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decus/20-0137/bmd/bmd04s.exe
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x ( YES ANDP FINISH (1H1,2X,65HBMD04S--GUTTMAN SCALE PREPROCESSOR - VERSION OFAPRIL 15, 1967 /3X,40HHEALTH SCIENCES COMPUTING FACILITY, UCLA) (1H ,38X,40HINPUT DATA AFTER RECEIVING PROPER SCORES) (1H ,I8,7X,25F4.0) (1H ,41X,28HRESPONDENTS AND SCALE SCORES/37X,37HRANKED ACCORDING TO CORNELL TECHNIQUE) (1H ,I4,I5,2F5.0,24F4.0) (1H ,5X,I3,6X,25I4) (1H0,3X,8HVARIABLE,19X,55HFREQUENCY OF OCCURRENCE OF SCORES1 TO 7 AND SCORE ZERO/7X,2HOR,44X,5HSCORE/4X,8HQUESTION,13X,1H1,9X,1H2,9X,1H3,9X,1H4,9X,1H5,9X,1H6,9X,1H7,4X,11HNO RESPONSE) (1H ,5X,I3,7X,8I10) (1H ,26X,57HWITH QUESTIONS ORDERED IN INCREASING FREQUENCY OF SCORE 7)(1H ,45X,25HCOMBINATIONS IN QUESTIONS) (1H0,I10,A1,I16,I17,5H AND,I3,I14,I8) (1H ,42X,27HERRORS FOR EACH SCALE SCORE/50X,11HFINAL STEPS) (1H0,31X,29HTHE FIRST SCORE HAS LESS THAN,I3,23H PERCENT OF RESPONDENTS) (1H0,4X,89HTHE MAXIMUM NUMBER OF VARIABLES OR QUESTIONS ALLOWED IN THIS PROGRAM IS 25. YOU HAVE USED,I4,9H AND THUS//30X,53HTHE PROGRAM WILL GO TO THE NEXT PROBLEM OR TERMINATE.) (1H ,34X,41HPOSSIBLE COMBINATIONS WHICH WILL INCREASE/25X,61HTHE COEFFICIENT OF REPRODUCIBILITY AND THE AMOUNT OF INCREASE) (1H0,16X,I3,17X,I3,5H AND,I3,19X,I4,20X,F5.4) (1H ,36X,33HCOEFFICIENT OF REPRODUCIBILITY = ,F7.5) (1H0,34X,35HMINIMAL MARGINAL REPRODUCIBILITY = ,F7.5) (1H0,14H TOTAL ERROR ,25I4) (1H )(1H0//) (1H1,15H PROBLEM NUMBER,2X,A8,57X,2A6,I3,1H,,I5,3X,4HPAGE,I4) (1H ,18X,23HNUMBER OF RESPONDENTS =,I5,22X,21HNUMBER OF VARIABLES =,I3) (1H ,44X,22HVARIABLES OR QUESTIONS)(1H ,54X,4HSTEP,I4) (1H ,11H RESPONDENT,4X,25(I3,A1)) (1H ,15HRANK RESP SCOR ,25(I3,A1)) (1H ,3X,8HSCORE OF,4X,25(I3,A1)) (1H0,5X,8HQUESTION,6X,15HTOTAL NUMBER OF,6X,15HSCORES COMBINED,6X,15HNUMBER OF PARTS/18X,19HCOMBINATIONS SO FAR,7X,9HTHIS TIME,9X,15HORIGINAL NOW) (1H0,64X,8HDECREASE,15X,11HAPPROXIMATE/15X,8HQUESTION,15X,11HCOMBINATION,15X,10HIN NUMBER,14X,11HINCREASE IN/64X,10HOF ERRORS,12X,15HREPRODUCIBILITY) ~8 @ H BMD04S + -< =: "
