ELF                    4  `     4    (                   wQ  wQ           wT wT                   z z                        7       1   2      &   !       "   /   3   .   +   *       5       0          #   6       4   '                 %   $   -                                                                                                                                                                                             )          (   ,                                                           d                        8                                                      	      e      
      w           wT           y\           z           {            {           |$           |4                                                                                              }                                     % wT         ;              B              I              P              W              _              g              t              y               z                                       8|    	     d   ,  	                                                                          |4          y\                     -  wQ        4             ?             F            _end mxGetNumberOfElements mxCalloc _GLOBAL_OFFSET_TABLE_ mxGetM mxGetN mxFree malloc sprintf mxGetPr mexErrMsgTxt .mul mxIsLogical _DYNAMIC strncmp mexWarnMsgTxt mexFunction mexVersion mxIsNumeric mxCreateDoubleMatrix free strcmp mxIsComplex _edata _PROCEDURE_LINKAGE_TABLE_ mexMakeMemoryPersistent _etext mxIsDouble strlen mxGetClassID sdspmtoep2.mexsol                                                                                                                                                                                                                                                                                                                                                        Ё         S                                                                                                             |    |$ |      w wX     e w\     eD x     ` yX    | x     ( x      w`     ex x      wd     e wh     e wl     e wp     f wt     fT wx     f w|    {  w     f w     f w    |4 w    {, w    {T w    |8 w    { w    { w     gD w     g w     h( w     h4 x       x       w     w w     h@ w     h w     h w     h w     ih w     i, w     i w     i w     i w     w) w     i w     i w     j w     j w     jp w     j w     j w     j x      j x     j x     k x     k x     k x     k$ x     k0 x    |< x      k4 x$     k w    { x(     l x,     lD x0     l x4     l x     2p x8     l x<     l x@     m x     x x      x      x       x      $ x      x      x     H x      x       x      x      D x      xD     m xH     m xL     m xP     n( xT     n\ xX     n x\     n x`     n xd     o xh     oH xl     ox xp     o xt     o xx     p x|     p< x     p` x     p| x     p x     p x     p x     q0 x     ql x     q x     q x     rL x     r x     r y      s< y     s y     s y     t y     t y     tX y     t y     u, y      u| y$     u y(     v y,     v y0     v y4     v y8     ` y<     ` y@     a yD     b yH     b yL     v yP     v yT    |  y       y  4     y  "     y  $     y       y  6     y  %     y  5     y        y  (     z  !     z  -     z  .     z(  #     z4       z@       zL  /     zX  +     zd  ,     zp  '     z|  2     z                          㿠@    Y Ȇ h @ Zc        ` @    @ ZZ             `@                           㿠@    Y & 0  Ķ  0    А          @ Z6      a<   D 3   ` "         2 !L         z   !L <      b   !L <       j    ?` (   (   (` ( ( '(!L <      b   !L <      B    X(X  L X(X  D X(` (X X((X        &   !L @      b   !L @           0(   (@(    ̄    ' , ' p                                 @    Y       D @!` 8 `!8` ?                              㿠@    X Ȇ 㨲 @ Yy      aL  @ D             O  `  %         #  	 
` " 6 ` `  `;   ;  ` #` " 	           	  " 6    @#@ :   ::`@"` @      L2       - @`  *     P           	  ` 4 `   ;` ;`  ` ` 	     7`  6       P        `@`   	  ` @4           `8 # `8 @쀣@`@ 	     6`  4     P  b      `@`   	  ` @4 	  8 8   `   `  #  @쀣@`@ 	       P  /         	  ` 4  `   ` ` ``    `   `  #  @瀢ߞ 	                                      @    W p       
*`@(+ ( 0  ?  02   `(0(`0  ?  0         @  `                               㿠@    W Ⱥ  X  @ W      a\   D 3   aL <  
 aL  <      e    @         ``    @ x        ``     " "``  `    ` (@ W @       8       ``       @      ` @` #       ?  ` (  
     ``    @ Wy 
        ` `    @                     㿠@    V!L  4 @   !L   @          @             `$                   㿘@    V Ȇ ⤲ @ W8        `( @  B'@                    㿠  @    V  8 	      `,    `     `0      ?      .`    	 .`  (    `$    L  *            {     
       4 `8     	       4  `<       `4        ` 
  
