Current implied probability
Brewers (-1.5) No observed price
Brewers (-1.5) No observed priceMarket quality
30 / 100
Low quality24h Volume
$1K
Liquidity
$90.6
Low liquidityComments
0
Market data
Updated 8 minutes ago
Oct 2, 26, 8:02 PM UTCOct 11, 26, 3:59 AM UTC
Trends
Padres (-1.5)Lost
Before close: 27% ·
Padres (-2.5)Lost
Venue terms
Source: Polymarket
Informational venue terms only; CoinRithm paper trading uses its own rules.
- Minimum order (shares):
- 5
- Tick size:
- 1 percentage points
- Fees:
- Yes
Related Markets
Related questions for context, not a comparison of equivalent contracts.
MLB Playoffs: Brewers vs. Padres Total Games O/U
PolymarketMLB Playoffs: Who Will Hit a Home Run? - Brewers vs. Padres
PolymarketMLB Playoffs: Who Will Win Series? - Brewers vs. Padres
PolymarketMLB Playoffs: Rays vs. Yankees Series Spread
PolymarketMLB: San Diego Padres vs Milwaukee Brewers: Total Runs (Oct 4, 2026)
Robinhood (Rothera)MLB: San Diego Padres vs Milwaukee Brewers: Spread (Oct 4, 2026)
Robinhood (Rothera)Rules
The 2026 MLB Playoffs National League Division Series between the Milwaukee Brewers and San Diego Padres is a best-of-five series, won by the first team to win three games.
- Each market in this event names a team and a series spread of -1.5 or -2.5 games, and its two outcomes are the named team with that spread (for example, "Brewers -1.5") and the other team with the opposite spread (for example, "Padres +1.5").
- A -1.5 spread is covered if the named team wins the series 3-0 or 3-1, and a -2.5 spread is covered if the named team wins the series 3-0.
- If the series is completed, each market will resolve to the named team's outcome if its spread is covered and to the other team's outcome if it is not.
- If the series is not completed by October 23, 2026, 11:59 PM ET, for any reason, including cancellation of the 2026 MLB Playoffs, a market will resolve to the other team's outcome if the other team has already won enough games that the named team can no longer cover the spread (2 games against a -1.5 spread, 1 game against a -2.5 spread).
- Otherwise, it will resolve to 50-50.
