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Pivot point calculator

Enter the previous period's high, low and close for classic, Fibonacci, Camarilla and Woodie levels: reference lines, not predictions.

EUR/USD · yesterday → todayP 1.09100
yesterdaytodayH 1.0950C 1.0930L 1.0850P 1.09100(H + L + C) ÷ 3R1 1.09700S1 1.08700R2 1.10100S2 1.08100R3 1.10700S3 1.07700

P 1.09100 The average of yesterday's high, low and close; R1 1.09700, S1 1.08700.

1.0930

An illustrative day, not market data. Levels are arithmetic on past prices: reference lines, not forecasts.

Read as text
  1. Yesterday, an illustrative EUR/USD day: high 1.0950, low 1.0850, close 1.0930; a range of 0.0100, 100 pips. The open is not used.
  2. Classic: P = (H + L + C) ÷ 3 = 1.09100. R1 = 2P − L = 1.09700, S1 = 2P − H = 1.08700, R2 = P + range = 1.10100, S2 = 1.08100, R3 = 1.10700, S3 = 1.07700.
  3. Camarilla centres on the close instead: H3 = C + 1.1 × range ÷ 4 = 1.09575, L3 = 1.09025, H4 = C + 1.1 × range ÷ 2 = 1.09850, L4 = 1.08750; the outer H6 = (H ÷ L) × C = 1.10307 and L6 = 2C − H6 = 1.08293.
  4. Move the close and the classic levels move a third to two thirds as far; the Camarilla levels move with it, about one for one.
  5. Every level is arithmetic on a finished day, fixed before today trades a tick: a reference price to plan around, not a prediction of a turn.

One completed period: for daily pivots, yesterday's high, low and close. In forex the day conventionally closes at 17:00 New York time.

Both versions are in use; TradingView's built-in Pivot Points Standard uses the open.

Classic pivot (P)
1.09100

(1.0950 + 1.0850 + 1.0930) ÷ 3. Range H − L = 0.01000. Camarilla's inner band runs from L3 1.09025 to H3 1.09575. These are reference prices from the last period, not a forecast for this one.

Classic, Fibonacci and Woodie pivots

LevelClassicFibonacciWoodie
R31.107001.101001.10800
R21.101001.097181.10150
R11.097001.094821.09800
P1.091001.091001.09150
S11.087001.087181.08800
S21.081001.084821.08150
S31.077001.081001.07800

Camarilla. H1–H4 and L1–L4 are the standard equation; H5, H6, L5 and L6 follow Camarilla Desk's expanded formula (see below the calculator).

LevelPriceDistance from the close
H61.10307+0.01007
H51.10171+0.00871
H41.09850+0.00550
H31.09575+0.00275
H21.09483+0.00183
H11.09392+0.00092
Close (PC)1.09300—
L11.09208−0.00092
L21.09117−0.00183
L31.09025−0.00275
L41.08750−0.00550
L51.08429−0.00871
L61.08293−0.01007

The math — P = (H + L + C) ÷ 3 · Camarilla H4 = C + 1.1 × (H − L) ÷ 2

What are the pivot levels for one EURUSD day?

An illustrative day: high 1.0950, low 1.0850, close 1.0930; the classic pivot is 1.0910.

LevelClassicFibonacciWoodie
R31.107001.101001.10800
R21.101001.097181.10150
R11.097001.094821.09800
P1.091001.091001.09150
S11.087001.087181.08800
S21.081001.084821.08150
S31.077001.081001.07800
CamarillaPriceCamarillaPrice
H41.09850L41.08750
H31.09575L31.09025
H21.09483L21.09117
H11.09392L11.09208
H6 (outer)1.10307L6 (outer)1.08293
The example worked line by line

Take an illustrative EURUSD day, not a real one: high 1.0950, low 1.0850, close 1.0930. The range is 0.0100, or 100 pips. The classic pivot is (1.0950 + 1.0850 + 1.0930) ÷ 3 = 3.2730 ÷ 3 = 1.0910. Then R1 = 2 × 1.0910 − 1.0850 = 1.0970, S1 = 2 × 1.0910 − 1.0950 = 1.0870, R2 = 1.0910 + 0.0100 = 1.1010 and R3 = 1.0950 + 2 × (1.0910 − 1.0850) = 1.1070.

Woodie counts the close twice: (1.0950 + 1.0850 + 2 × 1.0930) ÷ 4 = 1.0915. Camarilla starts from the close instead of a pivot: 1.1 × 0.0100 = 0.0110, so H3 = 1.0930 + 0.0110 ÷ 4 = 1.09575 and H4 = 1.0930 + 0.0110 ÷ 2 = 1.0985. These are the calculator's default inputs, so you can check every line above against it.

