Resolves 1 Jan 2027 · 73 days

MSTR if Bitcoin reaches $95,000 in 2026

37%Chance from Polymarket ↗63%
Otherwise—
If it happensNothing

NO1.54×

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Paid out by a verified contract: the contracts, and this order

Min $0.01 · Pays in MSTR (tokenized, on Base) · Fund with USDC or MSTR

Fills now or not at all; the signature expires in 10 minutes. MSTR here is wtMSTR on Base; dollars at $136.69 today.

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Will Bitcoin reach $95,000 by December 31, 2026?

Full rules and settlement
This market will resolve to "Yes" if any Binance 1 minute candle for Bitcoin (BTC/USDT) between the creation of this market through 11:59 PM ET on the last day of the year specified in the title has a final "High" price equal to or greater than the price specified in the title. Otherwise, this market will resolve to "No”. Price action before this market's creation will not be considered. The resolution source for this market is Binance, specifically the BTC/USDT "High" prices available at https://www.binance.com/en/trade/BTC_USDT, with the chart settings on "1m" for one-minute candles selected on the top bar. Please note that the outcome of this market depends solely on the price data from the Binance BTC/USDT trading pair. Prices from other exchanges, different trading pairs, or spot markets will not be considered for the resolution of this market.

How it settles

  1. 1
    Deadline · 1 Jan 2027
    The words above are frozen on chain.
  2. 2
    Anyone proposes the answer
    With a 500 USDC bond on UMA.
  3. 3
    24h to dispute
    Undisputed, it settles; a second dispute goes to a UMA vote.
  4. 4
    Redeem
    The winning leg redeems for one MSTR.

Contracts and settlement

This question mirrors the Polymarket market "Will Bitcoin reach $95,000 by December 31, 2026?" (https://polymarket.com/event/what-price-will-bitcoin-hit-before-2027, Polygon conditionId 0xacec7e5b90ccb1ac4c950e3aff18156d6ce1bb7b0c87c001a281279412dca784). Its rules are copied verbatim below as published on 2026-09-30; wherever they say "this market", they mean that Polymarket market.

Nobody can edit the frozen words, including Polymarket. The proposer posts a 500 USDC bond plus UMA’s 250 USDC final fee, both returned if their answer stands, on UMA, the oracle Polymarket also uses, through the same adapter contract Polymarket uses, unmodified. A first dispute re-opens the question; a second goes to UMA’s token-holder vote, and whoever was wrong loses their bond: if you hold a leg a wrong answer would hurt, the dispute window is yours.

Emergency override: the adapter’s admin can flag a question and resolve it manually one hour later, with any payout, over whatever UMA said. That power exists in Polymarket’s adapter as deployed (0x006B05…19e665 (opens in a new tab)).

Polymarket’s own result has no effect here. The two are expected to agree because the wording is the same.

Oracle
0x006B05…19e665 (opens in a new tab)
Question id
0xec978859e06eb1e1b32662b98caea567eae922a6422c34fdb38b32b50c055c47
Condition
0xf7f458f1f5c96e6dc6e77efe1265f1d0570deab9e25b91fb28be7f47a73706bb
Exchange
0xAAf98C…dd2e78 (opens in a new tab)
Collateral
wtMSTR (opens in a new tab)
  • Settles through Polymarket's UMA adapter (unmodified) on UMA's Optimistic Oracle. The question text is frozen on chain and copies Polymarket's rules word for word. After the deadline anyone can propose the answer with a 500 USDC bond plus UMA's 250 USDC final fee (both returned if the answer stands); undisputed for 24h it settles, disputed it goes to UMA's token-holder vote. Polymarket's own result has no effect here. The adapter's admin can flag an unresolved question and resolve it manually one hour later — an emergency override over UMA's answer, disclosed because it exists.
  • The Polymarket probability shown is for reference only. It is not traded here and does not settle anything here.
  • wtMSTR is an upgradeable token controlled by its issuer. Every position here depends on it.
  • Dividends accrue into wtMSTR as backing and flow to whichever leg wins. These legs decompose total return, not price.
  • A contingent claim on a security is a derivative on a security. This is a proof of concept.