MZ                @                                       	!L!This program cannot be run in DOS mode.

$       PE  L Cˎ]         !                    @                       @      @                           P K      @            x                                                                          H           .text                            `.rsrc   @                      @  @.reloc                         @  B                     H     P                                                            BSJB         v4.0.30319     l   ` #~   T #Strings    dX    #US lX    #GUID   |X }  #Blob        W?	    %3         L  
    r     
     $    v   Z    '          xT       -;  J;   i;  J;   ;  J;   ;  J;   ;  J;   ;  ;   ;  J;   ;  J;   ;  J;   ;  ;   <  J;   <  J;   )<  J;   :<  J;   M<  J;   [<  ;                   
            7         y   G        y   \            i            u                                                     4           E          E           W                                  )          S                                                                   <          X        "  s       "          ,          3         3          ;  !        B  ?       B  b        J  z        b         b          {                                         4         S          o                                                                    -         L          \          k                                                                                                                  )  )       )  9        G  C        [  L       [  Z        p  b          i         u                                     >          n         n                               &          <          Q         k          t          |                 :          ]         ]                                                            
                    !         1          ?        "  L       "  ^        9  k        Q  w       Q          j          y         y                                                   	         	          #	          0	         B	          Q	        .  _	       .  r	        G  	        \  	       \  	        r  	        x  	       x  	          
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     A 9        A B  8     A I  U     A M  j     A Q  z     A U       A [       A a       A d       A g       A        A        A   *     A   C     A   U     A   |     A        A        A        A        A        A         A   -      A 	  @      A 
  a      A !  w      A $        A -        A L        A b        A q        A v  !     A y  -!     A ~  =!     A   Z!     A   o!     A   !     A   !     A   !     A   !     A   !     A   !     A   "     A   7"     A   Y"     A   g"     A   "     A   "     A   "     A    "     A   "     A 
  "     A   #     A   '#     A   I#     A !  d#     A $  #     A (  #     A +  #     A /  #     A 4  $     A 8  ,$     A <  @$     A A  ^$     A D  w$     A H  $     A M  $     A Z  $     A b  $     A t  %     A {  &%     A   D%     A   _%     A   n%     A   %     A   %     A   %     A   %     A   %     A   &     A   6&     A   M&     A   s&     A   &     A   &     A   &     A   &     A   &     A   '     A   #'     A   @'     A   X'     A   q'     A   '     A   '     A   '     A   '     A   
(     A    ,(     A   J(     A   i(     A    (     A %  (     A *  (     A /  (     A 2  (     A <  (     A J  )     A R  .)     A U  G)     A Z  ^)     A ^  u)     A d  )     A n  )     A z  )     A   )     A   *     A   #*     A   :*     A   Q*     A   n*     A   *     A   *     A   *     A   +     A   -+     A   W+     A   +     A   +     A   +     A   ,     A   =,     A   s,     A   ,     A 	  ,     A   ,     A   ,     A   -     A   8-     A   [-     A "  -     A (  -     A +  -     A .  .     A 1  >.     A 4  k.     A 7  .     A @  .     A R  .     A   .     A   /     A   5/     A   M/     A   i/     A   /     A   /     A   /     A   /     A   /     A   0     A   (0     A   S0     A   0     A   0     A   0     A   1     A   ?1     A   `1     A &  {1     A 6  1     A C  1     A S  1     A ]  1     A `  2     A d  .2     A k  G2     A n  Y2     A r  n2     A   2     A   2     A   2     A   2     A   
3     A   33     A   Z3     A   w3     A   3     A   3     A   3     A   3     A   3     A   4     A   -4     A   @4     A   ]4     A   4     A   4     A  	  4     A 	  4     A 	  5     A 	  F5     A 	  m5     A 	  5     A 	  5     A $	  5     A -	  5     A 1	  
6     A 4	  (6     A 8	  D6     A =	  d6     A H	  6     A M	  6     A R	  6     A U	  6     A X	  
7     A \	  +7     A a	  W7     A i	  ~7     A l	  7     A o	  7     A r	  8     A u	  K8     A x	  }8     A {	  8     A 	  8     A 	  8     A 	  9     A 	  @9     A 	  h9     A 	  9     A 	  9     A 	  9     A 	  :     A 	  =:     A 	  f:     A 	  :     A 
  :     A 

  :     A 
  :     A 
O
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V; 
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> !V> !V=> !V\> !O
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 V{N VN O
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V VBV V{V O
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 VD[ Va[ V[ V[ V[ V[ O
 V\ V8\ V\\ V\ V\ V\ V\ V(] VQ] Vz] V] O
 V] V] V%^ VL^ V~^ V^ V^ V^ V_ V_ VF_ Vd_ V_ V_ V_ V` O
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 V` Va V2a VVa Vsa Va O
 Va Va Va V(b VFb Vdb O
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 Vc Vd V'd VVd Vwd Vd Vd Vd Ve VUe Vve Ve Ve V
f V/f V[f Vf Vf Vf V	g V9g O
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 Vi Vi Vi V
j V$j V:j V\j Vuj Vj Vj O
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 Vo V%p VWp O
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 Vt Vt Vt Vu V+u O
 VIu 
Vnu 
O
 Vu 
Vu 
O
 Vu 
Vv 
V.v 
VYv 
V~v 
Vv 
O
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O
 V V6 VQ O
 Vn V V Vĳ V V V7 VY V V V V VF O
 Vp V V Vڵ O
 V V V> Vo V V̶ V V  VB Vw V V Vط V V# VD Vu V V˸ V V$ VC Vj V O
 V Vɹ V V O
 VH VX O
 Vi V Vú V V VG O
 Vq $V $V $V $O
 Vܻ )V )V
 )V& )VC )V` )O
 Vs .V .V .Vļ .Vۼ .O
 V 3V 3V, 3O
 V> 8VK 8VX 8Vd 8Vq 8V~ 8V 8V 8V 8V 8Vǽ 8O
 Vڽ =V =V =O
 V	 BV BV, BO
 V> GVH GO
 VQ LV_ LO
 Vk QV QV QO
 Vľ VV VO
 V [V4 [VX [O
 V `V `V `Vӿ `O
 V eV eV7 eO
 VZ jV jV jO
 V oV oV oV= oO
 Vb tV tO
 V yV yV yO
 V ~V6 ~VZ ~V ~O
 V V V V  VR Vz V V V V0 V` V O
 V V V V@ Vj V V O
 V  V" VS V V V V  V% VR Vy V V V V% VR V| V O
 V V V* VS V{ V O
 V V V VL V} V V V VL V V V V* V^ V O
 V V V V> Vn V V V V& V] V V V VG V V V O
 V1 VR Vx V V V O
 V V* V> VT O
 Vi V O
 V V O
 V V O
 V0 V] V O
 V V V O
 V@ Vg V O
 V V O
 V V  O
 V< Vp V O
 V V O
 V5 VR O
 Vo V V V O
 V V V O
 VC VZ O
 Vw V O
 V V O
 V V< O
 Vf  V  V  V  O
 V V O
 V8 
VP 
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O
 V V O
 V V, V_ O
 V V V V O
 V; Vh V O
 V #V #O
 V! (V> (Va (V (V (V (V (V. (V^ (V (V (V (V (VB (Vj (V (V (V (V (VX (V (V (O
 V- -VX -V{ -V -V -O
 V 2V 2V1 2V\ 2O
 V 7V 7V 7V 7O
 V  <VA <Ve <V <O
 V AV AO
 V FV FV% FVE FVg FV FV FV FV FO
 V
 KV) KVV KV KV KV KV KV3 KVW KV KV KV KV KO
 V; PVW PVr PV PV PV PV PO
 V UV UO
 V5 ZVV ZVv ZV ZO
 V _V _V _O
 V dV dV3 dVJ dVb dO
 Vz iV iV iV iV iV iV( iVK iVp iO
 V nV nV nV nV nV7 nVV nVu nV nV nV nO
 V sV sV/ sVF sV\ sVx sV sV sV sV sV& sVT sV sV sV sV sV sV= sVo sV sV sV sV sV sVL sVo sV sV sV sV sV= sO
 VJ xVl xV xV xV xO
 V }V% }VE }Vq }V }V }V }V }V }V$ }V^ }Vs }V }V }V }V
 }V! }V8 }O
 VU Vx V V V V V V V O
 V- VK O
 Vf V O
 V V O
 V V V  O
 V V; V] O
 V~ V O
 V V  V! VD Vi V O
 V V V V V+ VJ Vh O
 V V V V V V@ Vi O
 V V O
 V V O
 V V V4 Ve V V V O
 V2 VK Vg V V V O
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 Vw V O
 V V V V O
 VB V_ V V O
 V V O
 V V; V] V| V O
 V V O
 V V6 O
 V\ Vo V V O
 V V V V V O
 V6 Vg O
 V V O
 V V O
 V. 	VQ 	O
 Vt V O
 V V  V V/ VQ Vt V V O
 V V V V  V  V,  V=  VU  Vk  V  V  V  V  V  V  V V$ O
 VA VM V\ Vi Vx V V V V V V V V V V V V V V V V' V4 VD VO V\ Vf Vp Vy V V V V V V V V V V V V V V V" V+ V3 VD VN O
 VW "V "O
 V 'V+ 'V_ 'O
 V ,V ,V ,V  ,O
 V& 1V? 1O
 VY 6Vq 6V 6V 6V 6V 6V 6V 6V$ 6V= 6VV 6Vo 6V 6V 6O
 V ;V ;V ;V/ ;VH ;O
 Va @V~ @V @V @V @V @V @V. @VK @Vl @V @O
 V EV EO
 V(	 JV<	 JVW	 JVt	 JV	 JV	 JO
 V	 OV	 OV
 OV6
 OO
 V^
 TVy
 TV
 TV
 TV
 TV
 TV TV TO
 V9 YVP YVg YV~ YV YV YV YV YO
 V ^V ^V) ^VA ^VZ ^Vs ^V ^V ^V ^V ^V ^V
 ^O
 V
 cV;
 cVW
 cVs
 cV
 cV
 cV
 cV
 cV cV cV; cVX cVu cV cO
 V hV hV hV hV hV8 hVR hVl hV hV hV hV hV hV hV! hO
 V= mVa mV mV mO
 V rV rV rV rV7 rVQ rVk rV rV rV rO
 V wV wV
 wV( wVF wVd wV wV wV wV wV wV wO
 V5 |VY |V~ |V |V |V |V |V9 |V_ |O
 V V V V V V V+ VG Ve V V V V V V
 O
 V( V? VV Vm V V V V V V V V& O
 V; VP Ve Vz V V V V V V V V' V= VS Vh O
 V V V V V V V V0 VJ O
 Vd V O
 V V V O
 V\ Vz V V V V
 O
 V* VH O
 Ve V{ V O
 V V V V V V( V9 VK Va Vx V V V V O
 V V V< Vh V V V V! VP Vx V V O
 V V O
 VD Vv V O
 V V V  V$  VH  Vp  V  V  V  V! O
 V@! V\! O
 V! V! V! V" O
 V5" V]" V" V" O
 V" V" V# V:# V_# V# V# V# V# V$ VG$ O
 Vi$ V}$ V$ V$ V$ V% V"% VB% Vc% V|% O
 V% V% V% V% V% O
 V
& V(& VS& Vv& V& V& V& V' V>' Vb' V' V' V' V' O
 V( V0( Va( V( V( V( V%) VZ) O
 V) V) V) V) O
 V) V) V) O
 V) V
* V* VP* O
 V|* V* V* O
 V* V+ O
 V4+ V`+ V+ O
 V+ 
V+ 
V, 
VB, 
O
 Vt, V, O
 V, V, V/- O
 Vc- V- V- O
 V. !V5. !Vr. !O
 V. &O
 V. +V. +V/ +VJ/ +Vm/ +V/ +V/ +O
 V/ 0V/ 0V0 0VE0 0Vj0 0V0 0V0 0V0 0V 1 0VS1 0O
 Vy1 5V1 5V1 5V2 5VD2 5V|2 5V2 5V2 5O
 V!3 :V>3 :Vd3 :O
 V3 ?V3 ?O
 V3 DV4 DV4 DO
 V4 IV+4 IV;4 IVJ4 IO
 VZ4 NV4 NV4 NV4 NV
5 NV45 NV_5 NV5 NV5 NV5 NO
 V 6 SV:6 SVW6 SVx6 SO
 V6 XV6 XV6 XV7 XO
 VD7 ]VY7 ]O
 Vq7 bV7 bO
 V7 gV7 gV7 gO
 V8 lVE8 lVd8 lV8 lO
 V8 qV8 qV8 qV9 qV<9 qVc9 qV9 qO
 V9 vV9 vO
 V
: {V?: {O
 Vz: V: O
 V: V; O
 VV; V; O
 V; V; O
 V< VG< Vu< O
 V< O
 V< O
 V< V	= V== V\= V|= V= V= V> VH> V> V> V> V? V=? Vp? V? V? V@ V0@ V`@ V@ V@ O
 V@ VA V6A VXA V~A VA VA VB V'B VEB O
 VfB VB VB VB V
C V=C VlC VC VC O
 VC VC V#D VMD VD VD VD VD VE VCE VpE VE VE VE V
F V8F ViF VF VF O
 VF VF V&G VRG VG VG VG VH V.H VTH VH VH O
 VH VH VI VEI VzI VI VI VI VJ O
 V;J VVJ VJ VJ VJ VK V=K VcK VK VK VK VL V,L VVL VL VL O
 VL VL V	M V6M VfM VM VM VM VN VJN O
 VqN VN VN VN VO VEO O
 VzO VO VO VO O
 VP VP VHP VjP VP VP VP O
 VP V!Q VNQ O
 VrQ VQ VQ O
 VQ VR VFR VrR VR VR VS V:S VqS VS VS VT VJT     `<  
      i<        s<  
      <        <  
      <        <  
      <  
      <        <  
      <  
      =         =  
      1=  
      ?=        Q=  
      g=        =        =  
 	     =  
 	     =  
 	     =  
 	     =  
 	     =  
 	     =  
 	     >  
 	     &>   	     @>  
 
     R>  
 
     i>   
     >  
      >  
      >  
      >  
      >        >        >   
     >  
      ?  
      ?        7?  
      K?        h?  
      ?        ?  
      ?        ?  
      ?        ?  
      
@        (@  
      :@  
      H@  
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      BA        XA  
      lA        A  
      A  
      A        A  
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      A        A  
      B  
      (B  
      ;B  
      OB        gB  
      }B  
      B  
      B  
      B  
      B        B  
      B  
      B        C        "C        1C         CC   !     dC   %     zC   '     C   )     C   *     C   +     C   ,     C   -     
D   .     D  
 /     D   /     2D  
 0     >D   0     PD  
 1     dD   1     ~D  
 2     D   2     D  
 3     D   3     D  
 4      E   4     E  
 5     +E   5     BE  
 6     SE   6     oE  
 7     E   7     E  # 8     E   <     E   =     $F  
 >     `<  
 >     i<   >     s<  
 ?     <   ?     <  
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 A     <  
 A     <   A     <  
 B     <  
 B     =   B      =  
 C     1=  
 C     ?=   C     Q=  
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 F     =  
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 G     R>  
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 H     >  
 H     >  
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 H     >   H     >   I     >   J     >  
 K     ?  
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 M     ?   M     ?  
 N     ?   N     ?  
 O     ?   O     ?  
 P     
@   P     (@  
 Q     :@  
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 S     @  
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 S     A   S     4A  
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 W     A  
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 Z     B  
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*F  0 {     
8F  5 |     $F  
 }     	*F  0 }     	8F  5 ~     
bF  B      
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F  G      F  L      F  R      G  L      $G  X      ?G  L      \G  ]      G  b      G  X      G  h      H  n      sH  X      H  v      H  |      H        I        6I        I        I  L      I        J  R      "J        DJ  L      cJ        J  X      J        J  L      J        $F  
      	bF  B      	sF        	F  G      F  L      F  R      G  L      $G  X      ?G  L      \G  ]      G  b      G  X      G  h      H  n      sH  X      H  v      H  |      H        I        6I        I        I  L      I        J  R      "J       DJ  L     cJ       J  X     J       J  L 	    J       
)K  G 
    
DK       
TK       cK       K       K       K       K       K   !     L   $    &L   '    OL   -    gL   /    
uL   1    L  X 2    L   4    L   7    $F  
 ?    	)K  G ?    	DK   @    	TK   A    cK   B    K   G    K   I    K   J    K   N    K   S     L   V    &L   Y    OL   _    gL   a    	uL   c    L  X d    L   f    L   i    
VM  5 q    
_M   r    
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M  u    
M  v    
M  w    
M  x    <  y    <   }    M  
 ~    
N  %~    
$N  +    
0N  1    
JN  7    
cN  =    
zN  C    N  I    
N  N    N  T    O  [    O  `    
dO  h    
|O  n    
O  t    
O  z    
O      O      
O      

P      %P       
bP      
yP      P      
P       
P  5     Q  [    2Q      eQ  
     {Q  
     Q      Q       
Q      
Q      
Q      
Q      Q      
R  I    
R      
AR      jR  [    R      R       R       R       
S       
:S  5     
YS       
~S       S      S      
$T      
=T      $F  
     	VM  5     	_M       	lM       	}M       	M      	M      	M      	M      <      <       M  
     	N  %    	$N  +    	0N  1    	JN  7    	cN  =    	zN  C    N  I    	N  N    N  T    O  [    O  `    	dO  h    	|O  n    	O  t    	O  z    	O      O      	O      	
P      %P       	bP      	yP      P      	P       	P  5 
    Q  [    2Q      eQ  
     {Q  
     Q      Q       	Q      	Q      	Q      	Q      Q      
R  I    	R      	AR       jR  [!    R  #    R   $    R   %    R   &    
S   '    	:S  5 (    	YS   )    	~S   *    S  +    S  2    	$T  7    	=T  8    V  
 9    V   9    V  X :    V  X <    W  I>    -W  I@    KW  
 B    ]W  
 B    $F  
 B    V  
 B    V   B    V  X C    V  X E    W  IG    -W  II    KW  
 K    ]W  
 K    V  
 K    V   K    qW  X L    W  N    W  X P    W  5 R    W  [S    $F  
 U    V  
 U    V   U    qW  X V    W  X    W  X Z    W  5 \    W  []    V  
 _    V   _    V  X `    W  X b    W  d    W  X f    W  X h    X  Ij    V  X l    W  In    X  
 p    ]W  
 p    W  5 p    (X  X q    W  [s    -W  Iu    KW  
 w    $F  
 w    V  
 w    V   w    V  X x    W  X z    W  |    W  X ~    W  X     X  I    V  X     W  I    X  
     ]W  
     W  5     (X  X     W  [    -W  I    KW  
     V  
     V       V  X     W  X     (X  X     W      W  X     W  [    W  5     $F  
     V  
     V       V  X     W  X     (X  X     W      W  X     W  [    W  5     V  
     V       V  X     W  X     W      W  [    W  5     $F  
     V  
     V       V  X     W  X     W      W  [    W  5     V  
     V       PX  G     jX      W  [    X       W  5     $F  
     V  
     V       PX  G     jX      W  [    X       W  5     V  
     V       X  X     X      X      Y  [    &Y      8Y      
RY      vY      Y      Y      Y      Y  [    Y      Z      Z      .Z      AZ      XZ      wZ      Z       Z  #    Z  +    $F  
     V  
     V       X  X 	    X      X  
    Y  [    &Y      8Y      	RY      vY      Y      Y      Y      Y  [     Y  "    Z  %    Z  (    .Z  +    AZ  .    XZ  0    wZ  2    Z  5    Z  #8    Z  +:    Z  G =    [  G >    G[  G ?    [  G @    [  G A    [  G B    \  G C    $F  
 D    Z  G D    [  G E    G[  G F    [  G G    [  G H    [  G I    \  G J    V  
 K    V   K    9\  IL    S\  G N    i\  9O    }\  G P    \   Q    W  5 R    W   S    $F  
 T    V  
 T    V   T    9\  IU    S\  G W    i\  9X    }\  G Y    \   Z    W  5 [    W   \    V  
 ]    V   ]    \  9^    \  G _    \  G `    ]  9a    ]  G b    2]  G c    W  5 d    W   e    $F  
 f    V  
 f    V   f    \  9g    \  G h    \  G i    ]  9j    ]  G k    2]  G l    W  5 m    W   n    V  
 o    V   o    O]  G p    j]  G q    ]  >r    ]  >s    ]  G t    W  5 u    W   v    ]  
 w    ]  
 w    $F  
 w    V  
 w    V   w    O]  G x    j]  G y    ]  >z    ]  >{    ]  G |    W  5 }    W   ~    ]  
     ]  
     V  
     V       ^  G     $^  >    =^  >    W^  >    W  5     W       p^  
     $F  
     V  
     V       ^  G     $^  >    =^  >    W^  >    W  5     W       p^  
     
^       ^  C    ^       ^       "_  L    ?_  U    q_  U    $F  
     	^       ^  C    ^       ^       "_  L    ?_  U    q_  U    
_       
_  5     _  \    $F  
     	_       	_  5     _  \    
_  5     `  e    !`  e    6`  k    R`       v`       `  X     `  ]     $F  
     	_  5     `  e    !`  e    6`  k    R`       v`       `  X     `  ]     
`       `  r    `  {    `      $F  
     	`       `  r    `  {    `      
a  5     
+a       
8a  G     
Ea       
`a  G     
{a       
a  G     `  e    a  e    a  k    R`       a      Ib      eb      b  
    b  
     b       b  
     `  X     
b      
b  9    
c       
 c  G     
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Mc  9    
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      	a  5      	+a   !    	8a  G "    	Ea   #    	`a  G $    	{a   %    	a  G &    `  e'    a  e(    a  k)    R`   +    a  .    Ib  4    eb  :    b  @    b  
 F    b   F    b  
 G    `  X G    	b  I    	b  9J    	c   K    	 c  G L    	>c  M    	Mc  9N    	cc  O    	rc  9P    	c  Q    	c  9R    
wd  S    
d  T    
d  U    
d  V    
d   W    
e  G X    
e  Y    
*e  9Z    
Be  [    
`e  \    
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e  ^    
e  _    
e  `     f  
 a    0f  >a    Af  >b    ]f  G c    pf  
 d    f   d    $F  
 e    	wd  e    	d  f    	d  g    	d  h    	d   i    	e  G j    	e  k    	*e  9l    	Be  m    	`e  n    	~e  o    	e  p    	e  q    	e  r     f  
 s    0f  >s    Af  >t    ]f  G u    pf  
 v    f   v    
_M   w    
@g   x    
Ng   y    
Zg  G z    
og   {    
g  G |    
g   }    
g  G ~    
g       
g  G     
g       
g  G     
h      
2h  9    
Sh      
rh  9    
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h  G     
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Fi       
Wi       
oi  G     
i      
i       
i       
i       
i      
i  9    
j      
j  9    
j      
-j  9    
Jj       
Sj  G     
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oj  9    
j      
j  9    j      j      j      j       k  I    'k      Dk      ]k       uk  [    k      k      k      k      k  I    
l      ,l      Sl      fl      l      l      l      
l       
m  G     >m      hm      m      m      m      
m       
m  G     $F  
     	_M       	@g       	Ng       	Zg  G     	og       	g  G     	g       	g  G     	g       	g  G     	g       	g  G     	h      	2h  9    	Sh      	rh  9    	h       	h  G     	h       	h  G     	h       	i  G     	8i       	Fi       	Wi       	oi  G      	i      	i       	i       	i       	i      	i  9    	j      	j  9    	j  	    	-j  9
    	Jj       	Sj  G     	\j  
    	oj  9    	j      	j  9    j      j      j      j       k  I    'k      Dk      ]k       uk  [     k  "    k  $    k  &    k  (    k  I*    
l  ,    ,l  /    Sl  4    fl  9    l  <    l  =    l  ?    	l   A    	m  G B    >m  C    hm  F    m  I    m  M    m  Q    	m   U    	m  G V    
i  W    
i  9X    
o  Y    
o  9Z    
o   [    
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p   ]    
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Dp  G `    
dp  a    
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VM  5 d    p  
 e    p   e    p  
 h    p   h    p  >i    q  G j    
q   k    
q   l    
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q  p    
q  9q    
q   r    
r  G s    gr  t    $F  
 x    	i  x    	i  9y    	o  z    	o  9{    	o   |    		p  G }    	p   ~    	#p  G     	-p       	Dp  G     	dp      	up  9    	p       	VM  5     p  
     p       p  
     p       p  >    q  G     	q       	q       	8q  G     	\q       	mq  G     	q      	q  9    	q       	r  G     gr      
Ns       
Xs       
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us  G     
s       
s  G     
s  5     
s       
s  5     
s       
s  5     
t       
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Qt       
kt  G     
t       
t  G     
t       
t  G     
u       
u  G     >u      _u      qu      u      u       u  '    
v      "v  0    7v       Vv  7    kv  5     v  0    
v       
v  G     v      v      
v       
w  G     
.w       
Hw  G     
iw      
w  9    
w       
w  G     
w      
w  9    $F  
     	Ns       	Xs       	cs       	us  G     	s       	s  G     	s  5     	s       	s  5     	s       	s  5     	t       	!t       	2t  G     	Qt       	kt  G     	t       	t  G     	t       	t  G     	u       	u  G     >u      _u      qu      u      u       u  '    
v      "v  0    7v   	    Vv  7    kv  5     v  0    	v       	v  G     v      v      	v       	w  G     	.w       	Hw  G     	iw      	w  9    	w       	w  G     	w      	w  9     
Ns   !    (y  @"    >y  I%    by  T*    y  _/    y  j4    y  v:    y  =    y  @    y  C    y  F    y  I    y  L    
z   P    &z  Q    `z  U    z  Y    z  \    z  `    {  e    L{  j    {  o    {  s    ~D  $    |  5    }  F    }  Q    K}  d    }  r    }  ~    }      }      #~      $F  
     	Ns       (y  @    >y  I    by  T    y  _    y  j    y  v    y      y      y      y      y      y      
z       &z       `z      z      z      z      {      L{      {      {  "    ~D  $8    |  5C    }  FN    }  QS    K}  d`    }  rh    }  ~n    }  q    }  w    #~  z    
VM  5     
C~       
q       
p       p  
     p       U~      j~      $F  
     	VM  5     	C~       	q       	p       p  
     p       U~      j~      
Jj       
Sj  G     
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     5       
B       
U  G     
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w  9    
       
  5     
       
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       
  G     
&       
>  G     $F  
     	Jj       	Sj  G     	w~      	~  9    	~       	~  G     	~       	~  G           D      \      u                  p  >      >                      W  >    q  G 	    &  
 
    5   
    	B       	U  G     	h  
    	w  9    	       	  5     	       	׀  G     	       	  G     	&       	>  G     
Jj       
Sj  G     
      
  9    
       
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;       
L  G     
~       
~  G      
]   !    
r  G "    
   #    
  G $    
   %    
  G &    
&   '    
>  G (    
   )    
  5 *      +      1      
 7    ӂ   7    q  G 8    p  >9      >:      ;      >      ?    W  >@    
B   A    
U  G B    
h  C    
w  9D    $F  
 E    	Jj   E    	Sj  G F    	  G    	  9H    	   I    	  G J    	;   K    	L  G L    	~   M    	~  G N    	]   O    	r  G P    	   Q    	  G R    	   S    	  G T    	&   U    	>  G V    	   W    	  5 X      Y      _      
 e    ӂ   e    q  G f    p  >g      >h      i      l      m    W  >n    	B   o    	U  G p    	h  q    	w  9r    
Jj   s    
Sj  G t    
,  u    
A  9v    a  
 w    v   w    q  G x    p  >y      z      }    
   ~    
  G     
       
̓  G     $F  
     	Jj       	Sj  G     	,      	A  9    a  
     v       q  G     p  >                	       	  G     	       	̓  G     
Jj       
Sj  G     
      
%  9    
1       
G  G     ]  
     p       q  G     p  >                                    >    ń      ۄ      
       
  G     
       
	  G     
!       
5  G     
]       
r  G     $F  
     	Jj       	Sj  G     	      	%  9    	1       	G  G     ]  
     p       q  G     p  >                                    >    ń      ۄ      	       	  G     	       		  G     	!       	5  G     	]       	r  G     
Jj       
Sj  G     
      
  9    
1       
G  G       
     Å       q  G     p  >                                    >    ń      ۄ      
       
  G     
       
	  G     
!       
5  G     
]       
r  G     
݅       
  G     $F  
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r   O    
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 i    	r   i    	  G j    	p   k    	#p  G l      !m      +p      s    ʔ  v    Ԕ  >y    p  Iz    q  G |    ь  +}      !    
       
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VM  5     p  
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            	VM  5     p  
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       	  ^      I            $F  
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VM  5     
7      
J  9    
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k  G     
y       
  G     
q       R`         e    `  e    ȗ  I    p  
     
p       p  g    p  >    q  G       
            
       
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C  9    
e  l    `  X     z  5     $F  
     	VM  5     	7      	J  9    	]       	k  G     	y       	  G     	q       R`         e    `  e    ȗ  I    p  
     	p       p  g    p  >    q  G       
              	       	  G     	.      	C  9    	e  l    `  X     z  5     
   	    
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       
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F  G     
m       
  G     
       
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       
   G     
       
  G     <       J  X     d        I      x    ˚  #      (      +      .    ;  1    P  4    $F  
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I  5     
U       
j       
}  G     
       
  G      
ɪ   !    
ߪ  G "    $F  
 #    	   #    	  G $    	   %    	   G &    	Q  '    	i  9(    	   )    	  G *    	   +    	  G ,    	*   -    	C  G .    	n   /    	  G 0    	Ԭ   1    	  G 2    	   3    	  G 4    	W  5 5    	h   6    H  7      9    	   ;    	­  G <    	   =    	   G >    	'  5 ?    	<   @    	g   A    	  G B    	  C    	ծ  9D    	   E    	  G F    	B   G    	O  G H    	f  5 I    	{   J    	  5 K    	   L    	   M    	  G N    	=   O    	T  G P    	y  Q    	  9R    	ʳ  S    	  9T    	   U    	2  G V    	i   W    	  G X    	   Y    	۴  G Z    	  [    	2  9\    	_  ]    	  9^    	ȵ   _    	  G `    	   a    	0  G b    	[   c    	v  G d    	   e    	ö  G f    	  5 g    	   h    	'   i    	9  G j    	.   k    	8  G l    	I  5 m    	U   n    	j   o    	}  G p    	   q    	  G r    	ɪ   s    	ߪ  G t    
   u    
  G v    
@  w    
N  x    
Z  9y    
o   z    
  G {    
   |    
  G }    ȹ  ~      
    
3      
J  9    
u       
  G     
       
غ  G     
       
  G     
;  5     
P       
w       
  G     
       
  G     
ӻ       
  G     H                  <                  Z        %      3    a  <    y  J    
       
­  G     
       
   G     
'  5     
<       
g       
  G     
      
ծ  9    
       
  G     
B       
O  G     
f  5     
{       
       
½  G     
  5     
       
       
  G     
.       
8  G     
I  5     
U       
j       
}  G     
       
  G     
ɪ       
ߪ  G     $F  
     	       	  G     	@      	N      	Z  9    	o       	  G     	       	  G     ȹ        
    	3      	J  9    	u       	  G     	       	غ  G     	       	  G     	;  5     	P       	w       	  G     	       	  G     	ӻ       	  G     H                   <                  Z        %      3    a  <    y  J"    	   %    	­  G &    	   '    	   G (    	'  5 )    	<   *    	g   +    	  G ,    	  -    	ծ  9.    	   /    	  G 0    	B   1    	O  G 2    	f  5 3    	{   4    	   5    	½  G 6    	  5 7    	   8    	   9    	  G :    	.   ;    	8  G <    	I  5 =    	U   >    	j   ?    	}  G @    	   A    	  G B    	ɪ   C    	ߪ  G D    
   E    
  G F    
;  5 G    
P   H    
Ԭ   I    
  G J    
   K    
  G L    J  TM    ]  \O    p  bQ      jS      U      X       p[    4  z^    
R   a    
s  G b    
  c    
  9d    
  e    
  9f    
B  g    
]  9h    
x   i    
  G j    
  k    
  9l    
  m    
  9n    
.   o    
E  G p    
d  q    
z  9r    
   s    
  G t    
   u    
  G v    
  w    
>  9x    
e  y    
  9z    
   {    
  G |    
   }    
&  G ~    X            
       
  G     
	       
2  G     
[      
  9    
      
  9    
       
  G     
G       
n  G     
      
  9    
       
   G     '      <  [    Q      c  X     u        X                                   *      I      h              X                 -      j                          X     
      9      Y                    X                       ,  X     F      h  X                             &      M  X     t        X                       :  X     \        X       	            
    '      O      y  X             X                 =      d  X     
.   !    
8  G "    
I  5 #    
U   $    
j   %    
}  G &    
   '    
  G (    
ɪ   )    
ߪ  G *    $F  
 +    	   +    	  G ,    	;  5 -    	P   .    	Ԭ   /    	  G 0    	   1    	  G 2    J  T3    ]  \5    p  b7      j9      ;      >       pA    4  zD    	R   G    	s  G H    	  I    	  9J    	  K    	  9L    	B  M    	]  9N    	x   O    	  G P    	  Q    	  9R    	  S    	  9T    	.   U    	E  G V    	d  W    	z  9X    	   Y    	  G Z    	   [    	  G \    	  ]    	>  9^    	e  _    	  9`    	   a    	  G b    	   c    	&  G d    X  e      h    	   k    	  G l    		   m    	2  G n    	[  o    	  9p    	  q    	  9r    	   s    	  G t    	G   u    	n  G v    	  w    	  9x    	   y    	   G z    '  {    <  [}    Q      c  X     u        X                                   *      I      h              X                 -      j                          X     
      9      Y                    X                       ,  X     F      h  X                             &      M  X     t        X                       :  X     \        X                       '      O      y  X             X                 =      d  X     	.       	8  G     	I  5 	    	U   
    	j       	}  G     	   
    	  G     	ɪ       	ߪ  G     
       
  G     
W  5     
h       
.       
8  G     
I  5     
U       
j       
}  G     
       
  G     
ɪ       
ߪ  G     $F  
     	       	  G      	W  5 !    	h   "    	.   #    	8  G $    	I  5 %    	U   &    	j   '    	}  G (    	   )    	  G *    	ɪ   +    	ߪ  G ,    
M   -    
r  G .    
   /    
  G 0    
   1    
  G 2    
   3    
C  94    
W  5 5    
h   6    
w   7    
  G 8      9    %  ;    F  T=    ^  \?    v  A      F    
   O      P       S    &  T    V  [    
   `    
  G a    
.   b    
8  G c    
I  5 d    
U   e    
j   f    
}  G g    
   h    
  G i    
ɪ   j    
ߪ  G k    $F  
 l    	M   l    	r  G m    	   n    	  G o    	   p    	  G q    	   r    	C  9s    	W  5 t    	h   u    	w   v    	  G w      x    %  z    F  T|    ^  \~    v            	                    &      V      	       	  G     	.       	8  G     	I  5     	U       	j       	}  G     	       	  G     	ɪ       	ߪ  G     
       
  G     
       
  G     !      M      l      }              $F  
     	       	  G     	       	  G     !      M      l      }              
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9       
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     	       	  G     	9       	b  G     	       	  G     	       	  G           (       G  '      /      5      h     
o       
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  G     
)      
6  9    
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  G     
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Q  G     
Q      
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      
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H      
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      
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  G      
&  !    
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 )       )    $F  
 *    	o   *    	|  G +    	   ,    	  G -    	  .    	  9/    	   0    	  G 1    	)  2    	6  93    	M   4    	^  G 5    	}   6    	  G 7    	  8    	  99    	   :    	  G ;    	   <    	  G =    	7   >    	Q  G ?    	Q  @    	i  9A    	   B    	  G C    	   D    	  G E    	  F    	#  9G    	H  H    	`  9I    	  J    	  9K    	  L    	  9M    	   N    	  G O    	&  P    	?  9Q    n  IR      IT      IV      
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   ]    
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   _    
  G `      'a      /c    $F  
 e    	  e    	1  9f    	S  g    	o  9h    	   i    	  G j    	   k    	  G l      'm      /o    F   q    _  =r      Gx      R      [      e      e      e      =    *      A      V      m  e    ~  =      =      R      =    
  =    /  n    _  y      n      n                                   
  |       =    1  =    J      m        
            n    3  #    d  .    z  8      A      I      nR      nY    '  =`    9  =f    O  =l    u  =r      nx      n                               	      	      	    	  U    6  #	      ,	      6	      	      n      @	    "      C  @	    `      }  G	      X	      @	            c	      w	    l  	      	      =      e      	"      =*    =  	0    Z  	3    q  @	6      9       <      	?    (  	G    L  	O    k  	V    s  G Y       Z      	[      @	a      	d    G  @	k    U  	n      r      t      
v    
  
z    C  
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     F       _  =      G      R      [      e      e      e      =    *      A      V      m  e    ~  =      =      R      =    
  =    /  n     _  y      n
      n                   "       $      %    
  | &      =(    1  =.    J  4    m  <      C      N      nU    3  \    d  g    z  q      z            n      n    '  =    9  =    O  =    u  =      n      n                               	      	      	    	  U    6  #	      ,	      6	      	      n      @	
    "  
    C  @	    `      }  G	      X	      @	&      )      c	,      w	<    l  	D      	J      =P      eV      	[      =c    =  	i    Z  	l    q  @	o      r       u      	x    (  	    L  	    k  	    s  G              	      @	      	    G  @	    U  	                  
    
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Jj       
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     	Jj       	Sj  G     	       	  G     	      	  9    	  	    	-  9
    E  
     _       p  >    w  G 
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E      
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  9!    
   "    
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O  G $    
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  9-    
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B  9/    
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  G 1    
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9  G 4      V
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7      
 9       9      >:      >;      G <      G =       >    ,   ?    $F  
 @    	Jj   @    	Sj  G A    	  9B    	  C    	  9D    	  E    	  F    	  G    	%  H    	E  I    	e  J    	u  K    	  9L    	  M    	  N    	  O    	   P    	  G Q    	  9R    	   S    	;   T    	O  G U    	c  9V    	x  W    	  X    	  9Y    	   Z    	  G [    	  9\    	  ]    	  9^    	0  _    	B  9`    	m  a    	  G b    	   c    	   d    	9  G e      V
f    R`  ^
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Jj   q    
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              >      >      G     .  G     K       `       u            $F  
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              >      >      G     .  G     K       `       u            
       
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  G     
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1  G     
T       
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       
  G       V
    R`  ^
    
      O      _  
     v         >      >      G     .  G       >      >      G       >      G     K       `              
       
9  G     $F  
     	       	  G     	       	  G     	       	*  G     	?       	S  G     	g       	  G     	        	  G     	       	  G     	u      	e      	      	      	       	  G 	    	  
    	  9    	      	  9
    	      	  9    	      	      		      	$      	?  9    	U      	k  9    	      	  9    	      	      	      	  G     	       	1  G     	T       	  9     	  !    	  9"    	0  #    	B  9$    	m  %    	  &    	  '    	g  (    	  )    	   *    	  G +    	   ,    	  G -    	   .    	  G /      V
0    R`  ^
2    
  4    O  7    _  
 :    v   :      >;      ><      G =    .  G >      >?      >@      G A      >B      G C    K   D    `   E       F    	   G    	9  G H    
Q   I    
j  G J    
  9K    
  L      
 M       M      >N      >O      >P    6  G Q    K   R    `   S    O   T    $F  
 U    	Q   U    	j  G V    	  9W    	  X      
 Y       Y      >Z      >[      >\    6  G ]    K   ^    `   _    O   `      a      X c      e      g      d
i      Fm    !  r    -   t    6   w    B  k
z    T  q
|    t  k
~      q
            X       v
    v 
     
    
 
    $F  
             X                   d
      F    !      -       6       B  k
    T  q
    t  k
      q
            X       v
    v 
     
    
 
    #     /      ^ q
     
     q
     q
     q
    - q
    b 
     [
     [     q
            q
         H q
    m      X      X      X      
    
  #    
 G $     
%    4 X '    T 
)    $F  
 3    # 3    /  5    ^ q
8     
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=     q
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A    - q
C    b 
E     [J     [L     q
N       P     q
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U    m W     X Y     X [     X ]     
_    	  c    	 G d     
e    4 X g    T 
i      s      t    
  u    
 G v     
w    =  z    w 
 }     	}    $F  
                 	      	 G      
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     {                         
 
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    ^	 
    	      	     	     	     
     L
 
     `
     s
     
     
     
     $F  
     <     P 
     e 
     {                         
 
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    X 
               	     6	 
    ^	 
    	      	     	     	     
     L
 
 "    `
 "    s
 #    
 %    
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 +     I/     I1    6 I3    G I5    [ I7    p I9    } I;     I=     I?     IA      C      D      E      F    .  G    I 
 H    
R H    
[ I    
d J    o K     L     M     N     O      P    !
 
