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Dogecoin price range on Mar 26, 2026 at 4pm EDT?

📊 $0 traded 🏦 Source: Kalshi
Total Volume
$0
Open Interest
0
Active Markets
55
Markets
55

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

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

All Outcomes (55)
Outcome Probability Yes Bid Yes Ask 24h Change Volume
$0.0099999 or below 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 →
$0.03 to 0.0349999 0%
$0 Trade →
$0.035 to 0.0399999 0%
$0 Trade →
$0.04 to 0.0449999 0%
$0 Trade →
$0.045 to 0.0499999 0%
$0 Trade →
$0.05 to 0.0549999 0%
$0 Trade →
$0.055 to 0.0599999 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 →
$0.08 to 0.0849999 0%
$0 Trade →
$0.085 to 0.0899999 0%
$0 Trade →
$0.09 to 0.0949999 0%
$0 Trade →
$0.095 to 0.0999999 0%
$0 Trade →
$0.1 to 0.1049999 0%
$0 Trade →
$0.105 to 0.1099999 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 →
$0.145 to 0.1499999 0%
$0 Trade →
$0.15 to 0.1549999 0%
$0 Trade →
$0.155 to 0.1599999 0%
$0 Trade →
$0.16 to 0.1649999 0%
$0 Trade →
$0.165 to 0.1699999 0%
$0 Trade →
$0.17 to 0.1749999 0%
$0 Trade →
$0.175 to 0.1799999 0%
$0 Trade →
$0.18 to 0.1849999 0%
$0 Trade →
$0.185 to 0.1899999 0%
$0 Trade →
$0.19 to 0.1949999 0%
$0 Trade →
$0.195 to 0.1999999 0%
$0 Trade →
$0.2 to 0.2049999 0%
$0 Trade →
$0.205 to 0.2099999 0%
$0 Trade →
$0.21 to 0.2149999 0%
$0 Trade →
$0.215 to 0.2199999 0%
$0 Trade →
$0.22 to 0.2249999 0%
$0 Trade →
$0.225 to 0.2299999 0%
$0 Trade →
$0.23 to 0.2349999 0%
$0 Trade →
$0.235 to 0.2399999 0%
$0 Trade →
$0.24 to 0.2449999 0%
$0 Trade →
$0.245 to 0.2499999 0%
$0 Trade →
$0.25 to 0.2549999 0%
$0 Trade →
$0.255 to 0.2599999 0%
$0 Trade →
$0.26 to 0.2649999 0%
$0 Trade →
$0.265 to 0.2699999 0%
$0 Trade →
$0.27 to 0.2749999 0%
$0 Trade →
$0.275 or above 0%
$0 Trade →

About This Market

This prediction market asks which price range Dogecoin (DOGE) will be in at 4:00 PM Eastern Daylight Time on March 26, 2026; it matters because traders use such markets to express expectations about short-term crypto moves and to hedge exposure.

Dogecoin is a widely traded memecoin whose price often moves with broader crypto market trends, major Bitcoin moves, macro risk sentiment, and social-media-driven flows. Markets for a specific timestamp turn continuous price uncertainty into discrete outcome buckets, allowing participants to take positions on where the spot price will be at that exact moment.

Prediction market odds represent the market's collective assessment of relative likelihoods across the available outcome ranges; interpret them as signals about market sentiment and implied probabilities, not as guarantees of future price action.

Key Factors

Frequently Asked Questions

What exactly does 'at 4pm EDT on Mar 26, 2026' mean in UTC for settlement?

For that date the market uses Eastern Daylight Time (EDT), which is UTC−4; 4:00 PM EDT on March 26, 2026 corresponds to 20:00 UTC on the same day.

What do the 55 outcomes represent and how are they structured?

The 55 outcomes break the possible DOGE spot price at settlement into discrete, non-overlapping ranges (buckets); each ticket corresponds to one range, and only the bucket containing the official settlement price wins.

How is the official settlement price determined for this market?

Settlement follows this market's official rules and reference data source(s); check the market page for the exact exchange/data-feed and any aggregation or time-averaging method used to produce the settlement price.

What happens if the price is exactly on a bucket boundary at settlement time?

Bucket inclusivity (which endpoint is included) is defined in the market's contract terms; consult the event description or rules to see whether upper or lower endpoints are treated as inclusive to determine which outcome wins.

If there is an exchange outage or oracle disruption at settlement time, how will the market handle settlement?

Contingency procedures are described in the market's rules—common approaches include using an alternate data source, a time-weighted average around the target timestamp, or a delayed settlement; check the event's settlement policy for specifics.

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