Report three · cryptocurrency · breadth, costs and leverage

HydraTrade III: Letting the Young Coins In

Twenty one registered attempts to raise the profit of a live book, and the one that held

2023 2024 2025 2026
Every linear perpetual the venue has listed since those contracts launched in March 2022, one thread per coin, running from its first to its last traded day and ordered by listing date. The amber stretch of each thread is the part of a coin's life that a one year history rule kept out of the book and a sixty day rule lets in. A red dot marks a contract the venue has since delisted.

Report one put the crypto book at 13.7 percent a year. Measured again on every coin the venue ever listed, trading each one only while the venue listed it, the same book earns 12.2 percent at a Sharpe ratio of 1.29, once costs are charged the way the live executor actually pays them.

Twenty one changes were then registered in writing and tested against that honest baseline. One survives, in a weak sense. Admitting a coin after sixty days of price history rather than a year raises the Sharpe ratio to 1.74 and the annual return at one times gross to 20.7 percent. It is better in both halves of the sample and fails the significance test it was registered under. Most of what follows is about why it was adopted anyway, where its profit appears to come from, and how much leverage it can carry.

Was the published return honest
Partly. 11 percent of its legs traded coins the venue had not listed yet, and they earned 34 percent of its gross profit.
inflated
Were costs overstated
Yes. Per leg the backtest charged 6.7 basis points a week. Charged on net trades, as the executor sends them, it is 2.4.
corrected
Does portfolio construction add profit
Six constructions tested. None passes, and the best one adds nothing once the universe is wider.
refuted
Execution, training, crowding, overlays
Maker exits, three training changes, cross venue data, a trend sleeve and a squeeze rule all fail.
refuted
Does admitting young coins help
Sharpe 1.29 becomes 1.74, better in both halves, at a t statistic of 1.1.
adopted, unproven
How much leverage
Two times gross. Three would break the risk budget if only half the backtest edge is real.
2× in paper
1The yardstick

Three corrections before anything was tested

An experiment that compares a change against a baseline inherits every error in the baseline. Before any of the twenty one changes ran, the baseline itself moved three times, twice down and once up, and it ended close to where it started for reasons that have nothing to do with each other.

The venue had not listed some of those coins yet

Signals come from spot prices on one exchange and trades go to perpetual futures on another. The backtest in report one assumed that any coin with a year of spot history could be traded. The venue's own record says otherwise. Its linear perpetuals launched on 22 March 2022, five days before the test sample begins, with seventeen contracts, and the rest arrived over the following months and years. A listing calendar was rebuilt from the venue's daily candles, taking the first and last day on which each contract actually traded. The volume filter matters, because a delisted contract keeps printing flat candles with zero volume, which would otherwise make it look alive forever.

Under that calendar, 8,839 of the deployed book's 77,236 legs, 11.4 percent, sat in coins the venue did not list at the time. Most fell in 2022 and 2023. They earned 34 percent of the book's gross profit, roughly three times their share of the legs, which is the signature of a selection effect rather than noise. Restricting legs to listed coins gives the baseline called B0, at 11.8 percent a year and a Sharpe ratio of 1.24.

And the universe had forgotten the coins it lost

The coin list behind report one was built from the contracts listed on the day it was built, with older history attached. Coins the venue had listed and then dropped were missing, which is survivorship in its most familiar form.1 Report two found the same mechanism erasing an equity strategy completely. Here the damage is milder. Adding the 107 coins the venue once listed and later removed lowers the Sharpe ratio from 1.24 to 1.05 at the original cost model.

Then the costs turned out to be overstated

The book runs four sleeves, each split into daily tranches that overlap for one or two weeks. The backtest charged a round trip on every one of those virtual legs. The live executor does something cheaper. Each day it adds up every tranche's target per coin and sends only the change in the net position, so a coin that one tranche sells while another buys costs nothing. Charging costs on that net trade instead gives 2.4 basis points a week at one times gross, against 6.7 per leg, and the difference is identical in both halves of the sample because it is arithmetic rather than luck.

Put together, the honest baseline used for everything below is every coin the venue ever listed, traded only while listed, with netted costs. It returns 12.2 percent a year at a Sharpe ratio of 1.29, with a deepest drawdown of 12.2 percent.

0.0 0.5 1.0 1.5 2.0 Sharpe ratio published backtest, Sharpe 1.35, 13.7% a year1.3513.7% a year published backtest venue listing dates, −0.10−0.10 venue listing dates every coin ever listed, −0.19−0.19 every coin ever listed netted costs, +0.24+0.24 netted costs honest baseline, Sharpe 1.29, 12.2% a year1.2912.2% a year honest baseline sixty-day rule, +0.47+0.47 sixty-day rule current listings, −0.03−0.03 current listings version two, Sharpe 1.74, 20.7% a year1.7420.7% a year version two costs per legcosts on the net trades the executor sends
Figure 1. The Sharpe ratio of the same four-sleeve book as each correction is applied, over the same 233 weeks from March 2022 to September 2026 at one times gross. The first three columns charge costs per leg, the rest charge them on the net trades the live executor actually sends. The two corrections on the left take away what the backtest could never have traded. The cost correction gives back most of what they took, and the honest baseline ends a little below the published figure. The sixty-day history rule alone raises it to 1.76, and adding the 26 coins the venue lists today, which every earlier universe had missed, leaves v2 at 1.74. The amber bar is v2, the subject of part three, measured the same way.
Funding on the venue that is actually used

The backtest prices funding from the spot exchange's sister futures market, because that history is long. The venue's own funding is only published for about the last twelve months, so an archive of it now runs daily. Over the 15,467 legs that overlap the venue's history, from October 2025 to August 2026, the two venues' funding per leg correlates at 0.96 for longs and 0.97 for shorts.

