DSdsV2_1 Weibull_7F#5LW**NData 1 ADataSheet@0,-./01234567d   ( Age1        (((( ((S_b@?3K7ib@?333333{b@?3R}b@?3V-~b@?3T㥛Đb@?3Vb@?3~jtb@?3L7A`b@?3ʡEb@?3-b@?6Yb@?6Qb@?6K7b@?6X9Ⱦb@?6A`b@?6&1b@?6y&1b@?6MbXb@?6Pnb@?6X9va@?9Q>b@?9y&1b@?9q= ףb@?9Zd;ߛb@?9Qb@?9xb@?9!rhb@?9Qb@?9 rb@?9ʡEbb@?12^I b@?12Rb@?12q= ףb@?12'1b@?12ʡEb@?12|?5b@?1233333b@?12y&1b@?12Qc@?1236912L8|Y?wҊUYS>4xgȾ; >4&>E g#iZ@r,lh> Data 2 ADataSheetP0,-./01234567d   ( Age1        (((( ((^I e@?3}?5^e@?3MbXe@?3le@?3Ve@?3uV2f@?3V-9f@?3ˡEf@?3(\f@?3f@?3S㥛e@?6xe@?6X9e@?6K7e@?6Se@?6A`.f@?6Df@?6$Gf@?6`"Qf@?6 ףp=vf@?6 e@?9|?5^ve@?9uVe@?9d;Oe@?9e@?9MbXe@?9Se@?9 rf@?9h|?!f@?9Cl?f@?9Gzd@?12xe@?12X9e@?12De@?12K7ATe@?12/$Ue@?12S㥛pe@?12Zd;e@?12w/e@?12e@?1236912!\?5e qXp81 >c \OѾoGy?Z,Z] j#@ >4qV8K˕@|"r Data 3 ADataSheet`0,-./01234567d   ( Age1        (((( ((X9v]@?39v]@?3S]@?3㥛 ]@?3Pn]@?3;O]@?3Zd;^@?3/ ^@?3jt ^@?3&1$^@?3+&]@?6(\]@?6Zd;^@?6On:^@?6jtX^@?6"^^@?6e^@?6jt^@?6t^@?6y&1^@?6^@?9_@?9Q_@?9NbX9 _@?9ˡE _@?9'1_@?9M_@?9~jt+_@?9/$A_@?9/D_@?9V-^@?12h|?^@?12rh$_@?12Hz/_@?12zG9_@?12ZdS_@?12l_@?12(\_@?12Q_@?12X9v_@?1236912>,?A0QZQ4!Y>e42dZ>S'a"<X\>S*Q:;A.@=~u? Folio1AFolio0de=! =&Y8X1Tahoma1Tahoma1Tahoma1Tahoma1Tahoma"$"#,##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  0    4   Data 1Plot of Data 1 Data 2Plot of Data 2 Data 3Plot of Data 3   dMbP?_*+%&A Page &P&?'?(?)?"dXX??(AXAge Char. Value}vF}F}F}F      !"#$%&'S_b@~@K7ib@~@33333{b@~ @R}b@~ @V-~b@~ @T㥛Đb@~ @Vb@~ @~jtb@~ @L7A`b@~ @ ʡEb@~  @ -b@~  @ Yb@~  @ Qb@~  @ K7b@~  @X9Ⱦb@~ @A`b@~ @&1b@~ @y&1b@~ @MbXb@~ @Pnb@~ @X9va@~ "@Q>b@~ "@y&1b@~ "@q= ףb@~ "@Zd;ߛb@~ "@Qb@~ "@xb@~ "@!rhb@~ "@Qb@~ "@ rb@~ "@ʡEbb@~ (@^I b@~ (@ Rb@~  (@!q= ףb@~! (@"'1b@~" (@#ʡEb@~# (@$|?5b@~$ (@%33333b@~% (@&y&1b@~& (@'Qc@~' (@>dd   dMbP?_*+%&A Page &P&?'?(?)?"d??}F>dd   dMbP?_*+%&A Page &P&?'?(?)?"d??(AXAge Char. Value}vF}F}F}F      !"#$%&'^I e@~@}?5^e@~@MbXe@~@le@~@Ve@~@uV2f@~@V-9f@~@ˡEf@~@(\f@~@ f@~ @ S㥛e@~ @ xe@~ @ X9e@~ @ K7e@~ @Se@~@A`.f@~@Df@@$Gf@~@`"Qf@~@ ףp=vf@~@ e@~"@|?5^ve@~"@uVe@~"@d;Oe@~"@e@~"@MbXe@~"@Se@~"@ rf@~"@h|?!f@~"@Cl?f@~"@Gzd@~(@xe@~(@ X9e@~ (@!De@~!(@"K7ATe@~"(@#/$Ue@~#(@$S㥛pe@~$(@%Zd;e@~%(@&w/e@~&(@'e@(@>dd   dMbP?_*+%&A Page &P&?'?(?)?"d??}F>dd   dMbP?_*+%&A Page &P&?'?(?)?"d??(AXAge Char. Value}vF}F}F}F      !"#$%&'X9v]@~@9v]@~@S]@~@㥛 ]@~@Pn]@~@;O]@~@Zd;^@~@/ ^@~@jt ^@~@ &1$^@~ @ +&]@~ @ (\]@~ @ Zd;^@~ @ On:^@~ @jtX^@~@"^^@~@e^@~@jt^@~@t^@~@y&1^@~@^@~"@_@~"@Q_@~"@NbX9 _@~"@ˡE _@~"@'1_@~"@M_@~"@~jt+_@~"@/$A_@~"@/D_@~"@V-^@~(@h|?^@~(@ rh$_@~ (@!Hz/_@~!(@"zG9_@~"(@#ZdS_@~#(@$l_@~$(@%(\_@~%(@&Q_@~&(@'X9v_@~'(@>dd   dMbP?_*+%&A Page &P&?'?(?)?"d??}F>dd Plot of Data 1 APlotSheetp01@ o_?-C6?{Gz?c]Kȵ?gj+?ͪժ?y):?pΈ?333333?TahomaTahoma|Tahoma|TahomaDBTahomaDBTahomaDBTahomaDBTahomaDBTahomaDBTahomaDBTahomaDBTahomaDBTahoma|Z @@@@v@v@  TahomaDBTahomaDB . - 8Data 1 Data PointsData 1 (Data Points) Data Points%Data 1 General Log-Linear Lognormald? 1 F=40 | S=0Data 1Use Level LineData 1 (Use Level Line)Use Level Line%Data 1 General Log-Linear Lognormald? 1 F=40 | S=0Data 1 Top CB Type IData 1 (Top CB Type I)Data 1 (Top CB Type I)Top CB-I%Data 1 General Log-Linear Lognormald? 1 F=40 | S=0 Data 1Bottom CB Type IData 1 (Bottom CB Type I)Data 1 (Bottom CB Type I) Bottom CB-I%Data 1 General Log-Linear Lognormald? 1 F=40 | S=0 Data 1Top CB Type IIData 1 (Top CB Type II)Data 1 (Top CB Type II) Top CB-II%Data 1 General Log-Linear Lognormald? 1 F=40 | S=0 Data 1Bottom CB Type IIData 1 (Bottom CB Type II)Data 1 (Bottom CB Type II) Bottom CB-II%Data 1 General Log-Linear Lognormald? 1 F=40 | S=0ABOtherTarget ReliabilityTarget Reliability Target Reld@ BBOtherProbability ScalesProbability Scales Prob Scalesd?