Where the 1637.6 rating comes from
From 132 matches played between 20 May 2013 and 8 November 2025, and from them alone. Every line below was written at computation time: nothing is recomputed to show this page.
How to read this
On the right: the change this match produced, then the value before → after. A line's arrival value is the next line's starting value, down to the starting rating given to every newcomer. A ±0.0 is a counted match that did not move the rating, a walkover for instance.
132 matches, from the most recent to the first
beaten by Dang Qiu 1–4
08/11/25 · WTT Champions Frankfurt 2025 · Semifinals · detail
−10.41647.9 → 1637.6
beat Simon Gauzy 4–2
06/11/25 · WTT Champions Frankfurt 2025 · Quarterfinals · detail
+12.21635.8 → 1647.9
beat Lin Yun-Ju 3–1
05/11/25 · WTT Champions Frankfurt 2025 · Round of 16 · detail
+16.31619.5 → 1635.8
beaten by Jang Woo-jin 1–4
30/10/25 · WTT Champions Montpellier 2025 · Quarterfinals · detail
−9.91629.4 → 1619.5
beat Kanak Jha 3–2
29/10/25 · WTT Champions Montpellier 2025 · Round of 16 · detail
+9.81619.6 → 1629.4
beat An Jae-hyun 3–1
28/10/25 · WTT Champions Montpellier 2025 · Round of 32 · detail
+13.61606.0 → 1619.6
beaten by Milosz Redzimski 2–3
25/09/25 · China Smash 2025 · Round of 64 · detail
−16.61622.7 → 1606.0
beaten by Thibault Poret 0–3
09/09/25 · WTT Champions Macao 2025 · Round of 32 · detail
−17.71640.4 → 1622.7
beaten by Sora Matsushima 2–3
07/08/25 · WTT Champions Yokohama 2025 · Round of 32 · detail
−15.11663.4 → 1648.3
beaten by Wang Chuqin 0–3
07/07/25 · United States Smash 2025 · Round of 16 · detail
−3.31666.7 → 1663.4
beat Liam Pitchford 3–1
05/07/25 · United States Smash 2025 · Round of 32 · detail
+7.61659.1 → 1666.7
beat Lin Gaoyuan 4–2
03/04/25 · WTT Champions Incheon 2025 · Quarterfinals · detail
+17.01630.8 → 1647.8
beat Felix Lebrun 3–2
01/04/25 · WTT Champions Incheon 2025 · Round of 32 · detail
+15.91605.8 → 1621.6
beaten by Hiroto Shinozuka 2–3
12/03/25 · WTT Champions Chongqing 2025 · Round of 16 · detail
−15.91621.6 → 1605.8
beat Hugo Calderano 3–1
11/03/25 · WTT Champions Chongqing 2025 · Round of 32 · detail
+15.51606.1 → 1621.6
beaten by Fan Zhendong 0–3
30/05/24 · WTT Champions Chongqing 2024 · Round of 32 · detail
−2.71605.9 → 1603.2
beaten by Simon Gauzy 0–3
28/03/24 · WTT Champions Incheon 2024 · Round of 16 · detail
−15.51624.3 → 1608.8
beaten by Felix Lebrun 2–3
02/11/23 · WTT Champions Frankfurt 2023 · Quarterfinals · detail
−13.61626.9 → 1613.3
beat Fan Zhendong 3–1
31/10/23 · WTT Champions Frankfurt 2023 · Round of 16 · detail
+22.31604.6 → 1626.9
beat Timo Boll 3–1
29/10/23 · WTT Champions Frankfurt 2023 · Round of 32 · detail
+16.81587.8 → 1604.6
beat Sharath Kamal Achanta 4–0
28/05/23 · World Table Tennis Championships 2023 · Second round · detail
+10.01577.8 → 1587.8
beaten by Lin Gaoyuan 0–4
28/05/23 · World Table Tennis Championships 2023 · Third round · detail
−4.71582.5 → 1577.8
beat Huang Yan-cheng 4–0
28/05/23 · World Table Tennis Championships 2023 · First round · detail
+9.51573.0 → 1582.5
beaten by Fan Zhendong 0–3
19/04/23 · WTT Champions Macao 2023 · Round of 16 · detail
−1.41574.4 → 1573.0
beaten by Fan Zhendong 1–3
11/04/23 · WTT Champions Xinxiang 2023 · Round of 16 · detail
−1.41563.5 → 1562.1
beat Emmanuel Lebesson 3–1
07/03/23 · Singapore Smash 2023 · Round of 64 · detail
+11.51530.9 → 1542.4
beaten by Liang Jingkun 0–3
18/07/22 · WTT Champions Budapest 2022 · Round of 32 · detail
−4.21535.1 → 1530.9
beaten by Jeoung Young-sik 1–3
07/12/21 · WTT Cup Finals 2021 · Round of 16 · detail
−11.31555.8 → 1544.5
beaten by Martin Allegro 0–4
29/11/21 · World Table Tennis Championships 2021 · Second round · detail
−17.11572.9 → 1555.8
beat Ioannis Sgouropoulos 4–0
29/11/21 · World Table Tennis Championships 2021 · First round · detail
+9.11563.7 → 1572.9
beaten by Simon Gauzy 1–4
28/01/20 · ITTF World Tour, German Open 2020 · Round of 32 · detail
−11.51575.2 → 1563.7
Only the matches the source publishes appear; what is missing is listed. The source gives the day, not the hour: two matches on the same day are ordered by a reproducible rule, which is not necessarily the real order.