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decuslib20-05
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decus/20-0137/bmd/bmd04r.exe
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Q@ ( COVPRB SPECTG FINISH YES PROBLM (83H1BMD04R - PERIODIC REGRESSION AND HARMONIC ANALYSIS - VERSION OF MARCH 29, 1966 ,/40H HEALTH SCIENCES COMPUTING FACILITY,UCLA//14H PROBLEM CODE A6,/14H NO. OF REPS. I3,/18H NO. OF SUB-INTS. I4,/18H NO. OF HARMONICS I2,/) (' A PROBLEM OR FINNISH CARD WAS EXPECTED.') (A6,I1,8(I2,F6.0)) (18A4) (2A6,I2,I3,A3,2I2,I1,A3,40X,2I2) (1H I4,F11.4,F12.4,F11.4)(1H010X,18HTABLE OF RESIDUALS/9X,19HFOR HARMONIC NUMBERI2//)(15H TIME ACTUAL4X,20HPREDICTED RESIDUAL//) (2A6,A3,56X,I2)(' THE CARD THAT WAS READ-IN CONTAINS AT LEAST ONE ERROR.') (64H0ILLEGAL TRANSGENERATION CODE SPECIFIED. PROGRAM CANNOT PROCEED.) (1H023X71HNUMBER OF VARIABLE FORMAT CARDS INCORRECTLY SPECIFIED, ASSUMED TO BE 1.) (' A COVARIANCE PROBLEM CARD WAS EXPECTED.') (' A SPECIAL TRANSGENERATION CARD6WAS EXPECTED.') (' THE VARIABLE FORMAT IS ',18A4/(1H ,24X,18A4)) (' THE DATA INPUT FORMAT IS ',18A4/(1H ,26X,18A4)) 8 y~jBMD04R + -< @. $ D 2 < 5J, @. < 5K, < 5N,
@d 1k 1h3D 1m2F 1n7 + 2w3D 1}2F 1}7 + 2z < 5U, , < 5X, , 21D + 2y < 5[, < 5>, @H < 5I, =<"$
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1 1 F 7" 7" D 1F: 08* 8h 7( 7! Ap ,~ P /5 1 7! 7 7 7X 7! )q (/4 X 7& 0 7 (1H 45X22HANALYSIS OF COVARIANCE//)(20H SOURCE OF VARIATION5X2HDF8X2HXX14X2HXY14X20HYY * BS2-BE24X2HDF7X6HRED.MS5X8HF RATIOS) (22H BETWEEN REPLICATES I5,F14.4,2F16.4,2H *F13.4,I5,F14.4,F12.3) (13H EFFECT OF (AI1,2H+BI1,5H) I5,F14.4,2F16.4,2H *F13.4,I5,F14.4,F12.3,1H*) (22H SCATTER ABOUT CURVE I5,F14.4,2F16.4,2H *F13.4,I5,F14.4,F12.4) (15H REPLICATE X (AI1,2H+BI1,3H) I5,F14.4,2F16.4,2H *F13.4,I5,F14.4,F12.4)(6H ERROR16XI5,F14.4,2F16.4,2H *F13.4,I5,F14.4,F12.4) (1H 74(1H*)) (22H ERROR+REPLICATES I5,F14.4,F16.4) (9H ERROR+(AI1,2H+BI1,9H) I5,F14.4,F16.4,18X24H*EST DF FOR DENOMINATOR I1,7H ABOVE=F6.2)(14H ERROR+SCATTER8XI5,F14.4,F16.4,19X29HREGRESSION COEFFICIENT B(YX)=F8.4)(16H ERROR+REPS X (AI1,2H+BI1,2H) I5,F14.4,F16.4) (1H075X34HBE2=(XY).(XY)/XX FROM ERROR ROW)(1H 75X42HBS2=(XY).(XY)/XX FROM SUMS IN LAST ROWS) (1H 119(1H*)) (1H 75X,24HRED.MS=(YY-(BS2-BE2))/DF) GJNI \ 9p +;. += D 9 < :, , < : , , < :!, , < :$, < :',
