DSdsV2_1 Weibull_76-HWData 1 ADataSheet@0,-./01234567d   '  TemperatureC50 VoltageV100 Operation Type100      ####33 V# @?358120p@?358120{@?358121P@?358121@?358121f@?378120o@?378120Ps@?378120x@?378120`j@?378121p@?378121r@?378121pu@?378121v@?3781210x@?378121]@?378160`d@?378160@j@?378160 o@?378160 b@?378161h@?378161j@?378161l@?378161o@?378161Pr@?378161U@?398120\@?398120`@?398120`d@?398120]@?398121b@?398121`c@?398121e@?398121 h@?398121j@?398121p@4@358121{@,@378121r@$@378161l@@398121358358378378378378398398121212121616121201010101P @W:xlOSx?5/Pwء`Ͽr+֖!3;A@hKe)f@m>? lABJO98?͹ ?BS?E^}JxxYɖ"@Mż s ^? Folio1AFolio0de =8X1Tahoma1Tahoma1Tahoma1Tahoma1Tahoma"$"#,##0_);\("$"#,##0\)!"$"#,##0_);[Red]\("$"#,##0\)""$"#,##0.00_);\("$"#,##0.00\)'""$"#,##0.00_);[Red]\("$"#,##0.00\)5*0_("$"* #,##0_);\("$"* #,##0\);_("$"* "-"_);_(@_),)'_(* #,##0_);\(* #,##0\);_(* "-"_);_(@_)=,8_("$"* #,##0.00_);\("$"* #,##0.00\);_("$"* "-"??_);_(@_)4+/_(* #,##0.00_);\(* #,##0.00\);_(* "-"??_);_(@_)                + ) , *  H    4 0 4      Data 1Plot of Data 1   dMbP?_*+%&A Page &P&?'?(?)?"dXX??'AXStress ProfileOperation Type Voltage VTemperature CState End Time State F or SNumber in State}F}F}F}F      !"#$%&~? F @`v@(@ A~? Fp@`v@(@ A~? F{@`v@(@? B~? FP@`v@(@? B~? F@`v@(@? B~4@ Sp@`v@(@? B~? Ff@w@(@ C~? Fo@w@(@ C~? FPs@w@(@ C~ ? F x@w@(@ C~ ? F `j@w@(@? D~ ? F p@w@(@? D~ ? F r@w@(@? D~ ? F pu@w@(@? D~? Fv@w@(@? D~? F0x@w@(@? D~,@ S{@w@(@? D~? F]@w@0@ E~? F`d@w@0@ E~? F@j@w@0@ E~? F o@w@0@ E~? F b@w@0@? F~? Fh@w@0@? F~? Fj@w@0@? F~? Fl@w@0@? F~? Fo@w@0@? F~? FPr@w@0@? F~$@ Sr@w@0@? F~? FU@x@(@ G~? F\@x@(@ G~? F`@x@(@ G~? F`d@x@(@ G~ ? F ]@x@(@? H~!? !F!b@x@(@? !H~"? "F"`c@x@(@? "H~#? #F#e@x@(@? #H~$? $F$ h@x@(@? $H~%? %F%j@x@(@? %H~&@ &S&l@x@(@? &H>dd   dMbP?_*+%&A Page &P&?'?(?)?"d??}F>dd Plot of Data 1 APlotSheetP01@ o_?_Fj?{Gz?c]Kȵ?gj+?ͪժ?y):?pΈ?333333?TahomaTahoma|Tahoma|TahomaDBTahomaDBTahomaDBTahomaDBTahomaDBTahomaDBTahomaDBTahomaDBTahomaDBTahoma|Z @@@@v@v@  TahomaDBTahomaDB $#jData 1 Data PointsData 1 (Data Points) Data Points#Data 1 General Log-Linear Weibulld?50|100|100 F=35 | S=51Data 1Suspended PointsData 1 (Suspended Points) Susp Points#Data 1 General Log-Linear Weibulld? 50|100|100 F=35 | S=51Data 1Use Level LineData 1 (Use Level Line)Use Level Line#Data 1 General Log-Linear Weibulld? 50|100|100Data 1 Top CB Type IData 1 (Top CB Type I)Data 1 (Top CB Type I)Top CB-I#Data 1 General Log-Linear Weibulld? 50|100|100 Data 1Bottom CB Type IData 1 (Bottom CB Type I)Data 1 (Bottom CB Type I) Bottom CB-I#Data 1 General Log-Linear Weibulld? 50|100|100 Data 1Top CB Type IIData 1 (Top CB Type II)Data 1 (Top CB Type II) Top CB-II#Data 1 General Log-Linear Weibulld? 50|100|100 Data 1Bottom CB Type IIData 1 (Bottom CB Type II)Data 1 (Bottom CB Type II) Bottom CB-II#Data 1 General Log-Linear Weibulld? 50|100|100ABOtherTarget ReliabilityTarget Reliability Target Reld@ BBOtherProbability ScalesProbability Scales Prob Scalesd?Data 1Stress Level 358|12|0 PointsData 1(358|12|0 Points)Stress Level Points#Data 1 General Log-Linear Weibulld?358|12|0 F=2 | S=0Data 1Stress Level 358|12|1 PointsData 1(358|12|1 Points)Stress Level Points#Data 1 General Log-Linear Weibulld?358|12|1 F=3 | S=20,Data 1&Stress Level 358|12|1 Suspended PointsData 1 (Suspended Points) Susp Points#Data 1 General Log-Linear Weibulld? 358|12|1 F=3 | S=20Data 1Stress Level 378|12|0 PointsData 1(378|12|0 Points)Stress Level Points#Data 1 General Log-Linear Weibulld?378|12|0 F=4 | S=0Data 1Stress Level 378|12|1 PointsData 1(378|12|1 Points)Stress Level Points#Data 1 General Log-Linear Weibulld?378|12|1 F=6 | S=14,Data 1&Stress Level 378|12|1 Suspended PointsData 1 (Suspended Points) Susp Points#Data 1 General Log-Linear Weibulld? 378|12|1 F=6 | S=14Data 1Stress Level 378|16|0 PointsData 1(378|16|0 Points)Stress Level Points#Data 1 General Log-Linear Weibulld?378|16|0 F=4 | S=0Data 1Stress Level 378|16|1 PointsData 1(378|16|1 Points)Stress Level Points#Data 1 General Log-Linear Weibulld?378|16|1 F=6 | S=10,Data 1&Stress Level 378|16|1 Suspended PointsData 1 (Suspended Points) Susp Points#Data 1 General Log-Linear Weibulld? 378|16|1 F=6 | S=10Data 1Stress Level 398|12|0 PointsData 1(398|12|0 Points)Stress Level Points#Data 1 General Log-Linear Weibulld?398|12|0 F=4 | S=0Data 1Stress Level 398|12|1 PointsData 1(398|12|1 Points)Stress Level Points#Data 1 General Log-Linear Weibulld?398|12|1 F=6 | S=7,Data 1&Stress Level 398|12|1 Suspended PointsData 1 (Suspended Points) Susp Points#Data 1 General Log-Linear Weibulld? 