Personal Criteria Formula Syntax Table

Multiply (Mathematical Operator)
 v * w
 v=Numeric, w=Numeric
Divide or Ratio (Mathematical Operator)
 v / w
Add (Mathematical Operator)
 v + w
Add (Mathematical Operator)
 v ++ w
Add (Mathematical Operator)
 v -- w
Subtract or Difference (Mathematical Operator)
 v - w
Subtract or Difference (Mathematical Operator)
 v +- w
Subtract or Difference (Mathematical Operator)
 v -+ w
Integer Divide (Mathematical Operator)
 v \ w
Power (Mathematical Operator)
 v ^ w
Greater Than (Boolean relational operator)
 v > w
Greater Than or Equal To (Boolean relational operator)
 v >= w
Less Than (Boolean relational operator)
 v < w
Less Than or Equal To (Boolean relational operator)
 v <= w
Equal To (Boolean relational operator)
 v = w
Not Equal To (Boolean relational operator)
 v <> w
Parentheses will force an operation to perform earlier in the order.
 ()
returns -1 if b is true and 0 if b is false
 (b)
 b=Boolean
returns 1 if b is true and 0 if b is false
 ABS(b)
 b=Boolean
Absolute Value
 ABS(w)
 w=Numeric
Average Directional Index
 ADX(d, s, z)
 d=DI_Period, s=Smooth, z=Offset
Average Directional Index
 ADXd.s.z
 d=DI_Period, s=Smooth, z=Offset
AND (Boolean Logical Operator)
 a AND b
 a=Boolean,
b=Boolean
Inverse cosine
 ARCCOS(w)
 w=Numeric
Inverse hyperbolic cosine
 ARCCOSH(w)
 w=Numeric
Inverse cotangent
 ARCCOT(w)
 w=Numeric
Inverse hyperbolic cotangent
 ARCCOTH(w)
 w=Numeric
Inverse cosecant
 ARCCSC(w)
 w=Numeric
Inverse hyperbolic cosecant
 ARCCSCH(w)
 w=Numeric
Inverse secant
 ARCSEC(w)
 w=Numeric
Inverse hyperbolic secant
 ARCSECH(w)
 w=Numeric
Inverse sine
 ARCSIN(w)
 w=Numeric
Inverse hyperbolic sine
 ARCSINH(w)
 w=Numeric
Inverse tangent
 ARCTAN(w)
 w=Numeric
Inverse hyperbolic tangent
 ARCTANH(w)
 w=Numeric
Aroon Down portion of Aroon Indicator
 AROONDOWN(x, z)
 x=Period, z=Offset
Aroon Down portion of Aroon Indicator
 AROONDOWNx.z
 x=Period, z=Offset
Aroon Up portion of Aroon Indicator
 AROONUP(x, z)
 x=Period, z=Offset
Aroon Up portion of Aroon Indicator
 AROONUPx.z
 x=Period, z=Offset
Inverse Tangent
 ATN(w)
 w=Numeric
Average True Range (uses simple moving average for smoothing)
 ATR(x, z)
 x=Period, z=Offset
Average True Range (uses simple moving average for smoothing)
 ATRx.z
 x=Period, z=Offset
Simple Moving Average
 AVG(w, x)
 w=Numeric, x=Period
Simple Moving Average
 AVGwx.z
 w=O, H, L, C, or V, x=Period, z=Offset
Bollinger Band (Bottom)
 BBBOT(d, x, z)
 d=StdDev, x=Period, z=Offset
Bollinger Band (Bottom)
 BBBOTd.x.z
 d=StdDev (integer only), x=Period, z=Offset
Bollinger Band (Top)
 BBTOP(d, x, z)
 d=StdDev, x=Period, z=Offset
Bollinger Band (Top)
 BBTOPd.x.z
 d=StdDev (integer only), x=Period, z=Offset
Balance of Power (Green>30,Red<-30,Yellow 30 to –30)
 BOP(y, z)
 y=SMA, z=Offset
Balance of Power (Green>30,Red<-30,Yellow 30 to –30)
 BOPy.z
 y=SMA, z=Offset
Close or Current price of the specified bar C(z)
 z=Offset
Close or Current price of the specified bar Cz
 z=Offset
Commodity Channel Index
 CCI(x, z)
 x=Period, z=Offset
Commodity Channel Index
 CCIx.z
 x=Period, z=Offset
Log Base 10
 CLG(w)
 w=Numeric
Cosine
 COS(w)
 w=Numeric
Hyperbolic Cotangent
 COTH(w)
 w=Numeric
Will return the number of times Boolean formula was true in the period
 CountTrue(b, x)
 b=Boolean, x=Period
Cosecant
 CSC(w)
 w=Numeric
Hyperbolic Cosecant
 CSCH(w)
 w=Numeric
Directional Movement (DI- component)
 DIMINUS(x, z)
 x=Period, z=Offset
Directional Movement (DI- component)
 DIMINUSx.z
 x=Period, z=Offset
Directional Movement (DI+ component)
 DIPLUS(x, z)
 x=Period, z=Offset
Directional Movement (DI+ component)
 DIPLUSx.z
 x=Period, z=Offset
Natural Exponent
 EXP(w)
 w=Numeric
Front Weighted Moving Average
 FAVG(w, x)
 w=Numeric, x=Period
Front Weighted Moving Average
 FAVGwx.z
 w=O, H, L, C, or V, x=Period, z=Offset
Allows an unlimited number of arguments separated by commas and returns the argument with the highest value.
