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D-
D-
UNIVERSIDAD CENTRAL DE BARCELONA
- Facultad de Psicología -Divisió de Ciències de la SalutDepartament de Personalitat, Avaluació i Tractament Psicológics-
EL
"CONTINUUM
INTEGRADOR
DE
EFICACIA
EN LA
RECUPERACIÓN":
UN MARCO
PARA EL ESTUDIO DE LOS COMPORTAMIENTOS MNEMICOS.
MODELO PREDICTIVO
DE LA EFICACIA Y CONTRASTE
EXPERIMENTAL EN
PRUEBAS DE RECONOCIMIENTO VERBAL VISUAL. ANÀLISIS DE VARIABLES
DOCTORAL
Directora: Dr. Da María Forns Santacana
(Profesora titular de Psicodiagnóstico)
Autor: José Antonio Aznar Casanova
603
PROGRAMA PRUEBA
C
604
£ SEM
7 5EM
S CLEAS 63199: LOAD "MLS"CODE 63200,173: LOAD "sysS4"CODE 6340
1,1367: LOAD "CONSIGNAS" DATA C S( ) : LOAD "Iten-Cr it* " DATA A$():
LOAD "Punter-EÏÏS" DATA PS O: LOAD "" DATA 3$( ï : PSINT USS 23760:
CLS : PAUSE .
10 POKE 2?: 53, 8: LPSIMT "??.'!E2A-C : S. S. " : INPUT "MOMBSE: ";N$:
INPUT "EDAD: " ; ED
12 LPSINT "SUJETO: ";N$;"
";"EDAD: " ; ED : LPSINT
15 LPSINT : LPSINT TAB 2;"Num.";TAB 10;"ENSAYO";TAB 20;"TE1";TA
B 32;"TS2";TAB 47 ;"SESP. ";TAB 57 ;"SOLUC.";TA3 67 ; " I . C . " ; TAB 75;"P
UNTOS": LPSIMT "_
I
": LPSINT
20 LET U=3S50: LET K=9700: LET L=9800: LET EE=64: LET PUNT=0: L
ET ST 1=0: LET ST2=0 : DIM Z£(64,5): DIM Uíi64,6): DIM X$(64)
100 GO SUB VAL "7000"
310 IF EE=0 THEN GO SUB VAL "4000": STOP
320 IF EE<=5 THEN GO TO VAL "370"
330 RANDOMIZE : LET NEN=lfINT CEND*64)
340 IF VAL (?$(NEN))=0 THEN GO TO VAL "310"
350 IF VAL (P$(SEN)) = 1 THEN LET EE=EE-1 : GO SUB VAL "500": GO T
O VAL "300"
370 FOS J=l TO 64
330 IF VAL (?$vJ)) = l THEN LET NEN=J: LET J=64: LET EE=EE-1
300 NEXT J
335 GO SUB VAL "500": GO TO VAL "300"
505 LET P£(NEN)="0": LET K¿=""
510 LET PE=INT ( (NEN/16)+.33) : LET CB=NEN-( 16*(PE-1 ))
520 PAUSE 100: BEEP .5,7: PAUSE 50
540 PSINT AT VAL "3",VAL "6";" PREGUNTA:
": PAUSE O
570 IF INKEYS=CHS3 (32) THEM CLS : GO TO VAL "576"
575 IF INKEYÍOCHK3 (32) THEN GO TO VAL "565"
535 PAUSE 100: PEINT AT VAL "5",VAL "S";" HAY
^
II
600 PLOT VAL " 1 11 ",VAL "113": DSAU VAL "33",VAL "O": DEAW VAL "O
",-24: DSAW -33,VAL "O": DSAU VAL "O",VAL "24"
610 PSINT AT VAL "3",VAL "15",C3(NEN)
620 PSIMT INK 7;USS 63235
630 LET D l - C IG523CUPEEÜ 63231 m PEEK 63232+2564-PEEK 63233))
635 CLS
640 PSI
650 GO SUB 1ÛCO-KMEN
652 IF FLAG-1 THEN IF NEN=65 OS NEN=66 THEN Gu SUB VAL "3S5Û":
GO TO VAL "360"
G53 IF FLAG=1 THEM IF NEII=67 OS NEN=6o THEN GO SUB VAL "3600":
GO TO VAL "560"
655 GO 3UL (9<JOO AND CB<=4 ) -r l 0650 AND (CB>4 AND CB<-8 ) ) + ( 0700 AH
605
660 LET SC=CHI$
(USS 632001
1
0-71=
t _i'
]
w
T
TJ
-k -.
v*;—
"M
'
* * -^ ~~
»I
T-. U* IT-uT iV4
T¿.i -r
i>
.u .*.
-Ä \7~^—-_ i iO
qu
S76 I F 5-5= " Z " THEM LET £ $ = " ï l "
320 LET D2=((65230*FEEK 6323 !) + ( PEEK 63292+256*PEEK 63293))
631 17 S3="S" THEN IF NEN=67 OS NEN=63 THEM LET NUM=1: GO TO 6
95
633 IF ?.e="5" THEM
I? NSM=S5 OS NEN=66 THEM GO SUB VAL "300":
INPUT "C'JAL ^:";NUM: CL3 : PAUSE 1: GO TO VAL "095"
684 IF SS="S" THEM
IF CB> = 1 AMD C3<=4 THEM LET NUM=1: GO TO VA
L "695"
637 IF S$='S" THEM GO SUB VAL "300": INPUT "CUAL ? :"; HUM : CLS :
PAUSE 1: GO TO VAL "695"
638 IF X$="N" THEN LET NUM=0
G35 CLS : PAUSE 1: PSINT IMX 7 ;U52 65337
700 GO SUB VAL "2000": GO SUB VAL "3000": SETUSN
300 IF FLAG=1 AMD NEM=65 05 MEN=66 THEN GO SUB VAL "9660": SETU
SN
802 IF FLAG=1 AMD NEN=67 OS MEM=S3 THEM SETUSN
305 GO SUB (9660 AND (CB>4 AMD CB<=3))+(9740 AMD (CB>3 AMD CB<=1
2))+(3S40 AMD (CB>12 AMD CB<=16))
810 EETUSN
1001 PSIMT AT VAL "10",VAL " 14 " ;B3( 11 ): RETURN
1002 PSIMT AT VAL "10",VAL "14";B$(3): RETUEN
1003 PSIMT AT 10,14;B*(1): SETUSM
1004 PSIMT AT VrtL "10",VAL "14";B$(2): SETUSM
1005 PSIMT AT VAL "3",VAL " 10 " ;B3( 12) ; B*( 12); AT VAL "14",VAL "10"
;3i( 12J;B3(3): SETUSM
1006 PSIMT AT VAL "S",VAL " 10";3£(10) ;B*( 10) ; AT VAL "14",VAL "10"
;B$( 10);B$( 10): SETUSM
1007 PRINT AT VAL "3",VAL " 10";B*(2);B3(2); AT VAL "14",VAL "10";B
*( 1) ;3S(2) : RETURN
1003 PSIMT AT VAL "3",VAL "10";B$(2);B$(2); AT VAL "14",VAL "10";B
0(2) ,3-3(2) • S ET U Sil
1009 PSIMT AT VAL " 1 " , V A L "7";B3( 15) ;B3(15) ; 3*(15) ;B£( 15) ; AT VAL
"5",VAL "7";B$( 15);B$( 15) ;B3( 15) ;B3( 15) ; AT VAL "9",VAL "7";B$(15)
;3$( 13) ;3$( 15) ;Bí( 15) ; AT VAL "13", VAL "7" ; B¿>( 15 ) ; B4> i 15) ; B3 ( 15 ) ; B$
( 15) : RETURN
1010 PSIMT AT VAL " l " , V A L "7"; 33( 10);B$( 10) ;B^( 10);B£( 10); AT VAL
"5",VAL "7";B$( 10);B*( 10);3$( 10);B$(10); AT VAL "9",VAL "7";B>,10)
;BS( 10) ;B-$( 10) ;B3( 10) ;AT VAL "13", VAL "7" ; B* t 10) ;B¿ ( 10) ; B3( 10 ) ; B*
( 10) : RETUSM
1011 PSIMT AT VAL " 1 " , V A L "7";B$( 1 ) ;B3(1);B$i 1 ) ;B$( 1 ) ; AT VAL "5",
VAL "7";B$( 1);B$(1) ;BS(2);BS( 1);AT VAL "9",VAL "7";Bí(1);B$(1);B$
( 1) ;BS( 1) ;AT VAL "13",VAL "7" ;B*( 1 ) ;3*( 1 ) ; B3( 1 ) ; B4í( 1 ) : SETUSM
1012 PRINT AT VAL " 1 " , V A L "7 " ;B$C 1 );B3( 1 ) ; 35( 1 ); B*( 1 ) ; AT VAL "5",
VAL "7";B$(1);B$(1);B$(1) ; 33(1); ; AT VAL "9",VAL "7";B$(1);B3( 1); B
S(1);E$( l i ; A T VAL "13",VAL "7";B$( 1 );BS( 1 );B¿( 1 ) ;B$< 1 ) : SETUSM
1013 PRINT AT VAL " 1 " , V A L "7 " ;B3( 13);B£(13);B¿(13); B*k 13); 3*(13) ;
AT VAL "5",VAL "7 " ; B$ ( 13 ) ; 3$ ( 13 ) ; B3 ( 13 ) ; B-S ( 13 ) ; B$ ( 13 ) ; AT VAL "9",
606
VAL "7";3$( 13' ;3$( 13) ;3íí i3ï ;3$( 13) ;B$( 13) ïAT VAL "12",VAL "7";BS
( 13 5 ; B3 ( 12 ) ; Bí C Í O ; Sí- ( 13 ^ ; B$ ( 13 ) ; AI VAL " 17 ", VAL "7 " ; 33 ( 13 ^ ; 3$ ( 13
) ; BM 13 ) ; 35 ( 13 i ; 3$ ( 13 ) : SETUSN
1014 PSINT AT VAL "1",VAL "7 " ; BS ( 7 ) ; B3 ( 7 ) ; B$ í : ) ; 23 ( " 1 ; 215 : ? ) -, AT VA
L "5",VAL "7";BS(7);BSC7);B3(7);33(7);3í(7); AT VAL "9",VAL "7";BS
(7) ;?:*>'.7ï ;B-M7) ;B3(7) ;33'.7) ;AT VAL "13", VAL "7 " ; 3S i. 7 ) ; 33 C 7 ) ; B$ ( 7 )
;BS(7);B$(7); AT VAL "17",VAL "7";3$(7);B-M7);BM7); 3 B(7); SS(7) : 3
ETUSN
1015 PSINT AT VAL " l" , VAL "7 " ; 33 ( l ) ; 3* i l ) ; 33 ( l ) ; 3* , l i ; 33 ( l : ; AT VA
L "5", VAL "7" ; B M 1) ;BS( 1) ;B$( 1) ;B$( 1) ; B$ ( 11 ; AT VAL "9", V AL "7 "-,33
( 1); 23 C 1);B$( 1);BS( 1); 33 (1); AT VAL "13",VAL "7" ; 33 C l ); B*( l ) ; 33 ( l )
;BS( 1);B$(2); AT VAL "17",VAL "7";B3(l);33( l );B$( l );B$(l);BS( l ): E
ETUSN
10 IS PEINT AT VAL "l",VAL "7"; B*( l ); 33( l ) ;33( l );33(i); 3*(15 ; AT VA
L "5",VAL "7" ;33( 1) ;B$(1);B$( 1);3S(1);3$(1); AT VAL "9",VAL "7";B$
( 1) ;33( 1) ;B3( 1) ; 33 ( 1) ; 33 C 1) ; AT VAL "13", VAL "7 " ;B3í l ) ; 33 ( l ) ; 33 ( l )
;BS( 1);B$( 1);AT VAL "17",VAL "7";33 (l);B$(n;B3( l );B$( l );33( l ): S
ETUSM
1017 FEINT AT VAL "10",VAL "14"; B*( l ); AT VAL "11",VAL "14";B3(7):
T*> T* *T1 T T ""^ X T
S. £. J. U A l*
1018 PRINT AT VAL "10",VAL " 14";B$(2) ; AT VAL " 1 i",VAL " 14" ;B$(7):
SETUSN
1019 PSINT AT VAL "10",VAL " 14";B*(11); AT VAL "11",VAL "14";3$(4)
: SETUSN
1020 PRINT AT VAL "10",VAL " 14";B$(11); AT VAL " 11 ",VAL "14";B3(3)
: SETUSN
1021 PRINT AT VAL "3",VAL " 10";B$( 1 );B3(2) ; AT VAL "3",VAL "10";B$
(3);B$< 12);AT VAL "14",VAL " 10"; 3$C 1);B$(2); ; AT VAL "15",VAL "10"
;BS(12);B$(3): SETUSN
1022 PSINT AT VAL "8",VAL " 10"; 33(2);B$( 1 ); ; AT VAL "9",VAL "10";B
$( 12);B$(8);AT VAL "14",VAL " 10";B$(2);B$( 1 ); ; AT VAL "15",VAL "10
";B3(12);B$(12): SETUSN
1023 PSINT AT VAL "3",VAL " 10";B$(3);B*(4); AT VAL "9",VAL "10";3$
( 13) :?M 12) ;AT VAL "14", VAL " 10" ;B$(3) ;B$( 4) ; AT VAL "15", VAL "10"
53$( 12) ;B$(13): SETUSN
1024 PRINT AT VAL "8",VAL " 10 " ;B^í 3); B*C 4); AT VAL "9",VAL "1Û";B$
( 12);BS( 13);AT VAL "14",VAL " 10";B$(4);B$(3); AT VAL "15",VAL "10"
;33Í 12);B$(12): SETUSN
1025 FEINT AT VAL "0", VAL "7" ; 3$ ( 1 ) ; B4-( 2) ; 3S( 1 ) ;3-S ( 2 ) ; AT VAL " 1 " ,
VAL "7" ;B$(7) ;33í 10) ;3M7) ;B$( 10) ; AT VAL "4",VAL "7" ; B$ ( 2) ; B$ ( 1 ) ;
B£(2) ; 3$ (2) ;AT VAL "5", VAL "7 " ;L4s ( 7 ) ; B3 ( 7 ) ;B3 ( 7) ; B'S ( 10) ; AT VAL "8
",VAL "7" ;B$C 1 ) ;BS(2) ;B¡5( 1) ;B$(2) ;AT VAL "9",VAL "7 " ; B$ ( 7 ) ; BS ( 7 ) ;
B^í 10 ; ; B3(7) ;AT VAL "12", VAL "7" ; B£ ( 2 ) ; B3 ( 1 ) ; B í ( 2) ; 3-í ( l ) ; AT VAL "
13",VAL "7" ;3S( 10);B$(7);3$(7);B$( 10) : SETUEN
1026 PSINT AT VAL "O",VAL "7 " ; 3-5 ( 1 ) ; B* ( 2 ) ; 33 ( 2 ) ; B£ ( 1 ) ; AT VAL " 1 " ,
VAL "7";B$(7i ;3$C 10) ;3$(7^;B$(7);AT VAL "4",VAL "7"; 3$(2);BS(1); B
$(2) ; 33(2); AT VAL "5",VAL "7" ;3¿( 10) ;Bí(7) ;B£( 10) ; 33(7); AT VAL "8
",VAL "7" ; 33 ( 1 ) ;B$(2) ;Bi (2) ;3a( 1) ; AT VAL "9", VAL "7" ;-B$(7) ;B$ (7) ;
Bt(7) ;B?(7);AT VAL "12",VAL "7" ;3$(2) ;3*(2);B^(i); 33i2); AT VAL "1
3", VAL "7" ;BS(7)-, 3$( 10) ;33(7) ;BSf, 10) : SETUEN
607
:027 rSINT AT VAL " l" , VAL "7 " ; 3 5 ( 4 ) ; Bî- ( 3 ) ; 33 ( G i ; 33 ; 4 ) ; AT"2
(3 ) ;
11) ;B$f l 1) ;35(8; ;33(8) ;AT VAL "5", VAL "7" ; 33 r?,
V
" ; 33 ( 1 1 ) ; 23 C 3 ) ; 3£ ' 1 1 ï ; B3 ( I 1 ' ; «T VAL
Li í 4 ) ; 33 '"3
" "
"9'.VAL "7" ;3it3! ;3î"'4) ;33(3,';33í3i ;AT VAL "10",VAL "7 ' ;25 < S ) ; 35- (
1 1 ) ;33( 11) ;2MS) ;AT VAL "13",VAL "7 " ; 33( 4 ) ;B3 ( 3 ) ; 33 ( 4 ) ; 33'3 ) ; AT V
AL "14",VAL "7" ;BS(1 1) ;3$(o>;3*(11);33(11): SSTUSN
1023 PSINT AT VAL " 1 " , V A L "7"; 33(3); 33(3) ; 33(4> ; 33(3) ; AT VAL "2",
VAL "7" ;33'11);B3(11); 33( 11);33( 11);AT VAL "5",VAL "7";BS(3); 33(4
) ;33(3); 33(4);AT VAL "6",VAL "7"; 33(8); 33( 1 1 ) ; 33 f 3);33(11); AT VAL
"3",VAL "7";33(4);B3C3);33(3);B3(3) ; AT VAL "10",VAL "7 " ; 33( 11 ) ; 3
3(3);3SÍ11);33C11); AT VAL "13",VAL "7"; 33(3); 33(3); 33(4); 33(3); AT
VAL "14",VAL "7";3¿(3);BSC11);B3(11);B3(8): SETUSM
1023 GO ¿UB VAL "3000": SETUSN
1030 GO SUB VAL "3050": SETUEN
1032 GO SUB VAL "3150": SETUSN
1033 PSINT AT VAL "10",VAL " 14 " ; 33( 1 ) ; AT VAL "1 1",VAL "14";33(11)
;AT VAL "12",VAL "14";33(3): SETUSN
1C34 PSINT AT VAL "10",VAL " 14";B3(2); AT VAL " 11 ",VAL "14";33(11)
;AT VAL "12", VAL "14"-, 33(3): SETUSN
1035 PSINT AT VAL "10",VAL " 14";B3(2); AT VAL " 1 1 ",VAL " 14";BÍ(12)
",VAL "14";B$(4): SETUSN
;
AL
1036 FSINT AT VAL "10",VAL " 14"; 33( 1 ); AT VAL " 1 1 " , V A L "14";B3(12)
;AT VAL "12",VAL "14";B3(3): SETUSN
1037 PS I NT AT VAL "S',VAL " 10"; 33( 1 );B3( 1 ) ; AT VAL "9",VAL "10";B3
v 12);B$il3);AT VAL "10",VAL "10"; 33(3);B3(3) ; AT VAL "14",VAL "10"
;33(2);B3(2); AT VAL "15",VAL " 10";B3( 13);B3( i2); AT VAL "13",VAL "
10" ;B3(4) ;3M4) : SLTUSM
1038 FSINT AT VAL "3",VAL " 10 " ;B3( 1 ); 33( 1 ); AT VAL "3",VAL "10";B3
( 13) ;33( 13) ;AT VAL "10",VAL " 10";B3(4) : 33(3) ; AT VAL "14",VAL "10"
;Bí( 1) ;B3(2) ;AT VAL "15", VAL " 10 " ; B3( 12) ; 33 ( 12 ; ; AT VAL "1'3",VAL "
10" ;B3(3);33(4): SETUSN
1033 PSINT AT VAL "3",VAL " 10"; 33(i) ; 33( 1 ) ; AT VAL "3",VAL "10";B3
( 131;B3( 12);AT VAL "10",VAL " 10";B3(3);B3(3); AT VAL "14",VAL "10"
;33(2);B3(2); AT VAL "15',VAL " 10";B3( 13);B3( 12); AT VAL '13",VAL "
10";33(4);P*14): SETUSN
1040 FSINT AT VAL "8",VAL " 10"; 33(1); 33(2); AT VAL "3",VAL "10";B3
! 13: ;B3(13);AT VAL "10",VAL " 10"; 33(3) ;B$(4); AT VAL "14",VAL "10"
; 33(2); 33(1) ;AT VAL "15",VAL " 10";B3( 12) ; 33( 12) ; AT VAL "13",VAL "
10";3í(4) ;33(4) : SETUSN
1041 GO 3UL VAL "3400" SETUSN
.0-t^, U U O u ~> ,' a .u "3450"
SETUSN
1043 GO SUS VAL "8500" T>A .ITC. 1 Tij• TV^-ti^1!r
*-* m t « T-, *, T
ijU
-~ 3U3 VAL "8550" S ¿
iÜA U
if r""» '""> "\ "\ M
GO
VAL •cJ¿-'v' V
A J. i ü Ai\
GO o
"3250" SETUSN
1047 GO SUB VAL "3300" SETUSN
1043 GO 3U3 VAL "33oO" SETUSN
1043 FSIMT AT VAL " 1 C " , V A L " 14 " ; 33( l ) ; AT VAL " 11 ",VAL " 14"îB5(S) ï
AT VAL "12",VAL "14";33(3); AT VAL "13",VAL "14";53(5): SSTUSN
•
-\
t "~i
f"" O
/"< T T ^"1
Tt ^ T
rTI
1
V^nry^T.^^t
508
1050 PHI NT AT VAL "10", VAL " 14" ; 35( l ) ; AT VAL " l l " , VAL " 14" ;BM 3) ;
AT VAL "12", VAL " 14 " ; £$ ( 4 ) ; AT VAL "13", VAL "14";3$(8): SETUSN
1051 PRINT AT VAL "10", VAL " 14 " ; 33 t 2 ) ; AT VAL " 1 1 " , VAL "14"; 3$ (9);
AT VAL "12", VAL " 14 " ; B$ ( 4 ) ; AT VAL "13", VAL " 14 " ; BS r 6 > : RETURN
1052 PRINT AT VAL "10", VAL " 14'' ;B3 ( 2 ) ; aT VAL " 1 1" , VAL "14"; 33 (12)
;AT VAL "12", VAL " 14" ;B$ ( 4 ) ; AT VAL "13", VAL "14";3$(S): 2ETURN
1053 PRINT AT VAL "3", VAL " 10 " ; 3$ ( 1 ) ; B$ í 1 ) ; AT VAL "9", VAL "1Q";B*
C 11) ;3S( 11) ;AT VAL "10", VAL " 10 " ; 3$ ( 3 ) ; 3$ í 4 J ; AT VAL " 1 1 " , VAL "10"
ïES(S) îB$(6) ;AT VAL "14", VAL " 10 " ; B$ ( 2 ) ; 33 ( 2 ) ; AT VAL "15", VAL "10
" ;B$( 11) ;3¿( 11) ;AT VAL "16", VAL " 10" ;3? Í3 ) ;B3 (4 ) ; AT VAL "17", VAL
" 10" ;33(5) ;¿í (5) t RETURN
1054 PSI NT AT VAL "3", VAL " 10 " ; 33 ( 1 ) ; B£ ( 2 ) ; AT VAL "3',VAL "10";B*
( 13) ;3î< 11 • ;AT VAL "10", VAL " 10" ; BS ( 3 ; ; 35 t 3 ) ; AT VAL " 1 1 " , VAL "10"
;3S(6) ;33(5) ; AT VAL "14", VAL " 10" ;B$ ( 1 ) ;3î(2) ; AT VAL "15", VAL "10
" ; 3$( 1 1) ;BSC 11) ;AT VAL "16", VAL " 10" ;B$ í 4) ;B$( 4 J ; AT VAL "17", VAL
" 10" ;345(5) ;3*(5) : RETURN
1055 PRINT AT VAL "3", VAL " 10 " ; 3$ ( 2 ) ; B* ( 1 ) ; AT VAL "9", VAL "10";B£
( 16) ;3'M 16! ;AT VAL "10", VAL " 10 " ; 35- ( 3 ) ; B* ( 3) ; AT VAL " 11 " , VAL "10"
;3$(5) ;B$(6) ; AT VAL "14", VAL " 10" ;B$ ( 1 ) ; 53 ( 2 ) ; AT VAL "15", VAL "10
11
;B$(S) ;B3(8) ; AT VAL "16", VAL " 10" ;B$(3) ;B$( 4 ) ; AT VAL "17", VAL "1
0" ;BÎ(5) ;B$(6) : SETUSN
1053 PSINT AT VAL "3", VAL " 10 " ; 3* ( 1 ) ; 35 ( 2 ) ; AT VAL "9", VAL "10";B5>
( 16! ;BÎ(8) ;AT VAL "10", VAL " 10 " ; B$ ( 3 ) ; L -S ( 3 ) ; AT VAL " 1 1 " , VAL "10";
B3(5) ;B$(6) ;AT VAL "14", VAL " 10 " ; B$ ( 2 ) ; 3* ( 1 ) ; AT VAL "15", VAL "10"
;BS( 13) ¡33(3) ¡AT VAL "16", VAL " 10" ;B* ( 4) ; B*(3î ; AT VAL "17", VAL "1
O" ;B¿(8) ;Bí(5) : RETURN
"3800"
RETURN
1053 GO SUB VAL "3650" SETUSX
1059 GO SUB VAL "8700" RETURN
1CÔO GO SU3 VAL "3750" RETURN
1031 GO SUB VAL "3400" RETURN
1032 GO SUB VAL "9450" RETURN
1033 GO SUS VAL "9500" RETURN
RETURN
1064
GO SU3 .„
VAL..."9550"
.