`       ?        
       @ `D     	       @  `H       `@                              *       ?`       "    *        >   :                  @    U       P @  `                 @    U ̂      T @  `㿠` 6 &     @ .  @ V7 @&  㿠` 6 &    @ .  @ V' 8&                  㿈@    U     b   ?    ' ' ' '' '' 	'" ?@ U  '?'L <   L  <                    㿈@    U    8 b   ?    ' ' ' '' '' 	'" ?@ UȒ  '?'L @   L  @                    㿐@    U    d b      ' ' ' ' '''!L <   !L  <                    㿐@    T    Ȅ b      ' ' ' ' '''!L @   !L  @                    㿠@    T  ,      & @ U["   @ UV!&     &!L` !L   `X& &     \&       @ UB & Ȑ      Ȑ    	`&     |&   &ఄ &&ก                                                                 㿠@ U   @  ?` 㜐   *`    ?    @ U   "       ??                 㿐@    T    $ ``     (       @ Tِ  @ T @ T֐     @ TӐ    @ TЖ @ Tː @ Tϐ   !L   aL `@    㿘'  '  @  ! 	 㿘\  '  '#\@   
                                                  㿠@    S  㬸  `
@  ?  '    .         
 #  
    
    
\      
     \ 
  
      `d    " N   N   I  @ & ?         2 8       " 2     !`     "     @@      	        "     2 
#\     `p   #\!L     !L         `l        `h            l       8  p                㿐@    S'D 'H H 'L ` 'P'T'X L     	@  ? "  ㈀` v *`          2 5       2         +       "      !            ' '   "         ' '        /   K    *     '      #`  !     `       " #\`     #\#` 
 L  L          &   
    `x          `t   
             8  \          ,                㿈@    R'H` 'L 'P 'T'X L       `|}       @  ?`
 \ r *`       ``   X` ?    M` }    D` #\r    9`j   1`a   (`#\V   `''I   `''#\:  `   &  	        `    `   	                p@    R'L   'P   `'T  'X  '' (   P @ R        `@ R    
       `@ R    	   @ R  (( 	L    `          `        `@ Ru        8 Ԅ `@ Rk        4 Ԅ `@ Ra    k    <    `@ RQ ԖL     ` L  C        Ը 'Є `@ R: o   L      `    B    Є `     7     `     ,     `G   $ Є 'L&          
 `Ȕ       @ Q `     `    	    ASY@   C0                      㾘@    Q           `     L@ Q @ QԐ           `     L@ Q @ Qǐ @ Q` @ Q` @ Q    @ Q`    @ Q`           `     L@ Q @ Q @ Q`  B#\
B\        `     L@ Q @ Q            `     L@ Q @ Q @ Q`       @ Q]`   .      a  D   # x & `         B"  	&            @ QW      @ QQ           ` @ QA @ QH     @      `  (    d  (    l      p      X       h      H      8      x      P      t      T    ֐ x '  e `  &@ P  & @ P        
&:    p	       p a  P P  8 $ ą8(:@ $ T T  8Ć 8(:@ $ X X  8Ć 8(:@ $ \ \  8Ć 8(:@ $ p p  8Ć 8(:@    D                    L           `        @                      p                    㿐@    O   ` @ PC   @  	?B#\`#@ \ e` I *`    
0             $L    
 `    
0             $L    
 `    
  0 2       $L    
 `    
  0 2       $L    
 `              
 a        
$LpLx#h#d#`#\hd`\        a    Ā   
$LpLx#h#d#`#\hd`\        a         $L    
 a         $L    
 a              
 a         $L    
 a         $L    
 a              
 a        	   $L     
 a$     
Ȁ     ȁ   
 a(    ̀     ́   
 a,    ؀     ؁   
 a0     
 
s   
 
    a4        *`  @ `2      *` @	(`   @ `2       *` @ ` `?*` @	(`  @ ` `? *`  @ ``2      *` @	(`   @ ``2                      㿠@    N`_ 8      @ ɒ   x    @ Ò         a @      2 @ =      @ 8        a @    V        a@   @ #        `     `@       a @   @      4 @         a @    @       @         @        @ w    	     a @   	        a@   @         a @    @ V               a@   @    "             a@   `     `        a @          @           a @    @          `     `        a @   `  	  `     ` `  	
 `     `   `  	
 `            3
  @ ג      @            `     ` a       a @         a @    N        a@   `       `    @      &   
`      a @     
      a @        `            a@    `     `         a@    *`  @ `2      *` @	(`   @ `2       *` @ ` `?*` @	(`  @ ` `? *`  @ ``2      *` @	(`   @ ``2       *`  @ ``2      *` @	(`   @ ``2       *`  @ ``2      *` @	(`   @ ``2       *`  @ ``2      *` @	(`   @ ``2       *`  @ ``2      *` @	(`   @ ``2       *`  @ ``2      *` @	(`   @ ``2       *`  @ ``2      *` @	(`   @ ``2       *`  @ ``2      *` @	(`   @ ``2      㿠  =    
 H      
    
