‹ The Open Position Lesson 15 of 17
Contents Lesson 15 of 17

2 min read · practitioner

Why does leverage change how you behave, not just what you can lose?

Why this matters. The arithmetic of leverage is taught elsewhere and is the easy half. The part that surprises people is what it does to the operator.

All of the arithmetic — exposure, margin, what a given move does to the account, the recovery maths of a drawdown — belongs to What sizing decides and Leverage from first principles. This lesson does none of it.

Three behavioural changes, none of them decided

The clock speeds up. The same percentage move arrives sooner, so decisions that were weekly become hourly. Nothing about your process was designed for that frequency.

Checking becomes compulsory. A position that can move materially in an hour is a position you will look at within the hour. And more frequent observation changes risk-taking on its own — the myopic-loss-aversion result, replicated (Thaler, Tversky, Kahneman and Schwartz, 1997; Gneezy and Potters, 1997). So leverage changes your behaviour through a second channel that has nothing to do with the money at stake.

The invalidation gets closer to the noise. Tighter tolerance means ordinary fluctuation now touches your levels, so you are asked to distinguish signal from noise more often, with less time, under more pressure.

The honest summary

Leverage does not merely scale outcomes. It changes the frequency, the tempo, and the difficulty of the decisions you have to make. Two people running the same strategy at different leverage are not running the same strategy at different sizes; they are doing different jobs.

The artefact

A decision-frequency count: how many times you looked, and how many times you acted, per position, recorded per week.

Compare a leveraged week with an unleveraged one. The count moves before the results do, which makes it the earliest signal available that the job has changed underneath you.

Try it now

For one week, tally looks and actions per position. No judgement, just two numbers. The ratio between them is more informative than either.