398|12|1 F=6 | S=7-1Data 1Stress Level 358|12|0 LineData 1(358|12|0 Line)Stress Level Line#Data 1 General Log-Linear Weibulld?358|12|0 F=2 | S=0-1Data 1Stress Level 358|12|1 LineData 1(358|12|1 Line)Stress Level Line#Data 1 General Log-Linear Weibulld?358|12|1 F=3 | S=20-1Data 1Stress Level 378|12|0 LineData 1(378|12|0 Line)Stress Level Line#Data 1 General Log-Linear Weibulld?378|12|0 F=4 | S=0-1Data 1Stress Level 378|12|1 LineData 1(378|12|1 Line)Stress Level Line#Data 1 General Log-Linear Weibulld?378|12|1 F=6 | S=14-1Data 1Stress Level 378|16|0 LineData 1(378|16|0 Line)Stress Level Line#Data 1 General Log-Linear Weibulld?378|16|0 F=4 | S=0-1Data 1Stress Level 378|16|1 LineData 1(378|16|1 Line)Stress Level Line#Data 1 General Log-Linear Weibulld?378|16|1 F=6 | S=10-1Data 1Stress Level 398|12|0 LineData 1(398|12|0 Line)Stress Level Line#Data 1 General Log-Linear Weibulld?398|12|0 F=4 | S=0-1Data 1Stress Level 398|12|1 LineData 1(398|12|1 Line)Stress Level Line#Data 1 General Log-Linear Weibulld?398|12|1 F=6 | S=7Data 1#Stress Level 358|12|0 Top CB Type IData 1(358|12|0 Top CB Type I)Data 1(358|12|0 Top CB Type I)358|12|0 Top CB-I#Data 1 General Log-Linear Weibulld?358|12|0 F=2 | S=0Data 1&Stress Level 358|12|0 Bottom CB Type I!Data 1(358|12|0 Bottom CB Type I)!Data 1(358|12|0 Bottom CB Type I)358|12|0 Bottom CB-I#Data 1 General Log-Linear Weibulld?358|12|0 F=2 | S=0ZbData 1$Stress Level 358|12|0 Top CB Type IIData 1(358|12|0 Top CB Type II)Data 1(358|12|0 Top CB Type II)358|12|0 Top CB-II#Data 1 General Log-Linear Weibulld?358|12|0 F=2 | S=0Data 1'Stress Level 358|12|0 Bottom CB Type II"Data 1(358|12|0 Bottom CB Type II)"Data 1(358|12|0 Bottom CB Type II)358|12|0 Bottom CB-II#Data 1 General Log-Linear Weibulld?358|12|0 F=2 | S=0Data 1#Stress Level 358|12|1 Top CB Type IData 1(358|12|1 Top CB Type I)Data 1(358|12|1 Top CB Type I)358|12|1 Top CB-I#Data 1 General Log-Linear Weibulld?358|12|1 F=3 | S=20Data 1&Stress Level 358|12|1 Bottom CB Type I!Data 1(358|12|1 Bottom CB Type I)!Data 1(358|12|1 Bottom CB Type I)358|12|1 Bottom CB-I#Data 1 General Log-Linear Weibulld?358|12|1 F=3 | S=20ZbData 1$Stress Level 358|12|1 Top CB Type IIData 1(358|12|1 Top CB Type II)Data 1(358|12|1 Top CB Type II)358|12|1 Top CB-II#Data 1 General Log-Linear Weibulld?358|12|1 F=3 | S=20Data 1'Stress Level 358|12|1 Bottom CB Type II"Data 1(358|12|1 Bottom CB Type II)"Data 1(358|12|1 Bottom CB Type II)358|12|1 Bottom CB-II#Data 1 General Log-Linear Weibulld?358|12|1 F=3 | S=20Data 1#Stress Level 378|12|0 Top CB Type IData 1(378|12|0 Top CB Type I)Data 1(378|12|0 Top CB Type I)378|12|0 Top CB-I#Data 1 General Log-Linear Weibulld?378|12|0 F=4 | S=0Data 1&Stress Level 378|12|0 Bottom CB Type I!Data 1(378|12|0 Bottom CB Type I)!Data 1(378|12|0 Bottom CB Type I)378|12|0 Bottom CB-I#Data 1 General Log-Linear Weibulld?378|12|0 F=4 | S=0ZbData 1$Stress Level 378|12|0 Top CB Type IIData 1(378|12|0 Top CB Type II)Data 1(378|12|0 Top CB Type II)378|12|0 Top CB-II#Data 1 General Log-Linear Weibulld?378|12|0 F=4 | S=0Data 1'Stress Level 378|12|0 Bottom CB Type II"Data 1(378|12|0 Bottom CB Type II)"Data 1(378|12|0 Bottom CB Type II)378|12|0 Bottom CB-II#Data 1 General Log-Linear Weibulld?378|12|0 F=4 | S=0Data 1#Stress Level 378|12|1 Top CB Type IData 1(378|12|1 Top CB Type I)Data 1(378|12|1 Top CB Type I)378|12|1 Top CB-I#Data 1 General Log-Linear Weibulld?378|12|1 F=6 | S=14Data 1&Stress Level 378|12|1 Bottom CB Type I!Data 1(378|12|1 Bottom CB Type I)!Data 1(378|12|1 Bottom CB Type I)378|12|1 Bottom CB-I#Data 1 General Log-Linear Weibulld?378|12|1 F=6 | S=14ZbData 1$Stress Level 378|12|1 Top CB Type IIData 1(378|12|1 Top CB Type II)Data 1(378|12|1 Top CB Type II)378|12|1 Top CB-II#Data 1 General Log-Linear Weibulld?378|12|1 F=6 | S=14Data 1'Stress Level 378|12|1 Bottom CB Type II"Data 1(378|12|1 Bottom CB Type II)"Data 1(378|12|1 Bottom CB Type II)378|12|1 Bottom CB-II#Data 1 General Log-Linear Weibulld?378|12|1 F=6 | S=14Data 1#Stress Level 378|16|0 Top CB Type IData 1(378|16|0 Top CB Type I)Data 1(378|16|0 Top CB Type I)378|16|0 Top CB-I#Data 1 General Log-Linear Weibulld?378|16|0 F=4 | S=0Data 1&Stress Level 378|16|0 Bottom CB Type I!Data 1(378|16|0 Bottom CB Type I)!Data 1(378|16|0 Bottom CB Type I)378|16|0 Bottom CB-I#Data 1 General Log-Linear Weibulld?378|16|0 F=4 | S=0ZbData 1$Stress Level 378|16|0 Top CB Type IIData 1(378|16|0 Top CB Type II)Data 1(378|16|0 Top CB Type II)378|16|0 Top CB-II#Data 1 General Log-Linear Weibulld?378|16|0 F=4 | S=0Data 1'Stress Level 378|16|0 Bottom CB Type II"Data 1(378|16|0 Bottom CB Type II)"Data 1(378|16|0 Bottom CB Type II)378|16|0 Bottom CB-II#Data 1 General Log-Linear Weibulld?378|16|0 F=4 | S=0Data 1#Stress Level 378|16|1 Top CB Type IData 1(378|16|1 Top CB Type I)Data 1(378|16|1 Top CB Type I)378|16|1 Top CB-I#Data 1 General Log-Linear Weibulld?378|16|1 F=6 | S=10Data 1&Stress Level 378|16|1 Bottom CB Type I!Data 1(378|16|1 Bottom CB Type I)!Data 1(378|16|1 Bottom CB Type I)378|16|1 Bottom CB-I#Data 1 General Log-Linear Weibulld?378|16|1 F=6 | S=10ZbData 1$Stress Level 378|16|1 Top CB Type IIData 1(378|16|1 Top CB Type II)Data 1(378|16|1 Top CB Type II)378|16|1 Top CB-II#Data 1 General Log-Linear Weibulld?378|16|1 F=6 | S=10Data 