L „QM
rtj-E ij » j - í ^ ^ ^ ^ i r í - ^ ^ l - í i A i vaij b ,vnj_i 4. U i D 5
( 10) ;B3(7);AT VAL "14" VAL " lû";3*( 1);Dív2); AT VAL "15",VAL "10";
3í( 10);3î(7); GO SUB U RETURN
' A T
If^r'i'*-
lObb
T>OT1»rrr'
r A i »1 i.
Ar
"
rii
f ""7 \ . o ,j* / i /> \ . * [rl
TT"!
( f ! > B v I 1 U ) -, n *
O
ïí * T
,
ï
it -i A n
VHL
3*C 1C) ; 33(7) : 0
; AT VAL
ItQll
VnJj
l •*
*T
tih
!l·''*<ll·*r>±·''^1\·TÍ*','1>·AlT1
l l 1 í ^ , I I . T > t f - ' 1 . ' ^ * ^ í ~ > N . A
lU
0* ' TÍ r r
bu J5 u T RETURN
" 1A " T ^ T
n i /» M . 7í - / i \ . \ m
l'J , V AL
i 1 , ¿-V i> l > , tt i
" 12",VAL
14 " ; 3-Ï-1, 3 ) : RETURN
" 12",VAL
Í ^ I I * ' ï > » í ' ~ v > ,
\T 1 ~'*T * ~ l
•"* x t **t
I?
I?
-ri"'
Ir
Ir
1 "*
iI>-4>lO>j& « .k U .ix ¿H.
^
'^^T/O'|
rpTT-^»*'
T » - ' f-p
EC = :,£ THEN
E*— Â-3 THEN
T T ^^ >.
H^-"*,
- ^ S ^XT-,A n.J rriirli
=
r L A G l Tni^
U
A
A
t t A -r
V Ali
TT *
1
T
H O
"
l't^i"
Vnjj
d
1 /> I) . T> -T1
TT/-^
U
r r ^ '
" 1 O I I . tï T-
jVrtjj
1O
JJ^H'
15",VAL "10";
it i i ti M * -r
n l
l i , V rtli i-
14)
' 1 1 " , VAL "1-
13)
"^""^TfT-^f
N H i 4 / ^ - — * i > i * v lulu/ *. ? i a .i. *
Jjjl i
ri-C.it/ í-, s v* i ü À ( i^Ili'4/'¿. ^ i, il^*4\
i-.
2030
2u3o
"^ «~N 4 O
^OnO
2C4c>
P
*
VAL " 1 0 " ; B ? ( 2 ) ; 3 5 Í 1 ) ; A T VAL
, rr-
; AT VAL
r
,OvtjLj,£)*t._;,rtl
T
•»-> T
¿.^>—
IF VAL IAÍ (NEN) )=NUÍ1 THEN LET V = i
IF VAL (A*(NEN) K>NUN THEN LET V=0
609
2?f?C LET P'.'MT-PUMT-V : LET ST1=ST1+D1*. LET 3T2='ST2-D2
2065 RETURN
3005 IF FLAG=1 THEM GO TO 2015
2003 LET Z£(NEN)=STS£ ( D1 ï : LET W3(NEX)=STS3 ', D2': LET ;:5iNEN)=5T
S £ í V)
3010 LET CQNT=64-ES
3015 PSINT INK 7;USS 23730
3020 LFSIMT "
";TAB (3);CCNT;"
";TA3 (12);MEN;"
";TA
3 !20);Di;"
";TAB (32);D2;"
";TAB
;TA3 (57);Si;"
";TA3 (67);MUM;"
4010 PSINT INK 7;USS 23760
4015 IPS I NT
^ v "i Q
l S I it i
Hi
i. Q ) JL 9
\j A A £> A A
jJrtl'oO.iUo-íOrt
i. .¡1 w -LJ H
•
iriUÍDH
-J •
C L. O
4050 SAVE "TSl" DATA Z3(): SAVE "TS2" DATA *'*(): SAVE "VALOR" DAT
A Xi-( )
4060 PSIXT AT 10, 1 ;"REBOBINA"
4070 VESIFY "TR1" DATA Z*() : VSSIFY "TS2" DATA W*U : VESIFY "VALU
S" DATA X3(): RETURN
7010 LET FLAG=l: LET COMT=0: LET NEN=65: GO SUB 520
7040 CLS : LET NEN=S3: GO SUB 510
7060 CLS : LET UEN-S3 : GO SU.D D 10
7030 CLS : LET NEN=67 : GO SUB 510
7100 CLS : LET FLAG=0 : PRINT AT 10,0; "AIÏCSA COMENZARAS LA FSUE3A"
7110 PSINT SO;"PULSA TECLA": PAUSE 0: CLS : SETUSN
3401 PSINT AT VAL "0",VAL "7";33(1);B3(1);33(2);33(1); AT VAL " 1 " ,
VAL "7";33í13); 3*(3);33(3);33C3); AT VAL "2",VAL "7"; 3*(3); 3$(4); 3
î(4);3$(4);AT VAL "4",VAL "7' ; 33 v l ); 3*c l); 33(i); 3*,l); AT VAL "5",
VAL "7";3$( 12);B$(3J;B$( 12);3¿(8);AT VAL "6",VAL "7"; 33(4);B$(3);
r¿ o \, *^r J ï 3 ^ í
O
' f'*, "*>
>-• "a vj ^
J
T3 T"1' T M
rr
Jr A o. i\ i
*
\ r^
AJ.
TT^""
VrtL·
o
i~ II
I
Tf«T
,VHij
i
" | « " I ^ I * ^ L ' ^ ^ · ' Di ' ' I
11
*o' , V A L " T " ? 3 ^ ( u í ï » L v ( 12) ï B*0 C 3 ) î B ^ C 1123 î A T VAL
£ ( * ** ^ • T 5 i > ^ / ^ ^ • ^ t> f * \ •
M- \ "^ J j jO v^ \ *"A > ï Ü •i' ^ " ^ •
-"O""-) " " i ^ . l " 1
*• ^ • Tl t i" ^
ijj^^iJi£'v lj.JïiÍ4>lli>iJj4j\
^* T 7 r *^ T T "C1 N*1
f c
->irti
T'A*
VHÍJ
HOM
»J
,
1 4 1 t 1 V A L " T " i B v B ( 4 ) »B
*\ ú d. O A l\
G451 PSINT AT VAL " O 1 , V A L "7 ' ; 33( 1 );L3¡ i) ; 3*( 1,;B3i 2 ; ; AT VAL " 1 " ,
i(4);33(3) ;AT VAL
II*
T
l l
"4",VAL "7 ' ; 33(1) ; 33 C 2 ; ;B£( i) ; 33(2) ; AT VAL "5",
l
l
l
l
l
1
'* l·P* í^ i''>'I-i'·1'~ ^·7>r'f1'^ ^·' 'T
v rt.i_,H 'í7 M,. T1 ' *•· ^v ' 1!„
J , b-v '. j .' , Jï ( . l ^ . ' i b ^ t l ^ J í M j .
M » T
v
rtL
T
II ^ H
o
\
, vMHi-i
"
r
i
1
T i T ' f ^ - T 5 t i 1 ^
f 7 "j -ü*
v *± ) i 153 (, 4 )
6 i52 PS I NT AT VAL " 3 ' , VAL '' 7 ' ; 33 ( l ) ; 3-i í 2 ) ; 3-í-1 2 j ; 33 ( 1 ) ; AT V A L " 9 ",
"
'I *"7 'l « TÍ * f *""* i • ""* ï; f 1 *"* \ * r *"
~*
*"**1t-(' 1 ^ ^ ^ • *T1
i
i jD *•** ^ O / ) i-> "-P v J. - i > i j^ v v o J » 1J ^v \ i. -^- í i rt X
"" 11
TTAT
j. O
* V rt -ij
k
— v ', ^ ; i JL» 4* \ i / î u 4 ^ x O ) *
JÍi^l A vj A ¿ 4
oO^-j.
V
r A i. i-i * rt 1
vrtj_j
IT/1'1'
Vrt-lj
" ' "il
M \ T
l^ï
» V f~i .LJ
M l—' 11 » TJ ^t^ f (-1 1 *
/
s AJ ^ \ «t í i
S
í V il Jj
i
i!J4'(fc-;ÍJJ--^(¿J|Í¿^V¿-.>»jj4'kt->irki
V ri L
¿
t
^ il ^j
t
i jO ^** t i O J î AD •*' v j. -í.- ) i <O ^ ^ X O / i -O ^ k JL -¿j s i rt X v ri j,j
«X* « V i " i i j
í
ï w U · T ' V *n /' i jj •í' t O
\ • ^ ? . ^ "j * ^ *^
- ^ * | S *T* * F ***
1 ^ 1 1 r**'*'
'""''''»'Qjk.i·^.'Qi/i^.'^t'i1
• "o í^ i ~ \ • ^ tr* i T A T
"
O
i * n lj
í
ÍHÍ4>vlfc-J»iI'^CiOJÍx>4·\A.i.^ÍJj4'(iO^iAi
V/iwj
O
,VrtJ-j
/
»iJ'vC^Ji-D
610
_•*•-• p TT> r v "" t "^ ' ' * T ' ~ " T f A L " " ' ' "' í ' n * " "• " • . • > > • • £ > - • • " i í ' ) • / " ' " ' " '• o, '
"AL "7" ; B - ' 13'¡ ; B ï f 131 ;3í.( 121 ; B 3 í 13^ ; AT VAL " 1 0 ' , VAL "7 " ; B ï ' 3 ) îBî"'
" 1 3 " , VAL "-"';Bî-(12 ; 3$( 13*-;3î( 12i ;3= ' 13 i ; AT VAL "14", VAL '"";Bí '
•'": ! ; 33 ( 3 ' '> 33 ( 3 ) ; 3* ( 4 ): SUTUIÍX
'3551 PS I NT AT VAL "O",VAL "7 " ; B'S í 1 ) ; BS : 2 ) ; 33 <, 11 ;BS ( 2 i ; AT VAL " 1 " ,
'r. —í
f
Ï ¿j 4> í A O ) ï S 4> 1* i ^- - 5 .D 4> ( 1-i-J i 13 v-» í i C J ïrlj.
V A -j
._.
, v M 4.»
T
» -„ -^ ( O / i .u 4» ( O
i ;2ï-(3) ;33(3) ; AT VAL "4", VAL "7";3$:i ; B3 ( 2) ; 3± ' 1 ) ; B$ ( 11 ; AT VAL "
7" ;3S( 12) ;33t 13) ;33( 13) ; 33 : 12 ;AT VAL "S", VAL "7";33(4);3
4 ) ; BÏ ( 3 )
3552 PS I NT AT VAL "3", V AL "7"; 33(l) ,¿3^l);B3k 2 i ; 33 í 2); AT VAL "9",
T
'AL "7" ;B?Í 13) ;B5( 121 ;33( 13) ;335( 121 ; AT VAL "10", VAL "7" ;33 (4) ;3ï >,
-1, ;3:;(4) ;B3(3) ;AT VAL "12", VAL "7" ; 33 v 2 ) ; 3* ( 2) ; 33 (2) ; 33 ( 1 ) ; AT VAL
"13", VAL "7";BS(131;B$( 13);3$( 12);3o; 13);AT VAL "14",VAL "7";B3í
o) i .DC- •. 4 ) ! ¿-v C 3 ) i -D-5 ( 3 / • AÜ.J.UAA
Zr"^ *
AT
n/"*!i
,T
' l ' ~ ? l t . · o * · / · ^ l - " C ; ^ ' 1 ^ · T J ± - l1 ' ^ - Tl > *
^· '
n*T
< i i i
00
J j. "DC·'XÍ'T'
r A j. M i fiAH"^ I¿TAL
O , TvT HL
( i ¿5> ' ¿. J , z>* \ 1 ) i Jj* >j., >Oí·(.i;,rt
1 ,
J . v ¿-IÍÉ
VAL "7" ;3M3) ;B3( 13) ; BO C 13) ;33(3) ; AT VAL "2",VAL "7 " ;3í ( 4 ) ;3*( 3 ) ;
B B Í 4 ) ;B$(3);AT VAL "3",VAL "7";B$(5 i ;BS(5);B$í 5 i;35(5)
1
1
A
H
/ J t
l
T 1
S£G2 PS I NT AT VAL "4",VAL "l"\33(2);B3v l );B3^ l i ; 33(2); AT VAL "5",
VAL "7" ;B£(8);B$(S) ;B$(8);B$(13);AT VAL "6",VAL "7 " ;3$(3); 3$(4);3
Ü 3) ;B*C4) ;AT VAL "7", V AL "7 " ; 3* (ö) ; 3^ <, 3 ) ;3M 5 ) ; B3 ( 5)
ob^o r A i N i n» vaL o ^fijj / j£i*v^.j>jjH>^j.)iü*kiJi£i>*·vj.)irti VAjj o ,
VAL "7";ß*(£); B*( IG);33(8)iBSt13); AT VAL "10",VAL "7"; 3*C 3);B$(3)
;Dw(4) ;3*^4j ; AT VAL "11",VAL "7 " ; 3* v 5 ) ; 3S t 6 ) ; 33 ( S ; ;Bï- ( 6 )
?£? ^'~>
"PTITVP
(
OO J~±
X~ríli'ii
^rrt
rti
M A T
vrtj_»
IIQII
*ú
T T f.
•*
' » ~ 7 ' l . ' ! : ' * - i
,Vrtij
í
^ > ' l - ~ > * ' 1 N . •£)**,'
- « ^ . ~ - ~ ( - « \ . v r - 1
>JJ^*iii-^ilji*(fc-)i3^'(fc-yͣi*\fc-)irli
1
II
r
T
r
1
1
Í T A T
Vnj_<
T
'IÓ"
lo
-
TTAT
« '
^ ^ T
IT^
lf'~fll. '><f'O^.'D*,V
r t L ! ! í* 7 l ,l ·uT-5P' ïÍ' l· ío1J' ~i £' »)\ ·· iT\5O· ^Í' ·~j li 5· Q>· í· *> ft1i ' o~ )M) ·B '^' *>*C( 1l O
o ')i i· n
V A i . I I „T' I I , V
A.u
(
,o5·lo),D·í·
J .
l ' / 1 ^ · ' O 1 3 ^ f ' / 1 ^ · T i * ^ t ' ~ ^ ^1 · ^ r ^ 1 x T i T
ii<c"u ^ri^
l l f ~ T l i . ' ^ > - / í ^ ^ . T J · * ^ ' ~ í ^ . ' ^ * - ' í ~ > · ^ · o · ^ ^ ^ » •^•^tníT
1 - / i i)-5 C 4 , , 3-v lo. » A i
Vrijj
ib
, Vrtij
(
, ü* ^ o ) , iJ* t, o ) i L»* », b ) > ¿<? < b ) • ür.i u
ÎV 1*
LSo 1 - S j. .iT AT v AÍJ " O ' , VAL " 7 " í .o-ï k 1 ) ; ü* i, i ) í u* ^ 1 ï í j_i3 \ 2 ) ï A j. VAL " 1 ",
VAL "7 " ; 33 ( 13 ) ; B* ( 13 ) ; B3 ( S > '•> 33 ( 3 ) ; AT VAL "2 ", VAL "7 " ; B3 í 3 ) ; 33 (43;
j T- >, -± ) ; 33 C ^ ) ; A • VAj-i " o , v HÍJ " i ï 33 ( 5 ) ; ij-v i« D ) ; 33 \ b > ; 33 í b >
3352 PRINT AT VAL "4",VAL "7"; 33( l ) ;B3(2) ; 33 t 2) ; 33( l ) ; AT VAL "5",
3£53 PRINT AT VAL '3", VAL "7 ' ; 3* ( 2) ; 33 i 1 ) ; B3> ( 1 ) ; B* ( 2 ) ; AT VAL "3",
VAL "7» ; BïC2^ ;3S( 131 ',3$ (S) ;3ï-(3) ;AT VAL "10", VAL "7" ; 33 (3 i ; 33 ( 4 ) ;
3; ','35 ;B5(4) ; AT VAL " 11 " , VAL "7 ' ; 3* ( 5 i ; 33 ; 3 ) ; B¿ ^ 6 ) ; B£ ( S J
CG34 PSINT AT VAL "12", VAL "7 " ; B$ í 1 ) ; BS í 2 ) ; BS ( 2 ) ; B$ ( 2 í ; AT VAL "13
H
T
r * T
ll
,/. l · ij-i
r
í
7ll.·Q·
K
^O
x
·T3·^f™'N.t>l·i'~·
x
."CÏ-.·''~''s.\
r r i
T T ' T
,.5t'lCJi.>j>vl,GJt*J4>l,i_>>ii*j4>lluJirt.i
M '
Vrij-i
i l l
J.*î
T T ^ T
1
H ' ~ · t l . T ; - / o
,vrtjj
i
. r i * r T
ilJ-vko/iU'*-!.-!
/ ; 3-v (, 4 ) j 3* v J ) í AT VAL " 15 " , VAL " 7 " ; 3¿ ! b .' í 3* ( S / i B - v ü ) ; B* í 5 ) '• SETUSN
A 1 1\ 1
'»i
Vrtij
^
,/rtij
(
.
i
i r . · n t - / · ^ ^ 1 · T > · T - ^ ' ~ / > . T 5 í t ' f ' 7 1 - " D ' * / i r N ^ *
>-•>-
^ -*>
--ï-rj-nTT«
wiv^i.
r * A T
Vrt^j
\ TI
r i.\ 1 i* J.
i i
ri*
T T \ '
r
/HJ_i
1
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,Vfnij
M "^ M . 1
i
*
/•
-
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Vtt-u
l'Aii'ii
t\ L
M *7 (f , T> í 1 .'
r
" \ . T> f C /» '
— . i j- ^ 'i -ï .
* ^\ >
. T) t- t'
^
. ~
T
\ T
-
'
-
II '
*
,
-
Ti *
~
^ -^,
/
-i
^
-. *-n
»*J^v\i;ï^.-v\j.JiÍjM>V^-yijJ^^i^)rtj.
- ï M . · ^ · ^ ' ~ > , . t : · · f a · " ' > . ' r 3 s · | ' ^ t . t . ^
""* \ . \ ^
/
jD^«, í J i l > - P Í l j . W J l U 4 > l . t VijJ-V*. i > i r t ¿
^t-li-±)iij^'(oí'irta.
v'riL·
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<
wi'v^O
M A T
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i r r t
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o
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i£i*P\i>iÜ^P(»A>i¿^\A-/»OÍ''i.i>»¿-ij.
1 '> \
. P tt { 1 A
! • P <t f
1A ^
• * T1
ïJjI- i'J;i^J·-í'.i\-'>iD-*>t, l U J s J j ^ L l U ^ ï r t ^
U ,* T
V r t J-t
li 1 '^ "
i v,
T ' ^
T
vrtJ_i
tir-||
O
,
u *-? u . T> T
' TÏ * i ^ l . TÍ
i
i - J - î ' ^ - î ^ i I j v k o J iL »
U V
T
,Vrtj_i
vrixj
M r~t " • T) <T- í" O >
i
3
t
. "D t
il>*VwJíO-¡>íi
í
->•— ,-x •
- -^
i-
^ C> - \ ' T
r ... - i -
rr i T
, '.' ,\~,
< r~
n -
't « *
- r-. —
II -. ."i M I I •> •
*—
f \ r-. —
" -t II • "T• «• í '-• •. . T5. í- f "í 1 . O ï- ' 1 -, - T! <»• , •"> , • A 71
f
i .J -'
_. ' i O -' * — * i — ^ V j. í j ¿J — ' i ri I
n • - - > [ • . - p * / t , ^ \ . * } « . / • - » > . • ^ • h · ^ · i . T j f . · ' - » . . A T » t r *• *
i O- ' . i .:-' ( >
lÜ-'
i ; i 3 ¿J { . • j A i. V Ai-
' ; B? ' ~ í ; 3? ' ~> i ; AT VAL
M-I/II
--í:
Tï * T
V rl L.
'!<•-<
- ^·
r r A, T
n ~ n . o -s- ( o \ • '.' ï* r f\
, V
riii
j JÍ* l ._> .> i .: . ' -ï
" 15 " , VAL "7 " ; r 3 v S ) ; 3i • 6 '> ; 3* ' 6 ' ; 33 ( 5 ^ : PETV SN
F751 PP.: NT AT VAL "O", VAL "7 " ; 33 ( 1 ) ; 35 ( JJ ; 35 ( 1 ^ ; 35 ( 2 ' ; AT VAL " 1 " ,
V4L "T"1 ;35( 101 -.BISC7) ;3S' 10) ;3sr,7) ; AT VAL "2", VAL "7 " ; 35 ! 3 ) ; E 5 í 4 ! ;
2r.'4i ;3-S', 4MAT VAL "3", VAL "7 " ; 3$ ',N 5 ) ; B ï ( 5 ) ; 35 f 6 ) ; 3î f 5 í
3752 P^IXT AT VAL "4", VAL "7 " ; 35 í 1 ; 3$ ( 2 i ; 3 í ( 2 ) ; S$ ¡' 2 " ; AT VAL "5",
-
-
·
"
~
*
"
'
"
VAL c"7" ;3$( 10) ;3îf7) ;B3( 10) ;3$(7) ; AT VAL "10", VAL "^ " : 3$ ( 3 ) ; 35 ( 3 )
;33(4) ; 3 ï- ( 4 ) ; AT VAL " i l " , V AL " 7 " ; 3* ( o ) ; S* ( 3 ; ; 3$ ( 5 ) ; 3 î> v ô ï
3^rr
( o z ,±1 r^jO\ iT» >Mi T
4.
1
T7^T
jV.'i^j
M
1 (
A"">
v r^í LT j
ftl
lll^ilJ
i¿. , vTrTt ^J -T i
M
r
>
T
T>t· ''^·i·T>í·!''^i··Ot.·1 |.p<ï>.·1· .AT
í 7 H j. O
·ï'l^-))iJ·ï'i.i,,'jr;t·viJjua'vj.Jirti
!
v^r t ~
—i
(
ti·~?ii-tï·^f·'f'"''·'^*í^^-TiT'''~'^-Tlívi'*r's>··Arn
i
>^>w^xv/ijLi<i'lt>iiï4'v/>iD>)'^x\x/iA^
'tl-1 " tT'"
i-± , V r i j _ i
tf '
VHij
M 1 O
iO
' ' ~ 7 " * T i * ( ' i i « t ï ï /
(
i^ivl*±;i^<*'^
3 .s í 33 14); 33 v 3 ) ; AT VAL " 15 " , VAL " 7 " ; 33 ( 3 ) ; 3£ ^ 3 > » B* ( 3 ) ; 3v ( 6 ) ; RZTUS
*\
OC01 Pi;i:iT AT VAL "0",VAL "7" ;33(2) ;3*( l) ;BM l) ;B*(2) ¡35 í 1) ;AT VA
L " i " , VAL "7" ;B¿C3) ;33Í3) ;B3(3) i b^(3) ;B3(3)
9002 PS INT
I NT AT VAL
VAL "4", VAL "7"
"711 ;;B$Í
B$ í ii î) ;3$(2)
; 3$( 2) ;;3¿(
3¿ (l )1;B3(
) ; B*
i )(;B$l
1 ) ; lB-M
) ;1AT
) ; AT VA
L "5", VAL "7" ;3vC3) ;B^(S) ;3*(9) ;33(3J ;B$Î3;
90C3 PH
30C3
PIIMT
I NT AT 'vAL
VAL "8"
"8",,VAL
VAL '"7"7•'''; 33
; B3
Ct
2)
2;; ;B*B3
C 1)
C l;) ;B*3£
( ií)
i ); ;3333( lí)i;3 ;3333
i ii )i ;) ;ATAT VA
'"
" "
S005 ??vIMT AT VAL
O *v C
^
C •*
O v.'
O
-.' O A
j.
T
-N
- - N—\—T
\ Tv
v rr""
^
A
i A
A A
i .\ A
A
"5"
"7" ; B$ ( 1J ; 33 (2) ; 35(2) ; B3 ^ I ) ; 3£ ¿ 1 J ; aT
TT* \t\t ,"," 11tt
-- rr -- TT
'lM•-?· -it 7.i "C.t , •. *· ,c' "i '*' ., *· *- >
' ·" '. ., - j· "\ ,- 1- ·: ·-\ ' -i -%: ;~ .' T
i v> . ï' ·£í J"· ·í '- i' -i "- "3 3ï ï' «
' «, ' 1
ï . .**' T
T1
v Í1-*
rt—i
O
i V
V
rtA^
rtAj
í
il AJV k t- )J t» i->^
L>4> ^\ A
A f/ 1 A-"-*'
-U*«" V
V A í^ 1 DM> ^ *- J
> 1 -L-·ví' ï, 1 ï i rt -.
-L.
*» rr—
—
rt A
A
u
Ví "
" lo", VAL
T > t
7"'
''3)*B-í''
0
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'oiü^3 r A I *>4 A A A V Aij " o " i V AA^
AÉJ
w
~, "«C* 1
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A
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l | * ' - » l (
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1
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AX
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À* A i 14 A.