The carry sleeve is the exception worth recording. It received 35.5 basis points per leg on the venue against 43.7 in the backtest, about a fifth less. Eleven months are too few to correct the backtest with, so this stands as a known optimism in the carry sleeve's figures.

2Twenty arms

Registered first, then run once

Every change was written down with its parameters before it ran, so the rules could not drift towards whatever happened to work. Each arm is compared with its baseline after being rescaled to the same volatility, because a change that only adds risk is just leverage, and leverage is decided separately.

An arm passed if three things held. The weekly gain at equal volatility needed a t statistic above two, with a Newey and West variance to respect the overlap between weeks.2 The gain had to be positive in both halves of the sample. And the arm's annual return at the largest leverage inside the risk budget had to beat the baseline's at its own largest leverage. Counting the roughly forty configurations of report one, the final book is the best of 61 trials, which is the number its deflated Sharpe ratio is computed against.3,4

−20 −10 0 +10 +20 +30 gain over baseline at equal volatility, basis points a weekbetterworset statistic Construction K1 inverse-volatility legs. −1.4 bp a week, t −0.40, halves −2.1 and −0.8K1 inverse-volatility legs−0.40 K2 beta-neutral sides. +6.3 bp a week, t +0.71, halves +10.6 and +2.1K2 beta-neutral sides+0.71 K3 inverse-volatility sleeves. −1.5 bp a week, t −0.61, halves −2.9 and −0.1K3 inverse-volatility sleeves−0.61 K4 one composite score. +4.2 bp a week, t +0.88, halves +1.5 and +7.0K4 one composite score+0.88 K5 majors hedge the shorts. +5.7 bp a week, t +0.64, halves +13.3 and −1.9K5 majors hedge the shorts+0.64 K6 rank-weighted legs. +0.9 bp a week, t +0.23, halves +1.6 and +0.2K6 rank-weighted legs+0.23 Execution and training E2 maker exits. −0.4 bp a week, t −1.87, halves −0.5 and −0.4E2 maker exits−1.87 T1 train on every coin. −0.8 bp a week, t −0.22, halves −4.1 and +2.5T1 train on every coin−0.22 T3 liquidity weights. +0.8 bp a week, t +0.31, halves −5.7 and +7.4T3 liquidity weights+0.31 T4 refit monthly. −4.7 bp a week, t −1.52, halves −6.0 and −3.4T4 refit monthly−1.52 Overlays and new streams Q1 squeeze overlay. −0.1 bp a week, t −0.77, halves 0.0 and −0.2Q1 squeeze overlay−0.77 C2 cross-venue crowding. +0.3 bp a week, t +0.14, halves −2.6 and +3.2C2 cross-venue crowding+0.14 H1 trend on the majors. +0.3 bp a week, t +0.15, halves +1.5 and −0.9H1 trend on the majors+0.15 S1 drop the momentum sleeve. −1.8 bp a week, t −0.45, halves −4.1 and +0.5S1 drop the momentum sleeve−0.45 Breadth U4 top 40 by volume. −3.7 bp a week, t −0.98, halves −4.6 and −2.8U4 top 40 by volume−0.98 U5 top 50 by volume. −0.9 bp a week, t −0.15, halves −8.3 and +6.4U5 top 50 by volume−0.15 U1 history of 180 days. +3.7 bp a week, t +0.48, halves +3.2 and +4.1U1 history of 180 days+0.48 U2 history of 90 days. +4.8 bp a week, t +0.61, halves +3.2 and +6.5U2 history of 90 days+0.61 U3 history of 60 days. +5.7 bp a week, t +0.71, halves +4.7 and +6.6U3 history of 60 days+0.71 Combined v2 against the honest baseline. +7.9 bp a week, t +1.12, halves +11.2 and +4.6v2 against the honest baseline+1.12
Figure 2. Every registered arm, as its weekly gain over the baseline at equal volatility, with a 95 percent interval from the autocorrelation-robust standard error. A filled dot is positive in both halves of the sample, a hollow one is not. Arms are measured against B0 with costs per leg. No interval clears zero, which is the pass rule restated. Construction, execution and training arms cluster around nothing. The history arms sit further right, step by step as the rule loosens, and the combined book is measured against the honest baseline with netted costs. Pointing at a row gives its numbers.

