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Portugal Presidential Election

Ends Dec 31, 25
0 Traders
$136.5M Vol.
💧$0 Liq

Trend

Outcomes

NO IMG
António José Seguro (IND)
$7,867,806.308 Vol.
100%
NO IMG
André Ventura (CH)
$19,399,481.038 Vol.
50%
NO IMG
Raul Perestrello (IND)
$18,905,388.951 Vol.
50%
NO IMG
Aristides Teixeira (IND)
$9,129,551.072 Vol.
50%
NO IMG
Pedro Tinoco de Faria (IND)
$8,706,167.693 Vol.
50%
NO IMG
José Cardoso (PLS)
$8,448,383.481 Vol.
50%
NO IMG
António Filipe (PCP)
$7,184,026.571 Vol.
50%
NO IMG
Ângela Maryah (IND)
$7,078,441.168 Vol.
50%
NO IMG
Jorge Pinto
$6,453,061.397 Vol.
50%
NO IMG
Joana Amaral Dias (ADN)
$6,003,993.939 Vol.
50%
NO IMG
João Cotrim Figueiredo (IL)
$4,243,461.351 Vol.
50%
NO IMG
Luís Marques Mendes (PSD)
$4,148,458.218 Vol.
50%
NO IMG
Vitorino Silva (IND)
$4,143,490.654 Vol.
50%
NO IMG
Pedro Passos Coelho (PSD)
$4,120,614.487 Vol.
50%
NO IMG
Rui Moreira (IND)
$4,047,911.576 Vol.
50%
NO IMG
Paulo Portas (CDS)
$3,839,857.302 Vol.
50%
NO IMG
Manuela Magno (IND)
$3,477,295.418 Vol.
50%
NO IMG
Catarina Martins (BE)
$3,267,955.979 Vol.
50%
NO IMG
Henrique Gouveia e Melo (IND)
$2,954,275.51 Vol.
50%
NO IMG
André Pestana (IND)
$1,875,020.08 Vol.
50%
NO IMG
Orlando Cruz (IND)
$814,462.723 Vol.
50%
NO IMG
Tim Vieira (IND)
$360,281.273 Vol.
50%

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This market will resolve to "Yes" if Bitcoin (BTC) reaches a price of $150,000 USD or higher on any major exchange (Coinbase, Binance, Kraken) before December 31, 2025, 23:59:59 UTC.

The resolution will be based on the highest price recorded on CoinMarketCap during the specified period. If Bitcoin reaches $150,000 at any point before the deadline, this market resolves to "Yes".

Resolution Criteria:

  • Primary source: CoinMarketCap historical data
  • Secondary sources: Coinbase, Binance, Kraken
  • Price must be sustained for at least 1 minute
  • UTC timezone for all timestamps

On-Chain Verification

UMA Question ID
N/A
Gnosis Condition ID
N/A
Resolution Source
Umacon & Polymarket
Resolver
0x...7a23

Verification data is sourced directly from the Polymarket protocol on the Polygon network. Predictions are resolved by the UMA Optimistic Oracle.

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