Rankings / GPL 2018 / Matches
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Applies across every league; days end in each league’s local time.

Match data

GPL 2018 matches

Every match played, with each team's Home Elo going in, the pre-match odds of winning the series, the result, and the Elo that changed hands. Back to the GPL 2018 chart.

Date Stage Teams Format Home Elo going in Series odds Result Winner's odds Elo change
GPL 2018 Spring · Day 1 Sovereign vs Ascension Gaming Bo1 1450 – 1478 46% – 54% 0–1 54% -15 / +15
GPL 2018 Spring · Day 1 Ascension Gaming vs Kuala Lumpur Hunters Bo1 1462 – 1455 51% – 49% 1–0 51% +16 / -16
GPL 2018 Spring · Day 1 Kuala Lumpur Hunters vs Bigetron E-Sports Bo1 1439 – 1435 51% – 49% 1–0 51% +16 / -16
GPL 2018 Spring · Day 1 Bigetron E-Sports vs Mineski Bo1 1450 – 1477 46% – 54% 0–1 54% -15 / +15
GPL 2018 Spring · Day 1 Mineski vs Sovereign Bo1 1492 – 1435 58% – 42% 1–0 58% +13 / -13
GPL 2018 Spring · Day 2 Ascension Gaming vs Bigetron E-Sports Bo1 1493 – 1419 60% – 40% 1–0 60% +13 / -13
GPL 2018 Spring · Day 2 Ascension Gaming vs Mineski Bo1 1506 – 1487 53% – 47% 0–1 47% -17 / +17
GPL 2018 Spring · Day 2 Kuala Lumpur Hunters vs Mineski Bo1 1455 – 1505 43% – 57% 1–0 43% +18 / -18
GPL 2018 Spring · Day 2 Bigetron E-Sports vs Sovereign Bo1 1406 – 1422 48% – 52% 0–1 52% -15 / +15
GPL 2018 Spring · Day 2 Kuala Lumpur Hunters vs Sovereign Bo1 1473 – 1437 55% – 45% 0–1 45% -18 / +18
GPL 2018 Spring · Semifinals Ascension Gaming vs Sovereign Bo5 1489 – 1455 59% – 41% 3–0 59% +39 / -39
GPL 2018 Spring · Semifinals Mineski vs Kuala Lumpur Hunters Bo5 1504 – 1455 63% – 37% 1–3 37% -37 / +37
GPL 2018 Spring · Finals Kuala Lumpur Hunters vs Ascension Gaming Bo5 1492 – 1528 40% – 60% 1–3 60% -21 / +21
GPL 2018 Spring · Third-Place Match Mineski vs Sovereign Bo5 1467 – 1416 63% – 37% 3–0 63% +37 / -37

Home Elo going in is each team's rating immediately before game 1, listed in the same order as the teams. Home Elo is the team's rating within its own league.

Series odds are each team's pre-match chance of winning the whole best-of, from the standard Elo formula (a 400-point gap ≈ 91% in one game), compounded over the format assuming independent games. Winner's odds are the chance the eventual winner was given — the lower, the bigger the upset (under 30% is highlighted).

Elo change is each team's Home Elo after the match minus before it (Elo updates after every game). Odds for any two teams on any date: Elo calculator.