Construction

K2

Beta-neutral sides

The two sides of each sleeve were scaled so that the book carries no net beta to the alt market, in the spirit of Frazzini and Pedersen.5 On the old universe this was the strongest arm of the whole programme, raising the netted Sharpe ratio from 1.48 to 1.88 and better in both halves.

Gain 7.2 bp a week with netted costs, t 0.81. On the wider universe it adds nothing, 1.72 against 1.76 without it.
K1 K6

Inverse-volatility and rank-weighted legs

Two ways of tilting each side towards its best or calmest names.

−1.4 and +0.9 bp a week, t −0.40 and 0.23. Equal weights stay.
K3

Sleeves sized by inverse volatility

Volatility management raises Sharpe ratios in many equity factors.6 Here the sleeves' volatility is already similar and changes slowly, so there is little to manage.

−1.5 bp a week, t −0.61.
K4

One composite score

The four sleeve scores averaged into a single weekly book.

Higher raw return and a drawdown of 23.5 percent, so it carries far less leverage. t 0.88.
K5

Majors hedge the shorts

The alt longs replaced by bitcoin and ether sized to each short's beta, which asks whether the long side earns anything of its own.

Positive in the first half and negative in the second once the hedge pays its funding. t 0.52.

K2 deserves a sentence more, because its disappearance is informative. Two arms that each help alone and do nothing together are usually buying the same thing. The wider universe changes which coins land on each side, and whatever beta imbalance K2 was correcting in the old universe appears to be corrected by that change as well. The data cannot separate the two explanations, so the simpler book, without K2, was kept.

Execution and training

E2

Maker exits

Posting the closing order at the touch saves a taker fee when it fills. The fills are not random, though. A resting sell fills when buyers arrive and the price is about to move away from it, which is the adverse selection that Glosten and Milgrom formalised.7 Unfilled exits then cross two hours later, after the price has drifted.

−0.4 bp a week, t −1.87, negative in both halves. The cleanest failure in the set.
T4

Refitting every month

Fresher models sound strictly better. They are not, because a tree ensemble refitted on a few more weeks of overlapping labels mostly re-estimates noise and turns its ranking over without cause.

−4.7 bp a week, t −1.52, negative in both halves.
T1 T3

Training on every coin, and weighting by liquidity

Two changes to which rows the models learn from.

−0.8 and +0.8 bp a week, each with halves of opposite sign.

Overlays and second streams

Q1

A squeeze rule for the short side

Halve the shorts when alts have beaten bitcoin by twenty points in a month and funding is in its top decile, a crude guard against the crashes that hit momentum books.8

The registered rule was active on one day out of 2,069. It changes nothing because it almost never fires.
C2

Crowding across venues

The gap between two venues' funding rates and the shift in open interest from one to the other, as ranked features. Funding on perpetual futures is a price of leverage demand,9 so a venue where longs pay more might flag a crowded coin.

+0.3 bp a week, t 0.14, negative in the first half. Report one's positioning features failed the same way.
H1

Trend on bitcoin, ether and solana

Time series momentum, the most replicated trend signal there is,10 as a fifth sleeve and a hedge for the regime that hurts a market-neutral alt book.

Sharpe 0.29 alone and correlated at 0.06 with the book. Too weak to pay for its capital. t 0.15.
S1

Dropping the momentum sleeve

The weakest sleeve, kept in report one because it hedges the other three.

Return rises and the drawdown deepens from 10.5 to 17.2 percent. The hedge is real. t −0.45.

The common thread in the failures is that each one re-arranges information the model already has. Weights, refits, overlays and execution tricks act on the same ranked list of the same coins. None of them changes what the ranking can see, and the ranking was evidently close to as good as those levers can make it.

3Breadth

Letting the young coins in

The book ranks coins by liquidity first and trades the thirty most liquid. Every earlier version also required a full year of history before a coin could be ranked at all. Recent listings carry a large share of crypto's trading volume, and coins under a year old now make up a sixth of the legs v2 trades. The old rule kept every one of them out.

The history requirement was loosened in three registered steps on the honest universe, from 365 days to 180, then 90, then 60. The Sharpe ratio rose at every step. A monotone response to a dose is weaker evidence than significance and stronger evidence than a single good number, since noise has no reason to line up in order.

The history rule on the honest universe, at one times gross with costs per leg, 233 weeks. Widening by liquidity instead, to the top 40 or top 50 coins on the old universe, lowers the Sharpe ratio to 1.04 and 1.19. Breadth pays when the added coins are worth ranking, and less liquid copies of the same kind of coin are not.
Minimum historyReturnSharpe Max drawdownWeekly mean
365 days, the old rule9.7%1.05−13.6%18.7 bp
180 days14.8%1.45−16.5%27.5 bp
90 days16.6%1.51−13.3%30.7 bp
60 days17.8%1.56−14.6%32.6 bp
60 days, with the 26 current listings18.1%1.54−14.6%33.2 bp

The last row is v2. The 26 coins added in October 2026 enter the backtest only where the venue listed them, so all of their legs fall in 2025 and 2026. With netted costs v2 returns 20.7 percent a year at a Sharpe ratio of 1.74, a deepest drawdown of 13.3 percent and a worst week of −3.8 percent.

