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1. AVG time between turning points in days - R
2. The monthly volatility - V
3. Trading days in the month - T
5. AVG time of the points - AT
5. distance between lines in percentages - D
6. linear regression of turning points y = Mx + B
7. strength of linear regression slope and y-int MSE, BSE
Volatility per turning point V(sqrt(R))/sqrt(T) = TPV
Percentage above line for breakout 3(TPV)- D = BP
Lower bound abs value axis of symmetry y = (-1/M)x + (1/M)(AT) + M(AT) + B
Abs value with angle -x(sin(315-tan(M)))+y(cos(315-tan(M))) = |x(cos(315-tan(M)))+y(sin(315-tan(M)))|
Abs value with vertex -(x-(AT))(sin(315-tan(M)))+y(cos(315-tan(M))) = |x(cos(315-tan(M)))+y(sin(315-tan(M)))|
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