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11
it •*»
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) ' " *
' 7 " » £»3 ( 2 ) i ,D£ ( i ) í B¿ v A ) i u-v í M j i B-^ ( I ) ¡ A T VT A
í
l l· / V V O / 3 Amt *•*' ^ W J ï A J ' V V L J / ) ^ J **" * W ' ï AJ "V V w /
* ***
T • \ •*
t * * '""'* M
T T •> T
M * T ! ' | l » T 5 J ; l * ' ^ · T î £ ( ' " w , ' ·
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ijjV>OJjlJ'-*-l\v«>íliÁ>vlA¿— / > * J V v O ^ i « - * v
4
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t> : f z? \ - ^ ' • - . - - , -^ * ' r
. •• * f ~ . . i * i
ï A ^ - 4 ^ * v W > Ï A J - - * > < A ^ « ^ l A ^ - v ^ i ^ ; / 1 i *j ** \ v-« J i - _ > v \ *. ^ f
f
¿"ÍA
i w ^ V •_> J
VrtJ^
» AJ ^ V O -•'
^J
« V í'l A»*
i A J * V ^ A í— X l A V - t - ' v O x
i
1 -Ü "-£* x ~± >
l & %V V i «^ j1
l JM> "-P ^ *ï J í AJ "-^ ^ O }
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l ^ - ' í ) \ l · Ï x l rt i
V rt
612
' S " , V A L "~ ' ;3::( 12 s , 3 r ( 3 ) ;Bí f 3i î B î - C ? ' 1 - T J 4 > ( 12
L
:i53 PÜIVT AT VAL "9", VAL ""' " ; 33 ( 4 ) ; 2 î ' 3 ) ; 2$ ( 4 , ; 3£ ( 4 1 ; 35 '2 > ; AT
L "1O",VAL "7" ;B$f 3' ;??(3) ;3M 121 ;B$' T 1 ;3î(S ">
: i r 4 P ^ i r i T AT VAL " 1 3 " , V A L "7 " ; B& ., 4 ) ; 2 - í 4 ) ; B? I s ; 3S ( 4 ^ ; 2 î ( 3 ) ; AT V
~ L " 1 4 " , VAL "7" ;3$( 121 ; B $ ( 2 i ; B $ ( 8 ) ; 3 î - f 12) ; 3 3 ' : )
-
j ^«^I-ri ; ..TJT>
.,. j.- ¿»rm
< * .14 "ï- M
v ¿iÎ TLi
i 'Iv1 H^ jj
T
M 1— "
AI
II -» II • 15 St i C>
i D - r i o / i - j* T- •. -• i<J >i O. TJs -- ^ ^ i /l )-^O* ï! C. ^^; ,- ^i -- -^^t! f, ^" :>^• !, «^. ;T.
r
1
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f
M "18", VAL "7" ; 35(9 ' ;3$( 12 ; B M 3 ) ; ? î <?i ; E t i 8 • : -ÍETU3M
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t -\ *
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v*
V i
7
L "1",VAL '" " ;B5C3i i B $ f 11) ;Bí.f9) ïBS.O , Bt (11 ,AT VAL "2", V AL "7";
-C ^ 4 ) í 33 ( 3 j > 3C ', 3 ) ; 33 , T j ,3-5(3)
O'·^'-vo
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T> O T V'T
r .ï\ 1 1\ i
it i n T 1 *. T
-t , v rt L,
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n *
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L '5 " , VAL
7 , 3-5 ( 1 1 ï > 3» i 3 ) i 3-5 (11); B3 ( l i ) ; B* », 3 / » AT VAL
, 3 ï . 4 ) ; Bt ( 3 j ; 35 ( 4 ) ; 3Î ( 3 ) ; 3í í 3 )
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L "9", VAL
" ;BS(3) ;3$^9^ -,33f9) ;B$' 11 ^ ;3$(9 ; AT VAL "1?",VAL """' ;
24(3) ,3-5(4) i^)-5(3) iB-Ji-i) ;3>5s3j
:iJ4 P2INT AT VAL "12", VAL '7 " ; 3$ ( 2 ) ;B3 ' 2 ) ;3$ ' 2 * ; B$ ( 1 ; ; 35 ( 1 ) ; A
nL "13', VAL 7 ' ;33( 11) ; 3-5(3) ; 33 ( 1 1) ; 3O i 9 > ;3-5k :> , AT VAL '14", VAL "
" - t r ^ > > . ' "
· ~ i i · ' ^ | · ^ i ' C \ - O z ^ 1 i · T i + ^ f ™ ' \
, —• -• i, o / , Ï J - » ' \ ^ / , * > • * ' , — ' > , —i -•> v -à J , i ^ * ^ o >
•—
3205 ?SIi\T AT VAL " 1 3 " , VAL "7 ' ;B$ i 1 ) , 3£ ( 1 ) ;B¿ » 1 3 ;B$ ( i ) ; 34^ 2) ; AT V
- T
K i "7 M
nL,
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li
f T I
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,vn»j
í
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j.ij
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; . c > - v ^ 3 ) ï j i v i . 4 ) ; B - v k o ) ,¿-5114) ,jD-i'(4) • A— x-jjii*
¿23 1 ?S I ivT n T VAL " ü " , VAL " 7 " ; B-S ( 1 / , B-5 t 2 ) ; B* v i ) ; 23 ( 1 ; ; B-5 í 1 ) ; AT VA
l i n
-j
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i
ï l
l ' ~
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i
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i1-1
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l i3;i·1·'
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i O*? \ i. ± I i ¿j-9 \ i ± i i j^& \ -3 t t u •* \ ~ * t i U3> { ¿I i t n i
iu-'·+vCJ)^-Pv-.;,.j-vl,c!Ji£i-*·Vij. ïJj*i.j.-.
i ft A
M f '
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^
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i
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9253 P2IMT AT VAL "3", VAL "7 " ; 33 ( 1 ï ; 3 ? f 2 ) ; 3 1 ' 2 ' ; 3$ ( 1 ' ', r î ' 1 1 ; AT V
L " 2 " , V AL ' 7 " ; 3 ¿ ( 1 1 ) ,3-iO) ; L M 3 J ; B 3 i C * ; 3 * Í 9 : ; A T V A L " I G " , V A L " 7 " ;
•^ -- / -^ . Tl t: ' *^
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i
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4 f c
V
" L " 1 3 " , VAL " V " ; 3 $ ( 9 ^ ; 3 S ( l l ï ; 3 $ ( 3 ) ;3-Ï' 1 1 ) ;3*' ^ ' ; A T V A L " 1 4 " , VAL "
i
i.^v\4)>.~>C 3 ) i i ^ v ( o / i ^ v k o ) ; 3 3 \ 4 )
^2=5 ? ? I M T AT VAL " 1 6 " , VAL "7 " ; 33 ( 1v ; 3S ' 2 ) ; ï ï < 1 ^ ; B3 ( 2 ' ; 3 - ( 1 • ; AT V
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L "5",T-'AL ''7 '' ; 33 ( 12 ! ; ï ^ ' 1? "> ; Bí ' 12 ï ; 3$ ( 12 ) ', r ? ' 13 '• ; AT VAL "6", VAL "
7 " ; 3 5 f 2 : ; 3 5 ( 3 : ; 2 ? ( 4 ) ; 2 ï '• 3 ' ; 33 ( 4 )
5353 ??IMT AT VAL "3", VAL "7 " ; 3í '. 1 > ; B$ f 1 > ; ?^. ' 2 ^ ; S* ( 1 i ; B t f 1 i ; AT VA
T
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w
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L " l " , VAL "7" ;BvC 13) ;B4»( 12) ;B$( 1C) ;BÍ( 12) ,33Í 13) ;AT VAL "2", V AL "
7" ; ¿£(Zï ;30Í 4) ;3v(3) ; 33- ( 3 ) ;B¿(3) ; AT VAL "3" , VAL "7" ;3í (6) ;B3(5) ;3
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/
J j i ^ v * - ; t A O * l ¿ . J í Í j ^ \ A ; » * Í ^ t A * » * > » ; l r f . J T A A
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616
PROGRAMA PRUEBA
D
617
3>REH S*************************
4 REM * Programa "Prueba-D"
G CLEAR 63199: LOAD "MLS"CODE 63200,173: LOAD "sys64"CODE 6340
1967: LOAD "ESTÍMULOS" DATA B$()
3 POKE 23653,8: PEINT U5R 23760: CLS : PAUSE 1
9 LPRINT "PRUEBA-D:SINTESIS SEMÁNTICA"
10 INPUT "NOMBRE: ";N$: INPUT "EDAD: »;ED
11 LPRINT "SUJETO: ";N$;"
";"EDAD: "; ED
12 LPRINT "====================================================
15 LPRINT : LPRINT TAB 2;"Num.";TAB 10 ; "ENSAYO" ;TAB 20; "TR1";TA
B 32 ;"TR2";TAB 47 ; "RESP. " ;TAB 57 ; "SOLUC . " ;TAB 67; " I . C. " ;TAB 75; "F
T - *t mf-*
O i1» x O
**7
1 t
13
19
20
25
30
35
40
45
5C
51
52
LPRINT
REM ¿CONSIGNAS*
DIM C*(53,4,3): DIM Z(64,5)
POR 1=1 TO 63 STEP 2
FOR J=l TO 4
READ A$
LET C£(I,J)=A$
LET CSU + 1, J)=C$( I, J)
NEXT J: NEXT I
DATA " M A R R O N " , " " , " " , " "
DATA " V E G E T A L " , " ", " " , " "
* V ' *D * "*
O "
•' "
"li
Mn
B Af> <"pA ¿iA u AiiHi\
i i-j-iU
f
«
«
DATA " V E G E T A L " , " ", " " , " "
DATA " V E R D E " , " " , " " , " "
DATA. " M I N E R A L " , " " , " " , ""
T^ A ""H t
n T ^ T f^\ l>
L'ATA
ívJJU , M M , it il , II H
DATA " M I N E R A L " , " ", " ", " "
DATA " V E G E T A L " , " B L A N C O " , " " , " "
DATA " M A R R O N " , " S E C O " , » » , " "
DATA " M I N E R A L " , " A M A R I L L O " , " " , " "
DATA " J U G O S O " , - " V E R D E " , " " , " "
DATA " V E G E T A L " , " N E G R O " , " " , " "
DATA " S E C O " , " A M A R I L L O " , » " , " "
DATA " M I N E R A L " , " G R I S " , " " , " "
DATA " J U G O S O " , " R O J O " , " " , " "
DATA "VEGETAL","MARRON","JUGOSO",'
DATA "MINERAL","ROJO","SECO",""
DATA "MINERAL","VERDE","SECO",""
DATA "VEGETAL", "ROJO", "JUGOSO", ""
DATA "VEGETAL","AMARILLO","JUGOSO 1
DATA "MINERAL","ROJO","SECO",""
DATA "MINERAL","MARRON","SECO",""
T
54
55
53
C ""7
o/
53
59
60
61
62
63
64
65
66
67
63
63
70
71
72
73
1
618
74
75
76
77
78
73
80
81
82
83
84
85
86
37
DATA "VEGETAL","VERDE","JUGOSO",""
DATA "VEGETAL","AMARILLO","JUGOSO","BLANDO"
DATA "MINERAL","GEIS","SECO","DURO"
DATA "VEGETAL","KARBON","SECO","DURO"
DATA "MINERAL","INCOLORO","JUGOSO","BLANDO"
DATA "MINESAL","VERDE","SECO","DURO"
DATA "VEGETAL","NECEO","SECO","BLANDO"
DATA "VEGETAL","ROJO","JUGOSO","BLANDO"
DATA "MINERAL","BLANCO","SECO","DUEO"
DATA "MINEEAL","BLANCO","",""
DATA "VEGETAL","MOEADO","JUGOSO",""
EEM
LET FÜ"ÑT=o"Lff~ST 1=ÒT~LÍT~ST2=0
LET F$="
": LET G$=F£+F$: LET H$=F3-i-F$+F$+F$ : LET
83 LET U=3000: LET K=8050 : LET
S3 SEM
T\ •" M
1 li P^S4)
SC i/
i — i iO o4
O."
.u£. i
\ . T^> . F r
t i
££ LET £.i=G4
S7 SEX
33 F.E:;
w Li
11C FIvIKT : PSIKT "Este programa pretende explorai- tu conceutrac
i¿n y û.eii.oriâ tediante una serie de ejercicios."
115 FEIKT : FRIKT "Antes de comenzar cada, ejercicio escucharas u
r.a soital de aviso, al tieapo que aparece una ""ventana"" de fondo
blai.co subie la pantalla, en la que pone:"
120 FSINT : PKIKT : FSINT "
PREGUNTA:"
121 PLOT 8,80: DEAï 2CÛ.O: DSAW O,-24: DKAW -200,0: DSAW 0,24
125 PKIKT : FEINT "Para hacer visible- la pregunta presionaras 1
a barra-ESPACIC con el dedo pulgar de la mano'q.ue desees, con 1
o que aparecerá la pregunta,";
130 PEINT "la cual permanecerá enpantalla hasta que vuelvas a presionar de nuevo la barra-ESFAC10"
135 PEINT ttO;"PULSA TECLA PASA CONTINUAR": PAUSE 0: CLS
140 PEINT " Al presionar por segunda vez está barra, desaparecer
a la pregunta y te mostrara un cuadro con palabras."
145 PRINT : PRINT "Deberás observarlo y responder, en relación c
on la pregunta, SI o NO,";
150 PEINT "presionando la letra""S"" con el dedo indice de la ma
no dere-cha (en caso afirmativo), o bien presionando la letra ""N
"" con eldedo indice de la mano izquierda (en caso negativo)."
152 PEINT " Luego introducirás el numero de posición de la palab
ra correcta."
155 FEINT : PRINT "Los dedos participantes deberán estai sobre s
us coi respohclientestec las al oir la señal de aviso."
1GO PEINT : FEINT "Es muy importante que pienses bieu cual e¿ la
619
respuesta correcta, pero también lo es la rapidez de respuesta."
165 PRINT «0;" HARÁS UNOS ENSAYOS DE PRUEBA.": PAUSE 0: CLS
170 BORDER 0: PAPER O
200 REM
201 REH *PC)SICION DEL "ÏTEN CRITICO*
210 DIM A(68)
220 FOR J=l TO 68
230 READ X
240 LET A(J)=X
250 NEXT J
260 DATA 1,0,1,0,4,0,3,0,10,0,7,0,17,0,20,0
270 DATA 1,0,1,0,4,0,1,0,11,0,4,0,23,0,5,0
2SC DATA 1,0,1,0,3,0,2,0,6,0,13,0,14,0,18,0
230 DATA 1,0,1,0,2,0,1,0,15,0,12,0,3,0,7,0,4,0,1,0
234 RE;;
235 CL3 : BORDEE 0~ PAPER 0 ~
237 GG SUB 7CCC: REK ¿ENSAYOS DE PRUEBA*
seo REÍ: *KCDULO~LE"CÔKTROL*
O
Ow
O
¿_ w
T* !
TT
¿.v
..V
ii
305 BORDER 0: PAPES 0: CLS
310 IF EE=0 THEN GO SUB 4000: STOP
C oTG
IÍ\= IT i K i v AuD'Ko* )
^ Vt
I
• T > » rn
' *^ > T ™\ - L • f~* *
\
i
1 iij-i\
35C IF P(XEX)=1 THEN
^"7A
O Í W
T7^T'
*— '
*Wi\
O — A
T'·
AW
U't
li£.i ív^.!*—J - ij£.i 0 = 0 ^ - L¿. A i^z = *ir.~j.
oo^ ir r v o ; = ¿ i nu*
ooo v Tv T T
1 P
>•* f~S /••.
T "^
* « ^ T \
•WWW
* * —í »i
í-ir-ï—f
í^O
1
LET EE=EE-1: GO SUB 500: GO TC 300
¡r-^
fT"'»T»X"
T ^» ^*
h f ~™ » t
T .
T T^ "^
J
'^ >•
•
T T* ^
T™1 "^
^ *""
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O
1
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n Ot jT^'T?
'•· ^ *• A
rT7v
v^Ow ru U
*j c
wwv^
Hü
r^,^
."-ví-S^i.
^ST^ll
TT v c* * v ^
·~£.à\*-ífiIU-"
»J
T\TT<^»T/^
T\T^-r
o27 uü ió ouw ; r*r.M —AL i N x v - x ü i; nir- /N ^,
w^/w
C /"> ^~
T-,«,,
.,^-.^T^, „ ,,/-,í_, ,
^.\^.ii
-i'.wi\*-íri I Ofcj'i"
T T^ rn
^ /«,T'*^ti»\
/**.
^'^
T^ •*•
t*Co Li j. r v NUA ; -O
• * a^Ei
K5-II
tr-^
515
520
530
540
550
560
565
570
575
530
591
592
594
5S5
596
610
T>^T".T7p
p-
1
p^'DTT
II
^'
LET PR=INT ((NEN/16)+ .99):•LET CB=NEN-(16*(PR-1 ))
PAUSE 100: BEEP .5,7: PAUSE 50
PRINT PAPER 7 ; AT 8,1;"
PRINT PAPER 7;AT 9,1;" PREGUNTA:
PRINT PAPER 7 ; AT 10,1;"
PRINT PAPER 7;AT 1 1 , 1 ; "
PAUSE 0
IF INKEY$=CHR* (32) THEN CLS : GO TO 576
IF INKEY$OCHR$ (32) THEN GO TO 565
PRINT PAPER 7;AT 7,0;"
PRINT PAPER 7;AT 8,0;"
PRINT PAPER 7;AT 9,0;" HAY ALGO QUE SEA
PRINT PAPER 7;AT 10,0;"
PRINT PAPER 7;AT 11,0;"
PRINT PAPER 7;AT 12,0;"
PRINT PAPER 7 ; AT 8,2 1 ;C3(NEN, 1)
?"
620
012
614
616
617
620
625
635
640
645
650
655
GSO
670
C'TC'
D i --í
PEINT PAPES 7;AT 9,21;C$(NEN,2)
PEINT PAPES 7;AT 10,21 ;C$(NEN,3)
PEINT PAPES 7;AT 11,21;C$(NEN,4)
PLOT 159,113: DSAW 76,0: DRAW 0,-34: DSAW -76,0: DSAW 0,34
PSINT USS 63295
LET D1=((65230*PEEK 63291)+(PEEK 63292+256*PEEK 63293))
CLS : PAUSE 1
POKE 23557,8: POKE 23560,65
PSINT USS 65321
GO SUB 1000-rNEN
LET R$=CHS$ (USS 63200)
LET D2=((S52SO*?EEK 63291)+(PEEK 63292+256*PEEK 63293))
IF R$="!l" mTHEN LET1 S5="S": GO TO 630
T
i ir
A
r»
r —"T
&**"—
¿à "
iUT*'
n¿»i%
G32 IF S$="S" THEN
95
G£o IF S$="S" THEN
T
P""j.
Í4Í
rA**»—
-t — M i\»T H
IF NEN=C7 OS NEK=&3 THEN
LET N U Î U 1 : GG TO 6
IF NEN=S5 OS NEN=6G THEN
GO SUB SOG: I N P U T
'•"•o
1 <J
y
T1 î — " c* n
¿» * — kJ
A * "r, r*
,·—
iT'C
r •"*w TI
ü /v.— *>i Aivl;
UTÎJD'x
—y^±
6c7 IF SS;="S" THEN
RC^ IF R$="K" THEN
Tiï-T
nTi *u*
r
T"w" i' VKTo* *; /. —
L·±.
— i.
i-
r»unU
r
^n
Q
J.U ÍT*od
GO SUB 800: INPUT "CUAL ?";NUK: GO TO 635
LET NUK=0: CLS : PAUSE 1
1
^ C. C
n^O
T%*TTf-»''7
't'T
C*í^~·'~'7
oib oi-o
- . Trtooli
i *- . rTAi ' D
A Iv
i UT oT ^K^ T oooo
f
->i \r,
/ >/*,J
"w
ru
•-»'-/^
(-*T-^
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"--^tr
AOO*"! "*
u">^%
w ¿vi;
o^/Ou
• ¿.cu
—Ti lfJiTX^ ·A^ Ti ^i liTr^. \ri A
i i u n i v n iT\^I^»/-\,-«
>niUo —
r.ZTUSI»
IF FLA3=1 AND NSK=S5 OS KEX=SS THEN SETUEN
IF F L A G = 1 AND NEN=67 OS NEX=6S THEN R E T U R N
io~
7SC
30C
805
í?
> ¡ ^ ¿*. w
- , /' w
• «O• »- .
OÜ.D
r-T?v.' — ¿Tv '/ 'i »A T
, " L»n
T * r*£*O.TO.tLiDi.tt
'PT'^P'I'H'Q'™* —
A^.ii
r ftLTi H
1
.
