ELF                    4 ,     4    (                   !  !           $ $      @             ֜ ֜                     5   :   "           3                   7      $   9           &           0   2   5       %              6           '   +           *           4                   )   (           1   8   #       .               -                                                                                                                                                  !                                    ,                                  /                                          X                                    	            	            	                              	            
                 $           0           ֜           $           T           d                                                                                              ,                                     % $         ;              B              I              P              W              _              g              t              y               ֜                                                     zl    	        ,  	                                                                                                   	              d         0        6             N  !        U             `             g            _end mxGetNumberOfElements mxCalloc _GLOBAL_OFFSET_TABLE_ mxGetM mxGetN mxFree malloc sprintf mxGetPr mexErrMsgTxt .mul mxIsLogical _DYNAMIC floor strncmp mexWarnMsgTxt mexFunction mexVersion mxIsSparse mxIsNumeric mxCreateDoubleMatrix free mxIsInf mxIsNaN strcmp mxIsComplex _edata _PROCEDURE_LINKAGE_TABLE_ mexMakeMemoryPersistent _etext mxIsDouble strlen mxGetClassID sdspsigattrib.mexsol                                                                                                                                                                                                                                                                                                                                                                                         L         t                                                                                                                 L    T P      H      (      ,      0     0 4     H 8     ` <     | @      D      H      L      P       T       X     4 \     T `     t d      h      l      p      t      x     ( |     H р     h ф      ш      ь      ѐ      є       ј      ќ     8 Ѡ     \ Ѥ     x Ѩ      Ѭ      Ѱ      Ѵ      Ѹ     8 Ѽ     \      x                                          4      L      l                              <      d                                     $      @      \       x $      (      ,      L     /h 0      4      8     ( <     D @     ` D     x P     28 H      L      P      T     D X      \      `     \ d      h      l     d p      t      x     h |      Ҁ      ҄     p ҈      Ҍ      Ґ     h Ҕ      Ҙ      Ҝ     X Ҡ      Ҥ      Ҩ     < Ҭ      Ұ      Ҹ     x Ҵ     , Ҽ            T     ?            <      \                              d                   ,    L \     Q                   8      T      p                  ( ,      Ԁ     X      h                           $      (      0     < P     ` 4     x 8      <      @     @ D     | H      L      T      X      `      d     t h      l      Ԥ     bT Ԩ     b p      t      x     L |     | Ӏ      ӈ     4 ӄ      ӌ     h Ӕ     ü Ӑ     | Ә      Ӝ      Ӡ      Ӥ      Ө      Ӭ     < Ӱ     | Ӵ     Ą Ӹ     Č Ӽ     Ĕ                                         d             Ũ \    $                  T      Ƙ Ԭ     t      ƴ             `     Q( x     Vd |     X Ԅ     X Ԉ     \ Ԍ     \ Ԑ     a Ԕ     a` Ԙ     a t     S h     S d     Sp X     @  Ԡ     b$ l     S Ԝ     a p     S       t      ǜ                  ,      `      Ȑ              $      (     H ,     x 0     ɬ 4      8      <     0 @     L D     t ԰     ʜ Դ      Ը       Լ     <      ˔                  p      ̼            \      ͬ            Τ      (      \            L      Ϝ             T      \      d      x            p                    h $     а (    P `  !     l       x  2     Մ  +     Ր  7     ՜  /     ը  0     մ  &              #       9       $       8              (                .     ,  1     8  "     D       P       \  ,     h  -     t  '     ր  5     ֌          㿠 @ o     B#\\` `" 
   @ J  
  @ U  
  㿠 @ o     B#\\` `" 
   @ !p  
  @ !  
                          㿠@    n Ȇ @ @ oZ (    B#\\` `"         c$@ Đ             c$@ Đ +                  H  `  x      l  㿘 Ȳ @ o&   B#```@ o       B#\   @  	?\#|   
 ~ *  		    @   
  t  @ Β  
  n  @   
  h  @       
 @       
  Z   
  V  @    
  P  @   
  J  @      
 @        
  <  
  8  @ ϒ      @         
  )   
  %  @       @ z    2   @ c      
     
    @ ޒ  
    @    
         "  
  