-Data 1 Median LineData 1 (Median) Median Line%Data 1 General Log-Linear Lognormald? 1 F=40 | S=0,Data 1Mean Life LineData 1 (Mean Life)Mean Life Line%Data 1 General Log-Linear Lognormald? 1 F=40 | S=00Data 1 Top CB MedianData 1 (Top CB Median)Data 1 (Top CB Median) Top CB Median%Data 1 General Log-Linear Lognormald? 1 F=40 | S=01Data 1Bottom CB MedianData 1 (Bottom CB Median)Data 1 (Bottom CB Median)Bottom CB Median%Data 1 General Log-Linear Lognormald? 1 F=40 | S=0.Data 1 Top CB MeanData 1 (Top CB Mean)Data 1 (Top CB Mean) Top CB Mean%Data 1 General Log-Linear Lognormald? 1 F=40 | S=0/Data 1Bottom CB MeanData 1 (Bottom CB Mean)Data 1 (Bottom CB Mean)Bottom CB Mean%Data 1 General Log-Linear Lognormald? 1 F=40 | S=02Data 1 Life - 1%Data 1 (Life - 1%)Data 1 (Life - 1%)1%%Data 1 General Log-Linear Lognormald? 1 F=40 | S=0<Data 1Life - 1% Top CBData 1 (Life - 1%) (Top CB)Data 1 (Life - 1%) (Top CB) 1% Top CB%Data 1 General Log-Linear Lognormald? 1 F=40 | S=0FData 1Life - 1% Bottom CBData 1 (Life - 1%) (Bottom CB)Data 1 (Life - 1%) (Bottom CB) 1% Bottom CB%Data 1 General Log-Linear Lognormald? 1 F=40 | S=03Data 1 Life - 5%Data 1 (Life - 5%)Data 1 (Life - 5%)5%%Data 1 General Log-Linear Lognormald? 1 F=40 | S=0=Data 1Life - 5% Top CBData 1 (Life - 5%) (Top CB)Data 1 (Life - 5%) (Top CB) 5% Top CB%Data 1 General Log-Linear Lognormald? 1 F=40 | S=0GData 1Life - 5% Bottom CBData 1 (Life - 5%) (Bottom CB)Data 1 (Life - 5%) (Bottom CB) 5% Bottom CB%Data 1 General Log-Linear Lognormald? 1 F=40 | S=04Data 1 Life - 10%Data 1 (Life - 10%)Data 1 (Life - 10%)10%%Data 1 General Log-Linear Lognormald? 1 F=40 | S=0>Data 1Life - 10% Top CBData 1 (Life - 10%) (Top CB)Data 1 (Life - 10%) (Top CB) 10% Top CB%Data 1 General Log-Linear Lognormald? 1 F=40 | S=0HData 1Life - 10% Bottom CBData 1 (Life - 10%) (Bottom CB)Data 1 (Life - 10%) (Bottom CB) 10% Bottom CB%Data 1 General Log-Linear Lognormald? 1 F=40 | S=05Data 1 Life - 20%Data 1 (Life - 20%)Data 1 (Life - 20%)20%%Data 1 General Log-Linear Lognormald? 1 F=40 | S=0?Data 1Life - 20% Top CBData 1 (Life - 20%) (Top CB)Data 1 (Life - 20%) (Top CB) 20% Top CB%Data 1 General Log-Linear Lognormald? 1 F=40 | S=0IData 1Life - 20% Bottom CBData 1 (Life - 20%) (Bottom CB)Data 1 (Life - 20%) (Bottom CB) 20% Bottom CB%Data 1 General Log-Linear Lognormald? 1 F=40 | S=06Data 1 Life - 30%Data 1 (Life - 30%)Data 1 (Life - 30%)30%%Data 1 General Log-Linear Lognormald? 1 F=40 | S=0@Data 1Life - 30% Top CBData 1 (Life - 30%) (Top CB)Data 1 (Life - 30%) (Top CB) 30% Top CB%Data 1 General Log-Linear Lognormald? 1 F=40 | S=0JData 1Life - 30% Bottom CBData 1 (Life - 30%) (Bottom CB)Data 1 (Life - 30%) (Bottom CB) 30% Bottom CB%Data 1 General Log-Linear Lognormald? 1 F=40 | S=07Data 1 Life - 40%Data 1 (Life - 40%)Data 1 (Life - 40%)40%%Data 1 General Log-Linear Lognormald? 1 F=40 | S=0AData 1Life - 40% Top CBData 1 (Life - 40%) (Top CB)Data 1 (Life - 40%) (Top CB) 40% Top CB%Data 1 General Log-Linear Lognormald? 1 F=40 | S=0KData 1Life - 40% Bottom CBData 1 (Life - 40%) (Bottom CB)Data 1 (Life - 40%) (Bottom CB) 40% Bottom CB%Data 1 General Log-Linear Lognormald? 1 F=40 | S=08Data 1 Life - 50%Data 1 (Life - 50%)Data 1 (Life - 50%)50%%Data 1 General Log-Linear Lognormald? 1 F=40 | S=0BData 1Life - 50% Top CBData 1 (Life - 50%) (Top CB)Data 1 (Life - 50%) (Top CB) 50% Top CB%Data 1 General Log-Linear Lognormald? 1 F=40 | S=0LData 1Life - 50% Bottom CBData 1 (Life - 50%) (Bottom CB)Data 1 (Life - 50%) (Bottom CB) 50% Bottom CB%Data 1 General Log-Linear Lognormald? 1 F=40 | S=09Data 1 Life - 60%Data 1 (Life - 60%)Data 1 (Life - 60%)60%%Data 1 General Log-Linear Lognormald? 