Description
Indonesia vs Sweden in the T20 Series is a coin-toss plus match-result market for the scheduled April 13, 2026 encounter. It resolves only when the official toss and the final match result are published by ESPNcricinfo; Indonesia must win both toss and match to be correct, Sweden must win both toss and match to be correct, otherwise the market resolves to Neither. If the match is later postponed, canceled, or no official result is declared, the market remains unsettled until completion.
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This market refers to the combination of the pre-match coin toss and the final match result for the cricket match between Indonesia and Sweden scheduled for 2026-04-13 in T20 Series Indonesia vs Sweden. This market resolves according to (1) the official toss result and (2) the finalized match result as published by https://www.espncricinfo.com/. The outcome corresponding to Indonesia will be considered correct if Indonesia is officially recorded as winning both the toss and the match. The outcome corresponding to Sweden will be considered correct if Sweden is officially recorded as winning both the toss and the match. In all other cases - including where the toss and match winners differ, or where no match winner is recorded - the market will resolve to Neither. DLS/DRS adjustments, over-rate penalties, forfeit/walkover, Super Over, or any other on-field ruling that leads the competition to declare a match winner are treated as ordinary wins. If the match ends tied and the playing conditions provide an on-field tiebreak (e.g., Super Over), the tiebreak winner will be considered the match winner for this market. If the match ends tied with no tiebreak used or available, no team will be considered to have won the match and the market will resolve to Neither. If the match is permanently canceled, abandoned, or otherwise completed without an official match winner being declared, the market will resolve to Neither. If the match is postponed or rescheduled, the market remains open until the listed fixture is completed and will then resolve as described above.