   㿠  0    
 >      
    
   㿠  }    "             *      :      J      
    
   㿠  [    " l      |                  (      
    
   㿠  %     6      F      
    
   㿠       &      6      
    
   㿠             В      
    
   㿠                   
    
                   㿠@    J     aز  @@ K        aܐ @@ Kz      
    
                   㿠@    J    ∄ a  @@ Ka  `?  㿠 .`     x    `x            L   H "   L  H  L H      0     
  2   㿠.`     (  x    `x            L   H "   L  H  L H      0     
  2   㿠 .`     x    `x   _         L   H "   L  H  L H      0     
  "   㿠.`     (  x    `x   -         L   H "   L  H  L H      0     
  "   㿠  9    
       
    
   㿠  U    
       
    
   `          @@` F   # 
   @	&       `      `   8@`F   # 
   `8	&       㿠  ǐ     ݒ      
B      
    
   !L X  
  !L a\`    `` *` @ `<` `   ` `*` @	(`  @ `4` `   ` ` *`  @ `<`2      *` @	(`   @ `4`2       *`  @2      *`   @	(` @2      㿠              2 	  &        㿠             2 	  &                        㿠ϐ             
   
   㿠      &`         `  &" &&@& '`    2     㿠     &`         `  &" &&@& '`    2      *`  @ `<`2      *` @	(`   @ `4`2         `  (   < 2 
    `@ 6      *`  @ `<`$      *` @	(`   @ `4`$       *`  @`2      *`   @	(` @`2      㿠  Ӓ    .`  0  2 
       
  
    㿠      .` (  (  2 
       
  
    㿠      .`  0  $ 
       
  
    㿠      .` (  (  " 
       
  
    㿠  u     Z        ~    
      
    
    㿠  ]     C        y    
      
    
    㿠      .`  0    	     " 
  㿠  Ò    .` (  (    	      
  㿠      "  
`  㿠      "  
`  *`  0 "  ?  `0`` 2      *`  @	(` 0 "  ?  `0`` 2      *`  0 "  ? ` `0``` 2      *`  @	(` 0 "  ? ` `0``` 2      *`  0 "  ?   `0`` `?*`  @	(` 0 "  ?   `0`` `?㿠          2          
     
   㿠          2          
     
   㿠       l   "    r   2           
    
   㿠       a   "    m   2           
    
   㿠  u  
  *   /`  	 0  2 `     `   &     &   `&   *`  @ `0* @
(`  @ `(   <   4          `    2 	    & `     *` * @ 
 `0(   (   <   4    2 	    `"     2 
   `                              @    E Ⰲ  !*`     @` D #                                  㿠@    E  H  ߒ    .`    a        
     
                           㿠@    E  Ḑ      .`    a        
     
                            @    E (            ! @ `          	     `@ &                                  @    E             ! @ `          	     `@ &                     㿠        Ӑ     2   	                㿠@    D  Ć 㤀@  `    & 0  2 !؁       !؟       a@      2 
  