  4  L  d  |          㿐 Ȣ @ ny   B#l l@ nr    B#h h@ nj    B#d d@ nb     B#```@ nZ $     B#\  \    " `  %  =    | @ n  
  v ` `"   n @ v  
  h @   
  b@   
  ]     "   T @ <  
  N @ r  
  H@ ϒ  
  C@  ?"` `  ;*`     @ g  
  1 @   
  + @   
  % @ Ւ  
   @   
   @   
   @   
   @   
   @   
        "  
  
          <        T    4  h                㿠@    l Ȇ l @ m    @  	?B#\# \ `
 Þ *`     @ 9             `@    @ S             `@    @ 5             `@    @ &         ` @    @              `@    @      y        `@    @      l        `@    @      _    @      Y        ` @    @ 0         `$ @    @      @        `(@    @ ɒ     3    @          `, @    @ Ȓ     !        `0@    @ 2             `4@    @ g             `8@             <  p                            㿠@    k Ȇ в @ l    @  	?B#\# \ `
 ٞ *`     @ '             `<@    @ l             `@@    @ N             `D@    @ ?             `H@    @ 2         `L @    @ (             `P@    @ /             `T@    @       @      p        `X@   @      d        `\@    @ >     W        ``@    @       @ ,         `d @    @      9        `h@   @ ƒ         `l @    @ ˒     !        `p@    @ 5             `t@    @ j             `x@         D  x        H  |                㿐@    j Ȣ   @ k   B#h h@ k    B#d d@ k     B#```@ k $   B#\\    " `   A  n      @ Œ           ` `|    ` `"     @ ƒ           ` `    @            ` `   @            ` `        "     @ w           ` `    @            ` `   @            ` `   @  ?"` P` y *`     @      o      ` `    @ ْ     b      ` `    @       U      ` `    @      H      ` `    @      ;      ` `    @      .      ` `    @ ~     !      ` `    @            ` `    @            ` `         D  x        H  |                㿐@    i Ȣ  4 @ j   B#h h@ j    B#d d@ j     B#```@ j $   B#\\    " `   A  n      @            ` `    ` `"     @            ` `    @ ͒           ` `   @ ђ           ` `        "     @ K           ` `    @ z           ` `   @ В           ` `   @  ?"` P` y *`     @ b     o      ` `    @      b      ` `    @ Ԓ     U      ` `    @      H      ` `    @ Ē     ;      ` `    @ ͒     .      ` `    @ R     !      ` `    @ [           ` `    @ d           ` `                           㿐@    h Ȧ  ᠸ @ iq   B#l l@ ij    B#h h@ ib (  B#d d@ i[    B#` `@ iS     B#\\   "   ` @ q     `    `    @ 7     	`    a            	z  ]  "     @           a    @ ʒ     	     a     `     	0  X  `"          c(   
                c(   
                                           㿐@    g Ȧ  и @ h   B#l l@ h    B#h h@ h (  B#d d@ h    B#` `@ h     B#\\   "   ` @      `    a    @      	`    a           	    "     @ "          a    @ &     	     a      `     	  x  `"          c,   
           $     c,   
           (                    㿐@    g Ȭ       @ h
         B#l l@ h    B#h h@ g (  B#d d@ g   B#` `@ g    B#\\     C           $  
`P    ` ``    $  
       `     $  
;     `    $  
@J    @` @       ` ב     `   `   ` `  
`     a,    `     `   `   ` `      a0    `     `   `   ` `  
`     a4    `     `   `   ` `      a8    `     `   `   ` `  
`     a<    `     `   `   ` `      a@    `     `   `   ` `  
`     aD    `     `   `   ` `      aH    `     `   `   ` `  
`     aL    `     `   `   ` `      aP    `     `   `   ` `  
`     aT    `     `   `   ` `      aX    `     `   `   ` `  
`     a\    `     `   `   ` `      a`    `     `   `   ` `  
`     ad    `     `   `   ` `  
`     ah    `     `   `   ` `      al    `       `   ` `  
`     ap    `       `   ` `      at    `       `   ` `  
`     ax    `       `   ` `      a|    `       `   ` `  
`     a    `       `   ` `  
`     a    `       `   ` `      a    `       `   ` `  
`     a    `               `  
       a        a                    㿠 @    d      @ ew    B#\\             U    a@   ?      @       @      @&      @      @"                      㿐@    d Ȣ    @ eL   ,    @ eI    &    @ eF         @ eC        @ e4        @ e+     @ e6   