What formula does each pivot type use?

H, L and C are the previous period's high, low and close; R and S name a level's side of P, not what price does there.

LevelClassic (floor)FibonacciWoodie
R3H + 2 × (P − L)P + (H − L)H + 2 × (P − L)
R2P + (H − L)P + 0.618 × (H − L)P + (H − L)
R12P − LP + 0.382 × (H − L)2P − L
P(H + L + C) ÷ 3(H + L + C) ÷ 3(H + L + 2C) ÷ 4 *
S12P − HP − 0.382 × (H − L)2P − H
S2P − (H − L)P − 0.618 × (H − L)P − (H − L)
S3L − 2 × (H − P)P − (H − L)L − 2 × (H − P)

* Or (H + L + 2O) ÷ 4, where O is the new period's open; that is the version TradingView's Pivot Points Standard uses. The calculator's Woodie setting switches between the two.

Camarilla levelFormulaOn Camarilla Desk
H6(H ÷ L) × CDrawn (outer level). TradingView names it R5.
H5H4 + 1.168 × (H4 − H3)Computed for audit only, not drawn
H4C + 1.1 × (H − L) ÷ 2Drawn
H3C + 1.1 × (H − L) ÷ 4Drawn
H2C + 1.1 × (H − L) ÷ 6Optional middle band, off by default
H1C + 1.1 × (H − L) ÷ 12Not computed
Close (PC)C, the previous closeDrawn, labelled PC
L1C − 1.1 × (H − L) ÷ 12Not computed
L2C − 1.1 × (H − L) ÷ 6Optional middle band, off by default
L3C − 1.1 × (H − L) ÷ 4Drawn
L4C − 1.1 × (H − L) ÷ 2Drawn
L5L4 − 1.168 × (L3 − L4)Computed for audit only, not drawn
L62C − H6Drawn (outer level). TradingView names it S5.

Does Camarilla Desk use the same Camarilla formula?

For levels 2 to 4, yes; it adds outer H6/L6 and an audit-only H5/L5, and computes no H1/L1.

The three differences, and the setting that matters

For levels 2 to 4, yes. We read it from the Pine source of Camarilla Desk 2.1.0, ProEA's TradingView indicator in Pine Pro Library: H2, H3 and H4 are the close plus 1.1 × (H − L) ÷ 6, ÷ 4 and ÷ 2, mirrored for L2 to L4, exactly as on this page. It differs from the standard four-level equation in three ways:

No H1 or L1. The Desk does not compute the innermost pair, so the calculator's H1 and L1 have no line on its chart. Outer levels H6 and L6. H6 = (H ÷ L) × C and L6 = 2C − H6. TradingView's built-in Pivot Points Standard computes the same two prices and calls them R5 and S5, so the names differ while the numbers match. An audit-only H5 and L5. H5 = H4 + 1.168 × (H4 − H3), with L5 mirrored. The Desk computes them for its audit trail and does not draw them.

Its default map draws seven levels: H6, H4, H3, PC (the prior close), L3, L4 and L6. H2 to L2 is an optional middle band, which its manual distinguishes from the floor-pivot central pivot range (CPR). One setting matters when you compare numbers: by default the Desk builds the map from the completed regular session, 09:30–16:00 New York, for anything but crypto, and from the exchange's daily bar for crypto. To match this calculator fed with a daily candle, set its pivot source to Exchange daily.

Draw it on your chart: Camarilla Desk comes with its full Pine source in Pine Pro Library. It freezes the map at the session's opening and tracks fourteen named plays around it, with a separate strategy script for testing them on your own symbol.

Which high, low and close should you use?

The last completed period of the timeframe you plan on; an open period has no final close.

PivotsHigh, low and close fromLevels change
DailyThe previous completed dayAt the daily close; 17:00 New York time in spot forex
WeeklyLast week's high, low and closeAt the weekly open; Sunday 17:00 New York in spot forex
MonthlyLast month's high, low and closeOn the month's first trading day
IntradayThe previous session or bar, e.g. a 4-hour candleWhen that session or bar closes
Forex, stocks, futures and crypto days

The last completed period of the timeframe you plan on. A period that is still open has no final close, and its high and low can still move. The formula is the same for every timeframe.