" G $ < :,, < :/,
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0OJ,0J: 0;T :z+ ; /4 :~0D :x< :~<D :w" G<$ ;0JH :w.$ 8& ;," :} 1P /4 :~ " :x )p :w D 0T,~ Y~j y~j[EZ7 \ ;5 0 )k )f F ;5 < ;R, AY@ @ 1 )k )f# F ;4 < ;Q, A> @ ;46 )f+ ;G 06 )k+ ;E ;6 ;4 D 1+ ;L ;6 ;4 D 1+ ;L 06 )k+ ;K ;6 ;4 D 1+ ;L ;4 D 1 1 1P ;6 D 1 1PD 1 D 1 ;5,~ x ;4x ;5 . P O (6H- TIMEF14.4,5F20.4/1H07X,11(9X,1H.)) (I5,12X,101A1) yx YLf3(RPdP a2~@ \ <" < D ;V < F ;T" 1 $ Q )p H. (. H < ()p H < < <M, A @ ;V (. H < ()p H < < <K, A+ @ ;T.$ 8& < <ZD <
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.$ 8& <9 <,~ h ;T < <h ;V < <X < (0U X < $ ;Z @ 2 ;Z (20H0PARAMETER ESTIMATES)(16H0CONSTANT(MEAN)=F13.4) (13H0COEFFICIENTS) (3H A(I1,2H)=F12.4,4H B(I1,2H)=F12.4) (17H0SEMI-AMPLITUDE =10X,F12.4) (23H PHASE ANGLE (RADIANS)=4X,F12.4) (8H RANGE =19X,F12.4) (27H TIME OF MAXIMUM RESPONSE =F12.4) (27H TIME OF MINIMUM RESPONSE =F12.4) aJNI \ <x < =, , < =, < =,
< =, , " G $ < =, < = ,
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< =%, < =(,
< =*, < =-,
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< =3, < =6,
l <x,~ X <Z X <] ( )p X <` X <b $ ()f $ ()k X <f ( 1Q X <i ( 1 X <m ( 1 X <p ( 1 X <t ( 1 (25H ERROR ON TAPE ASSIGNMENT) iC<@ \ =; p @ =7 p B =84 =J5` =A $ D =7 =73D =8+ =E =81D + =F < =R, $ 3D =7+ =I $ 3D =7+ =J < =U, =7 D =8+ =N < =W, , < =Q, C9 < =Q, @H =; =7 Ap =8 Ap ,~ ` =8 ` =7 X =8 (26H0THE VALUE OF SUB-INTERVALI4,14H FOR REPLICATEI3,58H VIOLATED THE RESTRICTIONS FOR TRANSGENERATION OF THE TYPEI3,1H./52H THE PROGRAM CONTINUED LEAVING THIS VALUE UNCHANGED.) 9~piJ
CNp ,> p @ =a =a " $ D =v < >n, AY =a D =u < >o, A>,^ ,~ " =a $ F =_ D =b. =] F =\ =b. =` D =b" =[ $ F =_ D =]. =` F =Z6b =\0b + >+>4 >4 > 4 >'4 >*4 >,4 >44 >L4 >O4 >Q4 >S7$ =Z+ >[5d > @d =^+ >V < >m, AY @ =^+ >V7$ =Z+ >[5d >!!$ D =^+ >V!$ =Z D =v < >l, AY @ < >k, AY @ =^+ >V7` =Z+ >[ < >j, Bh @ =^+ >V < >i, BJ @ =^+ >V7$ =Z+ >[4D >!$} =Z4D >35d >[ < >g, AY @ =v < >h, > @ =^+ >V =y D =^+ >Vd =[ D =^ =Z d =^4$ >[5d >> & . =[f !$ D =w < >e, AY @ =v < >f, > @ =^+ >V!$ 3$ =^+ >[ $ . =[d D =^ =Z =^ D =[!$ =^ =[ D =w < >c, AY @ =v < >d, > @ < >a, AY @ =w < >b, > @ =^+ >V7@ =Z+ >[!$ =Z D =^+ >V =b =Z D =^+ >V =b =Z D =^+ >V7$ =Z+ >[4D > < >_, Al @ =^ =]. =` =^ F: =]; =_+ >: =b; =_+ >