1'Stress Level 378|16|1 Bottom CB Type II"Data 1(378|16|1 Bottom CB Type II)"Data 1(378|16|1 Bottom CB Type II)378|16|1 Bottom CB-II#Data 1 General Log-Linear Weibulld?378|16|1 F=6 | S=10Data 1#Stress Level 398|12|0 Top CB Type IData 1(398|12|0 Top CB Type I)Data 1(398|12|0 Top CB Type I)398|12|0 Top CB-I#Data 1 General Log-Linear Weibulld?398|12|0 F=4 | S=0Data 1&Stress Level 398|12|0 Bottom CB Type I!Data 1(398|12|0 Bottom CB Type I)!Data 1(398|12|0 Bottom CB Type I)398|12|0 Bottom CB-I#Data 1 General Log-Linear Weibulld?398|12|0 F=4 | S=0ZbData 1$Stress Level 398|12|0 Top CB Type IIData 1(398|12|0 Top CB Type II)Data 1(398|12|0 Top CB Type II)398|12|0 Top CB-II#Data 1 General Log-Linear Weibulld?398|12|0 F=4 | S=0Data 1'Stress Level 398|12|0 Bottom CB Type II"Data 1(398|12|0 Bottom CB Type II)"Data 1(398|12|0 Bottom CB Type II)398|12|0 Bottom CB-II#Data 1 General Log-Linear Weibulld?398|12|0 F=4 | S=0Data 1#Stress Level 398|12|1 Top CB Type IData 1(398|12|1 Top CB Type I)Data 1(398|12|1 Top CB Type I)398|12|1 Top CB-I#Data 1 General Log-Linear Weibulld?398|12|1 F=6 | S=7Data 1&Stress Level 398|12|1 Bottom CB Type I!Data 1(398|12|1 Bottom CB Type I)!Data 1(398|12|1 Bottom CB Type I)398|12|1 Bottom CB-I#Data 1 General Log-Linear Weibulld?398|12|1 F=6 | S=7ZbData 1$Stress Level 398|12|1 Top CB Type IIData 1(398|12|1 Top CB Type II)Data 1(398|12|1 Top CB Type II)398|12|1 Top CB-II#Data 1 General Log-Linear Weibulld?398|12|1 F=6 | S=7Data 1'Stress Level 398|12|1 Bottom CB Type II"Data 1(398|12|1 Bottom CB Type II)"Data 1(398|12|1 Bottom CB Type II)398|12|1 Bottom CB-II#Data 1 General Log-Linear Weibulld?398|12|1 F=6 | S=7-Data 1Eta Line Data 1 (Eta)Eta Line#Data 1 General Log-Linear Weibulld?50|100|100 F=35 | S=51,Data 1Mean Life LineData 1 (Mean Life)Mean Life Line#Data 1 General Log-Linear Weibulld?50|100|100 F=35 | S=510Data 1 Top CB EtaData 1 (Top CB Eta)Data 1 (Top CB Eta) Top CB Eta#Data 1 General Log-Linear Weibulld?50|100|100 F=35 | S=511Data 1 Bottom CB EtaData 1 (Bottom CB Eta)Data 1 (Bottom CB Eta) Bottom CB Eta#Data 1 General Log-Linear Weibulld?50|100|100 F=35 | S=51.Data 1 Top CB MeanData 1 (Top CB Mean)Data 1 (Top CB Mean) Top CB Mean#Data 1 General Log-Linear Weibulld?50|100|100 F=35 | S=51/Data 1Bottom CB MeanData 1 (Bottom CB Mean)Data 1 (Bottom CB Mean)Bottom CB Mean#Data 1 General Log-Linear Weibulld?50|100|100 F=35 | S=512Data 1 Life - 1%Data 1 (Life - 1%)Data 1 (Life - 1%)1%#Data 1 General Log-Linear Weibulld?50|100|100 F=35 | S=51<Data 1Life - 1% Top CBData 1 (Life - 1%) (Top CB)Data 1 (Life - 1%) (Top CB) 1% Top CB#Data 1 General Log-Linear Weibulld?50|100|100 F=35 | S=51FData 1Life - 1% Bottom CBData 1 (Life - 1%) (Bottom CB)Data 1 (Life - 1%) (Bottom CB) 1% Bottom CB#Data 1 General Log-Linear Weibulld?50|100|100 F=35 | S=513Data 1 Life - 5%Data 1 (Life - 5%)Data 1 (Life - 5%)5%#Data 1 General Log-Linear Weibulld?50|100|100 F=35 | S=51=Data 1Life - 5% Top CBData 1 (Life - 5%) (Top CB)Data 1 (Life - 5%) (Top CB) 5% Top CB#Data 1 General Log-Linear Weibulld?50|100|100 F=35 | S=51GData 1Life - 5% Bottom CBData 1 (Life - 5%) (Bottom CB)Data 1 (Life - 5%) (Bottom CB) 5% Bottom CB#Data 1 General Log-Linear Weibulld?50|100|100 F=35 | S=514Data 1 Life - 10%Data 1 (Life - 10%)Data 1 (Life - 10%)10%#Data 1 General Log-Linear Weibulld?50|100|100 F=35 | S=51>Data 1Life - 10% Top CBData 1 (Life - 10%) (Top CB)Data 1 (Life - 10%) (Top CB) 10% Top CB#Data 1 General Log-Linear Weibulld?50|100|100 F=35 | S=51HData 1Life - 10% Bottom CBData 1 (Life - 10%) (Bottom CB)Data 1 (Life - 10%) (Bottom CB) 10% Bottom CB#Data 1 General Log-Linear Weibulld?50|100|100 F=35 | S=515Data 1 Life - 20%Data 1 (Life - 20%)Data 1 (Life - 20%)20%#Data 1 General Log-Linear Weibulld?50|100|100 F=35 | S=51?Data 1Life - 20% Top CBData 1 (Life - 20%) (Top CB)Data 1 (Life - 20%) (Top CB) 20% Top CB#Data 1 General Log-Linear Weibulld?50|100|100 F=35 | S=51IData 1Life - 20% Bottom CBData 1 (Life - 20%) (Bottom CB)Data 1 (Life - 20%) (Bottom CB) 20% Bottom CB#Data 1 General Log-Linear Weibulld?50|100|100 F=35 | S=516Data 1 Life - 30%Data 1 (Life - 30%)Data 1 (Life - 30%)30%#Data 1 General Log-Linear Weibulld?50|100|100 F=35 | S=51@Data 1Life - 30% Top CBData 1 (Life - 30%) (Top CB)Data 1 (Life - 30%) (Top CB) 30% Top CB#Data 1 General Log-Linear Weibulld?50|100|100 F=35 | S=51JData 1Life - 30% Bottom CBData 1 (Life - 30%) (Bottom CB)Data 1 (Life - 30%) (Bottom CB) 30% Bottom CB#Data 1 General Log-Linear Weibulld?50|100|100 F=35 | S=517Data 1 Life - 40%Data 1 (Life - 40%)Data 1 (Life - 40%)40%#Data 1 General Log-Linear Weibulld?50|100|100 F=35 | S=51AData 1Life - 40% Top CBData 1 (Life - 40%) (Top CB)Data 1 (Life - 40%) (Top CB) 40% Top CB#Data 1 General Log-Linear Weibulld?50|100|100 F=35 | S=51KData 1Life - 40% Bottom CBData 1 (Life - 40%) (Bottom CB)Data 1 (Life - 40%) (Bottom CB) 40% Bottom CB#Data 1 General