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 Q     IQ     IS    6 IU    G IW    [ IY    p I[    } I]     I_     Ia     Ic      e      f      g      h    .  i    I 
 j    	R j    	[ k    	d l    o m     n     o     p     q      r    !
 
 s                                                                                                                                                                                                                                                                          WC    [C    `C            rC            rC                                                                                                                            E    E    E    E                                                                                                                                                                                                                                                                                            WC    [C    `C            rC            rC                                                                                                                            E    E    E    E                                                                    F            F    F            F    F            F    F            F            F    F            vG            vG    G            G            G     H            -H    <H    RH    `H            H            vG    H            vG            vG    I            vG            hI    xI    }I    I            hI    I            F    F                    F    F                    F    F                    F                    F    F                            F            F    F            F    F            F    F            F            F    F            vG            vG    G            G            G     H            -H    <H    RH    `H            H            vG    H            vG            vG    I            vG            hI    xI    }I    I            hI    I            F    F                    F    F                    F    F                    F                    F    F            9K                            rK    xK    K    K            K    K            rK    xK    K            rK    xK    K    K            K    rK            L    L            rK    L    5L    DL    K            I            I                    L            L    L            rK    L    L    M    5L    M    K    9K                            rK    xK    K    K            K    K            rK    xK    K            rK    xK    K    K            K    rK            L    L            rK    L    5L    DL    K            I            I                    L            L    L            rK    L    L    M    5L    M    K                                                                            M    M    M                                                                    N                    N    N            N            4O    <O    CO    YO                                                    O    I                            =P    XP                        P    P    P    P    P    4O    P                            'Q            AQ    MQ    VQ            I                                    L            L            L                            R                                                    xS                    S    S    S    S    S    I            S    
T    T    I                                                                                            M    M    M                                                                    N                    N    N            N            4O    <O    CO    YO                                                    O    I                            =P    XP                        P    P    P    P    P    4O    P                            'Q            AQ    MQ    VQ            I                                    L            L            L                            R                                                    xS                    S    S    S    S    S    I            S    
T    T    I                                    V             W            "W            9W                    V             W            "W            9W                    W            W            P                    rK                    W            W            P                    rK                    W            W            W            P            W            X             W            "W                    ?X            rK            9W                    W            W            W            P            W            X             W            "W                    ?X            rK            9W                    W            W            ?X            W            P            rK                            W            W            ?X            W            P            rK                            W            W            W            rK                            W            W            W            rK                    dX            {X    X    X            rK                            dX            {X    X    X            rK                                    X            I            I            Y            Y    I            Y    I                    I            I            I            I            Y            Y    I            Y    I            Y    I            Y    I            I            I            Y    I            Y    I            I            Y    I                    X            I            I            Y            Y    I            Y    I                    I            I            I            I            Y            Y    I            Y    I            Y    I            Y    I            I            I            Y    I            Y    I            I            Y    I    
[    /[    k[    [    [    \    )\    
[    /[    k[    [    [    \    )\                    E\    dX    v\    P                    rK                    E\    dX    v\    P                    rK            \    P    dX    \    P    dX            rK            \    P    dX    \    P    dX            rK            e]    dX    ]    ]    dX            rK            e]    dX    ]    ]    dX            rK            ^    ]    ]    ]            rK            ^    ]    ]    ]            rK                    K    I            ^    ^            _    _            5_    I            g_    ^    ^            g_    _    _                    K    I            ^    ^            _    _            5_    I            g_    ^    ^            g_    _    _                            K    I                            K    I                                    K`            e`    ^                    `            `                                    K`            e`    ^                    `            `                    K    I            I            a    I                    K    I            I            a    I                    ^            ^            ^                            K`            e`    ^    a    b    b    b    ,b    9b    a    b    b    b    ,b    9b    a    b    b    b    ,b    9b    a    b    b    b    ,b    9b                    `            b            P            \c            c            c                    ^            ^            ^                            K`            e`    ^    a    b    b    b    ,b    9b    a    b    b    b    ,b    9b    a    b    b    b    ,b    9b    a    b    b    b    ,b    9b                    `            b            P            \c            c            c            d            d            ^            <e            d            d    d            <f    Rf    K                    d            d            ^            <e            d            d    d            <f    Rf    K                                    fg            G            G            G            W            W            W            h            h            h                            i                                            M            M            =j            P            j            j                            j    I    rK            k            Rf    =k            Rf    =k                    rK            k            k            K            k            k    M    M    M            <l    Dl    Il    Nl            <l    Dl    Il    Nl    M    l    l                    I            I            "m            Mm    Zm            Mm    tm            v\    P    Zm            v\    P    tm            tm    m    m            n                            fg            G            G            G            W            W            W            h            h            h                            i                                            M            M            =j            P            j            j                            j    I    rK            k            Rf    =k            Rf    =k                    rK            k            k            K            k            k    M    M    M            <l    Dl    Il    Nl            <l    Dl    Il    Nl    M    l    l                    I            I            "m            Mm    Zm            Mm    tm            v\    P    Zm            v\    P    tm            tm    m    m            n            o            o            p            M            [p            p                            K    p            Rf    K                    Rq            ~q            q            Rr            K    tr    p            o            o            p            M            [p            p                            K    p            Rf    K                    Rq            ~q            q            Rr            K    tr    p                            M            s            s            ^            t            Ct            t            t            t            ,u            P    rK    Pu    rK    W    G            u    u    u    I            K    u    K    u    u    I            u    I            K    Lv    K    Lv    u    I            ]    I            v                            $w            bw            w            P            x                            M            s            s            ^            t            Ct            t            t            t            ,u            P    rK    Pu    rK    W    G            u    u    u    I            K    u    K    u    u    I            u    I            K    Lv    K    Lv    u    I            ]    I            v                            $w            bw            w            P            x                    K    I            Ky    XP    Zy    I            ny    XP    |y    I            y    XP    Zy    I            y    p    XP    Zy    I            Rf    I            Rf    I            XP    I            XP    I            XP    I            XP    I            z    XP    I    rK            8z    Kz    I            qz    z    I            XP     I            z    z     I            z    z    z     I            {    ){    ;{     I            a{    k{    v{     I            {    a{     I            {    {    {    {    {    {    |    |   	 |   
 /|    ?|    U|   
 l|    r|    ~|    |    |    XP    Zy    |    I            ^    |    M    |    |    |    |    |   	 |   
 I            ^    |    M    |    |    |    |    |   	 |   
 I            XP    M    }     I            ^    p    XP    A}    M    |    |    |   	 |   
 |    |    I            Y}    XP    c}    r}    z}    }    I            a{    k{    }    }    I            K    I            }    }    XP    Zy    I            'Q    ~            a{    k{    >~    I                    K    I            Ky    XP    Zy    I            ny    XP    |y    I            y    XP    Zy    I            y    p    XP    Zy    I            Rf    I            Rf    I            XP    I            XP    I            XP    I            XP    I            z    XP    I    rK            8z    Kz    I            qz    z    I            XP     I            z    z     I            z    z    z     I            {    ){    ;{     I            a{    k{    v{     I            {    a{     I            {    {    {    {    {    {    |    |   	 |   
 /|    ?|    U|   
 l|    r|    ~|    |    |    XP    Zy    |    I            ^    |    M    |    |    |    |    |   	 |   
 I            ^    |    M    |    |    |    |    |   	 |   
 I            XP    M    }     I            ^    p    XP    A}    M    |    |    |   	 |   
 |    |    I            Y}    XP    c}    r}    z}    }    I            a{    k{    }    }    I            K    I            }    }    XP    Zy    I            'Q    ~            a{    k{    >~    I                                            K    L~            L~                                                    K    L~            L~                    P            W            y                2    5    8    ;    >    A    2    5    8    ;    >    A    2    5    8    ;    >    A    2    5    8    ;    >    A                                                    Rf    A}            u    I                        K                    P                                    ^            P            P            P            W            y                2    5    8    ;    >    A    2    5    8    ;    >    A    2    5    8    ;    >    A    2    5    8    ;    >    A                                                    Rf    A}            u    I                        K                    P                                    ^            P            P            P            W            ,            ny                                    ^            P            P                                                                        K    Rf    A}                I                                P                        P            W            ,            ny                                    ^            P            P                                                                        K    Rf    A}                I                                P                        P            V            K    Rf            u    I                                            P            V            K    Rf            u    I                                            P            W                        K    Rf            u    I                    u    I                    X    |    |    |    |            Lv            Lv            P            I            P            W                        K    Rf            u    I                    u    I                    X    |    |    |    |            Lv            Lv            P            I            P            W                        K    Rf            u    I                    u    I                    Ӆ    |    |    |    |            Lv            Lv            P            I                        P            W                        K    Rf            u    I                    u    I                    Ӆ    |    |    |    |            Lv            Lv            P            I                        P            W            W            K    Rf            u    I                    u    I                    u    I                    Lv            Lv            Lv            P            W            W            K    Rf            u    I                    u    I                    u    I                    Lv            Lv            Lv            P                                                "            z            K    Rf            u    I                    u    I                    Lv            Lv            P                                                "            z            K    Rf            u    I                    u    I                    Lv            Lv            P            G            G            G    |    |    |    |    |    |    A}                    u    I                    P            G            G            G    |    |    |    |    |    |    A}                    u    I                    P                        Ċ            I            I            Lv    A}                    u    I                    P                        Ċ            I            I            Lv    A}                    u    I                    P            Ky            6    <    B    |    |    |    6    <    B    |    |    |            K    Rf        6    <    B    |    |    |    6    <    B    |    |    |            u    I            6    <    B                6    <    B                        P            Ky            6    <    B    |    |    |    6    <    B    |    |    |            K    Rf        6    <    B    |    |    |    6    <    B    |    |    |            u    I            6    <    B                6    <    B                        ^            P            P            P            P    r}    z}    }    r}    z}    }            r}    !    z}    )    }            r}    !    z}    )    }            r}    !    z}    )    }            r}    !    z}    )    }                                        u    I    K    Rf                                                                        r}    Ǐ    z}    Ώ    }            r}    Ǐ    z}    Ώ    }            ^            P            P            P            P    r}    z}    }    r}    z}    }            r}    !    z}    )    }            r}    !    z}    )    }            r}    !    z}    )    }            r}    !    z}    )    }                                        u    I    K    Rf                                                                        r}    Ǐ    z}    Ώ    }            r}    Ǐ    z}    Ώ    }            P            W            W            :                        k            I            I            Rf    Rf    K            u    I                            P            W            W            :                        k            I            I            Rf    Rf    K            u    I                            ^            |            P            P                |    |    |    |    |    |    |    |    |    |    |    |    A}                    u    I            |    |    |        |    |    |                ^            |            P            P                |    |    |    |    |    |    |    |    |    |    |    |    A}                    u    I            |    |    |        |    |    |                M            }            Rf    K            M            }            Rf    K            ^            M    |    |    |    |    |    |    |    |    |    |    |    |    A}            Rf    K    6    <    B    6    <    B            ^            M    |    |    |    |    |    |    |    |    |    |    |    |    A}            Rf    K    6    <    B    6    <    B                        :            i                                                        =k                        ^    /            Q    a    ^    /                                                    :            i                                                        =k                        ^    /            Q    a    ^    /                                                K    I            XP    rK                    K    I            XP    rK                    \            P                                    ^                            ٗ                    K    Rf    K                    4O            X                    `                            \            P                                    ^                            ٗ                    K    Rf    K                    4O            X                    `                                "            _                                    P            /                    X                                        \                        \        ܚ            Rf                Rf                Rf    0            Rf    0                \        b    ^                        "            _                                    P            /                    X                                        \                        \        ܚ            Rf                Rf                Rf    0            Rf    0                \        b    ^                            K            K    B    4O    B    4O            q            I            q    p            I            B    4O    Rf    I    rK    rK                                ?                _    d    i            'Q                q        I            rK    ؝            rK    ؝                            K            K    B    4O    B    4O            q            I            q    p            I            B    4O    Rf    I    rK    rK                                ?                _    d    i            'Q                q        I            rK    ؝            rK    ؝                            rK            rK            rK            ^            ƞ                                                9            Z            u                                    ۟                        8            [                                        rK            rK            rK            ^            ƞ                                                9            Z            u                                    ۟                        8            [                                        rK            rK            rK            ^            8                                    U            b            k                                        rK            rK            rK            ^            8                                    U            b            k                        ^            ƞ                                                            9            Z            u            P            ۟                        8            [            P                                            K    K    Rf    Rf            K                K                ^            ƞ                                                            9            Z            u            P            ۟                        8            [            P                                            K    K    Rf    Rf            K                K                ^            4O                        W                            dX            dX            dX            P            W    Rf            Rf    K            ^            4O                        W                            dX            dX            dX            P            W    Rf            Rf    K            $            R            |                                    &            Q                                    L            y            ǩ                        B            a                                    P            $            R            |                                    &            Q                                    L            y            ǩ                        B            a                                    P            $            ƞ            J                        Ĭ                        =            y    a    x    a    x            ح                        Q                                    2            \                                    B            a                                    P            $            ƞ            J                        Ĭ                        =            y    a    x    a    x            ح                        Q                                    2            \                                    B            a                                    P            $            ƞ                        y    a    x    a    x            ح                        Q                                    2            \                                    B            a                                    P            $            ƞ                        y    a    x    a    x            ح                        Q                                    2            \                                    B            a                                    P            $            :                        ڱ                        \                                    Ӳ            y    a    x    a    x            ح                        Q                                    2            \                                    "            k                                    O                                    J                                     G                        ݶ                        K            B            a                                    P            $            :                        ڱ                        \                                    Ӳ            y    a    x    a    x            ح                        Q                                    2            \                                    "            k                                    O                                    J                                     G                        ݶ                        K            B            a                                    P            $                    f                                                                      a                                    +            e            ^            ^            ^    a    x    a    x            Rf    %    P    %    P            u    I                    x        P            x        P    ̼    ټ                    3    <    K            3    <    K    %    P                ح                        Q                                    2            \                                                .            B            a                                    P            $                    f                                                                      a                                    +            e            ^            ^            ^    a    x    a    x            Rf    %    P    %    P            u    I                    x        P            x        P    ̼    ټ                    3    <    K            3    <    K    %    P                ح                        Q                                    2            \                                                .            B            a                                    P            $            e                        ;    4O    W    4O    W                    ׿    f        ׿    f            'Q            'Q                            W            W            W            M            W            W            \            W                        M            W            W            \            K    M            M                                \            W            W                                    W                        e            e                                    ;            ;            4O    W            4O    W                                            ׿    f                ׿    f                    'Q                    'Q                                                                W            W                                    M            M            -            -            y            y            \            \                                                            M            M            -            -            y            y            \            \            K            K            M                    M                                            \            \                                    o            o                                                                                                            B            a                                    P            $            e                        ;    4O    W    4O    W                    ׿    f        ׿    f            'Q            'Q                            W            W            W            M            W            W            \            W                        M            W            W            \            K    M            M                                \            W            W                                    W                        e            e                                    ;            ;            4O    W            4O    W                                            ׿    f                ׿    f                    'Q                    'Q                                                                W            W                                    M            M            -            -            y            y            \            \                                                            M            M            -            -            y            y            \            \            K            K            M                    M                                            \            \                                    o            o                                                                                                            B            a                                    P                        y            B            a                                    P                        y            B            a                                    P                                    
            f            y                                                                    I                        Q    a        /    I                    K    I    rK                A    L            I                x        I                        B            a                                    P                                    
            f            y                                                                    I                        Q    a        /    I                    K    I    rK                A    L            I                x        I                        B            a                                    P                            @    G    @    G                                                            @    G    @    G                                            $                                                                                i    w    i    w                                            $                                                                                i    w    i    w                                                                                            C            o                                                            k                                                 7            x                                                X            Rf            Rf            Rf                                                                    C            o                                                            k                                                 7            x                                                X            Rf            Rf            Rf                    M            M                            i    w    i    w            M            M                            i    w    i    w                    i    x        M    I            W    i    x        M    I            i    x        I            W    i            I                    M    I                    M    I                    M    I            W            M    I            I            I            I                    M    I            W            M    I            W            M    I            W            I            W            M    I            W            M    I            W            D    M    I            W            t    I            W            t    M    I            W            t    M    I            W        M    I                                                    x            W        t    M    I            W        t    M    I            `    W            t    M    I            `    W            t    I            W                               	 M   
 I                t    M            I            W            '    M    I            `    W            t    M        I   	 T   
 I            `    W            t        I    T   	 I            `    W            t    M        I            `    W            t        I            `    W            t    M        I            W            t    M    I            W            t    M    I            W    x        M    I            W    x        M    I            W            M    I            W            M    I            W            t    M    I            W            t    M    I            W    I            W    t    I                t    $    :    M    W    g    }   	    
 I                    t    y    M    I                    t    M    I                rK    M    I                    t    M    I                P    ,                K    V    `    q                P        I                t    W        I                rK    M    I            W            '    M    I            ,    I            ,    8            ,    I            ,    8            ,    ^                                ,    ^                                ,    I            ,    8                t    W        +    7    C    V   	 c   
            
         I                    M            A    I                rK    M        I            F    W    M    T    I            W    i        M    I            W        M    I            W        
    x        M    I            W    x        M    I    P    rK    I            ,                ,    I            ,    8                I                
T    T    M            I                T    M            t    I                T    M            I            ,    I                        P            rK                ,    I            ,            )    0    :            ,    I            q                    K`            K`                    I            4    M    x    I                t    W            I                t    W        +    7    C    V   	 c   
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             I            q                =j                        G                            t    M        I                    i    x        M    I            W    i    x        M    I            i    x        I            W    i            I                    M    I                    M    I                    M    I            W            M    I            I            I            I                    M    I            W            M    I            W            M    I            W            I            W            M    I            W            M    I            W            D    M    I            W            t    I            W            t    M    I            W            t    M    I            W        M    I                                                    x            W        t    M    I            W        t    M    I            `    W            t    M    I            `    W            t    I            W                               	 M   
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 I                    t    y    M    I                    t    M    I                rK    M    I                    t    M    I                P    ,                K    V    `    q                P        I                t    W        I                rK    M    I            W            '    M    I            ,    I            ,    8            ,    I            ,    8            ,    ^                                ,    ^                                ,    I            ,    8                t    W        +    7    C    V   	 c   
            
         I                    M            A    I                rK    M        I            F    W    M    T    I            W    i        M    I            W        M    I            W        
    x        M    I            W    x        M    I    P    rK    I            ,                ,    I            ,    8                I                
T    T    M            I                T    M            t    I                T    M            I            ,    I                        P            rK                ,    I            ,            )    0    :            ,    I            q                    K`            K`                    I            4    M    x    I                t    W            I                t    W        +    7    C    V   	 c   
            
             I            q                =j                        G                            t    M        I            K    Rf    Rf    K                            K    Rf    Rf    K                            <f    <f            <f    <f            P                        W            W            Rf    K                    P                        W            W            Rf    K                    P    W            W            G            G            G            W                    G            :    W                    :    :                    :                            !            Y                                      b    ^    b    ^            Rf    Rf    K    K                            P    W            W            G            G            G            W                    G            :    W                    :    :                    :                            !            Y                                      b    ^    b    ^            Rf    Rf    K    K                            P    :            W            W            W            :            W                    Rf    Rf    K    K                        z        z            P    :            W            W            W            :            W                    Rf    Rf    K    K                        z        z            P            P            P            P            P            :            :            G            G            :            W            W            W            G            G    W            W            W            G            :            D                        !            Y                    G            G            P            P            P    b    ^    b    ^        0    A        0    A            Rf    Rf    K    K    Rf    Rf    K    Rf    K                                                  P            P            P            P            P            :            :            G            G            :            W            W            W            G            G    W            W            W            G            :            D                        !            Y                    G            G            P            P            P    b    ^    b    ^        0    A        0    A            Rf    Rf    K    K    Rf    Rf    K    Rf    K                                                  P    W                    Rf    Rf    Rf    K                                    P    W                    Rf    Rf    Rf    K                                    I            4O            I            I            }                    }            }            I            }    }            }    }            I            g            I                        I            4O                    
      A    7   L   _                   
      A    7   L   _                          7   L   _                          7   L   _           I            4O            I            I            }                    }            }            I            }    }            }    }            I            g            I                        I            4O                    
      A    7   L   _                   
      A    7   L   _                          7   L   _                          7   L   _           ,            >   H           q              t                                             I           s                                                                        2           ^           I                                              W    M    T                       I            E           v                             	 I            ,            >   H           q              t                                             I           s                                                                        2           ^           I                                              W    M    T                       I            E           v                             	 I                                          %           _   l              %                                         %           _   l              %                           'Q               'Q               'Q               'Q               'Q    	           'Q    	           'Q            'Q    	           'Q    	                   'Q    	           'Q    	           'Q            'Q    	           'Q    	                                                                            ؝               G              v                    v                 	                         ؝               x	              	                      w            w            $
    6
                                         w       
           w       
                                                                    ؝               G              v                    v                 	                         ؝               x	              	                      w            w            $
    6
                                         w       
           w       
           XP            ,           ,           ,           ,           XP            ,           ,           ,           ,                                                                                                           
           XP            ,           ,           ,           ,           XP            ,           ,           ,           ,                                                                                                           
             	   
