Try this:
Define {Small Cap Growth and Value} Uses [SI Relative Strength 13 week] [SI Relative Strength 26 week] [SI Country] [SI Exchange] [SI Market Cap Q1] [SI Price/Sales] [SI E\ PS-Growth 12m] [SI % Rank-Rel Strength 52 week] [SI Sales-Growth 12m] Deblank [SI Relative Strength 13 week] [SI Relative Strength 26 week] [SI Country] [SI Exchange] [SI Market Cap Q1] [SI Price/Sales] [S\ I EPS-Growth 12m] [SI % Rank-Rel Strength 52 week] [SI Sales-Growth 12m] ; Set [avg13w] : AVERAGE([[SI Relative Strength 13 week]]) Set [avg26w] : AVERAGE([[SI Relative Strength 26 week]]) Keep:[SI Relative Strength 13 week]>[avg13w] Keep:[SI Relative Strength 26 week]>[avg26w] Keep:[SI Country]="UnitedStates" Keep:[SI Exchange]<>"O" Keep:[SI Market Cap Q1]>=200 Keep:[SI Market Cap Q1]<=2000 Keep:[SI Price/Sales]<1.5 Keep:[SI EPS-Growth 12m]>0 Keep:[SI % Rank-Rel Strength 52 week]>=85 Sort Descending [SI Sales-Growth 12m] Top:5 End
Your AVERAGE statement tried to take the average on a single value, and then required that the average itself was bigger than itself. No picks qualify for that.
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Try this: Define {Small
Try this:
Define {Small Cap Growth and Value} Uses [SI Relative Strength 13 week] [SI Relative Strength 26 week] [SI Country] [SI Exchange] [SI Market Cap Q1] [SI Price/Sales] [SI E\ PS-Growth 12m] [SI % Rank-Rel Strength 52 week] [SI Sales-Growth 12m] Deblank [SI Relative Strength 13 week] [SI Relative Strength 26 week] [SI Country] [SI Exchange] [SI Market Cap Q1] [SI Price/Sales] [S\ I EPS-Growth 12m] [SI % Rank-Rel Strength 52 week] [SI Sales-Growth 12m] ; Set [avg13w] : AVERAGE([[SI Relative Strength 13 week]]) Set [avg26w] : AVERAGE([[SI Relative Strength 26 week]]) Keep:[SI Relative Strength 13 week]>[avg13w] Keep:[SI Relative Strength 26 week]>[avg26w] Keep:[SI Country]="UnitedStates" Keep:[SI Exchange]<>"O" Keep:[SI Market Cap Q1]>=200 Keep:[SI Market Cap Q1]<=2000 Keep:[SI Price/Sales]<1.5 Keep:[SI EPS-Growth 12m]>0 Keep:[SI % Rank-Rel Strength 52 week]>=85 Sort Descending [SI Sales-Growth 12m] Top:5 EndYour AVERAGE statement tried to take the average on a single value, and then required that the average itself was bigger than itself. No picks qualify for that.