                   㿠@    D    @ EO    	      a   @ Es         @ Eo                     @    D d        @ ` The SYMMETRIC parameter must be a scalar.   The SYMMETRIC parameter must be a numeric scalar.   Output must be non-frame.   Input must be 1-D or 2-D.   Input cannot be a full matrix.  Matrix output incorrectly sized based on input port size.   Number of output matrix rows incorrect based on Col input port width.   Number of output matrix columns incorrect based on Row input port width.    Output must be 2-D. There must be at least one output port when including dsp_cplxhs1121.   There must be at least one input port when including dsp_cplxhs1121.    To have nonsampled zero crossings, you must define MDL_ZERO_CROSSINGS and have a mdlZeroCrossings routine   To have a variable sample time, you must define MDL_GET_TIME_OF_NEXT_VAR_HIT and add a mdlGetTimeOfNextVarHit routine   sdspmtoep2  sdspmtoep2  Invalid SSWRITE_VALUE_type passed to ssWriteRTWNameValuePair    Invalid name passed to ssWriteRTWNameValuePair  Invalid number of rows or columns passed to ssWriteRTWNameValuePair Invalid value (NULL) passed to ssWriteRTWNameValuePair  Invalid SSWRITE_VALUE_type passed to ssWriteRTWParameters   Invalid arguments passed to ssWriteRTWParameters    SFcnParamSettings { Invalid SSWRITE_VALUE_type passed to ssWriteRTWParamSettings    }   RWork   IWork   PWork   Invalid work vector name (vectName) passed to ssWriteRTWWorkVect (must be RWork, IWork, or PWork    nNames argument to ssWriteRTWWorkVect must be greater than 0    RWork   IWork   PWork   Invalid arguments passed to ssWriteRTWWorkVect  Num%sDefines    %sDefine {  Name    Width   StartIndex  }   Error in ssWriteRTWWorkVect.  The total number of %sDefines written to the .rtw file (= %d), should be equal to number of %s (= %d), registered in mdlInitializeSizes   %s must be be called with at least 4 right hand arguments   %s called with too many left hand arguments The 4th right hand argument, FLAG, passed to %s must be an integer  The 4th right hand argument, FLAG, passed to %s must be an integer  Invalid flag passed to %s   sdspmtoep2  simulink_only_sfcn  S-function name mismatch. Name in source is "#define S_FUNCTION_NAME %s", whereas name of the S-function MEX file is "%s". The source needs to be updated   Unexpected call to mdlSetInputPortWidth Unexpected call to mdlSetOutputPortWidth    Unexpected call to mdlSetInputPortDimensionInfo Unexpected call to mdlSetOutputPortDimensionInfo    Unexpected call to mdlSetDefaultPortDimensionInfo   Unexpected call to mdlSetInputPortSampleTime    Unexpected call to mdlSetOutputPortSampleTime   Unexpected call to mdlSetInputPortDataType  Unexpected call to mdlSetOutputPortDataType Unexpected call to mdlSetDefaultPortDataTypes   Unexpected call to mdlSetInputPortComplexSignal Unexpected call to mdlSetOutputPortComplexSignal    Unexpected call to mdlSetDefaultPortComplexSignals  Unexpected call to mdlSetInputPortFrameData Unexpected call to mdlSetWorkWidths Unexpected call to mdlRTW   Unexpected call to mdlCheckParameters   Invalid flag encountered in simulink.c  Delay must be a scalar when input is a scalar.  Delay cannot be a matrix when input is a vector.    Delay vector must be the same length as the input vector.   Delay must be a scalar or an M-by-N matrix when input is a sample-based M-by-N matrix.  Delay cannot be a matrix when input is a vector.    Delay vector must be 1-D or the same orientation as the frame-based input vector.   Delay vector must have the same number of elements as the frame-based input vector. Delay cannot be an unoriented vector when input is a frame-based matrix.    Row vector delay must be of length N for an M-by-N frame-based input matrix.    Column vector delay must be of length M for M-by-N frame-based input matrix.    Matrix delay must be an M-by-N matrix for an M-by-N frame-based input matrix.   Delay must be a scalar when input is a scalar.  For length-M 1-D inputs, the delay must be a scalar or a length-M vector.   Delay cannot be a matrix when input is a vector.    Delay vector must have the same number of elements as the input vector. Delay must be a scalar or an M-by-N matrix when input is a sample-based M-by-N matrix.  Row vector delay must be of length N for an M-by-N frame-based input matrix.    Column vector delay must be of length M for M-by-N frame-based input matrix.    Matrix delay must be an M-by-N matrix for an M-by-N frame-based input matrix.   Delay parameter must be a scalar, or a vector with the same dimensions as the frame-based input signal. sfix    ufix    flt Parameters passed to S-Function, but mdlCheckParameters not present.    Failed to allocate memory in slCalloc.  MATLAB R12 native block '%s': %s                                             z                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                      00     <0     H0     T0     `0     l0     x0     0     0     0     0     0     0     0     0     0     0     0    0    0     0    ,0                 d   
             o  =o  o       y\                          ,   	   o           SYMMETRIC   Output must be real if input is real.   Output must be complex if input is complex. Output port must be complex if either input port is complex.    Output port must be real if both input ports are real.  MEX level2 S-function "sdspmtoep2"                                                                             d                        8                                                      	      e      
      w           wT           y\           z           {            {           |$           |4                                                                                              H   0  	    ]8   l  	    F   0  	    V   ,  	    >@   0  	    Hd   0  	  %  G   0  	  4 |       F            N  Ed   0  	  g  '    0  	  }  F,   (  	    T   H  	    _     	    V<   0  	    '  8  	    ^     	    M     	  $  Zd   ,  	  2  W   p  	  Y  [   `  	    U   T  	    Y   d  	    d     	    U   0  	    b     	    '0   8  	    H   P  	    F   (  	  -  I4     	  <  OL     	  W  P   l  	  v  F   (  	    Uh   (  	    %l     	    Rp   @  	    FT   0  	    ^(     	  	  >   (  	  	&  LD   t  	  	J |$       	`  E   0  	  	o  Vl   $  	  	}  S   X  	  	  H<   (  	  	  R8   8  	  	  ,  |  	  	  T`     	  	  E<   (  	  