   
 $  , 
 , 
 0  8  8  <  D  D  H  P  P  T  \  \  `  h  h  l  t  t  x !  "  "  $  %  %  '  (  (  *  +  +  -  .  .  0  1  1  3  4  4  6  7  7  9  :  :  <  =  =  ?  @  @  B C C E F F H I I  K (L (L ,N 4O 4O 8Q @R @R DT LU LU PW XX XX \Z d[ d[ h] p^ p^ t` |a |a c d d f g g i j j l m m o p p r s s u v v x y y { | | ~               $ $ ( 0 0 4 < < @ H H L T T X ` ` d l l p x x |                                             $ , , 0 8 8 < D D H P P T \ \ ` h h l t t x                  	 $F    $F   $F   ! $F  9 $F  I $F  Y $F  G a $F  q $F  1 $F  
                 % $ * ,  0  4  8  < / @ 4 H  L  P  T  \  `  d  h  l  t  x  |   /               %  *  /  9  >  C  H  M  R               %  *  /  9  >  C  H           $ , 0 8 < @ D H P T X \ ` d  h% p t x |    % * / 9 >                               $ (  ,% 0* 4/ 89 <> @C DH HM LR PW T4 X\ \a `f dk l p t x |   % * / 9 > C                % * / 9 > C H M  R W 4 \      $ , 0 4 < @ D H L P  T% X* \/ `9 d> hC lH pM tR xW |4 \ a f k p u z                                 $ ( , 0 4  8% <* @/ D9 H> P T X \ d h l t x |                                 $ ( , 0 8 < D H L T X \ `  d% h* l/ t x            % * /                         $% (* ,/ 09 4> 8C <H @M DR HW Lp P X \ ` d h l  p% t* x/ |9 > C H M R W 4                              $  (% ,* 0/ 49 8> <C D H P T X \ ` d  h% l* p/ t9 x> |C H                   % * /         % * / 9     $ ( ,  0% 4* < @ D H L P  T% X* \/ `9 h l p t x |  % * / 9 > C H M R W 4 \ a f k p                 	 	 	 	 	  	% 	* 	/  	9 $	> ,	 0	 4	 8	 <	 @	  D	% H	* L	/ P	9 T	> X	a \	f `	k d	p h	u p	 t	 x	 |	 	 	  	 	 	 	 	 	  	 	 	 	 	 	  	 	 	 	 	 	  	% 	* 	/ 	 	 	 	 	  
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 % * / 9 C H M R W 4 \ a  f k p u z      $ ( , 4 8 < @ D H  L% P* T/ X9 \> `C dH hM lR pW t4 x\ |a f k        % * / 9 > C H M                       $ ( ,  4 8 @ D L P X \ ` d h l  p% t* x/ |9 > C H M R      % * / 9 > C H M R W            % * / 9 > C H   $ ( , 4 8 < @ D H  L% P* T/ X9 \C `H dM hR lW p4 t\ xa |f k p u z                                  $ , 0 4 8 < @  D% H* L/ P9 T> \ ` d l p t |                                $ ( , 0 8 < @ D H L  P% T* X/ \9 `> dC l p t x |   %        % * / 9 > C H M R W 4                % * / 9 > C  H $M (R 0 4 8 < @ D  H% L* P/ T9 X> \C `H dM hR lW p4 x |                                 $ ( 0 4 < @ D H P T X ` d l p x |                                 $  (% ,* 0/ 49 8> <C @H DM HR LW P4 T\ Xa \f `k dp l p t x |                      % * /         % * / 9 >  C $H , 0 4 8 < @  D% L P X \ ` d l p t |            % * /        % * / 9 >         % * / 9 > C H  M $R (W ,4 0\ 4a 8f <k @p Du Hz L P T X \ ` d l p t x |        % * / 9 > C H M R W 4 \        % * /          $ , 0 4 < @ H L P T X \  d h l p t x  |%        %            %                   ( , 0 4 < @ H L P T X ` d l p x |                         % *        %  * $/ (9 ,> 0C 4H 8M <R @W D4 L P T X \ ` d h l p t x$ |) . 3 8 = B G L Q V [ ` e j o t y ~                         ( , 0 4 < @ H L P T X \  `% d* h/ l9 p> tC xH |M             % * / 9 >                       % $* , 0 4 8 < @  D% H* P T X \ ` d  h% l* p/ t9 x> |C        % * / 9 > C H M        % * / 9 > C H M R                   $  (   , % 0 * 4 / 8 9 @  D  H  L  P  T   X % \ * ` / d 9 h > l C t  x  |          %  *  /               %  *  /  9  >  C  H  M  R               %  *  /  !9 !> !C ! ! ! !  ! $!  (!% ,!* 0!/ 4!9 8!> <!C @!H D!M H! P! T! X! \! `! d!  h!% l!* p!/ x! |! ! ! ! ! ! ! ! ! !  ! ! ! ! ! ! ! ! ! !  !H !f !k !u ! ! ! !  " " " " " " "   "% $"* ("/ ,"9 0"> 4"C <" @" H" L" P" X" \" `" d" h" l"  p"% t"* x"/ |"9 " " " " " "/ " " " " " " " " "  "% "* "/ "9 "> "C " " " " " "   #% #* #/ #9 # # #  # $#> ,# 0# 4# 8# <# @#  D#% H#* L#/ P#9 T#> X#C \#H `#M h# l# p# t# x# |#  #% #* # # # # # # # # # # # # # # # # # # # # # # # $ $ $ $ $  $ $$ ($ 0$ 4$ 8$ @$ H$ L$ P$ T$ X$ \$  `$% h$ l$ p$ t$ x$ |$  $% $* $/ $9 $ $ $ $ $ $  $% $* $ $ $ $ $ $ $ $ $ $ $ $ $ $  % % % %  %% %* %/ %9 $% (% ,% 0% 8% <% @% D% L% P% X% \% d% h% l% t% x% |% % % % % % % %  %% % % % % % % % % % % % % % % %  & & & & & &  & $&  (&% ,&* 0&/ 4&9 8&> <&C @&H D&M H&R L&W P&4 T&\ X&a \&f `&k d&p l& p& t& x& |& &  &% &* &/ &9 & & & & & &  &% &* &/ & & & & & &  &% &* &/ &9 &> &C &H &M &R &W  '4 '\ 'a ' ' ' '  ' $'  ('% ,'* 0'/ 4'9 8'> <'C D' H' L' P' T' X'  \'% `'* d'/ l' p' t' x' |' '  '% '* '/ '9 '> 'C 'H 'M 'R 'W ' ' ' ' ' '  '% '* '/ '9 ' ' ' ' ' '  ' '  ( ( ( ( ( ( (  (  $(% ,( 0( 4( <( @( D( L( P( T( X( \( `(  d(% h(* l(/ p(9 t(> x(C |(H    ; ]@    C f@)   ; C.    .    .    
@   ; @   C f@C   # nC    DI   ; C`   C f@`   ; o@c    Dc   3 i   ; ]@   C f@   ; x@    w   +    #    ;    C f@   ; @       # n   ; ]@   C f@   ; @       3 =   ;    ; @   C f@   #    +        ; ]@   ; @   C f@   o  # n	  ;    C f@   ; @#   o#  3 )  ; ]@@  C f@@  ; @C  # C  + C   I  ; `  ; @`  C f@c  # nc   i  ; ]@  ; @  C f@     3 H  ;   C f@  ; @     +   #   ; @  ; @  C f@   }  # n  ; ]@  C f@  ; @   }  3   ;    C f@   ; @  +   #    	  ; @   C f@   ; @#  # n#   )  ; ]@@  C f@@  ; @C   C  3 SI  ; `  C f@`  ; @c  # c   )c  + i  ; o@  ; A  C f@  # n     ; x@  C f@  ; A  3      ; @  ; A  C f@     +   #   ; @  ; #A  C f@  # n   6  ; @   C f@   ; ,A   6  3 	  ; @   C f@   ; 5A#   `#  + #  # )  ; @@  C f@@  ; >AC   C  # nI  ; @`  ; GA`  C f@c   c  3 %i  ; @  C f@  ; PA  #      +   ; @  C f@  ; YA   f  # n  ; @  ; bA  C f@  3    f  ; @  ; kA  C f@  #      +   ; @   ; tA   C f@     # n	  ; #A   ; }A   C f@#   #  3 W)  ; ,A@  ; A@  C f@C   -C  + C  # I  ; 5A`  ; A`  C f@c   c  # ni  ; >A  ; A  C f@  3      ; GA  C f@  ; A  #      +   ; YA  C f@  ; A  # n   ,  ; bA  C f@  ; A   ,  3   ; tA   C f@   ; A  #    V  + 	  ; }A   ; A   C f@#  # n#   )  ; A@  ; A@  C f@C  3 C   I  ; A`  ; A`  C f@c   c  # c  + i  ; A  ; A  C f@  # n   Q  ; A  C f@  ; A  3    Q  ; A  C f@  ; A  #   +    {  ; A  ; A  C f@     # n  ; B   ; B   C f@  3 :   	  ; CB   C f@   ; 
B#  + #   #  # )  ; LB@  ; B@  C f@C  # nC   xI  ; gB`  ; B`  C f@c  3 c   xi  ; pB  C f@  ; (B  +      #   ; ]@  ; 1B  C f@  # n     ;   ; :B  C f@     3 `  ; o@  ; CB  C f@  #   +    6  ; x@   ; LB   C f@     # n	  ; @   C f@   ; UB#   #  3 )  ; @@  ; ^B@  C f@C  # C   C  + I  ; @`  ; gB`  C f@c    c  # ni  ; @  ; pB  C f@  3 t      ; @  C f@  ; yB  #   +    J  ; @  ; B  C f@  # n     ; @  ; f@  C f@     3   ; @   C f@   ; B     +   # 	  ; @   C f@   ; B#  # n#   . )  ; @@  ; B@  C f@C   . C  3  I  ; @`  ; B`  C f@c  # c   X c  + i  ; #A  C f@  ; B  # n      ; ,A  C f@  ; B  3 !      ; 5A  ; B  C f@  #   +       ; >A  ; B  C f@  # n   6!  ; GA 	  C f@ 	  ; B	  3 !	   6!		  ; YA 	  ; B 	  C f@#	   `!#	  + #	  # )	  ; bA@	  C f@@	  ; BC	   !C	  # nI	  ; tA`	  ; B`	  C f@c	   !c	  3 "i	  ; }A	  C f@	  ; B	  + 	  # 	   !	  ; A	  C f@	  ;  C	   ?"	  # n	  ; A	  ; 	C	  C f@	  3 "	   ?"	  ; A	  ; C	  C f@	   i"	  + 	  # 	  ; A 
  C f@ 
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  ; @   ; cC   C f@   $  +   # 	  ; @   C f@   ; lC#   k$#  # n)  ; ]@@  ; uC@  C f@C   k$C  3 $I  ; ]@`  C f@`  ; ~Cc  # c   $c  + i  ; ]@  C f@  ; C   $  # n  ;   C f@  ; C  3 D%   $  ; ]@  C f@  ; C   %  #   +   ;   C f@  ; C  # n   x%  ; ]@   ; C   C f@  3 %   x%	  ; ]@   ; C   C f@#  + #   %#  # )  ; ]@@  C f@@  ; CC   %C  # nI  ; ]@`  ; Cc   %c  3 R&i  ; ]@  ; C  C f@  #   +    (&  ;   C f@  ; C  # n   &  ; o@  ; C  C f@  3 &   &  ; x@  C f@  ; C  +    &  #   ; @ 
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  ; x@   ; ;D   C f@  +    >(  # 	  ; @   ; DD   C f@#  # n#   ()  ; @@  C f@@  ; MDC  3 (C   (I  ; @`  C f@`  ; VDc   (c  # c  + i  ; A  ; _D  C f@  # n   ')  ; A  C f@  ; hD   ')  3 {)  ; ]@  C f@  ; qD   Q)  +   #   ;   C f@  ; zD  # n   )  ; o@   C f@   ; D   )  3 *	  ; x@#  + #  # #   ))  ; @@  C f@@  ; ]@C   6*C  # nI  ; @`  C f@`  ; c   6*c  3 *i  ; @  C f@  ; o@   `*  +   #   ; ]@  C f@  ; x@  # n   *  ;   C f@  ; @   *  3 +  ; o@  ; @  C f@  #   +    *  ; x@   C f@   ; @  # n   M+	  ; @   C f@   ; @#   M+#  3 +)  ; @@  ; @@  C f@C   w+C  # C  + I  ; @`  ; @`  C f@c  # nc   +i  ; ]@  ; @  C f@   +  3 5,  ;   C f@  ; @  +    ,  #   ; o@  ; @  C f@   j,  # n  ; x@  ; @  C f@  3 ,   j,  ; @   ; @   C f@  #    ,  + 	  ; @   C f@   ; @#  # n#   ,)  ; @@  ; @@  C f@C  3 G-C   ,I  ; @`  ; @`  C f@c  + c   -c  # i  ; @  C f@  ; @  # n   u-  ; @  ; A  C f@   u-  3 -  ; @  ; A  C f@  #   +    -  ; @  ; A  C f@  # n   .  ; @   ; #A   C f@   .  3 [.	  ; @   C f@   ; ,A#  # #   1.#  + )  ; @@  ; 5A@  C f@C  # nC   .I  ; @`  ; >A`  C f@c   .c  3 .i  ; @  C f@  ; GA  +   #    .  ; @  C f@  ; PA   -/  # n  ; @  ; YA  C f@   -/  3 /  ; A  ; bA  C f@   W/  +   #   ; A   C f@   ; kA  # n   /	  ; A   C f@   ; tA#  3 "0#   /)  ; #A@  ; }A@  C f@C  + C  # C   /I  ; ,A`  ; A`  C f@c   U0c  # ni  ; 5A  C f@  ; A   U0  3 0  ; A  C f@  ; A  #   +    0  ; (B  ; A  C f@   0  # n  ; ]@  ; A  C f@   0  3 61  ;    C f@   ; A  #    1  + 	  ; o@   C f@   ; A#   r1#  # n)  ; x@@  ; A@  C f@C   r1C  3 1I  ; @`  ; A`  C f@c   1c  + c  # i  ; @  C f@  ; A  # n   2  ; @  ; A  C f@   2  3 X2  ; @  ; A  C f@  +    .2  #   ; @  ; A  C f@   2  # n  ; @   C f@   ; A   2  3 2	  ; @   ; B   C f@#   2#  + #  # )  ; @@  C f@@  ; 
BC   $3C  # nI  ; @`  C f@`  ; Bc  3 x3c   $3i  ; @  C f@  ; B  +   #    N3  ; @  ; (B  C f@  # n   3  ; @  ; 1B  C f@  3 
4   3  ; @  ; :B  C f@  #    3  +   ; @   C f@   ; CB  # n   F4	  ; @   C f@   ; LB#   F4#  3 4)  ; A@  C f@@  ; UBC   p4C  + C  # I  ; A`  ; ^B`  C f@c   4c  # ni  ; A  ; gB  C f@  3 +5   4  ; #A  ; pB  C f@  #   +    5  ; ,A  C f@  ; yB  # n   g5  ; 5A  C f@  ; B  3 5   g5  ; A   ; f@   C f@  #    5  + 	  ; (B   C f@   ; B#   5#  # n)  ; ]@@  C f@@  ; BC   5C  3 F6I  ; `  ; B`  C f@c  # c  + c   6i  ; o@  ; B  C f@  # n   6  ; x@  C f@  ; B   6  3 6  ; @  ; B  C f@   6  #   +   ; @  ; B  C f@   7  # n  ; @   ; B   C f@   7  3 _7	  ; @   C f@   ; B#  # #   57#  + )  ; @@  C f@@  ; BC   7C  # nI  ; @`  C f@`  ; Bc   7c  3 7i  ; @  ; B  C f@   7  #   +   ; @  C f@  ; B   !8  # n  ; @  C f@  ;  C  3 u8   !8  ; ]@  C f@  ; 	C  +    K8  #   ;    C f@   ; C   8  # n	  ; o@   ; C   C f@#   8#  3  9)  ; x@@  C f@@  ; $CC   8C  # C  + I  ; @`  ; -C`  C f@c   69c  # ni  ; @  ; 6C  C f@   69  3 9  ; @  ; ?C  C f@   `9  +   #   ; @  ; HC  C f@   9  # n  ; @  C f@  ; QC   9  3 :  ; @   ; ZC   C f@   9  +   # 	  ; @   ; cC   C f@#  # n#   L:)  ; @@  C f@@  ; lCC  3 :C   L:I  ; @`  C f@`  ; uCc  # c  + c   v:i  ; ]@  C f@  ; ~C   :  # n  ;   ; C  C f@   :  3 ,;  ; o@  C f@  ; C   ;  +   #   ; x@  ; C  C f@   b;  # n  ; @   ; C   C f@  3 ;   b;	  ; @   C f@   ; C#  # #  + #   ;)  ; @@  C f@@  ; CC  # nC   ;I  ; @`  C f@`  ; Cc   ;c  3 D<i  ; @  ; C  #    <  +   ; @  C f@  ; C   ~<  # n  ; @  C f@  ; C  3 <   ~<  ; @  ; C  C f@   <  +   #   ; 5A   C f@   ; C   <  # n	  ; PA   ; C   C f@#   <#  3 S=)  ; YA@  C f@@  ; CC   )=C  + C  # I  ; bA`  ; D`  C f@c  # nc   =i  ; kA  ; D  C f@   =  3 =  ; tA  C f@  ; D   =  +   #   ; ]@  C f@  ;  D   >  # n  ;   ; )D  C f@   >  3 l>  ; o@   ; 2D   C f@  +    B>  # 	  ; x@   ; ;D   C f@#   >#  # n)  ; @@  ; DD@  C f@C  3 >C   >I  ; @`  ; MD`  C f@c  # c  + c   >i  ; @  ; VD  C f@  # n   ??  ; @  C f@  ; _D  3 ?   ??  ; @  C f@  ; hD  +    i?  #   ; @  C f@  ; qD   ?  # n  ; @   C f@   ; zD  3 @   ?	  ; @   ; D   C f@#  + #   ?#  # )  ; 5A@  ; ]@C   DI  ; PA`  ; c   Di  ; YA   D  ; bA  ; ]@   E  ; kA  ;    =E  ; tA  ; ]@   gE  ; ]@   ;    E	  ; ]@   ; #   E)  ; ]@@  ; o@C   EI  ; `  ; x@c   Fi  ; o@  ; @   9F  ; x@  ; @   cF  ; ]@  ; @   F  ;   ; @   F  ; o@    ; @    F	   ; x@    ; @#    G)   ; ]@@   ; @C    5GI   ; `   ; @c    _Gi   ; o@   ; @    G   ; x@   ; @    G   ; A   ; @    G   ; A   ; @    H   ; A !  ; @!   1H	!  ; #A !  ; @#!   [H)!  ; ,A@!  ; @C!   HI!  ; 5A`!  ; Ac!   Hi!  ; ]@!  ; A!   H!  ; !  ; A!   I!  ; o@!  ; #A!   -I!  ; x@!  ; ,A!   WI!  ; A "  ; 5A"   I	"  ; A "  ; >A#"   I)"  ; A@"  ; GAC"   II"  ; #A`"  ; PAc"   Ii"  ; ,A"  ; YA"   )J"  ; 5A"   SJ"  ; ]@"  ; ]@"   }J"  ; "  ; "   J"  ; o@ #  ; #   J	#  ; x@ #  ; o@##   J)#  ; @@#  ; x@C#   %KI#  ; @`#  ; @c#   OKi#  ; A#  ; @#   yK#  ; A#  ; @#   K#  ; A#  ; @#   K#  ; #A#  ; @#   K#  ; @ $  ; @$   !L	$  ; @ $  ; @#$   KL)$  ; ]@@$  ; @C$   uLI$  ; `$  ; @c$   Li$  ; o@$  ; @$   L$  ; x@$  ; @$   L$  ; @$  ; @$   M$  ; @$  ; @$   GM$  ; A %  ; @%   qM	%  ; A %  ; @#%   M)%  ; A@%  ; AC%   MI%  ; #A`%  ; Ac%   Mi%  ; @%  ; A%   N%  ; @%  ; #A%   CN%  ; ]@%  ; ,A%   mN%  ; %  ; 5A%   N%  ; @ &  ; >A&   N	&  ; @ &  ; GA#&   N)&  ; ]@@&  ; PAC&   OI&  ; `&  ; YAc&   ?Oi&  ; @&  ; ]@&   iO&  ; @&  ; ]@&   O&  ; ]@&  ; &   O&  ; &  ; o@&   O&  ; o@ '  ; x@'   P	'  ; @ '  ; @#'   ;P)'  ; @@'  ; @C'   ePI'  ; @`'  ; @c'   Pi'  ; @'  ; @'   P'  ; ]@'  ; @'   P'  ; '  ; @'   
Q'  ; o@'  ; @'   7Q'  ; @ (  ; @(   aQ	(  ; @ (  ; @#(   Q)(  ; @@(  ; @C(   QI(  ; @`(  ; @c(   Qi(  ; ]@(  ; @(   	R(  ; (   3R(  ; o@(  ; ]@(   ]R(  ; @(  ; ]@(   R(  ; @ )  ; )   R	)  ; @ )  ; o@#)   R))  ; @@)  ; x@C)   SI)  ; A`)  ; @c)   /Si)  ; ]@)  ; @)   YS)  ; )  ; @)   S)  ; o@)  ; @)   S)  ; @)  ; @)   S)  ; @ *  ; @*   T	*  ; @ *  ; @#*   +T)*  ; @@*  ; @C*   UTI*  ; A`*  ; @c*   Ti*  ; ]@*  ; @*   T*  ; *  ; @*   T*  ; o@*  ; @*   T*  ; @*  ; ]@*   'U*  ; @ +  ; +   QU	+  ; @ +  ; o@#+   {U)+  ; ]@@+  ; x@C+   UI+  ; `+  ; @c+   Ui+  ; o@+  ; @+   U+  ; @+  ; @+   #V+  ; @+  ; @+   MV+  ; @+  ; @+   wV+  ; ]@ ,  ; @,   V	,  ;  ,  ; @#,   V),  ; o@@,  ; @C,   VI,  ; x@`,  ; @c,   Wi,  ; @,  ; @,   IW,  ; @,  ; @,   sW,  ; @,  ; @,   W,  ; @,  ; @,   W,  ; ]@ -  ; @-   W	-  ;  -  ; @#-   X)-  ; o@@-  ; AC-   EXI-  ; x@`-  ; Ac-   oXi-  ; @-  ; A-   X-  ; @-  ; #A-   X-  ; @-  ; ,A-   X-  ; @-  ; 5A-   Y-  ; ]@ .  ; >A.   AY	.  ; @ .  ; GA#.   kY).  ; @@.  ; PAC.   YI.  ; @`.  ; YAc.   Yi.  ; ]@.  ; bA.   Y.  ; @.  ; kA.   Z.  ; @.  ; tA.   =Z.  ; @.  ; }A.   gZ.  ; ]@ /  ; A/   Z	/  ;  /  ; A#/   Z)/  ; o@@/  ; AC/   ZI/  ; @`/  ; Ac/   [i/  ; @/  ; A/   9[/  ; @/  ; A/   c[/  ; ]@/  ; A/   [/  ; /  ; A/   [/  ; o@ 0  ; D0   [	0  ; @ 0  ; A#0   \)0  ; @@0  ; AC0   5\I0  ; @`0  ; Ac0   _\i0  ; ]@0  ; A0   \0  ; 0  ; A0   \0  ; ]@0  ; A0   \0  ; 0  ; A0   ]0  ; ]@ 1  ; B1   1]	1  ;  1  ; 
B#1   [])1  ; o@@1  ; BC1   ]I1  ; x@`1  ; Bc1   ]i1  ; @1  ; (B1   ]1  ; A1  ; 1B1   ^1  ; A1  ; :B1   -^1  ; #A1  ; CB1   W^1  ; ,A 2  ; CB2   ^	2  ; 5A 2  ; LB#2   ^)2  ; >A@2  ; UBC2   ^I2  ; GA`2  ; ^Bc2   ^i2  ; ]@2  ; gB2   )_2  ; 2  ; pB2   S_2  ; o@2   }_2  ; x@2  ; ]@2   _2  ; @ 3  ; 3   _	3  ; A 3  ; o@#3   _)3  ; A@3  ; x@C3   %`I3  ; #A`3  ; @c3   O`i3  ; ,A3  ; @3   y`3  ; 5A3  ; @3   `3  ; >A3  ; @3   `3  ; GA3  ; @3   `3  ; ]@ 4  ; @4   !a	4  ;  4  ; @#4   Ka)4  ; o@@4  ; @C4   uaI4  ; x@`4  ; @c4   ai4  ; @4  ; @4   a4  ; @4  ; @4   a4  ; @4  ; @4   b4  ; @4  ; @4   Gb4  ; ]@ 5  ; @5   qb	5  ;  5  ; @#5   b)5  ; o@@5  ; AC5   bI5  ; x@`5  ; Ac5   bi5  ; @5  ; A5   c5  ; @5  ; #A5   Cc5  ; @5  ; ,A5   mc5  ; @5  ; 5A5   c5  ; ]@ 6  ; >A6   c	6  ;  6  ; GA#6   c)6  ; o@@6  ; PAC6   dI6  ; x@`6  ; YAc6   ?di6  ; @6  ; bA6   id6  ; ]@6  ; kA6   d6  ; 6  ; tA6   d6  ; o@6  ; }A6   d6  ; x@ 7  ; A7   e	7  ; @ 7  ; A#7   ;e)7  ; ]@@7  ; AC7   eeI7  ; `7  ; Ac7   ei7  ; ]@7  ; A7   e7  ; 7  ; A7   e7  ; ]@7  ; A7   
f7  ; 7  ; A7   7f7  ; ]@ 8  ; D8   af	8  ;  8  ; A#8   f)8  ; ]@@8  ; AC8   fI8  ; `8  ; Ac8   fi8  ; o@8  ; A8   	g8  ; x@8  ; A8   3g8  ; @8  ; A8   ]g8  ; @8  ; A8   g8  ; @ 9  ; B9   g	9  ; ]@ 9  ; 
B#9   g)9  ; @9  ; BC9   hI9  ; o@`9  ; Bc9   /hi9  ; x@9  ; (B9   Yh9  ; @9  ; 1B9   h9  ; @9  ; :B9   h9  ; @9  ; CB9   h9  ; ]@ :  ; CB:   i	:  ; ]@ :  ; LB#:   +i):  ; ]@@:  ; UBC:   UiI:  ; `:  ; ^Bc:   ii:  ; o@:  ; gB:   i:  ; x@:  ; pB:   i:  ; @:  ; ]@:   i:  ; @:  ; :   'j:  ; @ ;  ; o@;   Qj	;  ; @ ;  ; x@#;   {j);  ; @@;  ; @C;   jI;  ; ]@`;  ; @c;   ji;  ; ;  ; @;   j;  ; o@;  ; @;   #k;  ; x@;   Mk;  ; @;  ; ]@;   wk;  ; @ <  ; <   k	<  ; @ <  ; o@#<   k)<  ; @@<  ; x@C<   kI<  ; @`<  ; @c<   li<  ; ]@<  ; @<   Il<  ; <  ; @<   sl<  ; o@<  ; @<   l<  ; x@<  ; ]@<   l<  ; @ =  ; =   l	=  ; @ =  ; o@#=   m)=  ; @@=  ; x@C=   EmI=  ; ]@`=  ; @c=   omi=  ; =  ; @=   m=  ; o@=  ; @=   m=  ; x@=   m=  ; @=  ; ]@=   n=  ; @ >  ; >   An	>  ; @ >  ; o@#>   kn)>  ; ]@@>  ; x@C>   nI>  ; `>  ; @c>   ni>  ; ]@>  ; @>   n>  ; >  ; @>   o>  ; ]@>  ; ]@>   =o>  ; >  ; >   go>  ; o@ ?  ; o@?   o	?  ; x@ ?  ; x@#?   o)?  ; @@?  ; @C?   oI?  ; @`?  ; @c?   pi?  ; @?  ; @?   9p?  ; @?  ; @?   cp?  ; @?  ; @?   p?  ; @?  ; @?   p?  ; @ @  ; @@   p	@  ; @ @  ; @#@   q)@  ; @@@  ; @C@   5qI@  ; @`@  ; @c@   _qi@  ; @@  ; @@   q@  ; @@  ; @@   q@  ; @@  ; @@   q@  ; @@   r@  ; @ A  ; ]@A   1r	A  ; ]@ A  ; #A   [r)A  ; @A  ; o@CA   rIA  ; o@`A  ; x@cA   riA  ; x@A  ; @A   rA  ; @A  ; @A   sA  ; @A  ; @A   -sA  ; @A  ; @A   WsA  ; @ B  ; @B   s	B  ; @ B  ; @#B   s)B  ; @@B  ; @CB   sIB  ; @`B  ; @cB   siB  ; @B  ; @B   )tB  ; @B  ; @B   StB  ; @B  ; @B   }tB  ; @B  ; @B   tB  ; @ C  ; @C   t	C  ; @ C  ; ]@#C   t)C  ; @@C  ; CC   %uIC  ; @`C  ; o@cC   OuiC  ; ]@C  ; x@C   yuC  ; C  ; @C   uC  ; o@C  ; @C   uC  ; x@C  ; @C   uC  ; @ D  ; @D   !v	D  ; @ D  ; @#D   Kv)D  ; @CD   uvID  ; @`D  ; ]@cD   viD  ; @D  ; D   vD  ; @D  ; o@D   vD  ; @D  ; x@D   wD  ; ]@D  ; @D   GwD  ;  E  ; @E   qw	E  ; o@ E  ; @#E   w)E  ; x@@E  ; @CE   wIE  ; @`E  ; @cE   wiE  ; @E  ; ]@E   xE  ; @E  ; E   CxE  ; @E  ; o@E   mxE  ; @E  ; x@E   xE  ; @ F  ; @F   x	F  ; @ F  ; @#F   x)F  ; ]@@F  ; @CF   yIF  ; cF   ?yiF  ; o@F  ; ]@F   iyF  ; x@F  ; F   yF  ; @F  ; o@F   yF  ; @F  ; x@F   yF  ; @ G  ; @G   z	G  ; @ G  ; @#G   ;z)G  ; @@G  ; @CG   ezIG  ; @`G  ; ]@cG   ziG  ; @G  ; G   zG  ; @G  ; o@G   zG  ; @G  ; x@G   
{G  ; @G  ; @G   7{G  ; @ H  ; @H   a{	H  ; @ H  ; @#H   {)H  ; @CH   {IH  ; @`H  ; ]@cH   {iH  ; ]@H  ; H   	|H  ; H  ; o@H   3|H  ; o@H  ; x@H   ]|H  ; x@H  ; @H   |H  ; @ I  ; @I   |	I  ; @ I  ; @#I   |)I  ; @@I  ; ]@CI   }II  ; @`I  ; cI   /}iI  ; @I  ; o@I   Y}I  ; @I  ; x@I  ; @I  ; @I  ; @I  ; @I  ; @ J  ; @	J  ; @ J  ; @)J  ; @@J  ; @IJ  ; @`J  ; @iJ  ; @J  ; @J  ; @J  ; @J  ; ]@J  ; @J  ; J  ; @J  ; o@ K  ; @	K  ; x@ K  ; @)K  ; @@K  ; @IK  ; @`K  ; @iK  ; @K  ; @K  ; @K  ; AK  ; @K  ; AK  ; @K  ; AK  ; @ L  ; #A	L  ; @ L  ; ,A)L  ; @IL  ; @`L  ; ]@iL  ; @L  ; L  ; @L  ; o@L  ; @L  ; x@L  ; AL  ; @L  ; A M  ; @	M  ; A M  ; @)M  ; #A@M  ; @IM  ; ,A`M  ; @iM  ; ]@M  ; @M  ; M  ; @M  ; o@M  ; @M  ; x@M  ; @M  ; @ N  ; @	N  ; @ N  ; @)N  ; @@N  ; @IN  ; @`N  ; @iN  ; @N  ; @N  ; @N  ; @N  ; @N  ; AN  ; @N  ; AN  ; @ O  ; A	O  ; @ O  ; #A)O  ; @@O  ; ,AIO  ; @`O  ; ]@iO  ; @O  ; O  ; AO  ; o@O  ; AO  ; x@O  ; AO  ; @O  ; #A P  ; @	P  ; ,A P  ; @)P  ; ]@IP  ; `P  ; ]@iP  ; o@P  ; P  ; x@P  ; o@P  ; @P  ; x@P  ; @P  ; @P  ; @ Q  ; @	Q  ; @ Q  ; @)Q  ; @@Q  ; ]@IQ  ; @`Q  ; iQ  ; @Q  ; o@Q  ; @Q  ; x@Q  ; @Q  ; @Q  ; @Q  ; @Q  ; @ R  ; @	R  ; @ R  ; @)R  ; A@R  ; @IR  ; AiR  ; ]@R  ; ]@R  ; R  ; R  ; o@R  ; o@R  ; x@R  ; x@R  ; @ S  ; @	S  ; @ S  ; @)S  ; @@S  ; @IS  ; @`S  ; @iS  ; @S  ; @S  ; @S  ; ]@S  ; @S  ; S  ; @S  ; o@S  ; @ T  ; x@	T  ; @ T  ; @)T  ; @@T  ; @IT  ; @`T  ; @iT  ; AT  ; @T  ; AT  ; @T  ; ]@T  ; @T  ; T  ; o@ U  ; ]@	U  ; x@ U  ; )U  ; @@U  ; o@IU  ; @`U  ; x@iU  ; @U  ; @U  ; @U  ; @U  ; @U  ; @U  ; @U  ; @U  ; @ V  ; @	V  ; @ V  ; @)V  ; @@V  ; ]@IV  ; @`V  ; iV  ; @V  ; o@V  ; @V  ; x@V  ; @V  ; @V  ; AV  ; @V  ; A W  ; @	W  ; A W  ; @)W  ; #A@W  ; @IW  ; ,A`W  ; @iW  ; 5AW  ; @W  ; >AW  ; GAW  ; ]@W  ; PAW  ; W  ; YA X  ; o@	X  ; bA X  ; x@)X  ; kA@X  ; @IX  ; tA`X  ; @iX  ; }AX  ; @X  ; AX  ; @X  ; AX  ; @X  ; AX  ; @X  ; A Y  ; @	Y  ; A Y  ; ]@)Y  ; A@Y  ; IY  ; A`Y  ; o@iY  ; AY  ; x@Y  ; ]@Y  ; @Y  ; Y  ; @Y  ; o@Y  ; @Y  ; x@ Z  ; @	Z  ; @ Z  ; @)Z  ; @IZ  ; @`Z  ; ]@iZ  ; @Z  ; Z  ; @Z  ; o@Z  ; @Z  ; x@Z  ; @Z  ; @Z  ; @ [  ; @	[  ; @ [  ; @)[  ; @@[  ; @I[  ; @`[  ; @i[  ; @[  ; ]@[  ; @[  ; [  ; A[  ; o@[  ; A[  ; x@[  ; A \  ; @	\  ; #A \  ; @)\  ; ,A@\  ; @I\  ; 5Ai\  ; >A\  ; ]@\  ; GA\  ; \  ; PA\  ; o@\  ; YA\  ; x@\  ; bA ]  ; @	]  ; kA ]  ; @)]  ; tA@]  ; @I]  ; }A`]  ; ]@i]  ; A]  ; ]  ; A]  ; o@]  ; A]  ; A]  ; ]@]  ; A ^  ; 	^  ; A ^  ; o@)^  ; A@^  ; ]@I^  ; A`^  ; i^  ; ]@^  ; o@^  ; ^  ; x@^  ; o@^  ; @^  ; x@^  ; @^  ; @ _  ; @	_  ; @ _  ; @)_  ; @I_  ; @`_  ; ]@i_  ; @_  ; _  ; @_  ; o@_  ; @_  ; x@_  ; @_  ; @_  ; @ `  ; @	`  ; GA `  ; @)`  ; PA@`  ; @I`  ; YA``  ; ]@i`  ; bA`  ; `  ; kA`  ; o@`  ; tA`  ; x@`  ; }A`  ; A a  ; ]@	a  ; A a  ; )a  ; A@a  ; o@Ia  ; A`a  ; x@ia  ; Aa  ; ]@a  ; Aa  ; a  ; Aa  ; a  ; Aa  ; o@a  ; D b  ; o@	b  ; ]@ b  ; x@)b  ; @b  ; x@Ib  ; o@`b  ; @ib  ; x@b  ; @b  ; @b  ; @b  ; @b  ; @b  ; @b  ; @b  ; @ c  ; @	c  ; @ c  ; @)c  ; @@c  ; @Ic  ; @`c  ; @ic  ; @c  ; @c  ; @c  ; @c  ; GAc  ; @c  ; PAc  ; @c  ; YA d  ; @	d  ; bA d  ; @)d  ; kA@d  ; @Id  ; tA`d  ; @id  ; }Ad  ; @d  ; Ad  ; Ad  ; Ad  ; Ad  ; Ad  ; Ad  ; A e  ; A	e  ; A)e  ; A@e  ; ]@Ie  ; A`e  ; ie  ; Ae  ; e  ; De  ; o@e  ; ]@e  ; o@e  ; e  ; x@e  ; o@ f  ; x@	f  ; x@ f  ; @)f  ; @@f  ; @If  ; @`f  ; @if  ; @f  ; @f  ; @f  ; @f  ; @f  ; @f  ; @f  ; @f  ; @ g  ; @	g  ; A g  ; @)g  ; A@g  ; @Ig  ; A`g  ; @ig  ; #Ag  ; @g  ; ,Ag  ; @g  ; 5Ag  ; @g  ; >Ag  ; @g  ; GA h  ; @	h  ; bA h  ; @)h  ; kA@h  ; @Ih  ; tA`h  ; Aih  ; }Ah  ; Ah  ; Ah  ; Ah  ; Ah  ; Ah  ; Ah  ; ]@h  ; A i  ; ]@	i  ; C i  ; )i  ; C@i  ; Ii  ; C`i  ; o@ii  ; Ci  ; o@i  ; Ci  ; x@i  ; ]@i  ; x@i  ; i  ; @i  ; o@ j  ; @	j  ; x@ j  ; @)j  ; @@j  ; @Ij  ; @`j  ; @ij  ; @j  ; @j  ; @j  ; @j  ; @j  ; @j  ; @j  ; @j  ; @ k  ; @	k  ; A k  ; @)k  ; A@k  ; @Ik  ; Aik  ; #Ak  ; ]@k  ; ,Ak  ; ]@k  ; 5Ak  ; k  ; >Ak  ; k  ; GA l  ; o@	l  ; bA l  ; o@)l  ; kA@l  ; x@Il  ; tA`l  ; x@il  ; }Al  ; @l  ; Al  ; @l  ; Al  ; @l  ; Al  ; @l  ; A m  ; @	m  ; C m  ; @)m  ; C@m  ; @Im  ; C`m  ; @im  ; Cm  ; @m  ; Cm  ; @m  ; ]@m  ; @m  ; m  ; @m  ; o@ n  ; ]@	n  ; x@ n  ; )n  ; @@n  ; o@In  ; @`n  ; o@in  ; @n  ; x@n  ; ]@n  ; x@n  ; n  ; @n  ; o@n  ; @n  ; x@ o  ; @	o  ; @ o  ; @)o  ; @@o  ; @Io  ; @`o  ; @io  ; ]@o  ; @o  ; o  ; @o  ; o@o  ; @o  ; x@o  ; @o  ; @ p  ; @	p  ; @ p  ; @)p  ; @@p  ; @Ip  ; @`p  ; @ip  ; @p  ; @p  ; Ap  ; @p  ; Ap  ; @p  ; Ap  ; @p  ; #A q  ; @	q  ; ]@ q  ; @)q  ; @q  ; @Iq  ; o@`q  ; @iq  ; x@q  ; @q  ; @q  ; @q  ; @q  ; Aq  ; @q  ; Aq  ; @ r  ; A	r  ; @ r  ; A)r  ; A@r  ; AIr  ; A`r  ; Air  ; Ar  ; #Ar  ; #Ar  ; #Ar  ; ]@r  ; ,Ar  ; r  ; ,Ar  ; ]@ s  ; 5A	s  ;  s  ; 5A)s  ; ]@@s  ; >AIs  ; `s  ; GAis  ; o@s  ; PAs  ; x@s  ; YAs  ; ]@s  ; bAs  ; s  ; kAs  ; o@ t  ; tA	t  ; x@ t  ; }A)t  ; ]@@t  ; AIt  ; `t  ; Ait  ; o@t  ; At  ; x@t  ; At  ; @t  ; At  ; @t  ; At  ; @ u  ; A	u  ; @ u  ; A)u  ; @@u  ; DIu  ; @`u  ; Aiu  ; @u  ; Au  ; @u  ; Au  ; @u  ; Au  ; @u  ; Au  ; @ v  ; A	v  ; @ v  ; A)v  ; @@v  ; BIv  ; @`v  ; 
Biv  ; @v  ; Bv  ; 5Av  ; Bv  ; ]@v  ; (Bv  ; v  ; (Bv  ; o@	w  ; x@ w  ; ]@)w  ; @@w  ; Iw  ; @`w  ; o@iw  ; @w  ; o@w  ; @w  ; x@w  ; @w  ; x@w  ; @w  ; @w  ; @ x  ; @	x  ; @ x  ; @)x  ; @@x  ; @Ix  ; @`x  ; @ix  ; @x  ; @x  ; @x  ; @x  ; @x  ; @x  ; @x  ; @x  ; @ y  ; @	y  ; 5A y  ; @)y  ; ]@@y  ; @Iy  ; `y  ; @iy  ; o@y  ; @y  ; x@y  ; @y  ; ]@y  ; @y  ; y  ; @y  ; o@ z  ; @	z  ; x@ z  ; @)z  ; ]@@z  ; @Iz  ; `z  ; @iz  ; o@z  ; @z  ; x@z  ; @z  ; ]@z  ; @z  ; z  ; Az  ; o@ {  ; A	{  ; x@ {  ; A){  ; ]@@{  ; AI{  ; `{  ; Ai{  ; o@{  ; A{  ; x@{  ; #A{  ; @{  ; #A{  ; @{  ; ,A{  ; @ |  ; ,A	|  ; @ |  ; 5A)|  ; @@|  ; 5AI|  ; @`|  ; >Ai|  ; @|  ; GA|  ; @|  ; PA|  ; @|  ; YA|  ; @|  ; bA|  ; 5A }  ; kA	}  ; >A }  ; tA)}  ; GA@}  ; }AI}  ; PA`}  ; Ai}  ; YA}  ; A}  ; bA}  ; A}  ; ]@}  ; A}  ; }  ; A}  ; o@ ~  ; A	~  ; x@ ~  ; A)~  ; @@~  ; AI~  ; @`~  ; Di~  ; @~  ; A~  ; @~  ; A~  ; @~  ; A~  ; @~  ; A~  ; @   ; A	  ; @   ; A)  ; @@  ; AI  ; @`  ; Bi  ; 5A  ; 
B  ; >A  ; B  ; GA  ; B  ; PA  ; (B  ; YA   ; (B	  ; bA   ; ]@)  ; ]@@  ; ]@I  ; `  ; i  ; o@  ;   ; x@  ; o@  ; @  ; o@ɀ  ; @  ; x@  ; @   ; x@	  ; ]@   ; @)  ; @  ; @I  ; o@`  ; @i  ; x@  ; @  ; @  ; @  ; @  ; @Ɂ  ; @  ; @  ; ]@   ; @	  ;    ; @)  ; o@@  ; @I  ; x@`  ; @i  ; @  ; @  ; @  ; @  ; @  ; @ɂ  ; @  ; @  ; @   ; @	  ; @   ; @)  ; @@  ; @I  ; @`  ; @i  ; @  ; @  ; @  ; @  ; @  ; AɃ  ; @  ; @   ; ]@	  ; @   ; ]@)  ; @@  ; I  ; A`  ; i  ; A  ; o@  ; A  ; o@  ; #A  ; x@Ʉ  ; ,A  ; x@  ; 5A   ; @	  ; >A   ; @)  ; GA@  ; @I  ; PA`  ; @i  ; YA  ; @  ; A  ; @  ; B  ; @Ʌ  ; ]@  ; @  ;    ; @	  ; o@   ; @)  ; x@@  ; @I  ; @`  ; @i  ; @  ; @  ; @  ; @  ; @  ; @Ɇ  ; @  ; @  ; @   ; @	  ; @   ; @)  ; @@  ; @I  ; @`  ; @i  ; @  ; @  ; @  ; A  ; @  ; ]@ɇ  ; @  ;   ; @   ; o@	  ; @   ; o@)  ; A@  ; x@I  ; A`  ; x@i  ; A  ; @  ; #A  ; @  ; ,A  ; @Ɉ  ; 5A  ; @  ; >A   ; @	  ; GA   ; @)  ; PA@  ; @I  ; YA`  ; @i  ; A  ; @  ; B  ; @  ; ]@  ; @ɉ  ;   ; @  ; ]@   ; @	  ;    ; @)  ; A@  ; @I  ; A`  ; @i  ; o@  ; @  ; o@  ; @  ; @  ; @Ɋ  ; @  ; @  ; @   ; @	  ; @   ; @)  ; @@  ; @I  ; @`  ; A  ; A  ; A  ; #A  ; ,A   ; 5A   ; 5A@  ; >A`  ; GA  ; PA  ; PA  ; YA  ; YA   ; bA   ; bA@  ; kA`  ; kA  ; tA  ; tA  ; ]@   ;    ; o@@  ; o@`  ; x@  ; x@  ; @  ; @  ; @   ; @   ; @@  ; @`  ; @  ; @  ; @  ; @  ; @   ; @   ; @@  ; @`  ; @  ; @  ; @  ; @  ; @   ; @   ; @@  ; @`  ; @  ; A  ; A  ; A  ; #A   ; ,A   ; 5A@  ; 5A`  ; >A  ; GA  ; PA  ; PA  ; YA   ; YA   ; bA@  ; bA`  ; kA  ; kA  ; tA  ; tA  ; ]@   ;    ; o@@  ; x@`  ; @  ; @  ; @  ; @  ; @   ; @   ; @@  ; @`  ; @  ; @  ; @  ; @  ; @   ; @   ; @@  ; A`  ; A  ; A  ; #A  ; ,A  ; 5A   ; >A   ; GA@  ; PA`  ; YA  ; bA  ; kA  ; tA  ; }A   ; ]@@  ; `  ; o@  ; x@  ; @  ; @  ; @   ; @   ; @@  ; @`  ; @  ; @  ; @  ; @  ; @   ; @   ; @@  ; @`  ; @  ; A  ; A  ; A  ; #A   ; ,A   ; 5A@  ; >A`  ; GA  ; PA  ; YA  ; bA  ; kA   ; tA   ; }A@  ; ]@`  ;   ; o@  ; x@  ; @  ; @   ; @   ; @`  ; ]@  ;   ; o@  ; x@  ; @   ; @   ; @@  ; @`  ; ]@  ; ]@  ;   ;   ; o@   ; o@   ; x@@  ; x@`  ; @  ; @  ; @  ; @  ; @   ; @   ; @@  ; @`  ; @  ; @  ; @  ; @  ; @   ; @   ; @@  ; A`  ; A  ; A  ; A  ; A  ; A   ; #A   ; #A@  ; ,A`  ; ,A  ; 5A  ; 5A  ; ]@   ; ]@   ; @  ; `  ; o@  ; o@  ; x@  ; x@  ; @   ; @   ; @@  ; @`  ; @  ; @  ; @  ; @  ; @   ; @   ; @@  ; @`  ; @  ; @  ; @  ; A  ; A   ; A   ; A@  ; A`  ; A  ; #A  ; #A  ; ,A  ; ,A   ; 5A   ; 5A@  ; ]@`  ; ]@  ;   ;   ; o@  ; o@   ; x@   ; x@@  ; @`  ; @  ; @  ; @  ; A  ; A   ; A   ; A@  ; A`  ; A  ; #A  ; #A  ; @  ; @   ; @   ; @@  ; @`  ; @  ; @  ; @  ; @  ; @   ; @   ; @@  ; @`  ; @  ; @  ; ]@  ; ]@   ;    ; @  ; o@`  ; o@  ; x@  ; x@  ; @  ; @   ; @   ; @@  ; A`  ; A  ; A  ; A  ; A  ; A   ; #A   ; #A@  ; @`  ; @  ; @  ; @  ; @  ; @   ; @   ; @@  ; @`  ; @  ; @  ; @  ; @  ; @   ; @   ; ]@@  ; ]@`  ;   ;   ; o@  ; x@  ; @   ; @   ; @@  ; @`  ; @  ; @  ; @  ; @   ; ]@   ; ]@@  ; `  ;   ; o@  ; x@  ; @  ; @   ; @   ; @@  ; @`  ; @  ; @  ; @  ; ]@  ; ]@   ;    ; @  ; o@`  ; o@  ; x@  ; @  ; @  ; @   ; @   ; @@  ; @`  ; @  ; @  ; @  ; @  ; @   ; @   ; @@  ; @`  ; @  ; @  ; @  ; @  ; @   ; ]@@  ; ]@`  ;   ;   ; o@  ; o@  ; x@   ; @   ; @@  ; @`  ; @  ; @  ; @  ; @  ; @   ; @   ; @@  ; @`  ; @  ; @  ; @  ; @  ; @   ; @   ; @@  ; @`  ; ]@  ; ]@  ;   ;   ; o@   ; o@   ; x@@  ; @`  ; @  ; @  ; @  ; @  ; @   ; @   ; @@  ; @`  ; @  ; @  ; @  ; @  ; @   ; @   ; @@  ; @`  ; @  ; @  ; A  ; A   ; ]@   ; ]@@  ; `  ;   ; o@  ; o@  ; x@  ; @   ; @   ; @@  ; @`  ; @  ; @  ; @  ; @  ; @   ; @   ; @@  ; @`  ; @  ; @  ; @  ; @  ; @   ; @   ; @@  ; A`  ; A  ; ]@  ; ]@  ;   ;    ; o@   ; o@@  ; x@`  ; @  ; @  ; @  ; @  ; @   ; @   ; @@  ; @`  ; @  ; @  ; @  ; @  ; @   ; @   ; @`  ; ]@  ; ]@  ;   ;   ; o@   ; o@   ; x@@  ; @`  ; @  ; @  ; @  ; @  ; @   ; @   ; @@  ; @`  ; @  ; @  ; @  ; @  ; @   ; @   ; ]@@  ; ]@`  ;   ;   ; o@  ; o@  ; x@   ; x@   ; @@  ; @`  ; @  ; @  ; @  ; @  ; @   ; @   ; @@  ; @`  ; @  ; @  ; @  ; @  ; @   ; @@  ; ]@`  ; ]@  ;   ;   ; o@  ; o@   ; x@   ; x@@  ; @`  ; @  ; @  ; @  ; @  ; @   ; @   ; @@  ; @`  ; @  ; @  ; @  ; @  ; @   ; @   ; @@  ; ]@`  ; ]@  ; @  ; @  ; @  ; @   ; @   ; @@  ; `  ; o@  ; x@  ; @  ; @  ; @   ; @@  ; ]@`  ; ]@  ; @  ; @  ; @  ; @   ; @   ; @@  ; `  ; o@  ; x@  ; @  ; @  ; @   ; @   ; ]@@  ; ]@`  ;   ;   ; o@  ; o@  ; @   ; @   ; @@  ; @`  ; @  ; @  ; x@  ; @  ; @   ; @   ; @`  ; ]@  ; ]@  ;   ;   ; o@   ; o@   ; @@  ; @`  ; @  ; @  ; @  ; @  ; x@   ; @   ; @@  ; @`  ; @  ; ]@  ; ]@  ;   ;    ; o@   ; x@@  ; @`  ; @  ; @  ; @  ; @  ; @   ; @   ; @@  ; @`  ; @  ; @  ; @  ; ]@   ; ]@   ; @  ; `  ; o@  ; x@  ; @  ; @  ; @   ; @   ; @@  ; @`  ; @  ; @  ; @  ; @  ; @   ; @   ; ]@@  ; ]@`  ;   ;   ; o@  ; o@  ; x@   ; x@   ; @@  ; @`  ; @  ; @  ; @  ; @  ; @   ; @ 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 ; @  ; @  ; @  ; @  ; @ ! ; @ ! ; @@! ; @`! ; @! ; @! ; @! ; @! ; @ " ; @ " ; @`" ; ]@" ; ]@" ; " ; " ; o@ # ; o@ # ; x@@# ; x@`# ; @# ; @# ; @# ; @# ; @ $ ; @ $ ; @@$ ; @`$ ; @$ ; @$ ; @$ ; @$ ; @ % ; @ % ; @@% ; @`% ; @% ; @% ; ]@% ; ]@% ;  & ;  & ; o@@& ; o@`& ; x@& ; x@& ; @& ; @& ; @ ' ; @ ' ; @@' ; @`' ; @' ; @' ; @' ; @' ; @ ( ; @ ( ; @@( ; @`( ; @( ; @( ; @( ; @( ; @ ) ; @ ) ; @@) ; @`) ; @) ; @) ; @) ; @) ; @ * ; @@* ; ]@`* ; ]@* ; * ; * ; o@* ; o@ + ; x@ + ; x@@+ ; @`+ ; @+ ; @+ ; @+ ; @+ ; @ , ; @ , ; @@, ; @`, ; @, ; @, ; @, ; @, ; @ - ; @ - ; @@- ; @`- ; @- ; @- ; @- ; @- ; @ . ; @ . ; @@. ; @`. ; @. ; @. ; @. ; ]@. ; ]@ / ;  / ; @/ ; o@`/ ; o@/ ; x@/ ; x@/ ; @/ ; @ 0 ; @ 0 ; @@0 ; @`0 ; @0 ; @0 ; @0 ; @0 ; @ 1 ; @ 1 ; @@1 ; @`1 ; @1 ; @1 ; @1 ; @1 ; @ 2 ; @ 2 ; @@2 ; @`2 ; @2 ; @2 ; @2 ; @2 ; @ 3 ; @ 3 ; @@3 ; A`3 ; A3 ; A3 ; A3 ; A3 ; A 4 ; #A 4 ; #A@4 ; ,A`4 ; ,A4 ; ]@4 ; ]@4 ;  5 ;  5 ; o@@5 ; o@`5 ; x@5 ; x@5 ; @5 ; @5 ; @ 6 ; @ 6 ; @@6 ; @`6 ; @6 ; @6 ; @6 ; @6 ; @ 7 ; @ 7 ; @@7 ; @`7 ; @7 ; @7 ; @7 ; @7 ; @ 8 ; @ 8 ; @@8 ; @`8 ; @8 ; @8 ; @8 ; @8 ; @ 9 ; @ 9 ; A@9 ; A`9 ; A9 ; A9 ; A9 ; A9 ; #A : ; #A : ; ,A@: ; ,A`: ; ]@: ; ]@: ; : ; : ; o@ ; ; o@ ; ; x@@; ; x@`; ; @; ; @; ; @; ; @; ; @ < ; @ < ; @@< ; @`< ; @< ; @< ; @< ; @< ; @ = ; @ = ; @@= ; @`= ; @= ; @= ; @= ; @= ; @ > ; @ > ; @@> ; @`> ; @> ; @> ; A> ; A> ; A ? ; A@? ; ]@`? ; ]@? ; ? ; ? ; o@? ; o@ @ ; x@ @ ; x@@@ ; @`@ ; @@ ; @@ ; @@ ; @@ ; @ A ; @ A ; @@A ; @`A ; @A ; @A ; @A ; @A ; @ B ; @ B ; @@B ; @`B ; @B ; @B ; @B ; @B ; @ C ; @ C ; @@C ; @`C ; @C ; AC ; AC ; AC ; A D ; ]@ D ; ]@@D ; `D ; D ; o@D ; o@D ; x@D ; x@ E ; @ E ; @@E ; @`E ; @E ; @E ; @E ; @E ; @ F ; @ F ; @@F ; @`F ; @F ; @F ; @F ; @F ; @ G ; @ G ; @@G ; @`G ; @G ; @G ; @G ; @G ; @ H ; @ H ; @@H ; @`H ; @H ; AH ; AH ; AH ; A I ; A I ; A@I ; #A`I ; #AI ; ,AI ; ,AI ; 5AI ; 5A J ; >A J ; >A@J ; GA`J ; GAJ ; PAJ ; PAJ ; YAJ ; YA K ; bA K ; bA@K ; kA`K ; kAK ; tAK ; tAK ; }AK ; }A L ; A L ; A@L ; A`L ; AL ; AL ; AL ; AL ; A M ; A M ; A@M ; A`M ; AM ; AM ; AM ; AM ; A N ; ]@@N ; ]@`N ; N ; N ; o@N ; o@N ; x@ O ; x@ O ; @@O ; @`O ; @O ; @O ; @O ; @O ; @ P ; @ P ; @@P ; @`P ; @P ; @P ; @P ; @P ; @ Q ; @ Q ; @@Q ; @`Q ; @Q ; @Q ; @Q ; @Q ; @ R ; @ R ; @@R ; @`R ; @R ; @R ; AR ; AR ; A S ; A S ; A@S ; A`S ; #AS ; #AS ; ,AS ; ,AS ; 5A T ; 5A T ; >A@T ; >A`T ; GAT ; GAT ; PAT ; PAT ; YA U ; YA U ; bA@U ; bA`U ; kAU ; kAU ; tAU ; tAU ; }A V ; }A V ; A@V ; A`V ; AV ; AV ; AV ; AV ; A W ; A W ; A@W ; A`W ; AW ; AW ; AW ; AW ; A X ; A X ; ]@@X ; ]@`X ; X ; o@X ; o@X ; x@X ; x@ Y ; @ Y ; @@Y ; @`Y ; @Y ; @Y ; @Y ; @Y ; @ Z ; @ Z ; @@Z ; @`Z ; @Z ; @Z ; @Z ; @Z ; @ [ ; @ [ ; @@[ ; @`[ ; @[ ; @[ ; @[ ; @[ ; @ \ ; A \ ; A@\ ; A`\ ; #A\ ; ,A\ ; 5A\ ; >A\ ; GA ] ; GA ] ; PA@] ; PA`] ; YA] ; YA] ; bA] ; bA] ; kA ^ ; kA ^ ; tA@^ ; tA`^ ; }A^ ; }A^ ; A^ ; A^ ; A _ ; A _ ; A@_ ; A`_ ; A_ ; A_ ; A_ ; A_ ; A ` ; A ` ; A@` ; A`` ; A` ; A` ; D` ; D a ; ]@ a ; ]@@a ; `a ; o@a ; o@a ; x@a ; x@a ; @ b ; @ b ; @@b ; @`b ; @b ; @b ; @b ; @b ; @ c ; @ c ; @@c ; @`c ; @c ; @c ; @c ; @c ; @ d ; @ d ; @@d ; @`d ; @d ; @d ; @d ; @d ; A e ; A e ; A@e ; #A`e ; ,Ae ; 5Ae ; >Ae ; GAe ; GA f ; PA f ; PA@f ; YA`f ; YAf ; bAf ; bAf ; kAf ; kA g ; tA g ; tA@g ; }A`g ; }Ag ; Ag ; Ag ; Ag ; A h ; A h ; A@h ; A`h ; Ah ; Ah ; Ah ; Ah ; A i ; A i ; A@i ; A`i ; Ai ; Di ; Di ; ]@i ; ]@ j ;  j ; @j ; o@`j ; o@j ; x@j ; x@j ; @j ; @ k ; @ k ; @@k ; @`k ; @k ; @k ; @k ; @k ; @ l ; @ l ; @@l ; @`l ; @l ; @l ; @l ; @l ; @ m ; @ m ; @@m ; @`m ; @m ; Am ; Am ; Am ; A n ; A n ; A@n ; #A`n ; #An ; ,An ; ,An ; 5An ; 5A o ; >A o ; >A@o ; GA`o ; GAo ; PAo ; YAo ; bAo ; bA p ; kA p ; kA@p ; tA`p ; tAp ; }Ap ; }Ap ; Ap ; A q ; A q ; A@q ; A`q ; Aq ; Aq ; Aq ; Aq ; A r ; A r ; A@r ; D`r ; Ar ; Ar ; Ar ; Ar ; A s ; A s ; B@s ; 
B`s ; Bs ; Bs ; (Bs ; 1Bs ; :B t ; CB t ; LB@t ; UB`t ; ^Bt ; gBt ; pBt ; yBt ; B u ; f@ u ; B@u ; B`u ; Bu ; Bu ; Bu ; Bu ; B v ; B v ; B@v ; B`v ; Bv ; Bv ; Bv ;  Cv ; 	C w ; C w ; C@w ; $C`w ; -Cw ; 6Cw ; ?Cw ; HCw ; QC x ; ZC x ; cC@x ; lC`x ; uCx ; ~Cx ; Cx ; Cx ; C y ; C y ; C@y ; C`y ; Cy ; Cy ; Cy ; Cy ; C z ; C z ; C@z ; C`z ; Cz ; Cz ; Cz ; ]@ { ; ]@ { ; @{ ; `{ ; o@{ ; o@{ ; x@{ ; x@{ ; @ | ; @ | ; @@| ; @`| ; @| ; @| ; @| ; @| ; @ } ; @ } ; @@} ; @`} ; @} ; @} ; @} ; @} ; @ ~ ; @ ~ ; @@~ ; @`~ ; @~ ; @~ ; A~ ; A~ ; A  ; A  ; A@ ; A` ; #A ; #A ; ,A ; ,A ; 5A  ; 5A  ; >A@ ; >A` ; GA ; GA ; PA ; YA ; bA  ; bA  ; kA@ ; kA` ; tA ; tA ; }A ; }A ; A  ; A  ; A@ ; A` ; A ; A ; A ; A ; A  ; A  ; A@ ; A` ; D ; A ; A ; A ; A  ; A  ; A@ ; B` ; 
B ; B ; B ; (B ; 1B  ; :B  ; CB@ ; LB` ; UB ; ^B ; gB ; pB ; yB  ; B  ; f@@ ; B` ; B ; B ; B ; B ; B  ; B  ; B@ ; B` ; B ; B ; B ; B ;  C  ; 	C  ; C@ ; C` ; $C ; -C ; 6C ; ?C ; HC  ; QC  ; ZC@ ; cC` ; lC ; uC ; ~C ; C ; C  ; C  ; C@ ; C` ; C ; C ; C ; C ; C  ; C  ; C@ ; C` ; C ; C ; C ; C ; ]@  ; ]@  ; @ ; ` ; o@ ; o@ ; x@ ; x@ ; @  ; @  ; @@ ; @` ; @ ; @ ; ]@ ; ]@  ;   ; @ ; o@` ; o@ ; x@ ; x@ ; @ ; @  ; @  ; @@ ; @` ; @ ; ]@ ; ]@ ;  ;   ; o@  ; o@@ ; x@` ; x@ ; @ ; @ ; @ ; @  ; @  ; @@ ; @` ; @ ; @ ; @ ; @ ; @  ; @  ; @@ ; @` ; @ ; @ ; @ ; @ ; A  ; A  ; A@ ; A` ; A ; A ; #A ; #A  ; ]@  ; ]@@ ; ` ;  ; o@ ; o@ ; x@ ; x@  ; @  ; @@ ; @` ; @ ; @ ; @ ; @ ; @  ; @  ; @@ ; @` ; @ ; @ ; @ ; @ ; @  ; @  ; @@ ; @` ; A ; A ; A ; A ; A  ; A  ; #A@ ; #A` ; ]@ ; ]@ ;  ;  ; o@  ; x@  ; @@ ; @` ; @ ; ]@ ; ]@ ;   ;   ; o@@ ; x@` ; @ ; @ ; @ ; ]@ ; ]@  ;   ; @ ; o@` ; o@ ; x@ ; x@ ; @ ; @  ; @  ; @@ ; @` ; @ ; ]@ ; ]@ ;   ;   ; o@@ ; o@` ; x@ ; x@ ; @ ; @ ; @  ; @  ; @@ ; @` ; ]@ ; ]@ ;  ;  ; o@  ; o@  ; x@@ ; x@` ; @ ; @ ; @ ; @ ; @  ; @  ; @@ ; @` ; @ ; @ ; @ ; @ ; @  ; @  ; @@ ; @` ; @ ; @ ; @ ; @ ; @  ; @  ; @@ ; @` ; @ ; @ ; @ ; @ ; @  ; @  ; 5A@ ; 5A` ; A ; A ; A ; #A ; ,A  ; ]@@ ; ]@` ;  ;  ; o@ ; o@ ; x@  ; x@  ; @@ ; @` ; @ ; @ ; @ ; @ ; @  ; @  ; @@ ; @` ; @ ; @ ; @ ; @ ; @  ; @  ; @@ ; @` ; @ ; @ ; @ ; @ ; @  ; @  ; @@ ; @` ; @ ; @ ; @ ; @ ; 5A  ; 5A  ; A@ ; A` ; A ; #A ; ,A ; ]@ ; ]@  ;   ; @ ; o@` ; o@ ; x@ ; x@ ; @ ; @  ; ]@@ ; ]@` ;  ;  ; o@ ; o@ ; x@  ; x@  ; @@ ; @` ; ]@ ;  ; o@ ; x@ ; @  ; @  ; @@ ; @` ; @ ; @ ; @ ; @ ; @  ; @  ; @@ ; @` ; @ ; @ ; @ ; A ; A  ; A  ; #A@ ; ,A` ; >A ; GA ; PA ; YA ; bA  ; kA  ; tA@ ; }A` ; A ; A ; A ; A ; A  ; A  ; A@ ; A` ; D ; A ; A ; A ; A  ; A  ; A@ ; B` ; 
B ; B ; B ; (B ; 1B  ; :B  ; CB@ ; LB` ; UB ; ^B ; gB ; pB ; yB  ; B  ; f@@ ; B` ; B ; B ; B ; B ; B  ; B  ; B@ ; B` ; B ; B ; B ; B ;  C  ; 	C  ; C@ ; C` ; $C ; -C ; 6C ; ?C ; HC  ; QC  ; ZC@ ; cC` ; lC ; uC ; ~C ; C ; C  ; C  ; C@ ; C` ; C ; C ; C ; C ; C  ; C  ; C` ; ]@ ;  ; o@ ; x@ ; @  ; @  ; @@ ; @` ; @ ; @ ; @ ; @ ; @  ; @  ; @@ ; @` ; @ ; @ ; @ ; A ; A  ; A  ; #A@ ; ,A` ; >A ; GA ; PA ; YA ; bA  ; kA  ; tA@ ; }A` ; A ; A ; A ; A ; A  ; A  ; A@ ; A` ; D ; A ; A ; A ; A  ; A  ; A@ ; B` ; 
B ; B ; B ; (B ; 1B  ; :B  ; CB@ ; LB` ; UB ; ^B ; gB ; pB ; yB  ; B  ; f@@ ; B` ; B ; B ; B ; B ; B  ; B  ; B@ ; B` ; B ; B ; B ; B ;  C  ; 	C  ; C@ ; C` ; $C ; -C ; 6C ; ?C ; HC  ; QC  ; ZC@ ; cC` ; lC ; uC ; ~C ; C ; C  ; C  ; C@ ; C` ; C ; C ; C ; C ; C  ; C  ; C@ ; ]@` ;  ; o@ ; x@ ; @ ; @  ; @  ; @` ; ]@ ;  ; o@ ; x@ ; @  ; @  ; @@ ; @` ; ]@ ;  ; o@ ; x@  ; ]@  ; @ ; o@` ; x@ ; ]@ ; ]@ ;  ;   ; o@  ; o@@ ; x@` ; x@ ; @ ; @ ; @ ; @  ; @@ ; ]@` ; ]@ ;  ;  ; o@ ; o@  ; x@  ; x@@ ; @` ; @ ; @ ; @ ; @ ; ]@  ; ]@  ; @ ; ` ; o@ ; o@ ; x@ ; x@ ; @  ; @  ; @@ ; @` ; @ ; @ ; @ ; @ ; @  ; @  ; @@ ; @` ; @ ; @ ; @ ; @ ; @  ; @  ; @@ ; @` ; 5A ; 5A ; >A ; >A ; GA  ; GA  ; PA@ ; PA` ; YA ; bA ; @ ; @ ; @  ; @  ; @@ ; A` ; A ; A ; #A ; ,A  ; ]@  ; ]@@ ; ` ;  ; o@ ; o@ ; x@ ; x@  ; @  ; @@ ; @` ; @ ; @ ; @ ; @ ; @  ; @  ; @@ ; @` ; @ ; @ ; @ ; @ ; @  ; @  ; @@ ; @` ; @ ; 5A ; 5A ; >A ; >A  ; GA  ; GA@ ; PA` ; PA ; YA ; bA ; @ ; @  ; @  ; @@ ; @` ; A ; A ; A ; #A ; ,A  ; ]@  ; ]@@ ; ` ;  ; o@ ; o@ ; x@ ; x@  ; @  ; @@ ; @` ; @ ; @ ; @ ; @ ; @  ; @  ; @@ ; @` ; @ ; @ ; @ ; @ ; @  ; ]@@ ; ]@` ;  ;  ; o@ ; o@ ; x@  ; x@  ; @@ ; @` ; @ ; @ ; @ ; @ ; @  ; @  ; @@ ; @` ; @ ; @ ; @ ; @ ; @  ; @  ; ]@@ ; ]@` ;  ;  ; o@ ; o@ ; x@  ; x@  ; @@ ; @` ; @ ; @ ; @ ; @ ; @  ; @  ; @@ ; @` ; @ ; @ ; @ ; @ ; @  ; @  ; @@ ; @` ; @ ; @ ; @ ; @ ; @  ; @  ; @@ ; @` ; @ ; @ ; @ ; @ ; A  ; A  ; A@ ; A` ; A ; A ; #A ; #A ; ,A  ; ,A  ; 5A@ ; 5A` ; >A ; >A ; GA ; GA ; PA  ; PA  ; YA@ ; YA` ; bA ; kA ; tA ; }A ; A  ; A  ; A@ ; A` ; A ; A ; A ; A ; D  ; A  ; A@ ; A` ; A ; A ; A ; B  ; ]@  ; ]@@ ; ` ;  ; o@ ; o@ ; x@ ; x@  ; @  ; @@ ; @` ; @ ; @ ; @ ; @ ; @  ; @  ; @@ ; @` ; @ ; @ ; @ ; @ ; @  ; @  ; @@ ; @` ; @ ; @ ; @ ; @ ; @  ; @  ; @@ ; @` ; @ ; @ ; @ ; A ; A  ; A  ; A@ ; A` ; A ; #A ; #A ; ,A ; ,A  ; 5A  ; 5A@ ; >A` ; >A ; GA ; GA ; PA ; PA  ; YA  ; YA@ ; bA` ; kA ; tA ; }A ; A ; A  ; A  ; A@ ; A` ; A ; A ; A ; D ; A  ; A  ; A@ ; A` ; A ; A ; B ; ]@ ; ]@  ;   ; @ ; o@` ; x@ ; @ ; @ ; @ ; @  ; @  ; @@ ; @ ; ]@ ; ]@ ;  ;   ; o@  ; x@@ ; @` ; @ ; @ ; @ ; @ ; @  ; @  ; ]@@ ; ` ; o@ ; x@ ; @ ; @ ; @  ; @  ; @@ ; @` ; @ ; @ ; @ ; @ ; @  ; @  ; @@ ; @` ; @ ; ]@ ;  ; o@  ; x@  ; @@ ; @` ; @ ; @ ; @ ; @ ; @  ; @  ; @@ ; @` ; @ ; @ ; @ ; @ ; @  ; ]@  ; @ ; o@` ; x@ ; @ ; @ ; @ ; @  ; @  ; @@ ; @` ; @ ; @ ; @ ; @ ; @  ; @  ; @@ ; @` ; A ; A ; A ; A ; #A  ; ,A  ; 5A` ; ]@ ;  ; o@ ; x@ ; @  ; @  ; @@ ; @` ; @ ; @ ; @ ; @ ; @   ; @   ; @@  ; @`  ; @  ; @  ; @  ; A  ; A  ; A  ; A@ ; #A` ; ,A ; 5A ; ]@ ;  ; o@  ; o@  ; x@@ ; @` ; @ ; @ ; ]@ ;   ; o@  ; o@@ ; x@` ; @ ; @ ; @ ; ]@  ; ]@  ; ]@@ ;  ; ]@ ;  ; ]@ ;   ; o@  ; x@@ ; @` ; @ ; ]@ ;  ; o@  ; x@  ; @@ ; @` ; ]@ ;  ; o@ ; x@ ; @  ; @  ; @@ ; @` ; @ ; @ ; @ ; @ ; @  ; @  ; @@ ; @` ; @ ; @ ; @ ; A ; A 	 ; A 	 ; #A@	 ; ,A`	 ; 5A	 ; >A	 ; GA	 ; ]@ 
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









