USING DRIVE:GJ
(1)SIZE OF SPECTRA          (4) GRAM-SCHMIDT            (7) TEST SVD     
(2)SVD EIGENSPECTRA         (5) SING. VAL. DEC.         (8) TEST SVD 2   
(3) SMOOTH SPECTRA          (6) REAL SPEC FROM SVD      (9) MORE MENU 
(1)SIZE OF SPECTRA          (4) GRAM-SCHMIDT            (7) TEST SVD     
(2)SVD EIGENSPECTRA         (5) SING. VAL. DEC.         (8) TEST SVD 2   
(3) SMOOTH SPECTRA          (6) REAL SPEC FROM SVD      (9) MORE MENU 
(1)SIZE OF SPECTRA          (4) GRAM-SCHMIDT            (7) TEST SVD     
(2)SVD EIGENSPECTRA         (5) SING. VAL. DEC.         (8) TEST SVD 2   
(3) SMOOTH SPECTRA          (6) REAL SPEC FROM SVD      (9) MORE MENU 
(1)SIZE OF SPECTRA          (4) GRAM-SCHMIDT            (7) TEST SVD     
(2)SVD EIGENSPECTRA         (5) SING. VAL. DEC.         (8) TEST SVD 2   
(3) SMOOTH SPECTRA          (6) REAL SPEC FROM SVD      (9) MORE MENU 
(1)SIZE OF SPECTRA          (4) GRAM-SCHMIDT            (7) TEST SVD     
(2)SVD EIGENSPECTRA         (5) SING. VAL. DEC.         (8) TEST SVD 2   
(3) SMOOTH SPECTRA          (6) REAL SPEC FROM SVD      (9) MORE MENU 
(1) CLEAR SCREEN            (4) SET VERT SCALE          (7) CHANGE DATA DRIVE
(2) MAT * SPECTRA           (5)                         (8) QUIT         
(3) FILE ASCII 2            (6)                         (9) MORE MENU    
MAKE LINEAR COMBINATIONS OF SPECTRA:MULTIPLY 'MATRIX' OF BINARY 
SPECTRA BY MATRIX OF COEFFICIENTS:
 E2=M*E1, WHERE SPECTRA ARE ROWS OF E2,E1 AND M IS WRITTEN BY ROWS
BASENAME AND NUMBER OF FIRST SPECTRUM TO BE USED? prot,1
PLOT (1)EACH STEP OF RECONSTITUTION, OR (0)ONLY FINAL RESULT? 1
NAME OF FILE BY WHICH TO MULTIPLY (DON'T SPECIFY DRIVE-DATA DRIVE USED? x4.lsi
BASENAME FOR RESULTANT SPECTRA ? bas4
Scale for multiplying to prevent overflow? 1
PLOT SCALE, mAU: 2 FULL SCALE; .2106628 AT CENTER       DATADRIVE:G250300350 1 
TH NEW SPECTRUM   TH OLD SPECTRUM
 1  2  3  4 PLOT SCALE, mAU: 5 FULL SCALE; 1.588074 AT CENTER
DATADRIVE:G250300350 1 TH SPECTRUMPLOT SCALE, mAU: 2 FULL SCALE;-.3403015 
AT CENTER     DATADRIVE:G250300350 2 TH NEW SPECTRUM   TH OLD SPECTRUM
 1  2  3  4 PLOT SCALE, mAU: 20 FULL SCALE;-4.764221 AT CENTER
DATADRIVE:G250300350 2 TH SPECTRUMPLOT SCALE, mAU: 2 FULL SCALE;-.4213257 
AT CENTER     DATADRIVE:G250300350 3 TH NEW SPECTRUM   TH OLD SPECTRUM
 1  2  3  4 PLOT SCALE, mAU: 5 FULL SCALE;-1.409821 AT CENTER
DATADRIVE:G250300350 3 TH SPECTRUMPLOT SCALE, mAU: 5 FULL SCALE; 1.150543 
AT CENTER     DATADRIVE:G250300350 4 TH NEW SPECTRUM   TH OLD SPECTRUM
 1  2  3  4 PLOT SCALE, mAU: 20 FULL SCALE; 8.523743 AT CENTER
DATADRIVE:G250300350 4 TH SPECTRUM(1)SIZE OF SPECTRA    (4) GRAM-SCHMIDT
(7) TEST SVD     
(2)SVD EIGENSPECTRA         (5) SING. VAL. DEC.         (8) TEST SVD 2   
(3) SMOOTH SPECTRA          (6) REAL SPEC FROM SVD      (9) MORE MENU 