  M     	  
#  Kd   h  	  
:  R   (  	  
D  >   $  	  
Q }        
W  G   (  	  
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s  Q   <  	  
  ?  $  	  
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  S,   ,  	  
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  "     	    dd   \  	  *  b(     	  M  X     	  _  *  `  	  t  J   h  	    Z   X  	    "     	    N     	    &,     	    !D     	    c\   @  	  N  X   x  	  `  W,   x  	  r  >   0  	    [   `  	    Q   p  	    a   x  	    I     	    G\   0  	    `   L  	  )  J   h  	  ?  Q    l  	  Q  V   p  	  b  R   0  	  m  /0  <  	    a   x  	    P   P  	    V   (  	    G4   (  	    >p     	    \,   L  	    S   $  	     ]     	  3  Y   l  	  H  H   P  	  V  #     	  v  _@     	    K   h  	    Pd   P  	    \x   T  	    [t   X  	    \   l  	    >   (  	    T     	  1  c     	  I  L   <  	  e  E   $  	  t  &     	    Y     	    SX   X  	    E     	    G   0  	                  e       
   &  eD       
   ,  ex       
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   V {           \  f       
   b  f       
   h |4        n {,          t {T          z |8         {           {           {   #       gD       
     g       
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  '     x  	  :  `       	  Q  x    	  d  (       	  {  H   @  	           	        	         	         	           	        	         	  .     X  	  5       	  O        	  l   $     	     D   0  	        0  	        @  	        @  	    $$     	    2p       	    2  X  	  #           2           C  p       
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WorkShop Compilers 5.0 99/12/10 Compiler Common 5.0 Patch 107357-07 @(#)math.h	2.6	97/06/05 @(#)floatingpoint.h	2.4 94/06/09 @(#)stdio.h	1.49	97/05/09 SMI @(#)feature_tests.h	1.13	97/06/26 SMI @(#)va_list.h	1.6	96/01/26 SMI @(#)ieeefp.h	2.7 94/11/09 @(#)string.h	1.19	96/03/12 SMI @(#)limits.h	1.35	97/02/25 SMI @(#)isa_defs.h	1.11	97/03/21 SMI @(#)int_limits.h	1.3	96/09/23 SMI @(#)float.h	1.13	94/07/29 SMI @(#)stdlib.h	1.40	97/06/30 SMI @(#)stdarg.h	1.38	96/01/26 SMI @(#)stddef.h	1.9	92/07/14 SMI acomp: WorkShop Compilers 5.0 99/12/04 C 5.0 patch 107289-05  cg: WorkShop Compilers 5.0 99/12/10 Compiler Common 5.0 Patch 107357-07 @(#)limits.h	1.35	97/02/25 SMI @(#)feature_tests.h	1.13	97/06/26 SMI @(#)isa_defs.h	1.11	97/03/21 SMI @(#)int_limits.h	1.3	96/09/23 SMI @(#)string.h	1.19	96/03/12 SMI @(#)float.h	1.13	94/07/29 SMI @(#)stdlib.h	1.40	97/06/30 SMI @(#)stdarg.h	1.38	96/01/26 SMI @(#)va_list.h	1.6	96/01/26 SMI @(#)stddef.h	1.9	92/07/14 SMI @(#)stdio.h	1.49	97/05/09 SMI acomp: WorkShop Compilers 5.0 99/12/04 C 5.0 patch 107289-05  cg: WorkShop Compilers 5.0 99/12/10 Compiler Common 5.0 Patch 107357-07 @(#)math.h	2.6	97/06/05 @(#)floatingpoint.h	2.4 94/06/09 @(#)stdio.h	1.49	