Will the price of Bitcoin be above $56,000 on August 11?
BUY NO
- Cost
- 0.1¢
- Implied chance
- 0.1%
- Return if right
- 99900.0%
- Spread cost
- n/a
If you put in $100
You get 100000.0 shares at 0.1¢ each.
NO wins: $100000.00 back, a profit of $99900.00. NO loses: $0.00, and the whole $100 is gone.
Assumes the whole order fills at this price. A large order eats into the book and averages worse.
Buy NO on Polymarket
Latest: Aug 10, 07:50 PM2 outcomes stayed under 3% and are not plotted2 further outcomes not shown
Latest news
headlines link to their publishers- BTCPay Server Offers a 3 Bitcoin Bounty for Recovery of Stolen Funds After Wallet ExploitBitcoin Magazine · 28m ago
- Strategy builds $4.75 billion cash cushion as only bitcoin isn’t enough for investorsCoinDesk · 52m ago
- Bitcoin Exchange-Traded Funds See Spike In Inflows Following Huge HackBitcoin Magazine · 1h ago
- BlackRock says bitcoin sentiment is turning as decoupling from stocks takes holdThe Block · 1h ago
- Another Dormant Bitcoin Wallet Holding Millions Wakes Up After 12 YearsDecrypt · 2h ago
- Riot Platforms and MARA Drop 6%, CleanSpark Sinks 5% as Strategy Sells Bitcoin, SharesYahoo Finance · 4h ago
Headlines are matched on the names in “Will the price of Bitcoin be above $56,000 on August 11?”. Nobody checks them by hand, so one may not be relevant. They also say nothing about whether the price has already moved on this news.
How this market resolves
This market will resolve to "Yes" if the Binance 1 minute candle for BTC/USDT 12:00 in the ET timezone (noon) on the date specified in the title has a final "Close" price higher than the price specified in the title. Otherwise, this market will resolve to "No". The resolution source for this market is Binance, specifically the BTC/USDT "Close" prices currently available at https://www.binance.com/en/trade/BTC_USDT with "1m" and "Candles" selected on the top bar. Please note that this market is about the price according to Binance BTC/USDT, not according to other exchanges or trading pairs. Price precision is determined by the number of decimal places in the source.
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