
Stephane Danho - Patrick Sikazwe: betting on the winner of this teqball match
Stephane Danho - Patrick Sikazwe is a teqball match between Stephane Danho and Patrick Sikazwe, set for 13.11.2026 10:30. Depending on the tournament draw, each side is either a single player or a pair of partners. On the match page the two names flank the date, with the time above and the tournament name below.
Team Wins on Stephane Danho - Patrick Sikazwe
The Team Wins block is settled on the result of the whole match. W1 sits on the left, on the Stephane Danho side, and W2 on the right:
Selection | Wins if |
|---|---|
W1 | Stephane Danho takes two sets |
W2 | Patrick Sikazwe takes two sets |
The set score makes no difference to the payout: a two-nil win is worth exactly as much as a two-one win, and only the side that reaches two sets first matters. If a pair named for Stephane Danho - Patrick Sikazwe has at least one player substituted, winner bets are paid at odds of 1, so stakes are simply returned (section 9, point 17).
If the match is abandoned


Should Stephane Danho - Patrick Sikazwe be abandoned before it finishes, markets already decided at that moment are settled as normal and the rest at odds of 1 (section 9, point 10).
From price to slip
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The tournament's other fixtures are on Teqball Open. Accra, and every teqball event on the board sits in the pre-match teqball section. Backing Stephane Danho or Patrick Sikazwe requires a 1xBet account.
Popular events and sports news
Stephane Danho - Patrick Sikazwe: conflicting stats and revised results
Official and independent stats for Stephane Danho - Patrick Sikazwe don't agree. Which ones settle my bet?
The bookmaker can settle it from video footage of the match or from an independent source (section 9, point 23).
If the Stephane Danho - Patrick Sikazwe result is revised later because one side forfeits, does my bet change?
No. Payment follows the result declared right after the match from the official sheet and other official sources, and the later revision is not applied (section 9, point 27).