1× 1.25× 1.5× 2× 2023 2024 2025 2026 first half, +11.2 bp a week at equal risksecond half, +4.6 bp a week at equal risk v2, 20.7% a yearhonest baseline, 12.2% a year one times gross, netted costs, 233 weeks from March 2022 to September 2026
Figure 3. Cumulative growth of v2 and the honest baseline, both at one times gross with netted costs, on a log scale. The shaded band is the gap. It widens most in 2023 and again in 2025, and the two books move together in between, with a correlation of 0.79 between their weekly returns. At equal volatility v2 gains 11.2 basis points a week in the first half and 4.6 in the second, so the effect is present throughout and smaller recently.

Where the profit comes from

A natural first look splits v2's profit by the age of the coin when each leg opened and by the side of the leg. Taken raw, that split credits almost everything to the short side. It is misleading, because the alt market fell over much of the sample and young coins are shorted far more often than they are bought, so a short leg earns the market's fall whether or not the ranking was right. Charging every leg for its beta to the equal weighted alt market over the same days removes that, and the picture changes shape.

rawless beta times the alt marketthe arrow is the part the market's move explainsrawadjusted 60 to 180 days kept out by the one year rule 180 to 365 days 1 to 2 years over 2 years −10 −5 0 +5 +10 +15 +20 +25 +30 short legs in coins 60 to 180, 4,467 legs. Raw +12.2, adjusted +4.6 bp a weekshort, 4,467 legs +12.2+4.6 long legs in coins 60 to 180, 1,252 legs. Raw −2.5, adjusted −0.7 bp a weeklong, 1,252 legs −2.5−0.7 short legs in coins 180 to 365, 4,499 legs. Raw −0.5, adjusted 0.0 bp a weekshort, 4,499 legs −0.50.0 long legs in coins 180 to 365, 1,922 legs. Raw +1.8, adjusted +0.4 bp a weeklong, 1,922 legs +1.8+0.4 short legs in coins 1 to 2 years, 7,722 legs. Raw +16.2, adjusted −4.8 bp a weekshort, 7,722 legs +16.2−4.8 long legs in coins 1 to 2 years, 4,135 legs. Raw −5.1, adjusted +2.8 bp a weeklong, 4,135 legs −5.1+2.8 short legs in coins over 2 years, 21,057 legs. Raw +10.1, adjusted −2.8 bp a weekshort, 21,057 legs +10.1−2.8 long legs in coins over 2 years, 30,436 legs. Raw +0.9, adjusted +24.2 bp a weeklong, 30,436 legs +0.9+24.2 whole bookthe arrows add up to +9.6 bp a week, the part of the raw return that the alt market's move explains+33.2+23.7coins under a year old+11.0+4.2 basis points a week of book capital, one times gross
Figure 4. Contribution to v2's weekly return by the coin's age when the leg opened, in basis points of book capital at one times gross with costs per leg. Hollow points are raw. Solid points subtract each leg's trailing beta times the alt market's return over its holding period, so each arrow is the part of the raw figure that the market's move explains, 9.6 basis points a week across the book. Taken raw, the short side looks like the whole story. Adjusted, two places carry the profit, the long side in coins older than two years and, in amber, the short side in coins between sixty days and six months old. The shaded rows are the coins the one year rule kept out of the book, worth 4.2 basis points a week together after adjustment. The adjustment uses a sixty-day beta and ignores stops on the market term, so it is an approximation.

The amber point is worth about 4.6 basis points a week after adjustment, roughly a fifth of v2's market-adjusted return, from 4,467 short legs in coins less than six months old. Crypto returns are known to load on size and momentum,11 and neither explains why the youngest coins should be the profitable shorts. Equity markets offer a closer analogy. Newly listed firms underperform comparable ones for years after their offering,12,13 and prices dip when lock-up periods end and insiders become free to sell.14 A token's early months combine both, with heavy attention at listing and a supply schedule that keeps releasing locked coins to early holders.15 Nothing in the model knows about supply, so whatever it captures here it captures through price and volume alone.

A one year history rule removed exactly the part of the market where the short side had the most work to do.

Why adopt something that fails its own test

Against the honest baseline, v2's gain at equal volatility is 7.9 basis points a week at a t statistic of 1.12. The registered rule asks for two. The deflated Sharpe ratio, which estimates the probability that the true Sharpe ratio is above zero after choosing the best of 61 trials, is 0.89 for v2 against 0.60 for the baseline.4 The evidence that v2 is better than the baseline is weak. The evidence that it is a real book at all is reasonably strong.

Three things tipped the decision. The dose-response in the table above is orderly. The gain is positive in both halves. And the cost of being wrong is limited by construction. v2's weekly returns correlate at 0.79 with the baseline's, so if the young-coin effect is noise, v2 degrades towards the baseline rather than towards zero. Under a mandate that explicitly trades more risk for more profit, a change with a bounded downside and a plausible mechanism is worth running in parallel, where live data can confirm or retire it.

