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Mar 24 16 tweets 7 min read
1/16 Did you know the "Father of Options" circumvented 19th century usury laws w/financial engineering to make $?

Let's dive into the fascinating story of how Russell Sage leveraged put-call parity to become a millionaire, and how put-call-LP parity revolutionizes DeFi options🧵
2/16 In this thread we'll:

• Show how Russell Sage made millions by subverting the law with options
• Use monkeys & bananas to explain put-call parity
• Explain why "put-call-LP parity" for DeFi options is as groundbreaking as put-call parity was for TradFi options
3/16 What's usury?

Usury, aka predatory lending, is charging an excessive rate of interest on a loan.

Historically, usury was defined as charging *any* interest on a loan and was condemned by major religions & prominent philosophers (Moses, Buddha, Muhammad, Aristotle...)
4/16 In 1867, Russell Sage was convicted of violating New York usury laws for charging an 8% annual interest rate on a late loan to a stockbroker.

The penalty for Russell was $250 in fines and 5 days in prison.

researchgate.net/publication/31…
5/16 However, this didn't deter him. Russell used his know-how of options to create synthetic loans.

He developed OTC options trading on such a grand scale that he was known as "The Father of Puts and Calls," "inventor of straddles & strangles," and the "Money King."
6/16 But how exactly did the "Money King"💰👑 create loans through options trading?

The answer lies in a fundamental concept found in every financial textbook called "put-call parity", which can be used to create synthetic loans.
7/16 Imagine a seesaw with 4 types of fruit: apples🍏, peaches🍑, cherries🍒, and bananas🍌.

In order to stay balanced, the seesaw must have a fixed ratio of apples🍏 + peaches🍑 on one side, and cherries🍒 + bananas🍌 on the other side.
8/16 Each fruit represents a financial instrument, and the fundamental relationship between the fruits is put-call parity.

🍏 = asset price
🍑 = put price
🍌 = bond price
🍒 = call price

Put-call parity: 🍏 + 🍑 = 🍌 + 🍒
9/16 "Mon[k]ey King"🐵👑 be like: "Me like loanshark — me want high interest rate!"

Buying 🍌(bonds) is a fancy way of saying: "Me lend you some money in exchange for interest."

→ So 🐵👑 can loanshark by buying 🍌(bonds — in this case, high yield ones)! 🤯
10/16 But 🐵👑 couldn't legally buy bananas🍌 (bonds — the high yield ones). 🚩🚩🚩🐵👑⛓️👮

Instead, he:
• Bought apples🍏(asset)
• Sold cherries🍒 (calls)
• Bought peaches🍑 (puts)
→ Effectively purchasing bananas🍌 (bonds) 🤯
11/16 Just as "put-call parity" is fundamental to options, "put-call-LP parity" is fundamental to DeFi options.

Panoptic begins w/ the simple observation that providing concentrated liquidity in Uniswap V3 is analogous to selling options in TradFi.

LP = -Put 🤯
12/16 Let's call this observation "put-LP parity":
LP = -Put
(🍋 = -🍑)

Which means:
-LP = Put
(-🍋 = 🍑)

→ Panoptic lets you buy peaches 🍑 (puts) by selling lemons 🍋 (LPs) 🤯
13/16 How do you buy 🍒 (calls)?
Answer: lab-grown synthetics!

Put-call parity: 🍒 = 🍏 - 🍌 + 🍑
Put-LP parity: 🍑 = -🍋
→ Combined: 🍒 = 🍏 - 🍌 - 🍋

→ You can buy 🍒 (calls) by buying 🍏 (asset), selling 🍌(bonds), and selling 🍋 (LPs)🤯
14/16 Panoptic Labs™ synthesized a new type of 🍑 and 🍒:
These 🍑 and 🍒 are shelf stable because they NEVER expire!

Panoptions are a novel type of options:
• Perpetual♾️
• Oracle-free🔮
• Permissionless🤠
• Made for DeFi🔑
15/16 Summary:
• Put-call parity describes the relationship b/t puts and calls
• Russell Sage took advantage of this to make high interest loans
• Put-call-LP parity describes the relationship b/t put, calls, & LP

Disclaimer: None of this should be taken as financial advice📢
16/16
Read on Substack 👉 panopticxyz.substack.com/p/the-father-o…

Follow @Panoptic_xyz and @BrandonLy1000 for more #ResearchBites!

Check out our blog 👉 panoptic.xyz/blog
Star & follow our GitHub repo 👉 github.com/panoptic-labs/…

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More from @Panoptic_xyz

Mar 15
1/11 HODL vs. LP vs. Calls — which one's best?

