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Will it rain in NYC on Jun 17, 2026?
kalshi

Will it rain in NYC on Jun 17, 2026?

Volume:
$56,744

Rain in NYC

 - Kalshi

Rain in NYC - Kalshi

1W

News

Positive

Negative

Neutral

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Vol.

·

Resolved Jun 18, 2026

Closed: Jun 17, 11:59 PM EST

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Outcome
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Chance %
Price
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Liquidity
Volume
24h
7d
Open Interest
Ends in
Result
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Rain in NYC

View
100%
Yes 100¢No 0¢
100¢
N/A
$56,744
N/A
N/A
$54,243
Settled
Yes
Total markets: 1

Description

This event concerns whether measurable precipitation will occur at Central Park in New York City on June 17, 2026. The outcome depends on whether any amount of rain, snow, or other precipitation is recorded at that specific location on that date.

Kalshi

If the number of inches of precipitation recorded at Central Park, New York on June 17, 2026 is strictly greater than 0, then the market resolves to Yes.

Frequently asked questions

The NYC rainfall prediction market dashboard on Kalshi tracks real-time odds and historical price movements for whether measurable precipitation will fall in New York City on June 17, 2026. Traders buy and sell shares representing "yes" and "no" outcomes, with the current market price reflecting the collective probability estimate. The interface displays 24-hour trading volume of $55,233, cumulative volume of $56,744, and a complete price history showing how sentiment has shifted since the market opened. This live data helps participants monitor changing weather expectations and trader positioning as the event date approaches.

Prediction market odds often diverge from traditional weather forecasts because they incorporate real-time trader behavior, media attention, and emerging data rather than relying solely on meteorological models. While a meteorologist might assign a specific probability based on atmospheric conditions, this market aggregates the beliefs of many participants with financial incentives to be accurate. Comparing the current odds to published forecasts from the National Weather Service or private weather services can reveal whether traders are pricing in more or less rain risk than official models suggest. This divergence frequently highlights information asymmetries or differing interpretations of the same underlying data.

On Kalshi, this market is priced through an automated market maker that converts trader orders into real-time odds for yes and no outcomes. On Kalshi, prices reflect that venue's order book, liquidity, and how traders price the outcome right now. Traders purchase shares at prices between $0 and $1, with the current price reflecting the implied probability that rain will occur on June 17, 2026 in New York City. As more capital flows into either outcome, the price adjusts accordingly. The spread between bid and ask prices tightens as liquidity increases, allowing larger trades to execute with minimal slippage. Settlement occurs at $1 for the winning outcome and $0 for the losing side.

This market resolves around Jun 18, 2026, after June 17, 2026 has passed and weather data becomes final. The outcome is determined by verifying whether measurable precipitation fell in New York City on that date, confirmed through credible public weather reporting and historical records. Once the event is verifiable, the market settles automatically, with all yes shares paying $1 and all no shares paying $0, or vice versa depending on the actual conditions. Traders holding the winning outcome receive their payout proportional to their position size.

Major weather pattern shifts, seasonal forecasts, and atmospheric anomalies can significantly move this market. If meteorologists issue updated long-range forecasts showing increased or decreased rain probability for mid-June, traders will adjust positions accordingly. El Niño or La Niña conditions, jet stream positioning, and tropical storm activity in the Atlantic can all influence New York City's precipitation outlook. Media coverage of extreme weather or climate patterns may also drive trader sentiment. As June 17 approaches, short-range forecasts become more reliable, typically causing larger price movements as uncertainty narrows and the true probability becomes clearer.