Niko Springer

Where the 1478.6 rating comes from

From 15 matches played between 4 March 2022 and 18 July 2026, 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.

15 matches, from the most recent to the first

beaten by Luke Littler 6–10
18/07/26 · World Matchplay 2026 · Tour 3 · detail
−1.01479.6 1478.6
beaten by Kai Gotthardt 4–6
06/03/26 · UK Open 2026 · sPDCFlagViktor Tingstromavgs · detail
−11.01490.6 1479.6
beaten by Wessel Nijman 0–3
31/01/26 · Masters 2026 · Last 32 · detail
−12.71503.4 1490.6
beat Pascal Rupprecht 3–1
29/01/26 · Masters 2026 · Last 64 · detail
+10.51492.8 1503.4
beaten by Joe Comito 1–3
19/12/25 · PDC World Darts Championship 2026 · First round · detail
−13.01505.8 1492.8
beaten by Lukas Wenig 8–10
13/11/25 · Grand Slam of Darts 2025 · Second round · detail
−25.31531.1 1505.8
beaten by Beau Greaves 3–5
11/11/25 · Grand Slam of Darts 2025 · detail
−26.11557.3 1531.1
09/11/25 · Grand Slam of Darts 2025 · detail
+39.51517.8 1557.3
beat Gary Anderson 5–3
08/11/25 · Grand Slam of Darts 2025 · detail
+35.51482.3 1517.8
beaten by Stephen Bunting 0–2
06/10/25 · World Grand Prix 2025 · Tour 8 · detail
−11.51493.7 1482.3
beat Patrick Geeraets 6–5
28/02/25 · UK Open 2025 · detail
+29.61464.2 1493.7
beaten by Dylan Slevin 5–6
28/02/25 · UK Open 2025 · detail
−19.01483.2 1464.2
beat Cor Dekker 6–2
28/02/25 · UK Open 2025 · detail
+27.01456.1 1483.2
beaten by Scott Williams 1–3
19/12/24 · PDC World Darts Championship 2025 · Tour 1 · detail
−16.01472.1 1456.1
beaten by Danny Lauby 5–6
04/03/22 · UK Open 2022 · detail
−27.91500.0 1472.1

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.