The slow model was right more often. The fast one made more money.

Arne Kellmann ·

Two of the three models in this experiment gave better calls than the third. The third earned three times as much per call. It was not smarter. It answered in a quarter of a second.

This is a replay, not a live account, and there are no fees in the numbers below. Read to the end before you conclude anything. The point is not a trading strategy. The point is a measurement of what latency is worth when the world keeps moving while a model thinks.

Who is behind it. Jev is the first model of TypeSafe AI, a San Francisco lab that left stealth on 15 September 2026 with a $40 million seed round led by DCVC. The founders are Diogo Almeida, formerly a researcher at OpenAI, with Erik Gafni and Sasha Sheng. On X: @typesafeai and @CompleteSkeptic. I have no relationship with the company; the API key is a normal early-access key and I paid for every call in this post.

The setup

All three ran in parallel on every point, so no model saw a different market.

Latency

Model p50 p90 Mean
Jev 1.13.0 252 ms 538 ms 330 ms
GPT-5.4 nano 1,574 ms 2,289 ms 1,739 ms
GPT-6 Astra 2,609 ms 4,526 ms 2,987 ms

Ten times. That was expected. What it does to the money was not.

Latency per decision Latency per decision Real round-trip time per call, measured while the replay ran. 0 s1 s2 s3 s4 s5 sJev 1.13.0252 msGPT-5.4 nano1574 msGPT-6 Astra2609 msbar = median · tick = 90th percentile · 506 calls each, round trip from Frankfurt
Median and 90th percentile per model, 506 calls each.

Who was right

Hit rate is the share of directional calls where the price was on the called side 30 seconds later.

Model Directional calls Hit rate at 30 s
Jev 408 54.2 %
GPT-5.4 nano 414 58.5 %
GPT-6 Astra 295 59.7 %

Astra is the most accurate and the most cautious: it said hold on 210 of 506 points. Jev is the most trigger-happy and the least accurate. If you scored this like a quiz, Astra wins.

Who made money

Now the number that matters. Take only the 258 points where all three models made the same directional call. Same decision, same direction, same moment. The only difference is when each one’s order reaches the book.

Enter at Gross result per call
Jev’s fill, ~250 ms 2.45 bps
Fixed 300 ms 2.42 bps
Fixed 1 s 1.11 bps
nano’s fill, ~1.6 s 0.96 bps
Fixed 2 s 0.82 bps
Astra’s fill, ~2.6 s 0.80 bps
Fixed 5 s 0.47 bps
Fixed 10 s 0.38 bps
Same call, later fill: what waiting costs Same call, later fill: what waiting costs Gross result per call on the 258 points where all three models agreed, by when the order reaches the book. No fees. 01230.25 s0.5 s1 s2 s5 s10 sentry delay after the decision (log scale)bpsJev fill · 2.45 bpsnano fill · 0.96 bpsAstra fill · 0.80 bps
The same 258 decisions, filled later. The curve is the price of thinking.

Two thirds of the edge is gone by the time Astra’s answer arrives. On 30 percent of those agreed calls the price had already moved a full basis point in the called direction before Astra’s fill. The market does not wait for the reasoning to finish.

Scored on their own calls at their own latency, per directional call: Jev 1.47 bps, nano 1.04 bps, Astra 0.88 bps. The least accurate model, filled first, comes out ahead. Not because it saw more. Because it was there.

Right more often, or paid more Right more often, or paid more The most accurate model earned the least per call. The least accurate, filled first, earned the most. Hit rate at 30 s, own callsJev54.2 %nano58.5 %Astra59.7 %Gross bps per call, own fillJev1.47 bpsnano1.04 bpsAstra0.88 bps
Own calls, own latency. Accuracy on the left, money on the right.

Confidence did its job

Jev returns a confidence with every Choice. I did nothing with it during the run. Afterwards:

Jev confidence Calls Hit rate Per call at own fill
under 0.5 232 48.3 % 0.43 bps
0.5 and above 176 62.3 % 2.84 bps

Below 0.5 it is a coin flip, and it says so. Above 0.5 it is as accurate as Astra and still filled in a quarter of a second. Act only on the confident half and the per-call result at Jev’s latency is 2.84 bps. The same calls filled at Astra’s latency: 1.00 bps. That is the whole article in one row.