j -t-\ ¿¿.^
o ^. J
i, — j. O Zx A
i.\i \j>j
( » AI
1001 GO SUB U : PEINT
1002 GO SUB U PSINT
FEINT
1003 GO SUB
1004 GO SUB I
PSINT
1005 GO SUB 1
PSINT
9 i ; B * ( 3 S ) : RETURN
1006 GO SUB K : P E I N T
6 ) ; 3 t ( 4 6 ) : RETURN
FEINT
FATES
PAPEE
PAPEE
PAPES
PAPES
7;AT
7;AT
7;AT
7;AT
7;AT
10, 14 ;E$(38): RETURK '
10, 14;B$(58): RETURN
10, 14 ;B$(14): SETUSN
10,14 ;B$l IS) : RETURN
8,10 ;B$(29);B$(29); AT 10,10;B$(2
PAPEE 7;AT 8, 10;B$(46);B$(46); AT 10,10;BSC4
FAFES 7;AT 8, 10;B$(61 );B$(61); AT 10,1C;B*(5
, JJ·V
IOCS GO SUB K: PEINT PAPES 7;AT 8, 10;B$(2);B$(2); AT 10,10;Bî(2);
BS',2): RETURN
3 COS GO SUE E: FEINT SAFES 7;AT 5, 7 ; B* ( 36 ) ;B$ ( 3S ) ; 3 i ! 3G ) ; B* ( 33 ) ;
;AT 7, 7; Bit 36) ;Bf-(3S) ; 63(36) ;B$ (36) ;AT 9, 7 ; B$( 36 ) ; E$ (35) ;Bî ( 36 ) ; E
í !1Z: ;AT i 1,7;Bi(36);B$(3Ê5 ;Bí ;36) ;B*(3Q) : RETURN
1010 GO SUB E: PEINT PAPES 7 ; AT 5, 7;B* ( 9 ) ; B$ ( 9 ) ; Be (9 ) ; B$ ( 9 ) ; ; AT
7 , 7 ; Ei í S ) ; B5 í 3 J ; B* i 9 ) ; B* ; 3 ; ; AT 3 , 7 ; B$ ( 9 ) ; B í ( S ) ; 3* ; 3 ) ; B* ( S : ;
621
7 ;BS(9);BS(9);B$(9);B$(9): RETURN
1011 GO SUB E: PRINT PAPER 7 ; AT 5,7;B$(51);B$(51);B*<51);BS(51);
;AT 7,7;B$(51);B$(51);B$(32);B$(51);AT 9,7;BS(51);B$(51);B$(51);B
$(51);AT 11,7;BS(51);BS(51);BS(51);B$(51): RETURN
1012 GO SUB E: PRINT PAPER 7;AT 5,7 ;BS(62);B$(62);B$(62);BS(62);
; AT 7,7 ;B$(62);BS(62);B$(62); 3$(62); AT 9,7 ;BS(62);BS(62); 3$(62); 3
$(62);AT 11,7;BS(62);BS(62);B$(62);B$(62): RETURN
1013 GO SUB D: PRINT PAPER 7 ; AT 5, l;BS(50);BS(50);B$(50);Bî ( 50);
BS(50);;AT 7,1;BS(50);BS(50);BS(50);B$(50);B$(50);AT 9, 1;BS(50>;B
$(50);BS(50);BS(50);BS(50); AT 11,l ;BS(50);BS(69);BS(50);BS(50); B*
(50);AT 13,1;BS(50);BS(50);BS(50);B$(50);BS(50): RETURN
1014 GO SUB D: PRINT PAPER 7 ; AT 5,l;BS(64);BS(64);B$(64);BS(64);
BS(S4);;AT 7,1;BS(64);BS(64);BS(64);B$(64);BS(64);AT 9,1;BS(64);B
S ( 64 ) ; BS ( 64 ; ; 3S ( 64 ) ; ES i, 64 ) ; AT 11, l ; BS ( 64 ) ; BS ( 64 ) ; BS ( 64 ) ; B
(54);AT 13,1;BS(Ô4);3S(54);BS(64);B$(64);B$(64): RETURN
1015 GO SUB D: PRINT PAPER 7 ; AT 5, l ; 3$í 50);ES(60);BS(60);BS(60);
ES. ( 60 ) ; ; AT 7, l ; BS ( 60 ) ; BS ( 60 ) ; BS ( 60 ) ; 3$ ( 60 ) ; 3$ ( 60 ) ; AT 9, l
e ( SC ) ; Be ( SO ) ; El- ( £0 ) ; ES C 60 ) ; AT l i, l ; BS ( 60 ) ; BS ( 60 ) vES ( 60 ) ; BS C 60
(23);AT 13,i;LS(30);BS(60);BS(60);3S(60);BS(60): RETURN
101C GO SUB D: PRINT PAPER 7 ; AT 5, 1;BS(34);BS(34); 3$(34);BS(34);
Bar(34) ; ;AT 7, 1;B$(34) ;BS(34) ;B$(34) ;B$(34) ;BS(34) ;AT 9, 1;B$(34) ;B
S(24);BS(34 Î ; ES(34); EC i34); AT 11, 1 ;BS(34);BS(34);3S(34);B$(34); 3$
( 34 Î ; AT 13, 1 ; 35 '. 34 ) ; EC ( 34 5 ; 3$ ( 34 ) ; BS ( 34 ) ; BS ( 34 ) : RETURN
1C 19 GO SUB U: PRINT
PAPER 7 ; AT ió' 14 ;BS(36) : RETURN
1010 GO CUB U: PRINT
1020 GO SUB V: PRINT
1021 GO SUB K: PRINT
PAPER 7 ; AT 10, 14 ;BS( 10): RETURN
PAPEE 7;AT 10, 14 ; Bï ( 49 ) : RETURN
PAPER 7;AT S,1C ;BS(33); ES(23); AT 10,10;BS(1
w > i ÁJ -v \ *•* w / »
ÍA Z. ~ w JT\ ÍH
1022 GO SUE K: PRINT
PAPER 7;AT 3, 10;BS(23);BS(33); AT 10,10;BS(2
1C23 GO SUB K: PRINT
PAPER 7 ; AT 3, 10 ;3S(71);BS(20); AT 10,10;3$(6
1024 GO SUB u: PRINT
0);BS(63): RETURN
PAPES 7;AT S, 10 ;BS(63) ;BSí 27) ; AT 10,10;BS(2
1C2Ô GO SUB E: PRINT PAPER 7;AT 5,7 ;BS(11); 3$(16);B$(11);BS( 16);
;AT 7,7;B$(S4);B$(11);BS(64);BS(IS);AT 9,7;BS( 11);BS(64);BS(46);3
í(64);AT 11,7;BS(16);BS( 11);BSC64);BS( 16): RETURN
1026 GO SUB E: PRINT PAPER 7;AT 5,7;BS(11);B$( 16);B$(64);BS(11 );
;AT 7,7;BS(16);BS(11);B$(16);BS(64);AT 9,7;BS(11);B$(64);3$(64);B
S(11);AT 11,7;3S(64);3$(16);BS(11);B$(16): RETURN
1027 GO SU3 E: PRINT PAPER 7 ; AT 5,7 ;BS(6);BS(43);BS(33);BS(40); ;
AT 7,7;B$(49);3$(39);B$(6);B$(49);AT 9,7;B$(39);B$(6);B$(49);BS(3
9);AT 11,7;3S(S);BS(33);BS(6);BS(43): RETURN
1028 GO SUB
622
(48);AT 13,1;B$(53);B$(485;B$(59);BS(53);BS(53): RETURN
1030 GO SUB D: PRINT PAPES 7;AT 5,1;B$(48);BS(53);BS(58);BS(48);
BS(53);;AT 7,1;B$(53);BS(58);BS(48);BS(53);B$(48);AT 9,1;BS(4S);B
$(53);BS(53);BS(48);BS(53); AT 11, 1 ;BS(58);B$(48);BS(58);BS(53 5 ;BS
(48);AT 13,1;BS(53);B$(58);B$(48);BS(58);B$(48): RETURN
1031 GO SUB D: PRINT PAPER 7;AT 5,l;B$(34);BS(393;B$(34);BS(39);
BS(65); ; AT 7,l ;BS(70);BS(39);BS(70);BS(34);BS(39); AT 9, l ;B$(39); B
$(70);BS(34);BS(393;BS(703;AT 11,1;B$(70);BS(34);BS(39);BS(70);3S
(34);AT 13, 1;BS(39);3$(34);B$(70);BS(34);BS(70): RETURN
1032 GO SUB D: FEINT PAPER 7 ; AT 5,l;B$(70);BS(70);BS(34);BS(39);
BS(34); AT 7,l ;BS(34);BS(70);BS(39);BS(70);BS(39); AT 9,l ;BS(70);BS
(33); 3$(34);BS(70);BS(39); AT 11, l ;BS(34);BS(70);BS C 39);BS(34);BS(
335;AT 13, l;BS(39);BSC34);3S(703;BS(33);BS(70): SETUSN
TT
T? r*- " ï T T*
i ^ O O GO boji U '• r x». i i\ i
PAFES 7 ; A T 10, 14;3S(49) : RETURN
GG «•»••a U
r .u j. u i
lVO*X
PAPES 7;AT 10, 14;ES( 12) : SETUSN
tt
:
GO
F E I N T PAPES 7 ; A T 10, 14;B$(63) : EETUEN
f r\ c ¿C
0.^^-0 GG O Ü D U : FSINT
PAPES 7; AT 10, 1 4 ; B S C 6 3 ) : SETUSN
tr
1 f\^~V
1 wO f GC O O Z* l\ : F E I N T
PAFES 7; AT o, 10;B3Í69) ; B $ ( 5 i ) ; AT 10,10 1 BS ( 2
7 \) ; ^\r>~.*.: ( 33) : SE "JSN
* /^oo
i W w C GO SUB K r: FSINT
PAPES 7;AT 8, 10;E3(30) ;B$(51) ;AT 10,10 % BS ( 6
3 i ; Bî• ( G 3) : SE ""JSN
1033 o ^ C""*>
ww^> K
FS INT PAPES 7 ; A T S, 10;BS(35) ;BS( 19) ;AT 10,10 * 3$ ( 5
« /> <~M-%
C"T"D
« rv/-\ m
T'T' ^ t'T«
•^ W *>
C"TT!
« /*VOC
1
/•• T " -^s
rr>
U W
i y * A^^ ( ""
i r\ ^ ^ GO
r**
K ; •p 7\ * »IT« PAFES 7 ; A T 8, 10;3$(37) ;BS(57) ;AT 10,10 1 BS ( 2
c > ; «j*i ^ i 7) : SE ¿ uSi\
/• ."i
i¿Ui
f\ f *i. GO SU 3 £ ; FSINT PAFES 7 ; AT 5 , 7 ; BS ( 69 ) ; BS ( 45 ) ; BS í 43 ) ; BS ( *±V
)
. .« T> "7
, f-> i
1 ,7 ; B î ( 10 ) ; B S ( 3 9 ) ; E $ ( 4 5 ) ; B S ( 4 0 3 ; A T 9,7 ; Bs( 70) ;BS ( 69) ;BS( 4 03
B
/> o \ •
Î f *. O > c i' O
p**
| ( 70 ) ; BS í 63 ) : SETUSX
•^
O .'> ;A'r
u » ' * B •4-r \f -uu
i > B V V 1 W t BS
¿^
TT T* 7 ; AT 5, 7 ;BS ( 40 ) ;BS( 69 ) ;B$ ( 7 0 ) ; BS ( 40
10-i_ uO oUB E PS I NT ^
« H
j. I-A\
» A o. í ,7 ; E $ ( '45 )
;ES( 10) ; BS ( C3 ) ; AT 9 , 7 ; BS ( 69 ) ; BS ( 53 ) ; B* í 4 0 ) B
11,7;B$(70);B£(10);3$(48);B$(e9): RETURN
1043 GO SU3 E: PRINT PAFES 7;AT 5,7;B*(27);B$(69);B$(27);B$(6S);
;AT 7,7;B$(54);Bï(35);B$(69);B£(22);AT 9,7;B$(51);BS(22);B$(54);B
ï í 35); AT 11,7;B2(63Î ;BS(51) ;3a.(6S5 ;B$(27) : SETUSN
1044 GO SUB E: PRINT PAPES 7 ; AT 5,7 ;B$(51 );BS(66);B$(69);B$(22);
; AT 7,7 ;BS(54);B*(27);B$(35);B$(69); AT 9,7 ;B$(35);B*(54);B$(27); B
$(6S);AT 11,7;B$(22);B$(27);B$(66);B$(51): RETURN
1045 GO SUB D: PRINT PAFES 7 ; AT 5, 1 ; B$ ( 59 ) ; BS ( 49 ) ; B$ ( 16 ) ; BS '- 58 ) ;
B$( 12);;AT 7,1;B$(17);B$(46);B$(17);B$(49);B$( 17); AT 9, 1;B$( 16);B
$(71);B$(46);B$(63);B$(16);AT 11, 1 ;B$(12);B$( 16);B3(12);B*(71);3$
(46);AT 13, 1;B$(49);B$(71);B$(46);B$(17);B$(59): RETURN
1046 GO SUB D: FSINT PAPER 7;AT 5,1;B$(49); 3$(12);B$(71);B$i 17);
B$(46);AT 7,1;B$(59);B$(17);B$(16);B$(49);B$(12);AT 9,1;B$(49);B*
( 16);BS(59);B$(4S);BS(59);AT 11, 1 ;B$(71 );B$( 12);B$(16);B$(43);B*(
71);AT 13, 1;Bit 49);Bi(16);B$(46);B$(59);B$(17): RETURN
1G47 GO SUB D: FEINT PAPES 7;AT 5,1;B$(39);BS(23);34(4S!;B¿(27};
B$! 45 ! ; AT 7, 1 ;B$(45);BS(33);BS(27);Bi(39);BS(47); AT 9, 1 ;B$! 40);B$
( 23 ) ; Bî- ( 33 ) ; BS ( 45 ) ; B¿ ( 43 ; ; AT 11, 1 ; E$ ( 23 ) ; B$ ( 48 ) ; B¿ ( 71 ) ; B$
23); AT 13, 1;B*(27) ;Bî-(47) ;B*(47) ;BS(27) ;B3(40) : SETUSN
J. V3V
<-M T T5
OOJJ
A λ. i l\ í
1
í
1
^
)
.
* iT»
*^
1
r« *^
UW
r* TT ~
O^^
1<rs
.
jj •
^•n-r*i»Fn
JTXiiiVl
T>*'r>Trw'
I ni £.r»
*7 . * **"»
i i fi *.
C
1.·D·*^'^O^.^··TÍ/*C;^.Tî-±,'''^^.T^-.,··-^· f c 7^.
—-,i.ii/'4-\OCJ;iO^'^'iOJiJj-^\':as>y»iJ^^^i;i
«
623
B$(23); ; AT 7,l ;B$(48);B$(47);B$(23);B$(39);B$(40); AT 9, l ;B$(45 ) ; B
$(39);BS(48);B$(45);B$ C 45); AT 11, 1 ;B$(48);B$(27);B$(47);B$(23);B$
(23);AT 13,1;B$(27);B$(40);B$(45);B$(47);B$(47): RETURN
1049 GO SUB U: PRINT PAPER 7 ; AT 10, 14;B$(21): RETURN
1050 GO SUB U PRINT PAPER 7;AT 10, 14;B$(40): RETURN
1051 GO SUB U PRINT PAPER 7 ; AT 10, 14 ; B$ ( 32 )
RETURN
:
1052 GO SUB U PRINT PAPER 7;AT 10,14;B$(23): RETURN
1053 GO SUB K PRINT PAPER 7;AT 8, 10;B$(4S) ;B$( 10) ;AT 10,10;E$(7
> ;BS(3) RETURN;
1054 GO SUB K: PRINT PAPER 7;AT 8, 10;B$(50) ;B$(7) ;AT 10,10;B3í33
) ; B$ ( S )RETURNí
1055 GO SUB K: PRINT PAPER 7;AT 8, 10;B$(2) ;B$(3) ;AT 10,10;BS(51)
; B3 ( 43 .•5 AÏ, i O A•j
105G GO SUB K: PRINT PAPER 7;AT 8, 10;B*( IS) ;B£(23) ; AT 10,10;LS-(2
S);B*(71): RETURN
1057 GO SUB E: PRIN
PAPER 7; AT 5,7;B$(57) ;B$(51) ;
';B$ í 53 )
; AT 7 , 7 ; BS ( 23 ) ; 3* ( 40 ) ; B* ( 33 ) ; B3 ( 26 ) ; AT 9 , 7 ; B* ( 32 ) ; B$ (
$ C 35 ) ; AT 1 1 , 7 ; B$ ( 5 ) ; B$ ( 43 ) ; B£ ( 27 ) ; B3 ( 5S ) : RETURN
1053 GO SUB E: PRINT PAPER 7;AT 5, 7 ; B$ ( 5 1 ) ; BS ( 30) ;B$ ( 70 ) ;B3 ( 23 )
;AT 7,7;B$(4C5 ;E$(59) ;B$(26) ;BS(41) ; AT 9,7;B$C32) ;B£(35) ;B$(53) ;B
$(48) i AT 11,7;B$(39);BSC57) ;B$(43);B$(5): RETURN
T^Q
•£• .
PRINT PAPER 7;AT 5, 7;Bi( 52) ;B£(31) ;BS( IS ) ;BS( IB ) ;
1053 GO CM
*JU¿ Ü •
;AT 1',7;;BS(24) ;B$(43) ;B$(64) ;B$(3) ;AT 9, 7;B $(33) ;B $(6) ;B $(59) ;B $(
25) ; A.T ]. 1 , 7 ; Bi
i ;E$i[425 ;B$ (56) ;BS (445 : RETURN
: 12)
10GO GO SUB E: PRINT PAPER 7;AT 5, 7;BS( 43) ; BS ( 24 ;BS(S)
)
;B$(64) « 1
* T
*~t "7 • T
/-. . i , t 1 ¿.'
4 k 44 ) Bî; ( 12 ) AT
,$( IS) ;ï/*»' V <J¿. ) \ ü
; 9. f Í j->
1
» « i x > ri-
1CS1 GO SUB E: PRINT PAPER 7; AT 5, 1 ; Bî ( 35 ) ; BS ( 4 1 ) ; E$ C 12 ) ;E* ( 20 )
BS ( 5 1 ) ; AT 7 , 1 ; Bí ( 27 ) ; B$ ( 66 ) ; Bí- ( 45 ï ; BS ( 69 ) ; B$ ( 12 ) ; AT 9 , 1
(45);BS(23);BS(20);3*C17)
11, l;B5(20) ;B*(72)
12) ;B*(63) ;Bí (
7); AT 13, UBSC27) ; BS ( 3 ) ;Bi(72) ; B$ ( 4 1 ) ;B$(27) : RETURN
1062 GO SUB D: PRINT PAPER 7 ; AT'5, 1 ;B3(355 ; 3*(SS5 ;Bi(S3); Be(305 ;
BSÍ72);AT 7, l;B$(41);B$C 12);B$C7);B$(45);B$(51);A7 9, 1;BSC23);B$(
S); ES(S3); ES(35 5 ;B$(72 5 ; AT 11,1 ;BS(20 5 ; B* C 20 5 ;B$(27 5 ;B*(3 5 ; ES(20 5
;AT 13, 1;B$(72);B$(30);B$(45);B$(66);B$(35): RETURN
1063 GO SUB D: PRINT PAPER 7;AT 5, 1 ;B3(41 );BS(3);B*( 1 );BS(31 ) ;E$
(1);AT 7, 1;BS(40);B$(42);B$(40);BS(3);B$(59); AT 9,1;B$(53);Be(715
;ES(31);BS(71);B$(31);AT 11, 1 ;B$(23);B$(44);B$(40);B$(44);B3C17);
AT 13, 1;B$(13);33(6);B$(27);B3(56) ;B$i67): RETURN
1064 GO SUB D: PRINT PAPER 7;AT 5, 1 ;B$(675;B$(445;B$(31);B£(235 ;
B3(1); AT 7,1 ;BS(27);B$(40);B$(59);BS(23);B$(56); AT 9,1 ;BS(56 î ; B*(
17);Bî(IS); ES(405;B*(18);AT 11,1;B$(675;B$(23);B£(44);BS(675 ;B3(£
);AT 13, 1;B$( 17);B$(41);BS(3);B3(71);B$(3): RETURN
1065 GO SUB K: PRINT PAPER 7 ; AT 8, 10 ;B$(16);B$(235 ; AT 10,1C;BS(4
6);B$(15) RETURN
l/-./-»/-* p n OT
l w oo üu b
:INT PAPER 7;AT 3, 10 ;B3 (23) ;B$ ( 155 ; AT 10',
*^ s*, i o "^ ^
C \) .
; r.* v 2o )
U: PRINT PAPER 7 ; AT 10, 14;B*( 13)
\j • PRINT PAPER 7 ; AT 1C,
Z\£* i b I^i*
1999
2000
2010
2020
2030
2035
2040
2045
2050
2060
SEH
REH -EVALUACIÓN DE LA RESPUESTAIF NEN/2=INT C NEN/2) THEN LET E$="N"
IF NEN/2< >INT ( NEN/2 ) THEN LET E$="S"
IF E$=R$ THEN IF A (NEN )=NUK THEN LET V=l
IF E$=R$ THEN IF A (NEN )<>NUH THEN LET V=0
IF ESO R$ THEN LE V=0
IF FLAG = 1 THEN GO TO 2065
LET r•PT'>'
uix.T=FUNT+V
LET Si i =3T1+D1: Lui Si 2=ST2+D2
«¿.WsJv
RETURN
A. iO^ EEH
-*-, .^
* •C·rt I V
*T* *"\ ^N '"*.
vJ W
%J
REX :i- 1 K * *\ IKE y rtAw
H A
3010 LET CON T=S4--2E
¿2 ™' T* /^
30 15 PRI i\ * U 3R ^s
¿«w i sJV
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w \¿ »i-Vj
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5022
5023
502-1
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5027
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3iCC;\1 «
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20 i 3T 1 ; "
j
"; TAB 32 > ST^. ;
S: PAPER 6
PRI NT A 10, 1 ; "PRE:L jA R A i/<3 PARA GRABAR DATOS"
PEINT SO;"PULSA TECLA PASA GEABAS": PAUSE 0: CLS
SAVE "DAT03:S-P" DATA ZU
PEINT AT 10,l ;"REBOBINA. ESTOY EN VERIFY"
VERIFY "DATOS:3-P" DATA ZO
PRINT ' COíxA£.o J.Û ü
*m
T% *>> "^ ^^
B /"^uADx;.\
f\
0:
^"% A *^ T™ ^
rArEA
0
FOR i=l TO 63
BORDER C: PAPER 0
r AI i« i. PAPER 7; INK 0;C$( i, D
n •* '^ i, 2)
PRINT PAPER ^?i .» i A IX C 1.U*
/».
PAPER 7 ; l K A V ; C* í i,3)
PRINT PAPER 7; INK 0;C$( i, 4)
PRINT O O *v O O 321
s
T? •»-» T HT^^
T v - t»
^ —* T lit m
I li i 1\ 1
» »t T »
; TA
625
5C30>GO SUB 1000+i
5032 PRIMT USB 65337
5C35 GO SUB 3200
5040 PS INT SO;"PULSA
5050 NEXT i
5333 SEM
"; i : PAUSE 0: CIS
7COC SEX *ENSA"YCS""DÊ" PSÛÊBÂ*
7005 EOSDES 0: PAPES 0
7010 LET FLAG=I: LET CONT=O
7020
7030
7C35
7040
7050
7055
70SO
7070
LET NEN=65
GO SUB 510
CLS
LET NEN=S8
GO SUB 510
CLS
LET NEN=SS
GO SUB 510
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i a x / «,- -i¿.
i o i n i (• ,C1 '^. "1' . /1».' ^0 *"7 i ,
" í< • O
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rP ^ATi»i«f T1
3 2- ; 1 ^
I
1
A iT O
itA
o
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r> ' i" oo t ^ t^o .. il ^i w
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4
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11, 1C ¡ lo i AT 1 1 « 24 í i o • i ï\ v ^Xv_í¿ O • 2x,TJSi\
3200 FEINT ÏKK C;USS 65337
9201 PSIN'T PAPSB 7; INVEP.SE 1 ; AT 5,0; 1;AT 5,6;2;AT 5, 12;3;AT 5,1
S;4;AT 5, 24; 5
3205 PEINT PAPES 7; INVESSE 1;AT 7,0;6;AT 7,8;7;AT 7,12;8;AT 7,1
S;9;AT 7,24; 10
9210 PEIK7 PAPES 7; IKVESSE 1;AT 9,0;11;AT 3,6;12;AT 9,12; 13;AT
9, 13; 14;AT 9,24; 15
9215 PSIKT PAPES 7; IKVESSE 1;AT 11,0; 16; AT 11, 6; 17; AT 11,12:13;
m
n* A
11
1Q
T
*
*t *
w *•A1wOt •
fA
il
I t *?£
- *****
i
ii|*.
í»fc.V
3220 PEIKT PAPES 7; IKVES3E 1;AT 13,0;21;AT 13,6;22;AT 13,12;23;
AT 13,18;24-;AT 13t24;25: INV2R5E O: RHCUHN
626
SUBRUTINAS:
- GRÁFICOS DEFINIDOS POR EL USUARIO (B.D.U.)
- PRUEBA DE DISCRIMINABILIDAD
- MILISE6UNDERO (MLS)
62?
\Lt i£t vp J< lAí Uj vL- -i» •Jj vU %lj •J' ^ *V ^V -t* '-¿' ^V "-t '•l· ^4f 4^ ^P
2
3
4
5
6
7
8
9
10
DATA
14
15
DATA
19
20
DATA
24
25
DATA
REH
REH
REH
REH
REH
REH
*
* SUBRUTINA G.D.U.
