What is the current probability for "1st Round 3-Ball: Homa/McNealy/Taylor"?

Current Kalshi odds for "1st Round 3-Ball: Homa/McNealy/Taylor": Nick Taylor beats Homa and McNealy 46%, Max Homa beats McNealy and Taylor 42%, Maverick McNealy beats Homa and Taylor 24% (top 3 of 3 outcomes), refreshed continuously.

When does this market resolve?

This event resolves on Oct 15, 2026.

How is the probability calculated?

pdata reads the latest market prices directly from kalshi's public API and normalizes them to a 0-100 probability scale. See https://pdata.world/methodology for details on per-platform conventions.

Where can I get this data programmatically?

The JSON endpoint is https://api.pdata.world/api/v1/events/kalshi/KXPGA3BALL-BAOUC26R1MHOMMMCNNTAY. An MCP server with 9 tools is available at https://api.pdata.world/mcp. Full agent guide: https://pdata.world/agents.md.

opentrade on Kalshi

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event3 outcomes

1st Round 3-Ball: Homa/McNealy/Taylor

·Sports·ends Oct 15, 2026

vol cum

$11.9k

vol 24h

$11.9k

outcomes

ends

Oct 15, 2026

outcomesclick to inspect →

marketselected outcome

Nick Taylor beats Homa and McNealy

rank #1

46¢

▲ 46.0pp

24h change

vol cum

$4.4k

vol 24h

$4.4k

spread

0.03

ends

Oct 15, 2026

If Nick Taylor is determined to have won the 3-ball matchup among Nick Taylor, Max Homa, and Maverick McNealy in the 1st round of the 2026 Bank of Utah Championship, then the market resolves to Yes.

timeline

opened · Sep 30, 2026opencloses · Oct 15, 2026

Nick Taylor beats Homa and McNealy · prices over time

−24h

now

volume · by outcomehover a column to inspect

no volume history

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No similar markets for sports & price markets.