	
#%)-/3579=?AESUcikqu
!%	
!SUsuy}37;?CEGquy}37;?CGKimquy}!?EIcim9=KQSW]a!%?Agim!')+-57?[]_egiksu}7;=OSY_eqs
')+/5;CGSWY]ceiosuwy}EIMuy}5CEGMc{#%+-35_asu#%79;=CE_asu+-79km7CGy   I S U g i o q { }     -!1!o!w!G"I"["]""""";#C#$$'$)$/$1$C$E$K$M$k$m$$$$$$$$$$$$$$$$$%%%
%%%%%%'%)%5%7%G%I%g%m%%%%%%%I&M&Q&&&&&&&&&&&&&'	'''''#')'-'3'9'?'C'G'K'O'U'['a'g'm's'w'}''''''''''''''''''''''''''(((((+(/(9(?(A(G(O(Q(](e(g(q(y({((((((((((((((((((((((((())
)))))1)5)7)?)C)E)K)O)U)W)Y)[)c)e)g)k)o)u)w))))))))))))))))))))))))))*******#*/*5*;*?*E*O*U*[*c*i*k*m*o*u*w*y*************************+
++G+I+K+M+W+]+c+k+q+w+{+++++++++++++++++++++++++,,	,,,,,!,#,),/,1,7,C,G,K,M,Q,W,],c,i,q,s,y,,,,,,,,,,,,,,,,,,,,,-
-----%-+---3-9-?-E-K-Q-W-]-c-i-k-q-w-y----------------------------..
......!.#.).+./.;.?.K.M.O.U.W.Y.].y.}..........................//
////!/1/3/5/7/=/A/I/K/Y/]/_/g/i/q/u///////////////00k0m0o0q0u0w0000000113151111111111a2c2e2g2w2y22222222222222222222]3a3i3k3q3s3u3w33333344/4K4S4c4i4o4y44444444444445
55555!5'5-53595?5E5I5O5W5]5c5g5m5u5w5y5}5555555555555555555555555555555555555666	66
66666666#6)6+6/616365696=6I6M6Q6S6Y6[6a6e6i6m6q6u6y6}6666666666666666666666666          
 	   
     4 # W % X 5 Y 7 Z 8 [ : ] ; _ = ` > a @ b A c C l D u F | G  I  J  L  M  O  P  R  S  U  V X Y [ !\ -^ 1_ 5a <b Cd Ke Sg Yh _j gk om sn wp }q s t v w y z | }                  & 1 C U k       - M m t {                 . M O Q R S T U X  i   +   i   +   JF  9   TF  >   JF  9   TF  >   
K     K     
K     K     &M     2M     =M     &M     2M     =M     VT  >   [T     dT     qT    vT    T  
  T    T    T    T  "  T  (  T  .   U  4  U  :  )U  @  5U  F  IU  L  XU  R  kU  X  Q=  ^  1=  d  U  j  U  p  U  p  U     U  >   U  t  U  p  
V  p  V  z  1V    VV  >   qV     V    V    VT  >   [T     dT     qT    vT    T  
  T    T    T    T  "  T  (  T  .   U  4  U  :  )U  @  5U  F  IU  L  XU  R  kU  X  Q=  ^  1=  d  U  j  U  p  U  p  U     U  >   U  t  U  p  
V  p  V  z  1V    VV  >   qV     V    V    Z  4  Z  4  _     _     _     _  >   _     _  >   `  >   `  >   a     a     c  >   c     c      d     d    -d     Gd    Rd    ]d    c  >   c     c      d     d    -d     Gd    Rd    ]d    f  p  f  p  f     f    f  p  f  p  g  p  f  p  f  p  f     f    f  p  f  p  g  p  [T     *n     4n     <n     Pn     ^n     on     }n    n    n     n     n     n     n     o     o    .o     Ao     No     _o    ko    uo    o     o    o    o     o     [T     *n     4n     <n     Pn     ^n     on     }n    n    n     n     n     n     n     o     o    .o     Ao     No     _o    ko    uo    o     o    o    o     o     _o    r    r     r     r     r    r     VT  >   r     r     r     r    s     _o    r    r     r     r     r    r     VT  >   r     r     r     r    s     x     x     x     *x     4x  >   =x  >   Jx  >   Vx     cx     yx     x     x     x     x     x     x    x     y    x     x     x     *x     4x  >   =x  >   Jx  >   Vx     cx     yx     x     x     x     x     x     x    x     y    x     x     VT  >   ;     r     r     VT  >   ;     r     r     o     V    {     o                >        ́          o     V    {     o                >        ́          o      H              o               ́            >            o      H              o               ́            >            o              	     o              	     o     [    c          u               o     [    c          u               o         c          u               |     o         c          u               |     o          6         u     M     o          6         u     M     o     v                           u     o     v                           u     o               <     o               <     o                            o                            o     
     o     
                         3     <     U     d     t     ~                                   3     <     U     d     t     ~               $     4    D    T          ^     o          $     4    D    T          ^     o               ,  >   o                   ,  >   o              r     h    r     h         r          r               Ζ    ۖ         VT  >                 Ζ    ۖ         VT  >       ,     ,     VT  >                 r     r              ј  r  VT  >                 r     r              ј  r  s     |                    ƛ     ћ     s     |                    ƛ     ћ                                   Ƥ     ֤                                1    E    ^     m    }       >   r                         Ƥ     ֤                                1    E    ^     m    }       >   r               ܦ          Ƥ     ֤      >   r          D     s              ܦ          Ƥ     ֤      >   r          D     s                         
        %    :     K    V     u  >          >        Ϋ  >          >                             
        %    :     K    V     u  >          >        Ϋ  >          >                            կ               
            >   2     D     U  >   f     ~                >     >          >                            կ               
            >   2     D     U  >   f     ~                >     >          >                            
       >   2     D     U  >   f     ~                >     >          >                            
       >   2     D     U  >   f     ~                >     >          >                       Z     p                   ̷     
     ݷ       >   2     D     U  >   f     ~                >     >        	         4    J     c     {             ̸                    $  >   2            >                       Z     p                   ̷     
     ݷ       >   2     D     U  >   f     ~                >     >        	         4    J     c     {             ̸                    $  >   2            >                       A    K    S          q                     >   о               2     D     U  >   f     ~                >          >   )            >                       A    K    S          q                     >   о               2     D     U  >   f     ~                >          >   )            >                         >   
                           
     !    =    Y     l    ~                            <     Z                           *            >                         >   
                           
     !    =    Y     l    ~                            <     Z                           *            >                         >          >                         >          >                                 5      >   T     |                 >                                 5      >   T     |                 >                                      
     /     T     a     
     /     T     a                        %    .     ;     Q    Y     e     z     p                                                           %    .     ;     Q    Y     e     z     p                                                -     7             -     7     o                  o                  o     1        
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   C
   H
   >
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   H
  c          	      
                 5  4  6  A  G  F  H  S!  W#  X%  Y'  Z)  [+  \-  ]/  ^1  b3  c5  d7  e9  f;  g=  i?  mA  nC  oE  pG  qI  sK  tM  vO  wQ  yS  zU  W  Y  [  [  ]  _  a  a  c  e  g  i  k  m  o  q  s  u  w  y  {  }                                                      R  k                          
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 u
 v w x y z { | } ~         ! # # % ' ) + - - / / 1 1 3 3 5 5 7 7 9 9 ; ; = ? A A C C E E G G I I K K M M O O Q Q S S U W Y Y [ ] _ a c c e e g g i i k k m m o o  q q s s u u w w y y 	{ 
{ } } 
           !   # " $ % ' & ( ) * + , - 4 6 5 7 8 9 : ; < > ? @ A C B E D F G H I J K L M N O P Q R S ` a d e f g h i j k l m o p q r s t u v w x y z { | } ~                                   	 	 
  
 

                 . / 0! 1! 3# 2# 4% 5% 6' 7' 8) 9) :+ ;+ <- =- >/ ?/ @1 A1 B3 C3 D5 E5 F7 G7 H9 I9 J; K; M= L= Y? Z? [A \A ^C _C `E aE bG cG dI eI fK gK hM iM jO kO lQ mQ nS oS qU pU }W ~W Y Y [ [ ] ] _ _ a a c c e e g g i i k k m m o o q q s s u u w w y y { { } }                                      	 
   
           ! # $ % & ' ( 3 4 5 6 8 7 9 : ; < = > ? @ A B C D M N O P R S T U V W X Y Z [ \ ] f g h i j k l m n o p q z { | } ~                              	 	   
 
               ! # % ' ' ) ) + + - - / / 
1 3 5 7 9 ; = ? ? A A C C E E G G  I !I "K #K $M %M /O 0O 1Q 2Q 3S 4S 5U 6U 7W 8W 9Y :Y ;[ <[ =] >] G_ H_ Ia Ja Kc Lc Me Ne Og Pg ]i ^i _k `k am bm co do eq fq rs ss tu uu yw zw {y |y { { } }                                                                     	 
    
        ! " # $ % & ' ( 4 5 G H                               	  
                  ! ! # # % % ' ' ) ) + + - - / 1 3 5 7 7 9 9 ; ; = =  	? 	A 	C 	C 	E 	E 	G 	G 	I 		I 
	K 	K 	M 	M 	O 	O 	Q 	Q 	S 	S 	U 	W 	Y 	Y 	[  	[ !	] "	] #	_ $	_ %	a &	a -	c .	c /	e 0	e 1	g 2	g 3	i 4	i 5	k 6	k 7	m 8	m 9	o :	o ;	q <	q =	s >	s ?	u @	u A	w B	w C	y D	y E	{ F	{ G	} H	} I	 J	 K	 L	 M	 N	 O	 P	 R	 S	 T	 U	 V	 W	 X	 Y	 Z	 [	 \	 ]	 ^	 _	 `	 a	 b	 c	 d	 e	 f	 g	 h	 i	 j	 k	 l	 m	 n	 o	 p	 q	 s	 r	 u	 t	 v	 w	 y	 x	 z	 {	 |	 }	 ~	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 	 		 		 	 	 	
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         ! 	! 
# % % 
' ' ) ) + + - - / / 1 1 3 3 5 5 7  7 !9 "9 .; /; 0= 1= 2? 3? 4A 5A 6C 7C 8E 9E :G ;G <I =I >K ?K @M AM BO CO DQ EQ FS GS HU IU JW KW LY MY N[ O[ P] Q] R_ S_ Ta Ua ^c _c `e ae bg cg di ei fk gk hm im jo ko lq mq ns os pu qu rw sw ty uy v{ w{ x} y} z { ~                                                                   	 
   
          U V W X Y Z [ \ ] ^ _ ` a b c d e f g h i j k l o n p q s r t u v w x y { z | } ~               	 	   
 
                  ! ! # # % % ' ' ) ) + + - - / / 1 1 3 3 5 5 7 7 9 9 ; ; = = ? ? A A C C E E G G I I K K M M O  
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 L M N O P Q R S Z [ \ ] ^ _ ` a g h j i l k n m p o r q t s u v w x z y { | ~ }                                                           	 	   
 
                   ! ! # # %  % ' ' ) ) + + - - 	/ 
/ 1 1 
3 3 5 5 7 7 9 9 ; ; = = ? ? A A C C  E E "G !G $I #I &K %K (M 'M )O *O +Q ,Q -S .S /U 0U 1W 2W EY F[ H] I] J_ K_ La Ma Nc Oc Pe Qe Rg Sg Ti Ui Vk Wk Xm Ym Zo [o \q ]q ^s _s `u au bw cw dy ey g{ f{ i} h} k j m l o n q p s r u t w v x y z { | } ~                 	     z { |                 
                
           "  $  &  (  *  ,   .  "0  $2  &4  (6  *8  ,:  .<  0>  2@  4B  6D  8F  :H  <J  >L  @N  BP  DR  FT  HV  JX  LZ  N\  P^  R`  Tb  Vd  Xf  Zh  \j  ^l  `n  bp  dr  ft  hv  jx  lz  n|  p~  r  t  v  x  z  |  ~                                                                                                       
 .
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  L 0 2 4 6 8 : < > @ B D F H J . N P R T V X Z \ ^ ` b d f h j l n p r t v x z | ~       
             " $ & ( *                          " $  & ( * , .
 0 L8 H4 J6 F2 N: P< R> T@ VB l\ jZ hX n^ p` rb td" v" x" z" |" ~" " % % % % % % % % % % % % % % % % % % % % % % % % ( ( ( 
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 @ B D F H J L N P R T  V" X$ Z& \( ^* `, b. d0 f2  j l n p r t v x z | ~      h                       8 (
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 B D F H J L N P R T V  & d \ ^ ` b Z f h j l n p r t v x z | ~                  ` L N P R T V X Z \ ^  J b d f h
 j l n p r t v x z | ~  " $ & ( * , . 0 2 4 6 8 : < > @ B D F             
             " $ & ( * , . 0 2 4 6 8 : < > l B D F H J L N P R T V X Z \  ^ ` b d f 
h j @ n p r t v x z |  ~ " $ & ( * , . 0 2 4 6 8 : < > @ B D F H J L N P R T V X Z \ ^ ` b d f h j l n p r t v x z | ~             " $ & ( * , . 0 2 4 6 8 : < > @ B D F H J L N P R T V X Z \ ^ ` b d f h j l n p r t v x z | ~             
                                                 