*
* CARACTERES DE
* DOBLE GROSOR
*
REH -Xfinal·layuscula (A-grafica)RESTORE 10: FOR N=0 TO 7: READ A
130,68,40,16,40,68, 130,0
REH -XgruesaHayuscul(B-Gr)RESTORE 15: FOR N=0 TO 7: READ A
195, 102,60,24,60, 102, 195,0
REH -XfinaHinuscul(C-Gr)RESTORE 20: FOR N=0 TO 7: READ A
0,0,72,48,48,72,0,0
REH -XgruesaHinuscul(D-Gr)RESTORE 25: FOR N=0 TO 7: READ A:
0,0, 108,56,56, 108,0,0
POKE USR " "+N,A: NEXT
POKE USR
"+N,A: NEXT N:
POKE USR
+N,A: NEXT
POKE USR
"+N,A: NEXT
.¿O
29 REH -TfinaHayus (Egrafica)
30
DATA
34
35
DATA
39
40
DATA
44
45
DATA
RESTORE 30: FOR N=0 TO 7: READ A
RESTORE 35: FOR N=0 TO 7: READ A
255,255,24,24,24,24,24,0
POKE USR "
11
+N, A: NEXT N
REH -TfinaHinus (Ggrafica)
RESTORE 40: FOR N=0 TO 7: READ A
16,16,124,16,16,20,24,0
POKE USR " "+N, A: NEXT N
REH -TgruesaHinusCHgraf ica)
RESTORE 45: FOR N=0 TO 7: READ A
24,24,126,126,24,26,30,0
48 REM
49
50
DATA
54
55
DATA
59
60
DATA
64
65
DATA
DO
69
POKE USR " "+N, A: NEXT N
254, 16, 16, 16, 16, 16, 16,0
REH -TgruesaHayus (Fgrafica)
POKE USR " "+N, A: NEXT N
¡K^^itC^ïfCïKîtC^^^^îfc^^^^îJC;^;^^^^
REH -Hf inaHayusC Igraf ica)
RESTORE 50: FOR N=0 TO 7: READ A:
130, 130, 130,254, 130, 130, 130,0
REH -HgruesaHayus( Jgraf ica)
RESTORE 55: FOR N=0 TO 7: READ A
195, 195, 195,255,255, 195, 195,0
REH -Hf inaHinus(Kgraf ica )
RESTORE 60: FOR N=0 TO 7: READ A
64,64,64,120,68,68,68,0
REH -HgruesaHinus(Lgraf ica)
RESTORE 65: FOR N=0 TO 7: READ A
96,96,96,124,126,102,102,0
REH % ^ % *t* *K ^ ^ ^ îjc ^^K ^ ^ ^^c ^ % %• ^ ^ ^ % ^
REH -Vf inaHayus(Hgraf ica)
POKE USR " "+N,A: NEXT N:
POKE USR " "+N,A: NEXT
POKE USR " "+N,A: NEXT H
POKE USR " "+N,A: NEXT N
628
70 RESTORE 70: FOR N=0 TO 7: READ A: POKE USR " "+N.A: NEXT N:
DATA 130,130,68,68,40,40,16,0
74 REM -VgruesaHayusCNgrafi)
75 RESTORE 75: FOR N=0 TO 7: READ A: POKE USR " "+N,A: NEXT N :
DATA 195,195,102,102,102,60,24,0
79 REH -Vfinal·linus(0grafi)
80 RESTORE 80: FOR N=0 TO 7: READ A: POKE USR " "+N,A: NEXT N:
DATA 0,0,68,68,40,16,0,0
84 REH -VgruesaHinus(Pgrafi)
85 RESTORE 85: FOR N=0 TO 7: READ A: POKE USR " "+N,A: NEXT N:
DATA 0,0,102,102,60,24,0,0
99 REH ***********************
100 PRINT "
110 LOAD "ANAL-PCTV"
120 RUN 1
629
- PRUEBA DE DISCRIMINABILIDAD
650
6000>KEM *FRUEBA DE DISCRIMINABILIDAD*
6010 GO SUB 6500
6020 PRINT
6030 PRINT TAB 3; INK 1 ;"T";TAB 8; INK 2;"M";TAB 13;
B 18; INK 2;"E";TAB 23; INK 1;"X";TAB 28; INK 4;"m"
6040 GO SUB 6510
6050 PRINT "Que letras son ROJAS ?"
6060 GO SUB 6520
6065 REH
6070 GO SUB 6500: PRINT
6080 PRINT TAB 3; INK 2;"x";TAB 8; INK 4;"v";TAB 13;
B 18; INK 2;"E";TAB 23; INK l;"t";TAB 28; INK 4;"T"
6090 GO SUB 6510
6095 PRINT "Que letras son AZULES ?"
6097 GO SUB 6520
6098 REH
6100 GO SUB 6500: PRINT
6105 PRINT TAB 3; INK 2;"x";TAB 8; INK 4;"v";TAB 13;
B 18; INK 2;"E";TAB 23; INK l;"t";TAB 28; INK 4;"T"
6110 GO SUB 6510
6115 PRINT "Que letras son VERDES ?"
6120 GO SUB 6520
6122 REH
6130 GO SUB 6500: PRINT
6135 PRINT TAB 3; INK 0;"x";TAB 8; INK 0;"v";TAB 13;
B 18; INK 0;"E";TAB 23; INK 0;"t";TAB 28; INK 0;"T"
6140 GO SUB 6510
6145 PRINT "Que letras son MAYÚSCULAS ?"
6150 GO SUB 6520
6152 REH
6160 GO SUB 6500: PRINT
6165 PRINT TAB 3; INK 0;"V";TAB 8; INK 0;"v";TAB 13;
B 18; INK 0;"E";TAB 23; INK 0;"t";TAB 28; INK 0;"T"
6170 GO SUB 6510
6175 PRINT "Que letras son HINUSCULAS ?"
6180 GO SUB 6520
6182 REH
6190 GO SUB 6500: PRINT
6195 PRINT TAB 3; INK 0;" ";TAB 8; INK 0;" ";TAB 13;
B 18; INK 0;" ";TAB 23; INK 0;" ";TAB 28; INK 0;" "
6200 GO SUB 6510
6205 PRINT "Que letras son GRUESAS ?"
6210 GO SUB 6520
6212 REH
6220 GO SUB 6500: PRINT
6225 PRINT TAB 3; INK 0;" ";TAB 8; INK 0;" ";TAB 13;
B 18; INK 0;" ";TAB 23; INK 0;" ";TAB 28; INK 0;" "
6230 GO SUB 6510
INK 4;"V";TA
INK l;"e";TA
INK l;"e";TA
INK 0;"e";TA
INK 0;"e";TA
INK 0;" ";TA
INK 0;" ";TA
631
6235 PEINT "Que letras son FINAS ?"
6240 GO SUB 6520
6242 REM
6250 STOP
6500 PSINT INVERSE lîTAB 3;"1";TAB 8;"2";TAB 13;"3";TAB 18;"4";T
AB 23;"5";TAB 28î"6
": INVERSE 0: RETURN
6510 PRINT : PRINT "
" : PRINT : PR
INT : PRINT : RETURN"
6520 PRINT #0;"Respuesta oral y pulsa tecla": PAUSE 0: CLS : RETU
RN
6999 REH
632
MILISEGUNDERO (MLS)
633
DESENSAMBLADO DE LA SÜBRUTINA "MLS" (milisegundero-cronómetro)
6320O
63203
63205
63207
63210
63211
63212
63214
63215
63217
63218
63219
63221
33
3O
62
5O
0
0
62
61
A3'"""""''
-"-*—t
63224
63225
63226
o3227
63228
63230
63231
0
0
35
23
62
187 CP c
•"»•»•^
JR nZ,5
35 InC hl
30 LD e,0
O
ÍSOP
0
NOP
62 LD a, 255
138 CP d
«"»«-1 ,
•««*_
JR nZ, 14
58 LD a, (63291)
60 InC a
50 LD (63291) ,a
38 LD h,O
46 LD 1,0
NOP
0
0
NOP
NOP
0
58 LD a, (23557)
214 SUB 5
32 JR nZ,-52
O
NOP
NOP
0
58 LD a, (2356O)
254 CP 9O
4O JR Z, 10
167 AND 1
254 CP 77
40 JR Z,5
2¿. JR -68
NOP
0
0
NOP
0
NOP
-"*" f~\ "T —^
Ó _'.¿.OO
ó3234
63236
63237
r-*i-\~* 3
O %,'*-•».' O
63240
ü32^1
63243
<b324o
63247
63250
63252
63254
63255
63256
63257
6326O
63262
632o4
63265
o32oo
63269
63271
63273
63274
63276
63278
6328O
Ó
-"-\O 1
•~>.*_O o.
' -T'nQ'l
OO~a_
T«-^
•w^~
0
0
62
61
•mf^
LD hl,0
LD e, O
LD a,0
LD (63291) ,a
NOP
NOP
LD a,o2
DEC a
JR nZ,— 3
NOP
NOP
LD a, 77
DEC a
JR nZ,— 3
NOP
NOP
InC hl
InC e
LD a, 45
63283
63286
63287
63238
63290
63291
63292
63293
63294
63295
63298
633OO
63302
63305
633O6
633O7
633O9
63310
63312
63313
63314
63316
63317
63319
63320
63321
63322
o3323
0-^o.i. o
63326
63323
63329
34
167
79
6
201
0
0
0
O
33
30
62
50
0
O
62
61
32
O
O
62
61
32
O
O
35
23
62
187
LD
(63292), hl
AND 1
LD c,a
LD b,O
RET
NQP
NOP
NOP
NOP
LD hl,0
LD e, O
LD a, O
LD (63291) ,a
NOP
NOP
LD a, 73
DEC a
JR nZ,-3
NOP
NOP
LD a, 77
DEC a
JR nZ,-3
NOP
NOP
InC hl
InC e
LD a, 45
CP c
-»»-j
JR
nZ,5
"->*35 InC hl
30 LD e,0
O-s^O-w* 1
0
NOP
63332 0
NOP
6%jw>o^< 62 LD a, 255
6«^ ^^1^0 188 CP a
6-w<\.'*j>6 32 JR nZ, 14
6-w'-w>c>o 58 LD a, (63291)
6334 1 60 InC a
63342 50 LD (63291) „a
63345 38 LD h,0
63347 46 LD 1,0
63349 0
NOP
6335O 0
NOP
Oww«J 1
0
NOP
T—rcfi
Ó *^-*t*Jj58 LD a, (23557)
63355 214 SUB 5
63357 32 JR nZ,-52
63359 O
NOP
6336O O
NOP
63361 58 LD a, (23560)
63364 254 CP 32
Ó·u.··w·OÓ
40 JR Z,-85
24 JR -63
w O wO O
NOP
63370 0
634-
DESCRIPCIONES ESTADÍSTICAS DE LOS DATOS
635
CLAUE DE NOMBRES UTILIZADOS PARA VARIABLES;
44
45
46
47
48
49
50
51
52
53
54
55
50
57
5B
59
60
6l
62
63
64
05
66
67
68
69
70
71
72
73
74
'75
76
77
78
79
80
81
82
83
84
35
86
87
88
89
90
91
92
93
HT1CODCG
HT1CODLC
IT1CODCG
IT1CODLC
T2HBCG
T2HBLC
T2IBCG
T2IBLC
TRTBCGH
TRTBLCH
TRTBCGI
TRTBLCI
HRCCG
HRCLC
IRCCG
IRCLC
HEPBLC
HEPBCG
IEPBLC
IEPBCG
TCPPH
TCPSH
TCPPT
TCPSI
HTBPP
HTBPS
ITBPP
ITBPS
TEHP
TEHS
TEIP
TEIS
HRPP
HRPS
IRPP
IRPS
EPPH
EPSH
EPPI
EPSI
PHTR
PITRI
TR2PH
TR2PI
TEPH
TEPI
RPH
RPI
HPE
IPE
=
=
=
=
=
=
=
ZTRKA) + ZTRKC) -,
ZTRKB) + ZTRKD)
Interacción:
ZTRKF) + ZTRHH) T i p o tarea X For. consigna
ZTRKE) + ZTRKG) -i
ZTR2<B) + ZTR2<D) -,
ZTR2<A) + ZTR2<C)
Interacción:
ZTR2<F) + ZTR2<H)
Tipo tarea X For. matriz
sa ZTR2Œ) + ZTR2<G) -1
= ZTET(B) + ZTET<D) -,
Interacción:
= ZTET(A) + ZTET<C)
S3 ZTET(F) + ZTET<H)
Tipo tarea X For. consigna
= ZTETŒ) + ZTET<G) J
sa Ac i er tos (A) + Aciertos <C) = Ac i er tos <A) + Aciertos (O
In teracc i ón :
= Ac i er tos <A) + Aciertos <C>
TITA X FICON
= Ac i er tos <A) + Aciertos (C) S3 E-f i cae i a <A) + E-f i cae i a <C) T
I n teracc i on :
= Ef i cae i a (B) + E f i c a c i a (D)
= E-f i cae ¡ a <E) + E-ficacia (G)
TITA X FICON
S3 E-f i cae i a <F) + E-ficacia <H) = ZTRKA) + ZTRKB)
-j
= ZTRKC) + ZTRKD)
= ZTRKE) + ZTRKF)
= ZTRKG) + ZTRKH)
= ZTR2<A) + ZTR2ÍB)
= ZTR2CC) + ZTR2(D)
In teracc i ón :
= ZTR2Œ) + ZTR2<F)
= ZTR2<G) + ZTR2CH)
= ZTET(A) + ZTET(B)
Tipo de Tarea
=s ZTET(C) + ZTET(D)
X
= ZTETŒ) + ZTET<F)
N i v e l procès.
= ZTET<G) + ZTET(H)
= Ac i er
PP=proces .percept
tos <A) +• Ac ertos (B)
= Ac i er tos <C) + Ac ertos :D>
PS=proces. semánt
= Ac i er tos <E) + Ac ertos :F)
sa Ac i er tos <G) + Ac ertos :H)
S3 E-f i cae i a (A) + Ef cacia (B)
= E-f ¡ cae ¡ a(O
+ Ef cacia <:D)
= E-f ¡ cae i a (E) + Ef cacia <:F)
S3 E-f i cae i a (G) + Ef cacia < H) -1
ZTRKC+D) = ZTR1 <A+B> +
=r ZTRKE+F) +
ZTRKG+H)
=s ZTR2(A+B) +
ZTR2<C+D)
= ZTR2Œ+F) +
Uar i abl es según
ZTR2<G+H)
= ZTET<A+B) +
"T p o de tarea"
ZTETÍC+D)
= ZTET<E+F) +
ZTET(G-fH)
= ZAc ¡ er t os <Pr. A+B+C+D)
PH= Categor i al
= ZAc i er tos <Pr. E+F+G+H)
PI= Anal óg i ca
r= ZE-f ¡ cae i a (Pr. A+B+C+D)
S3 ZE-f i cae ¡ a <Pr. E+F+G+H) -
636
DESCRIPTIVE STATISTICS
NUMBER OF CASES: 32
NUMBER OF VARIABLES: 93
DESCRIPCIÓN SIMPLE DE DATOS EXPERIMENTALES
NO.
1
2
3
4
5
6
7
8
9
10
11
12
13
14
15
16
17
18
19
20
21
22
23
24
25
26
27
28
29
30
31
32
33
34
35
36
37
38
39
40
41
42
43
N
MEAN
CLASIFIC
32
C.I .
32
Vel oc .Lect .,32
ZTR1 <Pr-A> 32
ZTR2(Pr-A) 32
Acier (Pr-A)32
ZTR1 (Pr-B) 32
ZTR2(Pr-B) 32
Acier (Pr-B)32
ZTR1 (Pr-C) 32
ZTR2(Pr-C) 32
Acier (Pr-C)32
ZTR1 (Pr-D) 32
ZTR2(Pr-D) 32
Acier (Pi— D)32
ZTR1 (Pr-E) 32
ZTR2(Pr-E> 32
Acier (Pr-E)32
ZTR1 (Pr-F) 32
ETR2(Pr-F) 32
Acier (Pr-F)32
ZTR1 (Pi— 6) 32
ZTR2(Pr-G) 32
Acier (Pi— 6)32
ZTR1 (Pr-H) 32
ZTR2(Pr-H 32
Acier (Pr-H)32
ZTET(Pr-A) 32
ZTET(Pr-B) 32
ZTET(Pr-C) 32
Z TET (Pr-D) 32
ZTET(Pr-E) 32
ZTET(Pr-F) 32
ZTET(Pr-G) 32
ZTET(Pr-H) 32
E-f icacia-A 32
E-f icacia-B 32
E-f icacia-C 32
E f icacia-D 32
E-f icacia-E 32
E-f icacia-F 32
E-f icacia-6 32
Ef icacia-H 32
6.9375
106 .2188
142 .1250
201414 .0938
610104 .8750
53 .8125
136625 .8125
170463 .7813
58 .7188
121269 .2813
734161 .8750
51 .9375
192502 .0625
563751 .0313
50 .1563
165973 .7500
534341 .2500
57 .4375
99599 .4375
117833 .6875
59 .8750
83710 .6875
292707 .0000
58 .1563
89179 .9375
270989 .5313
60 .8125
811518 .9688
307089 .5938
855431 .1563
756253 .0938
700315 .0000
217433 .1250
376417 .6875
360169 .4688
15358 .6272
5239 .5511
16776 .9066
15200 .9717
12299 .2117
3634 .8371
6496 .4417
5907 .0254
NAME
MINIMUM
MAXIMUM
1 .7402
4.0
10 .2728
.86 .0
100 .0
16 .7327
101400 .0450
75321 .0
141914 .1147
307552 .0
6.0771
39 .0
53085 .2897
69913 .0
49049 .6141
60281 .0
2.8538
52 .0
67590 .0872
42535 .0
219706 .7682 385835 .0
41 .0
5 .5296
52277 .8077
95169 .0
181912 .6403 208252 .0
4.6149
41 .0
63264 .9812
73030 .0
147265 .2124
266258 .0
4.4136
48 .0
43241 .7669
40903 .0
30883 .2304
67368 .0
2 .6851
53 .0
45990 .5691
39262 .0
97147 .6290 170716 .0
4.1976
45 .0
45858 .1817
38564 .0
70409 .2546 136929 .0
2 .7990
53 .0
206783 .4581 414993 .0
92510 .0509 176968 .0
262815 .1461
495117 .0
212768 .2341
395146 .0
195877 .0862 339288 .0
63709 .9550 115935 .0
138165 .7903 241303 .0
96055 .1318
231511 .0
4822 .5092
8892 .9
1595 .3197
2978 .7
6222 .5060
9667 .2
4383 .6517
6373 .3
3698 .4413
5385 .5
1038 .1274
1869 .9
2446 .2705
4308 .9
4004 .4
,
1503 .9887
11 .0
127 .0
177 .0
464896 .0
955861 .0
63 .0
265886 .0
268106 .0
64 .0
337568 .0
1527847 .0
61 .0
318150 .0
987696 .0
62 .0
336063 .0
941491 .0
64 .0
213811 .0
209125 .0
64 .0
226326 .0
599592 .0
64 .0
284216 .0
452422 .0
64 .0
1265611 .0
533992 .0
1865415 .0
1305846 .0
1199853 .0
422936 .0
792074 .0
596295 .0
27643 .3
9206.7
42395.7
26116.9
21023.4
6713, ,2
14217,.2
9701 ,.4
STD. DEU.
637
NO.
44
45
46
47
48
49
50
51
52
53
54
55
56
57
58
59
60
61
62
63
64
65
66
67
68
69
70
71
72
73
74
75
76
77
78
79
80
81
82
83
84
85
86
87
88
89
90
91
92
93
NAME
HT1CODCG
HT1CODLC
IT1CODCG
IT1CODLC
T2HBCG
T2HBLC
T2IBCG
T2IBLC
TRTBCGH
TRTBLCH
TRTBCGI
TRTBLCI
HRCCG
HRCLC
IRCCG
IRCLC
HEPBLC
HEPBCG
IEPBLC
IEPBCG
TCPPH
TCPSH
TCPPT
TCPSI
HTBPP
HTBPS
ITBPP
ITBPS
TEHP
TEHS
TE I P
TEIS
HRPP
HRPS
IRPP
IRPS
EPPH
EPSH
EPPI
EPS I
PHTR
PITR
TR2PH
TR2PI
TEPH
TEPI
RPH
RPI
HPE
IPE
N
MEAN
32
32
32
32
32
32
32
32
32
32
32
32
32
32
32
32
32
32
32
32
32
32
32
32
32
32
32
32
32
32
32
32
32
32
32
32
32
32
32
32
32
32
32
32
32
32
32
32
32
32
322683 .3750
329127 .8750
188779 .3750
249684 .4375
734214 .8125
1344266 .7500
388823 .2188
827048 .2500
1 063342 .6875
1666950 .1250
577602 .5938
1076732 .6875
105 .7500
108 .8750
120 .6875
115 .5938
32135 .5338
20440 .5228
18795 .6535
9541 .8625
338039 .9063
313771 .3438
265573 .1875
172890 .6250
780568 .6563
1297912 .9063
652174 .9375
563696 .5313
1118608 .5625
1611684 .2500
917748 .1250
736587 .1563
112 .5313
102 .0938
117 .3125
118 .9688
20598 .1783
31977 .8783
15934 .0489
12403 .4671
651811 .2500
438463 .8125
2078481 .5625
1215871 .4688
2730292 .8125
1654335 .2813
214 .6250
236 .2813
52576 .0566
28337 .5160
STD. DEU.
158828 .5366
92247 .4439
81314 .3333
101115 .1909
215323 .3477
338386 .8707
94804 .3232
222693 .6563
272947 .5045
435484 .5789
147617 .2920
309045 .9702
9.8799
5 .6839
4.6172
7.7869
10022 .2383
5274 .5062
5548 .1466
2335 .0295
147720 .1967
100175 .2147
86064 .7981
71243 .9865
183448 .2582
370359 .3871
166772 .3440
155885 .5768
289916 .5982
430513 .3013
228568 .8786
213342 .2603
7.5219
8.5321
5 .6365
6.1878
6165 .2415
9376 .3703
4079 .2484
3585 .4681
233140 .6927
147689 .5692
530236 .7601
305465 .9827
673750 .2687
419216 .4442
13 .4350
10 .9699
14091 .1304
7114 .2150
MINIMUM
MAXIMUM
119089 .0 769959 .0
195288 .0 560683 .0
81429 .0 456524 .0
138379 .0 562389 .0
268533 .0 1221985 .0
697846 .0 2352095 .0
210307 .0 661547 .0
454023 .0 1380989 .0
647630 .0 1756431 .0
910110 .0 3038097 .0
367857 .0 1019231 .0
641994 .0 1911425 .0
85 .0
120 .0
95 .0
120 .0
106 .0
128 .0
127 .0
98 .0
63717 .2
19039 .5
11984 .0
33503 .5
34247 .8
10267 .8
6213 .4
16030 .3
146467 .0 679296 .0
167910 .0 655718 .0
141418 .0 481138 .0
88750 .0 332054 .0
392602 .0 1200503 .0
594087 .0 2515543 .0
356685 .0 1076282 .0
307645 .0 980458 .0
591961 .0 1721394 .0
986793 .0 3171261 .0
590088 .0 1428117 .0
476329 .0 1311642 .0
97 .0
125 .0
114 .0
83 .0
103 .0
126 .0
127 .0
102 .0
12208 .9
35523 .4
68512 .7
19633 .3
10258 .4
25497 .9
23011 .2
9006 .0
314377 .0 1220448 .0
240846 .0 809494 .0
987084 .0 3574080 .0
664330 .0 1930265 .0
1578754 .0 4794528 .0
1066417 .0 2739759 .0
184 .0
237 .0
207 .0
253 .0
32588 -.3
97220 ,.8
19729 .0
48509 ,.1
638
SUMA TRl/PRUEBA EN TAREAS DE RECONOCIMIENTO CATEGORIAL
NUMBER OF CASES: 32
SUJETO
i
2
3
4
5
6
7
a
9
10
11
12
Í3
14
15
10
17
18
19
20
21
22
23
24
25
26
27
28
29
30
31
32
TIEMPO DE
PRUEBA-A
ATI
252401
445054
221101
123895
277242
346794
110345
201869
104671
130409
108277
129405
75321
267623
127333
183174
464896
301424
348434
163290
232334
315314
149014
158166
120997
107441
155202
202729
209659
76554
120533
214350
NUMBER OF VARIABLES: l (Z TRI)
CODIFICACI ON DE LAS
PRUEBA-B PRUEBA-C
BT1
CT1
185514
191245
324905
234242
114271
148152
122584
82753
197886
101121
192461
265886
79297
110832
99043
119240
67107
81422
91335
112517
80409
109970
89253
72944
123031
59211
212134
184200
118010
76004
107066
100840
145876
170076
177223
150185
216296
337568
96393
94770
86341
183840 .
198541
134000
89381
72670
105318
103867
74984
81261
91918
104823
110064
104736
74790
72806
186851
130238
69913
42535
145569
73711
162329
108885
CONSIGNAS
PRUEBA-D
DT1
228521
95169
193293
221922
201348
294797
210789
174536
140229
189016
140061
131417
177985
252651
249144
179456
233830
206121
318150
1 90804
178522
198147
172055
169210
128805
140057
190122
153878
225430
125375
151735
297491
639
SUMA TRl/PRUEBA EN TAREAS DE RECONOCIMIENTO ANALÓGICO
NUMBER OF CASES: 32
SUJETO
1
2
3
4
5
6
7
S
9
10
11
12
13
14
15
16
17
18
19
20
21
22
23
24
25
26
27
28
29
30
31
32
NUMBER OF VARIABLES: 1 (E TRI)
TIEMPO DE CODIFICACIÓN DE LAS CONSIGNAS
PRUEBA-E PRLIEBA-F ' PRUEBA-G PRUEBA-H
138989
176410
156823
108979
130971
210660
124266
137538
108869
212268
140696
100002
233783
262913
201617
115957
139684
73030
201262
96973
130291
161944
111512
136335
138379
142499
223203
138844
336063
146602
258362
315436
72692
102204
75137
50187
148152
213811
40903
45446
104038
88799
172308
72600
54559
115609
61861
108574
130006
177540
112353
44445
100772
135951
58678
57169
73249
90904
106718
93865
142247
88814
81889
1 65702
54136
77318
81070
50384
62042
121672
63784
59094
39633
90718
47838
39262
64990
87109
100152
60568
52528
67804
118322
41406
64990
71422
50186
69144
57486
74102
108004
168140
226326
83482
221110
104520
67148
118318
63657
56853
78776
143873
40526
58711
77516
125542
284216
65892
53615
104598
79705
55764
85218
111627
90052
58022
76484
66776
38564
49157
78724
94582
98927
122830
104858
56310
94672
152245
640
SUMA TR2/PRUEBA EN TAREAS DE RECONOCIMIENTO CATEGORIAL
NUMBER OF CASES: 32
SUJETO
1
2
3
4
5
6
7
8
9
10
11
12
13
14
15
Ió
17
18
19
20
21
22
23
24
25
26
27
28
29
30
31
32
NUMBER OF VARIABLES: l (Z TR2)
TIEMPO DE BUSQUEDA-EJECUCIQN DE RESPUESTAS
PRUEBA-A PRUEBA-B PRUEBA-C PRUEBA-D
546513
715968
616858
593189
647959
840608
630810
587098
452699
633292
512733
575033
506171
332716
783021
588857
800715
700428
824248
641799
557459
601492
438568
573128
462268
307552
652211
677857
729272
474809
955861
562164
198471
222801
168070
178313
183582
268106
185839
166220
124744
133110
101295
146178
146747
60281
174826
136855
263814
154360
234289
156271
199678
238395
147010
163645
123934
85050
166749
162329
191619
122415
244642
205203
733779
886573
854494
943465
678161
869508
727319
582184
490078
898582
729001
615847
462820
385835
805269
758186
744373
883161
1527847
599281
617180
667534
630783
556427
597048
390294
924453
670181
945658
535821
1008487
773551
345623
299977
554311
495012
571900
763350
833209
507257
301235
522999
514438
478028
426422
208252
817534
511177
792151
725704
987696
575151
559255
574444
421389
415934
486170
351619
735434
572231
708084
515910
862928
605209
641
SUMA TR2/PRUEBA EN TAREAS DE RECONOCIMIENTO ANALÓGICO
NUMBER OF CASES: 32
SUJETO
1
2
3
4
5
6
7
8
9
10
11
12
13
14
15
16
17
18
19
20
21
22
23
24
25
26
27
28
29
30
31
32
NUMBER OF VARIABLES: l (S TR2)
TIEMPO DE BUSQUEDA-EJECUCION DE RESPUESTAS
PRUEBA-E PRUEBA-F PRUEBA-G PRUEBA-H
427869
580561
455151
399772
445773
760905
561041
435695
469251
551993
502413
548294
490385
484147
828531
495223
488985
266258
612190
442517
563516
447764
410789
588854
429552
283307
548352
517973
783288
586975
941491
750105
116228
101206
92428
80632
102683
209125
100458
70489
140549
115811
70876
159428
102309
67368
126829
131082
135929
119706
132832
93605
130271
124910
107423
110098
104313
73378
145892
136538
166519
114884
134791
152088
201914
301768
262908
245220
253394
346658
259826
239858
201670
332186
286492
227130
242808
176478
383910
264582
235840
234902
299892
256074
293594
244282
249910
309540
217080
170716
381562
599592
565748
302170
439498
339422
212043
281081
214956
196727
244447
452422
222301
193211
183529
249603
307574
260553
239790
166208
368554
296358
279976
247518
318522
261555
300645
249847
201700
323005
259380
136929
269058
323302
414710
295662
375247
325252
642
SUMA TET/PRUEBA EN TAREAS DE RECONOCIMIENTO CATEGORIAL
NUMBER OF CASES: 32.
