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#70 Taking profit on the hedge: does closing the short beat staying hedged? No reliable gain

Past prices; no real orders were placed. Every figure is a share of the money, or a count.
Last checked: 3 November 2026.

Where the idea comes from

The question

Hold three coins and keep each one fully hedged with a short: this is the "neutral" book, which earns funding and carries almost no price risk. When a short shows a chosen profit, close it, keep the coins, and short again later by a rule. Does any such rule beat staying hedged?

What the rule really is

While the short is closed, the book is long. Closing at a 5% fall and shorting again at the old price is a one-rung long grid: it buys the fall and sells the recovery. When the price comes back, it wins. When the price keeps falling, it holds the whole fall unhedged.

An earlier test here leaned the hedge with the trend, and every lean lost to neutral. This rule differs in three ways. It reads the short's own profit, not the trend. It hedges less after a fall, where that test hedged less after a rise. And it goes to half or no hedge, and never over-hedges.

How we tested

What we found

No rule passed the bar, on either book. The rule each book picked did well in the second year, then failed badly on older prices.

Both books picked the same rule: take profit at 20%, close it all, short again after 24 hours. Any one figure for it depends heavily on the path, so we start with the spread. We ran the same books from each of 24 start hours, so that only the hour of the daily check changed. These runs share the same few events, so they are not 24 samples.

rule's return minus neutral's, in points, 24 startslowestmedianhigheststarts above neutral
second year, no loan-5.2+5.8+9.179%
second year, 3x loan-10.2+14.5+20.992%
2022 to 2024, no loan-27.5-18.6+8.54%
2022 to 2024, 3x loan-74.2-58.7-52.00%

The bar, judged as registered from a single start (the first hour of the data). It took 4 take profits in the year.

second year, 2025-11 to 2026-11returnworst drawdown
neutral, no loan+2.45%1.00%
picked rule, no loan+2.02%3.92%
neutral, 3x loan-3.37%7.51%
picked rule, 3x loan+12.16%10.71%

The 3x rule's figure in that table has read three different values through small corrections to our model (see Limits). Read it as one draw from the spread above.

What kind of market it needs. Across all 120 rules with no loan, compared with neutral month by month:

months, by the coins' mean movehow manyrules above neutralmedian rule against neutral
rising (+10% or more)665%+3.0 points
sideways1081%+6.6 points
falling (-10% or less)823%-8.5 points

That is the one-rung grid's shape. It wins when falls come back and loses when they do not.

What it costs, median of the 120 over two years with no loan: unhedged 4.8% of the time, fees of 1.28% against neutral's 0.11%. Funding given up came out slightly negative, at -0.37%. These books often ended up larger, and a larger book earns more funding, so that does not mean being unhedged was free.

A correction this study found

The first run showed a rule collecting more funding than neutral while almost always hedged. The cause was in our models of the basket: a coin-settled short's profit, loss and funding are paid in the coin, and they were booked in dollars. A short closed at a loss became a fixed debt, at no interest, which let the book grow against its money. One model also took the coins' 0.1% buying fee twice. All of this is fixed, and this page uses the fixed count.

The neutral basket over this page's two years goes from ×1.107 to ×1.101. We then measured which earlier figures move:

The verdict here was also no on the model as first registered.

Limits

Sources

Bybit's public market data. White, H. (2000), "A Reality Check for Data Snooping", Econometrica. Politis, D. and Romano, J. (1994), "The Stationary Bootstrap", JASA. Schmeling, M., Schrimpf, A. and Todorov, K. (2023), "Crypto Carry", BIS working paper.

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Educational research from public market data; any trading discussed is paper, never real. Nothing here is advice. The full notice.