(1)SIZE OF SPECTRA          (4) GRAM-SCHMIDT            (7) TEST SVD     
(2)SVD EIGENSPECTRA         (5) SING. VAL. DEC.         (8) TEST SVD 2   
(3) SMOOTH SPECTRA          (6) REAL SPEC FROM SVD      (9) MORE MENU 
(1) CLEAR SCREEN            (4) SET VERT SCALE          (7) CHANGE DATA DRIVE
(2) MAT * SPECTRA           (5)                         (8) QUIT         
(3) FILE ASCII 2            (6)                         (9) MORE MENU    
MAKE LINEAR COMBINATIONS OF SPECTRA:MULTIPLY 'MATRIX' OF BINARY 
SPECTRA BY MATRIX OF COEFFICIENTS:
 E2=M*E1, WHERE SPECTRA ARE ROWS OF E2,E1 AND M IS WRITTEN BY ROWS
BASENAME AND NUMBER OF FIRST SPECTRUM TO BE USED? bas4,1
PLOT (1)EACH STEP OF RECONSTITUTION, OR (0)ONLY FINAL RESULT? 1
NAME OF FILE BY WHICH TO MULTIPLY (DON'T SPECIFY DRIVE-DATA DRIVE USED? x4.mat
BASENAME FOR RESULTANT SPECTRA ? rec4
Scale for multiplying to prevent overflow? 1
PLOT SCALE, mAU: 2 FULL SCALE; 0 AT CENTER              DATADRIVE:G250300350 1 
TH NEW SPECTRUM   TH OLD SPECTRUM
 1  2  3  4 PLOT SCALE, mAU: 2 FULL SCALE; .0486145 AT CENTER
DATADRIVE:G250300350 1 TH SPECTRUMPLOT SCALE, mAU: 2 FULL SCALE; .486145 
AT CENTER     DATADRIVE:G250300350 2 TH NEW SPECTRUM   TH OLD SPECTRUM
 1  2  3  4 PLOT SCALE, mAU: 2 FULL SCALE; 8.102417E-02 AT CENTER
DATADRIVE:G250300350 2 TH SPECTRUMPLOT SCALE, mAU: 2 FULL SCALE; 1.620483E-02 
AT CENTER     DATADRIVE:G250300350 3 TH NEW SPECTRUM   TH OLD SPECTRUM
 1  2  3  4 PLOT SCALE, mAU: 2 FULL SCALE; 3.240967E-02 AT CENTER
DATADRIVE:G250300350 3 TH SPECTRUMPLOT SCALE, mAU: 2 FULL SCALE; .1458435 
AT CENTER     DATADRIVE:G250300350 4 TH NEW SPECTRUM   TH OLD SPECTRUM
 1  2  3  4 PLOT SCALE, mAU: 2 FULL SCALE; .0486145 AT CENTER
DATADRIVE:G250300350 4 TH SPECTRUM(1)SIZE OF SPECTRA    (4) GRAM-SCHMIDT
(7) TEST SVD     
(2)SVD EIGENSPECTRA         (5) SING. VAL. DEC.         (8) TEST SVD 2   
(3) SMOOTH SPECTRA          (6) REAL SPEC FROM SVD      (9) MORE MENU 
(1)SIZE OF SPECTRA          (4) GRAM-SCHMIDT            (7) TEST SVD     
(2)SVD EIGENSPECTRA         (5) SING. VAL. DEC.         (8) TEST SVD 2   
(3) SMOOTH SPECTRA          (6) REAL SPEC FROM SVD      (9) MORE MENU 
(1)SIZE OF SPECTRA          (4) GRAM-SCHMIDT            (7) TEST SVD     
(2)SVD EIGENSPECTRA         (5) SING. VAL. DEC.         (8) TEST SVD 2   
(3) SMOOTH SPECTRA          (6) REAL SPEC FROM SVD      (9) MORE MENU 
(1)SIZE OF SPECTRA          (4) GRAM-SCHMIDT            (7) TEST SVD     
(2)SVD EIGENSPECTRA         (5) SING. VAL. DEC.         (8) TEST SVD 2   
(3) SMOOTH SPECTRA          (6) REAL SPEC FROM SVD      (9) MORE MENU 
(1)SIZE OF SPECTRA          (4) GRAM-SCHMIDT            (7) TEST SVD     
(2)SVD EIGENSPECTRA         (5) SING. VAL. DEC.         (8) TEST SVD 2   
(3) SMOOTH SPECTRA          (6) REAL SPEC FROM SVD      (9) MORE MENU 
