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Worden Discussion Forum » Customer Training & Support » Ask a Trainer - TC2000 version 12/18 » PCF Formula for extended price

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martinvickers
Posted : Saturday, October 19, 2013 11:54:59 AM
Registered User
Joined: 8/18/2012
Posts: 4

I am looking to create PCF formula that can show when the difference between the closing price and the 8 day EMA is greater than 2 times the 14 day Aveage True Range

 

(C-XAVGC8) >2(???)

 

Can you give me the PCF language function for the 14 day Average True Range
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Bruce_L
Posted : Monday, October 21, 2013 10:46:10 AM


Worden Trainer

Joined: 10/7/2004
Posts: 65,138

An Indicator Formula matching the 14-Period ATR in TC2000 version 12.3 could be written as:

(AVGH14 - AVGL14) / 2 + (ABS(H - C1) + ABS(C1 - L) + ABS(H1 - C2) + ABS(C2 - L1) + ABS(H2 - C3) + ABS(C3 - L2) + ABS(H3 - C4) + ABS(C4 - L3) + ABS(H4 - C5) + ABS(C5 - L4) + ABS(H5 - C6) + ABS(C6 - L5) + ABS(H6 - C7) + ABS(C7 - L6) + ABS(H7 - C8) + ABS(C8 - L7) + ABS(H8 - C9) + ABS(C9 - L8) + ABS(H9 - C10) + ABS(C10 - L9) + ABS(H10 - C11) + ABS(C11 - L10) + ABS(H11 - C12) + ABS(C12 - L11) + ABS(H12 - C13) + ABS(C13 - L12) + ABS(H13 - C14) + ABS(C14 - L13)) / 28

So a Condition Formula for price being more than twice the 14-Period ATR above the 8-period exponential moving average could be written as:

C - XAVGC8 > (AVGH14 - AVGL14) / 2 + (ABS(H - C1) + ABS(C1 - L) + ABS(H1 - C2) + ABS(C2 - L1) + ABS(H2 - C3) + ABS(C3 - L2) + ABS(H3 - C4) + ABS(C4 - L3) + ABS(H4 - C5) + ABS(C5 - L4) + ABS(H5 - C6) + ABS(C6 - L5) + ABS(H6 - C7) + ABS(C7 - L6) + ABS(H7 - C8) + ABS(C8 - L7) + ABS(H8 - C9) + ABS(C9 - L8) + ABS(H9 - C10) + ABS(C10 - L9) + ABS(H10 - C11) + ABS(C11 - L10) + ABS(H11 - C12) + ABS(C12 - L11) + ABS(H12 - C13) + ABS(C13 - L12) + ABS(H13 - C14) + ABS(C14 - L13)) / 28

While a Condition Formula for price being more than twit the 14-Period ATR away from the 8-period exponential moving average could be written as:

ABS(C -XAVGC8) > (AVGH14 - AVGL14) / 2 + (ABS(H - C1) + ABS(C1 - L) + ABS(H1 - C2) + ABS(C2 - L1) + ABS(H2 - C3) + ABS(C3 - L2) + ABS(H3 - C4) + ABS(C4 - L3) + ABS(H4 - C5) + ABS(C5 - L4) + ABS(H5 - C6) + ABS(C6 - L5) + ABS(H6 - C7) + ABS(C7 - L6) + ABS(H7 - C8) + ABS(C8 - L7) + ABS(H8 - C9) + ABS(C9 - L8) + ABS(H9 - C10) + ABS(C10 - L9) + ABS(H10 - C11) + ABS(C11 - L10) + ABS(H11 - C12) + ABS(C12 - L11) + ABS(H12 - C13) + ABS(C13 - L12) + ABS(H13 - C14) + ABS(C14 - L13)) / 28


-Bruce
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