Pivot Point Calculator

Arithmetic a floor trader could do in his head

Before screens, traders stood in pits in Chicago and New York and needed to know, before the bell, roughly where today's price might run into trouble. There was no time for anything elaborate.

So they took yesterday's high, low and close, averaged the three, and marked levels above and below it. That average is the pivot point, and the levels around it are support and resistance.

PP = (High + Low + Close) / 3

That is the whole original idea, and its survival has nothing to do with sophistication. It survived because it is fast, it needs three numbers everybody already has, and everybody computes the same answer. That last part matters more than the first two, and there is a section on why further down.

What has grown since is the number of ways to space the levels around that pivot. This calculator offers five, and they do not agree with each other.

Five methods, one bar, and how far apart they land

Take a single session. High 1,250, Low 1,180, Close 1,235, Open 1,195. A seventy point range that finished near the top.

Here is that identical bar through all five.

Look along the R1 column. The first resistance level is 1241.42 under Camarilla and 1277.50 under DeMark.

That is a spread of 36.08 points, or 2.92 percent of the close, on one bar, from five methods all claiming to mark the same thing.

S1 has a similar spread, from 1193.33 to 1228.58.

Which is the single most useful thing to know about pivot points, and almost nobody publishes it: the method is not a detail, it is most of the answer. A trader placing a stop just below S1 is placing it in a completely different location depending on a dropdown.

The central pivot is the one place they nearly agree. Floor, Fibonacci and Camarilla all use the same average of high, low and close, giving 1221.67. Only Woodie differs, at 1225.00, because it counts the close twice.

So the levels diverge and the axis mostly does not, which tells you where the real disagreement is: not about where the middle of yesterday was, but about how far today might travel from it.

What each method is actually built for

The five are not competing attempts at one thing. They were built by different people for different styles, and the spacing follows from the intent.

Floor. The original, also called classic or standard, and the default in most platforms. R1 and S1 reflect the previous range around the pivot, then R2 and S2 sit a full range away, and R3 and S3 further still. Widely spaced, and the levels most other traders have on their screens.

Woodie. Same structure, but the pivot is (H + L + 2C) / 4, double weighting the close. The logic is that where a session finished says more about sentiment than where it wandered during the day. On our bar, which closed near the high, that pulls the whole set upward by a little over three points.

Camarilla. Introduced by Nick Scott in the late 1980s, and structurally different from the others. The levels are built outward from the close rather than from the pivot, using the range multiplied by 1.1 and then divided by 12, 6, 4 and 2. That produces eight levels clustered tightly around the close. On our bar, Camarilla's S1 sits 6.42 below the close while Floor's S1 sits 41.67 below. It is designed for mean reversion, on the premise that price tends to return toward the middle, with the outer levels watched for breakouts instead.

Fibonacci. Same pivot as Floor, but the levels are placed at 38.2 percent, 61.8 percent and 100 percent of the previous range. It exists to sit consistently alongside Fibonacci retracement work, so a trader already using those ratios gets levels on the same logic.

DeMark. Tom DeMark's version, and the only one that is conditional. It gives one upper and one lower level rather than a ladder, and it is better understood as a projected high and low for the session than as support and resistance.

Two practical points about choosing. Classic and Camarilla between them cover most retail use, one for trend and one for mean reversion. And whichever you pick, stay with it, since half the reason any of this works is that levels get watched, and switching methods week to week means watching a different thing each time.

The one that asks about the open

DeMark is the only method here with a fourth input, and it is worth understanding why, because it is the most interesting idea among the five.

Every other method treats an up day and a down day identically. Feed them a high, low and close and they produce a symmetric ladder regardless of how the session got there.

DeMark does not. It asks how the close compared with the open, and picks a different starting figure accordingly.

Then R1 is X divided by 2 minus the low, and S1 is X divided by 2 minus the high.

The reasoning is that a session which closed above where it opened has shown buying pressure, so the extreme worth projecting forward is the high. One that closed below has shown the opposite, so the low carries the information. The formula leans toward whichever end the session was pushing against.

On our bar the close of 1,235 sits above the open of 1,195, so X becomes 2H + L + C, which is 4,915, giving R1 at 1,277.50 and S1 at 1,207.50. That R1 is the highest first resistance of any of the five, which is the asymmetry doing its work: an up day projects further up.

Change the open to 1,245 so the session closes lower than it started, and every DeMark level moves down while the other four methods do not move at all.

Which is why the open field only appears when DeMark is selected, and why it is required then.

Which bar goes in the boxes

The inputs are always the previous completed period, never the one in progress. That is the point: the levels have to exist before the session starts, or they are not levels, they are commentary.

The period you choose sets what the levels are for.

Longer bars give wider and fewer levels that get tested less often. Shorter bars give tighter levels that get tested constantly, most of the time meaninglessly.

