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Dogecoin price range on Mar 17, 2026 at 5pm EDT?

📊 $0 traded 🏦 Source: Kalshi
Total Volume
$0
Open Interest
0
Active Markets
39
Markets
39

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Prices in cents (1¢ = 1%). Trade on Kalshi.

All Outcomes (39)
Outcome Probability Yes Bid Yes Ask 24h Change Volume
$0.11 to 0.1149999 0%
$0 Trade →
$0.115 to 0.1199999 0%
$0 Trade →
$0.01 to 0.0149999 0%
$0 Trade →
$0.045 to 0.0499999 0%
$0 Trade →
$0.145 to 0.1499999 0%
$0 Trade →
$0.15 to 0.1549999 0%
$0 Trade →
$0.025 to 0.0299999 0%
$0 Trade →
$0.055 to 0.0599999 0%
$0 Trade →
$0.185 to 0.1899999 0%
$0 Trade →
$0.02 to 0.0249999 0%
$0 Trade →
$0.04 to 0.0449999 0%
$0 Trade →
$0.175 to 0.1799999 0%
$0 Trade →
$0.12 to 0.1249999 0%
$0 Trade →
$0.135 to 0.1399999 0%
$0 Trade →
$0.16 to 0.1649999 0%
$0 Trade →
$0.19 to 0.1949999 0%
$0 Trade →
$0.195 or above 0%
$0 Trade →
$0.015 to 0.0199999 0%
$0 Trade →
$0.03 to 0.0349999 0%
$0 Trade →
$0.08 to 0.0849999 0%
$0 Trade →
$0.09 to 0.0949999 0%
$0 Trade →
$0.17 to 0.1749999 0%
$0 Trade →
$0.0099999 or below 0%
$0 Trade →
$0.125 to 0.1299999 0%
$0 Trade →
$0.085 to 0.0899999 0%
$0 Trade →
$0.05 to 0.0549999 0%
$0 Trade →
$0.14 to 0.1449999 0%
$0 Trade →
$0.18 to 0.1849999 0%
$0 Trade →
$0.165 to 0.1699999 0%
$0 Trade →
$0.155 to 0.1599999 0%
$0 Trade →
$0.13 to 0.1349999 0%
$0 Trade →
$0.035 to 0.0399999 0%
$0 Trade →
$0.065 to 0.0699999 0%
$0 Trade →
$0.06 to 0.0649999 0%
$0 Trade →
$0.075 to 0.0799999 0%
$0 Trade →
$0.07 to 0.0749999 0%
$0 Trade →
$0.105 to 0.1099999 0%
$0 Trade →
$0.095 to 0.0999999 0%
$0 Trade →
$0.1 to 0.1049999 0%
$0 Trade →

About This Market

This Kalshi market asks which price range Dogecoin (DOGE) will be in at 5pm EDT on March 17, 2026. It matters because the market aggregates trader expectations about Dogecoin's value at that precise timestamp and can serve as a real‑time sentiment signal.

Dogecoin is a high‑volatility cryptocurrency whose short‑term moves often track broader crypto market trends, macroeconomic news, and social‑media driven events. This market offers 39 mutually exclusive price‑range outcomes; settlement will be based on the market's official reference price at the listed timestamp, and the market close time is currently listed as TBD — check the event page for any updates to closing rules or the price source.

Odds in this market represent the collective view of traders about which price range will contain DOGE at the snapshot time; they update as new information arrives and are not guarantees of a particular outcome.

Key Factors

Frequently Asked Questions

What exactly is being measured at '5pm EDT on Mar 17, 2026' for this market?

The market will use the official reference price at that precise timestamp to determine which price‑range outcome wins; consult the event page for the named price source and whether the settlement uses a last trade, aggregated mid‑price, or another method.

How do the 39 outcomes work and how is a single winner determined?

The outcomes partition the price axis into 39 non‑overlapping intervals; whichever interval contains the reference price at the snapshot time is the single winning outcome. Exact interval boundaries are listed on the event page.

When does trading close for this market if the page currently shows 'Closes: TBD'?

If close time is TBD, it may be set or updated later; platforms often close trading shortly before settlement or impose a freeze window. Monitor the event page and official notices for the final trading‑close time and any freeze rules.

Which data feed or exchange will determine the DOGE price used for settlement?

The market's rulebook or event details specify the reference data source (an exchange, price aggregator, or index). Check the event page to confirm the named source and any fallback rules if that source is unavailable.

Can last‑minute news or large trades change which outcome wins?

Yes — sharp news, social‑media posts, or sizable orders near the snapshot can move the reference price, especially in thin order‑book conditions. Traders should be aware that snapshots capture the market at a single instant and can reflect ephemeral volatility.

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