Log-Linear Weibulld?50|100|100 F=35 | S=518Data 1 Life - 50%Data 1 (Life - 50%)Data 1 (Life - 50%)50%#Data 1 General Log-Linear Weibulld?50|100|100 F=35 | S=51BData 1Life - 50% Top CBData 1 (Life - 50%) (Top CB)Data 1 (Life - 50%) (Top CB) 50% Top CB#Data 1 General Log-Linear Weibulld?50|100|100 F=35 | S=51LData 1Life - 50% Bottom CBData 1 (Life - 50%) (Bottom CB)Data 1 (Life - 50%) (Bottom CB) 50% Bottom CB#Data 1 General Log-Linear Weibulld?50|100|100 F=35 | S=519Data 1 Life - 60%Data 1 (Life - 60%)Data 1 (Life - 60%)60%#Data 1 General Log-Linear Weibulld?50|100|100 F=35 | S=51CData 1Life - 60% Top CBData 1 (Life - 60%) (Top CB)Data 1 (Life - 60%) (Top CB) 60% Top CB#Data 1 General Log-Linear Weibulld?50|100|100 F=35 | S=51MData 1Life - 60% Bottom CBData 1 (Life - 60%) (Bottom CB)Data 1 (Life - 60%) (Bottom CB) 60% Bottom CB#Data 1 General Log-Linear Weibulld?50|100|100 F=35 | S=51:Data 1 Life - 70%Data 1 (Life - 70%)Data 1 (Life - 70%)70%#Data 1 General Log-Linear Weibulld?50|100|100 F=35 | S=51DData 1Life - 70% Top CBData 1 (Life - 70%) (Top CB)Data 1 (Life - 70%) (Top CB) 70% Top CB#Data 1 General Log-Linear Weibulld?50|100|100 F=35 | S=51NData 1Life - 70% Bottom CBData 1 (Life - 70%) (Bottom CB)Data 1 (Life - 70%) (Bottom CB) 70% Bottom CB#Data 1 General Log-Linear Weibulld?50|100|100 F=35 | S=51;Data 1 Life - 80%Data 1 (Life - 80%)Data 1 (Life - 80%)80%#Data 1 General Log-Linear Weibulld?50|100|100 F=35 | S=51EData 1Life - 80% Top CBData 1 (Life - 80%) (Top CB)Data 1 (Life - 80%) (Top CB) 80% Top CB#Data 1 General Log-Linear Weibulld?50|100|100 F=35 | S=51OData 1Life - 80% Bottom CBData 1 (Life - 80%) (Bottom CB)Data 1 (Life - 80%) (Bottom CB) 80% Bottom CB#Data 1 General Log-Linear Weibulld?50|100|100 F=35 | S=51'Data 1Stress Level 0 PointsData 1 (Stress Level Points)Stress Level Points#Data 1 General Log-Linear Weibulld?0wData 1 Eta 0 Point Data 1 (Eta) Eta Point#Data 1 General Log-Linear Weibulld?0Data 1 Imposed Pdf 0Data 1 (Imposed Pdf) Imposed Pdf#Data 1 General Log-Linear Weibulld?0'Data 1Stress Level 1 PointsData 1 (Stress Level Points)Stress Level Points#Data 1 General Log-Linear Weibulld?1wData 1 Eta 1 Point Data 1 (Eta) Eta Point#Data 1 General Log-Linear Weibulld?1Data 1 Imposed Pdf 1Data 1 (Imposed Pdf) Imposed Pdf#Data 1 General Log-Linear Weibulld?1'Data 1Stress Level 398 PointsData 1 (Stress Level Points)Stress Level Points#Data 1 General Log-Linear Weibulld?398wData 1 Eta 398 Point Data 1 (Eta) Eta Point#Data 1 General Log-Linear Weibulld?398Data 1Imposed Pdf 398Data 1 (Imposed Pdf) Imposed Pdf#Data 1 General Log-Linear Weibulld?398 ?>$@@@?X@?d Probability*User Name Company 3/13/2007 10:24:27 AM@B$ReliaSoft ALTA 7 - www.ReliaSoft.comTBeta=3.7483; Alpha(0)=-6.0220; Alpha(1)=5.7769E+3; Alpha(2)=-1.4340; Alpha(3)=0.6242Probability - WeibullTime UnreliabilityColorColor = Size = X = Y =  Starts at:  Ends at:  Duration: 0;0???*****$ReliaSoft ALTA 7 - www.ReliaSoft.comTBeta=3.7483; Alpha(0)=-6.0220; Alpha(1)=5.7769E+3; Alpha(2)=-1.4340; Alpha(3)=0.6242  1 0 ;Data 1Stress Level 358|12|0 PointsData 1(358|12|0 Points)Stress Level Points#Data 1 General Log-Linear Weibulld?358|12|0 F=2 | S=0#1 @<"$J=@#1 @<"$J=@#1 @<"$J=@#2p@&|Q@#2p@&|Q@#2p@&|Q@Data 1Stress Level 358|12|1 PointsData 1(358|12|1 Points)Stress Level Points#Data 1 General Log-Linear Weibulld?358|12|1 F=3 | S=20 #1{@O݈}@#1{@O݈}@#1{@O݈}@#2P@e#@#2P@e#@#2P@e#@#3@VbD&@#3@VbD&@#3@VbD&@,Data 1&Stress Level 358|12|1 Suspended PointsData 1 (Suspended Points) Susp Points#Data 1 General Log-Linear Weibulld? 358|12|1 F=3 | S=20#4p@?Data 1Stress Level 378|12|0 PointsData 1(378|12|0 Points)Stress Level Points#Data 1 General Log-Linear Weibulld?378|12|0 F=4 | S=0 #1f@f@/@#1f@f@/@#1f@f@/@#2o@BrPIC@#2o@BrPIC@#2o@BrPIC@#3Ps@N@#3Ps@N@#3Ps@N@#4x@PPU@#4x@PPU@#4x@PPU@Data 1Stress Level 378|12|1 PointsData 1(378|12|1 Points)Stress Level Points#Data 1 General Log-Linear Weibulld?378|12|1 F=6 | S=14#1`j@[m=@ @#1`j@[m=@ @#1`j@[m=@ @#2p@pr9} @#2p@pr9} @#2p@pr9} @#3r@>.uK*@#3r@>.uK*@#3r@>.uK*@#4pu@%g2@#4pu@%g2@#4pu@%g2@#5v@0}6@#5v@0}6@#5v@0}6@#60x@e;@#60x@e;@#60x@e;@,Data 1&Stress Level 378|12|1 Suspended PointsData 1 (Suspended Points) Susp Points#Data 1 General Log-Linear Weibulld? 378|12|1 F=6 | S=14#7{@?Data 1Stress Level 378|16|0 PointsData 1(378|16|0 Points)Stress Level Points#Data 1 General Log-Linear Weibulld?378|16|0 F=4 | S=0 #1]@f@/@#1]@f@/@#1]@f@/@#2`d@BrPIC@#2`d@BrPIC@#2`d@BrPIC@#3@j@N@#3@j@N@#3@j@N@#4 o@PPU@#4 o@PPU@#4 o@PPU@Data 1Stress Level 378|16|1 PointsData 1(378|16|1 Points)Stress Level Points#Data 1 General Log-Linear Weibulld?378|16|1 F=6 | S=10#1 b@jko@#1 b@jko@#1 b@jko@#2h@Ժc$@#2h@Ժc$@#2h@Ժc$@#3j@~g+]0@#3j@~g+]0@#3j@~g+]0@#4l@9lwy6@#4l@9lwy6@#4l@9lwy6@#5o@f<@#5o@f<@#5o@f<@#6Pr@F=ZA@#6Pr@F=ZA@#6Pr@F=ZA@,Data 1&Stress Level 378|16|1 Suspended PointsData 1 (Suspended Points) Susp Points#Data 1 General Log-Linear Weibulld? 