SimpleFunctions
ClosedLast odds shown below are frozen at close (Jun 24, 2026). Future questions tracked on /odds.
Winner-take-all answer·4 source contracts·Kalshi 4·closed just now

Will Darializa Avila Chevalier be victorious in the NY-13 Democratic primary AND Alex Bores be defeated in the NY-12 Democratic primary for Sep 2026

Leader sits at 37% across 4 bound outcomes, runner-up at 17%. This is a winner-take-all market — the headline is the leader’s price, not an arithmetic mean.

Leader probability

37%

Chevalier and Bores lose

runner-up 17¢leader 37¢

Outcomes

4

winner-take-all

Runner-up

17¢

Chevalier and Bores win

Spread

20pp

contested

24h volume

$87

thin orderbook

Closes

not derived

Venue

Kalshi

4 bound

30-day trend

0%50%100%-30d-3w-2w-1wtodayChevalier and Bores lose: 14% (2 days, 2 points)Chevalier and Bores lose: 14% on 2026-06-24Chevalier and Bores win: 10% (2 days, 2 points)Chevalier and Bores win: 10% on 2026-06-24Chevalier wins, Bores loses: 49% (2 days, 2 points)Chevalier wins, Bores loses: 49% on 2026-06-24
Chevalier and Bores lose14¢Chevalier and Bores win10¢Chevalier wins, Bores loses49¢
Top 3 candidates by current price · 2d

Bracket family

How the bracket ladder is priced.

Each row is one outcome on the venue. Sorted by 24h volume — the heaviest book is at the top.

Analysis

This probability reflects the chance that Democrat Darializa Avila Chevalier wins the NY-13 primary while simultaneously Alex Bores loses the NY-12 primary in September 2026. The current 37% reading suggests this combined outcome is possible but unlikely. The pricing likely reflects uncertainty about both candidates' fundraising, endorsements, and name recognition relative to their opponents in these adjacent New York districts. The September 2026 primary election itself is the key event that will resolve all uncertainty. Shifts in this probability would typically follow major campaign developments, polling releases if conducted, or endorsements from notable figures in either district. The combination requirement makes this less probable than either outcome independently, since both conditions must be met simultaneously.

  • Primary election date is scheduled for September 2026; no earlier resolution mechanism exists
  • NY-13 and NY-12 are distinct races with separate electorates, so outcomes are not perfectly correlated but may share regional political trends
  • Avila Chevalier's performance depends on her relative position among NY-13 Democratic candidates; Bores' defeat requires a competing candidate to accumulate more votes
  • Campaign spending, endorsement patterns, and voter contact intensity between now and September will materially affect candidate viability
  • Both seats' Democratic primary electorate composition and turnout assumptions significantly impact the probability of this specific two-outcome combination

What moved the line

  • Jun 24Chevalier wins, Bores loses41pp849¢ · Kalshi
  • Jun 24Chevalier and Bores lose24pp3814¢ · Kalshi
  • Jun 24Chevalier and Bores win23pp3310¢ · Kalshi
  • Jun 24Chevalier loses, Bores wins3pp85¢ · Kalshi

Recently closed in election 2026

These markets stopped trading. Last odds and any captured outcome are shown above — full settlement detail lives at the venue.

More like this

Other questions in election 2026.

How we compute these odds

SimpleFunctions aggregates live prediction-market contracts from Kalshi and Polymarket. Each slug groups contracts that resolve on the same underlying event, identified by venue event_id.

For binary slugs, the headline probability is the liquidity-weighted mid-price across all bound contracts. For multi-outcome slugs (e.g. elections with 3+ candidates), the headline is the leader’s price; we never arithmetically average disjoint outcomes — that would produce a number with no real-world meaning.

Snapshots refresh every 5 minutes during market hours; daily aggregates are computed at 04:00 UTC. The 30-day sparkline is drawn from per-ticker daily means stored in market_indicator_daily; 24h delta and movement events are derived from the same source.

Last updated on this page: just now.