4Leverage

Two times, and the limits that go with it

A market-neutral book with a Sharpe ratio near 1.7 at one times gross is a candidate for leverage almost by definition. How much depends less on the backtest's average than on how much of that average survives contact with live markets, which nobody knows in advance.

Three year paths were drawn by block bootstrap from v2's 233 weekly returns, in blocks of eight weeks to keep the clustering of bad weeks, and 5,000 paths per setting.16 Four assumptions were run about the edge, from the full backtest mean down to none of it, by shifting the weekly returns before resampling. The risk budget, fixed before any of this, is at most a ten percent chance of a drawdown deeper than half the capital within three years, at half the backtest edge.

0.6× 1× 1.5× 2× 3× 5× 8× 0% 25% 50% 75% 100% shaded, outside the risk budget of 10% chosen, 2× 1× 1.5× 2× 2.5× 3× 3.5× 4× gross leveragemedian wealth after three yearschance of a drawdown deeper than 50% within three years full edge, 1x: median 1.73x, P(drawdown over 50%) 0.0% full edge, 1x: median 1.73x, P(drawdown over 50%) 0.0% full edge, 1.5x: median 2.25x, P(drawdown over 50%) 0.0% full edge, 1.5x: median 2.25x, P(drawdown over 50%) 0.0% full edge, 2x: median 2.89x, P(drawdown over 50%) 0.8% full edge, 2x: median 2.89x, P(drawdown over 50%) 0.8% full edge, 2.5x: median 3.68x, P(drawdown over 50%) 2.6% full edge, 2.5x: median 3.68x, P(drawdown over 50%) 2.6% full edge, 3x: median 4.65x, P(drawdown over 50%) 6.5% full edge, 3x: median 4.65x, P(drawdown over 50%) 6.5% full edge, 3.5x: median 5.81x, P(drawdown over 50%) 13.3% full edge, 3.5x: median 5.81x, P(drawdown over 50%) 13.3% full edge, 4x: median 7.21x, P(drawdown over 50%) 23.1% full edge, 4x: median 7.21x, P(drawdown over 50%) 23.1% full edge half, 1x: median 1.29x, P(drawdown over 50%) 0.0% half, 1x: median 1.29x, P(drawdown over 50%) 0.0% half, 1.5x: median 1.45x, P(drawdown over 50%) 1.3% half, 1.5x: median 1.45x, P(drawdown over 50%) 1.3% half, 2x: median 1.62x, P(drawdown over 50%) 6.1% half, 2x: median 1.62x, P(drawdown over 50%) 6.1% half, 2.5x: median 1.78x, P(drawdown over 50%) 15.6% half, 2.5x: median 1.78x, P(drawdown over 50%) 15.6% half, 3x: median 1.94x, P(drawdown over 50%) 28.4% half, 3x: median 1.94x, P(drawdown over 50%) 28.4% half, 3.5x: median 2.10x, P(drawdown over 50%) 43.1% half, 3.5x: median 2.10x, P(drawdown over 50%) 43.1% half, 4x: median 2.26x, P(drawdown over 50%) 56.4% half, 4x: median 2.26x, P(drawdown over 50%) 56.4% half quarter, 1x: median 1.12x, P(drawdown over 50%) 0.2% quarter, 1x: median 1.12x, P(drawdown over 50%) 0.2% quarter, 1.5x: median 1.17x, P(drawdown over 50%) 4.2% quarter, 1.5x: median 1.17x, P(drawdown over 50%) 4.2% quarter, 2x: median 1.21x, P(drawdown over 50%) 15.5% quarter, 2x: median 1.21x, P(drawdown over 50%) 15.5% quarter, 2.5x: median 1.24x, P(drawdown over 50%) 31.4% quarter, 2.5x: median 1.24x, P(drawdown over 50%) 31.4% quarter, 3x: median 1.25x, P(drawdown over 50%) 47.8% quarter, 3x: median 1.25x, P(drawdown over 50%) 47.8% quarter, 3.5x: median 1.26x, P(drawdown over 50%) 62.4% quarter, 3.5x: median 1.26x, P(drawdown over 50%) 62.4% quarter, 4x: median 1.26x, P(drawdown over 50%) 73.5% quarter, 4x: median 1.26x, P(drawdown over 50%) 73.5% quarter none, 1x: median 0.97x, P(drawdown over 50%) 1.0% none, 1x: median 0.97x, P(drawdown over 50%) 1.0% none, 1.5x: median 0.94x, P(drawdown over 50%) 12.3% none, 1.5x: median 0.94x, P(drawdown over 50%) 12.3% none, 2x: median 0.90x, P(drawdown over 50%) 32.2% none, 2x: median 0.90x, P(drawdown over 50%) 32.2% none, 2.5x: median 0.86x, P(drawdown over 50%) 52.1% none, 2.5x: median 0.86x, P(drawdown over 50%) 52.1% none, 3x: median 0.81x, P(drawdown over 50%) 68.3% none, 3x: median 0.81x, P(drawdown over 50%) 68.3% none, 3.5x: median 0.75x, P(drawdown over 50%) 79.8% none, 3.5x: median 0.75x, P(drawdown over 50%) 79.8% none, 4x: median 0.70x, P(drawdown over 50%) 88.0% none, 4x: median 0.70x, P(drawdown over 50%) 88.0% none
Figure 5. Median wealth after three years (above) and the chance of a drawdown deeper than 50 percent (below), by gross leverage, for four assumptions about how much of v2's backtest edge is real. A hollow point has more than a ten percent chance of halving under its curve's assumption. At half the edge, two times gives a median of 1.62 times the starting capital with a 6.1 percent chance of halving, and three times gives 1.94 with 28 percent, so three is out. The curves bend because volatility drag grows with the square of leverage while return grows linearly, the trade-off that Kelly sizing makes explicit.17 At a quarter of the edge two times is already outside the budget, which is why live trading starts at one times.

