!!5  00<!<&00ZOG0G=22000000000<A:?DBG>PRTWCR UWYwdZ #I&* Start Time  c. c   Stop Time c. c  Censor  c. c  Freq  c. c   Temp in C  c. c  Volt  c. c  1/kT cc/'Formula(11605 / ( :Temp in C + 273.16)) c  ln V cPFormula(Log( :Volt)) c  Loss (w/o Stress) cFormula(Parameter({Shape = 0.677505224351048, mu = 5}, z1 = IfMZ( :Start Time > 0, (Log( :Start Time) - mu) / Shape, -Exp(20)); z2 = (Log( :Stop Time) - mu) / Shape; IfMZ( :Censor == 0, :Freq * (0.5 * Log(2 * Pi()) + Log(Shape) + 0.5 * z1 ^ 2 + Log( :Start Time)), :Censor == 1, :Freq * -Log(1 - Normal Distribution(z1)), :Freq * -Log(Normal Distribution(z2) - Normal Distribution(z1))))) c   Loss (w/Temp) cFormula(Parameter({DELTAH = 1, Con = -25, Shape = 1}, mu = Con + DELTAH * :Name("1/kT"); z1 = IfMZ( :Start Time > 0, (Log( :Start Time) - mu) / Shape, -Exp(20)); z2 = (Log( :Stop Time) - mu) / Shape; IfMZ( :Censor == 0, :Freq * (0.5 * Log(2 * Pi()) + Log(Shape) + 0.5 * z1 ^ 2 + Log( :Start Time)), :Censor == 1, :Freq * -Log(1 - Normal Distribution(z1)), :Freq * -Log(Normal Distribution(z2) - Normal Distribution(z1))))) c  Loss (w/Ln Volt) c Formula(Parameter({Con = 43.1216115166208, Shape = 0.958118570258434, BETA = 45.4475364736849}, mu = Con - BETA * :ln V; z1 = IfMZ( :Start Time > 0, (Log( :Start Time) - mu) / Shape, -Exp(20)); z2 = (Log( :Stop Time) - mu) / Shape; IfMZ( :Censor == 0, :Freq * (0.5 * Log(2 * Pi()) + (Log(Shape) + 0.5 * z1 ^ 2) + Log( :Start Time)), :Censor == 1, :Freq * -Log(1 - Normal Distribution(z1)), :Freq * -Log(Normal Distribution(z2) - Normal Distribution(z1))))) c   Loss (w/Volt) cFormula(Parameter({Con = 10, Shape = 1, BETA = 1}, mu = Con - BETA * :Volt; z1 = IfMZ( :Start Time > 0, (Log( :Start Time) - mu) / Shape, -Exp(20)); z2 = (Log( :Stop Time) - mu) / Shape; IfMZ( :Censor == 0, :Freq * (0.5 * Log(2 * Pi()) + (Log(Shape) + 0.5 * z1 ^ 2) + Log( :Start Time)), :Censor == 1, :Freq * -Log(1 - Normal Distribution(z1)), :Freq * -Log(Normal Distribution(z2) - Normal Distribution(z1))))) c  Loss (Temp/Ln Volt) c? Formula(Parameter({DELTAH = 0.822238406123016, Con = 20.7265255726042, Shape = 1.16221780578203, BETA = 45.1097569934255}, mu = Con + -BETA * :ln V + DELTAH * :Name("1/kT"); z1 = IfMZ( :Start Time > 0, (Log( :Start Time) - mu) / Shape, -Exp(20)); z2 = (Log( :Stop Time) - mu) / Shape; IfMZ( :Censor == 0, :Freq * (0.5 * Log(2 * Pi()) + (Log(Shape) + 0.5 * z1 ^ 2) + Log( :Start Time)), :Censor == 1, :Freq * -Log(1 - Normal Distribution(z1)), :Freq * -Log(Normal Distribution(z2) - Normal Distribution(z1))))) c  Loss (Temp/Volt) c? Formula(Parameter({DELTAH = 0.819223752271796, Con = 24.5730061218271, Shape = 1.16184324218172, BETA = 18.0304725458447}, mu = Con + -BETA * :Volt + DELTAH * :Name("1/kT"); z1 = IfMZ( :Start Time > 0, (Log( :Start Time) - mu) / Shape, -Exp(20)); z2 = (Log( :Stop Time) - mu) / Shape; IfMZ( :Censor == 0, :Freq * (0.5 * Log(2 * Pi()) + (Log(Shape) + 0.5 * z1 ^ 2) + Log( :Start Time)), :Censor == 1, :Freq * -Log(1 - Normal Distribution(z1)), :Freq * -Log(Normal Distribution(z2) - Normal Distribution(z1))))) c  Use Time c. c  Use Temp c. c   Use Volts c. c  constant c. c  Delta H c. c  Beta c. c  Shape c. c  Use CDF (no Model) cwoFormula(z1 = IfMZ( :Use Time > 0, (Log( :Use Time) - :constant) / :Shape, -Exp(20)); Normal Distribution(z1)) c  Use CDF (Temp) cFormula(z1 = IfMZ( :Use Time > 0, (Log( :Use Time) - ( :constant + ( :Delta H * 11605) / ( :Use Temp + 273.16))) / :Shape, -Exp(20)); Normal Distribution(z1)) c  Use CDF (Ln Volt) cFormula(z1 = IfMZ( :Use Time > 0, (Log( :Use Time) - ( :constant + - :Beta * Log( :Use Volts))) / :Shape, -Exp(20)); Normal Distribution(z1)) c  Use CDF (Volt) cFormula(z1 = IfMZ( :Use Time > 0, (Log( :Use Time) - ( :constant + - :Beta * :Use Volts)) / :Shape, -Exp(20)); Normal Distribution(z1)) c  Use CDF (T/Ln Volt) cFormula(Local({t1}, z1 = IfMZ( :Use Time > 0, (Log( :Use Time) - (( :constant - :Beta * Log( :Use Volts)) + ( :Delta H * 11605) / ( :Use Temp + 273.16))) / :Shape, -Exp(20)); Normal Distribution(z1))) c  Use CDF (T/Volt) cFormula(z1 = IfMZ( :Use Time > 0, (Log( :Use Time) - (( :constant - :Beta * :Use Volts) + ( :Delta H * 11605) / ( :Use Temp + 273.16))) / :Shape, -Exp(20)); Normal Distribution(z1)) c  CDF Bds (No Model) cFormula(Parameter({Shape = 1, CDFZVAL = -2}, usetme = :Use Time[1]; mu = Log(usetme) - Shape * CDFZVAL; z1 = IfMZ( :Start Time > 0, (Log( :Start Time) - mu) / Shape, -Exp(20)); z2 = (Log( :Stop Time) - mu) / Shape; IfMZ( :Censor == 0, :Freq * (0.5 * Log(2 * Pi()) + Log(Shape) + 0.5 * z1 ^ 2 + Log( :Start Time)), :Censor == 1, :Freq * -Log(1 - Normal Distribution(z1)), :Freq * -Log(Normal Distribution(z2) - Normal Distribution(z1))))) c  CDF Bds (Temp Model cf2*Formula(Parameter({Shape = 1, DELTAH = 1, CDFZVAL = -2}, usetme = :Use Time[1]; usetmp = :Use Temp[1]; con = Log(usetme) - Shape * CDFZVAL - (DELTAH * 11605) / (usetmp + 273.16); mu = con + DELTAH * :Name("1/kT"); z1 = IfMZ( :Start Time > 0, (Log( :Start Time) - mu) / Shape, -Exp(20)); z2 = (Log( :Stop Time) - mu) / Shape; IfMZ( :Censor == 0, :Freq * (0.5 * Log(2 * Pi()) + Log(Shape) + 0.5 * z1 ^ 2 + Log( :Start