SUJETO
1
2
3
4
5
6
7
S
9
10
11
12
13
14
15
le
17
18
19
20
2l
22
23
24
25
26
27
2B
29
30
31
32
NUMBER OF VARIABLES: 1 (S TET)
TIEMPO DE EJECUCIÓN TOTAL DE LAS RESPUESTAS
PRUEBA-A PRUEBA-B PRUEBA-C PRUEBA-D
798914
11 al 022
837959
717084
925201
1187402
741155
788967
557370
763701
621010
704438
581492
600339
910354
772031
1265611
1001852
1172682
805089
789793
916806
587582
731294
583265
414993
807413
880586
938931
551363
1076394
776514
389716
457043
282341
261066
381468
533992
296671
285460
206166
245627
181704
235431
269778
244481
292836
243921
433890
331583
450585
252664
383518
436936
236391
268963
205195
176968
276813
237119
378470
192328
390211
367532
919293
1211478
1002646
1066049
779282
1061969
806616
681227
557185
989917
838971
688791
522031
597969
881273
859026
890249
1033346
1865415
694051
703521
801534
703453
660294
672032
495117
1029189
742987
1075896
578356
1082198
882436
574144
395146
747604
716934
773248
1058147
1043998
681793
441464
712015
654499
609445
604407
460903
1066678
690633
1025981
931825
1305846
765955
737777
772591
593444
585144
614975
491676
925556
726109
933514
641285
1014663
902700
64-3
SUMA TET/PRUEBA EN TAREAS DE RECONOCIMIENTO ANALÓGICO
NUMBER OF CASES: 32
SUJETO
1
2
3
4
5
6
7
8
9
10
11
12
13
14
15
16
17
18
19
20
21
22
23
24
25
26
27
28
29
30
31
32
NUMBER OF VARIABLES: 1 (Z TET)
TIEMPO DE EJECUCIÓN TOTAL DE LAS RESPUESTAS
PRUEBA-E PRUEBA-F PRUEBA-G PRUEBA-H
566858
756971
611974
508751
576744
971565
685307
573233
578120
764261
643109
648296
724168
747O60
1030148
611180
628669
339288
813452
539490
693807
609708
522301
725189
567931
425806
771555
656817
1119351
733577
1199853
1065541
188920
203410
167565
130819
250835
422936
141361
115935
244587
204610
243184
232028
156868
182977
188690
239656
265935
297246
245185
1 38050
231043
260861
166101
167267
177562
164282
252610
230403
308766
203698
216680
317790
256050
379086
343978
295604
315436
468330
323610
298952
241303
422904
334330
266392
307798
263587
484062
325150
288368
302706
418214
297480
358584
315704
300096
378684
274566
244818
489566
767732
792074
385652
660608
443942
279191
399399
278613
253580
323223
596295
262827
251922
261045
375145
591790
326445
293405
270806
448259
352122
365194
359145
408574
319577
377129
316623
240264
372162
338104
231511
367985
446132
51956B
351972
469919
477497
NUMERO DE ACIERTOS EN PRUEBAS DE RECONOCIMIENTO CATEBORIAL
1
/-\
•—'
4
5
6
7
8
9
10
11
12
13
14
15
16
17
18
19
20
•2Í
T-\
i-\-+
-*---1
24
25
26
27
28
29
30
31
-r*-%
-."*_
39
42
57
50
57
55
56
49
49
55
58
61
56
54
54
63
48
40
55
59
55
52
50
53
56
46
54
58
60
62
62
57
58
58
64
62
61
58
59
56
59
58
61
57
60
59
62
59
58
57
61
62
53
58
52
54
62
55
58
58
57
58
63
62
46
48
44
55
61
56
53
42
50
50
53
55
54
54
56
56
41
51
44
44
52
60
51
48
56
48
47
58
53
57
58
61
41
62
47
51
53
53
51
41
52
54
52
55
52
49
46
46
46
49
50
44
54
49
47
41
52
49
55
51
52
55
54
52
64-5
NUMERO DE ACIERTOS EN PRUEBAS DE RECONOCIMIENTO ANALÓGICO
1
•"—J
-'
4
5
ò
7
a
9
10
11
12
13
14
15
16
17
18
19
2O
21
/-l/-\
/—j —r
24
25
26
27
28
29
3O
31
-"n
53
59
59
60
64
62
54
53
57
53
60
59
51
50
49
48
63
63
62
60
58
63
57
57
61
52
61
60
55
58
58
59
60
61
64
62
62
63
61
62
59
59
58
60
63
53
63
58
61
61
62
61
61
60
59
62
54
53
58
58
60
60
59
59
55
58
62
62
63
61
6O
45
56
57
57
61
57
55
58
50
64
62
59
62
59
59
60
62
57
49
61
54
57
59
61
59
58
63
64
58
64
64
60
58
53
59
61
64
61
60
63
61
62
62
63
61
61
64
60
62
61
53
62
62
57
61
63
61
646
EFICACIA OBTENIDA EN TAREAS DE RECONOCIMIENTO CATEGORIAL
NUMBER OF CASES: 32
SUJETO
1
2
3
4
5
ó
7
8
9
10
11
12
13
14
15
16
17
18
19
20
21
22
23
24
25
26
27
28
29
30
31
32
NUMBER OF VARIABLES: 1 (EFICACIA)
EFICACIA DEL PROCESAMIENTO EN LA TAREA
PRUEBA-A
PRUEBA-B PRLIEBA-C PRIIEBA-D
20484.97
27643.38
14701 .04
14341 .68
16231 .60
21589.13
13234.91
16101 .37
11374.90
13885.47
10707.07
11548.16
10383.79
11117.39
16858.41
12254.46
26366.90
25046.30
21321 .49
13645.58
14359.87
17630.88
11751 .64
13798.00
10415.45
9021 .59
14952.09
15182.52
15648.85
8892.95
17361 .19
13623.05
6719.24
7880.05
4411 .58
4210.74
6253.57
9206.76
5028.32
5097.50
3494.34
4234.95
2978.75
4130.37
4496.30
4143.75
4723.16
4134.25
7480.86
5817.25
7386.64
4075.23
7236.19
7533.38
4545.98
4980.80
3309.60
3217.60
4772.64
4088.26
6639.82
3316.00
6193.83
5927.94
19984.63
25239.13
22787.41
19382.71
12775.11
18963.73
15219.17
16219.69
11143.70
19798.34
15829.64
12523.47
9667.24
11073.50
15737.02
15339.75
21713.39
20261 .69
42395.80
15773.89
13529.25
13358.90
13793.20
13756.13
12000.57
10314.94
21897.64
12810.12
20299.92
10146.60
18658.59
14466.16
14003.51
6373.32
15906.47
14057.53
14589.58
19965.04
20470.55
16629.10
8489.69
13185.46
12586.52
11080.82
11623.21
9406.18
23188.65
15013.76
22303.93
19016.84
26116.92
17408.07
13662.54
15767.16
12626.47
14271 .80
11826.44
10034.20
16828.29
14237.43
17952.19
11659.73
18790.06
17359.62
64-7
EFICACIA OBTENIDA EN TAREAS DE RECONOCIMIENTO ANALÓGICO
NUMBER OF CASES: 32
SUJETO
1
2
3
4
5
6
7
8
9
10
11
12
13
14
15
10
17
18
19
20
21
22
23
24
25
26
27
28
29
30
31
NUMBER OF VARIABLES: 1 (EFICACIA)
EFICACIA DEL PROCESANIENTQ EN LA TAREA
PRUEBA-E
PRUEBA-F PRUEBA-G PRUEBA-H
10695.43
12830.02
10372.44
8479.18
9011 .63
15670.40
12690.87
10815.72
10142.46
14420.02
10718.48
10988.07
14199.37
14941 .20
21023.43
12732.92
9978.87
5385.52
13120.19
8991 .50
11962.19
9677.90
9163.18
12722.61
9310.34
8188.58
12648.44
10946.95
20351 .84
12647.88
20687.12
18060.02
3148.67
3334.59
2618.20
2109.98
4045.73
6713.27
2317.39
1869.92
4145.54
3467.97
4192.83
3867.13
2489.97
3452.40
2995.08
4132.00
4359.59
4872.89
3954.60
2263 . 1 1
3787.59
4347.68
2815.27
2697.85
3288.19
3099.66
4355.34
3972.47
5146.10
3394.97
3672.54
5386.27
4655.45
6535.97
5548.03
4767.81
5006.92
7677.54
5393.50
6643.38
4308.98
7419.37
5865.44
4367.08
5399.96
4792.49
8345.90
6503.00
4505.75
4882.357088.37
4798.06
6077.69
5350.92
5001 .60
6107.81
4816.95
4996.29
8025.67
14217.26
13896.04
6536.47
10829.64
7524.44
4813.64
6339.67
4353.33
4372.07
5050.36
9317.11
4380.45
4343.48
4925.38
6358.39
9701 .48
5100.70
4809.92
4513.43
7115.22
5772.49
5890.23
5792.66
6485.30
5238.97
6182.44
4947.23
4004.40
6002.61
5542.69
4368.13
5935.24
7195.68
9115.23
5770.03
7459.03
7827.82
648
SUMMARY STATISTICS FOR MARIATE<S);
PLAN FACTORIAL MIXTO- SEXO X (TITA X NI PRO X FICON)
VARÍATE COUNT
ITR1
256
ZTR2
256
ACIERTOS 256
LEUEL
FACTOR
SEXO
LEVEL
HOMBR
CONCG
CONLC
FIMA
MACS
MALC
NI PRO
STD_DEV
74620
249600
5.613
1 MARGINALS F.F. MIXTO; SEXO X (TITA X NI PRO X FICON)
MUJER
FICON
STDERROR
4664.
15600
0.3508
MEAN
136300
411800
56.36
PERCEPT
SEMANT
VARÍATE
ZTR1
ZTR2
ACIERTOS
STR1
ZTR2
ACIERTOS
COUNT MEAN
STDERROR
STD_DEV
128 1.3361E+5 6549.6935 74101.3218
128 3.9275E+5 20786.6790 2 .3517E+5
0.5068
5.7335
128
56.1797
128 1 -3896E+5 6659.2096 75340.3550
128 4.3084E+5 23230.9241 2.6283E+5
128
56.5469
0.4868
5.5071
ZTR1
ZTR2
ACIERTOS
ZTR1
ZTR2
ACIERTOS
128
128
128
128
128
128
l .2787E+5 7151.8177 80913.5799
4.3327E+5 25084.1450 2.8379E+5
0.5211
5.8957
56.6094
l .4470E+5 5923.8046 67020.1977
3.9032E+5 18466.0958 2.0892E+5
5.3280
0.4709
56.1172
ZTR1
STR2
ACIERTOS
ETR1
STR2
SCIERTQS
128
128
128
128
128
128
l .2948E+5 5570.9467 63028.0655
2.8076E+5 17691.8561 2.0016E+5
57.3906
0.4760
5.3848
l .4309E+5 7455.9261 84354.1726
5.4283E+5 19851.4305 2.2459E+5
0.5011
55.3359
5.6698
ETR1
ZTR2
ACIERTOS
STR1
2TR2
ACIERTOS
128
128
128
128
128
128
1.5090E+5 6872.5508 77754.0348
3.5819E+5 21337.0445 2.4140E+5
57.4609
0.4215
4.7685
1.2167E+5 6062.8866 68593.7308
4.6540E+5 21839.1638 2.4708E+5
55.2656
0.5456
6.1727
64-9
CELL STATISTICS. PLAN FACTORIAL MIXTG; SEXG x<FICQNxFIMAxNIPRO)
FACTOR
SEXO
==>
FACTOR
FICON
LEVEL
HOMBR
LEVEL
CONCG
FACTOR
FIMA
FACTOR
NIPRO
LEVEL
MACG
LEVEL
PERCEPT
SEMANT
=== >
FACTOR
FIMA
VARÍATE
STRl
STR2
RENDÍ
STRl
STR2
RENDÍ
COUNT
MEAN
STDERROR
95430.0000 12112.9545
1 . 1172E+5 9200 .7041
60.5000
0.6831
92169.3750 14724 .0807
2.5558E+5 18500 .6400
60.6875
0.7622
16
16
16
16
16
16
STD _DEV
48451 .8179
36802 .8165
2.7325
58896 .3228
74002 .5599
3 .0489
=
FACTOR
NIPRO
LEVEL
MALC
LEVEL
PERCEPT
SEMANT
== >
FACTOR
FICON
_*_._ *•.
VARÍATE
STRl
STR2
RENDÍ
STRl
STR2
RENDÍ
COUNT
16
16
16
16
16
16
MEAN
1 .9406E+5
5.9772E+5
53.4375
1 .2766E+5
7.1382E+5
52.0625
STDERROR
STD _DEV
25579 .4842 1 .0232E+5
30466 .8640 1 .2187E+5
1 .5863
6.3453
17590 .4198 70361 .6793
41868 .9230 1 .6748E+5
5 .0394
1 .2599
LEVEL
CONLC
_lin.
"*"* *""" *"*" """* .•*'
FACTOR
FIMA
FACTOR
NIPRO
LEVEL
MACG
LEVEL
VARÍATE
COUNT
MEAN
STDERROR
STD._DEV
PERCEPT
STRl
STR2
RENDÍ
16 1 .3827E+5 14433 .9564 57735 .8255
16 1 .6221EH-5 12106 .0846 48424 .3386
16
59.4375
0.5242
2 .0966
SEMANT
STRl
STR2
REND I
16 1 .9252E+5 12791 .6252 51166.5008
16 5.0942E+5 44870 .6933 1 .794SE+5
1 .3220
50.3125
16
5.2880
650
FACTOR
FIMA
i
LEVEL
MALC
"*-
LEVEL
PERCEPT
FACTOR
NI PRO
SEMANT
VARÍATE
STRl
STR2
RENDÍ
STRl
STR2
RENDÍ
STD_
COUNT MEAN
STDERROR
16 1 .6005E+5 12506 .6707 50026.6828
16 5 .2731E+5 29224 .2403 l . 1690E+5
4.9223
16
55.6875
1 .2306
1668735.6250 5693 .9922 22775.9688
16 2.6418E+5 13854 .4771 55417.9085
1 .1716
57.3125
4.6864
16
LEVEL
FACTOR
SEXO
MUJER
==>
FACTOR
LEVEL
FICON
CONCB
==== >
FACTOR
LEVEL
MACB
FIMA
•w
FACTOR
NIPRO
LEVEL
PERCEPT
SEMANT
=====>
FACTOR
FIMA
FACTOR
NIPRO
VARÍATE
STRl
STR2
RENDÍ
STRl
STR2
RENDÍ
STDERROR
COUNT MEAN
16 1 .0377E+5 9616 .6929
16 1 .2395E+5 5792 .8647
59.2500
0.6423
16
1686190.5000 7324 .1977
16 2.S639E+5 16322 .5180
60.9375
0.6549
16
STD_DEV
38466.7717
23171.4590
2.5690
29296.7909
65290.0721
2.6196
LEVEL
MALC
LEVEL
PERCEPT
SEMANT
VARÍATE
STRl
STR2
RENDÍ
STRl
STR2
RENDÍ
COUNT
16
16
16
16
16
16
MEAN
2.0877E+5
6.2249E+5
54.1875
1.1487E+5
7.5450E+5
51.8125
STDERROR
STD_DEV
25817.8427 l .0327E+5
40653.2525 l .6261E+5
1 .4950
5.9802
16589.5325 66358.1300
66534.4049 2.6614E+5
1.5363
6.1451
651
FACTOR
FICON
LEVEL.
CONLC
""" ~~ ~*~ "™* .•"
FACTOR
FIMA
FACTOR
NIPRO
^ _•
LEVEL
MACG
LEVEL
VARÍATE
PERCEPT STR1
STR2
RENDÍ
SEMANT
STRl
STR2
RENDÍ
COUNT
16
16
16
16
16
16
MEAN
l .3499E+5
1.7871E+5
58.0000
1.9248E+5
6.1808E+5
50.0000
STDERROR
STD_DEV
12461.9373 49847.7492
12455.0246 49820.0984
0.8416
3.3665
13761.6422 55046.5688
43214.0409 l.7286E+5
1.0000
4.0000
l mmi *V
FACTOR
LEVEL
FIMA
MALC
======>
FACTOR
LEVEL
VARÍATE
NIPRO
PERCEPT STRl
STR2
RENDÍ
SEMANT
STRl
STR2
RENDÍ
COUNT MEAN
STD_DEV
STDERROR
16 1.7190E+5 18864.8542 75459.4168
16 5.4137E+5 44052.2436 l .7621E+5
16
59.1875
0.7704
3.0815
1 698685 . 75001 452 1 . 80 1 858087.2071
16 3.2124E+5 30307.4644 l.2123E+5
3.5963
16
59.0000
0.8991
652
TABLAS ESTADÍSTICAS Y CUADROS RESUMEN DE LOS RESULTADOS
653
F. U.
TSGK Hotel 1 ing)
g.] .
F
P
ENTRE-SUJETOS
1 .43
3, 28
0.45
.7218
é4.45
5.12
3, 28
3, 28
20.05
1 .59
.0000
.2135
FIMA
<FIMA)x<SEXO)
592.42
17.00
3, 28
3, 28
184.31
5.48
.0000
.0043
NIPRO
<NIPRO)x<SEXO)
202.96
4. 76
3, 28
3, 23
63.14
1 .43
.0000
.2414
FICON x FIMA
<FICONxFIMA)xSEXO
146.45
4.43
3, 28
3, 28
45.56
1 .38
.0000
.2694
FICON x NIPRO
(FICONxNIPRO)xSEXO
74.21
3.60
3, 28
3, 28
23.09
1 .12
.0000
.3574
FIMA x NIPRO
(FIMAxNIPRO)xSEXO
347.28
3.62
3, 28
3, 28
108.04
1 .13
.0000
.3553
FICONxFIMAxNIPRO
< FCOxFMAxNI P) xSEXO
187.75
1 .41
3, 28
3, 28
58.41
0.44
.0000
.7264
3, 28
6416.79
.0000
SEXO
INTRASUJETOS:
FICON
C FI CON) x < SEXO)
TOTAL
20625.4
TABLA 1- MAIMOVA para un Plan Factorial Mixto. V.l.: a) Entre: Se__
HO; b)Intra: "1" Formato ítem consigna; "2" Formato ítems
de la matriz; "3" Nivel de procesamiento. V.Ds.: ETRl/
Prueba, ZTR2/Prueba y N2 Aciertos/Prueba.
554
ANALYSIS SUMMARY
PLAN FACTORIAL MIXTO.
(hoja-i)
THE FOLLOWING EFFECTS ARE COMPONENTS OF THE SPECIFIED LINEAR
MODEL FOR THE BETWEEN DESIGN. ESTIMATES AND TESTS OF HYPOTHE_
SES FOR THESE EFFECTS CONCERN PARAMETERS OF THAT MODEL.
OVALL: GRAND MEAN
S: SEXO
THE FOLLOWING EFFECTS ARE COMPONENTS OF THE SPECIFIED LINEAR
MODEL FOR THE WITHIN DESIGN. ESTIMATES AND TESTS OF HYPOTHE
SES FOR THESE EFFECTS CONCERN PARAMETERS OF THAT MODEL.
OBS: WITHIN CASE MEAN
F: FICON
A: FIMA
N: NIPRO
FA
FN
AN
FAN
EFFECTS CONCERNING PARAMETERS OF THE COMBINED BETWEEN AND
WITHIN MODELS ARE THE COMBINATIONS (INTERACTIONS) OF EFFECTS
IN BOTH MODELS.
655
BMDP4U PFMIXTO- SEXO X <TITA X NIPRQ X FICON). <hoja-2>
WITHIN EFFECT: OBS: WITHIN CASE MEAN
EFFECT
VARÍATE
OVALL: BRAND MEAN
-ALL
TSQ=
STR1
SS=
MS=
STR2
SS=
MS=
RENDÍ
SS=
MS=
S: SEXO
STATISTIC
F
DF
20625.4
6416.79
3,28
0.0000
1,30
0.0000
1,30
0.0000
1 7657 . 80 1,30
0.0000
4.754799E+12
4 . 754799E+ 1 2
4.341105E+13
4.341105E+13
813265.785156
8 1 3265 . 785 1 56
367 . 00
613.40
P
AI 1L.
""HL.
TSQ=
1.43464
0.45
3,28
0.7218
STRl
SS=
MS=
1 .8293477E+9
1 .8293477E+9
0.14
1,30
0.7097
SS=
MS=
9.288754E+10
9.288754E+10
1.31
1,30
0.2610
SS=
MS=
8.628906
8.628906
0.19
1,30
0.6682
STR2
RENDÍ
ERROR
STRl
SS=
MS=
3.88672985E+11
1 .29557598E+10
SS=
MS=
2.12313741E+12
7.07712541E+10
SS=
MS=
1381 .71093750
46.05703125
STR2
RENDÍ
TABLA 1-bis.- MANOVA y ANOVAs para un Plan Factorial Mixto. V.l.:
a)Entre: Sexo; b)Intra: "1" Formato ítem consigna; "2" For_
mato ítems de la matriz; "3" Nivel de procesamiento. V.Ds.i
ZTR1/Prueba, ETR2/Prueba y N° Aciertos/Prueba, (continúa)
656
BMDP4U PFMIXTG- SEXO X (TITA X NIPRO X FICON).
<hoja-3)
WITHIN EFFECT« F: FICON
EFFECT
VARÍATE
STATISTIC
F
DF
P
F
-ALL
TSQ=
64.4539
20.05
3,28
0.0000
STRl
SS=
MS=
1 .814386E+10
1.814386E+10
4.37
SS=
MS=
1 .180980E+11
1 . 1 80980E+ 1 1
20 .75
1 , 30
0 . 000 1
SS=
MS=
(F) X (S: SEXO)
-ALL —
— TSQ=
STRl
SS=
MS=
STR2
SS=
MS=
RENDÍ
SS=
MS=
ERROR
STRl
SS=
MS=
STR2
SS=
MS=
RENDÍ
SS=
MS=
15.503906
1 5 . 503906
0 .83
1 , 30
0 . 3696
1,0
0.0452
STR2
RENDÍ
5.11743
1.59
3,28
0.2135
1 .1 69734 1E+9
1.1 69734 1E+9
0.28
1,30
0.5995
7.7063269E+9
7.7063269E+9
1.35
1,30
0.2538
15.503906
1 5 . 503906
1 .24586437E+11
4.152878760E+9
1 .70752307E+11
5.691740190E+9
560.61718750
18.68723958
0 . 83
1 , 30
0 . 3696
657
BMDP4V PFMIXTO- SEXO X (TITA X NIPRO X FICON) . ( <hoja-4)
WITHIN EFFECT: A: FIMA
EFFECT
VARÍATE
STATISTIC
F
DF
P
A
-ALL
TSD=
592.421
184.31
3,28
0.0000
5.41
1,30
0.0270
STR1
STR2
SS=
MS=
1 . 186381E+10
1.186381E+10
ss=
4.395538E+12
4.395538E+12
412.15
1,30
0.0000
270.191406
270.191406
26.56
1,30
0.0000
5.48
3,28
0.0043
1 .9970732E+9
1 .9970732E+9
0.91
1,30
0.3477
9.9998646E+8
9.9998646E+8
0.09
1,30
0.7616
71 .191406
71.191406
7.00
1,30
0.0129
MS=
RENDÍ
SS=
MS=
(A) X (S: SEXO)
-ALL
TSQ=
STR1
SS=
MS=
STR2
SS=
MS=
RENDÍ
SS=
MS=
17.6023
ERROR
STR1
SS=
MS=
6.58263658E+10
2.194211970E+9
SS=
MS=
3.19950096E+11
1 .06649980E+10
SS=
MS=
305.24218750
10.17473958
STR2
RENDÍ
658
BMDP4V PFMIXTO- SEXO X (TITA X NIPRO X FICON).
