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| Outcome | Chance | 24h | 1 week | Bid · Ask | 24h volume | Ends |
|---|---|---|---|---|---|---|
| Yes | 0% | — | 0 pts | — · <1¢ | — | ended |
| When | Trader | Outcome | Bet | Size | P&L now | Insider |
|---|---|---|---|---|---|---|
| 681d | Honey12 | Will Bitcoin hit $90k or $100k first? | Sell$100k>99¢ | $2,027 | −$2 −0.1% | — |
| 681d | Will Bitcoin hit $90k or $100k first? | Sell$100k>99¢ | $9,959 | −$10 −0.1% | — | |
| 681d | Will Bitcoin hit $90k or $100k first? | Buy$100k>99¢ | $14,318 | +$14 +0.1% | 2 | |
| 681d | Will Bitcoin hit $90k or $100k first? | Buy$100k99¢ → 100¢ | $1,400 | +$14 +1.0% | 2 | |
| 681d | Will Bitcoin hit $90k or $100k first? | Buy$100k90¢ → 100¢ | $8,825 | +$956 +11% | 2 | |
| 681d | lance1121 | Will Bitcoin hit $90k or $100k first? | Buy$100k97¢ → 100¢ | $3,000 | +$96 +3.2% | 2 |
| 681d | Honey12 | Will Bitcoin hit $90k or $100k first? | Buy$100k88¢ → 100¢ | $1,232 | +$168 +14% | 2 |
| 681d | chi3 | Will Bitcoin hit $90k or $100k first? | Sell$100k75¢ → 100¢ | $1,007 | −$336 −33% | — |
This is a market on whether Bitcoin ($BTC) will first reach $90,000.00 or $100,000.00 between December 10, 2024, 2 PM ET, and January 31, 2025, 11:59 PM ET. This market will resolve to "90k" if $BTC drops to $90,000.00 or less first within the market timeframe. This market will resolve to "100k" if $BTC reaches $100,000.00 or more first within the market timeframe. If the price of $BTC neither drops to $90,000.00 or below nor reaches $100,000.00 or more within the market timeframe, this market will resolve 50-50. The resolution source for this market is Binance, specifically the BTCUSDT "High" and "Low" 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 sources or spot markets.
Sources: Polymarket's Gamma API, its CLOB price history and its Data API, read every two minutes. Prices are each outcome's Yes price, which is the market's probability: 0¢ for Yes means the market gives it about 0%.