Time)), :Censor == 1, :Freq * -Log(1 - Normal Distribution(z1)), :Freq * -Log(Normal Distribution(z2) - Normal Distribution(z1))))) c  CDF Bds (Ln Volt Model) cRFormula(Parameter({Shape = 1, BETA = 2, CDFZVAL = -2}, usetme = :Use Time[1]; usevolt = :Use Volts[1]; con = (Log(usetme) - Shape * CDFZVAL) + BETA * Log(usevolt); mu = con + (-(BETA * :ln V)); z1 = IfMZ( :Start Time > 0, (Log( :Start Time) - mu) / Shape, -Exp(20)); z2 = (Log( :Stop Time) - mu) / Shape; IfMZ( :Censor == 0, :Freq * (0.5 * Log(2 * Pi()) + Log(Shape) + 0.5 * z1 ^ 2 + Log( :Start Time)), :Censor == 1, :Freq * -Log(1 - Normal Distribution(z1)), :Freq * -Log(Normal Distribution(z2) - Normal Distribution(z1))))) c  CDF Bds (Volt Model) cMFormula(Parameter({Shape = 1, BETA = 2, CDFZVAL = -2}, usetme = :Use Time[1]; usevolt = :Use Volts[1]; con = (Log(usetme) - Shape * CDFZVAL) + BETA * usevolt; mu = con + (-(BETA * :Volt)); z1 = IfMZ( :Start Time > 0, (Log( :Start Time) - mu) / Shape, -Exp(20)); z2 = (Log( :Stop Time) - mu) / Shape; IfMZ( :Censor == 0, :Freq * (0.5 * Log(2 * Pi()) + Log(Shape) + 0.5 * z1 ^ 2 + Log( :Start Time)), :Censor == 1, :Freq * -Log(1 - Normal Distribution(z1)), :Freq * -Log(Normal Distribution(z2) - Normal Distribution(z1))))) c  CDF Bds (T/Ln Volt Model) c}Formula(Parameter({DELTAH = 1, Shape = 1, BETA = 2, CDFZVAL = -2}, usetme = :Use Time[1]; usetmp = :Use Temp[1]; usevolt = :Use Volts[1]; con = (Log(usetme) - Shape * CDFZVAL - (DELTAH * 11605) / (usetmp + 273.16)) + BETA * Log(usevolt); mu = con + (DELTAH * :Name("1/kT") - BETA * Log( :Volt)); z1 = IfMZ( :Start Time > 0, (Log( :Start Time) - mu) / Shape, -Exp(20)); z2 = (Log( :Stop Time) - mu) / Shape; IfMZ( :Censor == 0, :Freq * (0.5 * Log(2 * Pi()) + Log(Shape) + 0.5 * z1 ^ 2 + Log( :Start Time)), :Censor == 1, :Freq * -Log(1 - Normal Distribution(z1)), :Freq * -Log(Normal Distribution(z2) - Normal Distribution(z1))))) c  CDF Bds (T/Volt Model) cFormula(Parameter({Shape = 1.16184339591204, DELTAH = 1, BETA = 1, CDFZVAL = -2}, usetme = :Use Time[1]; usetmp = :Use Temp[1]; usevolt = :Use Volts[1]; con = (Log(usetme) - Shape * CDFZVAL - (DELTAH * 11605) / (usetmp + 273.16)) + BETA * usevolt; mu = con + (DELTAH * :Name("1/kT") - BETA * :Volt); z1 = IfMZ( :Start Time > 0, (Log( :Start Time) - mu) / Shape, -Exp(20)); z2 = (Log( :Stop Time) - mu) / Shape; IfMZ( :Censor == 0, :Freq * (0.5 * Log(2 * Pi()) + Log(Shape) + 0.5 * z1 ^ 2 + Log( :Start Time)), :Censor == 1, :Freq * -Log(1 - Normal Distribution(z1)), :Freq * -Log(Normal Distribution(z2) - Normal Distribution(z1))))) c