          
    " $ & ( * , . 0 2  4" 6$ 8& :( <* >, @. B0 D2 F4 H6 J8 L: N< P> R@ TB VD XF ZH \J ^L `N bP dR fT hV jX lZ n\ p^ r` tb vd xf zh |j ~l n p r t v x z | ~                                     ^ B D F H  J L N P R
 T V X Z \ @ ` b d f h  j" l$ n& p( r* t, v. x0 z2 |4 ~6 8 : <                        j D F H J L N P R T V X Z \  ^ ` b d f
 h B l n p r t v x z |  ~" $ & ( * , . 0 2 4 6 8 : < >                                              
             " $ & ( * , .  0 2 4 6 8 
: < > @ B D F H J L N  P "R $T &V (X *Z ,\ .^ 0` 2b 4d 6f 8h :j <l >n @p Br Dt Fv Hx Jz L| N~ P R T V X Z \ ^ ` b vd xf zh |j ~l n p r                  F 2 4 6 8 : < > @ B D 0 H J L N P R T V X Z \ ^ ` b  d f h j l
 n p r t v x z | ~    " $ & ( * ,                         x             
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r CWLoadCaseManagerClass ICWMassPropertiesManager CWMassPropertiesManager CWMassPropertiesManagerClass swsImportStudyFeaturesErrorCode_e swsImportStudyFeaturesFilterType_e swsMassUnits_e swsProbePostResultOption_e swsProbePostResultNodeElementSelectionWarning_e swsProbePostResultErrorCode_e swsMultipleContactsEditErrorCode_e swsRunStudiesResultsErrorCode_e swsRunStudiesRunMeshOptionErrorCode_e swsRunStudiesRunMeshOptions_e swsRunStudiesStatusCode_e swsRunStudiesErrorCode_e swsNameViewOrientation_e swsTrendTrackerErrorCode_e swsEdgeWeldCreationErrorCode_e swsResultEnvelopeBoundary swsRefDispType_e swsDeformType_e swsDisplayOption_e swsResultPlotErrorCode_e swsPlotSettingsErrorCode_e swsResultPlotDelete_ErrorCode_e swsResultPlotColorOption_ErrorCode_e swsBearingLoadEndEditError_e swsTimeCurveError_e swsUnit_e swsBoltConnectorEndEditError_e swsConnectorConnectionType_e swsStrainEnergyDensityUnit_e swsStrainEnergyUnit_e swsLinearUnit_e swsVelocityUnit_e swsAngularVelocityUnit_e swsAccelerationUnit_e swsAngularAccelerationUnit_e swsPhaseAngleUnit_e swsFrequencyUnit_e swsMomentUnit_e swsRotationUnit_e swsBoltType_e swsBoltMaterialSource_e swsBoltMaterialType_e swsPreloadForce_e swsSymmetricalBoltType_e swsTensileStressAreaUnit_e swsThreadsPerLengthUnit_e swsTemperatureUnit_e swsSolverType_e swsCentrifugalForceEndEditError_e swsUnitSystem_e swsContactComponentEndEditError_e swsContactType_e swsMeshCompatibility_e swsSuppressionState_e swsContactSetTypeStaticNonLinear_e swsContactSetTypeThermal_e swsLoadsAndRestraintsType_e swsContactSetEndEditError_e swsGapType_e swsNoPenetrationOption_e swsShrinkFitOption_e swsResistanceType_e swsWallType_e swsConvectionEndEditError_e swsTemperatureCurveError_e swsElasticConnectorEndEditError_e swsStiffnessType_e swsForceEndEditError_e swsForceType_e swsForceUnit_e swsFrequencyStudyOption_e swsGravityEndEditError_e swsHeatFluxEndEditError_e swsHeatPowerEndEditError_e swsLinkConnectorEndEditError_e swsLoadsAndRestraintsManagerBearingLoadError_e swsBoltConnectorError_e swsCentrifugalForceError_e swsConvectionError_e swsElasticConnectorError_e swsForceError_e swsGravityError_e swsHeatFluxError_e swsHeatPowerError_e swsLinkConnectorError_e swsPinConnectorError_e swsPressureType_e swsPressureError_e swsRadiationType_e swsRadiationError_e swsRestraintType_e swsRigidConnectorError_e swsSpotWeldConnectorError_e swsSpringConnectorType_e swsSpringConnectorError_e swsTemperatureError_e swsLoadsAndRestraintsError_e swsMaterialTemperature_e swsMaterialFatigueSNCurveError_e swsMaterialDataCurveError_e swsMaterialReferencePlaneError_e swsMaterialStressStrainCurveError_e swsMaterialTemperatureCurveForPropertyError_e swsMaterialModelType_e swsMaterialSNCurveSource_e swsNForceType_e swsMaterialSource_e swsMeshControlError_e swsMeshFlipShellError_e swsMeshElementNodeLocation_e swsMeshShellNormal_e swsMesherType_e swsMeshState_e swsMeshType_e swsMeshQuality_e swsMeshControlWeightFactor_e swsPinConnectorEndEditError_e swsStrengthUnit_e swsPressureEndEditError_e swsRadiationEndEditError_e swsRadiationOpenSystem_e swsResultsError_e swsResultsRotationalDisplacementUnit_e swsRigidConnectorEndEditError_e swsMaterialErrorWarning_e swsShellEndEditError_e swsShellFormulation_e swsShellManagerError_e swsSpotWeldConnectorEndEditError_e swsSpringType_e swsSpringSubType_e swsSpringConnectorEndEditError_e swsPreLoadForceType_e swsStudyMeshError_e swsRunAnalysisError_e swsNonLinearStudyOptionsError_e swsAnalysisStudyType_e swsDynamicAnalysisSubType_e swsNonlinearAnalysisSubType_e swsFatigueStudySubOption_e swsStudyError_e swsTemperatureEndEditError_e swsTemperatureType_e swsThermalRelaxationFactor_e swsThermalSolutionType_e swsRestraintEndEditError_e swsRestraintError_e swsCoordinateType_e swsContactSetError_e swsBeamStressComponent_e swsCreateAnalysisDatabaseError_e swsConnectAnalysisDatabaseError_e swsBeamType_e swsBeamBodyManualConnectionType_e swsBeamBodyConnectionType_e swsBeamForceType_e swsBeamStressType_e swsSelectionType_e swsPinballUnit_e swsBeamNonUniformLoadDef_e swsBeamNonUniformLoadType_e swsTableDrivenInterpolationType_e swsTableDrivenDistOption_e swsNonLinearOptionControlMethodType_e swsNonLinearOptionIterativeMethodType_e swsNonLinearOptionIntegrationMethodType_e swsShellOffsetOption_e swsBaseExcitationType_e swsDynamicInitialConditionType_e swsRemoteLoadType_e swsRemoteLoadConnectionType_e swsRemoteLoadCheckCode_e swsRemoteLoadWeightingFactor_e swsBaseExcitationEndEditError_e swsDropTestSetUpError_e swsRemoteLoadEndEditError_e swsDistributedMassError_e swsDynamicInitialConditionError_e swsPVResultCombinationError_e swsSetDampingRatiosError_e swsShellFace_e swsPVResultCombinationType_e swsDampingType_e swsSaveResultsOption_e swsResultsDisplacementAndVelocityOption_e swsResultOptionsSensorOption_e swsIncompatibleBondingOption_e swsTimeIntegrationMethod_e swsInterpolationType_e swsRandomVibrationCorrelationOption_e swsRandomVibrationAnalysisMethod_e swsGaussIntegrationOrder_e swsModeCombinationMethod_e swsEnvelopePlotType_e swsDropType_e swsDropHeightType_e swsDropTargetOrientationType_e swsDropTargetStiffnessType_e swsFatigueLoadingType_e swsFatigueCalculations_e swsFatiguePlotType_e swsFatigueEventInteraction_e swsFatigueAlternatingStressOption_e swsFatigueMeanStressCorrectionType_e swsFatigueLoadHistoryCurveType_e swsFatigueCalculationsOption_e swsFatigueEventEndEditError_e swsFOS_NonCompositeCriterion_e swsFOS_CompositeCriterion_e swsFOS_ShellFaceOption_e swsFOS_NormalShellFaceOption_e swsFOS_DistributionOpt_e swsFOS_ErrorCode_e swsStudyExportError_e swsStudyExportOption_e swsCosmosExportOption_e swsNastranExportOption_e swsNastranExportUnit_e swsGeoStarExportUnit_e swsIsoClippingErrorCode_e swsSaveeDrawingsErrorCode_e swsUserPreferenceIntegerValue_e swsUserPreferenceDoubleValue_e swsUserPreferenceToggle_e swsUserPreferenceStringValue_e swsReportFolderValue_e swsResultFolderValue_e swsColorChartPositionValue_e swsColorChartWidthOptionValue_e swsColorChartNumberFormatOptionValue_e swsColorNumberFormatUseDiffNumberFormatOptionValue_e swsColorChartOptionLegendTypeValue_e swsDefaultStaticResultTypes_e swsAddDefaultStaticStudyPlotResultError_e swsAddDefaultThermalStudyPlotResultError_e swsAddDefaultFatigueStudyPlotResultError_e swsAddDefaultNonLinearStudyPlotResultError_e swsAddDefaultDropTestStudyPlotResultError_e swsAddDefaultFrequencyOrBucklingStudyPlotResultError_e swsAddDefaultOptimizationDesignStudyPlotResultError_e swsFatigueStudyResultType_e swsDropTestStudyResultType_e swsOptimizationStudyResultType_e swsNonlinearStudyResultTypes_e swsPlotShowExcludedBodiesOptionValue_e swsPlotShowHiddenBodiesOptionValue_e swsPlotFringeSettingsOptionValue_e swsPlotBoundarySettingsOptionValue_e swsPlotDeformedShapeOptionValue_e swsPlotDeformedShapeOptionScaleFactorContactValue_e swsPlotDeformedShapeOptionScaleFactorLargeDispValue_e swsPlotDeformedShapeOptionScaleFactorOtherValue_e swsPlotDeformedShapeOptionSuperImposeValue_e swsWeldResultErrorCode_e swsFosPlotErrorCode_e swsWindowsBasicColors_e swsSimulationOptionDefaultPlotsBoundaryColorInRGBBoundaryOption_e swsFactorOfSafetyStressLimitOption_e swsEdgeWeldConnectorTypes_e swsEdgeWeldSolverCode_e swsElectrodeMaterialTypes_e swsWeldStrengthUnits_e swsEstimatedWeldSizeUnits_e swsEdgeWeldConnectorSafetyFactorLiftOption_e swsMeshCopyErrorCode_e swsFatigueComponent_e swsAccelerationComponent_e swsVelocityComponent_e swsStaticResultNodalStressComponentTypes_e swsStaticResultElementalStressComponentTypes_e swsStaticResultDisplacementComponentTypes_e swsFrequencyBucklingResultDisplacementComponentTypes_e swsStaticResultNodalStrainComponentTypes_e swsStaticResultElementalStrainComponentTypes_e swsThermalResultComponentTypes_e swsDisplacementComponent_e swsStrainComponent_e swsStressComponent_e swsThermalComponent_e swsDeleteStudyPlotsResultTypes_e swsSimulationOptionDefaultPlotsBoundaryColorInRGBError_e swsGenerateReportError_e swsDuplicateStudyError_e swsWeakMaterial_e swsPlotResultTypes_e swsCompositeShellOptionsError_e swsCompositeShellOptionsMappingType_e swsExportSmoothedMeshOption_e swsExportSmoothedMeshError_e swsCreateDeformedBodyOption_e swsCreateDeformedBodyAdvancedOption_e swsCreateDeformedBodyFailedSewOption_e swsCreateDeformedBodyError_e swsCopyItemsError_e swsMeshQueryErrorCode_e swsLoadCaseManagerError_e swsDistributedSimulationError_e swsTimeUnits_e swsFatigueRandomVibrationComputationalMethod_e swsPressureUnit_e swsThermalOption_e swsReferencePressureOption_e swsContactSuppressUnsuppressError_e swsMeshControlMeshingError_e swsBearingLoadDistributionType_e swsPressureReferenceGeometryPlanarType_e swsPressureReferenceGeometryCylindricalType_e swsPressureReferenceGeometryReferenceAxisType_e swsPressureReferenceGeometryEdgeType_e swsCyclicRestraintError_e swsSimMassPropertiesError_e swsRunStressHotSpotDiagnosticsError_e swsStressHotSpotPlotError_e swsStressHotSpotResultsRestoreOptions_e swsSimAdaptiveMethodType_e swsSimulationElementTypes_e swsNodalResultsOfElementError_e swsTopologyPreservedRegionOption_e swsTopologyPreservedContactConnectorOption_e swsTopologyIterationOption_e swsTopologyActivationOption_e swsTopologyStudyGoalType_e swsTopologyStudyConstraintType_e swsTopologyStudyDisplacementComponentType_e swsTopologyStudyMassConstraintOption_e swsTopologyStudyDisplacementConstraintLocationOption_e swsTopologyStudyConstraintValuationOption_e swsTopologyStudyDisplacementConstraintValuationOption_e swsTopologyStudyStressConstraintValuationOption_e swsTopologyStudyDisplacementCoordinateSysOption_e swsTopologyStudyConstraintComparator_e swsTopologyStudyStressComponentType_e swsTopologyStudyFactorOfSafetyComponentType_e swsTopologyStudyError_e swsTopologyStudy_MinMaxDisplacementGoalErrors_e swsTopologyStudy_MassConstraintErrors_e swsTopologyStudy_DisplacementConstraintErrors_e swsTopologyStudy_StressConstraintErrors_e swsTopologyStudy_FOSConstraintErrors_e swsTopologyStudy_FrequencyConstraintErrors_e swsTopologyStudy_DemoldControlErrors_e swsTopologyStudy_SymmetryControlErrors_e swsTopologyStudy_ThicknessControlErrors_e swsTopologyStudy_PreservedRegionErrors_e swsTopologyDemoldDirectionOption_e swsTopologySymmetryControlOption_e swsResultStressLinearizationErrors_e mscorlib ImportedFromTypeLibAttribute System.Runtime.InteropServices TypeLibVersionAttribute GuidAttribute TypeLibTypeAttribute TypeLibTypeFlags Object System ClassInterfaceAttribute ClassInterfaceType CoClassAttribute Type DispIdAttribute TypeLibFuncAttribute TypeLibFuncFlags MarshalAsAttribute UnmanagedType Enum NewStudy AppUpdate EditDefineMaterial EditDefineMaterialUpdate CreateMesh StudyUpdate RunAnalysis DefineShellBySelectedSurfaces ShellUpdate DefineMeshControl DefineGlobalContact ContactUpdate DefineContactSet DropTestSetup DropTestSetUpdate DropTestResultOptions DropTestResultOptionsUpdate LoadsAndRestraintsUpdate DefineRestraints DefinePressures DefineForces DefineGravity DefineCentriFugal DefineRemoteLoads DefineRigidConnections DefineBearingLoads LoadsAndRestraintsUpdate2 DefineTemperature ResultToolsDesignCheck StaticPostResultsUpdate PlotStress PlotDisplacement PlotStrain PlotThermal CommonPostResultsUpdate CommonPostResultsUpdate2 ThermPostResultsUpdate ReportTemplate ResultToolsAnimate PostResultsUpdateAnimate ResultToolsClipping PostResultsUpdateClippingSec ResultToolsClippingIso PostResultsUpdateClippingIso ResultToolsSettings PostResultsUpdateSettings ResultToolsProbe PostResultsUpdateProbe ResultToolsListSelected PostResultsUpdateListSelected ResultToolsSaveAs ToggleDisplay TogglePostMode PostResultsUpdatePostMode DefineConvection DefineHeatPower DefineHeatFlux DefineRadiation ThermalStudyLoadsAndRestraintsUpdate ResultToolsReactionForce ResultToolsContactForce ResultToolsPinForce CommonPostResultsUpdate3 ListModeShape FreqPostResultsUpdate DefineResponseGraph NonlinearPostResultsUpdate Parameters EditDefineDesignScenario UpdateDesignScenario RunDesidnScenario DesignResultShowSummary UpdateDesignResult DefineDesignResultGraph DefineOptObjective DefineOptDesignVar DefineOptConstraint OptimizationStudyUpdate OptDesignCycleResults OptDesignHistoryGraph OptLocalTrendGraph ChangeFatigueEventType AddFatigueEvent FatigueStudyUpdate FatigueDefinePlot FatigueList FatiguePlotUpdate TemperatureUpdate StudyRunUpdate PostResultsUpdate appCallbackFunction cmd data dsp AutomatedTest ArgList RunCosworksBackOffice LoadsAndRestraintsUpdate3 MeshControlUpdate CommonPostResultsUpdateBeam CommonPostResultsUpdateBeam2 ReportUpdate get_CosmosWorks TrendTracker TrendTrackerUpdate SetBaseLine SetBaselineUpdate AddTrackedDataGraph AddTrackedDataGraphUpdate AddUniformBaseExcitation AddUniformBaseExcitationUpdate AddSelectBaseExcitation AddSelectBaseExcitationUpdate AddInitialCondition AddInitialConditionUpdate AddGlobalDamping AddGlobalDampingUpdate ToggleDeformMode PostResultsUpdateDeformMode PostResultCompareIn4Viewports PostResultCompareIn4ViewportsUpdate HelpErrCallback mainProduct helpFile helpTopic topicFile ContactSetUpdate CommonPostResultsUpdateBeamReactionForce .ctor get_ActiveDoc get_VersionNumber ActiveDoc VersionNumber get_StudyManager get_DefaultUnitSystem set_DefaultUnitSystem DefaultUnit AddDefaultStaticStudyPlot NResultType NResultComponent AddDefaultThermalStudyPlot BTransient AddDefaultDropTestStudyPlot AddDefaultFatigueStudyPlot AddDefaultNonLinearStudyPlot GetSimulationOptionToggle NUserPreferenceValue SetSimulationOptionToggle BValue GetSimulationOptionIntegerValue UserPreferenceValue SetSimulationOptionIntegerValue Value AddDefaultFrequencyOrBucklingStudyPlot BAllModeShapes NDefMaxModeShapeValue BDisplacement NDisplacementValue AddDefaultOptimizationStudyPlot NOptimizationResultType SetSimulationOptionStringValue StringVal GetSimulationOptionStringValue SetSimulationOptionDoubleValue DVal GetSimulationOptionDoubleValue SetSimulationOptionDefaultPlotsBoundaryColorInRGB NBoundaryOption NRed NGreen NBlue GetSimulationOptionDefaultPlotsBoundaryColorInRGB ErrorCode DeleteDefaultStaticStudyPlot DeleteAllDefaultStaticStudyPlots DeleteDefaultThermalStudyPlot DeleteAllDefaultThermalStudyPlots DeleteDefaultDropTestStudyPlot DeleteAllDefaultDropTestStudyPlots DeleteDefaultFatigueStudyPlot DeleteAllDefaultFatigueStudyPlots DeleteDefaultNonLinearStudyPlot DeleteAllDefaultNonLinearStudyPlots StudyManager DefaultUnitSystem set_ActiveStudy StudyIndex get_ActiveStudy get_StudyCount CreateNewStudy SName NAnalysisType NMeshType Errors GetStudy NIndex DeleteStudy StudyName CreateNewStudy2 CreateNewStudy3 NStudySubOptions RenameStudyFromID RenameStudyFromName SOldName SNewName DuplicateStudy SConfiguration NNLDynamic RunSpecifiedStudyByName RunAllStudies get_RunSpecifiedStudyOptions SetDistributedSimulation BNetSim ManageDistributedSimulation BOffLoad ComputerNames ConvertStudy NSrcStudyType NTargetStudyType NTargetStudySubType ActiveStudy StudyCount RunSpecifiedStudyOptions get_Name get_MeshType get_AnalysisType get_Mesh get_SolidManager get_ShellManager get_ContactManager get_LoadsAndRestraintsManager NUnits DElementSize DTolerance UpdateAllComponents get_ThermalStudyOptions get_Results get_FrequencyStudyOptions get_BucklingStudyOptions get_StaticStudyOptions get_NonLinearStudyOptions SetNonLinearStudyOptions NonLinearOption get_BeamManager CreateAnalysisDatabase sResultPathName sDataBaseName ConnectAnalysisDatabase SetResultCombinationSetup NOption NItems MultiplicationFactors StudyNames get_DynamicStudyOptions get_DampingOptions get_StudyResultOptions get_DropTestStudyOptions get_DropTestResultOptions AddDropTestSetup EntityForGravity get_DropTestSetup get_FatigueStudyOptions SetFatigueResultOptions NFatigueCalculationsOption DispArray set_ShowOrHideFixtures set_ShowOrHideForce ExportSimulationStudy SLocationPath SFileName NFormat NNodeOffset NElementOffset NUnit get_DynamicAnalysisSubType get_ConfigurationName CopyMeshFromStudy SStudyName GenerateReport SReportPath SDocName BShowOnPublish ActivateConfiguration MeshAndRun CreateTrendTracker DeleteTrendTracker get_LoadCaseManager get_IsSimulationDistributable get_OffLoad set_OffLoad GetClusterComputers SetClusterComputers get_MultipleContactSetsEditManager get_MultipleComponentContactsEditManager CreateMeshForMeshControl SMeshControlName GetMassPropertiesManager GetTimeTakenForInputPhase GetTotalSolutionTime GetTimeTakenForGapIterationsAndContactOperations GetTimeTakenForInputDataTransferFromDatabase get_SwxDRDOneClickWorkflowInfo set_SwxDRDOneClickWorkflowInfo SInfo get_NonlinearAnalysisSubType ImportStudyFeatures SComponent SStudy SConfig NFilter BPropagate CreateImportedResultsPlot SExternalResultFile SLegendTitle BValueByElem get_TopologyStudyManager get_TopologyStudyOptions Name MeshType AnalysisType Mesh SolidManager ShellManager ContactManager LoadsAndRestraintsManager ThermalStudyOptions Results FrequencyStudyOptions BucklingStudyOptions StaticStudyOptions NonLinearStudyOptions BeamManager DynamicStudyOptions DampingOptions StudyResultOptions DropTestStudyOptions FatigueStudyOptions ShowOrHideFixtures ShowOrHideForce DynamicAnalysisSubType ConfigurationName LoadCaseManager IsSimulationDistributable OffLoad MultipleContactSetsEditManager MultipleComponentContactsEditManager SwxDRDOneClickWorkflowInfo NonlinearAnalysisSubType TopologyStudyManager TopologyStudyOptions BeginEdit EndEdit SetComponent NDispComponent SetCoordinateSystemPreference NCSPreference SetCoordinateSystem DispatchCS SetVertices VerticesDispArray RemoveAllVertices RemoveCoordinateSys SetMassPreference NPreference SetValue DValue SetUnit GetName SetName NComponent SetComparator NComparator SetLocationPreference NLocationPreference SetVertex DispVertex RemoveVertex SetValuationPreference NValuationOption SetModeTrackingFlag BFlag SetFrequencyData VarModeShapes VarComparators VarFrequencyValues ClearFrequencyData CreateGoal NGoalType CreateMassConstraint CreateDisplacementConstraint RemoveConstraint SConstraintName GetMassConstraint GetDisplacementConstraint get_MinimizeMaximumDisplacementGoal CreateThicknessControl CreatePreservedRegionControl CreateDemoldControl CreateSymmetryControl RemoveControl SControlName GetThicknessControl GetPreservedRegionControl GetDemoldControl GetSymmetryControl CreateStressConstraint CreateFactorOfSafetyConstraint GetStressConstraint GetFactorOfSafetyConstraint CreateFrequencyConstraint GetFrequencyConstraint MinimizeMaximumDisplacementGoal SetStaticStudyPreRun NPreRun SetPreservedRegionSetting NPreservedRegionSetting SetPreservedContactConnectorSetting NPreservedContactConnectorSetting SetMinMaxFormulationForLoadCases NMinMaxFormulationForLoadCases SetConvergenceCheck NConvergenceCheck SetIterationOption NIterationOption SetIterationLimit NIterationLimit SelectFaces ArraySelFaces SetIncludeRegionDepth SetAreaDepth DDepth SetAreaDepthUnit RemoveAllSelections SetMinimumMemberThickness DThickness SetMinimumMemberThicknessUnit SetIncludeMaxMemberThickness SetMaxMemberThickness SetMaxMemberThicknessUnit SetIncludeMinMemberThickness SelectDemoldDirection NDir SetAutoDetermineCentralMidPlane SelectPlaneForDirection PlaneDisp SelectEdgeForPullDirection EdgeDisp SetReverseDirection ClearPlaneSelection ClearEdgeSelection SelectSymmetryType NType SelectFirstSymmetryPlane SelectSecondSymmetryPlane SelectThirdSymmetryPlane ClearSelPlanes get_ComponentCount GetComponentAt SetLibraryMaterialToSelectedEntities SLibName SMaterialName SetFavLibraryMaterialToSelectedEntities SFavLibName SFavMaterialName GetSolidBodyByName SBodyName SetLibraryMaterialToAllBodiesByCompName SCompName SetFavLibraryMaterialToAllBodiesByCompName ComponentCount get_SolidBodyCount get_ComponentName GetSolidBodyAt SolidBodyCount ComponentName get_SolidBodyName GetDefaultMaterial GetSolidBodyMaterial SetSolidBodyMaterial RetVal SetLibraryMaterial SLibWithPathName ConvertToBeamBody SetFavMaterial NFav SetMeshQuality NMeshQuality SolidBodyName get_BeamCount GetBeamBodyAt GetJointGroup GetBeamBodyByName SBeamBodyName BeamCount get_BeamBodyName get_BeamType set_BeamType get_BeamEnd1ConnectionType set_BeamEnd1ConnectionType get_BeamEnd2ConnectionType set_BeamEnd2ConnectionType GetBeamBodyMaterial SetBeamBodyMaterial SetManualEnd1ConnectionType BHingeIstDir BHinge2ndDir BHingeAlongBeam BSlide1stDir BSlide2ndDir BSlideAlongBeam GetManualEnd1ConnectionType SetManualEnd2ConnectionType GetManualEnd2ConnectionType BeamBeginEdit BeamEndEdit ConvertToSolidBody get_BeamTorsionalConstant set_BeamTorsionalConstant Mdj get_BeamTorsionalConstantUnit set_BeamTorsionalConstantUnit get_BeamShearY set_BeamShearY ShearY get_BeamShearZ set_BeamShearZ ShearZ get_BeamDistForMaxShearStress set_BeamDistForMaxShearStress DistOfMaxShear BeamBodyName BeamType BeamEnd1ConnectionType BeamEnd2ConnectionType BeamTorsionalConstant BeamTorsionalConstantUnit BeamShearY BeamShearZ BeamDistForMaxShearStress get_IncludeAllSelectedBeam set_IncludeAllSelectedBeam BYesNo get_IncludeUserSelectedBeam set_IncludeUserSelectedBeam get_PinBallRadiusUnit set_PinBallRadiusUnit get_PinBallRadius set_PinBallRadius DType get_IncludeDisplayNeutralAxis set_IncludeDisplayNeutralAxis get_IncludeKeepModifiedJointOnUpdate set_IncludeKeepModifiedJointOnUpdate set_IncludeTreatAsJointForClearanceLessThan get_IncludeTreatAsJointForClearanceLessThan CalculateJoints DeleteJoint Disp InsertBeamEntity DispEntity RemoveBeamEntityAt JointsBeginEdit JointsEndEdit IncludeAllSelectedBeam IncludeUserSelectedBeam PinBallRadiusUnit PinBallRadius IncludeDisplayNeutralAxis IncludeKeepModifiedJointOnUpdate IncludeTreatAsJointForClearanceLessThan get_MeshState get_Quality set_Quality NQuality get_AutomaticTransition set_AutomaticTransition get_SmoothSurface set_SmoothSurface get_AutomaticLooping set_AutomaticLooping get_NumberOfLoops set_NumberOfLoops get_ElementSizeFactorForEachLoop set_ElementSizeFactorForEachLoop get_ToleranceFactorForEachLoop set_ToleranceFactorForEachLoop get_MesherType set_MesherType NMesherType get_UseJacobianCheckForSolids set_UseJacobianCheckForSolids BUse get_UseJacobianCheckForShells set_UseJacobianCheckForShells get_NodeCount get_ElementCount get_MinElementsInCircle set_MinElementsInCircle NElements get_MaxAspectRatio get_TimeToCompleteMesh get_IsMeshFailed get_MeshControlCount get_ElementSize set_ElementSize get_Tolerance set_Tolerance get_GrowthRatio set_GrowthRatio dGrowthRatio get_Unit set_Unit get_MaxElementSize set_MaxElementSize dMaxEleSize get_MinElementSize set_MinElementSize dMinEleSize GetNodes GetElements ApplyMeshControl EntitiesArray DeleteMeshControl GetShellElementNormalAt DispFace GetNodeDataFromEntity NCount GetElementDataFromEntity GetNoOfFailedComponents IsComponentFailed GetFailedFaces NFailedFaces GetFailedEdges NFailedEdges GetMeshControlAt GetFailedComponents NComp FlipShellElements DispFaceArray GetDefaultElementSizeAndTolerance GetNodeLocation NNodeNo XVal YVal ZVal GetElementLocation GetDefaultMaxAndMinElementSize DMaxElementSize DMinElementSize GetWorstJacobianRatio GetConnectivity GetNodeOutwardDirections get_SaveSettingsWithoutMeshing set_SaveSettingsWithoutMeshing BSaveSettingsWithoutMeshing GetElementList NElementType VarElementIDs GetNodeList VarNodeIDs GetSolidElementList GetSolidNodeList GetSurfaceNodesAndNormals VarNumNormals VarNormalVecs get_NegativeJacobianRatioCheck set_NegativeJacobianRatioCheck bNegJacRatioCheck MeshState Quality AutomaticTransition SmoothSurface AutomaticLooping NumberOfLoops ElementSizeFactorForEachLoop ToleranceFactorForEachLoop MesherType UseJacobianCheckForSolids UseJacobianCheckForShells NodeCount ElementCount MinElementsInCircle MaxAspectRatio TimeToCompleteMesh IsMeshFailed MeshControlCount ElementSize Tolerance GrowthRatio Unit MaxElementSize MinElementSize SaveSettingsWithoutMeshing NegativeJacobianRatioCheck DEleSize get_Ratio set_Ratio DRatio get_Layers set_Layers NVal get_Units set_Units get_UseSameElementSize set_UseSameElementSize BUseSame get_WeightFactor set_WeightFactor DWeightfactor get_EntityCount SuppressUnSuppress GetEntityAt NSelectionType MeshControlBeginEdit MeshControlEndEdit InsertEntity RemoveEntity get_State get_NumofElementsforBeams set_NumofElementsforBeams NNumofEle get_BeamSelected set_BeamSelected BbeamSel get_MinimumElementSizeForBlendedCurveMesher set_MinimumElementSizeForBlendedCurveMesher DMinElemSize get_MinNumOfElementsPerCircleForBlendedCurveMesher set_MinNumOfElementsPerCircleForBlendedCurveMesher NMinElemNumPerCircle GetEntityAt2 BExcludeVertexAndReference Ratio Layers Units UseSameElementSize WeightFactor EntityCount State NumofElementsforBeams BeamSelected MinimumElementSizeForBlendedCurveMesher MinNumOfElementsPerCircleForBlendedCurveMesher get_Count get_Source get_MaterialUnits set_MaterialUnits get_ModelType set_ModelType NModelType get_Category set_Category SCategory get_MaterialName set_MaterialName get_Description set_Description SDescription get_IncludeCreep set_IncludeCreep BIncludeCreep get_MooneyRivlinConstants set_MooneyRivlinConstants NMooneyConstants get_OgdenConstants set_OgdenConstants NOgdenConstant get_NoOfShearModuli set_NoOfShearModuli NShearModuliNumber get_NoOfBulkModuli set_NoOfBulkModuli NBulkModuliNumber GetPropertyByName BTempDependent SetPropertyByName GetTemperatureCurveForProperty SPropName SetTemperatureCurveForProperty VarCurveData GetFatigueSNCurve DStressRatio SetFatigueSNCurve VarFatigueSNCurveData GetStressStrainCurve SetStressStrainCurve GetMaterialDataCurve BUseCurve SetMaterialDataCurve GetReferencePlaneName SetReferencePlane get_SNCurveSource set_SNCurveSource NSource GetAustenticSteelCurve GetCarbonSteelCurve get_SNCurveEstimateConstants set_SNCurveEstimateConstants NEstimate get_SNCurveEstimateCutoff set_SNCurveEstimateCutoff NPoint get_SNCurveSpecificConstantB set_SNCurveSpecificConstantB DB get_SNCurveSpecificConstantBUnit set_SNCurveSpecificConstantBUnit get_SNCurveSlopeM set_SNCurveSlopeM Dm Count Source MaterialUnits ModelType Category MaterialName Description IncludeCreep MooneyRivlinConstants OgdenConstants NoOfShearModuli NoOfBulkModuli SNCurveSource SNCurveEstimateConstants SNCurveEstimateCutoff SNCurveSpecificConstantB SNCurveSpecificConstantBUnit SNCurveSlopeM GetLoadsAndRestraints AddRestraint NRestraintType RefGeom AddPressure NPressureType RegGeom AddForce NForceType AddForce2 AddGravity AddCentrifugalForce AddTemperature AddConvection AddHeatFlux AddHeatPower AddRadiation NRadType DeleteLoadsAndRestraints AddRigidConnector PersistIDFaceArray PersistIDTargetArray AddLinkConnector VertexPointforFirstLocation VertexPointforSecondLocation AddElasticConnector AddPinConnector DispArrayComp1 DispArrayComp2 AddSpringConnector NSpringSubType AddBoltConnector NBoltType DispArrayBoltHead DispArrayBoltNut AddSpotWeldConnector FirstFace SecondFace DispArrayWeldLocations AddBearingLoad CoordinateSystem AddForce3 ForceType SelectionType RefDirType InterpolationMode DistPercentageOpt NumOfRows DistValue ForceValue NonUniformLoading NULoadingOnBeam NonUniformLoadDistDef NonUniformLoadDistType Ucode TorqueNFVal Comps FlipOrigin IsCurvedBeam PerUnitLength DirectionEntity BDir1 DVal1 BDir2 DVal2 BDir3 DVal3 AddSelectedBaseExcitation SFixtureName AddDistributedMass DMass AddInitialConditionForDynamicStudy RefEntity AddRemoteLoad NLoadType NLocationUnits DXValue DYValue DZValue AddEdgeWeldConnector Edges NEdgeWeldStyle GetEdgeWeldConnector AddPrescribedDisplacement Displacements NLengthUnit CopyLoadsAndRestraintsToStudy LRNames AddCyclicSymmetryRestraint Axis get_Type NSelType GetReferenceGeometry GetDirection get_NormalForceOrTorqueValue set_NormalForceOrTorqueValue get_ForceType set_ForceType get_IncludeNonUniformDistribution set_IncludeNonUniformDistribution BInclude GetForceComponentValues B1 B2 B3 D1 D2 D3 SetForceComponentValues GetMomentComponentValues SetMomentComponentValues GetNonUniformData DConstVal DX DY DXY DX2 DY2 SetNonUniformData SetReferenceGeometry SetTimeCurve GetTimeCurve GetCoordinateSystem DispCoordinateSystem ForceBeginEdit ForceEndEdit get_PhaseAngleUnit set_PhaseAngleUnit get_PhaseAngle set_PhaseAngle DAngleValue set_Equation SEquation get_Equation get_EquationCoordinateSystemType set_EquationCoordinateSystemType get_EquationLinearUnit set_EquationLinearUnit get_EquationAngularUnit set_EquationAngularUnit NormalForceOrTorqueValue IncludeNonUniformDistribution PhaseAngleUnit PhaseAngle Equation EquationCoordinateSystemType EquationLinearUnit EquationAngularUnit get_Value set_Value get_DirectionType set_DirectionType NDirectionType get_PressureType set_PressureType get_ReverseDirection set_ReverseDirection BReversed get_CoordSystemType set_CoordSystemType DXX DYY PressureBeginEdit PressureEndEdit VarCurveDate DirectionType PressureType ReverseDirection CoordSystemType get_TemperatureValue set_TemperatureValue DTempValue TemperatureBeginEdit TemperatureEndEdit get_UseTimeCurve set_UseTimeCurve BUseTimeCurve get_TemperatureType set_TemperatureType NTempType TemperatureValue UseTimeCurve TemperatureType get_HPValue set_HPValue get_IncludeThermostat set_IncludeThermostat HeatPowerBeginEdit HeatPowerEndEdit SetTemperatureCurve GetTemperatureCurve GetThermostat SetThermostat SetCutOffTemperatures GetCutOffTemperatures get_UseTemperatureCurve set_UseTemperatureCurve get_ThermostatUnits set_ThermostatUnits BReverseDirection HPValue IncludeThermostat UseTemperatureCurve ThermostatUnits get_HFValue set_HFValue HeatFluxBeginEdit HeatFluxEndEdit DispCoord get_PerUnitLength set_PerUnitLength BPerUnitLength HFValue get_ConvectionCoefficient set_ConvectionCoefficient get_BulkAmbientTemperature set_BulkAmbientTemperature ConvectionBeginEdit ConvectionEndEdit SetBulkTemperatureTimeCurve GetBulkTemperatureTimeCurve get_UseBulkTemperatureTimeCurve set_UseBulkTemperatureTimeCurve ConvectionCoefficient BulkAmbientTemperature UseBulkTemperatureTimeCurve get_Emmisivity set_Emmisivity DEmmisivityValue get_ViewFactor set_ViewFactor DViewFactor get_AmbientTemperature set_AmbientTemperature DAmbientTemperature get_OpenSystem set_OpenSystem BOpenSystem get_RadiationType set_RadiationType RadiationBeginEdit RadiationEndEdit Emmisivity ViewFactor AmbientTemperature OpenSystem RadiationType get_ReverseDirectionNormalToPlane set_ReverseDirectionNormalToPlane get_ReverseDirectionAlongPlaneDir1 set_ReverseDirectionAlongPlaneDir1 get_ReverseDirectionAlongPlaneDir2 set_ReverseDirectionAlongPlaneDir2 GetGravitationalAcclerationValues SetGravitationalAcclerationValues SetReferenceEntity GravityEndEdit GravityBeginEdit ReverseDirectionNormalToPlane ReverseDirectionAlongPlaneDir1 ReverseDirectionAlongPlaneDir2 get_AngularVelocity set_AngularVelocity DAngularVelocity get_AngularAcceleration set_AngularAcceleration DAngularAcceleration get_ReverseAngVelocityDirection set_ReverseAngVelocityDirection get_ReverseAngAccelerationDirection set_ReverseAngAccelerationDirection CFForceEndEdit CFForceBeginEdit AngularVelocity AngularAcceleration ReverseAngVelocityDirection ReverseAngAccelerationDirection get_RestraintType set_RestraintType GetCoordinateType GetTranslationComponentsValues BVal1 BVal2 BVal3 GetRotationComponentsValues RestraintBeginEdit RestraintEndEdit DispRefEntity SetTranslationComponentsValues SetRotationComponentsValues SetReverseDirections BVal4 BVal5 BVal6 GetReverseDirections RestraintType get_LoadType set_LoadType get_LocationUnit set_LocationUnit get_ForceOrTranslationUnit set_ForceOrTranslationUnit get_MomentOrRotationUnit set_MomentOrRotationUnit get_MassUnit set_MassUnit GetLocationValues SetLocationValues GetForceOrTranslationValues BXValue BYValue BZValue SetForceOrTranslationValues GetMomentOrRotationValues SetMomentOrRotationValues