(1)SIZE OF SPECTRA          (4) GRAM-SCHMIDT            (7) TEST SVD     
(2)SVD EIGENSPECTRA         (5) SING. VAL. DEC.         (8) TEST SVD 2   
(3) SMOOTH SPECTRA          (6) REAL SPEC FROM SVD      (9) MORE MENU 
(1) CLEAR SCREEN            (4) SET VERT SCALE          (7) CHANGE DATA DRIVE
(2) MAT * SPECTRA           (5)                         (8) QUIT         
(3) FILE ASCII 2            (6)                         (9) MORE MENU    
MAKE LINEAR COMBINATIONS OF SPECTRA:MULTIPLY 'MATRIX' OF BINARY 
SPECTRA BY MATRIX OF COEFFICIENTS:
 E2=M*E1, WHERE SPECTRA ARE ROWS OF E2,E1 AND M IS WRITTEN BY ROWS
BASENAME AND NUMBER OF FIRST SPECTRUM TO BE USED? prot,1
PLOT (1)EACH STEP OF RECONSTITUTION, OR (0)ONLY FINAL RESULT? 1
NAME OF FILE BY WHICH TO MULTIPLY (DON'T SPECIFY DRIVE-DATA DRIVE USED? x3.lsi
BASENAME FOR RESULTANT SPECTRA ? bas3
Scale for multiplying to prevent overflow? 1
PLOT SCALE, mAU: 2 FULL SCALE; 1.620483E-02 AT CENTER   DATADRIVE:G250300350 1 
TH NEW SPECTRUM   TH OLD SPECTRUM
 1  2  3  4 PLOT SCALE, mAU: 2 FULL SCALE; .1620483 AT CENTER
DATADRIVE:G250300350 1 TH SPECTRUMPLOT SCALE, mAU: 2 FULL SCALE; .3240967 
AT CENTER     DATADRIVE:G250300350 2 TH NEW SPECTRUM   TH OLD SPECTRUM
 1  2  3  4 PLOT SCALE, mAU: 2 FULL SCALE; .1620483 AT CENTER
DATADRIVE:G250300350 2 TH SPECTRUMPLOT SCALE, mAU: 2 FULL SCALE;-.2268677 
AT CENTER     DATADRIVE:G250300350 3 TH NEW SPECTRUM   TH OLD SPECTRUM
 1  2  3  4 PLOT SCALE, mAU: 2 FULL SCALE; 6.481934E-02 AT CENTER
DATADRIVE:G250300350 3 TH SPECTRUM(1)SIZE OF SPECTRA    (4) GRAM-SCHMIDT
(7) TEST SVD     
(2)SVD EIGENSPECTRA         (5) SING. VAL. DEC.         (8) TEST SVD 2   
(3) SMOOTH SPECTRA          (6) REAL SPEC FROM SVD      (9) MORE MENU 
(1)SIZE OF SPECTRA          (4) GRAM-SCHMIDT            (7) TEST SVD     
(2)SVD EIGENSPECTRA         (5) SING. VAL. DEC.         (8) TEST SVD 2   
(3) SMOOTH SPECTRA          (6) REAL SPEC FROM SVD      (9) MORE MENU 
(1)SIZE OF SPECTRA          (4) GRAM-SCHMIDT            (7) TEST SVD     
(2)SVD EIGENSPECTRA         (5) SING. VAL. DEC.         (8) TEST SVD 2   
(3) SMOOTH SPECTRA          (6) REAL SPEC FROM SVD      (9) MORE MENU 
(1) CLEAR SCREEN            (4) SET VERT SCALE          (7) CHANGE DATA DRIVE
(2) MAT * SPECTRA           (5)                         (8) QUIT         
(3) FILE ASCII 2            (6)                         (9) MORE MENU    
MAKE LINEAR COMBINATIONS OF SPECTRA:MULTIPLY 'MATRIX' OF BINARY 
SPECTRA BY MATRIX OF COEFFICIENTS:
 E2=M*E1, WHERE SPECTRA ARE ROWS OF E2,E1 AND M IS WRITTEN BY ROWS
BASENAME AND NUMBER OF FIRST SPECTRUM TO BE USED? bas3,1
PLOT (1)EACH STEP OF RECONSTITUTION, OR (0)ONLY FINAL RESULT? 1
NAME OF FILE BY WHICH TO MULTIPLY (DON'T SPECIFY DRIVE-DATA DRIVE USED? x3.mat
BASENAME FOR RESULTANT SPECTRA ? rec3
Scale for multiplying to prevent overflow? 
