Exness Margin and Pip Calculator — Two Forms, Two Answers — South Africa
Same instrument, same lot size, two different numbers. This page is about which field is doing it, not about how to fill either form in.
Open Exness Account →Two calculators that disagree about one trade are almost never both wrong. The difference has a shape — a whole multiple, a steady ratio, a gap that moves when one setting moves — and the shape names the field responsible before anything is opened. This page is a test of identity between two calculations rather than an instruction for using either of them.
Measured contract values for your calculations
Read live from Exness’s MT5 Raw+ feed — the contract size, tick value, lot limits and average daily range behind any margin, pip-value, stop-size or profit calculation:
| Instrument | Contract size | Tick value (USD) | Min lot | Max lot | Avg daily range |
|---|---|---|---|---|---|
| EUR/USD | 100,000 | $1.00 | 0.01 | 200 | 47.9 pips |
| GBP/USD | 100,000 | $1.00 | 0.01 | 200 | 60.2 pips |
| AUD/USD | 100,000 | $1.00 | 0.01 | 200 | 41.6 pips |
| USD/CAD | 100,000 | $0.72 | 0.01 | 200 | 49.8 pips |
| USD/JPY | 100,000 | $0.63 | 0.01 | 300 | 155.7 pips |
Tick value is the cash change per minimum price move, per standard lot; the 14-day average daily range helps you size stops and targets. Account stop-out levels (measured): margin call at 60%, stop-out at 0% — confirm the live values in your terminal.
Which field moves the number
- Leverage divides the result: the same position needs less margin at a higher setting and carries the same exposure either way. A gap that closes when both forms are set to one leverage was a leverage gap and nothing else.
- Account type decides what is added beside the spread, so two forms can agree on the margin a position needs and still disagree about what the same trade costs.
- Account currency converts the answer at the very end. Two correct results separated by a steady ratio on every instrument are usually one result shown in two currencies.
- Contract size scales it. A form working from a different contract size for the same instrument returns a proportionally different number and will never agree until that assumption is matched.
- If no single field closes the gap, the two forms are not computing the same quantity: one may be reporting required margin where the other reports position value or the value of a single pip.
Same inputs, different answer — where to look first
| What the gap looks like | Field to check | What confirms it |
|---|---|---|
| One answer is a whole multiple of the other | Contract size | The two forms name different contract sizes for that instrument |
| The ratio is the same on every instrument | Account currency | Setting both forms to one currency closes the gap exactly |
| The gap moves when a setting is changed in one form | Account leverage | Matching the leverage setting makes the two answers meet |
| Margin agrees but the cost of the trade does not | Account type | The forms are pricing one trade under different account terms |
| Nothing you change closes the gap | The quantity itself | One form is answering a different question from the other |
The gap has a shape
A disagreement between two forms is data. If one answer is exactly twice the other on every instrument tried, something is doubling, and only a scaling field can do that. If the ratio holds across instruments but is not a round number, a conversion is being applied at the end. If the gap shows up on one instrument and nowhere else, the assumption that differs is about that instrument rather than about the account.
Reading the shape first is faster than checking settings one at a time, because most of the fields cannot produce most of the shapes. A conversion cannot manufacture a whole multiple. A per-instrument assumption cannot produce a uniform ratio. By the time the shape has been named, at most two fields are still worth opening.
Same number, different question
The hardest case is the one where nothing is wrong. Required margin, the value of a position and the value of one pip are three quantities computed from overlapping inputs, and a form reporting one of them is not disagreeing with a form reporting another. Two answers can both be correct and still have nothing to compare.
The check is to ask what each number would be used for. A figure that decides whether an order can be opened is not the figure that says what a move is worth, and neither of them is the size of the position. When two forms label their output differently, the labels are the answer and no field is at fault.
When one field is enough
Once the shape points at a field, matching that field in both forms should close the gap completely rather than narrow it. A gap that only narrows means more than one field differs, and the process starts again on what is left. A gap that closes exactly confirms the diagnosis, and confirmation matters: a number that agrees for the wrong reason will disagree again on the next instrument.
The account is the reference throughout. Whatever a form assumes, the terms applied to an order are the ones displayed before it is confirmed, and a calculator that disagrees with that is describing a different account rather than doing different arithmetic.
Finding the field in four moves
- Run both forms on a second instrument. A gap that keeps its shape is about the account; a gap that vanishes was about the first instrument.
- Compare the ratio rather than the difference. Whole multiples point at scale, uneven but constant ratios point at conversion.
- Change one setting in one form and watch whether the gap moves at all. A setting that does nothing is not the cause, whatever it happens to be set to.
- Read the labels last. If no field closes the gap, the two outputs were never the same quantity.
A diagnosis counts as confirmed only when matching one field closes the gap exactly.
Frequently asked questions
Two calculators give different margin for the same trade — which is right?
Does a higher leverage setting change how much a position can lose?
What is one pip worth?
Why do the answers differ by a constant ratio on every instrument?
Matching one field only narrowed the gap.
Can a calculator disagree with the platform itself?
Do required margin and position value ever match?
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