GetMassValues SetMassValues Var GetTimeOrFrequencyCurve SetTimeOrFrequencyCurve SetReferenceCoordinateSystem BGlobal RemoteLoadBeginEdit RemoteLoadEndEdit get_AllowDistributedCoupling set_ConnectionType set_WeightingFactor set_ForceUnit set_MomentUnit set_TranslationUnit set_RotationUnit SetForceOrTranslationValuesEx NXCode NYCode NZCode SetMomentOrRotationValuesEx LoadType LocationUnit ForceOrTranslationUnit MomentOrRotationUnit MassUnit AllowDistributedCoupling ConnectionType WeightingFactor ForceUnit MomentUnit TranslationUnit RotationUnit get_BearingLoadUnit set_BearingLoadUnit get_XDirectionValue set_XDirectionValue get_YDirectionValue set_YDirectionValue get_Direction set_Direction NValue get_DistributionType set_DistributionType NDistributionType get_XDirectionReverse set_XDirectionReverse get_YDirectionReverse set_YDirectionReverse BearingLoadBeginEdit BearingLoadEndEdit ReplaceCoordinateSystem GetEntityCount BearingLoadUnit XDirectionValue YDirectionValue Direction DistributionType XDirectionReverse YDirectionReverse get_BaseExcitationType set_BaseExcitationType get_FixtureNameInSelectedExcitation set_FixtureNameInSelectedExcitation GetExcitationDirections SetExcitationDirections GetExcitationDirectionValues SetExcitationDirectionValues SetDirectionEntityForUniformExcitation BaseExcitationBeginEdit BaseExcitationEndEdit GetExcitationReverseDirections BReversePhaseAngle SetExcitationReverseDirections BaseExcitationType FixtureNameInSelectedExcitation get_TotalMass set_TotalMass TotalMass get_InitialConditionType set_InitialConditionType GetDirections SetDirections GetValues SetValues SetDirectionEntity InitialConditionType get_Cycles set_Cycles NCycles get_LoadingType set_LoadingType NLoadingType get_LoadingRatio set_LoadingRatio DLoadingRatio get_NoOfRepeats set_NoOfRepeats NRepeats get_StartTimes set_StartTimes DStartTimes GetStudyAssociationData VarStudyNames VarScales VarSteps SetStudyAssociationData GetLoadHistoryCurve DSamplingRate SetLoadHistoryCurve VarLHCurveXData VarLHCurveYData FatigueEventBeginEdit FatigueEventEndEdit get_Cycles2 set_Cycles2 DCycles Cycles LoadingType LoadingRatio NoOfRepeats StartTimes Cycles2 get_ShellCount GetShellAt CreateShell DeleteShell ShellCount get_ShellThickness set_ShellThickness get_ShellUnit set_ShellUnit get_Formulation set_Formulation NFormulation SLibraryPathName GetShellMaterial SetShellMaterial MaterialDisp ShellBeginEdit ShellEndEdit get_ShellOffsetOption set_ShellOffsetOption get_ShellOffsetValue set_ShellOffsetValue DOffsetValue get_CompositeOptions GetDisplayName ShellThickness ShellUnit Formulation ShellOffsetOption ShellOffsetValue CompositeOptions get_Sandwich set_Sandwich BSandwich get_Symmetric set_Symmetric BSymmetric get_AllPliesSameMaterial set_AllPliesSameMaterial BSameMaterial get_RotateZeroDegreeReference set_RotateZeroDegreeReference BRotateZeroRef get_PlyRelativeAngle set_PlyRelativeAngle BRelativeAngle get_LengthUnit set_LengthUnit get_MappingType set_MappingType NMappingType GetTotalPlies SetTotalPlies NTotalPlies GetPlanarMappingUVDirection DUVDir SetPlanarMappingUVDirection GetPlyParameters NPly DAngle NErrorCode SetPlyParameters PMaterial GetMirrorOrientation BMirrorOri SetMirrorOrientation GetRotateOrientation BRotateOri SetRotateOrientation SetPlyParameters2 SMaterialLibName Sandwich Symmetric AllPliesSameMaterial RotateZeroDegreeReference PlyRelativeAngle LengthUnit MappingType get_ContactSetCount get_ContactComponentCount GetContactSetAt GetContactComponentAt GetGlobalContact NContactType SetGlobalContact CreateContactSet NContactSetType ArraySourceEntities ArrayTargetEntities CreateContactSet2 CreateContactComponent DeleteContactSet DeleteContactComponent FindTouchingFacePairs VarCompBodies NFaces FindTouchingEdgeFacePairs NEdgeFaces FindNonTouchingPairs DMin DMax NEnts CopyContactsToStudy VarContactNames CreateContactSetsFromPairList VarPairs SuppressUnsuppressContactPair BSuppress SuppressUnsuppressComponentContact ContactSetCount ContactComponentCount MultipleContactSetsBeginEdit MultipleContactSetsEndEdit GetContactSetCount SetAsDefaultContactSet AddContactSet RemoveContactSet SetContactType SetOptions NOptions SetIncludeFriction BIncludeFriction SetFrictionValue DFrictionValue SetGapType NGapType SetClearanceValue DClearanceValue SetClearanceUnit NClearanceUnit SetWallType NWallType SetWallFriction DWallFriction SetWallStiffnessUnitSystem NUnitSystem SetAxialStiffnessValue DAxialStiffnessValue SetTangentialStiffnessValue DTangentialStiffnessValue SetResistanceType NResistanceType SetResistanceValue DResistanceValue SetResistanceUnitSystem MultipleComponentContactsBeginEdit MultipleComponentContactsEndEdit GetContactComponentsCount SetAsDefaultComponentContact AddContactComponent RemoveContactComponent SetMeshOption NMeshOption IncludeClearance BNonTouching NGapUnit DMaxGap IncludeShellEdgeSolidOrShellFace BNonTouchingShell get_ContactSetType set_ContactSetType get_Options set_Options get_IncludeFriction set_IncludeFriction get_FrictionValue set_FrictionValue get_WallFriction set_WallFriction get_GapType set_GapType get_ClearanceValue set_ClearanceValue get_ClearanceUnit set_ClearanceUnit get_WallType set_WallType get_WallStiffnessUnit set_WallStiffnessUnit get_AxialStiffnessValue set_AxialStiffnessValue get_TangentialStiffnessValue set_TangentialStiffnessValue get_ResistanceType set_ResistanceType get_ResistanceValue set_ResistanceValue get_ResistanceUnit set_ResistanceUnit get_ContactName get_SourceEntityCount get_TargetEntityCount ContactSetBeginEdit ContactSetEndEdit RemoveTargetEntity RemoveSourceEntity InsertTargetEntity InsertSourceEntity GetSourceEntityAt NSel GetTargetEntityAt ContactSetType Options IncludeFriction FrictionValue WallFriction GapType ClearanceValue ClearanceUnit WallType WallStiffnessUnit AxialStiffnessValue TangentialStiffnessValue ResistanceType ResistanceValue ResistanceUnit ContactName SourceEntityCount TargetEntityCount get_ContactComponentType set_ContactComponentType get_Option set_Option get_GlobalContact set_GlobalContact get_IncludeClearance set_IncludeClearance get_IncludeShellEdgeSolidOrShellFace set_IncludeShellEdgeSolidOrShellFace ReplaceEntity ContactComponentBeginEdit ContactComponentEndEdit ContactComponentType Option GlobalContact get_SolverType set_SolverType NSolverType get_SolutionType set_SolutionType NSolutionType get_TotalTime set_TotalTime DTotalTime get_TimeIncrement set_TimeIncrement DTimeIncrement get_ConvergenceTolerance set_ConvergenceTolerance DConvgTolerance get_RelaxationFactor set_RelaxationFactor NRelaxFactor get_FixedValue set_FixedValue DFixedValue get_UseTemperatureFromThermalStudy set_UseTemperatureFromThermalStudy BUseTemperatureForThermalStudy get_ThermalStudyNameUsedForInitialTemperature set_ThermalStudyNameUsedForInitialTemperature SThermalStudyName get_TimeSteps set_TimeSteps NTimeSteps get_ResultFolder set_ResultFolder SResultFolderPathName get_CheckFlowConvectionCoef set_CheckFlowConvectionCoef BCheckFlowConvectionCoef get_FlowConvectionCoefFile set_FlowConvectionCoefFile SFlowConvectionCoefFile get_EMail set_EMail BEMail get_EMailTo set_EMailTo SAddress get_EMailTimebased set_EMailTimebased BTimebased get_EMailInterval set_EMailInterval NInterval get_EMailIntervalUnit set_EMailIntervalUnit SolverType SolutionType TotalTime TimeIncrement ConvergenceTolerance RelaxationFactor FixedValue UseTemperatureFromThermalStudy ThermalStudyNameUsedForInitialTemperature TimeSteps ResultFolder CheckFlowConvectionCoef FlowConvectionCoefFile EMail EMailTo EMailTimebased EMailInterval EMailIntervalUnit get_NoOfFrequencies set_NoOfFrequencies NNoOfFreq get_LowerBoundFrequency set_LowerBoundFrequency NLowerBoundFreq get_UpperBoundFrequency set_UpperBoundFrequency NUpperBoundFreq get_UseSoftSpring set_UseSoftSpring BUseSoftSpring get_UseLowerBoundFrequency set_UseLowerBoundFrequency BUseLBFreq GetZeroStrainTemperature DZeroStrainTemperature NZeroStrainTemperatureUnit SetZeroStrainTemperature get_CheckFlowPressure set_CheckFlowPressure BCheckFlowPressure get_CheckRunAsLegacy set_CheckRunAsLegacy BCheckRunAsLegacy get_FlowPressureFile set_FlowPressureFile SFlowPressureFileName get_ReferencePressureOption set_ReferencePressureOption NReferencePressureOption get_DefinedReferencePressure set_DefinedReferencePressure DDefinedReferencePressure get_ThermalResults set_ThermalResults NThermalResults get_TimeStep set_TimeStep NTimeStep get_ThermalStudyName set_ThermalStudyName get_FlowTemperatureFile set_FlowTemperatureFile SFlowTemperatureFile NoOfFrequencies LowerBoundFrequency UpperBoundFrequency UseSoftSpring UseLowerBoundFrequency CheckFlowPressure CheckRunAsLegacy FlowPressureFile ReferencePressureOption DefinedReferencePressure ThermalResults TimeStep ThermalStudyName FlowTemperatureFile get_BucklingModes set_BucklingModes BucklingModes get_IncludeGlobalFriction set_IncludeGlobalFriction BIncludeGlobalFriction get_FrictionCoefficient set_FrictionCoefficient DFrictionCoeff get_IgnoreClearanceForSurfaceContact set_IgnoreClearanceForSurfaceContact BIgnoreClearacne get_LargeDisplacement set_LargeDisplacement BLargeDisplacement get_ComputeFreeBodyForce set_ComputeFreeBodyForce BComputeBodyForce get_UseInPlaneEffect set_UseInPlaneEffect BInPlaneEffect get_UseInertialRelief set_UseInertialRelief BUseInertialRelief get_IncompatibleBondingOption set_IncompatibleBondingOption NIncompatibleBondingOption get_AdaptiveMethodType set_AdaptiveMethodType NAdaptiveType get_HAdaptiveTargetAccuracy set_HAdaptiveTargetAccuracy DHAdaptiveTargetAccuracy get_HAdaptiveAccuracyBias set_HAdaptiveAccuracyBias DHAdaptiveAccuracyBias get_HAdaptiveMaxNoIterations set_HAdaptiveMaxNoIterations NHAdaptiveMaxNoIterations get_HAdaptiveMeshCoarsening set_HAdaptiveMeshCoarsening BHAdaptiveMeshCoarsening get_PAdaptiveConvergenceCriteria set_PAdaptiveConvergenceCriteria NPAdaptiveConvergenceCriteria get_PAdaptiveErrorLimit set_PAdaptiveErrorLimit DPAdaptiveErrorLimit get_PAdaptiveStrainEnergyErrorLimit set_PAdaptiveStrainEnergyErrorLimit DPAdaptiveStrainEnergyErrorLimit get_PAdaptiveStartingPOrder set_PAdaptiveStartingPOrder NPAdaptiveStartingPOrder get_PAdaptiveMaxPOrder set_PAdaptiveMaxPOrder NPAdaptiveMaxPOrder get_PAdaptiveMaxIterations set_PAdaptiveMaxIterations NPAdaptiveMaxIterations get_IncludeRemarkInReport set_IncludeRemarkInReport BIncludeRemarkInReport get_RemarkComment set_RemarkComment SRemarkComment get_NoPenetration set_NoPenetration BNoPenetration IncludeGlobalFriction FrictionCoefficient IgnoreClearanceForSurfaceContact LargeDisplacement ComputeFreeBodyForce UseInPlaneEffect UseInertialRelief IncompatibleBondingOption AdaptiveMethodType HAdaptiveTargetAccuracy HAdaptiveAccuracyBias HAdaptiveMaxNoIterations HAdaptiveMeshCoarsening PAdaptiveConvergenceCriteria PAdaptiveErrorLimit PAdaptiveStrainEnergyErrorLimit PAdaptiveStartingPOrder PAdaptiveMaxPOrder PAdaptiveMaxIterations IncludeRemarkInReport RemarkComment NoPenetration get_StartTime get_EndTime set_EndTime DEndTime get_SaveDataForRestartingAnalysis set_SaveDataForRestartingAnalysis BSave NTimeIncrement GetAutomaticTimeIncrement DInitialTimeIncrement DMiNVal DMaxVal NNoOfAdjustments SetAutomaticTimeIncrement get_FixedTimeIncrement set_FixedTimeIncrement DFixeDTimeIncrement get_UseLargeDisplacement set_UseLargeDisplacement BUseLargeDisplacement get_UseUpdateLoadDirection set_UseUpdateLoadDirection BUseUpdateLoadDir get_UseLargeStrain set_UseLargeStrain BUseLargeStrain get_ResultFolderPath set_ResultFolderPath SResultFolderPath get_ControlMethodType set_ControlMethodType get_IterativeMethodType set_IterativeMethodType get_IntegrationMethodType set_IntegrationMethodType SetDisplacementControlOptions NDisplacementComponent GetDisplacementControlOptions SetArcLengthCompletionOptions DMaxLoad DMaxDisplacement NArcSteps DArcLenMultiplier GetArcLengthCompletionOptions NMaxArcSteps DArcLengthMultiplier SetStepToleranceOptions NEqilibriumIteration NMaxEqilibriumIteration DConvTol DPlasticityTol NSingularityEleFactor GetStepToleranceOptions GetDisplacementControlOptions2 Dispatch get_CheckUseTempFromThermalStudy set_CheckUseTempFromThermalStudy BCheckRUseTempFromThermalStudy get_KeepBoltPreStress set_KeepBoltPreStress BKeepBoltPreStress StartTime EndTime SaveDataForRestartingAnalysis FixedTimeIncrement UseLargeDisplacement UseUpdateLoadDirection UseLargeStrain ResultFolderPath ControlMethodType IterativeMethodType IntegrationMethodType CheckUseTempFromThermalStudy KeepBoltPreStress NBondingOption GetFrequencyOption SetFrequencyOption GetFrequencyShiftOption BChecked DFrequencyValue SetFrequencyShiftOption GetTimeHistoryTimeRangeValues DStartTime SetTimeHistoryTimeRangeValues GetTimeHistoryDeadLoadOptions DMultiplicationFactor SetTimeHistoryDeadLoadOptions get_TimeHistoryIntegrationMethod set_TimeHistoryIntegrationMethod NMethod get_TimeHistoryFirstIntegrationParameter set_TimeHistoryFirstIntegrationParameter get_TimeHistorySecondIntegrationParameter set_TimeHistorySecondIntegrationParameter get_TimeHistoryWilsonTheta set_TimeHistoryWilsonTheta get_HarmonicFrequencyUnits set_HarmonicFrequencyUnits get_HarmonicFrequencyLowerLimit set_HarmonicFrequencyLowerLimit get_HarmonicFrequencyUpperLimit set_HarmonicFrequencyUpperLimit get_HarmonicNoOfPoints set_HarmonicNoOfPoints NPoints get_HarmonicBandwidth set_HarmonicBandwidth get_HarmonicInterpolation set_HarmonicInterpolation NInterpolation get_RandomVibrationFrequencyUnits set_RandomVibrationFrequencyUnits get_RandomVibrationFrequencyLowerLimit set_RandomVibrationFrequencyLowerLimit get_RandomVibrationFrequencyUpperLimit set_RandomVibrationFrequencyUpperLimit get_RandomVibrationNoOfFrequencyPoints set_RandomVibrationNoOfFrequencyPoints get_RandomVibrationCorrelationOption set_RandomVibrationCorrelationOption NCorrelation GetRandomVibrationPartialCorrelationDetails DInRadius DOutRadius SetRandomVibrationPartialCorrelationDetails get_RandomVibrationAnalysisMethod set_RandomVibrationAnalysisMethod get_RandomVibrationGaussIntegrationOrder set_RandomVibrationGaussIntegrationOrder get_RandomVibrationBiasingParameter set_RandomVibrationBiasingParameter get_RandomVibrationCrossModeCutOffRatio set_RandomVibrationCrossModeCutOffRatio get_ResponseSpectrumModeCombinationMethod set_ResponseSpectrumModeCombinationMethod get_ResponseSpectrumCurveInterpolation set_ResponseSpectrumCurveInterpolation get_ResponseSpectrumClusterFactor set_ResponseSpectrumClusterFactor get_ResponseSpectrumUseMaterialDamping set_ResponseSpectrumUseMaterialDamping GetResultFolderPath2 SetResultFolderPath2 GetUseSoftSpring2 SetUseSoftSpring2 GetIncompatibleBondingOption2 SetIncompatibleBondingOption2 GetFrequencyOption2 SetFrequencyOption2 GetFrequencyShiftOption2 SetFrequencyShiftOption2 GetTimeHistoryTimeRangeValues2 SetTimeHistoryTimeRangeValues2 GetTimeHistoryDeadLoadOptions2 SetTimeHistoryDeadLoadOptions2 GetTimeHistoryIntegrationMethod2 SetTimeHistoryIntegrationMethod2 GetTimeHistoryFirstIntegrationParameter2 DFirstIntegration SetTimeHistoryFirstIntegrationParameter2 GetTimeHistorySecondIntegrationParameter2 DSecondIntegration SetTimeHistorySecondIntegrationParameter2 GetTimeHistoryWilsonTheta2 DWilsonTheta SetTimeHistoryWilsonTheta2 GetHarmonicFrequencyUnits2 SetHarmonicFrequencyUnits2 GetHarmonicFrequencyLowerLimit2 DLowerLimit SetHarmonicFrequencyLowerLimit2 GetHarmonicFrequencyUpperLimit2 DUpperLimit SetHarmonicFrequencyUpperLimit2 GetHarmonicNoOfPoints2 SetHarmonicNoOfPoints2 GetHarmonicBandwidth2 DHarmonicBandwidth SetHarmonicBandwidth2 GetHarmonicInterpolation2 SetHarmonicInterpolation2 GetRandomVibrationFrequencyUnits2 SetRandomVibrationFrequencyUnits2 GetRandomVibrationFrequencyLowerLimit2 SetRandomVibrationFrequencyLowerLimit2 GetRandomVibrationFrequencyUpperLimit2 SetRandomVibrationFrequencyUpperLimit2 GetRandomVibrationNoOfFrequencyPoints2 SetRandomVibrationNoOfFrequencyPoints2 GetRandomVibrationCorrelationOption2 SetRandomVibrationCorrelationOption2 GetRandomVibrationPartialCorrelationDetails2 SetRandomVibrationPartialCorrelationDetails2 GetRandomVibrationAnalysisMethod2 SetRandomVibrationAnalysisMethod2 GetRandomVibrationGaussIntegrationOrder2 SetRandomVibrationGaussIntegrationOrder2 GetRandomVibrationBiasingParameter2 DBiasing SetRandomVibrationBiasingParameter2 GetRandomVibrationCrossModeCutOffRatio2 SetRandomVibrationCrossModeCutOffRatio2 GetResponseSpectrumModeCombinationMethod2 SetResponseSpectrumModeCombinationMethod2 GetResponseSpectrumCurveInterpolation2 SetResponseSpectrumCurveInterpolation2 GetResponseSpectrumClusterFactor2 DFactor SetResponseSpectrumClusterFactor2 GetResponseSpectrumUseMaterialDamping2 SetResponseSpectrumUseMaterialDamping2 TimeHistoryIntegrationMethod TimeHistoryFirstIntegrationParameter TimeHistorySecondIntegrationParameter TimeHistoryWilsonTheta HarmonicFrequencyUnits HarmonicFrequencyLowerLimit HarmonicFrequencyUpperLimit HarmonicNoOfPoints HarmonicBandwidth HarmonicInterpolation RandomVibrationFrequencyUnits RandomVibrationFrequencyLowerLimit RandomVibrationFrequencyUpperLimit RandomVibrationNoOfFrequencyPoints RandomVibrationCorrelationOption RandomVibrationAnalysisMethod RandomVibrationGaussIntegrationOrder RandomVibrationBiasingParameter RandomVibrationCrossModeCutOffRatio ResponseSpectrumModeCombinationMethod ResponseSpectrumCurveInterpolation ResponseSpectrumClusterFactor ResponseSpectrumUseMaterialDamping get_ComputingAlternatingStressOption set_ComputingAlternatingStressOption NStressOption get_ShellFace set_ShellFace NShellFace get_MeanStressCorrectionOption set_MeanStressCorrectionOption NMeanStressCorrection get_FatigueStrengthReductionFactor set_FatigueStrengthReductionFactor DReductionFactor get_ConstantAmplitudeEventInteractionOption set_ConstantAmplitudeEventInteractionOption NEventInteraction GetVariableAmplitudeEventOptions NNoOfBins NPercentFilterLoadCycles SetVariableAmplitudeEventOptions GetInfiniteLifeSettings SetInfiniteLifeSettings AddFatigueEventForConstantAmplitude SAssociatedStudyName DScale NStep AddFatigueEventForVariableAmplitude NLHCurveType get_LoadingEventCount GetFatigueEvent DeleteFatigueEvent AddFatigueEventForHarmonic DFrequency NPlotStep AddFatigueEventForRandomVibration DDuration NUnitTime get_RandomVibrationComputationalMethod set_RandomVibrationComputationalMethod NComputationalMethod ComputingAlternatingStressOption ShellFace MeanStressCorrectionOption FatigueStrengthReductionFactor ConstantAmplitudeEventInteractionOption LoadingEventCount RandomVibrationComputationalMethod get_DampingType set_DampingType NDampingType get_ComputeFromMaterialDamping set_ComputeFromMaterialDamping BSet GetRayleighDampingCoefficients DAlpha DBeta SetRayleighDampingCoefficients GetDampingRatios SetDampingRatios NRows Values ClearAllDampingRatios DampingType ComputeFromMaterialDamping get_SaveResultsForSolutionStepsOption set_SaveResultsForSolutionStepsOption NSolutionStepsOption get_SaveDisplacementsAndVelocitiesOption set_SaveDisplacementsAndVelocitiesOption NQuantity get_SaveStresses set_SaveStresses get_SaveReactions set_SaveReactions GetSolutionStepsSetInformation NSetNumber NStartStep NEndStep NStepIncrement SetSolutionStepsSetInformation GetSensorDetailsForGraphsAndPlots NSensorOption SSensorName SetSensorDetailsForGraphsAndPlots GetSaveStressAndReactionsOptions BSaveStressAndReactions BVonMisesOnly SetSaveStressAndReactionsOptions SaveResultsForSolutionStepsOption SaveDisplacementsAndVelocitiesOption SaveStresses SaveReactions get_DropType set_DropType NDropType get_DropHeightType set_DropHeightType NDropHeightType get_DropHeight set_DropHeight DDropHeight get_DropHeightUnit set_DropHeightUnit NDropHeightUnit get_Velocity set_Velocity DVelocity get_VelocityUnit set_VelocityUnit NVelocityUnit get_FlipVelocityDirection set_FlipVelocityDirection BFlip get_Gravity set_Gravity DGravity get_GravityUnit set_GravityUnit NGravityUnit get_FlipGravityDirection set_FlipGravityDirection get_TargetOrientationType set_TargetOrientationType NTargetOrientationType DFrictionCoefficient get_TargetStiffnessType set_TargetStiffnessType NTargetStiffnessType get_StiffnessUnit set_StiffnessUnit NStiffnessUnit get_NormalStiffness set_NormalStiffness DNormalStiffness get_TangentialStiffness set_TangentialStiffness DTangentialStiffness get_MassDensity set_MassDensity DMassDensity get_TargetThickness set_TargetThickness DTargetThickness get_ThicknessUnit set_ThicknessUnit NThicknessUnit get_CriticalDampingRatio set_CriticalDampingRatio DCriticalDampingRatio SetEntityForVelocityDirection SetEntityForGravityDirection SetEntityForTargetOrientation DropTestSetupBeginEdit DropTestSetupEndEdit DropType DropHeightType DropHeight DropHeightUnit Velocity VelocityUnit FlipVelocityDirection Gravity GravityUnit FlipGravityDirection TargetOrientationType TargetStiffnessType StiffnessUnit NormalStiffness TangentialStiffness MassDensity TargetThickness ThicknessUnit CriticalDampingRatio get_SolutionTimeAfterImpact set_SolutionTimeAfterImpact DTime get_SaveResultsStartingTime set_SaveResultsStartingTime get_NoOfPlots set_NoOfPlots NPlots get_NoOfGraphSteps set_NoOfGraphSteps NSteps GetSensorDetails SetSensorDetails SolutionTimeAfterImpact SaveResultsStartingTime NoOfPlots NoOfGraphSteps GetMaximumAvailableSteps GetStress NElementNumber NStepNum DispPlane GetMinMaxStress GetStrain GetMinMaxStrain NStepNumber GetTranslationalDisplacement GetRotationalDisplacement GetReactionForcesAndMoments GetMinMaxDisplacement GetResonantFrequencies GetMassParticipation GetBucklingLoadFactors GetThermalValues GetMinMaxThermal GetStressComponentForAllStepsAtNode NNodeNum GetStrainComponentForAllStepsAtNode GetDisplacementComponentForAllStepsAtNode GetThermalComponentForAllStepsAtNode GetStressForEntities ArrayArraySelectedEntities GetStrainForEntities ArraySelectedEntities GetDisplacementForEntities GetThermalForEntities GetBeamMinMaxStress DeletePlot PlotName ActivatePlot GetPlotCount GetPlotNames IGetPlotNames GetBeamForcesForEntities GetBeamStressForEntities GetStressForEntities2 BValueByNode GetStrainForEntities2 GetLinearizedStressValues DPoint1X DPoint1Y DPoint1Z DPoint2X DPoint2Y DPoint2Z NIntermPoints GetHeatPowerOrEnergy BHeatEnergy NStepNumber2 GetDisplacementAtPoints ArrayPoints GetStressForEntities3 NPlyNumber BInPlyDirection GetStrainForEntities3 GetEnvelopeStressForEntities NEnvelopeType GetEnvelopeStrainForEntities GetEnvelopeDisplacementForEntities GetEnvelopeVelocityForEntities GetEnvelopeAccelerationForEntities GetMinMaxVelocity GetMinMaxAcceleration GetVelocityComponentForAllStepsAtNode GetAccelerationComponentForAllStepsAtNode GetVelocityForEntities GetAccelerationForEntities GetMinMaxFatigue GetFatigueForEntities GetFactorOfSafetyForComposites BIsComposite NonCompositeCriterion CompositeCriterion PlyNumber ShellFaceOption NormalShellFaceOption FosDistributionOption MinFOSVal GetContactForcesAndFriction GetRemoteForces GetConnectorForces GetFreeBodyForcesAndMoments SelectedRefPoint SavePlotsAseDrawings SFileLocation SPlotName AddIsoClippingToPlot NIsoPlanes IsoValues BShowClipSurface BShowCutUncut GetEdgeWeldResults EdgeWeldConnector BPassFail GetMinMaxFactorOfSafety BAllBodies NShellOptions GetConnectorForces2 GetThermalValuesAtPoints GetPlotDisplayOptions SetPlotDisplayOptions ArrayInput GetPlotPositionFormatOptions SetPlotPositionFormatOptions GetPlotColorOptions NBaseColor NContour BSpecifyColorLimit VarColor SetPlotColorOptions GetPlotSettings SetPlotSettings GetMinMaxFactorOfSafetyWithDetailSettings BUpperLimit DUpperValue NStressUnit NStressLimitOption DStressValue NCompressiveStressLimitOption DCompressiveStressValue DCompressiveStressMultiplicationFactor BCombinedStressOnBeams GetReactionForcesAndMomentsWithSelections SelectedObjects SelectionAndEntireModelReactionForcesAndMoments EachSelectedObjectReactionForcesAndMoments GetConnectorForcesWithTimeValue DTimeValue DAccurateTimeValue CreatePlot GetMinMaxStressRMS GetMinMaxDisplacementRMS GetMinMaxStressForHarmonic BByElementNumber BAvgOnBoundary GetMinMaxDisplacementForHarmonic CreateDeformedBody NCreateAs GetLegendContourColors GetPlotSettingsOptionForHiddenAndExcludedBody SetPlotSettingsOptionForHiddenAndExcludedBody GetTimeOrFrequencyAtEachStep ForStressAndStrain CreateResultsEquationPlot SResultsEquation GetResultsEquationValuesForEntities GetMinMaxResultsEquationValues GetPlot SetDeformedBodyFailedSewOption NFailedSewOption GetDeformedBodyFailedSewOption CreateDeformedBody2 NAdvOption SFolderName GetDeformedCoord GetPlotDefinition NPlotType NComponentName BNodal BDeformed DScaleFactor GetBeamRadius RunStressHotSpotDiagnostics NSensitivityFactor BRunForNodes BFoundHotSpots GetDetectedHotSpotElements GetDetectedHotSpotNodes CreateStressHotSpotPlot BIsolateHotSpots BValueByNodes GetStressTensorValuesForAllNodesOfElement ElementNumbers GetMinMaxFactorOfSafety2 GetMinMaxFactorOfSafetyWithDetailSettings2 RunStressHotSpotDiagnosticsAndDetectSingularities NMeshRefineLevels DElemSizeReductionFactor NResultsRestoreOption BFoundSingularities SetAverageStressesAtMidnodes GetAverageStressesAtMidnodes GetFreeBodyForcesAndMomentsForAStep RigidConnectorBeginEdit RigidConnectorEndEdit RemoveEntityFromFirstLocation InsertEntityAtFirstLocation InsertEntityAtSecondLocation RemoveEntityFromSecondLocation GetFirstLocationEntityCount GetSecondLocationEntityCount LinkConnectorBeginEdit LinkConnectorEndEdit ReplaceEntityAtFirstLocation ReplaceEntityAtSecondLocation get_StiffnessType set_StiffnessType NStiffnessType get_NormalStiffnessValue set_NormalStiffnessValue get_ShearStiffnessValue set_ShearStiffnessValue ElasticConnectorBeginEdit ElasticConnectorEndEdit RemoveEntityAt StiffnessType NormalStiffnessValue ShearStiffnessValue set_RotationalStiffnessValue get_RotationalStiffnessValue set_IncludeTypeWithKey get_IncludeTypeWithKey set_IncludeTypeWithRetainerRing get_IncludeTypeWithRetainerRing set_IncludeMass get_IncludeMass set_MassValue get_MassValue get_IncludeStrengthData set_IncludeStrengthData get_TensileStressAreaUnit set_TensileStressAreaUnit set_TensileStressAreaValue get_TensileStressAreaValue get_PinStrengthUnit set_PinStrengthUnit set_PinStrengthValue get_PinStrengthValue get_SafetyFactor set_SafetyFactor get_MaterialType set_MaterialType NMaterialType set_YoungModulus DYoungModulus get_YoungModulus set_PoissonsRatio DPoissonsRatio get_PoissonsRatio set_ThermalCoefficient DThermalCoefficient get_ThermalCoefficient set_MaterialUnit NMaterialUnit get_MaterialUnit GetLibraryMaterial PinConnectorBeginEdit PinConnectorEndEdit RotationalStiffnessValue IncludeTypeWithKey IncludeTypeWithRetainerRing IncludeMass MassValue IncludeStrengthData TensileStressAreaUnit TensileStressAreaValue PinStrengthUnit PinStrengthValue SafetyFactor MaterialType YoungModulus PoissonsRatio ThermalCoefficient MaterialUnit set_NormalRadialStiffnessValue get_NormalRadialStiffnessValue set_TangentialOrShearStiffnessValue get_TangentialOrShearStiffnessValue set_PreLoadForceType get_PreLoadForceType set_PreLoadForceValue get_PreLoadForceValue SpringConnectorBeginEdit SpringConnectorEndEdit RemoveEntityAtFirstLocation RemoveEntityAtSecondLocation GetSourceEntityCount GetTargetEntityCount GetSpringType NSpringType SetSpringType NormalRadialStiffnessValue TangentialOrShearStiffnessValue PreLoadForceType PreLoadForceValue get_BoltUnit set_BoltUnit get_HeadDiameterUnit set_HeadDiameterUnit get_NutDiameterUnit set_NutDiameterUnit get_BoltShankDiameterUnit set_BoltShankDiameterUnit get_BoltType set_BoltType get_IncludeTightFit set_IncludeTightFit get_IncludeBoltSeries set_IncludeBoltSeries get_IncludeSymmetricalBolt set_IncludeSymmetricalBolt set_HeadDiameterValue get_HeadDiameterValue set_NutDiameterValue get_NutDiameterValue set_BoltShankDiameterValue get_BoltShankDiameterValue set_SameHeadAndNutDiameter get_SameHeadAndNutDiameter set_SymmetricalBoltType get_SymmetricalBoltType set_MaterialSource NMaterialSource get_MaterialSource get_IncludeKnownTensileStressArea set_IncludeKnownTensileStressArea get_ThreadsPerLengthUnit set_ThreadsPerLengthUnit get_PinBoltStrengthUnit set_PinBoltStrengthUnit GetStrengthData DTensileStressArea DPinBoltStrength DSafetyFactor SetStrengthData BoltConnectorBeginEdit BoltConnectorEndEdit InsertReferenceGeometry InsertBoltSeriesEntity RemoveBoltSeriesEntity InsertTightFitEntity RemoveTightFitEntity GetBoltSeriesEntityCount BoltUnit HeadDiameterUnit NutDiameterUnit BoltShankDiameterUnit BoltType IncludeTightFit IncludeBoltSeries IncludeSymmetricalBolt HeadDiameterValue NutDiameterValue BoltShankDiameterValue SameHeadAndNutDiameter SymmetricalBoltType MaterialSource IncludeKnownTensileStressArea ThreadsPerLengthUnit PinBoltStrengthUnit get_SpotWeldDiameterUnit set_SpotWeldDiameterUnit set_SpotWeldDiameterValue get_SpotWeldDiameterValue SpotWeldConnectorBeginEdit SpotWeldConnectorEndEdit ReplaceEntityAtFirstFace ReplaceEntityAtSecondFace InsertSpotWeldLocations RemoveSpotWeldLocationAt GetSpotWeldLocationCount SpotWeldDiameterUnit SpotWeldDiameterValue GetEdgeWeldType SetEdgeWeldType GetFirstFace GetSecondFace ReplaceFacesThenAutoGenerateTouchingEdges DispFace1 DispFace2 ReplaceFacesAndEdges GetEdgeList AddEdges RemoveEdges IsWeldOrientation SetWeldOrientation BOrientation IsInducedBendingMomentIncluded SetInducedBendingMomentIncluded BIncluded GetCodeType SetCodeType GetWeldSizingSettingUS NElectrodeMaterial DWeldStrength NWeldStrengthUnit NSafetyFactorLiftOption BIsEstimatedWeldSize DEstimatedWeldSize NEstimatedWeldSizeUnit SetWeldSizingSettingUS GetWeldSizingSettingEuro NWeakMaterial DUltimateTensileStrength NTensileStrengthUnit DCorrelationFactor DPartialSafetyFactor SetWeldSizingSettingEuro GetPlotName AddRefGeometry NDispType DispPlaneAxisCoordSys ShowTensorOrVector BShowTensorOrVector ShowPlotOnSelEntities BSelFaceOnly ShowBeamProfile BShowBeamProfile ShowShellin3D BShowShellin3D ShowAvgResultsAcrossBoundaryForParts BAvgResultsAcrossBoundaryForParts ShowNormalizeValuesFrom0To1 BNormalizeValuesFrom0To1 ShowDeformedPlot BShowDeformed NDeformOption DUserDefValue BShowColors SetPlotTitle SPlotTitle ApplyNameViewOrientation SNameViewOrientation SetFOSPlot BFOSPlot ShowAs3DPlot BShowAs3D Set2DPlanarRevolveAngle D2DPlanarRevolveAngle SetNormalizeModeShape BNormModeShape GetMinMaxResultValues SetPlotStepNumber SetModeShape NModeShape ApplyNameViewOrientation2 NNameViewOrientation SetComponentUnitAndValueByElem get_IsoValue set_IsoValue NIsoVal GetResultsProbeManager SetDisplayOption NDisplayOption GetLinearizedStressValuesAlongSCL NIntermediatePoints DispReferencePlane IsoValue BeginProbing EndProbing get_ProbingOption set_ProbingOption NCurrentOption ShowAnnotationOnSelNodeElems ArraySelectedNodeElems ArrayAnnotationWarnings CaptureProbedResultPlotAsPNGImage SImageFolder SImageName ClearSelectionAndAnnotations ShowAnnotationsOnNodesOrElems SSelectedNodesOrElems ProbingOption GetFirstItem NRunStatus GetNextItem AddStudyOption NRunMeshOption ReplaceOption RemoveStudy RemoveAll OpenLoadCaseManager CloseLoadCaseManager DeleteAllDataAndClose GetAllPrimaryLoadCaseNames GetAllLoadCaseCombinationNames GetAllTrackResultsSensorNames AddNewPrimaryLoadCase SLoadCaseName DeletePrimaryLoadCase SuppressOrUnSuppressPrimaryLoadCase RenamePrimaryLoadCase SNewLoadCaseName SetLoadDataForPrimaryLoadCase SLoadName ArrayInputSuppressComps DataArrayInputVals GetLoadDataForPrimaryLoadCase ArraySuppressComps AddNewLoadCaseCombination SCombinationName SCombinationEquation DeleteLoadCaseCombination SuppressOrUnSuppressLoadCaseCombination RenameLoadCaseCombination SNewCombinationName SetEquationForLoadCaseCombination SNewCombinationEquation GetEquationForLoadCaseCombination AddTrackResultsSensor DeleteTrackResultsSensor RunLoadCases BPrimaryLoadCases BLoadCaseCombinations ShowLoadCaseViewTab ShowResultsViewTab LoadResultsOfPrimaryLoadCase LoadResultsOfLoadCaseCombination GetSensorResultValueForPrimaryLoadCase DResultValue GetSensorResultValueForLoadCaseCombination AddBodies AddBoltConnectors NameArray AddPinConnectors AddRemoteLoadMasses AddDistributedMasses RemoveBodies RemoveBoltConnectors RemovePinConnectors RemoveRemoteLoadMasses RemoveDistributedMasses RemoveAllBodies RemoveAllBoltConnectors RemoveAllPinConnectors RemoveAllRemoteLoadMasses RemoveAllDistributedMasses ClearAll get_Mass get_Area get_Volume GetMomentOfInertia GetCenterOfMass GetPrincipalMomentOfInertia GetPrincipalAxesOfInertia GetMomentOfInertiaAtOutputCoordinateSystem SetCoordinateSystemName