+ >^ < >p, < >s,
+ >V =u,~ p =Z =bx =[x =wx =wx =vx =wx =vx =Zx =vx =Zx =Zx =Zx =vx =Zx =vx =uX =c $ =] $ =\ $ =\ (1H134X20HANALYSIS OF VARIANCE//) (55H SOURCE OF VARIATION DF SUM OF SQUARES MEAN SQUARE6X,25HF RATIOS DF FOR F TESTS) (20H BETWEEN REPLICATES I5,F15.4,F13.4,F14.4,5H (I4,1H,I5,1H))(13H EFFECT OF (AI1,2H+BI1,3H) I5,F15.4,F13.4,F14.4,5H (I4,1H,F8.2,1H))(20H SCATTER ABOUT CURVEI5,F15.4,F13.4,F14.4,5H (I4,1H,I5,1H))(15H REPLICATE X (AI1,2H+BI1,1H)I5,F15.4,F13.4,F14.4,5H (I4,1H,I5,1H)) (20H REPLICATE X SCATTERI5,F15.4,F13.4) (1H 85(1H*)) (6H TOTAL14XI5,F15.4) (20H CORRECTION TO MEAN I5,F15.4) (19H REPLICATE X AMPLI I1,I5,F15.4,F13.4,F14.4,5H (I4,1H,I5,1H)) (19H REPLICATE X PHASE I1,I5,F15.4,F13.4,F14.4,5H (I4,1H,I5,1H)) mJNI \ ?: < ?_, , < ?b, , < ?e, , < ?h, < ?k,
" G $ < ?o, < ?r,
.$ 8& ?D < ?w, < ?z,
" G $ < ?~, < @,
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< @#, < @&,
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( 1! ( 10 $ +< $ += X ? $ $ $+ (+
(1! (10 $+ $ += X ? $ += ( +; ( 1& X ?$ X ?& $ +> ( +1 X ?( $ +? ( +1 X ?$ X ?, $ $+# (+1 (1& (1= $+# $ += X ?3 $ $+, (+6 (1* (1B $+# $ += X ?$ kN
y1,~ ` Z (X^ . > X.~ (3~ + @3 ~ + @>Z . \x <x *<x .ez+ @:!" b + " @; b + Z` .Z . h + gg M?}
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?NO CORE AVAILABLE - CAN NOT PROCEED
a.3@1 ,> C;O@ A+ @IgR~@1 ,> C;@@ A,> ,> @ 6 w+ @V" A0B + @Q!"A`X#p 5@ @N/#p !" X#p + @V\p + @Va.9'1 ,> C;,> ,> O@ A+ @V,>
6 + _ 4` @^"` Q@ ,> < A, ,^ ,> < A,
,^ *b @[+ @i,> < A , ,^ 7@ A+ @d,> < A
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1@ #+ @w0@ *+ @i,> A< A, ,^ + @i,^ ,^ ,^ ,~ ('eType G tohContinue, X to Exit,T To trace.'/2H *,$) (A1) (1H@14A5/)(1HA5,1X,O6) PAUSESTOP .p X @ p X A p A p j A p ; X @y X ~ @ p x C6 1 ,> C;, A#,~ [B 1 ,> C;, A#,~ [B 1 ,> C;, A#@ ,~ C6 1 ,> C;, A#` ,~ ,> e|P w+ A&3!p p *| A%a|+ A* p h" ab~ + A%,^ ,~ C6Md 1 ,> C;, A6,~ [&r 1 ,> C;, A6,~ [&r 1 ,> C;, A6@ ,~ C6Md 1 ,> C;, A6` ,~ ,> e|P w+ A82ap p *| A8a|+ A< p h" ab~ + A8,^ ,~ CR
Ag#p + A[ ,~ > attempt to take SQRT of negative arg Kc3@ p p + AwKc3K , Aw
,~ Kc3J , Aw ,~ Kc3I , Aw ,~ Kc3H4B B
AyU ,~ ,> ,> # $ )D /$ @,> 4d BX $ (F) + B5F B5" B"` , B#+ B # ,> < B, Bo,^ @ ,> < B, BJ,^ 5& B +P @@0B,^ ,^ ,^ ,~ ! ,~ x x Attempt to raise negative single precision number to non-integer power Kc#@ p p + B#Kc#K , B# @ ,~ Kc#J , B# @ ,~ Kc#I , B# @ ,~ Kc#H4B BG5@ B'5" B1+D @@0
