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Coppock Curve - CCT
The CCT Coppock Curve is a formula that was introduced in Barron's in 1962.
It was devised by a San Antonio, TX -based technician named Edwin Sedgwick Coppock. Since then, the Coppock momentum oscillator has been adopted and adapted by technicians around the world.

Coppock Curve - CCT

(ROC(CLOSE,14,percent ) * 10 + ROC(CLOSE,11,percent) * 10 +
ROC(Ref(CLOSE,-1),14,percent) * 9 + ROC(Ref(CLOSE,-1),11,percent) * 9 +
ROC(Ref(CLOSE,-2),14,percent) * 8 + ROC(Ref(CLOSE,-2),11,percent) * 8 +
ROC(Ref(CLOSE,-3),14,percent) * 7 + ROC(Ref(CLOSE,-3),11,percent) * 7 +
ROC(Ref(CLOSE,-4),14,percent) * 6 + ROC(Ref(CLOSE,-4),11,percent) * 6 +
ROC(Ref(CLOSE,-5),14,percent) * 5 + ROC(Ref(CLOSE,-5),11,percent) * 5 +
ROC(Ref(CLOSE,-6),14,percent) * 4 + ROC(Ref(CLOSE,-6),11,percent) * 4 +
ROC(Ref(CLOSE,-7),14,percent) * 3 + ROC(Ref(CLOSE,-7),11,percent) * 3 +
ROC(Ref(CLOSE,-8),14,percent) * 2 + ROC(Ref(CLOSE,-8),11,percent) * 2 +
ROC(Ref(CLOSE,-9),14,percent) + ROC(Ref(CLOSE,-9),11,percent)) / 2

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