SCoordinateSystemName SetCoordinateSystemToDefault Mass Area Volume value__ swsImportStudyFeaturesError_NoError swsImportStudyFeaturesError_ComponentNotFound swsImportStudyFeaturesError_StudyToImportNotFoundOrInvalid swsImportStudyFeaturesError_ConfigurationMismatch swsImportStudyFeaturesError_Unknown swsImportStudyFeaturesError_NotAssembly swsImportStudyFeaturesError_StudyNotActive swsImportStudyFeaturesError_NoPrePlotView swsImportStudyFeaturesFilterType_All swsImportStudyFeaturesFilterType_AllBodyTypesMaterials swsImportStudyFeaturesFilterType_AllConnectorsContacts swsImportStudyFeaturesFilterType_AllFixtures swsImportStudyFeaturesFilterType_AllExternalLoads swsImportStudyFeaturesFilterType_AllMeshControls swsMassUnit_Milligram swsMassUnit_Gram swsMassUnit_Kilogram swsMassUnit_Pound swsProbePostResultOption_AtLocation swsProbePostResultOption_FromSensors swsProbePostResultOption_OnSelectedEntities swsProbePostResultOption_AtDistance swsProbePostResultOption_AtNodeElemNumber swsProbePostResultNodeElemSelectionWarning_FewElemsLieOnBeamGaps swsProbePostResultNodeElemSelectionWarning_FewNodeElemsNotOnSectionPlane swsProbePostResultNodeElemSelectionWarning_FewNodeElemsOutOfRange swsProbePostResultNodeElemSelectionWarning_FewNodeElemsLieOnNonRenderedBody swsProbePostResultError_Success swsProbePostResultError_NoActiveView swsProbePostResultError_NoActiveStudy swsProbePostResultError_ResultPlotActivationFailure swsProbePostResultError_UsedBeforeCallingBeginProbing swsProbePostResultError_InvalidOrEmptyInputArray swsProbePostResultError_ActiveStudyIsNotRun swsProbePostResultError_MeshDataLoadFailure swsProbePostResultError_ProbingNotSupportedOnShellForSectionPlot swsProbePostResultError_ProbingNotSupportedOnDeformationPlot swsProbePostResultError_ProbingNotSupportedOnSectionPlotExplodedAfterClip swsProbePostResultError_InitializationFailure swsProbePostResultError_NoAssociatedStudyFoundForFatigueAnalysis swsProbePostResultError_NoResultOrMeshPlotIsActivated swsProbePostResultError_NotAllNodeElemsAreAnnotated swsMultipleContactsEditErrorCode_Success swsMultipleContactsEditErrorCode_NoTypeSelectedForMixedContactTypesSelection swsMultipleContactsEditErrorCode_NoDefaultContactIsSelected swsMultipleContactsEditErrorCode_GivenContactIsNotAddedYet swsMultipleContactsEditErrorCode_NoSuchContactExists swsMultipleContactsEditErrorCode_MultipleContactSetMgrIsNull swsMultipleContactsEditErrorCode_InvalidPropertiesAreApplied swsMultipleContactsEditErrorCode_GivenContactSetDidNotMeetMinCriteria swsMultipleContactsEditErrorCode_GivenContactIsAlreadyAdded swsMultipleContactsEditErrorCode_OperationNotSupported swsMultipleContactsEditErrorCode_NoPenetrationSelfContactSetsCannotBeEditedWithOtherContactTypes swsMultipleContactsEditErrorCode_VirtualWallContactSetsCannotBeEditedWithOtherContactTypes swsMultipleContactsEditErrorCode_BondedContactsWithBeamsCannotBeEditedWithOtherNonBeamContactTypes swsRunStudiesResultsErrorCode_Success swsRunStudiesResultsErrorCode_InvalidInputArg swsRunStudiesResultsErrorCode_ResultsNotAvailable swsRunStudiesResultsErrorCode_ReachedEndOfResults swsRunStudiesRunMeshOptionErrorCode_Success swsRunStudiesRunMeshOptionErrorCode_StudyAlreadyAdded swsRunStudiesRunMeshOptionErrorCode_StudyIsNotAdded swsRunStudiesRunMeshOptionErrorCode_OptionCannotBeReplaced swsRunStudiesRunMeshOptionErrorCode_InvalidOptionApplied swsRunStudiesRunMeshOptions_MeshOnly swsRunStudiesRunMeshOptions_MeshAndRun swsRunStudiesStatusCode_AnalysisSucceeded swsRunStudiesStatusCode_MeshSucceeded swsRunStudiesStatusCode_AnalysisFailed swsRunStudiesStatusCode_MeshFailed swsRunStudiesStatusCode_UnknownError swsRunStudiesErrorCode_Success swsRunStudiesErrorCode_NoStudyIsSelectedOrDefined swsRunStudiesErrorCode_InvalidStudiesAreSelected swsRunStudiesErrorCode_UnknownError swsRunStudiesErrorCode_AllStudiesRunFailed swsRunStudiesErrorCode_FewStudiesRunFailed swsRunStudiesErrorCode_NoActiveStudy swsNameViewOrientation_NormalTo swsNameViewOrientation_Front swsNameViewOrientation_Back swsNameViewOrientation_Left swsNameViewOrientation_Right swsNameViewOrientation_Top swsNameViewOrientation_Bottom swsNameViewOrientation_Isometric swsNameViewOrientation_Trimetric swsNameViewOrientation_Dimetric swsNameViewOrientation_AssociateWithCurrView swsTrendTracker_NoError swsTrendTracker_InvalidStudyType swsTrendTracker_InvalidTrendTrackerObj swsTrendTracker_FailedCreation swsTrendTracker_SetBaseLineActionFailed swsEdgeWeldCreationError_NoError swsEdgeWeldCreationError_InvalidModelDoc swsEdgeWeldCreationError_InvalidOrNullFace swsEdgeWeldCreationError_InvalidWeldStyle swsEdgeWeldCreationError_NoEdgeSelection swsEdgeWeldCreationError_WrongEdgeSelection swsResultEnvelopeBoundary_Max swsResultEnvelopeBoundary_Min swsResultEnvelopeBoundary_AbsMax swsNone swsDatumPlane swsCoordSys swsDatumAxis swsAutomatic swsTrueScale swsUserDefined swsShowSolidAndShells swsShowBeam swsResultPlot_NoError swsResultPlot_InvalidStudy swsResultPlot_FailedPlotCreation swsResultPlot_InvalidSelectedEntities swsResultPlot_InvalidInputArgInCombiWithTensorVectorFlag swsResultPlot_InvalidResultType swsResultPlot_InvalidComponentType swsResultPlot_InvalidUnitType swsResultPlot_IsAvailableOnlyForElements swsResultPlot_InvalidMeshAppliedToStudy swsResultPlot_TryingToSetInvalidProperty swsResultPlot_IsAvailableOnlyForNodes swsResultPlot_InvalidStudyType swsResultPlot_ImproperResultsEquation swsResultPlot_PlotDoesNotExist swsResultPlot_EquivalentStressNotApplicable swsResultPlot_CosworksViewNotPresent swsResultPlot_InvalidExternalResultsFile swsResultPlot_InvalidIsoValueRange swsResultPlot_InvalidSmoothingCycleRange swsResultPlot_MeshInformationNotFound swsPlotSettings_NoError swsPlotSettings_InvalidPlotName swsPlotSettings_InvalidNumberOfParameters swsPlotSettings_InvalidParameters swsPlotSettings_InvalidSelectionEntities swsPlotSettings_UnableToFetchLegendData swsPlotSettings_InvalidFringeOption swsPlotSettings_WrongBoundaryOption swsPlotSettings_FailToGetColors swsPlotSettings_WrongRGBValues swsPlotSettings_InvalidInput swsPlotSettings_InvalidAlphaValue swsResultPlotDelete_NoError swsResultPlotDelete_InvalidResultType swsResultPlotDelete_InvalidResultComponent swsResultPlotDelete_FailToDelete swsResultPlotColorOption_NoError swsResultPlotColorOption_WrongBoundaryOption swsResultPlotColorOption_FailToGetColors swsResultPlotColorOption_WrongRGBValues swsBearingLoadEndEditErrorSuccessful swsBearingLoadEndEditErrorCoordinateSystemCylindricalFaces swsBearingLoadEndEditErrorIncorrectOrNullEntity swsBearingLoadEndEditErrorEntityExists swsBearingLoadEndEditErrorSelectFace swsBearingLoadEndEditErrorNoEntityAtIndex swsBearingLoadEndEditErrorSpecifyValue swsBearingLoadEndEditErrorSelectFaceWithCylindricalSurface swsBearingLoadEndEditErrorHasMassElement swsBearingLoadEndEditErrorHasBeamBody swsBearingLoadEndEditErrorIndexExceedsNumberOfEntities swsBearingLoadEndEditErrorNoEntity swsBearingLoadEndEditErrorSelectOneForceDirection swsBearingLoadEndEditErrorSelectForceDirection swsBearingLoadEndEditErrorSetXDirection swsBearingLoadEndEditErrorSetYDirection swsBearingLoadEndEditErrorNullEntity swsBearingLoadEndEditErrorBodyExcludedFromAnalysis swsTimeCurveErrorSuccessful swsTimeCurveErrorInvalidStudyType swsTimeCurveErrorCannotUseWithRestraint swsTimeCurveErrorNeedTwoOrMoreDataPoints swsTimeCurveErrorInvalidDataPoints swsUnitSI swsUnitEnglish swsUnitMetric swsBoltConnectorEndEditErrorSuccessful swsBoltConnectorEndEditErrorSelectFace swsBoltConnectorEndEditErrorSelectConicalSurface swsBoltConnectorEndEditErrorIncorrectHeadDiameter swsBoltConnectorEndEditErrorSelectEdge swsBoltConnectorEndEditErrorSelectCircularEdge swsBoltConnectorEndEditErrorSelectCylindricalThreadFace swsBoltConnectorEndEditErrorIncorrectShankDiameter swsBoltConnectorEndEditErrorSelectMass swsBoltConnectorEndEditErrorSelectConcentricEntities swsBoltConnectorEndEditErrorSpecifyYoungModulus swsBoltConnectorEndEditErrorSpecifyTemperatureCoefficient swsBoltConnectorEndEditErrorSpecifyPoissonsRatio swsBoltConnectorEndEditErrorDefineMaterial swsBoltConnectorEndEditErrorSpecifyPreloadValue swsBoltConnectorEndEditErrorSpecifyFrictionValue swsBoltConnectorEndEditErrorSelectPlanarFace swsBoltConnectorEndEditErrorSelectBoltHeadAndNut swsBoltConnectorEndEditErrorSelectFaceForHeadNutFaceForThread swsBoltConnectorEndEditErrorSelectConicalFaceAndBoltNut swsBoltConnectorEndEditErrorSelectConicalFaceAndFaceForThread swsBoltConnectorEndEditErrorSelectReferencePlane swsBoltConnectorEndEditErrorSelectFacesFromMultilayerBolt swsBoltConnectorEndEditErrorSelectCoaxialCylindricalSurfaces swsBoltConnectorEndEditErrorSelectConcentricCylindricalFaces swsBoltConnectorEndEditErrorBoltDiameterBiggerShankContactFaceDiameter swsBoltConnectorEndEditErrorSelectBoltNut swsBoltConnectorEndEditErrorEntityAlreadyExits swsBoltConnectorEndEditErrorNoEntity swsBoltConnectorEndEditErrorIncorrectNutDiameter swsBoltConnectorEndEditErrorDocumentIsPart swsBoltConnectorEndEditErrorSelectNutOrHead swsBoltConnectorEndEditErrorSelectEdgesOnShells swsBoltConnectorEndEditErrorNoObjectAtIndex swsBoltConnectorEndEditErrorEntitySelectionBoxesEmpty swsBoltConnectorEndEditErrorSelectOneEntity swsBoltConnectorEndEditErrorTooManyEntities swsBoltConnectorEndEditErrorNoShearEffectSelected swsBoltConnectorEndEditErrorNoMultiBoltSelected swsBoltConnectorEndEditErrorBodyHasMassElement swsBoltConnectorEndEditErrorBodyExcludedFromAnalysis swsBoltConnectorEndEditErrorNullEntity swsBoltConnectorEndEditErrorBodyHasBeamElement swsBoltConnectorEndEditErrorInvalidForAnalysis swsBoltConnectorEndEditErrorInvalidConnectionType swsConnectorConnectionType_Rigid swsConnectorConnectionType_Distributed swsStrainEnergyDensityUnit_NewtonMeterPerCubicMeter swsStrainEnergyDensityUnit_FootPoundPerCubicFeet swsStrainEnergyDensityUnit_CaloriesPerCubicMeter swsStrainEnergyUnit_NewtonMeter swsStrainEnergyUnit_FootPound swsStrainEnergyUnit_Calories swsLinearUnitMillimeters swsLinearUnitCentimeters swsLinearUnitMeters swsLinearUnitInches swsLinearUnitFeet swsLinearUnitFeetInches swsLinearUnitAngstrom swsLinearUnitNanoMeter swsLinearUnitMicron swsLinearUnitMil swsLinearUnitMicronIn swsVelocityUnit_MillimetersPerSec swsVelocityUnit_CentimetersPerSec swsVelocityUnit_MetersPerSec swsVelocityUnit_InchesPerSec swsAngularVelocityUnit_RadiansPerSec swsAngularVelocityUnit_Hertz swsAngularVelocityUnit_RPM swsAccelerationUnit_MetersPerSquareSec swsAccelerationUnit_InchesPerSquareSec swsAccelerationUnit_CentimetersPerSquareSec swsAccelerationUnit_g swsAngularAccelerationUnit_RadiansPerSquareSec swsAngularAccelerationUnit_HertzPerSec swsAngularAccelerationUnit_RPMSquare swsPhaseAngleUnit_Deg swsPhaseAngleUnit_Rad swsFrequencyUnit_RadiansPerSec swsFrequencyUnit_CyclesPerSec swsMomentUnit_NewtonMeter swsMomentUnit_PoundForceInch swsMomentUnit_KilogramForceCentimeter swsRotationUnit_Degrees swsRotationUnit_DegreesMin swsRotationUnit_DegreesMinSec swsRotationUnit_Radians swsBoltTypeStandardOrCounterboreNut swBoltTypeCountersinkWithNut swsBoltTypeStandardOrCounterboreScrew swsBoltTyp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EntityAtIndex swsForceEndEditErrorEntityAlreadyExists swsForceEndEditErrorNoEntitiesSelected swsForceEndEditErrorSelectFaceEdgeOrVertex swsForceEndEditErrorReferenceGeometryEntityNotSelected swsForceEndEditErrorSelectFaceEdgePlaneOrAxisForReferenceGeometry swsForceEndEditErrorSelectFace swsForceEndEditErrorSelectCoordinateSystem swsForceEndEditErrorVariableForceCannotBeAppliedToVerticesOrEdges swsForceEndEditErrorSelectReferenceAxisOrCylindricalFaceForTorque swsForceEndEditErrorMagnitudeForceMustBeLargerZero swsForceEndEditErrorVariableForceCannotBeAppliedToVertices swsForceTypeForceOrMoment swsForceTypeNormal swsForceTypeTorque swsForceUnitNOrNm swsForceUnitlbOrlbin swsForceUnitkgfOrkgfcm swsFrequencyStudyOptionNumberFrequencies swsFrequencyStudyOptionUseUpperBoundFrequency swsGravityEndEditErrorSuccessful swsGravityEndEditErrorSpecifyReferencePlaneFaceOrEdge swsGravityEndEditErrorValuesCannotBeZeros swsHeatFluxEndEditErrorSuccessful swsHeatFluxEndEditErrorNoEntityAtIndex swsHeatFluxEndEditErrorEntityAlreadyExists swsHeatFluxEndEditErrorNoEntities swsHeatFluxEndEditErrorSelectFace swsHeatFluxEndEditErrorSelectFacesOrShellEdge swsHeatFluxEndEditErrorSelectrVertexForSensorLocation swsHeatFluxEndEditErrorLowerboundTemperatureHigherThanUpperbound swsHeatFluxEndEditErrorThermostatForTransientStudiesOnly swsHeatPowerEndEditErrorSuccessful swsHeatPowerEndEditErrorNoEntityAtIndex swsHeatPowerEndEditErrorEntityAlreadyExists swsHeatPowerEndEditErrorNoEntitiesSelected swsHeatPowerEndEditErrorSelectVerticesEdgesFacesComponentsOrBodies swsHeatPowerEndEditErrorSelectFaceEdgeOrVertex swsHeatPowerEndEditErrorSelectVertexForThermostatLocation swsHeatPowerEndEditErrorLowerboundTemperatureHigherThanUpperbound swsHeatPowerEndEditErrorNotValidForSteadyStateAnalysis swsHeatPowerEndEditErrorVertexCannotBeUsedForSensorLocation swsLinkConnectorEndEditErrorSuccessful swsLinkConnectorEndEditErrorEntityAlreadyExists swsLinkConnectorEndEditErrorSelectDatumPointOrVertices swsLinkConnectorEndEditErrorSelectEntity swsLinkConnectorEndEditErrorNullEntity swsLinkConnectorEndEditErrorHasBeamBody swsLinkConnectorEndEditErrorHasMassElement swsLinkConnectorEndEditErrorBodyExcludedFromAnalysis swsLoadsAndRestraintsManagerBearingLoadErrorSuccessful swsLoadsAndRestraintsManagerBearingLoadErrorInvalidArray swsLoadsAndRestraintsManagerBearingLoadErrorNoObjectForFace swsLoadsAndRestraintsManagerBearingLoadErrorCoordinateSystemEmpty swsLoadsAndRestraintsManagerBearingLoadErrorSelectFace swsLoadsAndRestraintsManagerBearingLoadErrorSelectCoordinateSystem swsLoadsAndRestraintsManagerBearingLoadErrorCoordinateSystemAndCylindricalFaces swsLoadsAndRestraintsManagerBearingLoadErrorInvalidMesh swsLoadsAndRestraintsManagerBearingLoadErrorInvalidStudy swsLoadsAndRestraintsManagerBearingLoadErrorBodyExcludedFromAnalysis swsBoltConnectorErrorSuccessful swsBoltConnectorErrorInvalidMesh swsBoltConnectorErrorNonLinearStudyAndPartDocument swsBoltConnectorErrorInvalidStudy swsBoltConnectorErrorSelectEntity swsBoltConnectorErrorSelectFaceWithConicalSurface swsBoltConnectorErrorSelectEdgeWithCircularLine swsBoltConnectorErrorSelectFaceWithCylindricalSurface swsBoltConnectorErrorSelectCylindricalThreadFace swsBoltConnectorErrorSelectConcentricEntities swsBoltConnectorErrorSelectDatumPlane swsBoltConnectorErrorSelectEdge swsBoltConnectorErrorSelectFace swsBoltConnectorErrorSameEntityHeadAndNut swsBoltConnectorErrorSelectAssemblyDocument swsBoltConnectorErrorNoObjectForNutOrHead swsBoltConnectorErrorSelectNutOrHead swsBoltConnectorErrorArrayEmpty swsBoltConnectorErrorSelectCircularEdgeOnShells swsBoltConnectorErrorBoltDiameterTooLarge swsBoltConnectorErrorBodyExcludedFromAnalysis swsBoltConnectorErrorEdgeFromSameFace swsCentrifugalForceErrorSuccessful swsCentrifugalForceErrorSelectAxisEdgeOrCylindricalFace swsCentrifugalForceErrorFaceNotCylindrical swsCentrifugalForceErrorEdgeNotLinear swsCentrifugalForceErrorAlreadyDefined swsCentrifugalForceErrorInvalidStudyType swsConvectionErrorSuccessful swsConvectionErrorFacesAndShellEdgesAllowed swsConvectionErrorSelectFacesOrShellEdge swsConvectionErrorInvalidStudyType swsConvectionErrorInvalidArray swsConvectionErrorEmptyArray swsElasticConnectorErrorSuccessful swsElasticConnectorErrorInvalidMesh swsElasticConnectorErrorNonlinearStudyAndPartDocument swsElasticConnectorErrorInvalidStudy swsElasticConnectorErrorInvalidArray swsElasticConnectorErrorSelectFace swsElasticConnectorErrorSelectPlanarFace swsElasticConnectorErrorNoEntityNoObject swsElasticConnectorErrorNullOrEmptyArray swsElasticConnectorErrorFaceHasRemoteMassOrBeamBody swsElasticConnectorErrorBodyExcludedFromAnalysis swsForceErrorSuccessful swsForceErrorSelectFacesEdgesVerticesOrPoints swsForceErrorSelectFaceEdgePlaneOrAxis swsForceErrorApplyNormalForceToFacesAndShellEdges swsForceErrorSelectReferenceAxisOrCylindricalFace swsForceErrorInvalidStudyType swsForceErrorInvalidArray swsForceErrorInvalidForceType swsForceErrorNoEntities swsForceErrorCannotApplyNonuniformForce sw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gConnectorErrorInvalidArray swsSpringConnectorErrorNumberPlanarFacesLessThanTwo swsSpringConnectorErrorNoObjectForSourceOrTarget swsSpringConnectorErrorSelectDatumPoint swsSpringConnectorErrorTooManyEntitiesForSpringType swsSpringConnectorErrorSelectionsOnToSameComponent swsSpringConnectorErrorHasRemoteMass swsSpringConnectorErrorEmptyArray swsSpringConnectorErrorSpringSubtypeInvalidForShellMesh swsSpringConnectorErrorBodyExcludedFromAnalysis swsTemperatureErrorSuccessful swsTemperatureErrorSelectVerticesEdgesFacesBodiesOrComponents swsTemperatureErrorInvalidStudy swsTemperatureErrorInvalidArray swsTemperatureErrorEmptyArray swsLoadsAndRestraintsErrorSuccessful swsLoadsAndRestraintsErrorNotFoundAtIndex swsMaterialTemperatureDependent swsMaterialTemperatureNotDependent swsMaterialFatigueSNCurveErrorSuccessful swsMaterialFatigueSNCurveErrorIndexValues swsMaterialFatigueSNCurveErrorInvalidArray swsMaterialFatigueSNCurveErrorCycles swsMaterialFatigueSNCurveErrorCurveDataPoints swsMaterialFatigueSNCurveErrorStressValuesMustBeUnique swsMaterialDataCurveErrorSuccessful swsMaterialDataCurveErrorCannotBeDefined swsMaterialDataCurveErrorIndexValues swsMaterialDataCurveErrorIndexForMooneyRivlinAndOgeden swsMaterialDataCurveErrorIndexForViscoElastic swsMaterialDataCurveErrorInvalidArray swsMaterialDataCurveErrorTemperatures swsMaterialDataCurveErrorNeedDataPoints swsMaterialReferencePlaneErrorSuccessful swsMaterialReferencePlaneErrorSpecifyPlaneOrAxis swsMaterialStressStrainCurveErrorSuccessful swsMaterialStressStrainCurveErrorInvalidForMaterial swsMaterialStressStrainCurveErrorInvalidArray swsMaterialStressStrainCurveErrorTemperatures swsMaterialStressStrainCurveErrorNeedDataPoints swsMaterialTemperatureCurveForPropertyErrorSuccessful swsMaterialTemperatureCurveForPropertyErrorPropertyNotDefined swsMaterialTemperatureCurveForPropertyErrorNotApplicable swsMaterialTemperatureCurveForPropertyErrorNotAllowed swsMaterialTemperatureCurveForPropertyErrorInvalidArray swsMaterialTemperatureCurveForPropertyErrorNeedDataPoints swsMaterialTemperatureCurveForPropertyErrorTermperatures swsMaterialModelTypeLinearElasticIsotropic swsMaterialModelTypeLinearElasticOrthtropic swsMaterialModelTypeLinearElasticAnisotropic swsMaterialModelTypeNonlinearElastic swsMaterialModelTypeElastoPlasticvonMisesKinematic swsMaterialModelTypeElastoPlasticTrescaKinematic swsMaterialModelTypeElastoPlasticDruckerPrager swsMaterialModelTypeHyperElasticMooneyRivlin swsMaterialModelTypeHyperElasticOgden swsMaterialModelTypeHyperElasticBlatzko swsMaterialModelTypeViscoElastic swsMaterialModelTypeNitinol swsMaterialModelTypeCreepExponential swsMaterialSNCurveSourceUserDefined swsMaterialSNCurveSourceASMEAustenticSteel swsMaterialSNCurveSourceASMECarbonSteel swsMaterialSNCurveSourceEquation swsNForceTypeNormal swsNForceTypeFriction swsNForceTypeTotal swsMaterialSourceSolidWorks swsMaterialSourceCustomDefined swsMaterialSourceCentorLibrary swsMaterialSourceLibraryFiles swsMeshControlErrorSuccessful swsMeshControlErrorNoEntityAtIndex swsMeshControlErrorEntityAlreadyExists swsMeshControlErrorNoEntities swsMeshControlErrorSelectVerticesEdgesFacesBodiesOrComponents swsMeshControlErrorSelectFaceEdgeOrVertex swsMeshControlErrorElementSize swsMeshControlErrorNumberOfLayers swsMeshFlipShellErrorSuccessful swsMeshFlipShellErrorInvalidArray swsMeshFlipShellErrorEmptyArray swsMeshFlipShellErrorNotShell swsMeshFlipShellErrorSelectFaces swsMeshFlipShellErrorMeshInformationNotFound swsMeshElementNodeLocationSuccessful swsMeshElementNodeLocationNoNode swsMeshElementNodeLocationNoElement swsMeshShellNormalNotFoundOrFaceNotSelected swsMeshShellNormalTopFace swsMeshShellNormalBottomFace swsMesherTypeStandard swsMesherTypeAlternate swsMesherTypeAlternateCB swsMeshStateNoMesh swsMeshStateExistsAndCurrent swsMeshStateExistsAndNotCurrent swsMeshStateFailed swsMeshStateInterrupted swsMeshTypeSolid swsMeshTypeMidSurface swsMeshTypeSurfaces swsMeshTypeMixed swsMeshTypeBeam swsMeshQualityDraft swsMeshQualityHigh swsMeshControlWeightFactorDefault swsMeshControlWeightFactorHighest swsPinConnectorEndEditErrorSuccessful swsPinConnectorEndEditErrorNoEntityAtIndex swsPinConnectorEndEditErrorEntityAlreadyAdded swsPinConnectorEndEditErrorSelectEntity swsPinConnectorEndEditErrorSelectFace swsPinConnectorEndEditErrorSelectFaceCylindricalSurface swsPinConnectorEndEditErrorSelectConcentricCylindricalFacesConnector swsPinConnectorEndEditErrorRadiiNotEqual swsPinConnectorEndEditErrorSelectAssemblyDocument swsPinConnectorEndEditErrorSelectConcentricCylindricalFacesConnection swsPinConnectorEndEditErrorIndexTooBig swsPinConnectorEndEditErrorHasBeamBody swsPinConnectorEndEditErrorHasMassElement swsPinConnectorEndEditErrorSelectCircularEdges swsPinConnectorEndEditErrorSelectDifferentBody swsPinConnectorEndEditErrorSelectFacesFromSameHole swsPinConnectorEndEditErrorSpecifyPositiveValue swsPinConnectorEndEditErrorPinMass swsPinConnectorEndEditErrorTensileStressArea swsPinConnectorEndEditErrorTesileStressAre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ataNotExist swsIsoClippingIsoValueError swsIsoClippingIsoVariantValueError swsIsoClippingIsoInvalidVariantError swsIsoClippingNotAvailable swsSaveeDrawings_NoError swsSaveeDrawings_CosworksViewNotPresent swsSaveeDrawings_PlotNotFoundError swsSaveeDrawings_ResultFolderNotFound swsSaveeDrawings_DatabaseNotFound swsSaveeDrawings_PostFilesNull swsSaveeDrawings_PlotNotActive swsSaveeDrawings_NotAvailableForCurrentMesh swsSaveeDrawings_PostDataFilesNotPresent swsSaveeDrawings_NoPlots swsSaveeDrawings_PlotSaveError swsDefaultSolverValue swsDefaultResultFolder swsReportPublishOption swsColorChartPosition swsPlotSettingsFringeOption swsPlotSettingsBoundaryOption swsPlotShowExcludedBodiesOption swsPlotShowHiddenBodiesOption swsPlotBoundaryOptionTranslucentSingleColorSetting swsPlotBoundaryOptionMeshColor swsPlotShowExcludedBodyTranslucentSingleColor swsPlotShowHiddenBodyTranslucentSingleColor swsPlotDeformedShapeOptionSetting swsPlotDeformedShapeResultScaleContact swsPlotDeformedShapeResultScaleLarge swsPlotDeformedShapeResultOther swsPlotDeformedShapeOptionSetSuperImposeOption swsReportPublishOptionReportFolderUserDefinedPath swsColorChartPositionUserDefinedXValue swsColorChartPositionUserDefinedYValue swsColorChartWidthOption swsColorChartNumberFormatOption swsColorChartColorOptionChartColorNumber swsColorChartColorOptionBaseChartColorNumber swsColorChartColorOptionLegendType swsColorChartNumberFormatLegendPrecision swsColorChartNumberFormatUseDiffNoFormatOption swsColorChartColorOptionvonMisesColorValue swsPlotDeformedShapeOptionTranslucentColor swsPlotBoundaryOptionModelColor swsEMailType swsPlotShowHiddenBodyTransparency swsPlotShowExcludedBodyTransparency swsPlotDeformedShapeSuperImposeModelTranslucentTransparency swsPlotBeamDiagramTransparency swsPlotBoundaryTransparency swsResultFolderUnderSubFolder swsResultFolderKeepTempDataBase swsTrendTrackerBackUpModelsRestoreIteration swsShowReportOnPublish swsPlotAnnotationShowMinValue swsPlotAnnotationShowMaxValue swsPlotAnnotationShowRangeBasedOnShowCompOnly swsPlotShowExcludedBodies swsPlotShowHiddenBodies swsPlotDeformedShapeOptionSuperImposeModelOnDeformedShape swsColorChartDisplay swsColorChartDetails swsColorChartNumberFormatUseDifferentNumberFormat swsColorChartColorNoOfChartColorFlip swsColorChartColorSpecifyColorForvonMisesPlot swsLoadAllStudies_e swsEMailAuthentication swsAverageStressesAtMidnodes swsUserDefinedResultFolderLocation swsSolidWorksDocumentFolderSubFolderLocation swsSolidWorksUserDefinedReportFolderLocation swsEMailSendFrom swsEMailSendTo swsEMailSMTP swsEMailPort swsEMailAccount swsEMailPassword swsResultFolderAsReportFolder swsUserDefinedReportFolder swsSolidWorksDocumentFolder swsUserDefinedFolder swsColorChartPredefinedPosition swsColorChartUserDefined swsColorChartWidthWide swsColorChartWidthNormal swsColorChartWidthThin swsColorChartNumberFormatScientific swsColorChartNumberFormatFloating swsColorChartNumberFormatGeneral swsColorChartNumberFormatUseDiffNoFormatFloating swsColorChartNumberFormatUseDiffNoFormatGeneral swsColorChartOptionLegendDefault swsColorChartOptionLegendRainbow swsColorChartOptionLegendGrayScale swsColorChartOptionLegendUserDefined swsColorChartOptionLegendUnsupported swsColorChartOptionLegendColorBlindFriendly swsStaticResultNodalStress swsStaticResultElementalStress swsStaticResultDisplacement swsStaticResultNodalStrain swsStaticResultElementalStrain swsStaticResultFactorOfSafety swsStaticResultBoltPinCheck swsStaticResultNoErrror swsStaticResultTypeRangeError swsStaticResultElementalStressComponentRangeError swsStaticResultDisplacementComponentRangeError swsStaticResultNodalStrainRangeError swsStaticResultElementalStrainRangeError swsStaticResultNodalStressComponentRangeError swsThermalResultNoError swsThermalResultRangeError swsFatigueResultNoError swsFatigueResultRangeError swsNonLinearResultNoError swsNonLinearResultRangeError swsNonLinearResultNodalStressComponentRangeError swsNonLinearResultElementalStressComponentRangeError swsNonLinearResultDisplacementComponentRangeError swsNonLinearResultNodalStrainComponentRangeError swsNonLinearResultElementalStrainComponentRangeError swsDropTestResultNoError swsDropTestResultRangeError swsDropTestResultNodalStressRangeError swsDropTestResultElementalStressRangeError swsDropTestResultDisplacementRangeError swsDropTestResultElementalStrainRangeError swsFrequencyResultNoError swsFrequencyMaxModeShapeValueRangeError swsFrequencyResultDisplacementRangeError swsOptimizationDesignResultNoError swsOptimizationDesignResultDesignValueRangeError swsFatigueStudy_LifePlot swsFatigueStudy_DamagePlot swsFatigueStudy_LoadFactor swsFatigueStudy_BiAxialityIndicatorPlot swsDropTestResultNodalStress swsDropTestResultElementalStress swsDropTestResultDisplacement swsDropTestResultElementalStrain swsOptimizationStudyResult_InitialAndFinalIterations swsOptimizationStudyResult_AllIterations swsNonlinearResultNodalStress swsNonlinearResultElementalStress swsNonlinearResultDisplacement swsNonlinearResultNodalStrain swsNonlinearResultElementalStrain swsPlotExcludedBodyTranslucentSingleColor swsPlotExcludedBodyTranslucentPartColor swsPlotHiddenBodyTranslucentSingleColor swsPlotHiddenBodyTranslucentPartColor swsPlotFringePoint swsPlotFringeLine swsPlotFringeDiscrete swsPlotFringeContinuous swsPlotBoundaryNone swsPlotBoundaryModel swsPlotBoundaryMesh swsPlotBoundaryTranslucentSingleColor swsPlotBoundaryTranslucentPartColor swsPlotDeformedShapeShowResultsOnUnDeformedShape swsPlotDeformedShapeShowResultsOnDeformedShape swsPlotDeformedShapeContactAutomatic swsPlotDeformedShapeContactTrueValue swsPlotDeformedShapeLargeDispAutomatic swsPlotDeformedShapeLargeDispTrueValue swsPlotDeformedShapeOtherAutomatic swsPlotDeformedShapeOtherTrueValue swsPlotDeformedShapeSuperImposeModel_TranslucentPartColor swsPlotDeformedShapeSuperImposeModel_TranslucentSingleColor swsWeldResult_NoError swsWeldResult_NoView swsWeldResult_InvalidUnit swsWeldResult_ResultsNotAvailable swsWeldResult_InvalidConnectorName swsWeldResult_NoPersistID swsWeldResult_MeshDataNotAvailable swsWeldResult_NodeIndexListUnAvailable swsFos_NoError swsFos_NoView swsFos_NullPostApp swsFos_NoDatabase swsFos_NoPostFile swsFos_APIExists swsFos_InvalidComponent swsFos_InvalidResults swsFos_NoMaterialFound swsFos_ComponentsHidden swsFos_AllMaterialFailed swsFos_InvalidShellOption swsFos_InvalidSelEntityArr swsFos_NoPersistID swsFos_InvalidSolidMgr swsFos_InvalidSel swsFos_FailureFrmGetPlotData swsLightRed swsLightYellow swsPaleGreen swsSpringGreen swsCyan swsDodgerBlue swsPlum swsViolet swsRed swsYellow swsGreenYellow swsLawnGreen swsAqua swsDeepSkyBlue swsMediumPurple swsMagenta swsLightSalmon swsCoral swsLime swsTeal swsRoyalBlue swsSgiSlateBlue swsDarkRed swsSgiSalmon swsMaroon swsOrange swsGreen swsSapGreen swsBlue swsMidnightBlue swsPurple swsSgiBeet swsDeepGray swsTan swsDarkOliveGreen swsDarkGreen swsNavy swsDarkBlue swsDarkPurple swsIndigo swsBlack swsOlive swsKhaki swsGray swsLightSeaGreen swsSilver swsWhite swsSimulationOptionDefaultPlotsBoundaryColorInRGBBoundaryOption_ModelOrMesh swsSimulationOptionDefaultPlotsBoundaryColorInRGBBoundaryOption_TranslucentSingleColor swsFactorOfSafetyStressLimitOption_YieldStrength swsFactorOfSafetyStressLimitOption_UltimateStrength swsFactorOfSafetyStressLimitOption_UserDefined swsEdgeWeldConnectorFilletDoubleSided swsEdgeWeldConnectorFilletSingleSided swsEdgeWeldConnectorGrooveDoubleSided swsEdgeWeldConnectorGrooveSingleSided swsEdgeWeldSolverCodeAWS swsEdgeWeldSolverCodeEURO swsElectrodeMaterialE60 swsElectrodeMaterialE70 swsElectrodeMaterialE80 swsElectrodeMaterialE90 swsElectrodeMaterialE100 swsElectrodeMaterialCustomSteel swsElectrodeMaterial1100 swsElectrodeMaterial4043 swsElectrodeMaterial5183 swsElectrodeMaterial5356 swsElectrodeMaterial5554 swsElectrodeMaterial5556 swsElectrodeMaterial5654 swsElectrodeMaterialCustomAl swsWeldStrengthUnits_NewtonOverMeterSquare swsWeldStrengthUnits_PSI swsWeldStrengthUnits_KgfOverCentimeterSquare swsWeldStrengthUnits_MPa swsWeldStrengthUnits_KSI swsEstimatedWeldSizeUnits_mm swsEstimatedWeldSizeUnits_cm swsEstimatedWeldSizeUnits_m swsEstimatedWeldSizeUnits_in swsEstimatedWeldSizeUnits_ft swsEstimatedWeldSizeUnits_ft_in swsEstimatedWeldSizeUnits_am swsEstimatedWeldSizeUnits_nm swsEstimatedWeldSizeUnits_micron swsEstimatedWeldSizeUnits_mil swsEstimatedWeldSizeUnits_microIn swsEdgeWeldConnectorSafetyFactorLiftOption_USAutomotiveLifts swsEdgeWeldConnectorSafetyFactorLiftOption_UnderTheHookLifting swsMeshCopy_NoError swsMeshCopy_StudyNotActive swsMeshCopy_InvalidStudyName swsMeshCopy_NotSupportedForBeamMesh swsMeshCopy_MeshTypeDifferentForBothStudies swsMeshCopy_UnSupportedStudies swsFatigueComponent_Life swsFatigueComponent_Damage swsFatigueComponent_LoadFactor swsFatigueComponent_BiaxialityIndicator swsAccelerationComponentAX swsAccelerationComponentAY swsAccelerationComponentAZ swsAccelerationComponentARES swsAccelerationComponentBX swsAccelerationComponentBY swsAccelerationComponentBZ swsAccelerationComponentANG swsVelocityComponentVX swsVelocityComponentVY swsVelocityComponentVZ swsVelocityComponentVRES swsVelocityComponentAVX swsVelocityComponentAVY swsVelocityComponentAVZ swsVelocityComponentAVRES swsStaticNodalStress_SX swsStaticNodalStress_SY swsStaticNodalStress_SZ swsStaticNodalStress_TXY swsStaticNodalStress_TXZ swsStaticNodalStress_TYZ swsStaticNodalStress_P1 swsStaticNodalStress_P2 swsStaticNodalStress_P3 swsStaticNodalStress_VON swsStaticNodalStress_INT swsStaticNodalStress_TRI swsStaticElementalStress_SX swsStaticElementalStress_SY swsStaticElementalStress_SZ swsStaticElementalStress_TXY swsStaticElementalStress_TXZ swsStaticElementalStress_TYZ swsStaticElementalStress_P1 swsStaticElementalStress_P2 swsStaticElementalStress_P3 swsStaticElementalStress_VON swsStaticElementalStress_INT swsStaticElementalStress_TRI swsStaticElementalStress_ERR swsStaticElementalStress_CONTACTPRESS swsStaticDisplacement_UX swsStaticDisplacement_UY swsStaticDisplacement_UZ swsStaticDisplacement_URES swsStaticDisplacement_RFX swsStaticDisplacement_RFY swsStaticDisplacement_RFZ swsStaticDisplacement_RFRES swsStaticDisplacement_RX swsStaticDisplacement_RY swsStaticDisplacement_RZ swsStaticDisplacement_RMX swsStaticDisplacement_RMY swsStaticDisplacement_RMZ swsStaticDisplacement_RMRES swsFrequencyBucklingDisplacement_UX swsFrequencyBucklingDisplacement_UY swsFrequencyBucklingDisplacement_UZ swsFrequencyBucklingDisplacement_URES swsStaticNodalStrain_EPSX swsStaticNodalStrain_EPSY swsStaticNodalStrain_EPSZ swsStaticNodalStrain_GMXY swsStaticNodalStrain_GMXZ swsStaticNodalStrain_GMYZ swsStaticNodalStrain_ESTRN swsStaticNodalStrain_E1 swsStaticNodalStrain_E2 swsStaticNodalStrain_E3 swsStaticElementalStrain_EPSX swsStaticElementalStrain_EPSY swsStaticElementalStrain_EPSZ swsStaticElementalStrain_GMXY swsStaticElementalStrain_GMXZ swsStaticElementalStrain_GMYZ swsStaticElementalStrain_ESTRN swsStaticElementalStrain_SEDENS swsStaticElementalStrain_ENERGY swsStaticElementalStrain_E1 swsStaticElementalStrain_E2 swsStaticElementalStrain_E3 swsThermalResultComponentTypes_TEMP swsThermalResultComponentTypes_GRADX swsThermalResultComponentTypes_GRADY