test Championship table, the percentage is the argument. Position is only its shadow. When the shadow gets longer we assume the tree has grown; often the sun has simply moved.

The arithmetic first

The scoring rule matters here, because this is where the confusion begins. A win is 12 points, a tie 6, a draw 4. But the ranking is not built on total points; it is built on percentage. Whatever number of matches a side has played, that is multiplied by 12 to give points available. Divide points earned by points available, multiply by a hundred. That is the percentage.

Why the complication? Because nine teams do not play the same number of matches. One side has thirteen, another eleven, another six. Rank on raw points and the team that has simply played more floats upward regardless of quality. The percentage hides that inequality. Hiding it, though, has a price — and that price is the story here.

The snapshot in circulation has four names on it. New Zealand top on 72.22 percent. South Africa second on 71.43. Australia third on 69.23. India fourth on 51.52. Behind it: a 2-1 South African series win, Australia losing the ICC Test team ranking’s top spot, and Temba Bavuma’s pleasure at being number one. Also hanging there: a Bangladesh series in November, and four Tests between Australia and New Zealand in Perth from 9 December.

The table is its own witness

I stopped at the percentages, because all four are unnaturally tidy — too tidy to survive improvisation. I did the sum backwards on a napkin.

New Zealand’s 72.22 reduces to 13/18. Six matches, 52 points: four wins, one draw, one defeat. Push the match count past six and the fraction stops fitting.

South Africa’s 71.43 is 5/7. Seven matches, 60 points: five wins, two defeats, no draws.

Australia’s 69.23 is 9/13. Thirteen matches, 108 points: nine wins, four defeats.

India’s 51.52 is 17/33. Eleven matches, 68 points: five wins, two draws, four defeats. The only small solution that works.

All four numbers interlock, and they interlock without assuming any points deductions. That tells us two things. First, the table was not invented; it was lifted from a real snapshot. Second, the pre-series positions can be reconstructed.

Australia now sit on 108/156. Against South Africa they took one win and two defeats: 12 points banked from 36 available. Before the series they were on 96/120 — exactly 80.00 percent. The report’s line about being top on eighty percent checks out to the decimal.

South Africa now sit on 60/84, having banked 24 from 36. Before the series they were on 36/48 — 75.00 percent.

So the order before was Australia 80.00 first, South Africa 75.00 second, New Zealand 72.22 third. After: New Zealand 72.22 first, South Africa 71.43 second, Australia 69.23 third.

Look at what actually happened. South Africa were second and remain second. Australia were first and dropped to third. New Zealand were third and rose to first without bowling a ball. Did South Africa “rise”? They lost 3.57 points of percentage. They did not fall only because the team beside them fell further. This is not a promotion; it is a slow decline that a neighbour’s collapse dressed up as one.

Winning your way downward

Here is the more uncomfortable part. A 2-1 series win is 24 points from 36 available — 66.67 percent. South Africa’s percentage before the series was 75.00. In other words, they won the series and lowered their own rating.

In this system, winning a series and improving your rating are not the same act. The side that plays fewer matches and wins most of them sits higher. The side that plays more has more chances to fall — and every narrow 2-1 win drags it down. That is not injustice; it is the nature of the method. But a report that omits it teaches the reader the wrong story.

New Zealand’s position is therefore the most fragile thing on the table. Six matches, four wins, one draw, one defeat. Six matches is not even half a campaign. The prettier 52/72 becomes, the more it will smudge as fixtures accumulate — unless the win rate holds. Being top here means holding the least information.

And the gap among the top three? 72.22, 71.43, 69.23. A spread of 2.99 percentage points between first and third. One match. One rain-ruined draw. One innings collapse. “Slip to third” sounds catastrophic; numerically it is a rounding error with a dramatic headline — and the headline is what people remember.

Where is India

The headline asked where India are. The answer is written in the table; nobody read it. India hold 68/132. Beat New Zealand twice and that becomes 92/156 — 58.97 percent. New Zealand would then sit on 52/96, or 54.17. So two wins would carry India past New Zealand, and still leave them nowhere near Australia or South Africa.

The honest answer, then: India are fourth, two wins lift them to third, and that is not enough to enter the final conversation. That is arithmetic, not pessimism. And it was only available because the percentages had been verified first.

Two tables, one muddle

There is a second confusion, more damaging than a wrong number. Bavuma said his side are number one. True — but that is the ICC Test team ranking, a separate system built on rolling rating points. In the Test Championship table South Africa are second and New Zealand are first. Print the two together and the reader absorbs one thing only: South Africa are the best side in the world and the table proves it. The table says the reverse.

Add the missing timestamp. The table has no clock on it. It says “updated” and never says when. This table changes after every Test; a table without a date is a photograph with no time in the frame. Which match it followed decides everything about those four percentages.

The table is also incomplete. Four teams are listed. Between third (69.23) and fourth (51.52) sits a gap of 17.7 percentage points with nothing in it. Where are England, Pakistan, Sri Lanka? A table that hides five of its rows cannot be used to verify that a side has “slipped to third”. And there is no scorecard, no innings, no individual performance — not one line about who lost where.

I went looking for table facts and found a culture of storytelling instead. The empty stadium taught me years ago that home advantage is a story we tell with noise; the same is true of rankings. Position is the story. Percentage is the calculator left beside it.

Where I could be wrong

Now let me break my own argument, because an argument left unbroken becomes a belief.

The easy objection first: my integer solutions are the smallest ones, not the only ones. Over-rate penalties, slow-play sanctions or abandoned matches change the fractions. My reconstruction is a probability, not a proof.

The stronger objection: “moved up to second” is literally true. The position changed. For a fan, position is the result. He does not think in fractions; he looks at who is above his team. The man in the pub was not wrong — he was answering a different question from mine.

The most honest objection of all: perhaps the system is meant to work this way. The whole point of a percentage is to compare unequal fixture counts. The cost is this oddity — winning your way downward. Every method has a cost; this is this method’s cost, and the fault lies with the method, not with South Africa.

And one more: every great cricket argument is a disguised memoir about where we grew up. I am writing about a percentage in Manchester while someone on a Cape Town terrace is tasting a series win. Both truths are valid; they are not the same truth.

November, December, January

So what comes next? Two dates matter.

In November, South Africa play Bangladesh in two Tests. Win both and they reach 84/108 — 77.78 percent, comfortably above New Zealand’s 72.22. One win and a draw gives 76/108, or 70.37. A win, a draw and a defeat gives 72/108, or 66.67. South Africa’s real climb did not happen in Cape Town; it happens in November, if it happens at all.

On 9 December, Perth. Australia host New Zealand in four Tests. If Australia win 3-1 they reach 144/204, or 70.59 percent. If New Zealand lose 1-3 they fall to 64/120, or 53.33, and lose the top spot. That series is the table’s genuine pre-final examination, and the report I was reading did not even name it.

My prediction, and it is testable: in January 2027 the top of the table reads South Africa, because Bangladesh is the softest allocation on their calendar — and then they sit and watch Perth decide who breathes down their neck.

If the man in the pub rings again, I will tell him this: second is real. But being second after winning a series and being first after not playing one are not the same achievement. The table never says so. That is why we have to.