B&U ,~ D BF!$ @ BE B BF5" B.#` + BC, B.!" B ,~ + B1(BdB + B15B B, BF,~ +7` BF+ B:`d +D @@0B5+D @@0
B5U `d @ 6 BE+ B0 BF`B "` + B0/ BHid + B<+D @@0B5# BE,> < BI, Bo,^ @ ` BF @ ,> < BI, BJ,^ + B7U", B. BE+ B1+ B+ ! ,~ x Kc 1 ,> C; p 3" Be+ BO3b Be+ BQ+D @@0
BNU ,~ +D @@0BP ,~ D Bf F Bg@@ Bf%" j" % Bd)/;` : XD B`5f BXaF + BX.& @(|h& f Bf Bb Bc Bc Bf Bb D Bd@ Bf Bg,~ !t0 _' "S'qf!um. .#Y% !v yO^ RX C2|t(1 ,> C; p 4@ C @ Bn,> < C, Bo,^ Bm,~ {e^b C2|p 1 ,> C; p 5` Bs4@ C+P @@0C#p 3@ C+ C2 C
+ Bx3` C
+ Bx@@ C C+ B~) r. ! C C C C
C
C C@0
CC C ,~ ,~ 0 i/X3 6P'M s!hh yI^C*Vh P C`@ C6P'M P'M]ox x BnAttempt toCtake log*of negativesarg G? @ 1 ,> C; p C6 C7+ + CNg&t@ 1 ,> C; p C7+ + C G? 1 ,> C; p C7+ C g&p 1 ,> C; p B C6#` 3b C5+ C2 D C8 C73b C8+ C*%" (D?d$ " @($ )B
,~ C<Y\ C=Q< X\ C>* + 6 C> 6`C> S YVBG 9 C>G 9 C=
G J C;GK/K C; C9)?K@C9 U C6 9* C5 9) C5v* C 9LR C 9%9 C7 7) C4 7( C4 7' C3 7& C3 J C8 5u C2 5b C1 E C* E C
C ; C
; C
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x b f 1 Z + |= /5 H +1 8cy 0`aw= - N G FM +@ ,# i 15 /J + 6) 0 i 0`o- 0p ~ 0k i 1B*9 (2 E ++ /4 f 1 6# 1& Z +@ 7jh 1b+G 1
mI 0z 0 _ 19 H +2 8j 0O ' > /J += i 0a
0 )k Z +=o. 0yw>9 1Qv] G 1 M )k F +
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x b f 1 Z + |= /5 H +1 8cy 0`aw= - N G FM +@ ,# i 15 /J + 6) 0 i 0`o- 0p ~ 0k i 1B*9 (2 E ++ /4 f 1 6# 1& Z +@ 7jh 1b+G 1
mI 0z 0 _ 19 H +2 8j 0O ' > /J += i 0a
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x b f 1 Z + |= /5 H +1 8cy 0`aw= - N G FM +@ ,# i 15 /J + 6) 0 i 0`o- 0p ~ 0k i 1Bg ;U*9 (2 E ++ /4 f 1 6# 1& Z +@ 7jh 1b+G 1
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a ;C ;G e ;I G ;P [ ;8 o ;R ! ;K ;Q ;L qG ;5 ( B i 1> < RW%" /J +; mq 0 2 PM 1 ;F3 1P L )p G +; 6 1& /J +# M- 0y f 1 :; (2 Z +> 8 H m +I 6 0Zb 1 8|y 0T FM )g /J + 5{ 1! i 10 } 0f e ;4 Z +< /J +,0K ;5 G +1 6s 1+ T} 0U f 1K Z +( 1b1g 1 m (3 6 0[ m] 0z 7iM 1 h 1Z /J +< } 0f E + 6 1!
x b f 1 Z + |= /5 H +1 8cy 0`aw= - N G FM +@ ,# i 15 /J + 6) 0 i 0`o- 0p ~ 0k i 1B*9 (2"<H ;4 E ++ /4 f 1 6# 1& Z +@ 7jh 1b+G 1
mI 0z 0 _ 19 H +2 8j 0O ' > /J += i 0a
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:y 1b1g 1 m (3 6 0[ m] 0z 7iM 1 h 1Z 9 :x /J +< } 0f E + 6 1!