97/05/09 SMI @(#)feature_tests.h	1.13	97/06/26 SMI @(#)va_list.h	1.6	96/01/26 SMI @(#)ieeefp.h	2.7 94/11/09 @(#)string.h	1.19	96/03/12 SMI @(#)limits.h	1.35	97/02/25 SMI @(#)isa_defs.h	1.11	97/03/21 SMI @(#)int_limits.h	1.3	96/09/23 SMI @(#)float.h	1.13	94/07/29 SMI @(#)stdlib.h	1.40	97/06/30 SMI @(#)stdarg.h	1.38	96/01/26 SMI @(#)stddef.h	1.9	92/07/14 SMI acomp: WorkShop Compilers 5.0 99/12/04 C 5.0 patch 107289-05  cg: WorkShop Compilers 5.0 99/12/10 Compiler Common 5.0 Patch 107357-07 @(#)limits.h	1.35	97/02/25 SMI @(#)feature_tests.h	1.13	97/06/26 SMI @(#)isa_defs.h	1.11	97/03/21 SMI @(#)int_limits.h	1.3	96/09/23 SMI @(#)string.h	1.19	96/03/12 SMI @(#)float.h	1.13	94/07/29 SMI @(#)stdlib.h	1.40	97/06/30 SMI @(#)stdarg.h	1.38	96/01/26 SMI @(#)va_list.h	1.6	96/01/26 SMI @(#)stddef.h	1.9	92/07/14 SMI @(#)stdio.h	1.49	97/05/09 SMI acomp: WorkShop Compilers 5.0 99/12/04 C 5.0 patch 107289-05  cg: WorkShop Compilers 5.0 99/12/10 Compiler Common 5.0 Patch 107357-07 @(#)limits.h	1.35	97/02/25 SMI @(#)feature_tests.h	1.13	97/06/26 SMI @(#)isa_defs.h	1.11	97/03/21 SMI @(#)int_limits.h	1.3	96/09/23 SMI @(#)string.h	1.19	96/03/12 SMI @(#)float.h	1.13	94/07/29 SMI @(#)stdlib.h	1.40	97/06/30 SMI @(#)stdarg.h	1.38	96/01/26 SMI @(#)va_list.h	1.6	96/01/26 SMI @(#)stddef.h	1.9	92/07/14 SMI @(#)stdio.h	1.49	97/05/09 SMI acomp: WorkShop Compilers 5.0 99/12/04 C 5.0 patch 107289-05  cg: WorkShop Compilers 5.0 99/12/10 Compiler Common 5.0 Patch 107357-07 @(#)limits.h	1.35	97/02/25 SMI @(#)feature_tests.h	1.13	97/06/26 SMI @(#)isa_defs.h	1.11	97/03/21 SMI @(#)int_limits.h	1.3	96/09/23 SMI @(#)string.h	1.19	96/03/12 SMI @(#)float.h	1.13	94/07/29 SMI @(#)stdlib.h	1.40	97/06/30 SMI @(#)stdarg.h	1.38	96/01/26 SMI @(#)va_list.h	1.6	96/01/26 SMI @(#)stddef.h	1.9	92/07/14 SMI @(#)stdio.h	1.49	97/05/09 SMI acomp: WorkShop Compilers 5.0 99/12/04 C 5.0 patch 107289-05  cg: WorkShop Compilers 5.0 99/12/10 Compiler Common 5.0 Patch 107357-07 @(#)limits.h	1.35	97/02/25 SMI @(#)feature_tests.h	1.13	97/06/26 SMI @(#)isa_defs.h	1.11	97/03/21 SMI @(#)int_limits.h	1.3	96/09/23 SMI @(#)string.h	1.19	96/03/12 SMI @(#)float.h	1.13	94/07/29 SMI @(#)stdlib.h	1.40	97/06/30 SMI @(#)stdarg.h	1.38	96/01/26 SMI @(#)va_list.h	1.6	96/01/26 SMI @(#)stddef.h	1.9	92/07/14 SMI @(#)stdio.h	1.49	97/05/09 SMI acomp: WorkShop Compilers 5.0 99/12/04 C 5.0 patch 107289-05  cg: WorkShop Compilers 5.0 99/12/10 Compiler Common 5.0 Patch 107357-07 @(#)limits.h	1.35	97/02/25 SMI @(#)feature_tests.h	1.13	97/06/26 SMI @(#)isa_defs.h	1.11	97/03/21 SMI @(#)int_limits.h	1.3	96/09/23 SMI @(#)string.h	1.19	96/03/12 SMI @(#)float.h	1.13	94/07/29 SMI @(#)stdlib.h	1.40	97/06/30 SMI @(#)stdarg.h	1.38	96/01/26 SMI @(#)va_list.h	1.6	96/01/26 SMI @(#)stddef.h	1.9	92/07/14 SMI @(#)stdio.h	1.49	97/05/09 SMI acomp: WorkShop Compilers 5.0 