| Outcome | Probability | Yes Bid | Yes Ask | 24h Change | Volume | |
|---|---|---|---|---|---|---|
| $0.045 or above | 0% | 0¢ | 0¢ | — | $0 | Trade → |
| $0.025 or above | 0% | 0¢ | 0¢ | — | $0 | Trade → |
| $0.01 or above | 0% | 0¢ | 0¢ | — | $0 | Trade → |
| $0.06 or above | 0% | 0¢ | 0¢ | — | $0 | Trade → |
| $0.15 or above | 0% | 0¢ | 0¢ | — | $0 | Trade → |
| $0.04 or above | 0% | 0¢ | 0¢ | — | $0 | Trade → |
| $0.155 or above | 0% | 0¢ | 0¢ | — | $0 | Trade → |
| $0.18 or above | 0% | 0¢ | 0¢ | — | $0 | Trade → |
| $0.145 or above | 0% | 0¢ | 0¢ | — | $0 | Trade → |
| $0.05 or above | 0% | 0¢ | 0¢ | — | $0 | Trade → |
| $0.19 or above | 0% | 0¢ | 0¢ | — | $0 | Trade → |
| $0.115 or above | 0% | 0¢ | 0¢ | — | $0 | Trade → |
| $0.005 or above | 0% | 0¢ | 0¢ | — | $0 | Trade → |
| $0.015 or above | 0% | 0¢ | 0¢ | — | $0 | Trade → |
| $0.02 or above | 0% | 0¢ | 0¢ | — | $0 | Trade → |
| $0.03 or above | 0% | 0¢ | 0¢ | — | $0 | Trade → |
| $0.035 or above | 0% | 0¢ | 0¢ | — | $0 | Trade → |
| $0.085 or above | 0% | 0¢ | 0¢ | — | $0 | Trade → |
| $0.065 or above | 0% | 0¢ | 0¢ | — | $0 | Trade → |
| $0.12 or above | 0% | 0¢ | 0¢ | — | $0 | Trade → |
| $0.17 or above | 0% | 0¢ | 0¢ | — | $0 | Trade → |
| $0.125 or above | 0% | 0¢ | 0¢ | — | $0 | Trade → |
| $0.165 or above | 0% | 0¢ | 0¢ | — | $0 | Trade → |
| $0.16 or above | 0% | 0¢ | 0¢ | — | $0 | Trade → |
| $0.135 or above | 0% | 0¢ | 0¢ | — | $0 | Trade → |
| $0.14 or above | 0% | 0¢ | 0¢ | — | $0 | Trade → |
| $0.195 or above | 0% | 0¢ | 0¢ | — | $0 | Trade → |
| $0.175 or above | 0% | 0¢ | 0¢ | — | $0 | Trade → |
| $0.185 or above | 0% | 0¢ | 0¢ | — | $0 | Trade → |
| $0.13 or above | 0% | 0¢ | 0¢ | — | $0 | Trade → |
| $0.075 or above | 0% | 0¢ | 0¢ | — | $0 | Trade → |
| $0.08 or above | 0% | 0¢ | 0¢ | — | $0 | Trade → |
| $0.07 or above | 0% | 0¢ | 0¢ | — | $0 | Trade → |
| $0.055 or above | 0% | 0¢ | 0¢ | — | $0 | Trade → |
| $0.105 or above | 0% | 0¢ | 0¢ | — | $0 | Trade → |
| $0.1 or above | 0% | 0¢ | 0¢ | — | $0 | Trade → |
| $0.11 or above | 0% | 0¢ | 0¢ | — | $0 | Trade → |
| $0.095 or above | 0% | 0¢ | 0¢ | — | $0 | Trade → |
| $0.09 or above | 0% | 0¢ | 0¢ | — | $0 | Trade → |
This market asks what the price of Dogecoin (DOGE) will be at 5:00 PM EDT on March 17, 2026; it matters because it lets traders express views and reveals collective expectations for DOGE at that exact timestamp.
Dogecoin is a widely traded, inflationary cryptocurrency that often moves with broader crypto sentiment, Bitcoin price action, and episodic social-media or exchange-driven attention. By 2026, macro conditions, regulatory developments, and liquidity on major venues remain the principal contextual drivers that can amplify or dampen DOGE moves.
Market prices on this platform reflect the aggregate beliefs of traders about which price bucket will hold at the specified timestamp; they are market-implied signals, not guarantees.
It measures the DOGE price at that precise timestamp according to the market's stated settlement rule; the official price source and the definition used for 'price at 5pm EDT' are listed on the market page.
The 39 outcomes partition the possible DOGE price range at settlement into mutually exclusive buckets (ranges or points) as defined when the market was created; the single outcome that contains the official settlement price after the platform applies its price rule will be the winning outcome.
Trading close and settlement timing are set by the market creator or platform and will appear in the market details once specified; monitor the market page for the official close time and the platform's published settlement timeline.
The platform's contingency and dispute-resolution rules apply: they may use an alternate data source, an averaged window around the timestamp, or other fallback procedures documented in the market's settlement rules—check those rules or contact support for specifics.
Examine recent intraday volatility and liquidity near the event time, compare similar calendar-period moves, and factor in likely news flow and correlation with BTC; use that volatility to size positions and set stop-losses given the discrete-outcome structure of the market.