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4 2=4 2I4 2P4 2Z4 2c7 !B+ 3 7 /k+ 3 !B2$ /k+ 2G $ D /t !B D /k $ D /t /m & F!c /m & F!p+ 0G $ D /t+ 2C7 !B+ 3 !B2d /k+ 2M $ D /t !B D /k $ D /t /m & F!c+ 2E7 !B+ 3 !B/ /k4D 2X5d 2U $ D /t !B D /k $ D /t /m & F!c+ 1[ $ 2$ /t+ 2S+ 2U7 !B+ 3 !B/ /k4D 2a5d 2_ $ D /t !B D /k $ D /t+ 1e $ 3d /t+ 2_+ 2]7 !B+ 3 !B3$ /k+ 1k"$ . /t4D 2l5d 21"$ . /t4$ 1p4D 2. $ D /t $ D /l+ 1r $ D /l+ 22 !B D /k+ 2_7` /k+ 2xd /k D /u /s /l( . /t H M /k H Z /j D f+ 2y /s@f M F Z+ 2~ /s@f M F Z 0 &
$& . /m !6 H Q*d 2z /m@f!c F!p: /q; /r+ 06b "0b + 3+34 3&4 34 3&4 3(@d "" K $ D /q $
. !a. /q D /s7( M+ 3 4H 3 /s M3d "+ 3 /s M D " /q D /n: /q8& 37@ "+ 3( !a. /n D /s /n m F /m M H /s7 .( (~ H!c"!c( . /s H!p:!C < 3+, (B /n D !} $ D " < 3*, .+ 3( $ D !` < 3/, , + 3( $ D !`" !a. /s D !} m F /m < 32, < 35,
+ 3( $ D !`< 36, , 0,~ h /n !d !ph /q !d !pX /u X /|
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5d 4 3< & F!c 3< & F!p+ 3s 3< & F!c+ 4 3< 2f 8+ 4 3< & F!c+ 4
3< & F!c+ 4 3< & F!c 3< & F!p+ 3s 3< & F!c 3< & F!p+ 3s"$ . 3=4D 465d 4"$ . 3=4D 4*5d 40"$ . 3=4$ 4 5d 4* 3< z2f + 4& 3< & F!c & F!p+ 3s 3< & F!c+ 3 3< & F!c+ 4
3< 3f ,+ 4( 3< & F!c 3< & F!p+ 3s 3< 3f 8+ 4 3< & F!c+ 4 3< & F!c+ 4. 3< ,3f E+ 44 3< & F!c & F!p+ 3s"$ . 3=4D 465d 4"$ . 3=4D 4E5d 4K"$ . 3=4$ 4 4D 4! 3< 3f + 4( 3< & F!c+ 4 3< 2f ,+ 4I 3< & F!p+ 3r 3< & F!p+ 3r 3< 2f 8+ 42 3< & F!c+ 4 3?,~ h 3? !d !p [?4P p @ 4T p B 4S3@ 4S+ 4s"$ . 4T$ K D 4U"$ . 4S$ K.$ D 4U"& . K. 4U F 4V 4U/& / 4V 4U D !}: 4U M H 4R
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R \ 65p 5[p 5x !p @ 5w 5j 5a 5| 5s 5l 1 5Z 2 5q 3 5y D 5V6 !a+ 6B $ D 5w < 87, < 8:,
@d !` 5t3D 5x2F 5y7 + 833D 5l2F 5m+ 8. < 8C, < 8F,
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5h L 5^ M+ 7 5` L 5] M+ 7 5[ L 5b M+ 7 5[ L 5W M+ 7 5[ L 5\ M+ 7 5[ L 5z M+ 7 5[ L 5i M+ 7 5[ L 5 M+ 7 5g L 5{ M+ 7 5Y L 5_ M+ 7 5e L 5} M+ 7 5v L 5p M $ 6.D !b $ D 5d" K $ D 5l 5l !O1d + 8' 5l !O0d + 8': 5l8& 7 5V2D 5d+ 7" < 8L, < 8O,
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