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Dogecoin price range on Mar 16, 2026 at 5pm EDT?

📊 $0 traded 🏦 Source: Kalshi
Total Volume
$0
Open Interest
0
Active Markets
37
Markets
37

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

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

About This Market

This market asks which price range Dogecoin (DOGE) will occupy at 5pm EDT on March 16, 2026; it lets participants express views on DOGE’s near-term value and trade on anticipated volatility. It matters because outcome prices reflect how market participants collectively weigh incoming information about crypto and macro developments ahead of that timestamp.

Dogecoin began as a 2013 meme-based cryptocurrency and has since become a liquid, retail-driven asset known for large short-term moves. Its price behavior is shaped by broader cryptocurrency cycles, macroeconomic conditions, regulatory actions, exchange liquidity, and bursts of retail and social-media–driven activity.

Each outcome represents a discrete price interval for DOGE at the specified timestamp; market odds indicate how traders are allocating capital across those intervals and will change as new information arrives. Interpret odds as the market’s real-time aggregation of expectations rather than a fixed prediction.

Key Factors

Frequently Asked Questions

What exact outcomes are available in the 'Dogecoin price range on Mar 16, 2026 at 5pm EDT' market?

The market is divided into 37 discrete price-range outcomes that collectively cover possible DOGE price levels at the settlement time; see the KALSHI market page for the precise numeric bounds and labeling of each outcome.

How and when will this market settle on Mar 16, 2026 at 5pm EDT?

The market settles to the single outcome whose price range contains the authoritative DOGE reference price at 5pm EDT on Mar 16, 2026, using the exchange- or index-based settlement method specified by KALSHI in the market rules.

What does 'Closes: TBD' mean for trading this Dogecoin price-range market?

'Closes: TBD' indicates that the definitive pre-event trading close time has not yet been posted; KALSHI will publish the official close time and any trading cutoff rules prior to settlement, so participants should consult the market page for updates.

How can news or events between now and Mar 16, 2026 at 5pm EDT affect which outcome wins?

New information (large on-chain transfers, macro data, regulatory news, exchange incidents, or viral social-media events) can shift market views and cause capital to reallocate across outcomes, changing which price-range is most likely to settle.

Why does this market use many (37) discrete outcomes instead of a simple above/below question?

Multiple fine-grained outcomes allow traders to express nuanced views about where exactly DOGE will trade at the timestamp, accommodate expectations of volatility, and produce more informative price discovery across a continuum of possible levels.

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