1 F=40 | S=0CData 1Life - 60% Top CBData 1 (Life - 60%) (Top CB)Data 1 (Life - 60%) (Top CB) 60% Top CB%Data 1 General Log-Linear Lognormald? 1 F=40 | S=0MData 1Life - 60% Bottom CBData 1 (Life - 60%) (Bottom CB)Data 1 (Life - 60%) (Bottom CB) 60% Bottom CB%Data 1 General Log-Linear Lognormald? 1 F=40 | S=0:Data 1 Life - 70%Data 1 (Life - 70%)Data 1 (Life - 70%)70%%Data 1 General Log-Linear Lognormald? 1 F=40 | S=0DData 1Life - 70% Top CBData 1 (Life - 70%) (Top CB)Data 1 (Life - 70%) (Top CB) 70% Top CB%Data 1 General Log-Linear Lognormald? 1 F=40 | S=0NData 1Life - 70% Bottom CBData 1 (Life - 70%) (Bottom CB)Data 1 (Life - 70%) (Bottom CB) 70% Bottom CB%Data 1 General Log-Linear Lognormald? 1 F=40 | S=0;Data 1 Life - 80%Data 1 (Life - 80%)Data 1 (Life - 80%)80%%Data 1 General Log-Linear Lognormald? 1 F=40 | S=0EData 1Life - 80% Top CBData 1 (Life - 80%) (Top CB)Data 1 (Life - 80%) (Top CB) 80% Top CB%Data 1 General Log-Linear Lognormald? 1 F=40 | S=0OData 1Life - 80% Bottom CBData 1 (Life - 80%) (Bottom CB)Data 1 (Life - 80%) (Bottom CB) 80% Bottom CB%Data 1 General Log-Linear Lognormald? 1 F=40 | S=0'Data 1Stress Level 3 PointsData 1 (Stress Level Points)Stress Level Points%Data 1 General Log-Linear Lognormald?3wData 1Median 3 PointData 1 (Median) Median Point%Data 1 General Log-Linear Lognormald?3Data 1 Imposed Pdf 3Data 1 (Imposed Pdf) Imposed Pdf%Data 1 General Log-Linear Lognormald?3'Data 1Stress Level 6 PointsData 1 (Stress Level Points)Stress Level Points%Data 1 General Log-Linear Lognormald?6wData 1Median 6 PointData 1 (Median) Median Point%Data 1 General Log-Linear Lognormald?6Data 1 Imposed Pdf 6Data 1 (Imposed Pdf) Imposed Pdf%Data 1 General Log-Linear Lognormald?6'Data 1Stress Level 9 PointsData 1 (Stress Level Points)Stress Level Points%Data 1 General Log-Linear Lognormald?9wData 1Median 9 PointData 1 (Median) Median Point%Data 1 General Log-Linear Lognormald?9Data 1 Imposed Pdf 9Data 1 (Imposed Pdf) Imposed Pdf%Data 1 General Log-Linear Lognormald?9'Data 1Stress Level 12 PointsData 1 (Stress Level Points)Stress Level Points%Data 1 General Log-Linear Lognormald?12wData 1Median 12 PointData 1 (Median) Median Point%Data 1 General Log-Linear Lognormald?12Data 1Imposed Pdf 12Data 1 (Imposed Pdf) Imposed Pdf%Data 1 General Log-Linear Lognormald?12 ?>4@a@c@?dLife CB@90% 2-Sided)User Name Company 3/12/2007 4:58:11 PM $ReliaSoft ALTA 7 - www.ReliaSoft.com/Std=0.0134; Alpha(0)=5.0033; Alpha(1)=2.0099E-5Life vs StressStressLifeColorColor = Size = X = Y =  Starts at:  Ends at:  Duration:  0;-1???*****$ReliaSoft ALTA 7 - www.ReliaSoft.com/Std=0.0134; Alpha(0)=5.0033; Alpha(1)=2.0099E-5  m&l&0-Data 1 Median LineData 1 (Median) Median Line%Data 1 General Log-Linear Lognormald? 1 F=40 | S=0#1~Μb@#2\?Jvќb@#3\?qӜb@#4awEK?M6c֜b@#5\?1N؜b@#6Ѳ9?yQۜb@#7awEK?yxFݜb@#8 Q7?ߊ?b@#9\?b@#10u3h?:,b@#11Ѳ9?&|b@#12=?Kb@#13awEK?b@#14Aˎ?b@#15 Q7?.~b@#169?~܇b@#17\?zWlb@#18|i0V?3(b@#19u3h?Yb@#20Ym큍?b@#21Ѳ9@)Gb@#22|i@lb@#23=@/>5b@#24=~@b@#25awEK@׬" b@#26\@r b@#27Aˎ@b@#28͗&c@-|]b@#29 Q7@Qh1b@#30 Q@ub@#319@;b@#32]@!bb@#33\ @[b@#34\ @YP b@#35|i0V @/"b@#36xN%$ @>%b@#37u3h @߇ܴ'b@#385q @c+*b@#39Ym큍@䒊,b@#40}i0V[@b/b@#41Ѳ9@91b@#420V[{@4b@#43|i@ }6b@#44-;SI@c8b@#45=@Rk;b@#46+) '@4v=b@#47=~@OY@b@#48O%$@~)Bb@#49awEK@\GEb@#50s!fв@"߽Gb@#51\@O<4Jb@#52ϩ@ILb@#53Aˎ@iq"Ob@#54xN@}MQb@#55͗&c@G)Tb@#56/M@SVb@#57 Q7@Xb@#58~r!@t[b@#59 Q@ƞ]b@#60'c@|b`b@#619@E,[bb@#62K HɅ@k9Peb@#63]@gb@#64o-;S@B7=jb@#65\@״lb@#66~r!@0+ob@#67\@1qb@#68F@-xtb@#69|i0V@Yvb@#70@=;yb@#71xN%$@~{b@#72F@b}b@#73u3h@>kb@#74#X@₝b@#755q@~Yb@#76G̗&@Їb@#77Ym큍@TmGb@#78kol@P=Qb@#79}i0V[@Ly55b@#80TR@@b@#81Ѳ9 @"b@#82J H @\"䙖b@#830V[{ @ib@#84ol @b@#85|i @b@#86큍!@?|ub@#87-;SI!@c좝b@#88l|!@CJcb@#89=!@1ڧb@#90"fв!