(hoja-5)
WITHIN EFFECT: N: NIPRO
EFFECT
VARÍATE
STATISTIC
DF
P
63.14
3,28
0.0000
F
N
-ALL
TSQ=
202.961
STRl
SS=
MS=
5.471027E+10
5.471027E+10
29.38
1,30
0.0000
SS=
MS=
7.357041E+11
7.357041E+11
85.84
1,30
0.0000
308.441406
308.441406
25.31
1,30
0.0000
1.48
3,28
0.2414
4.1951232E+8
4.1951232E+8
0.23
1,30
0.6385
2.878696E+10
2.878696E+10
3.36
1,30
0.0768
0.035156
0.035156
0.00
1,30
0.9575
STR2
RENDÍ
SS=
MS=
(N) X (S: SEXO)
-ALL —
— TSQ=
STRl
SS=
MS=
STR2
SS=
MS=
RENDÍ
SS=
MS=
4.75746
ERROR
STRl
SS=
MS=
5.58718684E+10
1 .862395423E+9
SS=
MS=
2.5712S462E+11
8.570943638E+9
SS=
MS=
365.64843750
12.18828125
STR2
RENDÍ
659
BMDP4V PFMIXTO- SEXO X (TITA X NIPRO X FICON) .
(hoja-6)
WITHIN EFFECT: FA
EFFECT
VARÍATE
STATISTIC
DF
FA
-ALL
TSQ=
146.450
45.56
3,28
0.0000
STR1
SS=
MS=
1 .820686E+11
1 .820686E+11
27.63
1,30
0.0000
SS=
MS=
2.976385E+12
2.976385E+12
131.27
1,30
0.0000
1875.972656
1875.972656
61.74
1,30
0.0000
1.38
3,28
0.2694
2.0756339E+9
2.0756339E+9
0.31
1,30
0.5788
5.8453192E+9
5.8453192E+9
0.26
1,30
0.6153
29.566406
29.566406
0.97
1,30
0.3318
STR2
RENDÍ
SS=
MS=
(FA) X (S: SEXO)
-ALL
TSQ=
STR1
SS=
MS=
STR2
SS=
MS=
RENDÍ
SS=
MS=
ERROR
STR1
SS=
MS=
STR2
SS=
MS=
RENDÍ
SS=
MS=
1
4.43529
1 .97715015E+11
6.590496589E+9
6.80198931E+11
2.26732865E4-10
911.58593750
30.38619792
660
BMDP4V PFMIXTO- SEXO X (TITA X NIPRO X FICON) .
(hoja-7)
WITHIN EFFECT: FN
EFFECT
VARÍATE
STATISTIC
DF
FN
-ALL
TSQ=
74.2121
23.09
3,28
0.0000
STR1
SS=
MS=
1 . 64750 1E+ 10
1.647501E+10
13.45
1,30
.0.0009
SS=
MS=
6.306110E+10
6.306110E+10
13.96
1,30
0.0008
190.785156
190.785156
20.86
1,30
0.0001
1.12
3,28
0.3574
3.9891540E+9
3.9891540E+9
3.26
1,30
0.0811
1 .013522E+10
1 .013522E+10
2.24
1,30
0.1445
1 .410156
1.410156
0.15
1,30
0.6974
STR2
RENDÍ
SS=
MS=
(FN) X (S: SEXO)
-ALL —
— TSQ=
STRÍ
SS=
MS=
STR2
SS=
MS=
RENDÍ
SS=
MS=
3.60279
ERROR
STR1
SS=
MS=
3.67366776E+10
1 .224555795E+9
SS=
MS=
1 .35472351E+11
4.515742357E+9
SS=
MS=
274.42968750
9.14765625
STR2
RENDÍ
661
BMDP4V PFMIXTO- SEXO X (TITA X NIPRO X FICON).
(hoja-8)
WITHIN EFFECT: AN
EFFECT
VARÍATE
STATISTIC
F
DF
AN
-ALL
TSQ=
347.276
108.04
3,28
0.0000
STR1
SS=
MS=
1 .728309E+11
1.728309E+11
218.95
1 , 30
SS=
MS=
1 .763692E+12
1.763692E+12
198.82
1,30
0.0000
18.41
1,30
0.0002
1.13
3,28
0.3553
0 . 0000
STR2
RENDÍ
SS=
MS=
(AN) X (S: SEXO)
-ALL —
— TSQ=
STR1
SS=
MS=
STR2
SS=
MS=
RENDÍ
SS=
MS=
167.378906
167.378906
3.61969
2.7763891E+6
2. 776389 1E+6
0.00
1,30
0.9531
2.6852800E+9
2.6852800E+9
0.30
1,30
0.5863
29.566406
29.566406
3.25
1,30
0.0814
ERROR
STR1
SS=
MS=
2.36809080E+10
7.893635208E+8
SS=
MS=
2.66128174E+11
8.870933876E+9
SS=
MS=
272.67968750
9.08932292
STR2
RENDÍ
662
BMDP4V PFMIXTO- SEXO X (TITA X NIPRO X FICON).
(hoja-9)
WITHIN EFFECT: FAN
EFFECT
VARÍATE
STATISTIC
DF
FAN
-ALL
TSQ=
187.753
58.41
3,28
0.0000
STR1
SS=
MS=
1 .872190E+10
1 .872190E+10
14.08
1,30
0.0008
SS=
MS=
1 .468084E+12
1 . 468084E+ 12
166. 00
1,30
0.0000
44.56
1,30
0.0000
0.44
3,28
0.7264
1,30
0.4480
STR2
RENDÍ
SS=
MS=
(FAN) X (S: SEXO)
ALL
TSQ=
STR1
SS=
MS=
STR2
SS=
MS=
RENDÍ
SS=
MS=
585.035156
585.035156
1.41336
7.8607337E+8
7 . 8607337E+8
0 . 59
2.1617211E+9
2.1617211E+9
0.24
1,30
0.6246
0.191406
0.191406
0.01
1,30
0.9047
ERROR
STR1
SS=
MS=
3.98872934E+10
1 . 3295763 11E+9
SS=
MS=
2.65310723E+11
8.843685523EH-9
SS=
MS=
393.89843750
13.12994792
STR2
RENDÍ
/END
TABLA 1-bis.- MANOVA y ANOVAs para un Plan Factorial Mixto. V.I.
a)Entres Sexo; b)Intra: "1" Formato ítem consigna; "2" Fo
mato ítems de l a matriz; "3" Nivel de procesamiento. V.Ds
ETR1/Prueba, ZTR2/Prueba y N2 Aciertos/Prueba.
663
F. V.
S. C.
g. 1 .
C. M.
F
P
TITA
45775387
1 ,248
45775337
49.05
P<.001
NI PRO
14037534
1 ,243
14087534
15.10
P<.001
FICON
4031873.5 1 ,248
4031373.5
4.32
P<.05
TITA x NIPRO
4993300.5 1 ,243
4993300.5
5.35
P<.05
TITA x FICON
2570349
2570349
2.75
N. S
NIPRO x FICON
3Ó3Ó340.5 1 ,243
3Ó3Ó340.5
3.90
P< .05
TITAxNIPROxFICON
1 , 243
43459400
1 ,243
43459400
40.57
P<.001
GLOBAL
1 18554180
7 , 248
1Ó93Ó312
18.15
P<.001
RESIDUAL
231432380
248
34998Ó5ÓO
255
TOTAL
933195.1
TABLA 2.- Resumen del ANOVA para un plan -factorial 2x2x2. V.l.:
a) Tipo de tarea, b)Nivel de procesamiento, c)Formato
del ítem consigna. V.D.: TRI
F. V.
S. C.
g. 1 .
C. M.
F
P
TITA
098900250
1 ,243
Ó989Q0250
152.91
P<.001
NIPRO
105951480
1 ,248
105951480
30.31
P<.001
1 ,248 102Ó5355QQ
224. éO
P<.001
P<.001
F I MA
1020535500
38Ó1Ó2590
1 ,248
38Ó1Ó2590
84.49
TITA x FIMA
34Ó8549Ó
1 ,248
34Ó3549Ó
7.59
NIPRO x FIMA
40928503
1 ,248
40928503
39.55
TITAxNIPROxFIMA
10209896
1 ,248
1026989è
2.25
GLOBAL
2731790300
7,248
390255750
85.34
RESIDUAL
1133503800
243
38Ó52941QO
255
TITA x NIPRO
TOTAL
P<.01
P<.001
N. S
P<.001
4570579.7
15158010
TABLA 3.- Resumen del ANOVA para un plan -factorial 2x2x2. V.l.:
a)Tipo de tarea, b)Nivel de procesamiento, c)Formato
de los ítems de la matriz. V.D.: TR2
664F. U.
FICON
FIMA
NIPRO
FICON x FIMA
S.C.
15065464
1131837700
83336504
1102406000
g. 1 .
1 ,248
C. M.
15065464
F
2.03
P
N. S
1 ,248 1131837700
152.38
P<.001
83336504
11 .22
P<.001
1 ,248 1102400000
148.42
P<.001
1 ,248
N. S
1634448
1 ,248
1684448
0.23
FIMA x NIPRO
719483770
1 ,248
719483770
96.86
P<.001
FICONxFIMAxNIPRO
478979260
1 ,248
478979260
64.49
P<.001
504684740
7,243
504684740
67.95
P<.001
1842058800
248
7427656
5374852000
255
21077851
FICON x NIPRO
GLOBAL
RESIDUAL
TOTAL
TABLA 4.- Resumen del ANQVA para un plan factorial 2x2x2. V.l.:
a) Formato del ítem consigna, b) Formato de los ítems
de la matriz, c)Nivel de procesamiento. V.D.: TET
F. U.
S.C.
g. 1 .
C.M.
F
P
1875.97
1 ,248
1375.97
100.66
P<.001
NIPRO
308.44
1 ,248
308.44
16.55
P<.001
FICON
15.50
1 ,248
15.50
0.33
N.S.
TITA x NIPRO
585.03
1 ,248
585.03
31 .39
P<.001
TITA x FICON
270.19
1 ,248
270.19
14.50
P<.001
NIPRO x FICON
190.78
1 ,248
190.78
10.24
P<.01
167.38
1 ,248
167.38
8.98
P<.01
GLOBAL
3413.34
7,248
487.62
26.16
RESIDUAL
4621 .91
248
8035.21
255
TITA
TITAxNIPROxFICON
TOTAL
P<.001
18.64
TABLA 5.- Resumen del ANOVA para un plan -factorial 2x2x2. V.l.:
a)Tipo de tarea, b)Nivel de procesamiento, c)Formato
del ítem consigna. V.D.: N2 de aciertos.
665
F. U.
3.C.
g. 1 .
C. M.
F
P
2352233700
1 ,248
2352233700
176.09
P<.001
N I PRO
245720730
1 ,248
245720730
18.39
P<.001
FICON
24000048
1 ,248
24060643
1 .80
TITÀ x NIPRO
887909860
1 ,248
887909860
66.47
P<.001
TITÀ x FICON
175731 ¿500
1 ,248
1757316500
131 .55
P<.001
920248
1 ,248
920248
0.07
1106157300
1 ,248
1106157300
82.81
P<.001
GLOBAL
6374318900
7,248
910616990
68.17
P<.001
RESIDUAL
3312301600
248
13358071
9637120500
255
37988708
TITA
NIPRO x FICON
TITAxNIPROxFICON
TOTAL
N. S
N.S
TABLA 6.- Resumen de! ANQVA para un plan -factorial 2x2x2. V.l.:
a)Tipo de tarea, b)Nivel de procesamiento, c)Formato
del ítem consigna. V.D.: EFICACIA
666
F. V.
ESTADÍSTICO
F
g. 1 .
P
ENTRE-SU JETOS:
SEXO
TSQ=
0.42
0.13
3, 28
N. S.
INTRASUJETOS:
N INDI
<NINDI)x<SEXO)
TAMA
< TAMA > x < SEXO)
TIREN
<TI PEN) x < SEXO)
N INDI x TAMA
30.10 9, 22
30.13 9,214.32
TSQ=
LRATIO=
TRACE
TZSQ=
CHISQ=
MXROOT=
370.19
0.14
4. 04
417.80
339.78
0.81
TSQ=
LRATIÜ=
TRACE=
TZSQ=
CHISQ=
MXROOT=
4.93
0.98
0.02
1.95
1.01
0.18
0.40
0.21
TSQ=
LRATIO=
TRACE=
TZSQ=
CHISQ=
MXROOT=
822.48
0.13
ó. 30
507.29
401.57
0.84
67.02
31 .20
TSQ=
LRATIO=
TRACE=
TZSQ=
CHISQ=
MXROOT=
3.56
0.90
0.37
3.30
2.10
0 . 30
7.09
.000
.000
9, 22
9,214.3
N. S.
N. S.
7.09
9, 22
9,214.3
7.09
0.29
0.30
.000
.000
9, 22
9,214.3
7.09
N. S. •
N. S.
.000
.000
.000
.000
N. S.
N. S.
N. S.
N. S.
TSQ=
72.15
22.45
3, 28
.000
TSQ=
1 .07
0.33
3, 28
N. S.
TSQ=
LRATIO=
TRACE=
TZSQ=
CHISQ=
MXROOT=
2424.97
0.51
0.80
232.43
207.01
0 . 42
1 1 .98 27, 4
7.51 27,783.3
23.41
.01
.000
.000
N. S.
(cont inúa)
66?
F. V.
ESTADÍSTICO
TSQ=
193.53
< N ! ND I x TAMA ) x SEXO
l_RATIO=
0.92
TRACE=
0.09
TZSQ=
24.05
CHISGN
20.40
MXROOT=
0.53
TSQ=
34.84
NINDI x TI PEN
LRATIO=
0.05
TRACE=
0.51
TZSQ=
45.78
CHISQ=
30.72
MXROOT=
0.31
13.54
<NINDIxTIPEN)xSEXO TSQ=
LRATIO=
0.92
TRACE=
0 . 82
TZSQ=
7.37
CHISQ=
5.42
MXROOT=
0.0 ó
TAMA x T I PEN
TSQ=
91.33
LRATIO=
0.53
TRACE=
0.82
TZSQ=
74.15
CHISQ=
59.82
MXROOT=
0 . 43
( TAMAxT I PEN ) x SEXO
TSQ=
11.25
LRATIO=
0.94
TRACE=
O.OÓ
TZSQ=
5.53
CHISQ=
3.92
MXROOT=
0.43
NINDIxTAMAxTIPEN TSQ=
278.45
LRATIO=
0.80
TRACE=
0.23
TZSQ=
01.54
CHISQ=
53.98
MXROOT=
0.10
. 219.98
<NINxTAMxTIP)xSEXO TSQ=
LRATIO=
0.94
TRACE=
0.07
TZSQ=
18.28
CHISQ=
15.24
MXROOT=
0.34
TOTAL
TSQ=
3457.13
g. 1 .
F
0 . 96 27, 4
0.88 27,783.3
23.41
2.84 9, 22
4. 00 9,214.32
7.09
1 . 10 9, 22
0.79 9,214.32
7.09
7.44 9, 22
7.00 9,214.32
7.09
0.92 9, 22
O.éO 9,214.32
7.09
1 .37 27, 4
2.25 27,783.3
23.41
1 .09 27, 4
0.07 27,783.3
23.41
1075.55
3, 28
P
N. S.
N. S.
N. S.
N. S.
.02
.000
.000
N. S.
N. S.
N. S.
N. S.
N. S.
.000
.000
.000
.01
N. S.
N. S.
N. S.
N. S.
N. S.
.000
.000
N. S.
N. S.
N. S.
N. S.
N. S.
.000
TABLA 7a.- Prueba A. MANOVA para un Plan Factorial Mixto. V. I,s:
a)Entre: Sexo; b)Intra: "1" Nivel de Integrac-Disociac. ;
"2" Tamaño de la matris; "3" Tipo de ensayo. V.D,s.:
TRI, TR2, Aciertos.
668
F. U.
NINDI
TAMA
ESTADÍSTICO
TSQ=
LRATIO=
TRACE
TZSQ=
CHISQ=
MXROOT=
300.81
0.13
6.17
555.03
452.00
0 . 86
29.40 9, 22
31 .72 9,214.32
TSQ=
LRATIO=
TRACE=
TZSQ=
CHISQ=
MXROOT=
272.97
0.26
2. 01
234.55
190.07
0 . 72
22.24
17.54
28.85
8.97
JIPEN
TSQ=
NINDI x TAMA
TSQ=
LRATIO=
TRACE=
T2SQ=
CHISQ=
MXROOT=
NINDI x TI PEN
TAMA x T I PEN
NINDIxTAMAxTIPEN
TOTAL
g. 1 .
F
9790.74
0.57
0.69
187.58
166. 86
0 . 38
.000
.000
9, 22
9,214.3
.000
.000
7.09
.000
.000
3, 28
.000
48.35 27, 4
6.06 27,783.3
23.41
11.60
0.90
0.10
9.44
7.10
0.0 ó
0.95 9, 22
1 .02 9,214.32
TSQ=
LRATIO=
TRACE=
T2SQ=
CHISQ=
MXROOT=
77.39
0.58
0.64
57.88
46.57
0 . 34
6.31 9, 22
5.38 9,214.32
TSQ=
LRATIO=
TRACE=
TZSQ=
CHISQ=
MXROOT=
221.86
0.91
0 . 93
25.21
21.45
0 . 44
1 . 10 27, 4
0.93 27,783.3
8097.47
7.09
7.09
23.41
2519.21
.000
.000
7.09
TSQ=
LRATIO=
TRACE=
T2SQ=
CHISQ=
MXROOT=
TSQ=
P
3, 28
.000
.000
.000
N. S.
N. S.
N. S.
N. S.
N. S.
.000
.000
.000
.05
N. S.
N. S.
N. S.
N. S.
.000
TABLA 8a.- Prueba B. MANOVA para un Plan Factorial V. I,s: "1"
Nivel de Integrac-Oisociac.; "2" Tamaño de la matriz;
"3" Tipo de ensayo. V.D,s.: TRI, TR2, Aciertos.
669
F. V.
ESTADÍSTICO
g. 1 .
F
TSQ=
LRATIO=
TRACE
TZSQ=
CHISGN
MXROOT=
599.73
0.12
7.01
630.61
513.15
0 . 87
48.87 9, 22
33.08 9,214.32
TSQ=
LRATIO=
TRACE=
TZSQ=
CHISQ=
MXROOT=
435.37
0.1 ó
4.96
446.10
302.84
0 . 83
35.47
27.24
TIREN
TSQ=
101.92
31 .71
NINDI x TAMA
TSQ=
LRATIO=
TRACE=
T2SQ=
CHISQ=
MXROOT=
3823.57
0.44
1.10
297.83
265.58
0 . 48
18.88 27, 4
9.35 27,783.3
TSQ=
LRATIO=
TRACE=
TZSQ=
CHISQ=
MXROOT=
76.74
0.64
0.55
49.77
39.96
0 . 35
6.25 9, 22
4.76 9,214.32
TSQ=
LRATIO=
TRACE=
TZSQ=
CHISQ=
MXROOT=
184.84
0.48
0.99
89.11
72.01
0 . 48
15.06 9, 22
8.25 9,214.32
TSQ=
LRATIO=
TRACE=
TZSGN
CHISQ=
MXROOT=
752.67
0.81
0 . 22
60.73
53.25
0.13
3.72 27, 4
2.20 27,783.3
NINDI
TAMA
NINDI x TI PEN
TAMA x TIREN
NINDIxTAMAxTIPEN
TOTAL
TSQ=
3035.46
.000
.000
7.09
.000
.000
9, 22
9,214.3
.000
.000
7.09
.000
.000
3, 28
.000
23.41
7.09
7.09
944.36
P
.01
.000
.000
N. S.
.000
.000
.000
.05
.000
.000
.000
.000
N. S.
.001
23.41
.000
N. S.
3, 28
.000
TABLA 9a.- Prueba C. MANOVA para un Plan Factorial V. I,s: "1"
Nivel de Integrac-Disociac.; "2" Tamaño de la matriz;
"3" Tipo de ensayo. V.D,s.: TRI, TR2, Aciertos.
670
F. V.
NINDI
TAMA
ESTADÍSTICO
437.05
0.14
4.88
453.92
371.74
0 . 82
36.03 9, 23
30.15 9,221 .62
TSQ=
LRATIO=
TRACE=
T2SQ=
CHISQ=
MXROOT=
384.08
0.12
ó. 45
599.04
491.20
0.86
31 .71
34.07
44.28
13.81
TSGN
NINDI x TAMA
TSQ=
LRATIO=
TRACE=
TZSQ=
CHISQ=
MXROOT=
TAMA x TIPEN
NINDIxTAMAxTIPEN
TOTAL
g.l .
TSQ=
LRATIO=
TRACE
TZSQ=
CHISQ=
MXROOT=
JIPEN
NINDI x TIPEN
F
4327.34
0.56
0 . 69
192.25
171.67
0.35
.000
.000
9, 23
9,221 .6
.000
.000
7.14
.000
.000
3, 29
.000
25.85 27, 5
6.50 27,809.6
23.52
53.39
0.79
0.25
23.76
18.93
0.18
4.40 9, 23
2.48 9,221 .62
TSQ=
LRATIO=
TRACE=
TZSQ=
CHISQ=
MXROOT=
67.09
0.64
0.51
47.46
38.36
0 . 29
5.53 9, 23
4.37 9,221 .62
TSQ=
525.03
0.83
0.20
55.91
49.15
0.13
2895.11
7.14
7.09
3.14 27, 5
2.01 27,809.6
902.78
.000
.000
7.15
TSGN
LRATIO=
TRACE=
TZSQ=
CHISQ=
MXROOT=
TSQ=
LRATIO=
TRACE=
TZSQ=
CHISQ=
MXROOT=
P
.000
.000
.000
N. S.
.002
.01
.01
N. S.
.000
.000
.000
N. S.
N. S.
.002
23 . 52
.002
N. S.
3, 29
.000
TABLA 10a.- Prueba D. MANOVA para un Plan Factorial V.I,s: "1"
Nivel de Integrac-Disociac. ; "2" Tamaño de la matriz;
"3" Tipo de ensayo. V.D,s.: TRI, TR2, Aciertos.
671
CUADRO 7.- Variable dependiente TRI. Pruebas de reconocimiento
categoría!. Coeficientes B (B); Error estàndard (E)
valor—T (T) y significación (S) .
PRUEBAS DE RECONOCIM. CATE6ORIAL
WAR T API PC? PRPnTPTHRA^
A
CLASIFICA (subtest)
C. I. G. (de Cattell)
157.4O
40.71
3.87
O . OO 1
B=
E=
s=
0.86
6.90
0. 12
N.S.
3.26
3.77
0 . 86
N.S.
B=
E=
Y=
g=
7.23
3.05
2.37
N.S.
1.95
1.66
1. 17
N.S.
B=
NIVEL INTEGRAC-DISOC. E=
T=
S=
ORDEN DE APLICACIÓN
FAMILIARIDAD
-_J_ • *-vJ
15.50
5
Z. 10
0.01
2.83
2.23
1.27
N.S.
-91.25
58
-1.57
N.S.
-17.52
30.21
-0.58
N.S.
~""í_í N ·w*«_*
5. 10
- 1 . 04
N.S.
-4.93
J-k
/
~»CT
J~- M .h. uJ
-2. 19
0 . 03
469.52
1 ^4. ^^
3.78
0.001
B= -403.39 -204 . 85 -205.74 -117.37
16.04
E=
21.94
16.28
12.03
-12.82
-7.21
T= -18.39
-17.02
0.001
0.001
0 . 00 1
S=
0.001
B=
E=
T=
S=
___
E=
T=
a=
E=
E=
S=
t^t^
/ • >_^*
vnc
vnc
3.65
-2.53
0.01
-0.27
3,83
-0 . 07
N.S.
-27.66
23.50
-1. 18
N.S.
89. 16
20.34
4.38
0 . OO 1
O.22
825.30 1911.00
6O2.00
75O . OO 407.00
3. 17
2.96
2 . 03
0.01
0. 01
0.05
2555 . 00
587 . 00
4.35
0 . OO 1
-6.46
3.56
vnc
O—-
INTERSECCIÓN
T~\
480 . 85
154.02
77.72
Q*J • OxJ
1.98
5.62
0 . OS
0.001
Ei —
LONGITUD CONSIGNA
D
C
0 . 34 -56.37
/-ver
29.23
-1.94
0.02
N.S.
0 . 05
B=
E=
T=
S=
T—
VELOC. LECTORA
B
-1.81
N.S.
vnc= variable no considerada.
6?2
CUADRO S-- Variable dependiente TRl. Pruebas de reconocimiento
analógico. Coeficientes B (B); Error estàndard (E) :
valor-T (T) y significación (S).
PRUEBAS DE RECONOCIM. ANALÓGICO
W AR T ARI pc? PRPHTPTnRACî
E
CLASIFICA (subtest)
B=
E=
T=
C "—
C. I. B. (de Cattell)
S=
17.02
3.66
4.65
0.001
B=
E=
T=
S=
-2.37
2.08
-i. 14
N. S.
-0.51
1.62
-0.32
N. 3.
B=
NIVEL INTEBRAC-DÍSOC. E=
T=
S=
ORDEN DE APLICACIÓN
B=
E=
T=
S—
G
-105.65
21.69
-4.87
0.01
-22. 19
4.66
-4.76
0.001
B=
E=
"T"—.