x b f 1 Z + |= /5 H +1 8cy 0`@9 :xaw= - N G FM +@ ,# i 15 /J + 6) 0 i 0`o- 0p 9 9 :w ~ 0k i 1B*9 (2 E ++ /4 f 1 6# 1& Z +@ 7jh 1b+G 1
mI 0z 0 _ 19 Z :w H +2 8j 0O ' > /J += i 0a
0 )k Z +=o. 0yw>9 1Qv] G 1 M )k F +
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x b f 1 Z + |= /5 H +1 8cy 0`aw= - N G FM +@ ,# i 15 /J + 6) 0 i 0`o- 0p ~ 0k i 1B*9 (2 E ++ /4 f 1 6# 1& Z +@ 7jh 1b+G 1
mI 0z 0 _ 19 H +2 8j 0O ' > /J += i 0a
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7 1b1g 1 o- 7 CNw 7 m (3 6 0[ m] 0z 7iM 1 h 1Z /J +< S* 7 } 0f E + 6 1!
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mI 0z 0 _ 19 H +2 8j 0O : 7 ' > /J += i 0a
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.Q 7*I . n 0eb 1 i 1/J%= hEW= ,} 5Y 0U I +6 /J +> 8p9 0T j 0e ye 7P\ 7*j 7* *jc 7)h04 63 ] 6; q 6I 6e - 6r A 7 >a 67 zA 6K G 7
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6. 1b1g 1 m (3 6 0[ m] 0z 7iM 1 h 1Z /J +< } 0f E + 6 1!
x b f 1 Z + |= /5 H +1 8cy 0`aw= - N G FM +@ ,# i 15 /J + 6) 0 i 0`o- 0p ~ 0k i 1B*9 (2 E ++ /4 f 1 6# 1& Z +@ 7jh 1b+G 1
mI 0z 0 _ 19 H +2 8j 0O ' > /J += i 0a
0 )k 9e 6. Z +=o. 0yw>9 1Qv] G 1 M )k F +
w8 6-*I . n 0eb 1 i 1/J%= hEW= ,} 5Y 0U I +6 /J +> 8p9 0T j 0e
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P] 2 H9 2 W%" Z +? 5S 1 f1~ 1GP^ 2 Dzj 2b%' 1P 2 +o. 0tw8 1VP 2P` 2 2 F +[ 1 Z 1LPI 2 5g 1 PJ 2 /J +; mq 0PJ 2 2 N 2 PK 2 PM 1 ;F3 1PPK 1 L )p ? 1~PL 1~ G +; 6 1& /J +# M- 0y J~ 1} f 1 :; (2 Z +> 9. 1| 8~ 1{ 8 H m +I 6 0Zb 1 &K" 1{ 8|y 0TZ : 1zP4 1z FM )g /J +P5 1y -?I 1y 5{ 1! i 10P5 1x } 0fP6 1x 1wP6 1w Z +<P7 1v /J +,P7 1v . 1u G +1 6s 1+P8 1u T} 0U f 1K Z +(
1t 1b1g 1 m (3 6 0[ m] 0z 7iM 1 h 1Z /J +<C 1t -?I 1s S* 1o } 0f E + 6 1!
x b f 1 Z + O 1o yz 1n|= /5 H +1 8cy 0` D~ 1maw= -)} 1l N G FM +@ 2~ 1k ,# i 15 /J + 6) 0 i 0`o- 0p 1k ~ 0k i 1B*9 (2 E ++ /4 f 1 6# 1& Z +@ 7jh 1 F 1jb+G 1
mI 0z 0 _ 19Pp 1j H +2 8j 0OPq 1i ' > ;j? 1hPq 1h /J += i 0a
0 )o 1g b=o. 0yw>9 1Qv] G %( 1g 1 M )k F +
*I . n 0eb 1 i 1/J%= hEW= ,}X$J 1f 5Y 0U >~ 1e I +6 /J +> 8p9 0T j 0e ye 1aP\ 1aRM> 0ORM> 0 (RR 2i\B: /\>X \>5 '\7N +\2g 'r'I (\)8 *\)7 \ \ )\+ ,\6 .\. ,[rO .O[mN O[m O[m O[l| [l{ &O[l+ O[k O[k O[j] O[jR O[i% r%H ([Z [X %[Qg r% 0[Ms /[M" -[M +[L ,[FG [@v *r#e OD^w'd w]!+{ 0