@zQb@#91+) '"@Ȭb@#924hJ"@{5>b@#93=~"@ӵb@#94FK"@#,b@#95O%$"@뗥b@#96Xd4q#@_b@#97awEK#@({yb@#98j0V[#@cb@#99s!fв#@Nb@#100|`wE#@t9b@#101\$@+%mŝb@#102/M$@ǝb@#103ϩ$@yZʝb@#104\$@]̝b@#105Aˎ$@Hϝb@#106%@8 ÿѝb@#107xN%@~6ԝb@#108Xm%@1֝b@#109͗&c%@6$ٝb@#110%@z۝b@#111/M&@Kb@#134=ѻ*@D4b@#135F*@P+9b@#136=ѻ"+@%"b@#137|i0V+@N'b@#138һ"+@$ b@#139+@#b@#1409+@¼%b@#141xN%$,@Z3(b@#1426zW,@y*b@#143F,@,,b@#1446zWd,@]g/b@#145u3h,@Q1b@#146xN%-@`iU4b@#147#X-@*6b@#148,2_8-@C9b@#1495q-@_Ⱥ;b@#150>ѻ"-@ 1>b@#151G̗&.@ǿ@b@#152P.D Z.@&ջCb@#153Ym큍.@'6Eb@#154b.@ Hb@#155kol.@Jb@#156t*) '/@XNLb@#157}i0V[/@|rOb@#158Aˎ/@$Qb@#159TR@/@YV`Tb@#160&c/@Vb@#161Ѳ90@YNYb@#162UR@O.0@)N[b@#163J H0@~<^b@#164^a0@`ꥳ`b@#1650V[{0@5*cb@#166gв90@Ԧeb@#167ol0@8ǧhb@#168pl0@> jb@#169|i0@ɦmb@#170yN%$0@⓬}ob@#171큍1@Ԯqb@#172/1@hktb@#173-;SI1@aPvb@#174̗&c1@Yyb@#175l|1@d{b@#176 Q71@G~b@#177=1@2þb@#178J H1@5b@#179"fв1@̬b@#180Xm1@T#b@#181+) '2@VMךb@#182|i02@$b@#1834hJ2@O㈏b@#1846zWd2@b@#185=~2@vb@#186F̗2@l햞b@#187FK2@?db@#188ʅA2@m ܛb@#189O%$2@,Sb@#190a2@ʠb@#191Xd4q3@g Ab@#192+23@)b@#193awEK3@i2/b@#194B͠e3@ib@#3\?\@b@#4awEK?}a*Cb@#5\?Vb@#13awEK?_XYb@#14Aˎ?`%[b@#15 Q7?E^b@#169?`b@#17\?d3cb@#18|i0V? reb@#19u3h?80Q!hb@#20Ym큍?Y0jb@#21Ѳ9@Jmb@#22|i@&Tob@#23=@ֱqb@#24=~@ cstb@#25awEK@gvb@#26\@sayb@#27Aˎ@kU{b@#28͗&c@k7O~b@#29 Q7@սƀb@#30 Q@(dȝb@#59 Q@e'7ʝb@#60'c@g#,͝b@#619@Zϝb@#62K HɅ@qҝb@#63]@ԝb@#64o-;S@םb@#65\@J~ٝb@#66~r!@s۝b@#67\@ʣlޝb@#68F@V֒b@#69|i0V@6Zb@#70@Tqb@#71xN%$@ aHb@#72F@nJRb@#73u3h@HB6b@#74#X@3b@#755q@N%$b@#76G̗&@b@#77Ym큍@b@#78kol@jBb@#79}i0V[@ob@#80TR@@vb@#81Ѳ9 @ &b@#82J H @db@#830V[{ @´b@#84ol @lRb@#85|i @ b@#86큍!@R}@ b@#87-;SI!@b@#88l|!@ZO.b@#89=!@5zb@#90"fв!@}opb@#91+) '"@fb@#924hJ"@] b@#93=~"@.Ub@#94FK"@!L b@#95O%$"@uDo#b@#96Xd4q#@<%b@#97awEK#@1'5](b@#98j0V[#@I-*b@#99s!fв#@&'K-b@#100|`wE#@ /b@#101\$@t92b@#102/M$@4b@#103ϩ$@'7b@#104\$@ 9b@#105Aˎ$@b@#107xN%@2Ab@#108Xm%@eLyCb@#109͗&c%@XEb@#110%@ygHb@#111/M&@ӍJb@#112TR@O&@`UMb@#113 Q7&@vOb@#114a&@CRb@#115~r!&@7!Tb@#116 Q7'@1Wb@#117 Q'@Yb@#118ϩ'@<\b@#119'c'@%^b@#1200Mj'@ ab@#1219(@VHcb@#122BˎTR(@8eb@#123K HɅ(@rhb@#124TI ?(@Cjb@#125](@`mb@#126fs*) )@*ob@#127o-;S)@.Nrb@#128xEK)@tb@#129\)@ѻ"-@i {b@#151G̗&.@Awb@#152P.D Z.@b@#153Ym큍.@eb@#154b.@ܴb@#155kol.@S Sb@#156t*) '/@μʹb@#157}i0V[/@KAb@#158Aˎ/@Oոb@#159TR@/@i /b@#160&c/@Þb@#161Ѳ90@ƞb@#162UR@O.0@)< Ȟb@#163J H0@&H ˞b@#164^a0@&͞b@#1650V[{0@Z5Ϟb@#166gв90@jaDqҞb@#167ol0@SԞb@#168pl0@Qic_מb@#169|i0@jsٞb@#170yN%$0@`Mܞb@#171큍1@gޞb@#172/1@c;b@#173-;SI1@b@#174̗&c1@ V)b@#175l|1@Lڠb@#176 Q71@b@#177=1@=4b@#178J H1@h%b@#179"fв1@j%}b@#180Xm1@[9b@#181+) '2@)Lkb@#182|i02@-ab@#1834hJ2@cuYb@#1846zWd2@Ԧb@#185=~2@Gb@#186F̗2@Unb@#187FK2@jO5b@#188ʅA2@b@#189O%$2@2 # b@#190a2@ b@#191Xd4q3@+&b@#192+23@=b@#193awEK3@ZpUb@#194B͠e3@>mwb@#195j0V[3@b@#1963@eb@#197s!fв3@@ b@#198F3@[S!b@#199|`wE3@P#b@#2004@2pB&b@0Data 1 Top CB MedianData 1 (Top CB Median)Data 1 (Top CB Median) Top CB Median%Data 1 General Log-Linear Lognormald? 1 F=40 | S=01Data 1Bottom CB MedianData 1 (Bottom CB Median)Data 1 (Bottom CB Median)Bottom CB Median%Data 1 General Log-Linear Lognormald? 1 F=40 | S=0.Data 1 Top CB MeanData 1 (Top CB Mean)Data 1 (Top CB Mean) Top CB Mean%Data 1 General Log-Linear Lognormald? 1 F=40 | S=0,#1xroAb@#2TWέ?FU)b@#3TWέ?u0\b@#4$?]&CXb@#5TWέ?ܬb@#6)Ag?ŭ yb@#7%? x-b@#8V)p?#uFb@#9TWέ?b@#10[?"C?PLb@#11)Ag?`d/b@#12?4O^sb@#13#?Vkb@#14Moz?r!b@#15S)p?Xj.b@#16vq ?ob@#17TWέ?f:H'Cb@#18<1?Feb@#19Z?"C?{Яb@#20eU? jfb@#21)Ag? 2b@#22>y?T,Կb@#23?Wb@#24։؉?QBb@#25"?\YIb@#26nth?aF|b@#27Moz?qjb@#28_3Lu?ɫH"b@#29R)p?|~ڽb@#30Ik ?%gb@#31uq @@QLb@#32_@b{2zb@#33TWέ@%⾼b@#34g<@юxb@#35 <1@R{2b@#36@ b@#37Y?"C@&*b@#38@ab@#39eU@tb@#40Kozӛ@y[غb@#41)Ag@l=b@#42_@LPb@#43=y@X b@#44YE@tɹb@#45@vb@#46/*j@_Cb@#47Չ؉@b@#48{DG& @16b@#49! @}b@#50ǹ#8 @9)b@#60Cqth@Lʵb@#61uq @Wosb@#62<1R@M+Sb@#63_@xb@#64n/@f`޴b@#65TWέ@q椴b@#66,d@lb@#67g<@3b@#68l)@abb@#69 <1@Jhųb@#70`'vb'v@ݻb@#71@U6%(Zb@#72$@zeu%b@#73Y?"C@mb@#74[?"