Rankings / FST 2026 / Matches
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Applies across every league; days end in each league’s local time.

Match data

FST 2026 matches

Every match played, with each team's Effective Elo going in, the pre-match odds of winning the series, the result, and the Elo that changed hands. Back to the FST 2026 chart.

Date Stage Teams Format Effective Elo going in Series odds Result Winner's odds Elo change
First Stand 2026 · Groups Day 1 Bilibili Gaming vs BNK FEARX Bo5 1957 – 2017 34% – 66% 3–2 34% +24 / -24
First Stand 2026 · Groups Day 1 G2 Esports vs Team Secret Whales Bo5 1784 – 1678 76% – 24% 3–0 76% +31 / -31
First Stand 2026 · Groups Day 2 Gen.G vs JD Gaming Bo5 2177 – 1879 97% – 3% 3–0 97% +13 / -13
First Stand 2026 · Groups Day 2 LYON vs LOUD Bo5 1589 – 1625 40% – 60% 3–2 40% +19 / -19
First Stand 2026 · Groups Day 3 Bilibili Gaming vs G2 Esports Bo5 1979 – 1832 84% – 16% 3–0 84% +25 / -25
First Stand 2026 · Groups Day 3 BNK FEARX vs Team Secret Whales Bo5 1964 – 1630 98% – 2% 3–0 98% +12 / -12
First Stand 2026 · Groups Day 4 Gen.G vs LYON Bo5 2208 – 1620 100% – 0% 3–0 100% +3 / -3
First Stand 2026 · Groups Day 4 JD Gaming vs LOUD Bo5 1874 – 1593 97% – 3% 3–0 97% +14 / -14
First Stand 2026 · Groups Day 5 G2 Esports vs BNK FEARX Bo5 1789 – 1986 10% – 90% 3–0 10% +63 / -63
First Stand 2026 · Groups Day 5 LYON vs JD Gaming Bo5 1615 – 1898 3% – 97% 1–3 97% +8 / -8
First Stand 2026 · Semifinals Bilibili Gaming vs JD Gaming Bo5 2026 – 1885 83% – 17% 3–0 83% +27 / -27
First Stand 2026 · Semifinals Gen.G vs G2 Esports Bo5 2169 – 1896 96% – 4% 0–3 4% -72 / +72
First Stand 2026 · Finals G2 Esports vs Bilibili Gaming Bo5 2016 – 2053 40% – 60% 1–3 60% -25 / +25

Effective Elo going in is each team's rating immediately before game 1, listed in the same order as the teams. Effective Elo = Home Elo (the team's rating within its own league) + its region's adjustment, so teams from different regions are on one scale. Hover a rating for the breakdown.

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.