## Developing Pivots Calculator

##### Classic Pivot
• Pivot Point (P) = (High + Low + Close)/3
• S1 = P * 2 – High
• S2 = P – (High – Low)
• S3 = LOW - (HIGH - P) * 2
• R1 = P * 2 – Low
• R2 = P + (High – Low)
• R3 = HIGH + (P-LOW) * 2
##### Woodie's Pivot
• R2 = P + (H – L)
• R1 = (2 * P) – L
• P = (HIGH + LOW + (CLOSE * 2)) / 4
• S1 = (2 * P) – HIGH
• S2 = PP – (H – L)
##### Camarilla Pivot
• R4 = (H – L) * 1.1/2 + C
• R3 = (H – L) * 1.1/4 + C
• R2 = (H – L) * 1.1/6 + C
• R1 = (H – L) * 1.1/12 + C
• S1 = C – (H – L) * 1.1/12
• S2 = C – (H – L) * 1.1/6
• S3 = C – (H – L) * 1.1/4
• S4 = C – (H – L) * 1.1/2
##### Demark Pivot
• If Close< Open, then X = High + (2*Low) + Close
• If Close> Open, then X = (2*High) + Low + Close
• If Close = Open, then X = High + Low + (2*Close)
• Pivot Point (P) = X/4
• Support 1 (S1) = X/2 – High
• Resistance 1 (R1) = X/2 – Low
##### Fibonacci Pivot
• Pivot Point (P) = (High + Low + Close)/3
• Support 1 (S1) = P – (0.382 * (High – Low))
• Support 2 (S2) = P – (0.6182 * (High – Low))
• Support 3 (S3) = P – (1 * (High – Low))
• Resistance 1 (R1) = P + (0.382 * (High – Low))
• Resistance 2 (R2) = P + (0.6182 * (High – Low))
• Resistance 3 (R3) = P + (1 * (High – Low))