@ʾb@#75@b@#76RWέ@4V[b@#77eU@?*b@#78A@ gb@#79Kozӛ@̱b@#80̳#@XT~3b@#81)Ag@4rb@#82D&@EFb@#83_@Yb@#84Ag5@"*b@#85=y@hʰb@#86 @Xb@#87YE@|b@#886~DG@;Wb@#89@Rz>4b@#90q @ b@#91/*j@ Ļ{b@#92,d! Y@gЯb@#93Չ؉@G豯b@#94(֏@-b@#95{DG&@=xb@#96ΡIk@,YB^b@#97!@5Eb@#98t\l@;-b@#99ǹ#8@6߃b@#100/}@Zb@#101mth@b@#102ѡI@9YXޮb@#103/}J@hήb@#104f@)b@#105Moz@Ub@#106 G&@G:b@#107_w\@OĞb@#108@b@#109_3Lu@ZАb@#110Xl)@hWb@#111rn@^*b@#112vq@~Itb@#113Q)p@ b@#1141R;@Rb@#115m@,`Kb@#116JN@(yb@#117Ik @Kb@#1187M@O3Pb@#119Cqth@b@#120a+@0Wb@#121uq @Tʮb@#122M/ @=ٮb@#123<1R @=D/b@#124sGqt @dA^b@#125_ @fmb@#126H @aj8f(b@#127q/ @ܗQ?b@#128rn @8=Xb@#129TWέ!@qsb@#130o)A!@mb@#131,d!@٬b@#132`-k!@S@4˯b@#133m*b@#166W &@ib@#167Bg5&@B2b@#1685TW&@LNb@#169Uy&@2)b@#170Mozӛ&@D"kb@#171 &@5b@#172S1R&@Qb@#173YE'@7ti1b@#174$'@ahqtb@#175Q~DG'@}그b@#176eOi'@Մb@#177'@ @b@#178OTWέ'@>؄b@#179q '@ɹb@#180 M'@pb@#181M*j(@LUb@#182}6(@%b@#183,d! Y(@ejb@#184K}J{(@l(b@#185؉(@==(+@:b@#205=/}J+@:b@#206w\l+@pb@#207+@E b@#208;;;+@GT b@#209Moz+@ 9mb@#210ʹ+@hϺb@#2119G&,@؏1b@#212#8:,@Ub@#213w\,@|sb@#2147S]9~,@\9JRb@#215,@c]X?b@#2165,@-b@#2175_3Lu,@zb@#218 Ч-@QO*b@#219l)-@Byxb@#2203k _3L-@̪b@#221rn-@Ìb@#222B-@ =b@#282/}2@jZb@#2833Lu2@BSb@#284ي#2@^8b@#285.$2@zb@#2869~D3@mb@#287ؐ,d!3@l4b@#288-Sڃ23@K]b@#289?"C3@Yb@#290ז5T3@,k_0b@#291,e3@ pb@#292Ew3@b@#293֜[?"3@3[ů,b@#294+)A3@#ހb@#295Ka3@I;b@#296բH3@Y)b@#297*3@qj}b@#298Qc3@99b@#299Ԩ1R3@=[Y&b@#300)4@e0zb@/Data 1Bottom CB MeanData 1 (Bottom CB Mean)Data 1 (Bottom CB Mean)Bottom CB Mean%Data 1 General Log-Linear Lognormald? 1 F=40 | S=0,#1_tb@#2TWέ?@S )ub@#3TWέ?wub@#4$?>ub@#5TWέ?devb@#6)Ag?6-`vb@#7%?٨vb@#8V)p?܆vb@#9TWέ?O?Hwb@#10[?"C?cXwb@#11)Ag?Nwb@#12?U "/xb@#13#?&6{xb@#14Moz?Zxb@#15S)p? yb@#16vq ?уi`yb@#17TWέ?yb@#18<1?B>yb@#19Z?"C?騺Dzb@#20eU?Ny?&{b@#23?5r{b@#24։؉?WG޼{b@#25"?9h|b@#26nth?="IR|b@#27Moz? F|b@#28_3Lu?t+V|b@#29R)p?W.0}b@#30Ik ?e}y}b@#31uq @m4}b@#32_@ _ ~b@#33TWέ@aLU~b@#34g<@~b@#35 <1@S-h~b@#36@ .b@#37Y?"C@zvb@#38@Nէb@#39eU@tb@#40Kozӛ@ Lb@#41)Ag@(\Cb@#42_@Eeـb@#43=y@+b@#44YE@web@#45@!b@#46/*j@GY?b@#47Չ؉@ 5b@#48{DG& @ 3lyb@#49! @Xsb@#50ǹ#8 @ *b@#51mth @OtTDb@#52/}J @U(b@#53Moz @UbɃb@#54_w\ @N b@#55_3Lu @ Mb@#56rn @]b@#57Q)p @+ĭ΄b@#58m@9`b@#59Ik @EtVNb@#60Cqth@Pcb@#61uq @iS˅b@#62<1R@"~ b@#63_@?Gb@#64n/@/t b@#65TWέ@.|:b@#66,d@>b@#67g<@t6b@#68l)@Ɣpb@#69 <1@rb@#70`'vb'v@[b@#71@{b@#72$@Rb@#73Y?"C@oVub@#74[?"@B5Cb@#75@C["?b@#76RWέ@HUb(b@#77eU@/[b@#78A@qb@#79Kozӛ@;}b@#80̳#@_b@#81)Ag@ab@#82D&@Kn,Nb@#83_@h={b@#84Ag5@Jb@#85=y@`Ufӊb@#86 @0ܧb@#87YE@9I&b@#886~DG@c~?Nb@#89@Zvub@#90q @8b@#91/*j@{>b@#92,d! Y@(P8b@#93Չ؉@b@#94(֏@Ӻ5$b@#95{DG&@)Cb@#96ΡIk@ڸ`b@#97!@g|b@#98t\l@?b@#99ǹ#8@9O°b@#100/}@C yȌb@#101mth@Е-ތb@#102ѡI@ Sb@#103/}J@gvkb@#104f@R>b@#105Moz@D'b@#106 G&@Ly#6b@#107_w\@iBb@#108@]4Mb@#109_3Lu@3Wb@#110Xl)@X.^b@#111rn@Yddb@#112vq@oNib@#113Q)p@kb@#1141R;@ (lb@#115m@NRlb@#116JN@ Zib@#117Ik @Leeb@#1187M@C`b@#119Cqth@8Xb@#120a+@E&Ob@#121uq @^PEb@#122M/ @ܒ9b@#123<1R @N:+b@#124sGqt @eb@#125_ @_ b@#126H @T~Ab@#127q/ @_/b@#128rn @LlΌb@#129TWέ!@vb@#130o)A!@ b@#131,d!@=b@#132`-k!@IYib@#133mb@#155 A$@(b@#156w\$@Qz}b@#157]ozӛ$@ *Hb@#158/%@Wb@#159̳#%@!ۇb@#160[{PYE%@ALb@#161*Ag%@0c|kb@#162؉؉%@1D2b@#163Y&%@$MSb@#1646TW%@Wb@#165_%@6Ȅb@#166W &@ihIb@#167Bg5&@`l b@#1685TW&@6fхb@#169Uy&@Xb@#170Mozӛ&@j%Wb@#171 &@@c8b@#172S1R&@#>܄b@#173YE'@nwb@#174$'@gl^b@#175Q~DG'@#b@#176eOi'@N߃b@#177'@&Oƞb@#178OTWέ'@^b@#179q '@e8b@#180 M'@ۂb@#181M*j(@6Йb@#182}6(@F~b@#197#8*@$S~b@#198hZ*@#^ ~b@#199A/}*@X}b@#2006@*@b<}b@#201th*@s8}b@#202?