⬇️❗HODL downside is substantial (can go to 0)
🧢 LP upside is capped on Uni V3 — token goes up, you now hold the other token
🚫🧢 Call options have unlimited upside, capped downside — but pay premia

Incoming backtest 🧵👇
2/11 Let's backtest *hypothetical* DeFi call options (wen Panoptic? 😉)

🗓️ Jun '21 - Feb '23
⚖️ Periodic rebalancing (day, week, or month)

Strategy:
1. Buy at-the-money (ATM) call option
2. Exercise/close at end of period
3. Pay LP fees as premia

docs.panoptic.xyz/docs/panoptic-…
3/11 📞Return breakdown on $ETH daily call options

Payoff: 519%
Premia: 397%
Profit: 122%
(All values are USDC)

👉Payoff > Premia → Profit🔝🤑📈

That's pretty good! How does it compare to other rebalancing periods?👇
Read 11 tweets
Mar 14
1/13 📈 Want to understand the potential risk/reward of options trading?

Look no further than the Greeks!

We'll break down Delta, Gamma, Theta, Vega, & Rho and explain how they can help you make more informed decisions when trading Panoptions 😉
2/13 The Greeks are a set of risk measures used in options trading to help investors understand the potential risks and rewards associated with their positions.

Continuing our #ResearchBites series on the Greeks, we'll discuss:

• Delta (Δ)
• Gamma (Γ)
• Theta (Θ)
• Vega (ν)
3/13 Delta (Δ) measures the rate of change of an option's price in relation to changes in the price of the underlying asset.

Mathematically, Δ is the partial derivative of the option value (V) w.r.t. underlying price (S)

Ex:
Δ=1 → V increases by $1 for every $1 increase in S
Read 13 tweets
Feb 22
1/25 DeFi Options Trading Is Powerful!

There can be unlimited upside…😈
But also unlimited downside 😣

Every trader should know how to create these 18 options strategies in @Panoptic_xyz for any crypto asset, any strike, any size:

❤️ & rt 👇 Image
2/25 In this thread we'll cover:

1. ⤵️
2. 📞
3. 🤸🏽‍♂️
4. 🙅‍♀️😵
5. 💎🦎
6. 🦖
7. 🥌🦋
8. 📞🧈
9. 🦸‍♂️🐂
10. ⤵️🧈
11. 🦸‍♂️🐻
12. 🥌🦅
13. 📅🧈
14. ↗️🧈
15. ⚖️🧈
16. 🦇
17. 🦓
18. 🦓🦓🦓
3/25 Think $HEX is worthless?

"Put" your money where your mouth is:
Buy a "put"⤵️ Panoption!

Substantial upside 😈
Limited downside 😋
Bearish ⬇️

Short LP position Image
Read 25 tweets
Feb 15
1/13 Why are some pools good 🐶 and other pools bad 😈?

The answer comes from breaking down LP profits into:
1. Price changes 📈
2. Fees collected 🎟️

By comparing LPs to options, we discover parallel insights — let's explore! 🧵
2/13 Price changes
⬆️ Price up: positive return
⬇️ Price down: negative return
⤵️ Payoff determined by delta (Δ) & gamma (Γ) of LP position

Why use options terminology (Δ & Γ) for LPs?
Hint: that payoff looks awfully like a short put option!
3/13 Fees collected
• Determined by theta (Θ) of LP position

🕒 Θ: Rate of time decay (dV/dτ)
💰 dV = fees collected
🧊 dτ = 1 block

→ Θ = fees per block 🤯

✅ Near the money: Θ > 0
❌ Far the money: Θ = 0
Read 13 tweets
Feb 10
1/12 The weekly volume on all NFT trading platforms was $120M last week. This includes BAYC, CryptoPunks, LOOT, Azuki, etc.

But...

$23 billion (yes, with a B) of value was traded on Uni V3 as financial NFTs 📈

Here's 8 reasons why @Panoptic_xyz is bullish on financial NFTs🧵
2/12 First of all: why is Uni V3 a financial NFT platform?

Liquidity in Uni V3 is deployed under a price range, which means LP positions are non-fungible and can't be tracked using ERC20s

Instead, Uniswap issues an ERC721 to track the funds controlled by each LP position
3/12 Reason 1: Most derivatives in TradFi *are* NFTs


Futures contracts expire at a set date, and each underlying has multiple tickers:
The Canadian dollar futures \6CH3 (exp. MAR-23) is different than the \6CM3 (JUN-23).

Options follow the OSI standard for exp, strikes, etc.
Read 12 tweets
Feb 8
1/11 We simulated LP performance for 21 popular Uni V3 pools (high TVL & volume)

Results were surprising:
📢 LPs can be profitable!

💰 Which pools made the most?
📏 Are narrow or wide ranges better?

Find out 🧵
2/11 Previously, we explored the ETH-USDC 30bps pool.

For this study:
🗓️ Jun 2021 - Jan 2023 (20 months) for most pools
⚖️ Daily rebalancing
📏 Narrow (r = 1.05) & wide (r = 1.75) ranges

Here's how other ETH-stablecoin pools compare👇
3/11 Bad pools 😔 (but can you spot the good pool 🐶?)

• ETH-USDC (5bps): -18%
• ETH-DAI (30bps): -14%
• ETH-USDC (30bps): -12%
• ETH-USDT (30bps): -11%
• ETH-USDC (100bps): -9%
• ETH-USDC (1bp): -6%
• ETH-USDT (5bps): -3%
• ETH-DAI (5bps): +7%

(Returns in stablecoin) Image
Read 11 tweets

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