The venue is not the constraint

The venue's retail margin schedule across its 204 perpetual contracts asks for an initial margin between 1 and 20 percent of notional, mostly 5 or 10, with maintenance at half of that. At two times gross the whole account would have to lose somewhere between 80 and 99 percent of its capital before positions were liquidated. Every risk limit in the book acts long before that.

Four stress episodes were replayed hour by hour on the venue's own candles, with v2's actual open positions at two times. A pessimistic bound marks every long at its hourly low and every short at its hourly high at the same moment, which cannot happen but cannot be exceeded either.

v2's open book through four episodes at two times gross, priced on the venue's hourly candles. Priced is the share of the open book the venue's own history covers, since the rest had no contract yet. The drawdown and the end figure mark positions at hourly closes. The last column is the lowest point relative to the start with every position at its worst hourly extreme at the same moment.
EpisodePricedWorst drawdown End of episodeEvery wick at once
Liquidation cascade, October 202599%−3.8%+4.1%−24.4%
Alt rally, November and December 202386%−1.7%+2.4%−1.3%
Alt top, March 202492%−2.5%+0.6%−6.8%
Carry unwind, August 202497%−1.9%+4.0%−2.1%

Risk limits that remember

One finding here was operational rather than statistical. The book runs as a short process each day, and every process started with fresh risk state. The sleeve limits and the kill switch therefore only ever saw the losses of a single run, which is to say they could never trip. The state is now rebuilt from the trade log when a process starts.

That fix made the limits real, and the limits written for one times gross turned out to be wrong for two. A single sleeve swings far more than the book, with weekly volatility between 2.4 and 3.2 percent against 1.6 for the four together, because the sleeves partly offset each other. A limit on each sleeve throws that diversification away.

How often each limit trips within three years on v2's bootstrapped paths. With the full edge every trip is a false alarm, since the book is working. Sleeve figures span the four sleeves.
LimitLeverageFull edgeHalf the edge
Retire a sleeve at −30%1×21 to 41%42 to 60%
Retire a sleeve at −30%2×81 to 95%92 to 98%
Kill switch at −35%2×8.2%31.9%
Kill switch at −50%2×0.8%6.1%

A limit that fires on a working book nine times in ten is a scheduled shutdown. Drawdown control belongs at the level of total capital, where the theory of optimal drawdown-constrained investment puts it,18 and where the diversification between sleeves has already been counted.

What was set

v2 runs at two times gross. Sleeve retirement is effectively switched off in both books. v2's kill switch sits at −50 percent of capital, and the original book keeps −35. The daily loss limit of ten percent per sleeve is unchanged.

The plan for real money starts at one times for a few weeks to check fills against the backtest, then moves to two. Going beyond two would need live evidence that more than half the edge is real.

5Deployment

What runs now, and what this does not show

v2 trades in paper beside the original book, with the same capital, its own state and kill switch, and its own weekly report. Whichever holds up better on live data goes to real money, and the target is to do that before the end of 2026.

Four mechanical changes went to both books with it. The risk state survives restarts, as above. The protective stop resting at the venue now triggers on the mark price rather than the last trade, which a single wick can reach, and at the same distance the backtest models. Before, a short was stopped at a fifty percent rise where the model holds it to sixty five. The live process now loads only the price history a decision uses, and its decisions match those from the full history to within rounding. And a weekly job adds the venue's new listings to v2's universe with enough history to rank them. Without it the young-coin effect could not reach the live book at all, since a coin that never enters the universe can never be sixty days old in it.

Limits of the evidence

The central result is not significant at the level the programme set for itself, and the deflated Sharpe ratio rests on an assumed spread of Sharpe ratios across trials, since that spread was not recorded for report one's configurations. The probability of backtest overfitting was not computed.19 Published anomalies tend to weaken after discovery,20 and an effect found in one sample of four and a half years can do the same.

v2's advantage over the baseline is concentrated in 2023 and 2025, years with large waves of new listings. v2's own two year walk forward, which the weekly report uses to set expectations, shows far higher returns than the full sample, and should be read as an upper bound. The carry sleeve earns about a fifth less funding on the venue than the backtest assumes. Coins the venue listed without a spot market on the signal exchange are absent from every universe here, a selection this report cannot measure. And the attribution in Figure 4 is approximate, since it rests on a sixty-day beta.