 GREATEST(v, w)
 v=Numeric, w=Numeric...
High price of the specified bar H(z)
 z=Offset
High price of the specified bar
 Hz
 z=Offset
Hull Moving Average
 HAVG(w, x)
 w=Numeric, x=Period
Hull Moving Average
 HAVGwx.z
 w=O, H, L, C, or V, x=Period, z=Offset
Returns t if b is true and f if b is false
 IIF(b, t, f)
 b=Boolean, t=Numeric, f=Numeric
Low price of the specified bar L(z)
 z=Offset
Low price of the specified bar Lz
 z=Offset
Allows an unlimited number of arguments separated by commas and returns the argument with the lowest value.
 LEAST(v, w)
 v=Numeric, w=Numeric...
Natural Log
 LOG(w)
 w=Numeric
Exponential Moving Average Convergence Divergence Oscillator
 MACD(s, l, z)
 s=Short, l=Long, z=Offset
Exponential Moving Average Convergence Divergence Oscillator
 MACDs.l.z
 s=Short, l=Long, z=Offset
Maximum - Returns the highest value of w over the most recent x bars.
 MAX(w, x)
 w=Numeric, x=Period
Maximum - Returns the highest value of w over the most recent x bars.
 MAXwx.z
 w=O, H, L, C, or V, x=Period, z=Offset
Modulo (Mathematical Operator)
 v MOD w
 v=Numeric, w=Numeric
MoneyStream (MS) and Cumulative MoneyStream (CMS) are the same
 MS(y, z)
 y=SMA, z=Offset
MoneyStream (MS) and Cumulative MoneyStream (CMS) are the same
 MSy.z
 y=SMA, z=Offset
NAND (Boolean Logical Operator) Not And
 a NAND b
 a=Boolean,
b=Boolean
NOR (Boolean Logical Operator) Not Or
 a NOR b
NOT() Function (Boolean Logical Operator) (turns true to false and turns false to true)
 NOT(b)
 b=Boolean
Open price of specified bar O(z)
 z=Offset
Open price of specified bar Oz
 z=Offset
On Balance Volume
 OBV(y, z)
 y=SMA, z=Offset
On Balance Volume
 OBVy.z
 y=SMA, z=Offset
OR (Boolean Logical Operator)
 a OR b
 a=Boolean,
b=Boolean
Relative Strength Index (RSI) - not Wilder's Smoothed
 RSI(x, y, z)
 x=Period, y=SMA, z=Offset
Relative Strength Index (RSI) - not Wilder's Smoothed
 RSIx.y.z
 x=Period, y=SMA, z=Offset
Secant
 SEC(w)
 w=Numeric
Hyperbolic Secant
 SECH(w)
 w=Numeric
Sign (-1, 0 or 1) - Returns -1 if w is negative, 0 if w is zero and 1 if w is positive.
 SGN(w)
 w=Numeric
Sine
 SIN(w)
 w=Numeric
returns -1 if Boolean Formula was not true in period, or bars since it was true, 0 being the current bar, and period-1 the max it will return
 SinceTrue(b, x)
 b=Boolean, x=Period
Hyperbolic Sine
 SINH(w)
 w=Numeric
Square Root
 SQR(w)
 w=Numeric
Standard Deviation STDDEV(x, z)
 x=Period, z=Offset
Standard Deviation STDDEVx.z
 x=Period, z=Offset
Simple Stochastic
 STOC(x, y, z)
 x=Period, y=SMA, z=Offset
Simple Stochastic
 STOCx.y.z
 x=Period, y=SMA, z=Offset
Sum - Adds together the value of w over the most recent x bars.
 SUM(w, x)
 w=Numeric, x=Period
Tangent
 TAN(w)
 w=Numeric
Hyperbolic Tangent
 TANH(w)
 w=Numeric
Will return a value between 0 and period that is how many times the Boolean formula was true in a row
 TrueInRow(b, x)
 b=Boolean, x=Period
Time Segmented Volume
 TSV(y, z)
 y=SMA, z=Offset
Time Segmented Volume
 TSVy.z
 y=SMA, z=Offset
Volume for the specified bar V(z)
 z=Offset
Volume for the specified bar Vz
 z=Offset
Wilder's Relative Strength Index (RSI) - Wilder's Smoothed
 WRSI(x, z)
 x=Period, z=Offset
Wilder's Relative Strength Index (RSI) - Wilder's Smoothed
 WRSIx.z
 x=Period, z=Offset
Worden Stochastic
 WSTOC(x, y, z)
 x=Period, y=SMA, z=Offset
Worden Stochastic
 WSTOCx.y.z
 x=Period, y=SMA, z=Offset
Exponential Moving Average
 XAVG(w, x)
 w=Numeric, x=Period
Exponential Moving Average
 XAVGwx.z
 w=O, H, L, C, or V, x=Period, z=Offset
Returns true when v is greater than w at x bars ago and v is less than or equal to w now. x defaults to 1 if not supplied.
 XDOWN(v, w, x)
 v=Numeric, w=Numeric, x=Period
XNOR (Boolean Logical Operator) Not Exclusive Or
 a XNOR b
 a=Boolean,
b=Boolean
XOR (Boolean Logical Operator) Exclusive Or
 a XOR b
Returns true when v is less than w at x bars ago and v is greater than or equal to w now. x defaults to 1 if not supplied.
 XUP(v, w, x)
 v=Numeric, w=Numeric, x=Period