    @ e!     @ e/        @ e     @ e( ;` @ e  `  ^       @ e      c0   `        @ d  `         @ d      @ d       @ d       @ d       @ d       @ d    @ d       @ d    @ d       @ d    @ d ;` @ d `  ^       @ d `          @ d `         @ d  s    @ d   m    @ d   g    @ d   a    @ d   [    @ d~    @ d   Q    @ dt    @ d   G    @ dj    @ d{ ;` @ db `  ^   6    @ dY `      -    @ dP `     $    @ dJ      @ dG       @ dD       @ dA       @ d2        @ d)    @ d4       @ d    @ d-       @ d    @ d& ;` @ d `  ^       @ d `          @ c `         @ c      @ c       @ c       @ c       @ c       @ c    @ c       @ c    @ c       @ c    @ c ;` @ c `  ^       @ c `      w    @ c `     n    @ c ( b    @ c (  \    @ c (  V    @ c (  P    @ c (  J    @ c (   @ c   @    @ cu (   @ c   6    @ ck (   @ c| ;` @ cc (`  ^   %    @ cZ (`          @ cQ (`         @ cH    B#l l@ cA   B#h h@ c:   B#d d@ c3   B#` `@ c,   B#\ ^\`@ c&   R   `@ c#    L   `@ c     F   `@ c    @   `@ c    :   `@ c    @ c    0   `@ b    @ c	    &   `@ b    @ c ;``@ b `  ^       `@ b `          `@ b `      
     a`      `    
   ` a       `@ b  s   `@ b   m   `@ b   g   `@ b   a   `@ b   [   `@ b    @ b   Q   `@ b    @ b   G   `@ b    @ b ;``@ bz `  ^   6   `@ bq `      -   `@ bh `      $   `@ b_   B#\\  ^ `@ bX   R   `@ bU    L   `@ bR    F   `@ bO    @   `@ b@    :   `@ b7    @ bB    0   `@ b-    @ b;    &   `@ b#    @ b4 ;``@ b `  ^       `@ b `          `@ b	 `      	     a`     ^ `@ a    R   `@ a     L   `@ a     F   `@ a     @   `@ a     :   `@ a     @ a    0   `@ a     @ a    &   `@ a     @ a ;``@ a  `  ^       `@ a  `          `@ a  `      	     a`        `@ a $  R   `@ a $   L   `@ a $   F   `@ a $   @   `@ a $   :   `@ a{ $   @ a    0   `@ aq $   @ a    &   `@ ag $   @ ax ;``@ a_ $`  ^       `@ aV $`          `@ aM $`(      1       a`     a`     a      a      a      a      a       a                          㿠@    _ & 0  Ĳ  0          z       ̄     ̄    ̄    ̄    ̄    ̄    ̄    ̄     ̄    $ ̄ $  ( ̰? (&,      :   L <     ` @  L <       *      (   c8@ 8   (` (((             &p                                                                                             㿐@    _ L       .` * 	 ((        @ `H    B#` `@ `A    B#\\   " $ l    `"     @ Y     c        a    @      W        a     N    @ `   B#h h@ `	 (  B#d d@ `   B#` `@ _   B#\\ /    ,     )   ` &    `"     @              a    @              a      a                    㿘@    ^!L  <    !L   <      q       l    @ _    B#```@ _    B#\\   "  R           ߑ đ  I   `@ _ (  B#d`d@ _|   B#```@ _u   B#\\ 1     .   ` +   `@ _e   B#\\           ѐ       $          ` a   ` a                   㿠!L@    ^ @    !L   @              a           㿘'L.`'P@    ^'T $'X   LP8  TX 8(        ȸ @ _    B#` `@ ^ (   B#\\   " ,`    ` "          c\   
                c\   
                    @ ^   B#` `@ ^   B#\\ }     z    @ ^   B#` `@ ^    B#\\ <  )` "          c\   
    W            c\   
    G               ;   F    6        a           (   ې    #        b           "       Ő            b     b                    @    ]   *` 	(  8     @  `                㿘@    ]  ( .`        @ ^    B#` `@ ^    B#\\   " `    `       & P      @ ] (  B#` `@ ]   B#\\     @ ]   B#` `@ ]    B#\\ O    `          =       T            b       *       x            b       z   g    u   
    p   &    k        b    +         [       V        b       J        E   ڐ    @        b        ѐ    2       -       (        b$          Ґ                          b(     b,                    @    \   *` 	(       0 @  ` *`   z                  @    [ 㔂  *` 	(       4 @  `                 @    [ <      < @  `                 @    [       @ @  `㿠` 6 &     @ .  @ \В @&  㿠` 6 &    @ .  @ \ 8&                  㿈@    [   < `   ?    ' ' ' '' '' 	'" ?@ \  '?'L <   L  <                    㿈@    [   h `   ?    ' ' ' '' '' 	'" ?@ \g  '?'L @   L  @                    㿐@    [    `      ' ' ' ' '''!L <   !L  <                    㿐@    Z    `      ' ' ' ' '''!L @   !L  @                    㿠@    Z  \      & @ ["   @ [!&     &!L` !L   bD& &     H&       @ [ے & Ȑ      Ȑ    	`&     &   &ఄ &&ก                                                                 㿠@ [   @  ?` 㜐   *`    ?    @ [   "       ??                 㿐@    Z    T bL     (       @ [u  @ [r @ [r     @ [o    @ [l @ [g @ [k   !L   aL `@    㿘'  '  @  ! 	 㿘\  '  '#\@   
                                                  㿠@    Y  ܸ  `
@  ?  '    .         
 #  
    
