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rev. 01/06/97 In July 1996 Futures magazine, E. Marshall Wall introduces the Dynamic Momentum Oscillator (Dynamo). Please refer to this article for interpretation. He describes the DynamoOscillator to be: Dynamo = Mc - ( MAo - O ) where Mc = the midpoint of the oscillator MAo = a moving average of the oscillator O = the oscillator This concept can be applied to most any oscillator to improve its results. For example: Applying the Dynamo Oscillator to a 5-period %K slowed 3 periods Stochastic Oscillator would give: |
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Dynamo Oscillator to Stochastic Oscillator 50-(Mov(Stoch(5,3),21,S)-Stoch(5,3)) |
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where: Mc = Stochastic Oscillator's midpoint = 50 MAo = Moving average of the Stochastic = Mov(Stoch(5,3),21,S O = Stochastic Oscillator = Stoch(5,3) This example applies it to an RSI oscillator: |
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Dynamo Oscillator to RSI 50-(Mov(RSI(14),21,S)-RSI(14)) |
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where: Mc = RSI's midpoint = 50 MAo = Moving average of the RSI = Mov(RSI(14),21,S O= RSI Oscillator = RSI(14) |
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