Two different totals

Kwak Geonhwi’s final against Zhao Lixue ended 6-4 in set points. The five arrow scores, with Kwak listed first, were 23-22, 23-29, 27-29, 27-26 and 27-26. Adding them puts Zhao ahead; the set result makes Kwak champion. Because the two calculations point to different athletes in the same match, an assessment of the final has to identify which total it uses.[1]

The distribution is precise. Kwak won each of his three successful sets by one point. He lost the second by six and the third by two. Three narrow advantages therefore coexist with two larger defeats. Looking only at aggregate arrow points folds the advantages won in three separate sets into a single number. The 6-4 result preserves the distribution that decided this final.[1]

The last two scores of 27

Zhao shot 29 in both the second and third sets. Kwak’s 23 and 27 were insufficient, leaving him 2-4 behind. In the fourth, Kwak hit his first 10 and levelled the match with 27-26. His final three arrows were all 9s. Another 27-26 meant the last two sets were won with identical totals and identical narrow margins. Those two separate scores of 27 make the comeback checkable; reducing it to the last arrow misses part of the sequence.[1]

I do not read this as proof that Kwak was mentally stronger under pressure. The Okazaki final took place in heavy rain, but the scores do not measure how the weather affected each arrow. Zhao’s fall to 26 in both closing sets is another part of the outcome. Because Kwak’s last two totals were unchanged, the turnaround cannot be explained solely as an increase in his own score.[1]

What the result supports

For the next recurve result, I would examine the distribution of sets before the aggregate arrow score. The latter is useful for comparing scoring output; the former explains how this final’s medal was decided. Keeping the five set scores alongside the 6-4 result supports a narrower, firmer conclusion: Kwak did not score more points overall; he won three of the five sets.[1]

Kwak identified qualification for the Los Angeles Paralympic Games as his next goal. Gold in Nagoya should not be treated as automatic confirmation of that qualification. This final supplies the outcome of five sets, rather than a qualifying place. The concrete check for a future match is the same: when set totals accompany the result, examine how many separate sets contained the winning advantage.[1]