Hi MR. The program writes the code, but true, it takes a lot of...

Hi MR.
The program writes the code, but true, it takes a lot of time to understand how it all works, and get it to do what you want.
I had to input my custom indicator because it has multiple Moving Averages [took me a long time to get it right].

If you find it defaults to a daily chart,
change the time frame to 2 Hours.
Go to 'Set ProScreener'
then 'Modify ProScreener'
then '3. Selection of Period'
Select 2 Hours

This was the only bug I encountered.
Below are 5,10,15minute and 30m,1,2H
Cheers,
U2
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Period=16
REM The following code is related to this timescale:
TIMEFRAME(5 minutes)
indicator1 = TEMA[5](low)
indicator2 = TEMA[5](low)
c1 = (indicator1 CROSSES OVER indicator2[1])

REM The following code is related to this timescale:
TIMEFRAME(5 minutes)
indicator3 = TEMA[5](low)
indicator4 = TEMA[5](low)
c2 = (indicator3 CROSSES UNDER indicator4)

REM The following code is related to this timescale:
TIMEFRAME(10 minutes)
indicator5 = TEMA[8](low)
indicator6 = TEMA[8](low)
c3 = (indicator5 CROSSES OVER indicator6)

REM The following code is related to this timescale:
TIMEFRAME(10 minutes)
indicator7 = TEMA[8](low)
indicator8 = TEMA[8](low)
c4 = (indicator7 CROSSES UNDER indicator8)

REM The following code is related to this timescale:
TIMEFRAME(15 minutes)
indicator9 = TEMA[5](low)
indicator10 = TEMA[5](low)
c5 = (indicator9 CROSSES OVER indicator10)

REM The following code is related to this timescale:
TIMEFRAME(15 minutes)
indicator11 = TEMA[5](low)
indicator12 = TEMA[5](low)
c6 = (indicator11 CROSSES UNDER indicator12)

REM The following code is related to this timescale:
TIMEFRAME(5 minutes)
indicator13=WeightedAverage[sqrt(Period)](2*Tema[(Period/2)](close)-Tema[Period](close))
indicator14=TriangularAverage[sqrt(Period)](2*Tema[(Period/2)](close)-Tema[Period](close))
c7 = (indicator13 CROSSES OVER indicator14)

REM The following code is related to this timescale:
TIMEFRAME(5 minutes)
indicator15=WeightedAverage[sqrt(Period)](2*Tema[(Period/2)](close)-Tema[Period](close))
indicator16=TriangularAverage[sqrt(Period)](2*Tema[(Period/2)](close)-Tema[Period](close))
c8 = (indicator15 CROSSES UNDER indicator16)

REM The following code is related to this timescale:
TIMEFRAME(10 minutes)
indicator17=WeightedAverage[sqrt(Period)](2*Tema[(Period/2)](close)-Tema[Period](close))
indicator18=TriangularAverage[sqrt(Period)](2*Tema[(Period/2)](close)-Tema[Period](close))
c9 = (indicator17 CROSSES OVER indicator18)

REM The following code is related to this timescale:
TIMEFRAME(10 minutes)
indicator19=WeightedAverage[sqrt(Period)](2*Tema[(Period/2)](close)-Tema[Period](close))
indicator20=TriangularAverage[sqrt(Period)](2*Tema[(Period/2)](close)-Tema[Period](close))
c10 = (indicator19 CROSSES UNDER indicator20)

REM The following code is related to this timescale:
TIMEFRAME(15 minutes)
indicator21=WeightedAverage[sqrt(Period)](2*Tema[(Period/2)](close)-Tema[Period](close))
indicator22=TriangularAverage[sqrt(Period)](2*Tema[(Period/2)](close)-Tema[Period](close))
c11 = (indicator21 CROSSES OVER indicator22)

REM The following code is related to this timescale:
TIMEFRAME(15 minutes)
indicator23=WeightedAverage[sqrt(Period)](2*Tema[(Period/2)](close)-Tema[Period](close))
indicator24=TriangularAverage[sqrt(Period)](2*Tema[(Period/2)](close)-Tema[Period](close))
c12 = (indicator23 CROSSES UNDER indicator24)

REM The following code is related to this timescale:DEFAULT
TIMEFRAME(DEFAULT)