Two things that will make your numbers disagree with somebody else's on the same instrument. Session boundaries, since a market trading nearly around the clock has no single obvious daily close and different providers cut the day at different times. And which price series, since futures, spot and different venues report different highs and lows for the same day.

Neither is a fault in the arithmetic. It does mean that if you are trading levels other people are watching, it is worth knowing which session convention the crowd is using.

What a pivot level can and cannot tell you

Worth being straight about this, because the output is a tidy list of precise numbers and precision is persuasive in a way it has not earned.

These levels are arithmetic performed on three numbers from yesterday. There is no information in them about earnings, news, positioning, liquidity or anything else that moves a price. Nothing was forecast. A range was measured and divided up.

So why do prices react at them at all? The most honest answer is because a lot of people are watching the same lines. Levels that many participants compute identically become places where orders cluster, and orders clustering is what makes a level behave like a level. That is a real effect and it is also a circular one, and it is strongest for the classic method precisely because that is the default nearly everywhere.

Which suggests three sensible habits.

Treat a level as a zone, not a line. A price reacting near 1263 is what the method predicted. Expecting a reversal at exactly 1263.33 is expecting the arithmetic to know something it does not.

Never trade a level on its own. Practitioners generally use pivots as confirmation alongside something else, and a level that coincides with a moving average, a previous swing point or an obvious round number is worth more than one standing by itself.

Your risk management matters more than your method. The gap between Camarilla's R1 and DeMark's R1 on our bar was 36 points. If a position's survival depends on picking the right one of those, the position is too large, and that is a sizing decision rather than an indicator decision.

And the obvious thing said once. Trading involves the risk of losing money, sometimes rapidly, and nothing on this page is advice about what to do with yours. This is a calculator that performs published arithmetic and shows its working, which is all it claims to be.

Hope the five method table saves you some confusion about why two charts disagree. If a figure here does not match your platform, check which method and which session it is using, and do tell us if it still does not reconcile.

Questions people ask

Which method should I use?

Floor is the default nearly everywhere and therefore the one most watched. Camarilla suits mean reversion inside a range. Pick one for the way you trade and stay with it, since consistency matters more than the choice.

Why do the methods give such different levels?

Because they space levels differently around the pivot. On a single bar in the example above, first resistance ranged from 1241.42 to 1277.50, a spread of nearly 3 percent of the closing price.

Why does it only ask for the open sometimes?

Only DeMark uses it. That method changes its formula depending on whether the session closed above or below its open, so the fourth input is required there and ignored by the others.

Which session's data do I enter?

The previous completed one. Yesterday's daily bar for today's levels, last week's for this week, last month's for this month.

Why are the Camarilla levels so close together?

Because they are built outward from the close using fractions of the range rather than from the pivot. That is deliberate: the inner levels are meant for mean reversion inside a range, with the outer ones watched for breakouts.

Do pivot points actually work?

They are arithmetic on yesterday's range, not a forecast. Prices do react around widely watched levels, largely because many participants compute the same ones and orders cluster there. Treat them as zones and as confirmation rather than as signals on their own.

My platform shows different numbers.

Usually a different method, or a different session boundary on a market that trades close to around the clock. Check both before assuming an error.

Does the currency matter?

No. Every formula here is arithmetic on prices, so the answer comes back in whatever units you entered.

References

A note on the sources. Pivot points are trading conventions rather than regulated or academic quantities, so there is no authority that defines a correct answer, only published formulas with named originators. The five implemented here follow their standard published forms: the classic floor trader calculation, Woodie's close weighted pivot, Nick Scott's Camarilla levels using the range multiplied by 1.1 and divided by 12, 6, 4 and 2, the Fibonacci ratios applied to the previous range, and Tom DeMark's conditional formula based on the relationship between the close and the open. The sources below set out those formulas and their origins. Nothing on this page is trading advice, and technical levels of this kind carry no guarantee of any outcome.

1. TradingPedia, Fibonacci Pivot Points and DeMark Calculation, setting out the DeMark conditional formula based on the relationship between the close and the open, alongside the floor, Woodie, Camarilla and Fibonacci variants. https://www.tradingpedia.com/forex-trading-indicators/fibonacci-pivot-points-demark-calculation/
2. LiteFinance, Camarilla Pivot Points, on the Camarilla multipliers of 1.1 divided by 12, 6, 4 and 2 applied to the previous range and measured from the close, and on the mean reversion premise behind them. https://www.litefinance.org/blog/for-beginners/trading-strategies/camarilla-pivot-points-strategy/
3. AskTraders, Pivot Point: 5 Types Explained, on the origins of the standard, Woodie, Camarilla, Fibonacci and DeMark variants, including the introduction of Camarilla pivots by Nicolas Scott in the 1980s. https://www.asktraders.com/learn-to-trade/technical-analysis/pivot-point-types/