Pivot Point Charts

Click on the tabs for the formulas used to calculate the pivot points values in this site. We provide pivot points of 28 major crosses in the following pages.

Standard Pivot Points

R3 = H + 2( Pivot - L

R2 = Pivot + ( H - L )

R1 = ( 2 x Pivot ) - L

Pivot = ( H + L + C ) / 3

S1 = ( 2 x Pivot ) - H

S2 = Pivot - ( H - L )

S3 = L - 2( H - Pivot )

Fibonacci Pivot Points

R3 = Pivot + 1.000 * (H - L)

R2 = Pivot + 0.618 * (H - L)

R1 = Pivot + 0.382 * (H - L)

Pivot = ( H + L + C ) / 3

S1 = Pivot - 0.382 * (H - L)

S2 = Pivot - 0.618 * (H - L)

S3 = Pivot - 1.000 * (H - L)

Camarilla Pivot Points

R4 = C + (H - L) * 1.1/2

R3 = C + (H - L) * 1.1/4

R2 = C + (H - L) * 1.1/6

R1 = C + (H - L) * 1.1/12

Pivot = ( H + L + C ) / 3

S1 = C - (H - L) * 1.1/12

S2 = C - (H - L) * 1.1/6

S3 = C - (H - L) * 1.1/4

S3 = C - (H - L) * 1.1/2

Woodie's Pivot Points

R2 = Pivot + ( H - L )

R1 = ( 2 x Pivot ) - L

Pivot = ( H + L + 2 x C ) / 4

S1 = ( 2 x Pivot ) - H

S2 = Pivot - ( H - L )

Demark Pivot Points

If Close < Open Then x = H + 2 x L + C;

If Close > Open Then x = 2 x H + L + C;

If Close = Open Then x = H + L + 2 x C;

R1 = x / 2 - L

S1 = x / 2 - H