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What will the temperature in Prague be at 06:00 on Saturday 14 November?

openTarget hour 2026-11-14 06:00 UTC · your time 06:00Ladder ≤ -3°C … ≥ 7°CForecast at listing 1.8°CTickets close in 18 h

Live determination data

weathermarket.ai ↗
reading the runs…
METAR baseline now
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no METAR in this run
Consensus now
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Loading the runs…
Last 24 hourly runs, in UTC. The ladder's range is shaded; the reading at 06:00 on the target day settles each pool.

Crowd index

5 tickets · 199 sUSDT
What the tickets say the reading will be, under each reference. Moves with every ticket.
Crowd · consensus
2.1°C
most likely 2°C · spread ±2.5
Crowd · METAR
1.8°C
most likely 3°C · spread ±2.5
Probability by degree
10%21%forecast 1.8°C≤-3°C-2°C-1°C0°C1°C2°C3°C4°C5°C6°C≥7°C
Crowd expectation, ticket by ticket
1.8°C2.1°C2.1°C1.8°C12 Nov, 15:3513 Nov, 10:08
Your ticket
1 · Which reading judges you
2 · Pick one or more degrees · price = crowd probability under Consensus
3 · Stake per degree
sUSDT
Pick at least one degree to see the price.
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My tickets

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No tickets of yours on this ladder yet.

Recent tickets

5
WhenWhoJudged byDegreesCostOutcome
68 min agosimulated participantConsensus2°C28.83 sUSDTopen
2 h agosimulated participantConsensus1°C · 2°C · 3°C70.25 sUSDTopen
4 h agosimulated participantMETAR baseline1°C15.46 sUSDTopen
5 h agosimulated participantConsensus4°C · 5°C · 6°C63.08 sUSDTopen
20 h agosimulated participantMETAR baseline3°C21.11 sUSDTopen

Rules

The ladder is whole degrees in °C: ≤ -3°C at the bottom, ≥ 7°C at the top, one bin per degree between. A reading of x lands in the bin whose range contains it (each bin spans half a degree either side).

Two references, two pools. A ticket names the reading that judges it. Consensus is the oracle's value for the target hour; the pool is refunded at cost if that hour is not settlement-eligible. METAR baseline is the station's own report observed nearest the target hour - the routine METAR within 30 minutes either side, as corrected - so a report left over from the hour before never judges a ticket; the pool is refunded if the station sent none in that window. The two pools never mix.

Pricing. Each pool is a market maker over the bins (LMSR, b = 600); a bin's price is the crowd's probability for it. A ticket buys shares in every degree it picks; the winning degree pays 1 sUSDT a share, the rest pay nothing.

Timing. Tickets close one hour before the target hour. Settlement runs after the hour's run is stored, on the oracle's values only. More →