VELOÇ. LECTORA
86.74
27.44
3. 16
0.02
F
1 84 . 63 -194.73
2O. 90
8.83
0.001
15.01
-15. 70
0.001
™O m O —'
1.56
~~1-J N O*J
0.001
307 . 09
89. 11
3.45
0.001
E=
j=
vnc
3.24
2.68
1.21
N. S.
vnc
S=
LONGITUD CONSIGNA
B=
C=
T=
S=
INTERSECCIÓN
0.30
0.90
0 . 33
N. S.
a= 3863.00
T= 510.00
E=
7.57
S=
0. 001
vnc= variable no considerada.
-0.67
1.35
-0.50
N. S.
-6.56
26.46
-0 . 25
N. S.
-34.46 -125.32 -128.08
11.69
11.26
9.82
-13.05
-2.95
-11. 13
0.003
0.001
0.001
B=
FAMILIARIDAD
18. 15
-10.73
0.001
-19.80
28.90
3.54
3.07
-5.59
9.39
0.001
0 . 00 1
445.98
55.36
106.95
30.99
1.79
4. 17
0 . 00 1 N. S.
~~ .*- -' \J • O /
H
38.52
vnc
i
616. 00
392.00
1.57
N. S.
14. 13
2.73
0. 0 1
2586. 00
410. 00
6 . 30
0.001
-0.92
t
*_ • r-i
*_o
f\
-0 . 4 1
N. S.
37.39
14.46
2.59
0. 0 1
209.00
362.00
0 . 58
N. S.
673
CUADRO 9.- Variable dependiente TR2. Pruebas de reconocimiento
categorial. Coe-f icientes B (EO; Error estàndard (E)
valor—T (T) y signi-f icací ón (S> .
PRUEBAS DE RECONOCIM. CATEGORIAL
VARIABLES PREDI CTORAS
A
B=
E=
B
C
D
452.02
112.43
4.02
0.001
131.58
25.55
5.15
0.001
459.25
142.46
3.22
0.001
569.86
108.04
5.27
0.001
B=
C. I. B. <de Cattell ) E=
T=
B=
-40.65
19.05
-2. 13
0.05
-24.70
4.33
-5.71
0.001
-68.70
24.39
-2.82
0.01
-85.89
18.24
-4.71
0.001
B=
E=
T=
S=
-6.43
8.42
-0.76
N.S.
3.32
1.90
1.74
N.S.
-16.72
10.87
-1.54
N.S.
-22.46
8.05
-2.79
O.O1
B=
SIMILI TUD <SOLAPAMTO.)E=
T=
S=
12.38
7.08
1.75
N.S.
0.91
1.61
0.56
N.S.
11.84
9.02
1.31
N.S.
4.55
6.85
0.66
N.S.
B=
NIVEL INTEBRAC-DISOC. E=
T=
S=
542.57
214.65
2.53
0.01
462.20
98.32
4.70
0.001
TAMAñD DE MATRIZ
B=
E=
T=
S=
78.90
37. 16
2. 12
0.05
ORDEN DE APLICACIÓN
B— -147. OO -181. 16
E=
60.59
13.82
T=
-13. 11
-2. 43
S=
0 . 02
N.S.
FAMILIARIDAD
B=
E=
T=
S=
CLASIFICA <subtest)
S=
VELOC. LECTORA
M.P.
VNC
VNC
647.25 1429.23
282.69
444.23
2.29
3.24
0.001
0.002
-37.08
49.97
-0.74
N.S.
— 1 16.33
68.23
-1.70
N.S.
-502.73 -323.27
78. 19
58.22
-5.55
-6.43
O.OO1
O.OO1
-15. 17
17.79
-0.85
N.S.
35.77
13.87
2.58
0.01
B= -590.29
LOCALIZACION ítem Cr. E=
80.81
T=
-7.30
S=
0.001
-41.91 -815.27 -318.02
18.47
103.78
78. 12
-2.27
-4.07
-7.85
0.003
0.001
0.001
B=
LONGITUD ÍTEMS-MATRIZ E=
128.38
26.71
4.81
O . O0 1
LONSITUD CONSIGNA
INTERSECCIÓN
53.06
~V
ll~\
•_* • o^e.
<?=
14.68
O.O01
B=
E=
T=
S=
VNC
50.19
3. 10
16.18
0.001
69.42 -358.86
4.10
114.56
16.97
—3 .13
0.001
0.002
a= 4700 . 00 1594.00 14028.00
2940.00
468.00
E= 2080.00
T=
3.41
4.78
2.25
0.001
0.001
S=
0.05
1O7.56
12.41
8.67
O . OO 1
1 4 1 . 35
72.73
1.94
0.05
6271.00
2100.00
2.99
0.001
M.P.= Multicol ineal idad per-fecta (SMC=1 con las otras V.l.)
VNC= Variable no considerada.
674
CUADRO 10.- Variable dependiente TR2. Pruebas de reconocimiento
analógico. Coeficientes B (B); Error estàndard (E) ;
valor-T (T) y significación (S).
PRUEBAS DE RECONOCIM. ANALÓGICO
UAR T ÖBIFS PRFT5 T CTHRAH
E
F
H
G
B=
E=
T=
S=
142.83
95.49
1.50
N. S.
41. 12
18.00
2.28
0.02
337 . 49
60. 19
6.27
0.001
31.99
45. 19
0.71
N.S.
B=
E=
T=
S=
-13. 14
16.23
-O.Sl
N. S.
-9.60
3.04
-3. 16
0.002
-33.07
10.20
-3.24
0.001
11.26
7.66
1.47
N.S
B=
E=
T=
S=
S. 70
7.22
1.20
N. S.
-0 . 83
1.34
-0.62
N. S.
-11.65
4.50
-2.58
0.01
-7.39
3.37
-2.20
0.03
B=
(SOLAPAMTO. )E=
T=
S=
12.02
6.05
2.02
0.05
B=
NIVEL INTEGRAC-DISOC. E=
T=
S-
-17.73
372. 10
-0.5
N. S.
CLASIFICA
(sub t est)
C. I. G. (de Cattell)
VELOC. LECTORA
SIMILITUD
R=
TAMAKO DE MATRIZ
ORDEN DE APLICACIÓN
FAMILIARIDAD
E=
T=
S=
125.49
32.53
3.86
0.001
B= -404.28
E=
52.22
T=
-7.74
0.001
5=
B=
E=
T=
S=
VNC
B= -850.09
69.50
LOCALIZACION Item Cr. E=
T= —12. 23
0.001
S=
B=
LONGITUD ÍTEMS-MATRIZ E=
T=
S=
92.36
103.11
0.90
N. S.
B=
E=
T=
S=
50.34
3. 15
15.98
0.001
LONGITUD CONSIGNA
INTERSECCIÓN
a= 2403.00
E= 1780.00
1.35
T=
S=
N. S.
1.74
1. 13
1.55
N. S.
5.79
3. 82
1.51
N.S.
8.16
2.84
2.87
0.001
292.89 -166.24
25.71
256.64
1 1 . 39
-0.65
0.001
N.S.
M. P
455.69
65.87
6.92
0.001
-26.70
28.59
-0.93
N.S.
-40. 15
21.32
-1.B8
0.05
-10. O6 -245.28
9.70
32.43
-7.56
-1.04
0.001
N. S.
VNC
-5.57
24.44
-0.23
N.S.
16.35
7.77
2.12
0 . 03
-87.23 -673.88
43.50
12.83
-6.80
-15.48
0.001
0.001
14.68
»J • O-_'
2.61
0.01
-439.90
32.60
-13.49
0.001
62. 11
2.87
21.61
0.001
27.87
1.30
21.31
0.001
57.32
5.20
-11. 03
0.001
VNC
49.58
40.70
1.22
N.S.
-38.84
36.00
-1.08
N.S.
1336.00 3672.00
326 . 00 1180.00
3. 11
4. 10
0.01
0.001
-687.00
902.00
-0.76
N.S.
M.P.= Multicolinealidad perfecta (SMC=1 con las otras V.l.)
VNC= Variable no considerada.
675
CUADRO 11.- Variable dependiente TET. Pruebas de reconocimiento
categorial. Coeficientes B (B); Errer estàndard (E) ;
valor—T <T> y significación <B) .
PRUEBAS DE RECONOCIM. CATEBORIAL
VARIABLES PREDI CTBRAS
B
A
c
D
609.44
124. 14
4.91
0.001
131.92
37.45
3.52
0.001
402.62
150.01
2.68
0.01
552.34
117.22
4.71
O.OO1
C. I. G. (de Cattell ) E=
T=
S=
-37.79
21.03
-1.89
N.S.
21.44
6.35
-3.38
0.001
-53.20
25.68
-2.07
0.04
-91.22
19.79
-4.61
0.001
B=
E=
T=
S=
O. 79
9.29
0.09
N.S.
5.27
2.79
1.89
N.S.
-13.89
11.45
-1.21
N.S.
-27.38
8.73
—3 .13
0.02
B=
SIMILITUD (SOLAPAMTQ. >E=
T=
S=
13.47
7.81
1.72
N.S.
—2. 63
2.36
-1. 12
N.S.
13.70
9.50
1.44
N.S.
1.51
7.43
0.20
N.S.
B=
NIVEL INTEERAC-DISOC. E=
T=
S=
696.59
237.00
2.94
O. 01
555.80
297.68
1.87
0.05
1908.76
481.97
3.96
0.001
B=
C=
T=
99.38
41.02
2.42
0.02
-46.81
52.62
-O.B9
N.B.
-108.09
74.02
-1.46
N.S.
B=
CLASIFICA
(subtest)
E=
T=
B=
B=
VELOC. LECTORA
TAMAÑO DE MATRIZ
Css
ORDEN DE APLICACIÓN
FAMILIARIDAD
943.04
144. 13
6.54
0.001
M.P.
B= -550.40 -386.00 -708.46 -440.64
E=
82.33
63. 17
66.90
20.25
T=
-8.60
-6.98
-8.23
-19.06
S=
0. 01
O.OO1
O.OO1
O.OO1
B=
E=
T=
S=
VNC
VNC
-35. 13
27.08
-1.30
N.S.
B= -598.79
LOCALIZACION ítem Cr. E=
89.22
T=
-6.61
S=
0.001
B=
LONBITUD ÍTEMS-MATRIZ E=
T=
q=
51.66
3.99
12.94
B=
E=
T=
S=
INTERSECCIÓN
a= 69UO. 00
E= 230O.OO
T=
3.01
S=
0.01
VNC
35.50
15.05
2.36
0.02
-792.83 -272.94
109.28
84.76
-7.26
-3.22
0.001
0.001
50.76
106.04
3.27
13.46
15.54
7.88
n . no 1 O . O0 1 O . OO t
62.96
6 . 00
10.50
n . no 1
LONSITUD CONSIGNA
-24.39
18.73
-1.30
N.S.
230 . 52
196.78 -386.52
39. 16
1 20 . 63 78.91
5 . 03
-3.20
2.92
0.01
0.001
0.001
2419.00 15940.0O 8827.00
686.00
309O . 00 2280.00
3. 53
5. 16
3.87
0.001
0.001
0.001
M.P,= Multicolineal idad per-fecta (SMC=1 con las otras V.l.)
VNC= Variable no considerada.
676
CUADRO 12.- Variable dependiente TET. Pruebas de reconocimiento
analógica. Coe-ficientes B (B); Error estàndard (E) ;
valor-T (T) y significación (S).
PRUEBAS DE RECONOCIM. ANALÓGICO
VARIABLES PREDICTOR AS
E
CLASIFICA (sLibtest)
C. I. B. (de Cattell)
VELQC. LECTORA
B=
E=
T=
S=
229.57
103.99
2.21
0.03
B=
E=
T=
—35 . 33
17. 6B
-2.00
0.05
B=
E=
T=
S=
6.32
7.87
0 . SO
N.S.
F
G
H
-64.53
562. 12 -162.75
31 . 23
67.61
51.21
-2.07
8.31
-3. 18
0 . 05
O.Ool
0.01
7.42
5.27
1.41
N.S.
-52.88
11.46
-4.62
0.001
40. 16
8.68
4.63
0.001
-1.35
-20.48
5.06
-4.05
0.001
-8.07
8.06
3.22
2.50
0.02
-0.58
N.S.
•» Q^
•_> • O*-
-2. 11
0.04
B=
SIMILITUD (SOLAPAMTO. )E=
T=
S=
9.63
6.59
1.46
N.S.
1 . 25
1.95
0.64
N.S.
3 . 23
4.30
0.75
N.S.
B=
NIVEL INTECRAC-DISOC. E=
T=
S=
428.25
405.22
1.66
N.C.
348.25
44.61
7.81
0.001
140.85
288.28
0.49
N.S.
449. 13
74.65
6.02
0.001
-46.32
23.95
-1.93
0.05
-27.72
32.40
-0.86
N.S.
TAMAñO DE MATRIZ
ORDEN DE APLICACIÓN
FAMILIARIDAD
B=
E=
T=
S=
121.26
35.42
3.42
0.001
B= -639.96
E=
56.87
T= -11.25
S=
0.001
B=
E=
T=
S=
VNC
B= -857. 16
75.68
LOCALIZACION ítem Cr. E=
T= -11.33
S=
0.001
B=
LONGITUD ÍTEMS-MATRIZ E=
T=
CJ
=
LONGITUD CONSIGNA
INTERSECCIÓN
B=
E=
•j-—
S=
50.64
3.43
14.76
0.001
191.26
112.29
1 . 70
N.S.
M.P
-44.52 -370.61
•.•o • 4s_"
16.83
-10. 17
-2.65
0.01
0.001
VNC
19.59
8.68
2.26
0.05
-82.02 -662.35
48.89
22. 26
-3.69
13.55
0 . 00 1 0.001
59.52
4. 99
11.94
O. 001
VNC
133. 66
27.70
-4.83
0.001
13.75
6.38
2. 16
0.05
-433. 04
36.95
-11.72
0.001
28. 12
1.46
19.20
0.001
»j / • <->•->
5.89
9.74
0.001
88. 11
45.71
1.93
N.S.
-1.45
40.80
-0.04
N.S.
a= 6266.00 1952.00 6258.00 -478.00
565 . 00 1330.00 1020.00
E= 1930.00
4.71
3.45
-0.47
T=
3.24
0.001
0.001
N.S.
S=
0.001
M.P.= Muíticolinealidad perfecta (SMC=1 con las otras V.l.)
VNC= Variable no considerada.
577
CUADRO 13.- Variable dependiente PUNT. Pruebas de reconocimiento
categorial. Coe-F icientes B (B); Error estàndard (E) ;
valor—T (T) y si gni-f icacj on (S).
PRUEBAS DE RECÜNUC1M. CATEGORIAL
VARIABLES PREDICTOR AS
A
CLASIFICA (subtest)
B=
E=
T=
S=
0.007
0 . OU6
1. 10
N.S.
B= -O.OO04
C. I. G. (de Cattell >
VELOC. LECTORA
B
O.OO3
0.005
0.58
N S.
C
-0.013
O.OO7
-1.95
0.05
D
-0 . 003
O.U07
-0.41
N.S.
E= 0.001
T= -0. 43
S= N.S.
O.OO05
0.001
0.56
N.S.
O.OO4
O.OO1
3.56
0.01
O. 0007
U . 'JO 1
0.60
N.S.
B= -0 . 0002
E= O.OOO
T= 0.34
S= N.S.
O.OOU3
0.000
0.96
N.S.
0.001
U. 001
2.66
N.S.
0.001
O. 001
2.81
O.O1
0.0002
0.000
0.36
N.S.
0.0004
0 . 000
0.97
N.S.
B= -0.0002
SIMILITUD (SOLAPAMTO. )E= 0 . 000
T= -0.5872
S= N.S.
-0.0003
0.000
-1. 14
N.S.
B= -0.015
NIVEL INTEGRAC-DISOC. E= 0. 12
T.—
-1.24
S= N.S.
-0.011
0.019
-0.58
N.S.
-0 . 055
0 .013
-4. 16
0.001
-O . 089
0.029
-3. 10
O.O1
M. P.
-0.004
0.002
-1.72
N.S.
O. 007
0.004
1.52
N.S.
TAMAñO DE MATRIZ
ORDEN DE APLICACIÓN
FAMILIARIDAD
B=
E=
T=
S=
O.OU2
0.002
0 . 85
N.S,
B=
E=
T=
S=
U.026
0.003
7.76
0.001
B=
E=
VNC
0 . 005
O.OO3
2. 11
0.04
VNC
r=
S=
B= -O.028
LQCALIZACION Item Cr. E= 0.004
T= -6.30
S= 0.001
-0 .A2
0.004
-6.20
o.ooo
B= -0.0008 -0.002
LONGITUD ÍTEMS-MATRIZ E= 0 . 000 0.001
-2. 15
T= -3.84
q= O . O O 1
o . or.
LONGITUD CONSIGNA
B=
E=
î=
VNC
s~
INTERfaLi:CION
a=
E=
T=
S—
0.90
0.11
7.76
0 . 00 1
0 . 022
0.004
6.02
0.001
0.012
O.O04
-3.3398
0.001
0.0008
0.001
0.99
N.S.
-0.0004
0 . 'JO 1
-0.53
N.S.
-O.O13
0.005
-2.72
0.01
-0 . 032
0.005
-6.38
0.001
-0.0001
0.000
-0.64
M. «ï.
-0.002
0. OOl
-2.69
O . ( 11
-0.004
0. 005
-0 . 88
N.S.
-0.0028
0 . 005
-O. 52
N.S.
0. 0006
O. UU05
0.14
N.S.
0.91
0.09
10.22
0.001
O. 36
0.14
2.64
0. U 1
0 . 78
O. 13
5.73
0 . <JO 1
M.P.= Multtcolinealidad per-fecta (SMC=1 con las otras V.l.)
VNC= Variable no considerada.
678
CUADRO 14.- Variable dependiente PUNT. Pruebas de reconocimiento
analógico. Coe-fi ci entes B (b); Error estàndard (E) ;
valor-T (T) y significación (S) .
PRUEBAS DE RECONOCIM. ANALÓGICO
VARIABLES PREDI CIDRAS
E
CLASIFICA (subtest)
C.I. tí. (de Cattell)
VELOC. LECTORA
B=
E=
0.007
0 . 005
1.38
N.S.
B=
E=
T=
S=
0.0008
0.000
1.96
0.05
0.0003
0 . 005
0.74
0 . 05
-0.024
O.OO6
-3.96
O.C01
0. 002
0.002
(J.93
N.S.
B=
E=
0 . 0 1 3 0.011
0. O 03
0.002
4.55
4.76
o . ou i 0.001
B=
E=
T=
S=
-O. 001
0.001
-8.87
0.01
0.001
0.000
3.54
0.001
0.0002
0.000
0. 65
N.S.
B=
E=
T=
S=
S=
FAMILIARIDAD
0.003
0.004
0.80
N S.
0 . 0003 -0 . OOO04
0.000
0 . 000
1.01
-0. 15
N.S.
N.S.
B= -0.061
NIVEL INTEGRAC-DISQC. E= 0.021
Q*-!
T= _.*•»
-t_ • / J—
S= 0.01
ORDEN DE APLICACIÓN
B
B= -0.0006 -O. 0003
E= 0 . 00 1
0.001
y= -0.71
-0.44
s= N.S.
N.S.
B=
SIMILITUD (SOLAPAMTO. )E=
T=
S=
TAMAñO DE MATRIZ
F
VNC
M.P.
VNC
H
0.002
0.004
0.67
N.S.
0.001
0.001
1.35
N.S.
0.001
0 . 000
3.01
0.0 O3
0 . 0003 -0.0002
0.000
O.OOO
1.26
-0.97
N.S.
N.S.
0.009
0.021
0.43
N.S.
0.007
0.006
-0 . 004
0. 002
-2.47
0.02
0.002
0.002
1 . 06
N.S.
0.009
0 . 003
3.26
O.OO1
-0.0003
0.001
-O. 47
N.S.
1
í 1
" '"^
N.S.
0 . 005
0.002
2.26
N.S.
0.001
0.000
1.64
N.S.
B= -0.01B
-0.016
-0.016
-0.021
0.003
LOCAL l Z AC ION Item Cr. E= 0.004
0 . OO3 0.004
T= -4. 66
-5.21
-5.85
-5.96
o.ood
S= U . U U 1 0 . 00 1 0 . 00 1
B= -0 . 0004 -0 . OO2
LONGITUD ÍTEMS-MATRIZ E= o . uoo
0 . UU 1
T= -2.44
-2.91
S= 0.001
0.01
LONBIIUD CONSIGNA
INTERSECCIÓN
B=
E=
T=
S=
0.014
0.006
2.49
0. U1
a=
E=
0 . 8u
0. 1 0
8.02
0.001
S=
VNC
0.97
o.ua
12.46
0.001
-0.00007 -0.001
o . ooo 0.003
-0 . 63
-0.91
N.S.
N.S.
-0. OO 5 -0.003
0 . 003 i"1 . 003
-1.64
-0.91
N.S.
N.S.
0.88
0. 10
9.02
O . OO 1
0.67
0.0 S
8. 75
O. 001
M.P.= Muí tico!ineaiidad per-fecta (bMC-1 con las otras V.l.)
VNC= Variable no considerada.
679
REGRESSION ANALYSIS
NUMBER OF CASES: 256
NUMBER OF VARIABLES: 9
MODELO DE RECONOCIMIENTO SEGÚN LA VARIABLE EFICACIA
INDEX<VIs>
NAME
1
2
3
4
5
6
DEP. VAR.:
TIPO TAREA
1 .50
SENTIDO FORMATOS
2.50
NIVEL PROCES AMTO.
1 .50
ORDEN APLICACIÓN
4.50
LONGITUD CONSIGNA
7.50
LONGITUD MATRIZ
86.00
EFICACIA
10 114.18
MEAN
STD.DEV.
.50
1.12
.50
2.30
4.73
57.23
ólól .07
DEPENDENT VARIABLE; EFIC
VAR.
REGRES.COEFIC.
TITA
170593.68
SENTIDO
88326.70
NIPRO
48042.96
ORDENAPLIC
-681 .44
LONGCONSIGNA -76.29
LONGMATRIZ
-830.90
CONSTANT
-463561.89
STD. ERROR
18975.29
9484.69
5239.92
103.36
59.21
94.73
T<DF= 249) PROB. PARTIAL
.2451
8.990
.00000
.2583
9.313
.00000
9.169
.2524
.00000
-6.593
.00000
.1486
-1 .289
.19876
.0066
.2360
-8.771
.00000
STD. ERROR OF EST. = 3789.14
ADJUSTED R SQUARED = .62
R SQUARED = .63
MULTIPLE R = .79
ANALYSIS OF VARIANCE TABLE
SOURCE
REGRESSION
RESIDUAL
TOTAL
SUM OF SQUARES
6104455352.27
3575043084.82
9679498437.09
MEAN SQUARE
D.F.
6 1017409225.38
14357602.75
249
255
F RATIO PROB.
70.862 .OOOE+0
680
CORRELATION MATRIX
CORRELACIONES STET - RAPIDEZATENCION
SA
SB
SC
SD
SE
SF
SB
SH
SA 1.000
SB
.855 1.000
SC .715 .600 1.000
SD
.645 .525 .634 1.000
SE .369 .402 .337 .461 1.000
SF
.503 .557 .331 .416 .393 1.000
SB
.388 .240 .341 .430 .703 .367 1 .000
SH
.477 .380 .394 .452 .663 .694 .647 1.000
RA
.063 .198 .196 .147 .029 -.044 -.183 -.169
CRITICAL VALUE Cl-TAIL, .05) = + Or CRITICAL VALUE (2-tail, .05) =
+/-
RA
1.00
.29635
.34876
N = 32
CORRELATION MATRIX
CORRELACIÓN ACIERTOSPRUEBAS - ERRORESATENCION
AR
BR
CR
DR
ER
FR
SR
HR
IN
AR
BR
CR
DR
ER
FR
SR
HR
IN
l.000
.331 1 .000
.447 .199 1.000
.211 .108 .409 1.000
-.047 .125 .034 .287 1.OOO
-.017 .125 -.167 -.118 .214 1.000
.101 .224 .090 .238 .635 .425 1.000
.310 .263 .236 .169 .440 .417 .546 1.000
-.100 -.152 -.166 -.237 -.105 .173 -.285 -.094 1.000
CRITICAL VALUE (1-TAIL, .05) = •*• Or CRITICAL VALUE (2-tail, .05) =
+/-
.29635
.34876
N = 32
CLAVEs
I) Variables de atención:
RA= Rapidez (N° letras procesadas - (errores+omisiones)
IN= Inexactitud (errares + omisiones)
II) Variables de Acierto: la primera letra indica el nombre
de la Prueba y la segunda <R) rendimiento (aciertos)
III)Variabl es de latencias (ETET) : la primera letra (S) indica
suma de tiempo total de la Prueba y la segunda el nombre.
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