Forex: the spot day conventionally runs from 17:00 to 17:00 New York time (see forex market hours). Many MT5 brokers run their server clock at UTC+2, UTC+3 in northern summer, so that the daily candle closes at that hour. A chart whose day closes at 00:00 UTC has a different high, low and close, and it also prints a short Sunday candle, so Monday's pivots come from a few hours of trading. Check where your platform's daily candle ends before comparing levels.

Stocks and futures: the regular session (09:30–16:00 New York for US stocks) and the full electronic session give different highs, lows and closes; pick one and keep it. Crypto trades every day, and charts usually close the daily candle at 00:00 UTC.

Why does my platform show different pivot levels?

A different day, a different R3 formula, a different Woodie pivot, other names for Camarilla's outer levels, or rounding.

Each cause, with the example day

A different day, covered above. A different R3. This page's classic R3 is the floor-trader H + 2 × (P − L), which TradingView labels Traditional; TradingView's type called Classic uses P + 2 × (H − L) instead. On the example day that is 1.1070 against 1.1110. A different Woodie pivot: the previous close or the new open. Different names for Camarilla's outer levels: R5 on one platform, H6 on another. Rounding: platforms round to the symbol's tick. TradingView's formulas are from its help centre page on Pivot Points Standard, checked 8 October 2026.

Are pivot points support and resistance?

Only by name: each level is fixed arithmetic on the last period, set before the new one trades.

How to use them instead

Every level is fixed arithmetic on the previous period's prices, set before the new period trades a single tick, so it describes the last period rather than predicting this one. A turn at a level is easy to spot on a chart afterwards; whether price turns there more often than anywhere else, after spread and commission, is a question for a test on your own market. Use the levels to plan in advance: where a stop would sit, what a target is worth with the risk reward calculator, and what you need to see before acting. This calculator does not compute DeMark pivots, which change formula depending on whether the period closed above or below its open.

Method and privacy

Method: Classic and Fibonacci pivots start from P = (H + L + C) ÷ 3, Woodie from (H + L + 2C) ÷ 4 (or the open variant), and Camarilla from the close ± 1.1 × (H − L) ÷ 12, 6, 4 and 2. The levels depend entirely on which period's high, low and close you enter; holidays, short sessions and broker day boundaries are not adjusted.

Calculations run entirely in your browser — nothing you type is uploaded. Copy and download actions save your calculation locally. The site may record coarse tool actions under its privacy policy, without inputs, results, file contents or filenames.

Common questions

How do you calculate pivot points?

Take the previous period's high (H), low (L) and close (C). The classic pivot is P = (H + L + C) ÷ 3; then R1 = 2P − L, S1 = 2P − H, R2 = P + (H − L) and S2 = P − (H − L). With H 1.0950, L 1.0850 and C 1.0930, P = 1.0910, R1 = 1.0970 and S1 = 1.0870.

What is the Camarilla pivot formula?

Each level is the previous close plus or minus a share of the range: H4 = C + 1.1 × (H − L) ÷ 2, H3 uses ÷ 4, H2 ÷ 6 and H1 ÷ 12, and L1 to L4 subtract the same amounts. Some tools add outer levels; (H ÷ L) × C is called R5 on TradingView and H6 on Camarilla Desk.

How are Fibonacci pivot points calculated?

They start from the classic pivot P = (H + L + C) ÷ 3 and add Fibonacci shares of the range: R1 = P + 0.382 × (H − L), R2 = P + 0.618 × (H − L) and R3 = P + (H − L). S1 to S3 subtract the same amounts below P.

Which high, low and close should I use for daily pivots?

The previous completed day's. In forex the trading day conventionally ends at 17:00 New York time, but broker daily candles can close at other hours, so the same formula can give different levels on two platforms. For weekly pivots, use last week's high, low and close.

What is the difference between Woodie and classic pivots?

Woodie's pivot counts the close twice: P = (H + L + 2C) ÷ 4, and R1, S1, R2 and S2 then follow the classic rules. Some platforms, TradingView among them, put the new period's open in place of the close; the calculator offers both.

Do pivot points predict where price will reverse?

No. They are fixed arithmetic on the previous period's prices, so they describe that period, not the next one. Traders use them as reference lines for planning entries, stops and targets; how price behaves near them is something to test on your own market, with costs.

Goes deeper

Limits and trading risk

These tools calculate from your inputs, supported historical records or explicitly labelled teaching examples. They do not verify a live account, predict future returns or confirm that a broker or prop-firm rule has been met. Missing costs, floating losses and changed market conditions can materially change outcomes. Trading can lose the capital committed to it; check the stated method and your account specifications.

Read the risk disclosure
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