PLOT SCALE, mAU: 2 FULL SCALE; 0 AT CENTER              DATADRIVE:G250300350 1 
TH NEW SPECTRUM   TH OLD SPECTRUM
 1  2  3 PLOT SCALE, mAU: 2 FULL SCALE; .0486145 AT CENTER
DATADRIVE:G250300350 1 TH SPECTRUMPLOT SCALE, mAU: 2 FULL SCALE; .0486145 
AT CENTER     DATADRIVE:G250300350 2 TH NEW SPECTRUM   TH OLD SPECTRUM
 1  2  3 PLOT SCALE, mAU: 2 FULL SCALE; 8.102417E-02 AT CENTER
DATADRIVE:G250300350 2 TH SPECTRUMPLOT SCALE, mAU: 2 FULL SCALE; 0 AT CENTER
DATADRIVE:G250300350 3 TH NEW SPECTRUM   TH OLD SPECTRUM
 1  2  3 PLOT SCALE, mAU: 2 FULL SCALE; 3.240967E-02 AT CENTER
DATADRIVE:G250300350 3 TH SPECTRUMPLOT SCALE, mAU: 2 FULL SCALE; 1.620483E-02 
AT CENTER     DATADRIVE:G250300350 4 TH NEW SPECTRUM   TH OLD SPECTRUM
 1  2  3 PLOT SCALE, mAU: 2 FULL SCALE; 1.620483E-02 AT CENTER
DATADRIVE:G250300350 4 TH SPECTRUM(1)SIZE OF SPECTRA    (4) GRAM-SCHMIDT
(7) TEST SVD     
(2)SVD EIGENSPECTRA         (5) SING. VAL. DEC.         (8) TEST SVD 2   
(3) SMOOTH SPECTRA          (6) REAL SPEC FROM SVD      (9) MORE MENU 
(1)SIZE OF SPECTRA          (4) GRAM-SCHMIDT            (7) TEST SVD     
(2)SVD EIGENSPECTRA         (5) SING. VAL. DEC.         (8) TEST SVD 2   
(3) SMOOTH SPECTRA          (6) REAL SPEC FROM SVD      (9) MORE MENU 
(1)SIZE OF SPECTRA          (4) GRAM-SCHMIDT            (7) TEST SVD     
(2)SVD EIGENSPECTRA         (5) SING. VAL. DEC.         (8) TEST SVD 2   
(3) SMOOTH SPECTRA          (6) REAL SPEC FROM SVD      (9) MORE MENU 
(1)SIZE OF SPECTRA          (4) GRAM-SCHMIDT            (7) TEST SVD     
(2)SVD EIGENSPECTRA         (5) SING. VAL. DEC.         (8) TEST SVD 2   
(3) SMOOTH SPECTRA          (6) REAL SPEC FROM SVD      (9) MORE MENU 
(1) CLEAR SCREEN            (4) SET VERT SCALE          (7) CHANGE DATA DRIVE
(2) MAT * SPECTRA           (5)                         (8) QUIT         
(3) FILE ASCII 2            (6)                         (9) MORE MENU    
MAKE LINEAR COMBINATIONS OF SPECTRA:MULTIPLY 'MATRIX' OF BINARY 
SPECTRA BY MATRIX OF COEFFICIENTS:
 E2=M*E1, WHERE SPECTRA ARE ROWS OF E2,E1 AND M IS WRITTEN BY ROWS
BASENAME AND NUMBER OF FIRST SPECTRUM TO BE USED? prot,1
PLOT (1)EACH STEP OF RECONSTITUTION, OR (0)ONLY FINAL RESULT? 1
NAME OF FILE BY WHICH TO MULTIPLY (DON'T SPECIFY DRIVE-DATA DRIVE USED? x2.lsi
BASENAME FOR RESULTANT SPECTRA ? bas2
Scale for multiplying to prevent overflow? 1
PLOT SCALE, mAU: 2 FULL SCALE;-.097229 AT CENTER        DATADRIVE:G250300350 1 
TH NEW SPECTRUM   TH OLD SPECTRUM
 1  2  3  4 PLOT SCALE, mAU: 2 FULL SCALE; .1782532 AT CENTER
DATADRIVE:G250300350 1 TH SPECTRUMPLOT SCALE, mAU: 2 FULL SCALE; .194458 
AT CENTER     DATADRIVE:G250300350 2 TH NEW SPECTRUM   TH OLD SPECTRUM
 1  2  3  4 PLOT SCALE, mAU: 2 FULL SCALE; .2106628 AT CENTER