    
\      
     \ 
  
      bP    " N   N   I  @ & ?         2 8       " 2     !`     "     @@      	        "     2 
#\     b\   #\!L     !L         bX        bT            l       8  p                㿐@    Y'D 'H x 'L ` 'P'T'X L     	@  ? "  ㈀` v *`          2 5       2         +       "      !            ' '   "         ' '        /   K    *     '      #`  !     `       " #\`     #\#` 
 L  L          &   
    bd          b`   
             8  \          ,                㿈@    X'H` 'L 'P 'T'X L       bh}       @  ?`
 \ r *`       ``   X` ?    M` }    D` #\r    9`j   1`a   (`#\V   `''I   `''#\:  `   &  	        bl    bp   	                p@    X'L   'P P bt'T  'X  '' (   P x@ Y>        b|@ Y7    
       b@ Y/    	   @ Y  (( 	L    b          b        b@ Y        8 Ԅ b@ Y        4 Ԅ b@ X    k    <    b@ X ԖL     ` L  C        Ը 'Є b@ X֔ o   L      b    B    Є b     7     b     ,     bG   $ Є 'L&          
 b       @ X `     b    	    ASY@   C0                      㾘@    W           b     8@ Xi @ Xp           b     8@ X\ @ Xc @ Xd` @ Xd` @ X@    @ X&`    @ XZ`           b     8@ X= @ XD @ X`  B#\
B\        b     8@ X) @ X0            b     8@ X @ X# @ X$`       @ W`   .      c  D   #  & `         B"  	&            @ W      @ W           b @ Wݔ @ W     <      T  (    X  (    `      d      h      l      p      t      P       D      @      4      |      H      x      L    ֐ d '  e `6  &@ W  & @ W=        
&:    p	       p c  P P  8 $ ą8(:@ $ T T  8Ć 8(:@ $ X X  8Ć 8(:@ $ \ \  8Ć 8(:@ $ p p  8Ć 8(:@    D                     L           `        @                      p                    㿐@    U   _ @ V   @  	?B#\`#@ \ e` H *`    
0             $L    
 b    
0             $L    
 b    
  0 2       $L    
 b    
  0 2       $L    
 b              
 b       
$LpLx#h#d#`#\hd`\        b    Ā   
$LpLx#h#d#`#\hd`\        b         $L    
 b         $L    
 b              
 c          $L    
 c         $L    
 c              
 c       	   $L     
 c     
Ȁ     ȁ   
 c    Ԁ      
 c    ؀     ؁   
 c     
 
   
 
    c        *`  @ `2      *` @	(`   @ `2       *` @ ` `?*` @	(`  @ ` `? *`  @ ``2      *` @	(`   @ ``2                      㿠@    T`_       @ ɒ   x    @ Ò         c @      2 @ =      @ 8        c @    V        c@   @ #        `     `@       c @   @      4 @         c @    @       @         @        @ w    	     c @   	        c@   @         c @    @ V               c@   @    "             c@   `     `        c @          @           c @    @          `     `        c @   `  	  `     ` `  	
 `     `   `  	
 `            3
  @ ג      @            `     ` a       c @         c @    N        c@   `       `    @      &   
`      c @     
      c @        `            c@    `     `         c@    *`  @ `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@    P     cܲ  @@ R        c @@ R       
    