The confidence number was honest The confidence number was honest Below 0.5 it is a coin flip and says so. Above 0.5 it matches Astra's accuracy at a tenth of the latency. Hit rate at 30 sconfidence < 0.548.3 %confidence ≥ 0.562.3 %Gross bps per call at Jev's fillconfidence < 0.50.43 bpsconfidence ≥ 0.52.84 bpsJev's 408 directional calls split by the confidence it returned with each one. 232 below 0.5, 176 at or above.
Jev's 408 directional calls, split by the confidence it returned.

The potential win, in numbers

The tables above are per call. Here is the day.

On the 258 trades all three models agreed on, filled at each model’s own latency and closed 30 seconds later:

Filled at Gross result for the day On $10k per trade On $100k per trade On $1M per trade
Jev, ~250 ms 631 bps $631 $6,310 $63,100
nano, ~1.6 s 248 bps $248 $2,480 $24,800
Astra, ~2.6 s 207 bps $207 $2,070 $20,700

The latency premium, Jev’s fill against Astra’s on identical trades, is 424 bps for the day: 1.64 bps per call, standard error 0.20, bootstrap 95 percent interval 1.25 to 2.03. Jev’s fill was the better one on 77 percent of the calls. That is not noise. It is the same decision, reaching the book two seconds earlier, 258 times.

The potential win: same 258 trades, three fill timesThe potential win: same 258 trades, three fill timesCumulative gross result over the day, in basis points of the per-trade notional. No fees, paper fills.-100020040060000:0006:0012:0018:0024:00time of day, UTCbps631 bps248 bps207 bpsJev fill, ~250 msnano fill, ~1.6 sAstra fill, ~2.6 s
Same trades, three fill times. The gap between the lines is the price of the wait.

Now the fees, because they decide whether any of this is money:

Fee per side Jev fill, net day Astra fill, net day Premium
0 bps (maker rebate, internalised flow) +631 +207 +424
1 bps +115 −309 +424
2 bps −401 −825 +424
10 bps (Kraken high-volume taker) −4,529 −4,953 +424
26 bps (Kraken base taker) −12,785 −13,209 +424

Two things fall out. First, at retail fees the strategy is a way to lose money quickly, and being fast only slows the loss. Second, the premium itself does not care about fees: it is 424 bps whichever row you are on, because both sides trade the same 258 times. Speed is worth the same whether the desk is profitable or not. What speed cannot do is make a bad edge good.

Where it is money: a desk that already trades at near-zero cost, maker-only, rebated, or internalised. For that desk, on this day, on a $100k clip, the difference between a 250 ms decider and a 2.6 second decider was $4,240. On $1M, $42,400. In a day. From the same signal. Restricting to Jev’s confident half, 176 calls, the day is 500 bps at Jev’s fill and 175 bps at Astra’s latency: the confident subset keeps most of the edge and cuts the trade count by a third, which is what a fee-paying desk needs.

Largest drawdown of the Jev curve during the day: 107 bps. Not a smooth line. A day.

What it cost

Model Tokens Price
Jev 320,826 in, output free $0.013
GPT-5.4 nano 190,889 $0.04
GPT-6 Astra 125,061 in, 18,905 out $2.20

Five hundred decisions for a cent, or for two dollars. At ten decisions a second, one is a business and the other is a bill.

Now the cold water

None of that changes the shape of the entry table. Whatever your edge is, it decays by the second, and a model that needs three of them starts from a worse price.

Where this applies

Trading is the example because it has a price every millisecond. The shape is general. Any decision where the world moves while you decide has an entry table like the one above:

For those, “the more accurate model” is the wrong question. The question is: accurate enough at the latency the decision lives in. A quarter of a second and a confidence number you can threshold covers more of them than people think.

The replay script is 150 lines of Node: fetch the day, cut it into seconds, build the state, ask three APIs, look up the fill. If you want to run it on your own day, the Jev docs are the only unusual dependency.