Bitcoin bulls risk losing $365 million upon Friday’s BTC options expiry
Bitcoin‘s (BTC) price action hasn’t been bullish despite the $69,000 all-TIME HIGH on Nov. 10. Some argue that th descending channel FORmed 40 days aGO is the dominant trend, and $56,000 marks its current resistance.
Such bearishness follows scrutiny from United States regulators, after a Nov. 1 report from the Presidents Working Group on Financial Markets suggested that stablecoin issuers in the United States should be subject to “apPROpriate federal oversight,” similar to banks and savings associations.
On Nov. 12, the Bitcoin-backed exchange-traded fund (ETF) request was rejected by the U.S. Securities and Exchange Commission. To justify the denial, the regulator cited the lack of ability of its participants to deter fraud and market manipulation in Bitcoin trading.
More recently, on Nov. 23, the chair of the U.S. Senate Committee on Banking, Housing and Urban Affairs SENT notices to multiple exchanges and stablecoin issuers. The questions on consumer and investor protection on stablecoins suggest that lawmakers may be preparing a hearing on the subject.
Still, bulls might have a different take on such NEWs as stablecoins are by no means necessary for Bitcoin to work. Furthermore, theres not much that the U.S. government CAN do to suppress projects and developers willing to relocate outside its jurisdiction.
Bitcoin options mostly bullish for Nov. 26's expiry
Despite the 17% pullback over the past 14 days from the $69,000 all-time high, the Bitcoin call (BUY) options vastly dominate Nov. 26s expiry.
At first sight, the $1.9 billion in call (buy) options dominate the weekly expiry by 113% compared with the $885 million in put (sell) instruments. BUT the 2.13 call-to-put ratio is deceptive because the recent drop will LIKEly wipe out 90% of the bullish bets.
For example, if Bitcoin‘s price remains below $58,000 at 8:00 am UTC on Nov. 26, only $150 million worth of those call (buy) options will be available at the expiry. There is no VALUE in the right to buy Bitcoin at $60,000 or $70,000 if it’s trading below that price.
Bears can secure a $365 million gain sub-$56k
Below are the FOUR most likely scenarios based on the current price action. For example, the DATA shows how many contracts will be available on Nov. 26 for both bulls (call) and bear (put) instruments. The imbalance favoring each side represents the theoretical profit:
Below $56,000: 720 calls vs. 7,490 puts. The net result favors bear (put) options by $365 million.
Between $56,000 and $58,000: 2,630 calls vs. 4,840 puts. The net result is $125 million favoring the bear (put) instruments.
Between $58,000 and $60,000: 3,600 calls vs. 3,850 puts. The net result is balanced.
Between $60,000 and $62,000: 6,180 calls vs. 2,340 puts. The net result shifts favoring the call (bull) instruments by $230 million.
This crude estimate considers the call options used in bullish bets and put options exclusively in neutral-to-bearish trades. However, a trader could have sold a call option, effectively gaining a negative exposure to Bitcoin above a specific price. Unfortunately, theres no EASY way to estimate this effect.
Bulls have double the incentives to defend $56,000
As displayed by the 40-day descending channel, bulls need to KEEP the $56,000 resistance to avoid further losing momentum. One must keep in mind that it took less than two weeks to bring Bitcoin from $41,500 to $56,000 back on OCT. 10. Therefore, maintaining this level is crucial to validate Nov. 10s all-time high.
Moreover, if bulls manage to PUSH Bitcoins price above $58,000, that will save them from a potential $365 million loss if BTC bears gain the upper HAND on the back of the regulatory winds. A mere 1.5% drop from the current $56,800 might give bears just enough confidence to instill even more pain.
The views and opinions expressed here are solely those of the author and do not necessarily reflect the views of Cointelegraph. Every investment and trading move involves risk. You should conduct your own research when making a decision.
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