WSCI 2026: MVP — live odds on every candidate
The live market makes Hwichan at 99% implied probability (1.01) the favourite in the WSCI 2026: MVP market, ahead of wunai3 (99%, 1.01). Every candidate is priced on a real exchange order book — the whole field sums to roughly 100%, with no bookmaker's margin.
The full WSCI 2026: MVP field on a real exchange — order-book prices for every candidate, no vig, and on-chain settlement. Browse the whole board free; fund with crypto only when you want to back a pick.
How this futures market settles
WSCI 2026: MVP is a single neg-risk field: every candidate is a Yes/No market on that outcome, and the prices across the field sum to roughly one. When the outcome is decided, the winning candidate's shares redeem for one dollar each on-chain via Polymarket's oracle, verifiable on Polygon; a candidate that drops out before settlement voids to zero. OVERDOG charges a flat 1% fee plus Polymarket's own fees, disclosed at bet time — no vig.
Live odds across the WSCI 2026: MVP field
The WSCI 2026: MVP field on the exchange includes Hwichan, wunai3, Bruce, Zicssi, zay, Zoelys, Haetae, Qing and 52 more. Each contender is a separate Yes/No market you can back or lay at order-book prices — the winning candidate's shares redeem for one dollar each, and every other candidate settles at zero. OVERDOG charges a flat 1% fee plus Polymarket's own fees, disclosed at bet time; there is no vig on top of the exchange price.
How the WSCI 2026: MVP market resolves
Settlement follows Polymarket's published resolution criteria for this market: “This market will resolve according to the player named MVP (Most Valuable Player) of the 2026 World Star Challengers Invitational (WSCI 2026), currently scheduled for September 20 to October 2, 2026, with the Grand Final scheduled for October 2, 2026. If the organizer presents both a tournament MVP award and a Finals MVP award, the tournament MVP award will be used; if only a Finals MVP award is presented, that…” The result is settled on-chain via Polymarket's oracle and is verifiable on Polygon.