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Below are 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's 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 |