DATADRIVE:G250300350 2 TH SPECTRUM(1)SIZE OF SPECTRA    (4) GRAM-SCHMIDT
(7) TEST SVD     
(2)SVD EIGENSPECTRA         (5) SING. VAL. DEC.         (8) TEST SVD 2   
(3) SMOOTH SPECTRA          (6) REAL SPEC FROM SVD      (9) MORE MENU 
(1)SIZE OF SPECTRA          (4) GRAM-SCHMIDT            (7) TEST SVD     
(2)SVD EIGENSPECTRA         (5) SING. VAL. DEC.         (8) TEST SVD 2   
(3) SMOOTH SPECTRA          (6) REAL SPEC FROM SVD      (9) MORE MENU 
(1)SIZE OF SPECTRA          (4) GRAM-SCHMIDT            (7) TEST SVD     
(2)SVD EIGENSPECTRA         (5) SING. VAL. DEC.         (8) TEST SVD 2   
(3) SMOOTH SPECTRA          (6) REAL SPEC FROM SVD      (9) MORE MENU 
(1)SIZE OF SPECTRA          (4) GRAM-SCHMIDT            (7) TEST SVD     
(2)SVD EIGENSPECTRA         (5) SING. VAL. DEC.         (8) TEST SVD 2   
(3) SMOOTH SPECTRA          (6) REAL SPEC FROM SVD      (9) MORE MENU 
(1) CLEAR SCREEN            (4) SET VERT SCALE          (7) CHANGE DATA DRIVE
(2) MAT * SPECTRA           (5)                         (8) QUIT         
(3) FILE ASCII 2            (6)                         (9) MORE MENU    
MAKE LINEAR COMBINATIONS OF SPECTRA:MULTIPLY 'MATRIX' OF BINARY 
SPECTRA BY MATRIX OF COEFFICIENTS:
 E2=M*E1, WHERE SPECTRA ARE ROWS OF E2,E1 AND M IS WRITTEN BY ROWS
BASENAME AND NUMBER OF FIRST SPECTRUM TO BE USED? bas2,1
PLOT (1)EACH STEP OF RECONSTITUTION, OR (0)ONLY FINAL RESULT? 1
NAME OF FILE BY WHICH TO MULTIPLY (DON'T SPECIFY DRIVE-DATA DRIVE USED? x2.mat
BASENAME FOR RESULTANT SPECTRA ? rec2
Scale for multiplying to prevent overflow? 1
PLOT SCALE, mAU: 2 FULL SCALE; 0 AT CENTER              DATADRIVE:G250300350 1 
TH NEW SPECTRUM   TH OLD SPECTRUM
 1  2 PLOT SCALE, mAU: 2 FULL SCALE; .0486145 AT CENTER DATADRIVE:G250300350 1 
TH SPECTRUMPLOT SCALE, mAU: 2 FULL SCALE; 6.481934E-02 AT CENTER
DATADRIVE:G250300350 2 TH NEW SPECTRUM   TH OLD SPECTRUM
 1  2 PLOT SCALE, mAU: 2 FULL SCALE; 8.102417E-02 AT CENTER
DATADRIVE:G250300350 2 TH SPECTRUMPLOT SCALE, mAU: 2 FULL SCALE; 0 AT CENTER
DATADRIVE:G250300350 3 TH NEW SPECTRUM   TH OLD SPECTRUM
 1  2 PLOT SCALE, mAU: 2 FULL SCALE; 1.620483E-02 AT CENTER
DATADRIVE:G250300350 3 TH SPECTRUMPLOT SCALE, mAU: 2 FULL SCALE; 1.620483E-02 
AT CENTER     DATADRIVE:G250300350 4 TH NEW SPECTRUM   TH OLD SPECTRUM
 1  2 PLOT SCALE, mAU: 2 FULL SCALE; 1.620483E-02 AT CENTER
DATADRIVE:G250300350 4 TH SPECTRUM(1)SIZE OF SPECTRA    (4) GRAM-SCHMIDT
(7) TEST SVD     
(2)SVD EIGENSPECTRA         (5) SING. VAL. DEC.         (8) TEST SVD 2   
(3) SMOOTH SPECTRA          (6) REAL SPEC FROM SVD      (9) MORE MENU 
(1)SIZE OF SPECTRA          (4) GRAM-SCHMIDT            (7) TEST SVD     
(2)SVD EIGENSPECTRA         (5) SING. VAL. DEC.         (8) TEST SVD 2   
(3) SMOOTH SPECTRA          (6) REAL SPEC FROM SVD      (9) MORE MENU 