SCREENER[c1 OR c2 OR c3 OR c4 OR c5 OR c6 OR c7 OR c8 OR c9 OR c10 OR c11 OR c12] (Variation AS "% Chg prev bar")

_______________________________________________________

Period=16
REM The following code is related to this timescale:30 minutes
TIMEFRAME(30 minutes)
indicator1 = TEMA[5](low)
indicator2 = TEMA[5](low)
c1 = (indicator1 CROSSES OVER indicator2[1])

REM The following code is related to this timescale:30 minutes
TIMEFRAME(30 minutes)
indicator3 = TEMA[5](low)
indicator4 = TEMA[5](low)
c2 = (indicator3 CROSSES UNDER indicator4)

REM The following code is related to this timescale:1 hours
TIMEFRAME(1 hour)
indicator5 = TEMA[8](low)
indicator6 = TEMA[8](low)
c3 = (indicator5 CROSSES OVER indicator6)

REM The following code is related to this timescale:1 hours
TIMEFRAME(1 hour)
indicator7 = TEMA[8](low)
indicator8 = TEMA[8](low)
c4 = (indicator7 CROSSES UNDER indicator8)

REM The following code is related to this timescale:2 hours
TIMEFRAME(2 hour)
indicator9 = TEMA[5](low)
indicator10 = TEMA[5](low)
c5 = (indicator9 CROSSES OVER indicator10)

REM The following code is related to this timescale:2 hours
TIMEFRAME(2 hours)
indicator11 = TEMA[5](low)
indicator12 = TEMA[5](low)
c6 = (indicator11 CROSSES UNDER indicator12)

REM The following code is related to this timescale:30 minutes
TIMEFRAME(30 minutes)
indicator13=WeightedAverage[sqrt(Period)](2*Tema[(Period/2)](close)-Tema[Period](close))
indicator14=TriangularAverage[sqrt(Period)](2*Tema[(Period/2)](close)-Tema[Period](close))
c7 = (indicator13 CROSSES OVER indicator14)

REM The following code is related to this timescale:30 minutes
TIMEFRAME(30 minutes)
indicator15=WeightedAverage[sqrt(Period)](2*Tema[(Period/2)](close)-Tema[Period](close))
indicator16=TriangularAverage[sqrt(Period)](2*Tema[(Period/2)](close)-Tema[Period](close))
c8 = (indicator15 CROSSES UNDER indicator16)

REM The following code is related to this timescale:1 hours
TIMEFRAME(1 hour)
indicator17=WeightedAverage[sqrt(Period)](2*Tema[(Period/2)](close)-Tema[Period](close))
indicator18=TriangularAverage[sqrt(Period)](2*Tema[(Period/2)](close)-Tema[Period](close))
c9 = (indicator17 CROSSES OVER indicator18)

REM The following code is related to this timescale:1 hours
TIMEFRAME(1 hour)
indicator19=WeightedAverage[sqrt(Period)](2*Tema[(Period/2)](close)-Tema[Period](close))
indicator20=TriangularAverage[sqrt(Period)](2*Tema[(Period/2)](close)-Tema[Period](close))
c10 = (indicator19 CROSSES UNDER indicator20)

REM The following code is related to this timescale:2 hours
TIMEFRAME(2 hours)
indicator21=WeightedAverage[sqrt(Period)](2*Tema[(Period/2)](close)-Tema[Period](close))
indicator22=TriangularAverage[sqrt(Period)](2*Tema[(Period/2)](close)-Tema[Period](close))
c11 = (indicator21 CROSSES OVER indicator22)

REM The following code is related to this timescale:2 hours
TIMEFRAME(2 hours)
indicator23=WeightedAverage[sqrt(Period)](2*Tema[(Period/2)](close)-Tema[Period](close))
indicator24=TriangularAverage[sqrt(Period)](2*Tema[(Period/2)](close)-Tema[Period](close))
c12 = (indicator23 CROSSES UNDER indicator24)

REM The following code is related to this timescale:DEFAULT
TIMEFRAME(DEFAULT)

SCREENER[c1 OR c2 OR c3 OR c4 OR c5 OR c6 OR c7 OR c8 OR c9 OR c10 OR c11 OR c12] (Variation AS "% Chg prev bar")