378|16|1 F=6 | S=10#7 r@?Data 1Stress Level 398|12|0 PointsData 1(398|12|0 Points)Stress Level Points#Data 1 General Log-Linear Weibulld?398|12|0 F=4 | S=0 #1U@f@/@#1U@f@/@#1U@f@/@#2\@BrPIC@#2\@BrPIC@#2\@BrPIC@#3`@N@#3`@N@#3`@N@#4`d@PPU@#4`d@PPU@#4`d@PPU@Data 1Stress Level 398|12|1 PointsData 1(398|12|1 Points)Stress Level Points#Data 1 General Log-Linear Weibulld?398|12|1 F=6 | S=7#1]@>*>@#1]@>*>@#1]@>*>@#2b@OGy()@#2b@OGy()@#2b@OGy()@#3`c@| 4@#3`c@| 4@#3`c@| 4@#4e@sq<;@#4e@sq<;@#4e@sq<;@#5 h@ A@#5 h@ A@#5 h@ A@#6j@]9@E@#6j@]9@E@#6j@]9@E@,Data 1&Stress Level 398|12|1 Suspended PointsData 1 (Suspended Points) Susp Points#Data 1 General Log-Linear Weibulld? 398|12|1 F=6 | S=7#7l@?Data 1Use Level LineData 1 (Use Level Line)Use Level Line#Data 1 General Log-Linear Weibulld? 50|100|100d#1#@#2d$@#3g1%@#4%/}&@#5Z(@#6b <)@#7*Vp*@#8AC+@#9K>-@#10@7e.@#11#|/@#12$9^V0@#13]T6y1@#14 N2@#15vI-3@#164@#17 5@#18P{" 6@#19,7@#20+vB38@#21iyZ9@#22~:@#23@#26 ?@#27( @@#282NSA@#29\{SdB@#30?DC@#31La/D@#329Nn%E@#33d 2'F@#34s:9;5G@#35K'I!PH@#36Ż %xI@#37J@#38;+<P@#43WQ@#44zR@#45%!I[S@#46yU@#48_e`AV@#49RPW@#50ũ1lX@#51q9Y@#52x՝Z@#53GI{F\@#54nAﳘk]@#558^@#56N|$`@#57ҧ`@#58a@#59b@#60 ܨ)rc@#61;3_d@#62RIWe@#63W[f@#64A;7lg@#65溉h@#66< ִi@#67v/0j@#68E/v6l@#69 ]m@#70}in@#71п 8p@#72lp@#73}q@#74$եr@#75G6%s@#76i&MVGwt@#77 <8pu@#78>vv@#79ϴڴw@#80OLͺx@#81BrG8y@#82qD{@#83hw@#92@#93ܯ@#94崣@#95È@#96[\@#97-@#98 SMy@#99?=cԍ@#100?@-1Data 1Stress Level 358|12|0 LineData 1(358|12|0 Line)Stress Level Line#Data 1 General Log-Linear Weibulld?358|12|0 F=2 | S=0d#1#@j>n>#2d$@<>XF>#3g1%@3U>#4%/}&@t>#5Z(@ C>#6b <)@g>#7*Vp*@/?#8AC+@ʼ?#9K>-@kf ?#10@7e.@"2?#11#|/@.T -?#12$9^V0@y?#13]T6y1@{?#14 N2@֪?#15vI-3@&A"?#164@P%?#17 5@R{ )?#18P{" 6@4.?#19,7@``BU2?#20+vB38@S@5?#21iyZ9@Lj9?#22~:@@K‹>?#23@%J?#26 ?@>O?#27( @@Z,}R?#282NSA@H#kV?#29\{SdB@^4Z?#30?DC@S2_?#31La/D@@b?#329Nn%E@hs2f?#33d 2'F@iQj?#34s:9;5G@|"Uo?#35K'I!PH@Oyr?#36Ż %xI@,3v?#37J@nz?#38;+<M8L?#41P@G.z?#42qg>P@m=ϙ?#43WQ@ASϒ?#44zR@xd?#45%!I[S@;F?#46yU@~L?#48_e`AV@x|?#49RPW@@UĪ?#50ũ1lX@@\ݯ?#51q9Y@ S?#52x՝Z@ַ?#53GI{F\@`l?#54nAﳘk]@`8?#558^@֕ ?#56N|$`@K?#57ҧ`@`?#58a@׳$?#59b@S;A?#60 ܨ)rc@qd?#61;3_d@q?#62RIWe@t;?#63W[f@+)?#64A;7lg@@|?#65溉h@)k?#66< ִi@R:!?#67v/0j@hT8/?#68E/v6l@V%`?#69 ]m@?#70}in@'^@#71п 8p@su7'@#72lp@ E@#73}q@:  @#74$եr@Ś2.@#75G6%s@F@#76i&MVGwt@Cڄ@#77 <8pu@"*&_@#78>vv@)!:@#79ϴڴw@8A"@#80OLͺx@SQ%@#81BrG8y@ՠ)@#82qD{@ŭi.@#83hw@lX[K@#92@E7ˇN@#93ܯ@0P@#94崣@YkWnR@#95È@o1S@#96[\@0kQq=U@#97-@`,*aV@#98 SMy@MɲZKW@#99?=cԍ@]d;,W@#100?@cҒqX@-1Data 1Stress Level 358|12|1 LineData 1(358|12|1 Line)Stress Level Line#Data 1 General Log-Linear Weibulld?358|12|1 F=3 | S=20d#1#@`{̙>#2d$@`U>#3g1%@,~ǻ>#4%/}&@>#5Z(@d>#6b <)@"Ro>#7*Vp*@N>#8AC+@({G>#9K>-@H>#10@7e.@#>#11#|/@&>#12$9^V0@LX>#13]T6y1@ >#14 N2@!>#15vI-3@Դ#>#164@RX>#17 5@*(>#18P{" 6@>#19,7@sB>#20+vB38@g?#21iyZ9@9?#22~:@C4D?#23@q^?#26 ?@,?#27( @@ ?#282NSA@ ?#29\{SdB@"2$?#30?DC@ (?#31La/D@q,?#329Nn%E@ {= 1?#33d 2'F@`ӥ-I4?#34s:9;5G@`\e&8?#35K'I!PH@ P@0[X?#43WQ@({\?#44zR@#Ba?#45%!I[S@4ud?#46yU@+]m?#48_e`AV@Uq?#49RPW@^t?#50ũ1lX@ŵVx?#51q9Y@vv@$G7?#79ϴڴw@(?#80OLͺx@悤I?#81BrG8y@²0~7?#82qD{@kYK9?#83hw@bnJe@#92@柇'`_!@#93ܯ@ aD$@#94崣@Aū*(@#95È@qɦФm,@#96[\@,0@#97-@^d㾸3@#98 SMy@B6@#99?=cԍ@!d C:@#100?@˸S0>@-1Data 1Stress Level 378|12|0 LineData 1(378|12|0 Line)Stress Level Line#Data 1 General Log-Linear Weibulld?378|12|0 F=4 | S=0d#1#@_"}3?#2d$@z77?#3g1%@@,;?#4%/}&@s@?#5Z(@PC?#6b <)@9 QG?#7*Vp*@pQ K?#8AC+@҅P?#9K>-@(WS?#10@7e.@,,jW?#11#|/@8I[?#12$9^V0@q`?#13]T6y1@:",c?#14 N2@, xg?#15vI-3@]Bk?#164@B4=p?#17 5@ s?#18P{" 6@4Kw?#19,7@dj3|?#20+vB38@pȃ?#21iyZ9@-4?#22~:@0#?#23@T<7O?#26 ?@0ї?#27( @@pP[?#282NSA@@*?#29\{SdB@R?#30?DC@;q?#31La/D@L5y?#329Nn%E@{?#33d 2'F@9$,?#34s:9;5G@@IX?#35K'I!PH@ ,%ۖ?#36Ż %xI@P?#37J@N!A?#38;+<P@0?#43WQ@ȳ]}?#44zR@Wu ?#45%!I[S@ +~Pa?#46yU@jk?#48_e`AV@@Ez'?#49RPW@»NJf?#50ũ1lX@ e@B?#51q9Y@H}?#52x՝Z@5"@#53GI{F\@ļ.[@#54nAﳘk]@J-@#558^@&߲ @#56N|$`@ڷ@#57ҧ`@@3.@#58a@R+3@#59b@nM@#60 ܨ)rc@tϿ @#61;3_d@9t)#@#62RIWe@rxqAJ'@#63W[f@ h+@#64A;7lg@60@#65溉h@g2@#66< ִi@n[qc6@#67v/0j@ʱ9@#68E/v6l@>=@#69 ]m@*LC"A@#70}in@ƐC@#71п 8p@#}ڇiF@#72lp@^Y]I@#73}q@΀ dyL@#74$եr@fbOO@#75G6%s@1mQ@#76i&MVGwt@q3 fR@#77 <8pu@;ׯ^fT@#78>vv@~ РU@#79ϴڴw@_V@#80OLͺx@mV W@#81BrG8y@:5Xr*X@#82qD{@{`kAX@#83hw@/B}X@#92@uxX@#93ܯ@PX@#94崣@X@#95È@Y@#96[\@Y@#97-@Y@#98 SMy@Y@#99?=cԍ@Y@#100?@Y@-1Data 1Stress Level 378|12|1 LineData 1(378|12|1 Line)Stress Level Line#Data 1 General Log-Linear Weibulld?378|12|1 F=6 | S=14d#1#@>#2d$@o3?#3g1%@fǒM?#4%/}&@e\ ?#5Z(@d1?#6b <)@?#7*Vp*@< e?#8AC+@Ux?#9K>-@sk[R?#10@7e.@{ "?#11#|/@ќ|%?#12$9^V0@:d)?#13]T6y1@/s.?#14 N2@]e] 2?#15vI-3@uH5?#164@ˑ9?#17 5@ 4M>?#18P{" 6@LT4B?#19,7@M E?#20+vB38@@I?#21iyZ9@yN?#22~:@(C_HR?#23@e^?#26 ?@_}\b?#27( @@r:e?#282NSA@ j?#29\{SdB@Ln?#30?DC@pr?#31La/D@^%u?#329Nn%E@WQ"z?#33d 2'F@^?#34s:9;5G@$"?#35K'I!PH@/ ?#36Ż %xI@>?#37J@ä>?#38;+<P@@n'?#43WQ@@0N;?#44zR@gw?#45%!I[S@YŁ?#46yU@4^R?#48_e`AV@c뒺?#49RPW@ ?#50ũ1lX@t^?#51q9Y@`˦h?#52x՝Z@pՠX?