6Future work

Teaching the model about supply

Part three suggests the young-coin profit lives on the short side of new listings. The model sees only prices, volumes, funding and positioning, so it can only infer that from price behaviour. The obvious next experiment gives it the cause directly.

Two kinds of data would do it. The first is a history of each coin's circulating supply against its total supply, which says how much of a coin is still locked away. The second is the schedule of unlocks, the dates on which locked tokens are released to founders, investors and treasuries. Both are sold by specialist data providers, and one month of access to each is enough to download the history.

The hypotheses would be registered before the data arrives, in the same form as the twenty arms. A large scheduled unlock in the next thirty days predicts underperformance over the following weeks, in the way lock-up expiries do for equities.14 A low circulating share predicts negative cross-sectional returns, through the steady supply overhang that token models describe.15 Both would enter as ranked features and as a filter on the long side, and both would count as new trials against the deflated Sharpe ratio.

One risk has to be checked first, and report two shows why. Supply and unlock histories are probably best for coins that still exist. If the data covers delisted coins poorly, a supply feature would end up trading survivors while the price features trade everything, which reintroduces survivorship through a side door. Coverage of the 107 delisted coins is therefore the first thing to measure, and the experiment runs only if it is close to complete.

Three smaller items are already in motion. The hourly bid and ask archive will allow the execution hour to be chosen on cost. A year of the venue's own funding will make it usable as the carry signal. And the live weeks of both books will update the estimate of how much of the edge is real, which is the number every leverage decision above depends on.

MMethods

How the numbers were produced

Data

Hourly spot bars from the signal exchange, from 2020 for most coins, for 299 coins that the trading venue has listed as linear perpetuals at some point. Funding and positioning come from the signal exchange's futures archive. The venue's daily and hourly candles, funding prints and instrument snapshots give the listing calendar, the margin schedule, the stress replays and the funding comparison. A second venue's public funding and open interest history serves the cross-venue arm only.

Protocol

Nine walk-forward windows of 180 days, with models refitted at the start of each window on everything before it, give 233 weekly returns from March 2022 to September 2026. Four sleeves at equal capital, a weekly gradient boosted ranker, a two-week blend, two-week momentum and weekly carry, each hold the top and bottom fifth of the thirty most liquid eligible coins, split into daily tranches. Entries post at the touch and cross what has not filled. A stop closes a leg after a log move of 0.5 against it, checked against hourly extremes.

Each arm was evaluated through a table holding one row per leg, from which construction, cost and overlay arms only reweight. That table reproduces the library backtest exactly, to a largest weekly difference of 5×10−17, and v2's library backtest matches it in the same way, so the paper book trades what was tested.

Statistics

Differences between arms are tested after rescaling the arm to the baseline's volatility, with a Newey and West variance and a Bartlett kernel.2 The deflated Sharpe ratio uses 61 trials and an assumed cross-trial dispersion of 0.5 in annual Sharpe ratio.4 Annual Sharpe ratios are read with the usual caution about their sampling error, which for four and a half years of weekly data is between 0.6 and 0.75 at the levels reported here.21 Bootstrap paths are circular blocks of eight weeks, 5,000 per setting, with the edge scaled by subtracting a fraction of the mean return from every week before resampling.

Reproducibility

Every figure is generated by a script from the stored weekly series and leg tables, and the derived numbers in the text come from one file computed from the same store, so no figure can drift from the result it shows. The registered arms, their parameters and the pass rule were committed before the first run.