#*@,|b@#203ѡI+@~|b@#204>=(+@W9a|b@#205=/}J+@7x|b@#206w\l+@i{b@#207+@ Z{b@#208;;;+@x@{b@#209Moz+@yData 1Life - 10% Top CBData 1 (Life - 10%) (Top CB)Data 1 (Life - 10%) (Top CB) 10% Top CB%Data 1 General Log-Linear Lognormald? 1 F=40 | S=0HData 1Life - 10% Bottom CBData 1 (Life - 10%) (Bottom CB)Data 1 (Life - 10%) (Bottom CB) 10% Bottom CB%Data 1 General Log-Linear Lognormald? 1 F=40 | S=05Data 1 Life - 20%Data 1 (Life - 20%)Data 1 (Life - 20%)20%%Data 1 General Log-Linear Lognormald? 1 F=40 | S=0?Data 1Life - 20% Top CBData 1 (Life - 20%) (Top CB)Data 1 (Life - 20%) (Top CB) 20% Top CB%Data 1 General Log-Linear Lognormald? 1 F=40 | S=0IData 1Life - 20% Bottom CBData 1 (Life - 20%) (Bottom CB)Data 1 (Life - 20%) (Bottom CB) 20% Bottom CB%Data 1 General Log-Linear Lognormald? 1 F=40 | S=06Data 1 Life - 30%Data 1 (Life - 30%)Data 1 (Life - 30%)30%%Data 1 General Log-Linear Lognormald? 1 F=40 | S=0@Data 1Life - 30% Top CBData 1 (Life - 30%) (Top CB)Data 1 (Life - 30%) (Top CB) 30% Top CB%Data 1 General Log-Linear Lognormald? 1 F=40 | S=0JData 1Life - 30% Bottom CBData 1 (Life - 30%) (Bottom CB)Data 1 (Life - 30%) (Bottom CB) 30% Bottom CB%Data 1 General Log-Linear Lognormald? 1 F=40 | S=07Data 1 Life - 40%Data 1 (Life - 40%)Data 1 (Life - 40%)40%%Data 1 General Log-Linear Lognormald? 1 F=40 | S=0AData 1Life - 40% Top CBData 1 (Life - 40%) (Top CB)Data 1 (Life - 40%) (Top CB) 40% Top CB%Data 1 General Log-Linear Lognormald? 1 F=40 | S=0KData 1Life - 40% Bottom CBData 1 (Life - 40%) (Bottom CB)Data 1 (Life - 40%) (Bottom CB) 40% Bottom CB%Data 1 General Log-Linear Lognormald? 1 F=40 | S=08Data 1 Life - 50%Data 1 (Life - 50%)Data 1 (Life - 50%)50%%Data 1 General Log-Linear Lognormald? 1 F=40 | S=0BData 1Life - 50% Top CBData 1 (Life - 50%) (Top CB)Data 1 (Life - 50%) (Top CB) 50% Top CB%Data 1 General Log-Linear Lognormald? 1 F=40 | S=0LData 1Life - 50% Bottom CBData 1 (Life - 50%) (Bottom CB)Data 1 (Life - 50%) (Bottom CB) 50% Bottom CB%Data 1 General Log-Linear Lognormald? 1 F=40 | S=09Data 1 Life - 60%Data 1 (Life - 60%)Data 1 (Life - 60%)60%%Data 1 General Log-Linear Lognormald? 1 F=40 | S=0CData 1Life - 60% Top CBData 1 (Life - 60%) (Top CB)Data 1 (Life - 60%) (Top CB) 60% Top CB%Data 1 General Log-Linear Lognormald? 1 F=40 | S=0MData 1Life - 60% Bottom CBData 1 (Life - 60%) (Bottom CB)Data 1 (Life - 60%) (Bottom CB) 60% Bottom CB%Data 1 General Log-Linear Lognormald? 1 F=40 | S=0:Data 1 Life - 70%Data 1 (Life - 70%)Data 1 (Life - 70%)70%%Data 1 General Log-Linear Lognormald? 1 F=40 | S=0DData 1Life - 70% Top CBData 1 (Life - 70%) (Top CB)Data 1 (Life - 70%) (Top CB) 70% Top CB%Data 1 General Log-Linear Lognormald? 1 F=40 | S=0NData 1Life - 70% Bottom CBData 1 (Life - 70%) (Bottom CB)Data 1 (Life - 70%) (Bottom CB) 70% Bottom CB%Data 1 General Log-Linear Lognormald? 1 F=40 | S=0;Data 1 Life - 80%Data 1 (Life - 80%)Data 1 (Life - 80%)80%%Data 1 General Log-Linear Lognormald? 1 F=40 | S=0EData 1Life - 80% Top CBData 1 (Life - 80%) (Top CB)Data 1 (Life - 80%) (Top CB) 80% Top CB%Data 1 General Log-Linear Lognormald? 1 F=40 | S=0OData 1Life - 80% Bottom CBData 1 (Life - 80%) (Bottom CB)Data 1 (Life - 80%) (Bottom CB) 80% Bottom CB%Data 1 General Log-Linear Lognormald? 1 F=40 | S=0'Data 1Stress Level 3 PointsData 1 (Stress Level Points)Stress Level Points%Data 1 General Log-Linear Lognormald?3 #1@S_b@#2@K7ib@#3@33333{b@#4@R}b@#5@V-~b@#6@T㥛Đb@#7@Vb@#8@~jtb@#9@L7A`b@#10@ʡEb@wData 1Median 3 PointData 1 (Median) Median Point%Data 1 General Log-Linear Lognormald?3#0@R:b@Data 1 Imposed Pdf 3Data 1 (Imposed Pdf) Imposed Pdf%Data 1 General Log-Linear Lognormald?3e@ *a@t:@ *a@G@Va@tU@9a@YTlf@Cʞa@K+/z@\pa@:ˌ,@YAa@o+˫@&pa@&{@)a@()b@/㛣a@eo @\5b@C @9VYb@ tw @X+b@L*ܱ @Bɞ b@)R @Ƃ_|b@;B|g< @K< b@6'f @qb@ gh @T1Cb@q@J @hbb@ "I @]"#U"b@U, @&b@e( @fx*b@f$b6 @Ne [.b@h^e% @o&,2b@Bi@-5b@kZl?