Will the price of Bitcoin be above $72,000 on June 4?

1 smart money signal detected, totaling $2,127.

Categories: Bitcoin, Weekly, Multi Strikes, Recurring, Crypto, Crypto Prices

Notable Trades

Profitable serial crypto bettor

Profitable high-volume cross-market bettor bought Yes after a sharp 1-day BTC odds collapse in a relatively quiet market.

This bettor has a long record: 1,024 resolved trades and $87K in lifetime profit.
They bought Yes after odds fell about 40 percentage points in one day, suggesting a contrarian view on the BTC level.
The $2.1K buy is meaningful in a quiet market with only about $4.5K in 24h volume.

$2,127 on Yes | Wallet win rate: 57%

Top Holders

0x442d...d8b7 — Outcome 52493020, $10,000
0xde6e...0169 — Outcome 52493020, $9,546 (57% win rate)
0x7fc2...1c78 — Outcome 52493020, $2,500
0x2060...4e98 — Outcome 52493020, $2,000
0x99b5...0b19 — Outcome 52493020, $2,000
0xfb29...fb86 — Outcome 52493020, $1,794
0x1c86...5b82 — Outcome 52493020, $1,700
0x00ed...62a9 — Outcome 52493020, $1,650
0x968d...e3b6 — Outcome 52493020, $1,203
0xcbbf...bf71 — Outcome 52493020, $1,000

Related Theses

Bitcoin stays above $62K

Covers 1 related market

Covers 2 related markets

Bitcoin lands between 76k and 78k

Covers 2 related markets

Will the price of Bitcoin be above $72,000 on June 4?

ResolvedBitcoin above ___ on June 4?$2,127 tracked1 signalBitcoinWeeklyMulti StrikesRecurringHide From NewCryptoCrypto Prices

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.