99/12/04 C 5.0 patch 107289-05  cg: WorkShop Compilers 5.0 99/12/10 Compiler Common 5.0 Patch 107357-07 @(#)math.h	2.6	97/06/05 @(#)floatingpoint.h	2.4 94/06/09 @(#)stdio.h	1.49	97/05/09 SMI @(#)feature_tests.h	1.13	97/06/26 SMI @(#)va_list.h	1.6	96/01/26 SMI @(#)ieeefp.h	2.7 94/11/09 @(#)string.h	1.19	96/03/12 SMI @(#)limits.h	1.35	97/02/25 SMI @(#)isa_defs.h	1.11	97/03/21 SMI @(#)int_limits.h	1.3	96/09/23 SMI @(#)float.h	1.13	94/07/29 SMI @(#)stdlib.h	1.40	97/06/30 SMI @(#)stdarg.h	1.38	96/01/26 SMI @(#)stddef.h	1.9	92/07/14 SMI acomp: WorkShop Compilers 5.0 99/12/04 C 5.0 patch 107289-05  cg: WorkShop Compilers 5.0 99/12/10 Compiler Common 5.0 Patch 107357-07 acomp: WorkShop Compilers 5.0 99/12/04 C 5.0 patch 107289-05  .hash .dynsym .dynstr .SUNW_version .SUNW_versym .rela.data .rela.got .rela.plt .text .rodata1 .rodata .got .plt .dynamic .data1 .data .picdata .bss .symtab .strtab .stab.index .comment .shstrtab .stab.indexstr  sdspmtoep2.c Xa ; O ; P ; V=3.1 ; R=WorkShop Compilers 5.0 99/12/04 C 5.0 patch 107289-05 /devel/R12fcs/build/toolbox/dspblks/dspmex; /opt/SUNWspro/bin/../SC5.0/bin/cc -c -I../src/sim -I../src/rt -I/devel/R12fcs/build/extern/include -I/devel/R12fcs/build/simulink/include -DMATLAB_MEX_FILE -KPIC -dalign -DARCH_SOL2 -O -DNDEBUG -o /tmp/sdspmtoep218538.o  ../src/v4/sdspmtoep2.c -W0,-xp  dsp_cplx_sim.c Xa ; O ; P ; V=3.1 ; R=WorkShop Compilers 5.0 99/12/04 C 5.0 patch 107289-05 /devel/R12fcs/build/toolbox/dspblks/dspmex; /opt/SUNWspro/bin/../SC5.0/bin/cc -c -I../src/rt -I/devel/R12fcs/build/extern/include -I/devel/R12fcs/build/simulink/include -DMATLAB_MEX_FILE -KPIC -dalign -DARCH_SOL2 -O -DNDEBUG -o ../obj/sol2/dsp_cplx_sim.o  ../src/sim/dsp_cplx_sim.c -W0,-xp  dsp_dlyerr_sim.c Xa ; O ; P ; V=3.1 ; R=WorkShop Compilers 5.0 99/12/04 C 5.0 patch 107289-05 /devel/R12fcs/build/toolbox/dspblks/dspmex; /opt/SUNWspro/bin/../SC5.0/bin/cc -c -I../src/rt -I/devel/R12fcs/build/extern/include -I/devel/R12fcs/build/simulink/include -DMATLAB_MEX_FILE -KPIC -dalign -DARCH_SOL2 -O -DNDEBUG -o ../obj/sol2/dsp_dlyerr_sim.o  ../src/sim/dsp_dlyerr_sim.c -W0,-xp  dsp_dtype_sim.c Xa ; O ; P ; V=3.1 ; R=WorkShop Compilers 5.0 99/12/04 C 5.0 patch 107289-05 /devel/R12fcs/build/toolbox/dspblks/dspmex; /opt/SUNWspro/bin/../SC5.0/bin/cc -c -I../src/rt -I/devel/R12fcs/build/extern/include -I/devel/R12fcs/build/simulink/include -DMATLAB_MEX_FILE -KPIC -dalign -DARCH_SOL2 -O -DNDEBUG -o ../obj/sol2/dsp_dtype_sim.o  ../src/sim/dsp_dtype_sim.c -W0,-xp  dsp_fixpt_sim.c Xa ; O ; P ; V=3.1 ; R=WorkShop Compilers 5.0 99/12/04 C 5.0 patch 107289-05 /devel/R12fcs/build/toolbox/dspblks/dspmex; /opt/SUNWspro/bin/../SC5.0/bin/cc -c -I../src/rt -I/devel/R12fcs/build/extern/include -I/devel/R12fcs/build/simulink/include -DMATLAB_MEX_FILE -KPIC -dalign -DARCH_SOL2 -O -DNDEBUG -o ../obj/sol2/dsp_fixpt_sim.o  ../src/sim/dsp_fixpt_sim.c -W0,-xp  dsp_ismultirate_sim.c Xa ; O ; P ; V=3.1 ; R=WorkShop Compilers 5.0 99/12/04 C 5.0 patch 107289-05 /devel/R12fcs/build/toolbox/dspblks/dspmex; /opt/SUNWspro/bin/../SC5.0/bin/cc -c -I../src/rt -I/devel/R12fcs/build/extern/include -I/devel/R12fcs/build/simulink/include -DMATLAB_MEX_FILE -KPIC -dalign -DARCH_SOL2 -O -DNDEBUG -o ../obj/sol2/dsp_ismultirate_sim.o  ../src/sim/dsp_ismultirate_sim.c -W0,-xp  dsp_mtrx_sim.c Xa ; O ; P ; V=3.1 ; R=WorkShop Compilers 5.0 99/12/04 C 5.0 patch 107289-05 /devel/R12fcs/build/toolbox/dspblks/dspmex; /opt/SUNWspro/bin/../SC5.0/bin/cc -c -I../src/rt -I/devel/R12fcs/build/extern/include -I/devel/R12fcs/build/simulink/include -DMATLAB_MEX_FILE -KPIC -dalign -DARCH_SOL2 -O -DNDEBUG -o ../obj/sol2/dsp_mtrx_sim.o  ../src/sim/dsp_mtrx_sim.c -W0,-xp  dsp_ts_sim.c Xa ; O ; P ; V=3.1 ; R=WorkShop Compilers 5.0 99/12/04 C 5.0 patch 107289-05 /devel/R12fcs/build/toolbox/dspblks/dspmex; /opt/SUNWspro/bin/../SC5.0/bin/cc -c -I../src/rt -I/devel/R12fcs/build/extern/include -I/devel/R12fcs/build/simulink/include -DMATLAB_MEX_FILE -KPIC -dalign -DARCH_SOL2 -O -DNDEBUG -o ../obj/sol2/dsp_ts_sim.o  ../src/sim/dsp_ts_sim.c -W0,-xp  dsp_sim.c Xa ; O ; P ; V=3.1 ; R=WorkShop Compilers 5.0 99/12/04 C 5.0 patch 107289-05 /devel/R12fcs/build/toolbox/dspblks/dspmex; /opt/SUNWspro/bin/../SC5.0/bin/cc -c -I../src/rt -I/devel/R12fcs/build/extern/include -I/devel/R12fcs/build/simulink/include -DMATLAB_MEX_FILE -KPIC -dalign -DARCH_SOL2 -O -DNDEBUG -o ../obj/sol2/dsp_sim.o  ../src/sim/dsp_sim.c -W0,-xp  mexversion.c Xa ; O ; P ; V=3.1 ; R=WorkShop Compilers 5.0 99/12/04 C 5.0 patch 107289-05 /devel/R12fcs/build/toolbox/dspblks/dspmex; /opt/SUNWspro/bin/../SC5.0/bin/cc -c -I../src/sim -I../src/rt -I/devel/R12fcs/build/extern/include -I/devel/R12fcs/build/simulink/include -DMATLAB_MEX_FILE -KPIC -dalign -DARCH_SOL2 -O -DNDEBUG -o /tmp/mexversion18538.o  /devel/R12fcs/build/extern/src/mexversion.c -W0,-xp                                                            `                            p                       d  d                    o                          %o     8  8   n                2                            =                           G                           Q            U@                  W        e  e                    `        w  w   7                  h       wT  wT                   m       y\  y\  <                 r       z  z                   {       {   {                             {  {   ,                         |$  |$                            |4  |4                                  |4  p                                                              h                                                               k                                  ?                 