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Pivot points cheat sheet.

A pivot point is the average of the previous period's high, low and close: P = (H + L + C) ÷ 3. Standard levels come from P and the range, Fibonacci pivots sit 38.2%, 61.8% and 100% of the range from P, and Camarilla levels sit near the previous close. None predicts where price will turn.

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This page collects the pivot formulas and setups from this chapter. All prices are round illustrative numbers for EUR/USD, chosen to show the arithmetic. They say nothing about where the pair trades today.

What goes into a pivot calculation?

Every method uses three prices from the previous period: its high (H), low (L) and close (C). The range is H − L.

Daily pivots use yesterday's prices and suit intraday trades. Weekly and monthly pivots use last week's or last month's prices and suit longer holds.

Many brokers end the daily candle at 17:00 New York time, the usual end of the forex trading day. Others do not, and a short Sunday candle can shift Monday's levels, so platforms may disagree.

The example day is H = 1.10600, L = 1.09600 and C = 1.10400, a range of 0.01000, or 100 pips.

Standard pivot formulas

The standard method, also called floor pivots, is a usual platform default. What are pivot points? explains the idea behind it.

The pivot is P = (1.10600 + 1.09600 + 1.10400) ÷ 3 = 3.30600 ÷ 3 = 1.10200.

LevelFormulaExample
R3H + 2 × (P − L)1.11800
R2P + (H − L)1.11200
R1(2 × P) − L1.10800
P(H + L + C) ÷ 31.10200
S1(2 × P) − H1.09800
S2P − (H − L)1.09200
S3L − 2 × (H − P)1.08800

Check R1: 2 × 1.10200 = 2.20400, and 2.20400 − 1.09600 = 1.10800. R2 sits one full range above P, and R3 one full range above R1.

A ladder of standard pivot levels for the example day: R3 1.11800, R2 1.11200, R1 1.10800, P 1.10200, S1 1.09800, S2 1.09200 and S3 1.08800, spaced to scale.
Built from H 1.10600, L 1.09600 and C 1.10400. R2 and S2 sit one full range from P.

On a JPY pair the pip is 0.01, so a gap of 0.90 on USD/JPY is 90 pips.

Fibonacci and Camarilla formulas

Both reuse H, L and C, and the lesson on standard, Fibonacci and Camarilla pivots compares them.

Fibonacci pivots add 0.382, 0.618 and 1.000 times the range to P for R1 to R3, and subtract the same for S1 to S3. So R1 = 1.10200 + 0.00382 = 1.10582.

Camarilla levels centre on the close: R1 = C + (H − L) × 1.1 ÷ 12, with ÷ 6, ÷ 4 and ÷ 2 for R2, R3 and R4. Supports subtract the same amounts, so R3 = 1.10400 + 0.00275 = 1.10675.

LevelFibonacciCamarilla
R4not used1.10950
R31.112001.10675
R21.108181.10583
R11.105821.10492
P1.10200not used
S11.098181.10308
S21.095821.10217
S31.092001.10125
S4not used1.09850

Camarilla values are rounded to five decimals. Platforms vary, so check yours once against a pivot point calculator.

Standard R1 and S1 are 100 pips apart, Fibonacci 76.4 pips and Camarilla about 18 pips.

R1 and S1 for the same day drawn on one price scale: standard 1.10800 and 1.09800, 100 pips apart; Fibonacci 1.10582 and 1.09818, 76.4 pips apart; Camarilla 1.10492 and 1.10308, about 18 pips apart.
Same inputs, very different spacing. Camarilla R1 and S1 sit close to the previous close.

Setups that use pivot levels

These rows summarise how to trade with pivot points. Each is an example rule set to test on your own pair and timeframe. None is a recommendation.

SetupTriggerStop and target
BiasAbove P leans to buys, below P to sellsDirection only
BouncePrice turns at S1 or R1 in a quiet rangeStop beyond level, target P
BreakClose beyond R1 or S1 in a trendStop back inside, target R2 or S2
Camarilla fadePrice turns at R3 or S3Stop beyond R4 or S4, target the close
Camarilla breakoutClose beyond R4 or S4Stop back inside R4 or S4

Treat each level as a zone a few pips wide. A candle close beyond it says more than a brief poke, as the bounce or break lesson explains.

A worked bounce trade at S1

In a quiet session, EUR/USD falls to the standard S1 at 1.09800.

  1. A 15-minute candle dips to 1.09760 and closes at 1.09850. You buy 0.10 lot at 1.09850.
  2. The stop goes at 1.09650, below the wick: 1.09850 − 1.09650 = 0.00200, or 20 pips of risk.
  3. The target is P at 1.10200: 1.10200 − 1.09850 = 0.00350, or 35 pips.
  4. On 0.10 lot of EUR/USD a pip is worth $1, so you risk $20 to make $35, a risk-reward ratio of 1.75.
  5. On a $2,000 account, $20 is 1% of the balance.
EUR/USD candles falling to S1 at 1.09800, then a candle with a long lower wick closing at 1.09850 as the buy, with a stop at 1.09650 20 pips below and a target at P 1.10200 35 pips above.
Risk 20 pips, $20 on 0.10 lot, to aim for 35 pips, $35. The outcome is unknown at entry.

These sums ignore spread and commission, which shrink the gain and enlarge the loss. Which level price reaches first is unknown at entry.

Where pivot points fail

Pivots are arithmetic on old prices. A central bank decision or a jobs report can carry price through several levels without a pause.

Bounce rules suit ranges and break rules suit trends, and the levels cannot tell you which kind of day is coming.

Any effect may come partly from many people watching the same numbers. Careful public evidence that pivots predict turns better than other levels is thin, so test any rule on your own data.

A daily and a weekly level within a few pips of each other is worth marking, though it is still only a guess.

常見問題

What is the formula for a pivot point?

P = (H + L + C) ÷ 3, using the previous period's high, low and close. With H 1.10600, L 1.09600 and C 1.10400, P is 1.10200.

Which pivot point method is best?

None has been shown to be better in general. Pick one and test it on your own pair.

Should I use daily or weekly pivots?

Daily pivots suit trades closed within a day. Weekly and monthly pivots give wider levels for trades held several days.

Why are my pivot levels different from another website's?

Usually the daily close is taken at a different hour or a Sunday candle is included. A different method or rounding can also shift levels.

Do pivot points work on gold and indices?

The arithmetic works on any market with a high, low and close. Whether the levels help there is a separate question to test.

意見回饋

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