▲ Work in progress. This site is built and researched in the open: pages, numbers and findings may change or be wrong, and the record has gaps. Not advice. More

The Lab

Ideas traders use, put to the record

← the Lab · grids · write-up

#20 Grid bots, followed up: range width, the stop, and four years of ETH

Past prices; no real orders were placed. Every figure is a share of the money put in, or a count.
Last checked: 16 October 2026.

Where the idea comes from

What's new against the published grid study

The grid study on 14 coins (April 2024 to September 2026) found that a long grid follows its coin, that wider ranges lose less, and that the stop cost money on average. These follow-ups add four things:

  1. A longer window. Four years of ETH, BTC and SOL (October 2022 to September 2026), not 30 months.
  2. The stop pulled apart from the range. In the grid study a wider range also put the stop further down, so the two couldn't be told apart. Here they are crossed.
  3. The stop's firing rule. Does waiting for an hourly close, instead of 5 minutes, stop it selling wicks?
    • A wick is the thin line above or below a candle's body: how far the price went during the candle before coming back. For example, a candle that opens at 100, dips to 95 and closes at 99 has a wick down to 95.
  4. A correction. On ETH's four years, ranges of 25–30% either side looked positive in both halves. That was seen after the fact, and it didn't hold on the 14-coin window. A wider range is less risk, not shown to earn.

How we tested

The maths, step by step

1. The shape. With ETH at 2,530:

8 rungs from 2,100 to 2,900 have 7 equal gaps in percent: the 7th root of 2,900 ÷ 2,100 = 1.381 is 1.047, a gap of 4.7%.

2. Why rung count barely matters. A round trip pays a resting fee twice: 0.02% × 2 = 0.04%, against a 4.7% gap. At these gaps the fee is under 1% of what a trip earns. More rungs give more trips, but each earns less, and the total comes out about the same.

3. The average, and how sure it is. A mean month is the plain average. A median month is the middle one when they are lined up.

4. Beating shuffled months. Each month was rerun 20 times with its hours in random order: the same moves, but none of the habits of real prices.

What we found

1. Four years of the uneven shape on ETH: no better than zero.

round trips5 a month
left the rangeabove in 42% of months, below in 27%
per monthmedian +3.1%, mean −0.75% (± 1.5%)
losing months29%
worst month−32% (the August 2024 crash)
stop fired15% of months; 39% of three-month stretches left alone
funding paidabout 0.2% a month

Many small wins and a few large losses cancelled out over four years.

2. The width of the range matters more than the stop.

Mean month on ETH, first two years / last two, averaged over the other settings:

rangefirstsecond
uneven shape / 15%+1.6% / +1.2%−1.7% / −1.5%
20%+2.1%0.0%
25% / 30%+1.4% / +2.0%+0.3% / +0.7%

With the stop held still, the uneven shape and 15% lost in the last two years, and 25–30% did not. That held with no stop too.

3. The stop's distance is a trade, not a gain.

stop under the bottomfirstsecondfired in 3 months left aloneworst 3 months
3%+1.5%−0.8%38%−30%
7.1%+1.5%−0.6%34%−36%
12%+1.6%−0.3%28%−41%
18%+2.0%−0.1%21%−49%

Further down, the stop fires less and the average month is a little better, but the worst three months get much worse. It is a choice of risk, not something the data can optimise.

4. The firing rule barely matters, and its one gain is one event.

5. Choosing on the first half didn't pick the winners.

6. On BTC and SOL the wide ranges looked positive too, in this window only. Mean month, first two years / last two:

rangeBTCSOLETH
uneven shape+2.1% / −0.4%−0.4% / +0.2%+1.2% / −2.7%
15%+1.4% / −0.2%−0.3% / −1.7%+1.7% / −2.1%
20%+2.2% / +0.1%+0.5% / +0.5%+1.7% / −0.2%
25%+2.0% / +0.4%+1.1% / +0.9%+0.6% / +0.1%
30%+1.9% / +0.1%+2.0% / +0.8%+2.1% / +0.5%

7. Against shuffled months, real prices didn't come back to their range more than random ones.

8. BTC's smallest order size bends the ladder. Each rung is about a quarter of the money's worth. On BTC that rounds down to steps of 0.001 BTC, so the ladder held only 87–88% of what it was meant to (72% at worst), and its rungs were uneven by up to 2 times.

What it means

Limits

Update, 16 October 2026: a clarification

Added after this page was published. The text above is left as it was.

Update, 21 October 2026: plain words

Added after this page was published. The text above is left as it was, except the explanations this lists.

Credits

← Will a price touch a level?Grids with and without stops →

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