@x{9b@t@4hQ=b@u7?@(rAb@Ws_@tDEb@֯A@aIb@mx*;q@kLb@n@+*Pb@h'L@컊Tb@_i@GM\Xb@:p-@!n-\b@Wъ͞@.q_b@QI@*tcb@`I ~@-gb@ַg@4p&tkb@J91S@1Eob@@=ZIsb@!:@vb@4Wo@Fsmzb@9Q@ʆ4~b@H @O@]b@;PK@"/b@A΃@Xvb@*ѱ@l7Fҍb@Ck@a&ףb@-*@߸iub@#D@jyFb@[R@R:b@3@s b@ ٖ@Żb@n8@||Bb@ɟ<@9=^b@TUm@e0b@! 2@ b@2"@eӷb@8E@@b@L*àN@vb@%Qm@>Hb@s|@Kb@xl1@%Cbb@"@b@x^@/xąb@61@1`b@t)TR@8E1b@ܳ@;b@e9Sϧ@A^b@;@^b@ "@JHwb@>Üg@Ί Ib@TD @SDb@69yݟ@b@O.~A@\K7b@i;{@p ɏb@Ͼ>"@e*Zac@nX@2c@`Rg} @nN~c@+^`W @V c@ @wСc@HT @ɐ3yc@y' @QJc@B[2v @=Wc@" @c@UZb @z"c@:j @iT &c@-/= @#b*c@

V@UB*b@zm U@ڢ.b@\M@zt2b@4@R%F6b@ls~@*:b@ƾ*@Lg=b@I&?@oAb@-cݡ@{ZEb@, @EI^Ib@g&q@/b/Mb@\=Ur@B:Qb@?=L@,Tb@TN@r̤Xb@uE:8s-@ mv\b@n@ęH`b@lSi @9qdb@ѓ> @љIPgb@5a"u @i!kb@>40 @oob@zd @Y2`sb@ 4 !@0D1wb@_7!@.t{b@N4l`!@_Y~b@P!@1b@d!@Wxb@TDۋ!@'Ib@!@øb@@Ӫ!@V9b@,F.!@hھb@.C.N)@}=c@PCbD@7c@:@gc@1WC@Ex9c@7]@܀ #c@L5@tku&c@eS@ VM[*c@)E$@@%.c@?.P@;+Q2c@nq@=#6c@0Ȟ@k9c@qN$@=c@v?v@\ Ac@6(_f@24iEc@4W@ʪ b;Ic@? +K@b Mc@I:@@Pc@>la}6@jDTc@@)UlXc@'Data 1Stress Level 9 PointsData 1 (Stress Level Points)Stress Level Points%Data 1 General Log-Linear Lognormald?9 #1"@X9va@#2"@Q>b@#3"@y&1b@#4"@q= ףb@#5"@Zd;ߛb@#6"@Qb@#7"@xb@#8"@!rhb@#9"@Qb@#10"@ rb@wData 1Median 9 PointData 1 (Median) Median Point%Data 1 General Log-Linear Lognormald?9#0"@9b@Data 1 Imposed Pdf 9Data 1 (Imposed Pdf) Imposed Pdf%Data 1 General Log-Linear Lognormald?9e"@,ZOa@j;"@,ZOa@ji+"@Ia@A9`"@78Za@d޹J"@2(_,a@ ي"@Ӊa@!I$"@ a@zw*"@n8na@Wg2"@sa@Bk;"@ Da@HzE"@W>~b@c:P"@.b@V8]"@޹b@p sl"@@D b@|"@>]b@t"@p.b@ Ma"@(J`b@; oԹ"@vONb@Wm"@>b@M"@P.u#b@PW{i #@_^G'b@$+#@ +b@>_M#@U.b@Ͻr#@Hm2b@y `#@6b@ V#@[_:b@|} #@1}1>b@ȼ~$@~ -Bb@vaP$@aEb@2ك$@Ib@^@s$@gw=xMb@m$@gfIQb@eN%%@UUb@A^%@PEMXb@m%@m4\b@EhۨH%@#`b@k&@9]bdb@Vp>&@s 4hb@hvu&@lb@s&@""lob@db&@pysb@m '@пzwb@ݩP7'@ (|L{b@M!W`'@X,b@~I:'@֍b@AcB̥'@-}b@˹'@Alv'@圤{gb@]^ P'@3+9b@]'''@K b@5M^E&@΢rb@iXZ&@a;b@<쑘&@iQQb@פd&@@Qb@19C/&@0K#b@ `3%@RWb@2q%@b@j%@Zb@t:]S%@;] jb@do%@ܺ;b@;2s$@ j b@z$@$cb@O'a$@qʰb@vO$@zb@ܞ^F $@ i*Tb@rb#@Zx%b@6#@hc@N#@nW:c@~\y#@CFc@[#eU#@6l c@?+4#@t%J>c@N)`#@,c@O\"@z#c@1ׅ"@zYc@ ."@ c@ .CӮ"@c)ҹV#c@v"@i('c@a"'"@װ*c@]w"@L/.c@yyh"@y2c@K["@~)o6c@ުbO"@45n@:c@?D"@]>c@ѩp;"@L9Ac@'.3"@;"@TTc@"@XXc@'Data 1Stress Level 12 PointsData 1 (Stress Level Points)Stress Level Points%Data 1 General Log-Linear Lognormald?12 #1(@ʡEbb@#2(@^I b@#3(@Rb@#4(@q= ףb@#5(@'1b@#6(@ʡEb@#7(@|?5b@#8(@33333b@#9(@y&1b@#10(@Qc@wData 1Median 12 PointData 1 (Median) Median Point%Data 1 General Log-Linear Lognormald?12#0(@^<=b@Data 1Imposed Pdf 12Data 1 (Imposed Pdf) Imposed Pdf%Data 1 General Log-Linear Lognormald?12e(@a@(@a@a,(@aa@_(@ka@(@*sa@`(@VDa@*WI$(@a@K*(@ha@F2(@L'a@\Xj;(@a@,yE(@]b@%uP(@A$d/b@n](@+# b@%rl(@2 b@ֈ|(@79b@>(@@`vb@_H_(@GHb@ѹ(@,Nb@vw\(@Ub@eQ(@z\\#b@I )@!c'b@I(0+)@j`+b@[!N9M)@pq2/b@$r)@xX3b@kh.Z)@6b@ cz)@eÆ֧:b@V)@ Íy>b@e*@”TKBb@ >:P*@Z›Fb@9σ*@¢Ib@0ղ}*@Mb@|E *@PPQb@{f%+@dUb@4 ^+@5Yb@y?+@Eō]b@89+@L`b@ou,@ db@Q>,@:|hb@'t,@Nlb@MWa,@H pb@z0,@0sb@Ui -@׽wb@_Em7-@~{b@akB`-@%Egb@\`y$-@̼ 9b@--@t b@>e^ -@܊b@ݒ-@» Ab@\|-@i'b@3 -@.Qb@h -@5~#b@ѕ-@^<=b@o-@Cơb@܎$-@Jb@gV-@TQzjb@GmY-@X9{Tb@o1,@涂&b@Mk,@rb@,@41b@.{d,@۵b@S#3/,@mb@n'e+@)n?b@N~l+@д-b@ׅ+@wb@9@7S+@b@oqc+@Ƴjb@*@m)Xb@?7Y*@)b@O*@֧b@-TO*@bfb@Aޥ *@ %b@b)@pb@,-*)@XBc@y1R)@bc@߂"y)@"c@FBU)@M c@Z&4)@c@+)@_[c@9t(@B-c@;3k(@#c@Y=(@*c@yЮ(@81[#c@$(@߭8t'c@!%(@?E+c@|w(@-F/c@yYܤh(@ԬMW2c@4*wJ[(@{T6c@_aO(@"[Ռ:c@$\D(@ʫb^>c@"ȣo;(@qiS0Bc@S-3(@pFc@f+(@wIc@e%(@f~Mc@GOC (@ OwQc@xe=(@IUc@(@[Yc@UƚK *\  '' & MDCR-O. &MDCR-{  --'' &MDCR-T1;0;-1; &MDCR-F --$f)X!4X!6 !9 <v ?+ CHMJT[cjlw?`82OmZ}3BjW{ 23YW|33GYXdmr7sqj__Q?*>gsNH'r+ d =U    9  p Sd 7   J   v 0 ]tkb[ETNItD.@=)])X!&MDCR-T8;100000003;0; &MDCR-F-$f]!]