#53GI{F\@VV?#54nAﳘk]@(=_?#558^@f|?#56N|$`@xY?#57ҧ`@8I?#58a@vv@Hx1@#79ϴڴw@A$4@#80OLͺx@D8@#81BrG8y@ ώD;@#82qD{@G%@@#83hw@X|(U@#92@ʙ#OV@#93ܯ@Jo=W@#94崣@{W@#95È@N| UkX@#96[\@&-ddX@#97-@X@#98 SMy@¥X@#99?=cԍ@/NX@#100?@e5X@-1Data 1Stress Level 378|16|0 LineData 1(378|16|0 Line)Stress Level Line#Data 1 General Log-Linear Weibulld?378|16|0 F=4 | S=0d#1#@hV?#2d$@e-?[?#3g1%@7`?#4%/}&@iNc?#5Z(@ LJf?#6b <)@ #S#]k?#7*Vp*@|yIp?#8AC+@4[cs?#9K>-@w?#10@7e.@,*{{?#11#|/@C[?#12$9^V0@=y?#13]T6y1@.?#14 N2@94?#15vI-3@Ǡtm?#164@{(t?#17 5@AFG?#18P{" 6@ڈ!?#19,7@Ԍ6?#20+vB38@M?#21iyZ9@@g`?#22~:@Zcԫ?#23@zUy?#26 ?@P@ O0?#43WQ@k@#44zR@IjCG@#45%!I[S@oa@#46yU@]ݔ@#48_e`AV@@#49RPW@<3b@#50ũ1lX@~$&J@#51q9Y@`V^ @#52x՝Z@Zij|T#@#53GI{F\@DiOc&@#54nAﳘk]@T*@#558^@q/@#56N|$`@X#Dw2@#57ҧ`@U8œ5@#58a@Zb 9@#59b@q#=@#60 ܨ)rc@/(U@@#61;3_d@JIPC@#62RIWe@LM/ F@#63W[f@ _6H@#64A;7lg@FiUL@#65溉h@>O@#66< ִi@(Dz{8Q@#67v/0j@E=R@#68E/v6l@_g8T@#69 ]m@Dav,U@#70}in@h|V@#71п 8p@)+0?wW@#72lp@AP_X@#73}q@yX@#74$եr@̭>\X@#75G6%s@nX@#76i&MVGwt@ ynX@#77 <8pu@;X@#78>vv@eX@#79ϴڴw@>UX@#80OLͺx@ZX@#81BrG8y@X@#82qD{@nX@#83hw@Y@#92@Y@#93ܯ@Y@#94崣@Y@#95È@Y@#96[\@Y@#97-@Y@#98 SMy@Y@#99?=cԍ@Y@#100?@Y@-1Data 1Stress Level 378|16|1 LineData 1(378|16|1 Line)Stress Level Line#Data 1 General Log-Linear Weibulld?378|16|1 F=6 | S=10d#1#@@Ґ!?#2d$@~:0%?#3g1%@D)?#4%/}&@@Vk-?#5Z(@LIf1?#6b <)@ `R5?#7*Vp*@a9?#8AC+@i3=?#9K>-@A?#10@7e.@p.E?#11#|/@0o^u7I?#12$9^V0@8N?#13]T6y1@_ӀQ?#14 N2@(nEU?#15vI-3@J7SY?#164@>(&^?#17 5@P[*a?#18P{" 6@ E]e?#19,7@>=oi?#20+vB38@ aMGn?#21iyZ9@?r?#22~:@f߼tu?#23@ ?#26 ?@SP>;?#27( @@(&-즉?#282NSA@?#29\{SdB@=T`-?#30?DC@7?#31La/D@[™?#329Nn%E@%Ȫ?#33d 2'F@@?#34s:9;5G@(?#35K'I!PH@oOީ?#36Ż %xI@@M `ˮ?#37J@ d@T?#38;+<P@`L?#43WQ@pJP?#44zR@PC ?#45%!I[S@p w?#46yU@8jO'(?#48_e`AV@ ! ?#49RPW@䴠?#50ũ1lX@y ?#51q9Y@O7?#52x՝Z@ :/?#53GI{F\@6+?#54nAﳘk]@4 ?#558^@Kα&8?#56N|$`@֐r/*?#57ҧ`@Dx@#58a@"2w~@#59b@:a0U @#60 ܨ)rc@@#61;3_d@Jz`@#62RIWe@dT@#63W[f@@@#64A;7lg@ȰrHQ@#65溉h@~o"@#66< ִi@IF%@#67v/0j@; O2])@#68E/v6l@I#x-@#69 ]m@*H1@#70}in@84@#71п 8p@3W/7@#72lp@Le;@#73}q@5`?@#74$եr@Is=B@#75G6%s@.ʏ]D@#76i&MVGwt@+\m晷G@#77 <8pu@8[J@#78>vv@T#M@#79ϴڴw@P@#80OLͺx@-Y!R@#81BrG8y@2S@#82qD{@rgRT@#83h@X@#90l;@S X@#91@}>w@"O2RX@#92@2jX@#93ܯ@?@fX@#94崣@UhX@#95È@թ X@#96[\@X@#97-@X@#98 SMy@X@#99?=cԍ@X@#100?@Y@-1Data 1Stress Level 398|12|0 LineData 1(398|12|0 Line)Stress Level Line#Data 1 General Log-Linear Weibulld?398|12|0 F=4 | S=0d#1#@ u?#2d$@Xy?#3g1%@L-@Qnޕ?#10@7e.@?#11#|/@p ?#12$9^V0@Ú!r?#13]T6y1@@CC?#14 N2@@ĉ$?#15vI-3@@?#164@؞?#17 5@ƀo ?#18P{" 6@D??#19,7@]>?#20+vB38@JJ?#21iyZ9@\U"?#22~:@pX Y?#23@$'6?#26 ?@ؘ o?#27( @@U t?#282NSA@+?#29\{SdB@:D?#30?DC@c~?#31La/D@8 ~?#329Nn%E@?#33d 2'F@h-I?#34s:9;5G@,~?#35K'I!PH@?}?#36Ż %xI@ ȵ@#37J@kZa9@#38;+<P@ʺ&M@#43WQ@s@#44zR@.\_6"@#45%!I[S@}%@#46yU@(]d-@#48_e`AV@ vs1@#49RPW@Zsi4@#50ũ1lX@§@7@#51q9Y@y@lߤ;@#52x՝Z@/3K?@#53GI{F\@tupdB@#54nAﳘk]@$E@#558^@K$XG@#56N|$`@UJ@#57ҧ`@؃;N@#58a@ޚqPP@#59b@RooH9R@#60 ܨ)rc@c<3S@#61;3_d@OU@#62RIWe@cްvv@X@#79ϴڴw@Y@#80OLͺx@Y@#81BrG8y@Y@#82qD{@Y@#83hw@Y@#92@Y@#93ܯ@Y@#94崣@Y@#95È@Y@#96[\@Y@#97-@Y@#98 SMy@Y@#99?=cԍ@Y@#100?@Y@-1Data 1Stress Level 398|12|1 LineData 1(398|12|1 Line)Stress Level Line#Data 1 General Log-Linear Weibulld?398|12|1 F=6 | S=7d#1#@pD@?#2d$@C?#3g1%@@̯G?#4%/}&@2L?#5Z(@paP?#6b <)@dvS?#7*Vp*@p>W?#8AC+@~Q\?#9K>-@bn`?#10@7e.@\IOrd?#11#|/@$Y g?#12$9^V0@8%ql?#13]T6y1@lp?#14 N2@`8~'t?#15vI-3@Dw?#164@ <|?#17 5@Y?#18P{" 6@b ӑ=?#19,7@F?#20+vB38@X@r?#21iyZ9@\H?#22~:@ES?#23@@+%?#26 ?@2x{i?#27( @@6L?#282NSA@7?#29\{SdB@T>7?#30?DC@a~?#31La/D@@e?#329Nn%E@ ?#33d 2'F@&!I?#34s:9;5G@p^?#35K'I!PH@1.}?#36Ż %xI@ʱ&?#37J@%Y?#38;+<?#41P@xT)f?#42qg>P@lvܳ?#43WQ@뼂?#44zR@ī{@M?#45%!I[S@ Im?#46yU@I,?#48_e`AV@jJ?#49RPW@ g@#50ũ1lX@\(3qV@#51q9Y@@#52x՝Z@W% @#53GI{F\@=I@#54nAﳘk]@Ů~@#558^@0Y[G@#56N|$`@drʻ@#57ҧ`@^3 @#58a@IE $@#59b@qx'@#60 ܨ)rc@H+@#61;3_d@7,tS0@#62RIWe@u3@#63W[f@, S6@#64A;7lg@|G9@#65溉h@pRl>@#66< ִi@kv&ZA@#67v/0j@C@#68E/v6l@7wF@#69 ]m@ukTI@#70}in@o(L@#71п 8p@*eO@#72lp@EH^Q@#73}q@B{S@#74$եr@T@#75G6%s@iU@#76i&MVGwt@/JV@#77 <8pu@\W@#78>vv@oy5X@#79ϴڴw@(85X@#80OLͺx@^j X@#81BrG8y@ ,#(X@#82qD{@-?hX@#83hw@X@#92@Y@#93ܯ@Y@#94崣@Y@#95È@Y@#96[\@Y@#97-@Y@#98 SMy@Y@#99?=cԍ@Y@#100?@Y@Data 1 Top CB Type IData 1 (Top CB Type I)Data 1 (Top CB Type I)Top CB-I#Data 1 General Log-Linear Weibulld? 50|100|100 Data 1Bottom CB Type IData 1 (Bottom CB Type I)Data 1 (Bottom CB Type I) Bottom CB-I#Data 1 General Log-Linear Weibulld? 50|100|100 Data 1Top CB Type IIData 1 (Top CB Type II)Data 1 (Top CB Type II) Top CB-II#Data 1 General Log-Linear Weibulld? 50|100|100 Data 1Bottom CB Type IIData 1 (Bottom CB Type II)Data 1 (Bottom CB Type II) Bottom CB-II#Data 1 General Log-Linear Weibulld? 