RRegister

Every arm, and what it showed

  1. E0
    Netted costs, a measurement
    6.7 basis points a week per leg against 2.4 on net trades. Sharpe 1.24 becomes 1.48 on the B0 universe.
  2. E1
    The venue's funding, a measurement
    Correlation 0.96 and 0.97 with the backtest's funding over eleven months. The carry sleeve receives about a fifth less.
  3. U0
    Every coin the venue ever listed, a measurement
    273 coins in the archive rather than 166. Sharpe 1.24 falls to 1.05, and 1.29 with netted costs.
  4. E2
    Maker exits
    −0.4 bp a week, t −1.87, both halves negative. Adverse selection outweighs the fee saved.
  5. K1
    Inverse-volatility legs
    −1.4 bp a week, t −0.40.
  6. K2
    Beta-neutral sides
    +6.3 bp a week, t 0.71, both halves positive on the old universe. Adds nothing on top of U3.
  7. K3
    Inverse-volatility sleeves
    −1.5 bp a week, t −0.61.
  8. K4
    One composite score
    +4.2 bp a week, t 0.88, drawdown 23.5 percent. Carries 1.4 times leverage within budget against 2.5.
  9. K5
    Majors hedge the shorts
    +5.7 bp a week, t 0.64, second half negative once the hedge pays funding.
  10. K6
    Rank-weighted legs
    +0.9 bp a week, t 0.23.
  11. Q1
    Squeeze overlay
    Active on one day in 2,069. −0.1 bp a week.
  12. T1
    Train on every coin
    −0.8 bp a week, t −0.22, halves of opposite sign.
  13. T3
    Liquidity-weighted training
    +0.8 bp a week, t 0.31, halves of opposite sign.
  14. T4
    Monthly refits
    −4.7 bp a week, t −1.52, both halves negative.
  15. U4
    Top 40 by volume
    −3.7 bp a week, t −0.98.
  16. U5
    Top 50 by volume
    −0.9 bp a week, t −0.15.
  17. C2
    Cross-venue crowding
    +0.3 bp a week, t 0.14, first half negative. Coverage 84 to 89 percent of rows.
  18. S1
    Drop the momentum sleeve
    −1.8 bp a week, t −0.45, drawdown 17.2 percent against 10.5.
  19. H1
    Trend on the majors
    +0.3 bp a week, t 0.15. Alone, Sharpe 0.29 and correlation 0.06 with the book.
  20. U1
    180 days of history
    Sharpe 1.45 on the honest universe, against 1.05 at a year.
  21. U2
    90 days of history
    Sharpe 1.51.
  22. U3
    60 days of history
    Sharpe 1.56, both halves positive against B0, t 0.71. Adopted.
  23. v2
    U3 with the current listings, netted costs
    Sharpe 1.74 against 1.29, +7.9 bp a week, t 1.12, halves +11.2 and +4.6. Deflated Sharpe 0.89 over 61 trials. Runs in paper at two times.
§References
  1. Brown, S. J., Goetzmann, W., Ibbotson, R. G., and Ross, S. A. (1992). Survivorship bias in performance studies. Review of Financial Studies, 5(4), 553–580.
  2. Newey, W. K., and West, K. D. (1987). A simple, positive semi-definite, heteroskedasticity and autocorrelation consistent covariance matrix. Econometrica, 55(3), 703–708.
  3. Harvey, C. R., Liu, Y., and Zhu, H. (2016). And the cross section of expected returns. Review of Financial Studies, 29(1), 5–68.
  4. Bailey, D. H., and López de Prado, M. (2014). The deflated Sharpe ratio. Correcting for selection bias, backtest overfitting and non normality. Journal of Portfolio Management, 40(5), 94–107.
  5. Frazzini, A., and Pedersen, L. H. (2014). Betting against beta. Journal of Financial Economics, 111(1), 1–25.
  6. Moreira, A., and Muir, T. (2017). Volatility managed portfolios. Journal of Finance, 72(4), 1611–1644.
  7. Glosten, L. R., and Milgrom, P. R. (1985). Bid, ask and transaction prices in a specialist market with heterogeneously informed traders. Journal of Financial Economics, 14(1), 71–100.
  8. Daniel, K., and Moskowitz, T. J. (2016). Momentum crashes. Journal of Financial Economics, 122(2), 221–247.
  9. He, S., Manela, A., Ross, O., and von Wachter, V. (2022). Fundamentals of perpetual futures. arXiv 2212.06888.
  10. Moskowitz, T. J., Ooi, Y. H., and Pedersen, L. H. (2012). Time series momentum. Journal of Financial Economics, 104(2), 228–250.
  11. Liu, Y., Tsyvinski, A., and Wu, X. (2022). Common risk factors in cryptocurrency. Journal of Finance, 77(2), 1133–1177.
  12. Ritter, J. R. (1991). The long run performance of initial public offerings. Journal of Finance, 46(1), 3–27.
  13. Loughran, T., and Ritter, J. R. (1995). The new issues puzzle. Journal of Finance, 50(1), 23–51.
  14. Field, L. C., and Hanka, G. (2001). The expiration of IPO share lockups. Journal of Finance, 56(2), 471–500.
  15. Cong, L. W., Li, Y., and Wang, N. (2021). Tokenomics. Dynamic adoption and valuation. Review of Financial Studies, 34(3), 1105–1155.
  16. Künsch, H. R. (1989). The jackknife and the bootstrap for general stationary observations. Annals of Statistics, 17(3), 1217–1241.
  17. Kelly, J. L. (1956). A new interpretation of information rate. Bell System Technical Journal, 35(4), 917–926.
  18. Grossman, S. J., and Zhou, Z. (1993). Optimal investment strategies for controlling drawdowns. Mathematical Finance, 3(3), 241–276.
  19. Bailey, D. H., Borwein, J. M., López de Prado, M., and Zhu, Q. J. (2017). The probability of backtest overfitting. Journal of Computational Finance, 20(4), 39–69.
  20. McLean, R. D., and Pontiff, J. (2016). Does academic research destroy stock return predictability? Journal of Finance, 71(1), 5–32.
  21. Lo, A. W. (2002). The statistics of Sharpe ratios. Financial Analysts Journal, 58(4), 36–52.
HydraTrade profit research report, October 2026

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