!! { 0 O o"$,8EETduf="`Bd9\Gp74\Xz9_ #(=)&dDln%L(Nwg0@  Z    d> D % j #   O  } l| \5 M@4c* K y3b]!&MDCR-T8;100000002;0; &MDCR-F-$f b! b! ! 6   U   u *   J  + k> !S j  C   e <a>b%Nv=b0Pm>dBi!I}bDr$*S lD}5  `  _ < D o ( q Z U F  3 !  ;    h "   P    9   h b!&MDCR-T8;100000001;0; &MDCR-F-$fJh!Th!W!Y \ `; dinZt|z/Pq'  9 HS o  k !   D< c  g   , BS z  g   " C= T h jx !   H   o 'r ` K O2   w /  n YH !   ; ^ e 9   I  s u X . > &  Z    @ n({Vtoie>a]JmJh!&MDCR-T8;100000000;0; &MDCR-F \"Tahoma  |дww 0w3f-!$ReliaSoft ALTA 7 - www.ReliaSoft.com2 &MDCR-T3;0;0; &MDCR-F &MDCR-S-' &MDCR-T2;0;0; &MDCR-F "Tahoma eдww 0w3f- !Life vs Stress4 &MDCR-T3;0;0; &MDCR-F &MDCR-S  \"Tahoma  ~дww 0w3f-!/Std=0.0134; Alpha(0)=5.0033; Alpha(1)=2.0099E-5L&2 &MDCR-T3;0;0; &MDCR-F &MDCR-S-R&R&' &MDCR-T2;0;0; &MDCR-F >"Tahoma gдww 0w3f- !Stress% &MDCR-T3;0;0; &MDCR-F &MDCR-S>"Tahoma  дww 0w3f-!Life &MDCR-T3;0;0; &MDCR-F &MDCR-S# &MDCR-T4;0;0; &MDCR-F\"Tahoma iдww 0w3f- !0.000R#x &MDCR-T5;0;0; &MDCR-F &MDCR-S#  &MDCR-T4;0;0; &MDCR-F !20.000# &MDCR-T5;0;0; &MDCR-F &MDCR-S-#%% &MDCR-T4;0;0; &MDCR-F#JJ &MDCR-T4;0;0; &MDCR-F#oo &MDCR-T4;0;0; &MDCR-F# &MDCR-T4;0;0; &MDCR-F-#  &MDCR-T4;0;0; &MDCR-F !4.000R#1 &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#LL &MDCR-T4;0;0; &MDCR-F-#qq &MDCR-T4;0;0; &MDCR-F !8.000R# &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-#** &MDCR-T4;0;0; &MDCR-F !12.000# &MDCR-T5;0;0; &MDCR-F &MDCR-S-#OO &MDCR-T4;0;0; &MDCR-F#tt &MDCR-T4;0;0; &MDCR-F# &MDCR-T4;0;0; &MDCR-F# &MDCR-T4;0;0; &MDCR-F-# &MDCR-T4;0;0; &MDCR-F !16.000#< &MDCR-T5;0;0; &MDCR-F &MDCR-S-# &MDCR-T4;0;0; &MDCR-F#,, &MDCR-T4;0;0; &MDCR-F#QQ &MDCR-T4;0;0; &MDCR-F#vv &MDCR-T4;0;0; &MDCR-F-## &MDCR-T4;0;0; &MDCR-F !142.000F[# &MDCR-T5;0;0; &MDCR-F &MDCR-S &MDCR-T4;0;0; &MDCR-F !156.000F: &MDCR-T5;0;0; &MDCR-F &MDCR-S-%$In&Ko'Lq)Ns+Ot , Q v     . S w     / T y     1 V {     3 W |    4Y~6[7\9^;_<a>c?dAfCgDi!Fk#Gl$In&Ko'Lq)Ns+Ot , Q v  &MDCR-T8;301;0;Data 1 (Median) &MDCR-F-\%,0Iaz$*/5 :%@>EVKoPU[`fkpv3{Kd|(@Yq5Nf   * C [ t $ ) - 2 6 : ? C7 GP Kh O S W [ _ c g j, nE q] uv x |     ! : R k        / G ` x       $<Um1Jbz &>Wo3Ld}{xuqm(jAfYbr^ZVRNJEA6=N8g4/+&!+C \t 8Pi-E^v}w r"l:gSak\VPKE?:4/.H)`#y  $=Un2Jc{&y?tWnphb\VPJD>48L2e,}& )AZr6Og+|Du\ouic]WQK D >9 8Q 2j , & &$MDCR-T8;302;0;Data 1 (Top CB Mean) &MDCR-F\%,0Iaz %>Vo3yKsdn|hc]XRMH(B@=Y7q2-'" 5Nf * C [ t        7 P h        }, zE v] rv n k g d ` ] Z! W: TR Qk N K H F C A ? </ :G 8` 6x 5 3 1 0 / . -$,<+U*m*)))()))1)J*b+z+,-.01 3&4>6W8o:<>@BEGJ3MLOdR}UX[_bei(lApYsrw{~6Ng+C\t 8Pi #-)E.^3v8=BHMR W"]:bSgkmrw}/H`y $=Un2 Jc{#)/4:@&E?KWQpW\bhmsy4Le})AZr6Og "(-3+9D?\EuKQW\bh n t9 zQ j   &'MDCR-T8;303;0;Data 1 (Bottom CB Mean) &MDCR-F--|g,&NMDCR-TF8;120000000;1;Data 1 (Stress Level Points) #1 X = 3.000 Y = 146.979 &MDCR-F|,&NMDCR-TF8;120000000;2;Data 1 (Stress Level Points) #2 X = 3.000 Y = 147.298 &MDCR-F|R,&NMDCR-TF8;120000000;3;Data 1 (Stress Level Points) #3 X = 3.000 Y = 147.850 &MDCR-F|,&NMDCR-TF8;120000000;4;Data 1 (Stress Level Points) #4 X = 3.000 Y = 147.935 &MDCR-F}|,&NMDCR-TF8;120000000;5;Data 1 (Stress Level Points) #5 X = 3.000 Y = 147.943 &MDCR-F|,&NMDCR-TF8;120000000;6;Data 1 (Stress Level Points) #6 X = 3.000 Y = 148.524 &MDCR-F|,&NMDCR-TF8;120000000;7;Data 1 (Stress Level Points) #7 X = 3.000 Y = 148.533 &MDCR-FR| ,&NMDCR-TF8;120000000;8;Data 1 (Stress Level Points) #8 X = 3.000 Y = 150.983 &MDCR-F | ,&NMDCR-TF8;120000000;9;Data 1 (Stress Level Points) #9 X = 3.000 Y = 151.168 &MDCR-F | -&PMDCR-TH8;120000000;10;Data 1 (Stress Level Points) #10 X = 3.000 Y = 151.991 &MDCR-F $ AAJ&&AMDCR-T98;110000000;1;Data 1 (Median) #0 X = 3.000 Y = 148.909 &MDCR-F-%fJh!Th!W!Y \ `; dinZt|z/Pq'