50|100|100Data 1#Stress Level 358|12|0 Top CB Type IData 1(358|12|0 Top CB Type I)Data 1(358|12|0 Top CB Type I)358|12|0 Top CB-I#Data 1 General Log-Linear Weibulld?358|12|0 F=2 | S=0Data 1&Stress Level 358|12|0 Bottom CB Type I!Data 1(358|12|0 Bottom CB Type I)!Data 1(358|12|0 Bottom CB Type I)358|12|0 Bottom CB-I#Data 1 General Log-Linear Weibulld?358|12|0 F=2 | S=0ZbData 1$Stress Level 358|12|0 Top CB Type IIData 1(358|12|0 Top CB Type II)Data 1(358|12|0 Top CB Type II)358|12|0 Top CB-II#Data 1 General Log-Linear Weibulld?358|12|0 F=2 | S=0Data 1'Stress Level 358|12|0 Bottom CB Type II"Data 1(358|12|0 Bottom CB Type II)"Data 1(358|12|0 Bottom CB Type II)358|12|0 Bottom CB-II#Data 1 General Log-Linear Weibulld?358|12|0 F=2 | S=0Data 1#Stress Level 358|12|1 Top CB Type IData 1(358|12|1 Top CB Type I)Data 1(358|12|1 Top CB Type I)358|12|1 Top CB-I#Data 1 General Log-Linear Weibulld?358|12|1 F=3 | S=20Data 1&Stress Level 358|12|1 Bottom CB Type I!Data 1(358|12|1 Bottom CB Type I)!Data 1(358|12|1 Bottom CB Type I)358|12|1 Bottom CB-I#Data 1 General Log-Linear Weibulld?358|12|1 F=3 | S=20ZbData 1$Stress Level 358|12|1 Top CB Type IIData 1(358|12|1 Top CB Type II)Data 1(358|12|1 Top CB Type II)358|12|1 Top CB-II#Data 1 General Log-Linear Weibulld?358|12|1 F=3 | S=20Data 1'Stress Level 358|12|1 Bottom CB Type II"Data 1(358|12|1 Bottom CB Type II)"Data 1(358|12|1 Bottom CB Type II)358|12|1 Bottom CB-II#Data 1 General Log-Linear Weibulld?358|12|1 F=3 | S=20Data 1#Stress Level 378|12|0 Top CB Type IData 1(378|12|0 Top CB Type I)Data 1(378|12|0 Top CB Type I)378|12|0 Top CB-I#Data 1 General Log-Linear Weibulld?378|12|0 F=4 | S=0Data 1&Stress Level 378|12|0 Bottom CB Type I!Data 1(378|12|0 Bottom CB Type I)!Data 1(378|12|0 Bottom CB Type I)378|12|0 Bottom CB-I#Data 1 General Log-Linear Weibulld?378|12|0 F=4 | S=0ZbData 1$Stress Level 378|12|0 Top CB Type IIData 1(378|12|0 Top CB Type II)Data 1(378|12|0 Top CB Type II)378|12|0 Top CB-II#Data 1 General Log-Linear Weibulld?378|12|0 F=4 | S=0Data 1'Stress Level 378|12|0 Bottom CB Type II"Data 1(378|12|0 Bottom CB Type II)"Data 1(378|12|0 Bottom CB Type II)378|12|0 Bottom CB-II#Data 1 General Log-Linear Weibulld?378|12|0 F=4 | S=0Data 1#Stress Level 378|12|1 Top CB Type IData 1(378|12|1 Top CB Type I)Data 1(378|12|1 Top CB Type I)378|12|1 Top CB-I#Data 1 General Log-Linear Weibulld?378|12|1 F=6 | S=14Data 1&Stress Level 378|12|1 Bottom CB Type I!Data 1(378|12|1 Bottom CB Type I)!Data 1(378|12|1 Bottom CB Type I)378|12|1 Bottom CB-I#Data 1 General Log-Linear Weibulld?378|12|1 F=6 | S=14ZbData 1$Stress Level 378|12|1 Top CB Type IIData 1(378|12|1 Top CB Type II)Data 1(378|12|1 Top CB Type II)378|12|1 Top CB-II#Data 1 General Log-Linear Weibulld?378|12|1 F=6 | S=14Data 1'Stress Level 378|12|1 Bottom CB Type II"Data 1(378|12|1 Bottom CB Type II)"Data 1(378|12|1 Bottom CB Type II)378|12|1 Bottom CB-II#Data 1 General Log-Linear Weibulld?378|12|1 F=6 | S=14Data 1#Stress Level 378|16|0 Top CB Type IData 1(378|16|0 Top CB Type I)Data 1(378|16|0 Top CB Type I)378|16|0 Top CB-I#Data 1 General Log-Linear Weibulld?378|16|0 F=4 | S=0Data 1&Stress Level 378|16|0 Bottom CB Type I!Data 1(378|16|0 Bottom CB Type I)!Data 1(378|16|0 Bottom CB Type I)378|16|0 Bottom CB-I#Data 1 General Log-Linear Weibulld?378|16|0 F=4 | S=0ZbData 1$Stress Level 378|16|0 Top CB Type IIData 1(378|16|0 Top CB Type II)Data 1(378|16|0 Top CB Type II)378|16|0 Top CB-II#Data 1 General Log-Linear Weibulld?378|16|0 F=4 | S=0Data 1'Stress Level 378|16|0 Bottom CB Type II"Data 1(378|16|0 Bottom CB Type II)"Data 1(378|16|0 Bottom CB Type II)378|16|0 Bottom CB-II#Data 1 General Log-Linear Weibulld?378|16|0 F=4 | S=0Data 1#Stress Level 378|16|1 Top CB Type IData 1(378|16|1 Top CB Type I)Data 1(378|16|1 Top CB Type I)378|16|1 Top CB-I#Data 1 General Log-Linear Weibulld?378|16|1 F=6 | S=10Data 1&Stress Level 378|16|1 Bottom CB Type I!Data 1(378|16|1 Bottom CB Type I)!Data 1(378|16|1 Bottom CB Type I)378|16|1 Bottom CB-I#Data 1 General Log-Linear Weibulld?378|16|1 F=6 | S=10ZbData 1$Stress Level 378|16|1 Top CB Type IIData 1(378|16|1 Top CB Type II)Data 1(378|16|1 Top CB Type II)378|16|1 Top CB-II#Data 1 General Log-Linear Weibulld?378|16|1 F=6 | S=10Data 1'Stress Level 378|16|1 Bottom CB Type II"Data 1(378|16|1 Bottom CB Type II)"Data 1(378|16|1 Bottom CB Type II)378|16|1 Bottom CB-II#Data 1 General Log-Linear Weibulld?378|16|1 F=6 | S=10Data 1#Stress Level 398|12|0 Top CB Type IData 1(398|12|0 Top CB Type I)Data 1(398|12|0 Top CB Type I)398|12|0 Top CB-I#Data 1 General Log-Linear Weibulld?398|12|0 F=4 | S=0Data 1&Stress Level 398|12|0 Bottom CB Type I!Data 1(398|12|0 Bottom CB Type I)!Data 1(398|12|0 Bottom CB Type I)398|12|0 Bottom CB-I#Data 1 General Log-Linear Weibulld?398|12|0 F=4 | S=0ZbData 1$Stress Level 398|12|0 Top CB Type IIData 1(398|12|0 Top CB Type II)Data 1(398|12|0 Top CB Type II)398|12|0 Top CB-II#Data 1 General Log-Linear Weibulld?398|12|0 F=4 | S=0Data 1'Stress Level 398|12|0 Bottom CB Type II"Data 1(398|12|0 Bottom CB Type II)"Data 1(398|12|0 Bottom CB Type II)398|12|0 Bottom CB-II#Data 1 General Log-Linear Weibulld?398|12|0 F=4 | S=0Data 1#Stress Level 398|12|1 Top CB Type