                   㿠@    P    l c  @@ Q  `?  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 
   `                                  @    K ␂  !*`     @` D #                                  㿠@    K  (  ߒ    .`    c        
     
                           㿠@    K  ᘐ      .`    c        
     
                            @    K             # @ `          	     `@ &                                  @    K h            # @ `          	     `@ &                     㿠        Ӑ     2   	                㿠@    J  Ć ㄀@  `    & 0  2 !؁       !؟       c@      2 
  
                   㿠@    J  ̸  @ KԒ    	     `    @ K         @ K                     @    J D      @ ` Input must be 1-D.  Input must be 2-D.  Input must be a scalar. Input must be a vector. Input cannot be a scalar.   Input must be a vector. Input must be a row vector. Input must be a row vector. Input must be a column vector.  Input must be 2-D.  Input must be a column vector.  Input must be 2-D.  Input must be a full matrix.    Input must be a square matrix.  Input dimensions must be greater than 1-D.  Input cannot be 2-D.    Input cannot be a scalar.   Input cannot be a vector.   Input cannot be a vector.   Input cannot be a scalar.   Input cannot be a row vector.   Input cannot be a row vector.   Input cannot be a scalar.   Input cannot be a column vector.    Input cannot be a column vector.    Input cannot be 2-D.    Input cannot be a scalar.   Input cannot be 2-D.    Input cannot be a full matrix.  Input cannot be a square matrix.    Input must be a boolean.    Input must be floating-point.   Input must be double precision floating-point.  Input must be single precision floating-point.  Input must be fixed-point.  Input must be signed fixed-point.   Input must be unsigned fixed-point. Input must be an integer.   Input must be a signed integer. Input must be an unsigned integer.  Input must be a int8.   Input must be a int16.  Input must be a int32.  Input must be a uint8.  Input must be a uint16. Input must be a uint32. Input must not be a boolean.    Input must not be floating-point.   Input must not be double precision floating-point.  Input must not be single precision floating-point.  Input cannot be fixed-point.    Input cannot be signed fixed-point. Input cannot be unsigned fixed-point.   Input must not be an integer.   Input must not be a signed integer. Input must not be an unsigned integer.  Input must not be a int8.   Input must not be a int16.  Input must not be a int32.  Input must not be a uint8.  Input must not be a uint16. Input must not be a uint32. Input must be frame-based.  Input must be sample-based. Input must be real. Input must be complex.  Continuous sample times not allowed.    Discrete sample times not allowed.  Input must be sample-based. Input must be frame-based.  Input must be complex.  Input must be real. Discrete sample times not allowed.  Continuous sample times not allowed.    Input signal complexity, frames, dimensions, data type, and sampling match those specified in block mask.   Input signal complexity, frames, dimensions, and data type match those specified in block mask. Input signal complexity, frames, dimensions, and sampling match those specified in block mask.  Input signal complexity, frames, and dimensions match those specified in block mask.    Input signal complexity, frames, data type, and sampling match those specified in block mask.   Input signal complexity, frames, and data type match those specified in block mask. Input signal complexity, frames, and sampling match those specified in block mask.  Input signal complexity and frames match those specified in block mask. Input signal complexity, dimensions, data type, and sampling match those specified in block mask.   Input signal complexity, dimensions, and data type match those specified in block mask. Input signal complexity, frames, dimensions, and sampling match those specified in block mask.  Input signal complexity, and dimensions match those specified in block mask.    Input signal complexity, data type, and sampling match those specified in block mask.   Input signal complexity, and data type match those specified in block mask. Input signal complexity, and sampling match those specified in block mask.  Input signal frames, dimensions, data type, and sampling match those specified in block mask.   Input signal frames, dimensions, and data type match those specified in block mask. Input signal frames, dimensions, and sampling match those specified in block mask.  Input signal frames and dimensions match those specified in block mask. Input signal frames, data type, and sampling match those specified in block mask.   Input signal frames and data type match those specified in block mask.  Input signal frames and sampling match those specified in block mask.   Input signal dimensions, data type, and sampling match those specified in block mask.   Input signal dimensions and data type match those specified in block mask.  Input signal dimensions and sampling match those specified in block mask.   Input signal data type and sampling match those specified in block mask.    All specified signal attributes are true.  This is not allowed. Unsupported signal attribute checking method.   Signal checking method argument out of range.   Complexity argument out of range.   Frame argument out of range.    Dimensionality check mode argument out of range.    Data type check mode argument out of range. Sample time argument out of range.  