Will Bitcoin dip to $40,000 by December 31, 2026?
24%
-1.0ppProbability is mostly stable over 24h. Signal quality is low because 24h volume is unavailable.
Signal: LowThis market has limited liquidity/activity, so recent probability moves may be distorted by small trades or sparse updates.
Current
6%
24h Change
+0.2pp
7D Change
Not enough history
30D Change
Not enough history
Snapshots
8
This page helps you check whether the move is fresh, meaningful, low-confidence, or near resolution before opening the source market.
Probability is mostly stable over 24h. The recorded move is up 0.2pp. Signal quality is low because 24h volume is unavailable; liquidity is $832 and 24h volume is unavailable. Treat this as low-confidence and verify on Polymarket.
Low liquidity can exaggerate probability moves. Treat this as a weak signal unless confirmed by higher volume or external context.
Implied probabilities from synced Polymarket data. EventAlpha does not support trading.
This market will resolve to "Yes" if, by 11:59 PM ET on the date specified, a quantum computer has been publicly demonstrated to derive a valid private key corresponding to an existing Bitcoin address using a quantum algorithm, such that the derived key is sufficient to sign a valid transaction on the Bitcoin mainnet. Otherwise, this market will resolve to “No.” To qualify, the demonstration must satisfy all of the following: The private key must be derived from a real Bitcoin address whose corresponding public key has been revealed on the Bitcoin blockchain (for example, via a prior transaction). The address must use standard Bitcoin cryptography with no artificial weakening or modification. The target address must be reasonably believed not to be controlled by the demonstrator. This may be established through credible reporting, prior attribution (such as a known exchange or historical address), or broad consensus among experts. The derivation must rely on a quantum computing method that provides a computational advantage for solving the elliptic curve discrete logarithm problem underlying Bitcoin’s ECDSA (e.g., Shor’s algorithm or a comparable quantum algorithm). Purely classical methods, side-channel attacks, or approaches where quantum computation does not play a material role in deriving the key do not qualify. The derived private key must be shown to be valid by either signing and broadcasting a valid transaction from the target address on the Bitcoin mainnet, or by independent reproduction and confirmation by multiple credible third parties. The result must be widely accepted by the cryptographic research community as valid. The resolution source will be a consensus of credible reporting.
No otherwise — if the Yes condition is not satisfied by the resolution criteria.
This market resolves according to the source market rules. Review the source market before relying on this interpretation.
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