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Dogecoin price range on Mar 11, 2026 at 5pm EDT?

📊 $252 traded 🏦 Source: Kalshi
Total Volume
$252
Open Interest
236
Active Markets
37
Markets
37

Trade This Market

Yes Bid
Yes Ask
Last Price
Prev Close
Buy YES → Buy NO

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

All Outcomes (37)
Outcome Probability Yes Bid Yes Ask 24h Change Volume
$0.095 to 0.0999999 38%
26¢ 37¢ $142 Trade →
$0.09 to 0.0949999 43%
33¢ 44¢ $100 Trade →
$0.085 to 0.0899999 18%
17¢ $10 Trade →
$0.0099999 or below 0%
$0 Trade →
$0.04 to 0.0449999 0%
$0 Trade →
$0.03 to 0.0349999 0%
$0 Trade →
$0.155 to 0.1599999 0%
$0 Trade →
$0.15 to 0.1549999 0%
$0 Trade →
$0.17 to 0.1749999 0%
$0 Trade →
$0.05 to 0.0549999 0%
$0 Trade →
$0.055 to 0.0599999 0%
$0 Trade →
$0.01 to 0.0149999 0%
$0 Trade →
$0.015 to 0.0199999 0%
$0 Trade →
$0.02 to 0.0249999 0%
$0 Trade →
$0.025 to 0.0299999 0%
$0 Trade →
$0.035 to 0.0399999 0%
$0 Trade →
$0.06 to 0.0649999 0%
$0 Trade →
$0.065 to 0.0699999 0%
$0 Trade →
$0.07 to 0.0749999 0%
$0 Trade →
$0.075 to 0.0799999 0%
$0 Trade →
$0.11 to 0.1149999 0%
$0 Trade →
$0.115 to 0.1199999 0%
$0 Trade →
$0.12 to 0.1249999 0%
$0 Trade →
$0.125 to 0.1299999 0%
$0 Trade →
$0.13 to 0.1349999 0%
$0 Trade →
$0.135 to 0.1399999 0%
$0 Trade →
$0.14 to 0.1449999 0%
$0 Trade →
$0.16 to 0.1649999 0%
$0 Trade →
$0.185 or above 0%
$0 Trade →
$0.165 to 0.1699999 0%
$0 Trade →
$0.045 to 0.0499999 0%
$0 Trade →
$0.18 to 0.1849999 0%
$0 Trade →
$0.175 to 0.1799999 0%
$0 Trade →
$0.145 to 0.1499999 0%
$0 Trade →
$0.1 to 0.1049999 0%
14¢ $0 Trade →
$0.08 to 0.0849999 0%
$0 Trade →
$0.105 to 0.1099999 0%
100¢ $0 Trade →

About This Market

This prediction market asks which discrete price range Dogecoin will be trading in at 5:00 pm EDT on March 11, 2026; it matters because it aggregates trader expectations about a specific short-term price outcome.

Dogecoin is a long-standing, community-driven cryptocurrency whose price history has been shaped by broader crypto market trends, social-media-driven demand, and liquidity on major exchanges. By 2026, price moves remain sensitive to macroeconomic conditions, regulatory announcements, major exchange activity, and high-profile endorsements or technical developments.

Market odds here reflect the collective assessment of which pre-defined price range will apply at the specified timestamp; they update as new information arrives and as traders shift exposure across the 37 available outcomes.

Key Factors

Frequently Asked Questions

What exactly is being measured for the 'Dogecoin price range on Mar 11, 2026 at 5pm EDT' market?

The market measures the spot price of Dogecoin at the timestamp defined by the market (5:00 pm EDT on March 11, 2026) and assigns settlement to the pre-specified price range that contains that observed price according to the market's settlement rules.

Which data source or exchange will determine the settlement price for this Dogecoin market on Mar 11, 2026?

Settlement uses the price source specified in the market's official rules on KALSHI; consult the market page or settlement documentation to see the exact exchange(s) or index used as the reference.

If the observed Dogecoin price at 5pm EDT is exactly on a boundary between two ranges, how will this market settle?

Tie-breaking, rounding, and boundary rules are defined in the market's settlement procedure—check the market's rules on KALSHI for the specific instructions used to resolve exact-boundary prints.

Do news events or price moves after 5pm EDT on March 11, 2026 affect the settlement of this market?

No; settlement is based on the price at the defined observation time (5:00 pm EDT). Events or trades occurring after that timestamp do not change which range applies at the settlement snapshot.

How does the fact that there are 37 outcomes influence trading and price discovery for this Dogecoin range market?

With 37 discrete ranges, each outcome covers a narrower price interval than in markets with fewer outcomes, which can improve precision but may spread liquidity across many buckets—traders should consider that order depth and volatility can affect how easily positions are entered or exited in specific ranges.

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