Dimensions argument out of range.   A signal cannot be frame-based and 1-D. Choose a different combination of signal attributes.    General data type argument out of range.    Floating-point data type argument out of range. Fixed-point data type argument out of range.    Integer data type argument out of range.    Input must be frame-based.  Input must be sample-based. Input must be sample-based. Input must be frame-based.  Unsupported signal attribute checking method.   Dimensions and frame status both match specified criteria.  Unsupported signal attribute checking method.   Function mdlSetOutputPortDimensionInfo should not be called.    Continuous sample times not allowed.    Discrete sample times not allowed.  Discrete sample times not allowed.  Continuous sample times not allowed.    Dimensions and sample time both match specified criteria.   Discrete sample times not allowed.  Continuous sample times not allowed.    Frame status and sample time both match specified criteria. Dimensions, frame status, and sample time all match specified criteria. Unsupported signal attribute checking method.   Function mdlSetOutputPortSampleTime should not be called.   Sample time and data type both match specified criteria.    Dimensions and data type both match specified criteria. Dimensions, frame status, sample time, and data type all match specified criteria.  Frame status and data type both match specified criteria.   Frame status, data type, and sample time all match specified criteria.  Dimensions, frame status, and data type all match specified criteria.   Dimensions, frame status, data type, and sample time all match specified criteria.  Unsupported signal attribute checking method.   Function mdlSetOutputPortDataType should not be called. Function mdlSetOutputPortComplexSignal should not be called.    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   sdspsigattrib   sdspsigattrib   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   sdspsigattrib   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 mdlStart 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                                             ֜                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                          00     <0     H0     T0     `0     l0     x0     0     0     0     0     0     0     0     0     0     0     0    0    0     0    ,0    80    D0    P0    \0                    
       X      o  no  o       0     8                	     h   	   o           MEX level2 S-function "sdspsigattrib"                                                                  X                                    	            	            	                              	            
                 $           0           ֜           $           T           d                                                                                            
     0  	  
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     0  	  
  |   ,  	  
  ,   0  	  
  P   0  	  
     0  	   L                     P   0  	  6  h   0  	  L     (  	  Y     H  	  u       	    (   0  	    iD  8  	         	         	    P   ,  	       p  	  (     `  	  [     T  	  v     d  	         	    |   0  	         	    h   8  	       P  	       (  	          	    8     	  &     l  	  E  p   (  	  S  T   (  	  {  g     	    \   @  	    @   0  	         	       (  	    0   t  	   T       /     0  	  >  X   $  	  L     X  	  j  (   (  	  y  $   8  	    nD  |  	    L     	    (   (  	         	    P   h  	  	     (  	    x   $  	    ,        &     (  	  3  |   ,  	  B     <  	  V    $  	  n  x   (  	       ,  	       (  	    c     	    T   \  	         	  "  x     	  4  k  `  	  I     h  	  ^     X  	    d     	    x     	    g     	    b     	    L   @  	  .      x  	  @     x  	  R     0  	  g      `  	    x   p  	       x  	         	    H   0  	       L  	       h  	  /     l  	  A     p  	  R     0  	  ]  p  <  	  p     x  	        P  	        (  	        (  	    \     	       L  	       $  	         	  #     l  	  8     P  	  F  e(     	  f  ,     	       h  	    P   P  	    d   T  	    `   X  	       l  	       (  	         	  !       	  9     <  	  U     $  	  d  h     	  r       	    D   X  	         	       0  	               &         
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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 .data .picdata .bss .symtab .strtab .stab.index .comment .shstrtab .stab.indexstr  sdspsigattrib.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/sdspsigattrib19359.o  ../src/v4/sdspsigattrib.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/mexversion19359.o  /devel/R12fcs/build/extern/src/mexversion.c -W0,-xp                                                                                  X  X                                               o                          %o     	  	   t                2        	  	                  =        	  	                 G            8               Q                              W            )                  `             7                  h       $  $                   m       0  0  l                 r       ֜  ֜                   {       $  $   0                         T  T                            d  d                                  d  p                                                             h                             
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