IData 1(398|12|1 Top CB Type I)Data 1(398|12|1 Top CB Type I)398|12|1 Top CB-I#Data 1 General Log-Linear Weibulld?398|12|1 F=6 | S=7Data 1&Stress Level 398|12|1 Bottom CB Type I!Data 1(398|12|1 Bottom CB Type I)!Data 1(398|12|1 Bottom CB Type I)398|12|1 Bottom CB-I#Data 1 General Log-Linear Weibulld?398|12|1 F=6 | S=7ZbData 1$Stress Level 398|12|1 Top CB Type IIData 1(398|12|1 Top CB Type II)Data 1(398|12|1 Top CB Type II)398|12|1 Top CB-II#Data 1 General Log-Linear Weibulld?398|12|1 F=6 | S=7Data 1'Stress Level 398|12|1 Bottom CB Type II"Data 1(398|12|1 Bottom CB Type II)"Data 1(398|12|1 Bottom CB Type II)398|12|1 Bottom CB-II#Data 1 General Log-Linear Weibulld?398|12|1 F=6 | S=7ABOtherTarget ReliabilityTarget Reliability Target Reld@ @@$@BBOtherProbability ScalesProbability Scales Prob Scalesd?yƚK <N  '' & MDCR-O. &MDCR-{  --'' &MDCR-T1;0;-1; &MDCR-F\"Tahoma ּww 0wHf*-!$ReliaSoft ALTA 7 - www.ReliaSoft.com2 &MDCR-T3;0;0; &MDCR-F &MDCR-S-' &MDCR-T2;0;0; &MDCR-F "Tahomaa ww 0wHf*-!Probability - Weibull &MDCR-T3;0;0; &MDCR-F &MDCR-S  \"Tahoma ؼww 0wHf*-0!TBeta=3.7483; Alpha(0)=-6.0220; Alpha(1)=5.7769E+3; Alpha(2)=-1.4340; Alpha(3)=0.6242K&2 &MDCR-T3;0;0; &MDCR-F &MDCR-S-R&R&' &MDCR-T2;0;0; &MDCR-F >"Tahomaa ww 0wHf*-!Time%| &MDCR-T3;0;0; &MDCR-F &MDCR-S>"Tahoma ڼww 0wHf*- ! UnreliabilityS &MDCR-T3;0;0; &MDCR-F &MDCR-S# &MDCR-T4;0;0; &MDCR-F\"Tahomaa ww 0wHf*- !10.000# &MDCR-T5;0;0; &MDCR-F &MDCR-S#  &MDCR-T4;0;0; &MDCR-F !1000.000# &MDCR-T5;0;0; &MDCR-F &MDCR-S-# &MDCR-T4;0;0; &MDCR-F#  &MDCR-T4;0;0; &MDCR-F#k k &MDCR-T4;0;0; &MDCR-F#  &MDCR-T4;0;0; &MDCR-F# &MDCR-T4;0;0; &MDCR-F# &MDCR-T4;0;0; &MDCR-F# &MDCR-T4;0;0; &MDCR-F# &MDCR-T4;0;0; &MDCR-F# &MDCR-T4;0;0; &MDCR-F# &MDCR-T4;0;0; &MDCR-F# &MDCR-T4;0;0; &MDCR-F#BB &MDCR-T4;0;0; &MDCR-F#gg &MDCR-T4;0;0; &MDCR-F#^^ &MDCR-T4;0;0; &MDCR-F#55 &MDCR-T4;0;0; &MDCR-F# &MDCR-T4;0;0; &MDCR-F-#** &MDCR-T4;0;0; &MDCR-F !100.000F#P &MDCR-T5;0;0; &MDCR-F &MDCR-S !1.000R[#% &MDCR-T5;0;0; &MDCR-F &MDCR-S-## &MDCR-T4;0;0; &MDCR-F- &MDCR-T4;0;0; &MDCR-F &MDCR-T4;0;0; &MDCR-F)) &MDCR-T4;0;0; &MDCR-F !5.000R% &MDCR-T5;0;0; &MDCR-F &MDCR-S &MDCR-T4;0;0; &MDCR-F &MDCR-T4;0;0; &MDCR-F   &MDCR-T4;0;0; &MDCR-FMM &MDCR-T4;0;0; &MDCR-F &MDCR-T4;0;0; &MDCR-F !10.000 &MDCR-T5;0;0; &MDCR-F &MDCR-S-   &MDCR-T4;0;0; &MDCR-F- &MDCR-T4;0;0; &MDCR-Fqq &MDCR-T4;0;0; &MDCR-F &MDCR-T4;0;0; &MDCR-F !50.000w  &MDCR-T5;0;0; &MDCR-F &MDCR-S  &MDCR-T4;0;0; &MDCR-FW W &MDCR-T4;0;0; &MDCR-F  &MDCR-T4;0;0; &MDCR-FKK &MDCR-T4;0;0; &MDCR-F !90.000 &MDCR-T5;0;0; &MDCR-F &MDCR-S[[ &MDCR-T4;0;0; &MDCR-F !99.000: &MDCR-T5;0;0; &MDCR-F &MDCR-S- &MDCR-T4;0;0; &MDCR-F-%;;&,MDCR-T$8;10000000;0;Data 1(358|12|0 Points) &MDCR-F<g<*&IMDCR-TA8;10000000;1;Data 1(358|12|0 Points) #1 X = 498.000 Y = 29.289 &MDCR-F<g<*&IMDCR-TA8;10000000;2;Data 1(358|12|0 Points) #1 X = 498.000 Y = 29.289 &MDCR-F--ng *&IMDCR-TA8;10000000;1;Data 1(358|12|0 Points) #1 X = 498.000 Y = 29.289 &MDCR-F-%  &,MDCR-T$8;10000000;0;Data 1(358|12|0 Points) &MDCR-F  *&IMDCR-TA8;10000000;1;Data 1(358|12|0 Points) #2 X = 750.000 Y = 70.711 &MDCR-F  *&IMDCR-TA8;10000000;2;Data 1(358|12|0 Points) #2 X = 750.000 Y = 70.711 &MDCR-F-  *&IMDCR-TA8;10000000;1;Data 1(358|12|0 Points) #2 X = 750.000 Y = 70.711 &MDCR-F-%&,MDCR-T$8;10000001;0;Data 1(358|12|1 Points) &MDCR-F)&HMDCR-T@8;10000001;1;Data 1(358|12|1 Points) #1 X = 445.000 Y = 2.969 &MDCR-F)&HMDCR-T@8;10000001;2;Data 1(358|12|1 Points) #1 X = 445.000 Y = 2.969 &MDCR-F--U)&HMDCR-T@8;10000001;1;Data 1(358|12|1 Points) #1 X = 445.000 Y = 2.969 &MDCR-F-%AA&,MDCR-T$8;10000001;0;Data 1(358|12|1 Points) &MDCR-FAA)&HMDCR-T@8;10000001;1;Data 1(358|12|1 Points) #2 X = 586.000 Y = 7.191 &MDCR-FAA)&HMDCR-T@8;10000001;2;Data 1(358|12|1 Points) #2 X = 586.000 Y = 7.191 &MDCR-F-s)&HMDCR-T@8;10000001;1;Data 1(358|12|1 Points) #2 X = 586.000 Y = 7.191 &MDCR-F-%IAIA&,MDCR-T$8;10000001;0;Data 1(358|12|1 Points) &MDCR-FsJJ*&IMDCR-TA8;10000001;1;Data 1(358|12|1 Points) #3 X = 691.000 Y = 11.458 &MDCR-FsJJ*&IMDCR-TA8;10000001;2;Data 1(358|12|1 Points) #3 X = 691.000 Y = 11.458 &MDCR-F-s|*&IMDCR-TA8;10000001;1;Data 1(358|12|1 Points) #3 X = 691.000 Y = 11.458 &MDCR-F-%WW&,MDCR-T$8;10000002;0;Data 1(378|12|0 Points) &MDCR-F&*&IMDCR-TA8;10000002;1;Data 1(378|12|0 Points) #1 X = 176.000 Y = 15.910 &MDCR-F&*&IMDCR-TA8;10000002;2;Data 1(378|12|0 Points) #1 X = 176.000 Y = 15.910 &MDCR-F--&*&IMDCR-TA8;10000002;1;Data 1(378|12|0 Points) #1 X = 176.000 Y = 15.910 &MDCR-F-%&,MDCR-T$8;10000002;0;Data 1(378|12|0 Points) &MDCR-F*&IMDCR-TA8;10000002;1;Data 1(378|12|0 Points) #2 X = 252.000 Y = 38.573 &MDCR-F*&IMDCR-TA8;10000002;2;Data 1(378|12|0 Points) #2 X = 252.000 Y = 38.573 &MDCR-F-(*&IMDCR-TA8;10000002;1;Data 1(378|12|0 Points) #2 X = 252.000 Y = 38.573 &MDCR-F-%=! =! &,MDCR-T$8;10000002;0;Data 1(378|12|0 Points) &MDCR-FS > >*&IMDCR-TA8;10000002;1;Data 1(378|12|0 Points) #3 X = 309.000 Y = 61.427 &MDCR-F