swsThermalResultComponentTypes_GRADZ swsThermalResultComponentTypes_GRADN swsThermalResultComponentTypes_HFLUXX swsThermalResultComponentTypes_HFLUXY swsThermalResultComponentTypes_HFLUXZ swsThermalResultComponentTypes_HFLUXN swsDisplacementComponentUX swsDisplacementComponentUY swsDisplacementComponentUZ swsDisplacementComponentURES swsDisplacementComponentRFX swsDisplacementComponentRFY swsDisplacementComponentRFZ swsDisplacementComponentRFRES swsDisplacementComponentRX swsDisplacementComponentRY swsDisplacementComponentRZ swsDisplacementComponentRMX swsDisplacementComponentRMY swsDisplacementComponentRMZ swsDisplacementComponentRMRES swsStrainComponentEPSX swsStrainComponentEPSY swsStrainComponentEPSZ swsStrainComponentGMXY swsStrainComponentGMXZ swsStrainComponentGMYZ swsStrainComponentESTRN swsStrainComponentSEDENS swsStrainComponentENERGY swsStrainComponentE1 swsStrainComponentE2 swsStrainComponentE3 swsStressComponentSX swsStressComponentSY swsStressComponentSZ swsStressComponentTXY swsStressComponentTXZ swsStressComponentTYZ swsStressComponentP1 swsStressComponentP2 swsStressComponentP3 swsStressComponentVON swsStressComponentINT swsStressComponentTRI swsStressComponentERR swsStressComponentCP swsStressComponentVONDC swsThermalComponentTEMP swsThermalComponentGRADX swsThermalComponentGRADY swsThermalComponentGRADZ swsThermalComponentGRADN swsThermalComponentHFLUXX swsThermalComponentHFLUXY swsThermalComponentHFLUXZ swsThermalComponentHFLUXN swsDeleteStudyPlotsNoError swsDeleteStudyPlotsError swsSimulationOptionDefaultPlotsBoundaryColorInRGBNoError swsSimulationOptionDefaultPlotsBoundaryColorInRGBWrongBoundaryOption swsSimulationOptionDefaultPlotsBoundaryColorInRGBGetColorUnsuccessful swsGenerateReportErrorNoError swsGenerateReportErrorWrongPath swsGenerateReportErrorWrongConfiguration swsGenerateReportErrorInvalidModelDoc swsGenerateReportErrorInactiveStudy swsGenerateReportErrorFailed swsDuplicateStudyErrorNoError swsDuplicateStudyErrorFailed swsWeakMaterialCustom swsWeakMaterialFirstFaceMaterial swsWeakMaterialSecondFaceMaterial swsResultDisplacementOrAmplitude swsResultStress swsResultStrain swsResultFactorOfSafety swsResultThermal swsResultFatigue swsResultVelocity swsResultAcceleration swsResultDesignInsight swsResultBeamDiagram swsResultPinBoltBearing swsResultEdgeWeldConnector swsResultBeamStress swsResultEquivalentStress swsCompositeShellOptionsErrorNoError swsCompositeShellOptionsErrorPlyOutRange swsCompositeShellOptionsErrorSandwich3Plies swsCompositeShellOptionsErrorIncompatibleToMappingType swsCompositeShellOptionsErrorUnitOutRange swsCompositeShellOptionsErrorWrongEntity swsCompositeShellOptionsErrorMaterialUndefined swsCompositeShellOptionsErrorNotCompositeShell swsCompositeShellOptionsErrorWrongInput swsCompositeShellOptionsErrorThicknessInvalid swsCompositeShellOptionsErrorMaterialInvalid swsCompositeShellOptionsErrorFailed swsCompositeShellOptionsSurfaceMapping swsCompositeShellOptionsPlanarMapping swsSaveSmoothedMeshIntoCurrentActiveConfiguration swsSaveSmoothedMeshIntoNewConfiguration swsSaveSmoothedMeshIntoNewPart swsExportSmoothedMesh_Succeeded swsExportSmoothedMesh_IncorrectParameters swsExportSmoothedMesh_Failed swsExportSmoothedMesh_NoActiveStudy swsExportSmoothedMesh_NonSupportedStudy swsExportSmoothedMesh_InvalidPath swsExportSmoothedMesh_PlotDataUnavailable swsExportSmoothedMesh_ConfigurationNameAlreadyExist swsExportSmoothedMesh_CorruptedInputData swsExportSmoothedMesh_PlotDoesNotExist swsCreateDeformedBodyAsPart swsCreateDeformedBodyAsConfiguration swsCreateDeformedBodyAdvanced_OutputBodyOnly swsCreateDeformedBodyAdvanced_OutputTessellation swsCreateDeformedBodyAdvanced_OutputSurfaces swsCreateDeformedBodyAdvanced_OutputMesh swsCreateDeformedBodyFailedSewAsDefault swsCreateDeformedBodyFailedSewAsTessellation swsCreateDeformedBodyFailedSewAsSurfaces swsCreateDeformedBodyFailedSewCancel swsCreateDeformedBody_CorruptData swsCreateDeformedBody_UnfitFace swsCreateDeformedBody_FailToSew swsCreateDeformedBody_DisjointBodies swsCreateDeformedBody_FailedToSubtractBody swsCreateDeformedBody_IncorrectParameters swsCreateDeformedBody_Failed swsCreateDeformedBody_IncorrectStepNumber swsCreateDeformedBody_NoActiveStudy swsCreateDeformedBody_NonSupportedStudy swsCreateDeformedBody_InvalidPath swsCopyItem_Success swsCopyItem_CopyFailure swsCopyItem_DifferentJointVersion swsCopyItem_InstanceAlreadyDefined swsCopyItem_SourceTargetStudyPairInvalid swsCopyItem_SourceItemNotFound swsCopyItem_TargetStudyNotFound swsCopyItem_SourceStudyNotActive swsCopyItem_InvalidArray swsCopyItem_UnknownError swsMeshQuery_NoError swsMeshQuery_DataBaseNotAvailable swsMeshQuery_NoElements swsMeshQuery_NoNodes swsMeshQuery_Failed swsLoadCaseManager_NoError swsLoadCaseManager_LoadCaseManagerNotShown swsLoadCaseManager_InvalidLoadName swsLoadCaseManager_InvalidLoadCaseName swsLoadCaseManager_InvalidCombinationName swsLoadCaseManager_LoadIsSuppressed swsLoadCaseManager_LoadCaseIsSuppressed swsLoadCaseManager_CombinationIsSuppressed swsLoadCaseManager_InvalidDataInput swsLoadCaseManager_InvalidEquation swsLoadCaseManager_NoLoadCasesToRun swsLoadCaseManager_CannotRunStudy swsLoadCaseManager_CannotCreateMesh swsLoadCaseManager_UnknownError swsDistributedSimulation_NoError swsDistributedSimulation_NetSimulationNotSupport swsDistributedSimulation_NetComputerNotAvailable swsDistributedSimulation_EmptyNetComputerNames swsDistributedSimulation_UnaccessNetComputerNames swsDistributedSimulation_NetComputerNameWrongType swsDistributedSimulation_NoStudySupportNetSimulation swsDistributedSimulation_UnknownError swsSecond swsMinute swsHour swsDay swsFatigue_NarrowBand swsFatigue_Steinberg swsFatigue_Wirsching swsPressureUnit_NewtonsPerMeterSquared swsPressureUnit_PSI swsPressureUnit_KilogramForcePerCentimeterSquared swsPressureUnit_NewtonsPerMillimeterSquared swsThermalOption_InputTemperature swsThermalOption_TemperatureFromThermalStudy swsThermalOption_TemperatureFromFlow swsReferencePressureOption_UseFld swsReferencePressureOption_Define swsContactSuppressUnsuppressErrorSuccessful swsContactSuppressUnsuppressErrorContactNotFound swsContactSuppressUnsuppressErrorInvalidName swsMeshControlMeshingErrorSuccessful swsMeshControlMeshingErrorInvalidMeshControlName swsMeshControlMeshingErrorMeshControlNotFound swsMeshControlMeshingErrorMeshControlUnsuccessful swsBearingLoadDistributionTypeSinusoidal swsBearingLoadDistributionTypeParabolic swsPressureReferenceGeometryPlanarTypeAlongPlaneDir1 swsPressureReferenceGeometryPlanarTypeAlongPlaneDir2 swsPressureReferenceGeometryPlanarTypeNormalToPlane swsPressureReferenceGeometryCylindricalTypeRadial swsPressureReferenceGeometryCylindricalTypeCircumferential swsPressureReferenceGeometryCylindricalTypeAxial swsPressureReferenceGeometryReferenceAxisTypeRadial swsPressureReferenceGeometryReferenceAxisTypeCircumferential swsPressureReferenceGeometryReferenceAxisTypeAxial swsPressureReferenceGeometryEdgeTypeAlongEdge swsCyclicRestraintErrorSuccessful swsCyclicRestraintErrorInvalidStudyType swsCyclicRestraintErrorNotApplicableForBeams swsCyclicRestraintErrorNoFirstFace swsCyclicRestraintErrorNoSecondFace swsCyclicRestraintErrorNoAxis swsCyclicRestraintErrorUnSuccessful swsSimMassPropertiesErrorSuccessful swsSimMassPropertiesErrorBodiesNotFound swsSimMassPropertiesErrorBoltNotFound swsSimMassPropertiesErrorPinNotFound swsSimMassPropertiesErrorRemoteLoadNotFound swsSimMassPropertiesErrorDistributedMassNotFound swsSimMassPropertiesErrorBoltMassNotIncluded swsSimMassPropertiesErrorPinMassNotIncluded swsSimMassPropertiesErrorRemoteLoadMassNotIncluded swsSimMassPropertiesErrorUnsuccessful swsRunStressHotSpotDiagnostics_NoError swsRunStressHotSpotDiagnostics_NotSupportedForThisStudy swsRunStressHotSpotDiagnostics_ImproperSensitivityFactor swsRunStressHotSpotDiagnostics_ResultsNotAvailable swsRunStressHotSpotDiagnostics_ImproperMeshRefineLevels swsRunStressHotSpotDiagnostics_ImproperReductionFactor swsRunStressHotSpotDiagnostics_ImproperGrowthRatio swsRunStressHotSpotDiagnostics_ImproperResultRestoreOption swsStressHotSpotPlot_NoError swsStressHotSpotPlot_NoHotSpotsToPlot swsStressHotSpotPlot_NodalHotSpotsNotAvailable swsStressHotSpotResultsRestoreOption_OriginalMesh swsStressHotSpotResultsRestoreOption_FinalMesh swsNoneMethod swsHAdaptive swsPAdative swsSolidElement swsShellElement swsBeamElement swsTrussElement swsNodalResultsOfElementError_NoError swsNodalResultsOfElementError_InvalidStudy swsNodalResultsOfElementError_InvalidResultType swsNodalResultsOfElementError_InvalidComponent swsNodalResultsOfElementError_InvalidStep swsNodalResultsOfElementError_InvalidUnits swsNodalResultsOfElementError_InvalidShellFace swsNodalResultsOfElementError_InvalidElements swsNodalResultsOfElementError_InvalidElementGroup swsNodalResultsOfElementError_ResultsNotAvailable PreservedRegion_LoadsOnly PreservedRegion_FixturesOnly PreservedRegion_LoadsAndFixtures PreservedRegion_None PreservedContactConnectorOption_ContactsOnly PreservedContactConnectorOption_ConnectorsOnly PreservedContactConnectorOption_ContactsAndConnectors PreservedContactConnectorOption_None IterationOption_Auto IterationOption_UserDef ActivationOption_Deactivate ActivationOption_Activate swsTopologyGoalType_MaximizeStiffness swsTopologyGoalType_MinimizeMaximumDisplacement swsTopologyGoalType_MinimizeMass swsTopologyConstraintType_Displacement swsTopologyConstraintType_Mass swsTopologyConstraintType_Stress swsTopologyConstraintType_FactorOfSafety swsTopologyDisplacementCompType_UX swsTopologyDisplacementCompType_UY swsTopologyDisplacementCompType_UZ swsTopologyDisplacementCompType_URES swsTopologyDisplacementCompType_UX_ABS swsTopologyDisplacementCompType_UY_ABS swsTopologyDisplacementCompType_UZ_ABS swsTopologyMassConstraintOption_AbsoluteValue swsTopologyMassConstraintOption_Percentage swsTopologyDisplacementConstraintLocationOption_Auto swsTopologyDisplacementConstraintLocationOption_UserDefine swsTopologyConstraintValuationOption_AbsValue swsTopologyConstraintValuationOption_MultiplicationFactor swsTopologyDisplacementConstraintValuation_AbsValue swsTopologyDisplacementConstraintValuation_MultiplicationFactor swsTopologyStressConstraintValuation_AbsValue swsTopologyStressConstraintValuation_Percentage swsTopologyDisplacementCoordinateSysOption_Global swsTopologyDisplacementCoordinateSysOption_UserDefine swsTopologyConstraintComparator_IsLessThan swsTopologyConstraintComparator_IsGreaterThan swsTopologyConstraintComparator_IsInBetween swsTopologyStressCompType_VONMises swsTopologyFactorOfSafetyCompType_MaxVONMises swsTopoErrCode_Success swsTopoErrCode_TopologyStudyManagerIsNotInitialized swsTopoErrCode_InvalidGoalType swsTopoErrCode_NoGoalHasBeenSet swsTopoErrCode_MinimizeMassGoalHasNotBeenSet swsTopoErrCode_MaximizeStiffnessGoalHasNotBeenSet swsTopoErrCode_MinimizeMaximumDisplacementGoalHasNotBeenSet swsTopoErrCode_OnlyOneMassConstraintCanBeDefined swsTopoErrCode_OnlyOneDisplacementConstraintWithAutoDefineCanBeDefined swsTopoErrCode_ConstraintNotFound swsTopoErrCode_DefaultConstraintCannotBeRemoved swsTopoErrCode_ConstraintDefinitionLimitReached swsTopoErrCode_ManufacturingControlNotFound swsTopoErrCode_OnlyOneThicknessControlCanBeDefined swsTopoErrCode_OnlyOneDemoldControlCanBeDefined swsTopoErrCode_OnlyOneSymmetryControlCanBeDefined swsTopoErrCode_OnlyOneFrequencyConstraintCanBeDefined swsTopoErrCode_SetOperationNotSupported swsTopoErrCode_CannotCreatFOSIfStressAlrdyPrsnt swsTopoErrCode_CannotCreatStressIfFOSAlrdyPrsnt swsTopoErrCode_OnlyOneStressConstraintCanBeDefined swsTopoErrCode_OnlyOneFOSConstraintCanBeDefined swsTopoDGErrCode_Success swsTopoDGErrCode_SetOperationNotSupported swsTopoDGErrCode_InvalidComponent swsTopoDGErrCode_CoordinateSysNAError swsTopoDGErrCode_CoordinateSysInvalidOption swsTopoDGErrCode_CoordinateSysInvalidSelection swsTopoDGErrCode_CoordinateSysNotSelected swsTopoDGErrCode_InvalidVertexCount swsTopoDGErrCode_InvalidArray swsTopoDGErrCode_InvalidEntities swsTopoMassErrCode_Success swsTopoMassErrCode_SetOperationNotSupported swsTopoMassErrCode_InvalidConstraintValue swsTopoMassErrCode_LessThanEqualToZeroConstraintValue swsTopoMassErrCode_GreaterThan100PercentApplied swsTopoMassErrCode_GreaterThanTotalMassOfModel swsTopoMassErrCode_InvalidUnit swsTopoMassErrCode_InvalidPreferenceOption swsTopoMassErrCode_ConstraintNotFound swsTopoDispErrCode_Success swsTopoDispErrCode_SetOperationNotSupported swsTopoDispErrCode_InvalidConstraintValue swsTopoDispErrCode_LessThanEqualToZeroConstraintValue swsTopoDispErrCode_InvalidComponent swsTopoDispErrCode_InvalidConstraintValuationOption swsTopoDispErrCode_InvalidUnit swsTopoDispErrCode_InvalidComparator swsTopoDispErrCode_UnitNotAvailable swsTopoDispErrCode_InvalidSelectionForVertex swsTopoDispErrCode_CannotSetVertex swsTopoDispErrCode_InvalidLocationOption swsTopoDispErrCode_InvalidVertexCount swsTopoDispErrCode_CoordinateSysNAError swsTopoDispErrCode_CoordinateSysInvalidOption swsTopoDispErrCode_CoordinateSysInvalidSelection swsTopoDispErrCode_CoordinateSysNotSelected swsTopoDispErrCode_ConstraintNotFound swsTopoDispErrCode_InvalidArray swsTopoStressErrCode_Success swsTopoStressErrCode_SetOperationNotSupported swsTopoStressErrCode_InvalidConstraintValue swsTopoStressErrCode_LessThanEqualToZeroConstraintValue swsTopoStressErrCode_InvalidComponent swsTopoStressErrCode_InvalidConstraintValuationOption swsTopoStressErrCode_InvalidUnit swsTopoStressErrCode_InvalidComparator swsTopoStressErrCode_UnitNotAvailable swsTopoStressErrCode_LessThanPermittedValue swsTopoStressErrCode_ConstraintNotFound swsTopoStressErrCode_OutOfRangePercentageValue swsTopoFOSErrCode_Success swsTopoFOSErrCode_SetOperationNotSupported swsTopoFOSErrCode_InvalidConstraintValue swsTopoFOSErrCode_LessThanEqualToZeroConstraintValue swsTopoFOSErrCode_InvalidComponent swsTopoFOSErrCode_OutOfRangeValue swsTopoFOSErrCode_InvalidComparator swsTopoFOSErrCode_ConstraintNotFound swsTopoFOSErrCode_MaterialWithInvalidYieldStrength swsTopoFreqErrCode_Success swsTopoFreqErrCode_SetOperationNotSupported swsTopoFreqErrCode_InvalidConstraintValue swsTopoFreqErrCode_LessThanEqualToZeroConstraintValue swsTopoFreqErrCode_HMSFreqLessThanLMSFreq swsTopoFreqErrCode_ModeShapesNotInAscendingOrder swsTopoFreqErrCode_EnterRangeOfValues swsTopoFreqErrCode_UnequalSizedArrays swsTopoFreqErrCode_InvalidModeShapeData swsTopoFreqErrCode_InvalidComparatorData swsTopoFreqErrCode_InvalidFreqValuesData swsTopoFreqErrCode_ModeShapeDataIsNotSet swsTopoFreqErrCode_ComparatorDataIsNotSet swsTopoFreqErrCode_FreqValuesDataIsNotSet swsTopoFreqErrCode_InvalidArray swsTopoFreqErrCode_ConstraintNotFound swsTopoDCErrCode_Success swsTopoDCErrCode_SetOperationNotSupported swsTopoDCErrCode_InvalidEntitySelectedAsEdge swsTopoDCErrCode_InvalidDirectionOptionSelected swsTopoDCErrCode_InvalidEntitySelectedAsPlane swsTopoDCErrCode_NotAvailableForCurrentDirectionOption swsTopoDCErrCode_PlaneSelectionNotAvailable swsTopoDCErrCode_PlaneSelectionRequired swsTopoDCErrCode_EdgeSelectionNotAvailable swsTopoDCErrCode_EdgeSelectionRequired swsTopoSCErrCode_Success swsTopoSCErrCode_SetOperationNotSupported swsTopoSCErrCode_InvalidEntitySelectedAsPlane swsTopoSCErrCode_InvalidTypeSelected swsTopoSCErrCode_IncorrectPlaneSelectionsForGivenSymmetryType swsTopoSCErrCode_SetSymmetryTypeBeforeSelectingPlane swsTopoTCErrCode_Success swsTopoTCErrCode_SetOperationNotSupported swsTopoTCErrCode_InvalidThickness swsTopoTCErrCode_InvalidThicknessUnit swsTopoPRErrCode_Success swsTopoPRErrCode_SetOperationNotSupported swsTopoPRErrCode_InvalidFaceCount swsTopoPRErrCode_InvalidAreaDepth swsTopoPRErrCode_InvalidAreaDepthUnit swsTopoPRErrCode_InvalidArray swsTopoPRErrCode_InvalidEntities swsTopologyDemoldDirection_TwoDirectionMidPlane swsTopologyDemoldDirection_PullDirectionOnly swsTopologyDemoldDirection_Stamping swsTopologySymmetryControlType_HalfSymmetry swsTopologySymmetryControlType_QuarterSymmetry swsTopologySymmetryControlType_OneEighthSymmetry swsStressLinearization_Success swsStressLinearization_StudyNotSupported swsStressLinearization_MeshTypeNotSupported swsStressLinearization_InvalidReferencePlane swsStressLinearization_DatabaseNotAvailable swsStressLinearization_IncorrectNumberOfIntermediatePoints swsStressLinearization_ElementsNotFoundForEndPoints swsStressLinearization_ElementsFromDifferentComponents swsStressLinearization_AllElementsNotFoundForIntermediatePoints swsStressLinearization_SpecifiedPointsNotOnSectionPlane swsStressLinearization_ElementalValuesNotSupported swsStressLinearization_VectorPlotNotSupported swsStressLinearization_InvalidResultComponent SolidWorks.Interop.cosworks.dll   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                                                          !   "   #   $   %   &   '   (   )   *   +   ,                     @        @@ @       @   @            @           @   @   @   @@      @ @ @ @    @  @   d   6   8   :   ;   C    CosmosWorksLib   
         ) $23F37FFB-377B-418F-8CCF-98B2FC9F9833  ) $49EEE451-912D-444C-BB23-A6976F71AA25   @    ) $4405E07F-4621-4481-B925-449A88051523               5 0SolidWorks.Interop.cosworks.CwAddincallbackClass  ) $67E9B217-A19F-4563-B8C1-BFE5E433F1BD  ) $8E35F50D-F754-48C5-992C-1F4144A9E591  1 ,SolidWorks.Interop.cosworks.CosmosWorksClass  ) $B07A5588-BDE6-420D-9A02-BBB8BC822D1B  ) $EAFBFF38-E6B9-43D7-BE10-FE2BF2C8C0C8  0 +SolidWorks.Interop.cosworks.CWModelDocClass  ) $C9C3BEAB-0B21-41C1-8B44-2DE3CF28A03E  ) $9D21C234-564F-4C51-8513-A6F93697E7DE  4 /SolidWorks.Interop.cosworks.CWStudyManagerClass  ) $999CA1B7-177C-4823-9F0E-A1816C1A003C  ) $54B982A6-721E-4305-ADF3-934EAA6D7113  - (SolidWorks.Interop.cosworks.CWStudyClass  ) $EB592862-2A73-42F3-AFA1-14C7A87FCD89  ) $C07870A1-DAD9-4759-903F-90C6A64F242D  O JSolidWorks.Interop.cosworks.CWTopologyMinimizeMaximumDisplacementGoalClass  ) $730D7371-70E0-4EC7-98ED-71003B7C0962  ) $E00C837F-8B92-45A9-8EFE-3284863E1EE4  > 9SolidWorks.Interop.cosworks.CWTopologyMassConstraintClass  ) $9B9DEFC5-15DF-4F58-8249-7A629AD9BD29  ) $B9CCBA9B-4EE5-4BE1-9297-A2F7F5C9BDB5  F ASolidWorks.Interop.cosworks.CWTopologyDisplacementConstraintClass  ) $25560DF4-6038-4288-876C-460595847C28  ) $59E706E5-0F8A-48C7-9AD3-373AA5CC8B44  @ ;SolidWorks.Interop.cosworks.CWTopologyStressConstraintClass  ) $EE7225C8-84D6-4B52-AD80-2D9328C5ECA0  ) $74E5DF0F-76F9-4524-9F76-19CEE3AF4B02  H CSolidWorks.Interop.cosworks.CWTopologyFactorOfSafetyConstraintClass  ) $E1B9C2BF-2B2D-41B6-9BF0-B52E114DD1CA  ) $3D986C4C-0992-47AE-B768-45BB14ECB58C  C >SolidWorks.Interop.cosworks.CWTopologyFrequencyConstraintClass  ) $1B873092-E446-44ED-9C20-83046F19F6BF  ) $96AC6A8A-7EA7-4586-B713-2FDF0021B64F  < 7SolidWorks.Interop.cosworks.CWTopologyStudyManagerClass  ) $4A431B6B-EE03-46E6-8211-78374823541B  ) $D52700FF-63A9-4C6A-865F-153C876022E1  < 7SolidWorks.Interop.cosworks.CWTopologyStudyOptionsClass  ) $420EDA7F-6382-49AA-BDE7-B7EF9833C772  ) $D97C3AE7-B6D2-4CB1-A1EB-A298A4E183A4  ? :SolidWorks.Interop.cosworks.CWTopologyPreservedRegionClass  ) $21603EC7-9AAE-428B-8C8A-B74E77F8BDE9  ) $238A878C-BB80-4EE7-A8FC-816688AE8D64  @ ;SolidWorks.Interop.cosworks.CWTopologyThicknessControlClass  ) $40BDB03F-AD2A-4A6A-85CA-8F025A893647  ) $D86DCD69-C60B-4F66-965F-7E59267858A0  = 8SolidWorks.Interop.cosworks.CWTopologyDemoldControlClass  ) $D3BFC6EC-2DCB-4D2D-9B5B-4F90CBAC4C28  ) $8CDF4431-94F6-48FC-9E62-3BB222D9E4A3  ? :SolidWorks.Interop.cosworks.CWTopologySymmetryControlClass  ) $B9D3E9AB-01A4-4B1C-A609-79E6A11D79C5  ) $92D96050-0852-4B82-BFEA-82D3CC6FEEC4  4 /SolidWorks.Interop.cosworks.CWSolidManagerClass  ) $16F9E890-CC94-4F7A-B654-30D4CF5E7521  ) $C75C8C1A-1A4E-4E39-835E-32A4F36D6176  6 1SolidWorks.Interop.cosworks.CWSolidComponentClass  ) $699EF572-B1EB-454A-90B7-AF0A52F59E1B  ) $61C7F978-1602-4D64-859E-88F728DB7E36  1 ,SolidWorks.Interop.cosworks.CWSolidBodyClass  ) $D770D195-0FB7-4771-A269-30BD773D393A  ) $53F66937-4219-456B-89B1-6AF4BD7C022C  3 .SolidWorks.Interop.cosworks.CWBeamManagerClass  ) $BE3D86C7-8AD9-463F-A134-8B70E114BF1B  ) $EC3DF67D-5D46-45AB-8505-69670841F5BF  0 +SolidWorks.Interop.cosworks.CWBeamBodyClass  ) $6FFA493C-E5DC-4BA4-A0F6-F838A41A1563  ) $C2C96FB8-EAE7-4BE3-9DFF-D7B3D2A37A0F  . )SolidWorks.Interop.cosworks.CWJointsClass  ) $F5818CF4-0C05-49AC-997F-8A0DB432203B  ) $0844A890-EB4C-434E-BECB-91374A38C531  , 'SolidWorks.Interop.cosworks.CWMeshClass  ) $270F9491-0450-4BB5-BEF5-6E520C01D9AF  ) $96212552-8F0F-47F9-BC8F-C712081CAAD2  3 .SolidWorks.Interop.cosworks.CWMeshControlClass  ) $BF582064-D953-42DD-AFAD-BBE8364B93B4  ) $675024F4-3BEB-465F-9747-50CDB6E6FD43  0 +SolidWorks.Interop.cosworks.CWMaterialClass  ) $9DEA3C90-44BB-45E0-A569-F4B196F47176  ) $4425FB13-4541-4079-820E-0B4AC73E5231  A <SolidWorks.Interop.cosworks.CWLoadsAndRestraintsManagerClass  ) $7BDD45B4-9046-4C42-8936-A988906D2597  ) $12FE135D-F7ED-41C7-9A15-42556526A9A9  : 5SolidWorks.Interop.cosworks.CWLoadsAndRestraintsClass  ) $9419308B-BB2A-4842-B652-7AF115171012  ) $D83BBFB8-2E93-4581-B061-D356B67DC5C7  - (SolidWorks.Interop.cosworks.CWForceClass  ) $3D12186F-4CAE-4511-9456-B42FB68F06F9  ) $9F100027-4912-4FDC-8386-8C9F0F6F11F3  0 +SolidWorks.Interop.cosworks.CWPressureClass  ) $94DD4C40-F7FA-47E3-BA06-BFEFD28F8E62  ) $25E6E227-6678-419F-81F2-1A97FEF0583D  3 .SolidWorks.Interop.cosworks.CWTemperatureClass  ) $9D89A6CF-C25E-4F41-8CB1-1F5722FD6DC3  ) $F66EE586-499C-424B-A547-F51337C6D6C3  1 ,SolidWorks.Interop.cosworks.CWHeatPowerClass  ) $D77721DD-8FE5-45EB-92B6-FC8106968473  ) $7EBC954D-4620-418D-8740-58D288545A34  0 +SolidWorks.Interop.cosworks.CWHeatFluxClass  ) $45DADB3D-E02B-4A7B-9BF0-D5536A3680A7  ) $864CF3FA-5753-46F2-9F86-F1CC135F27A0  2 -SolidWorks.Interop.cosworks.CWConvectionClass  ) $EB7E570D-AAF9-4925-AC3A-91C54A699DCD  ) $333D8E64-BA1A-4008-8F28-C27B9C41FCEF  1 ,SolidWorks.Interop.cosworks.CWRadiationClass  ) $F932F397-D186-4381-88EF-EAA92E2ADCAE  ) $807A0872-ACA1-43A7-86F6-6D07B1989262  / *SolidWorks.Interop.cosworks.CWGravityClass  ) $9F335011-F5A5-4992-AA03-3BEC3BDF0436  ) $61B4C22E-99B9-484D-BF0E-5C9FC1BA3B3A  8 3SolidWorks.Interop.cosworks.CWCentriFugalForceClass  ) $A1B7607C-2C6B-447B-8183-633531BFDDAF  ) $DC9FEC33-1B9A-40DA-A21A-713C86F44AE7  1 ,SolidWorks.Interop.cosworks.CWRestraintClass  ) $9E273951-C865-45F6-89F9-7DAAB971010E  ) $DA0FB97E-1DB2-4F38-B9CE-F57A6215B772  2 -SolidWorks.Interop.cosworks.CWRemoteLoadClass  ) $E240A061-9543-4D8A-8749-2C9C850F7035  ) $07C2C408-612E-428F-8FD6-13230EF8D878  3 .SolidWorks.Interop.cosworks.CWBearingLoadClass  ) $1517A9E9-7BE0-4BE8-9571-7ADAFE1EB5FB  ) $7053F748-9545-48F6-9FAC-C71AE3197F83  6 1SolidWorks.Interop.cosworks.CWBaseExcitationClass  ) $41D30066-FCCC-4499-AE79-76D4BEDDAA82  ) $8B84550D-3C05-4068-9DD6-F006C4DF79A6  7 2SolidWorks.Interop.cosworks.CWDistributedMassClass  ) $9C21B30F-8C77-4E44-A8F3-761DC509ED32  ) $E4B0E129-B8FB-489A-92BE-022A83DA4309  ? :SolidWorks.Interop.cosworks.CWDynamicInitialConditionClass  ) $F8D3CE3B-5281-483A-9AE0-40F1D94D08A3  ) $0E897A24-0C3E-4691-8684-BE3141485B7F  4 /SolidWorks.Interop.cosworks.CWFatigueEventClass  ) $0680FB2B-F938-43C4-92D0-722586C802FD  ) $4B6D9839-B25E-4FCE-AE50-47BFF0545125  4 /SolidWorks.Interop.cosworks.CWShellManagerClass  ) $34E51079-B9CD-4FD3-B862-E4EC94DDBE13  ) $FCB82093-3377-4C4C-9DFE-FEDD6B0B1E51  - (SolidWorks.Interop.cosworks.CWShellClass  ) $740E09AE-C592-4AA1-A420-7CE55DFE29C2  ) $9C06F520-7A22-408B-B37A-CF6B19762668  = 8SolidWorks.Interop.cosworks.CWCompositeShellOptionsClass  ) $242B7E91-5A69-4CE1-B429-7008A54F1555  ) $DBFEC66A-A413-4EB3-8A15-8F927274FECF  6 1SolidWorks.Interop.cosworks.CWContactManagerClass  ) $52C53323-9C9C-4B86-9302-19EE7B8AFDEA  ) $6995D948-8A9F-4363-B233-0F118D56D6A0  F ASolidWorks.Interop.cosworks.CWMultipleContactSetsEditManagerClass  ) $BF201B98-1685-41DB-B5D0-C626C58D52F0  ) $D764FCD7-D1C4-4525-B77A-F3D71A6C24D5  L GSolidWorks.Interop.cosworks.CWMultipleComponentContactsEditManagerClass  ) $0ED1F73C-9EAC-4D6A-9CCA-B637D9C9A0CB  ) $AE787538-A050-4BBB-A27E-DB327C00848A  2 -SolidWorks.Interop.cosworks.CWContactSetClass  ) $E739B4C6-B6A5-4C1D-830A-C7A29C746A46  ) $A6934603-2339-4B84-A510-E7ADE2AE7320  8 3SolidWorks.Interop.cosworks.CWContactComponentClass  ) $43AA3958-9093-4066-BA75-21EA9E206C98  ) $A78EC78E-A6AB-4435-B0DA-9069B090FF37  ; 6SolidWorks.Interop.cosworks.CWThermalStudyOptionsClass  ) $268D40CF-565F-4259-B009-BAC3F5DA8F60  ) $E399CE1B-28ED-48A3-A86E-A797C6556E43  = 8SolidWorks.Interop.cosworks.CWFrequencyStudyOptionsClass  ) $8B6B0702-61D6-4C9B-9A1F-1FAAC4DCF0E4  ) $A7FE706C-70D4-49AD-9994-9E7139DE59A7  < 7SolidWorks.Interop.cosworks.CWBucklingStudyOptionsClass  ) $62C99DD5-374D-4444-B8F3-4163C5F6FB6F  ) $AB747841-0F4F-4C92-A357-855616AE7B9C  : 5SolidWorks.Interop.cosworks.CWStaticStudyOptionsClass  ) $F7A7474A-BAA4-45BC-A752-3D06B294EAA4  ) $8E88103F-7AE3-45FF-B517-AC6E5CCED6B8  = 8SolidWorks.Interop.cosworks.CWNonLinearStudyOptionsClass  ) $62DA10EC-2A76-47F5-B132-AB32C9413288  ) $50AAB7DD-9CD0-47EC-8D03-93C18558B1E3  ; 6SolidWorks.Interop.cosworks.CWDynamicStudyOptionsClass  ) $85D19761-12B3-4C55-BBCC-990A1353B32D  ) $BAA1EB89-F058-4FA1-A347-A2F97091C841  < 7SolidWorks.Interop.cosworks.CWDropTestStudyOptionsClass  ) $75C56F89-CCA5-4230-A725-39C88FE714FF  ) $4E71DA70-D087-41AF-8E7E-5AA436A580D0  ; 6SolidWorks.Interop.cosworks.CWFatigueStudyOptionsClass  ) $E3AA2395-263B-4BEA-BFF6-E52A0B20687E  ) $69B59E35-295A-4BD9-B94F-AC953DAEFE29  6 1SolidWorks.Interop.cosworks.CWDampingOptionsClass  ) $BA285FD1-5A65-4959-9297-5B588044D364  ) $ED81FC50-5F29-4779-9F46-721AEC2DCA24  : 5SolidWorks.Interop.cosworks.CWStudyResultOptionsClass  ) $A1FC7116-64EA-4872-8B2F-526B76AC9C17  ) $8C165EF0-5402-4402-BF90-DCF1659C5AC2  5 0SolidWorks.Interop.cosworks.CWDropTestSetupClass  ) $4776DA98-3183-4EAF-B97F-355EA56AED67  ) $AF91B9A6-4C96-457B-A4F4-9F83EF48FB8B  = 8SolidWorks.Interop.cosworks.CWDropTestResultOptionsClass  ) $C5AC1F26-0CD1-4A33-81D3-571ADE6A7ECD  ) $B16AF523-9A34-460F-AF2E-670D3559522D  / *SolidWorks.Interop.cosworks.CWResultsClass  ) $05882CCB-5A00-4CD5-B77F-8D374DEFEEAD  ) $0A75503A-136F-430C-95E0-904D33F2A68C  6 1SolidWorks.Interop.cosworks.CWRigidConnectorClass  ) $63F1A46F-2BDE-4367-83A1-FA3A22FCA775  ) $19951FA7-A7F4-41C0-964A-0F79FA2A5D99  5 0SolidWorks.Interop.cosworks.CWLinkConnectorClass  ) $5A355F90-47EB-4A23-824C-F2379DD92252  ) $55AC868A-F6C1-4DB4-8472-F88F3DB1B05F  8 3SolidWorks.Interop.cosworks.CWElasticConnectorClass  ) $1CDE52B5-1CA2-486A-AABB-093CED1BDF61  ) $A5780715-A450-40CF-B435-7A7F756B094A  4 /SolidWorks.Interop.cosworks.CWPinConnectorClass  ) $96DD49CD-CC09-4FAE-A559-7A795983D6EB  ) $86C8808E-7661-4FDF-AF75-63EA21F94D3D  7 2SolidWorks.Interop.cosworks.CWSpringConnectorClass  ) $9BA4876E-EFB8-45C6-B0FB-BF93FF54C065  ) $F9A4678F-9919-4435-B903-16A426E87B64  5 0SolidWorks.Interop.cosworks.CWBoltConnectorClass  ) $756B2585-6350-460A-9C2A-7F25DA9D094A  ) $5068060C-F268-4C97-A6A7-D6F89C51159E  9 4SolidWorks.Interop.cosworks.CWSpotWeldConnectorClass  ) $FB37E913-D238-4016-BCAC-9DEDF4A8E72A  ) $EAA81801-59E3-4C40-8DE1-3559649A25A5  9 4SolidWorks.Interop.cosworks.CWEdgeWeldConnectorClass  ) $A69BE93A-C2C6-41FF-A6E6-13B0C95C568F  ) $4D39D1A3-E714-4AEC-9D08-E3FBBA6AD0E6  , 'SolidWorks.Interop.cosworks.CWPlotClass  ) $BE922E0C-3E67-4941-865C-502781543E47  ) $D3D20A91-8BC5-4AAF-8B3A-2EA5F92146BD  ; 6SolidWorks.Interop.cosworks.CWResultsProbeManagerClass  ) $4E8471CC-C302-49C5-8013-862B8C59BFDB  ) $29FE9FCD-B370-4D6D-BC47-9C8437AC998C  4 /SolidWorks.Interop.cosworks.CWTrendTrackerClass  ) $9C2E89B2-1314-4F43-97A6-EEBAB5082191  ) $F148F969-91D9-4BAA-9023-AF5FBEB4A48C  9 4SolidWorks.Interop.cosworks.CWRunStudiesResultsClass  ) $EA15B981-DBF6-4F06-BD99-EDCB494A3738  ) $76948C0C-CF23-4769-B5CC-EDA59ED88FC9  D ?SolidWorks.Interop.cosworks.CWRunSpecStudiesRunMeshOptionsClass  ) $E4225574-EF87-40D6-BAC0-BF929D32AC11  ) $BACC1AC5-079A-4283-8171-E43FDE2A3BED  7 2SolidWorks.Interop.cosworks.CWLoadCaseManagerClass  ) $FCA911E3-08EA-4BF9-8149-DCDF08C7971E  ) $9CF762F3-EE47-49B5-BED1-8C5638C96522  = 8SolidWorks.Interop.cosworks.CWMassPropertiesManagerClass         @                                          	      
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$91647E85-8240-47D6-9607-D55363051641  ) $74F32D5B-F9A1-4638-A9FF-C7FF4AB6A862  ) $7ED65EA5-6B83-4852-9C44-B84A5DE3CDB7  ) $710E87FA-0AA0-481F-9EF7-DEB551836D31  ) $8113F320-8586-4FFB-86BA-3427682C612E  ) $37748DE8-FA00-4842-8F90-F76FBF02E768  ) $33975FC9-0E29-4B84-A9D0-5C44BD1F3CC8  ) $38A7E9C1-29FA-46A3-9640-BF3E85174073  ) $C4E62323-F9D8-42AC-B263-B23007328652  ) $D3C883B3-D4EE-4BFB-B7B6-45E515123D4E  ) $3C05ED82-CA83-4B38-863B-E7865F09A119  ) $9EE266AE-8F8E-4F7D-8E34-70216C6BE00C  ) $E5F88167-C28E-4C3B-ABB5-24A51106F5D3  ) $03E9F21C-9D4B-4C8B-8706-29BCD2BA3A0B  ) $00F93EC4-85EE-477F-8146-654AF578AA16  ) $EDCAE5CB-A408-4F4F-8136-E1E3127BA85C  ) $3CE49FBE-94DA-4E75-A14C-8B60A2A78388  ) $F529386E-54DE-44A3-9260-D582282A67F3  ) $70399338-27A2-4AB3-B080-24FCDD60310F  ) $5D46B869-53A8-4056-9BD3-10E563AD35A2  ) $93E7BAE8-B874-4CCF-AA50-0B33074EB108  ) $A5733F50-78CE-4165-AC6E-83609FA8C934  ) $93E26115-4151-4128-9A29-FC92E91DB287  ) $2E1F52BF-8ECA-4208-93DE-116524A3FAD9  ) $21194AF8-1E20-46DA-9224-F904A5698939  ) $271D8D76-6E18-44D2-9524-AAAA193F93BB  ) $D90DC01B-CC5A-4D2E-ACDF-B7F9A7DCAF78  ) $A69ED2AC-2580-43A9-B911-E84192D86997  ) $0C04AECB-78B0-4C5C-ABFC-F6B6D83F9F58  ) $F4942EFD-9BFE-4FC2-BE1A-9C475C6AE914  ) $EA1FDDFF-B5B0-472C-AF8F-11EAA6BE5D87  ) $5A7BF50A-B3C2-4DD6-ABE6-B221F52F75C4  ) $27B937D4-E77E-481D-806D-609F16AF75E5  ) $7250A1A5-660E-448F-8591-2C83CC9BE792  ) $3355BF31-3013-4F00-8D2B-A8D32523BDF4  ) $6CFD27D1-DB02-4A95-B875-C0C4ACCCC341  ) $A12B2DAE-4E24-4031-A22E-D162DA3BCB68  ) $2016E57A-4E1E-4620-A67F-9718F88A0394  ) $811E529F-54B2-452D-BF03-A613B7534582  ) $60C94033-B5A2-478D-86E0-1BC53907296D  ) $CF483C79-67C4-413F-AAED-46553168D804  ) $283BD0B4-A03C-4B72-A63A-F404F588DD2D  ) $84CADB5A-E2C4-42B4-9F73-A00A3BF0DC00  ) $938F5BCE-CB28-463C-A6B5-03C9A6D79793  ) $0293A815-ED6C-41F5-8B0A-BA364A1DDD2A  ) $C9A9A038-E84B-45CC-BEF3-88100C96186E  ) $24BD83EB-75CC-4F61-BB7F-8598AA0107B9  ) $7B91AF63-7CAF-4DD9-89D6-68AE1D9CCD8E  ) $F1A7E44C-CF29-4753-9011-8FBB4B9D8C0A  ) $6ACFEEEA-B23B-4C4D-B3F6-6CD7403CA3DC  ) $B8348CAD-E13F-4E3C-A603-75257F494ACE  ) $07D3F5FE-AE0F-421A-BD44-6F7225F53FEE  ) $A2A4E46D-F69A-4EE4-ACFF-045B83C9EB12  ) $D1FD7500-700E-4B6E-AF27-05A5DA01DE0E  ) $D3585B59-B954-4488-B1C3-5A02D905DF42  ) $0E1E86B1-35A9-4543-8821-5017518EE646  ) $C863C24E-82E3-4B94-A653-1111E33E779C  ) $F2A967EE-2ABC-4FAC-900D-6293EC2A61C7  ) $154D9C31-42D1-4E51-9207-9D8435AED071  ) $4B31947B-69C0-4321-8E2B-5E18EDE69E98  ) $E76D494E-4A44-481B-A1A2-A61CB0CBA43E  ) $B53E5259-F3D4-41F4-B4EC-573700481423  ) $A8C1E50B-CC3C-4ADD-B7C7-6E675BAC41B2  ) $688C436C-ABD9-4C6F-83B0-6EDDC11F3D1A  ) $ECDF7FDB-456D-44EF-B597-5F372D6C8B94  ) $D1CF002C-4B10-4393-95A1-14434132D300  ) $0ABD3D48-B463-4B94-A1B0-499005F4A711  ) $D41E1486-CFDC-4B0B-B7F1-A28F680499B2  ) $FCC9E413-0073-49BB-86FC-0E3F148B3D87  ) $FF2EAEBC-2FEC-4AA1-82F6-5C8C4DD73E63  ) $1F5B2C2B-197C-420B-AA2D-D63B20C2DAD7  ) $2A099F02-865B-49DB-B06B-63E774795D5E  ) $D3369258-7F22-4839-895B-E7A98E357643  ) $A7457AAF-F936-4225-9791-AADA35AA6114  ) $16C10E24-5128-4A68-A33E-E7BEFC87B104  ) $7E4DC60F-4481-44E4-A5A0-8783BDD704E5  ) $F784516D-90E7-4892-A4AD-E95CDC1FCDCE  ) $EDB5A8B0-8DF9-4C5F-84EE-75123B3B4B14  ) $3957E6C7-681D-4A0D-9929-E0AB7FB80AD8  ) $B71DC434-22B2-4C4D-84E3-5D433B127F78  ) $F4318A92-BFDE-4B41-B93C-B66B0BEBB9A7  ) $28E2246D-D233-4CD6-A202-1E833A13C27A  ) $A7EB07E1-379A-4E08-8816-54D54A47B98E  ) $61B6A1A0-9887-4646-A180-83C0AD86924D  ) $F20C0FD2-F20B-49B2-A254-5BA8939B67B4  ) $7D64890C-0AAF-4A91-9060-3E618FED579C  ) $A1187E96-910C-4EBB-A2F4-C483A3C5119D  ) $149F0DFE-76B8-4480-96A6-9636275B53BB  ) $51769585-ECC4-4659-8E01-B694A205BE6C  ) $5C0A6CA6-14F2-4056-8FCA-46CAABF7ADE6  ) $C9CEAF55-AD2C-49F0-A451-269D5DEE46DF  ) $AC55AEC6-081B-4A9B-8D1A-F7F00AB2F0FA  ) $CA8D89D6-3686-4493-80E1-321C0E635F5E  ) $0A007C06-9F06-4B92-A096-0E3CBB6652AC  ) $7325A110-EAA8-4C87-A99E-75E302C08CFA  ) $38F12F22-F68E-4641-ACA7-8476404C336F  ) $D34C36C7-93E0-4594-B621-9DE08204F679  ) $1A8ABC1C-6D61-47A2-8431-1C08F65BD860  ) $5172CCAA-1718-4FB4-9569-44EB5A7BF899  ) $45F42DDF-532D-410B-B139-EB49073988A3  ) $C3C46596-257F-413F-A201-8AEF4A389E76  ) $78A55666-FDAA-42A1-9C86-BC145663DEEB  ) $F20B8D1B-B7D6-411A-B4D9-D7FE9CED6963  ) $87F6BEC7-EFF3-439E-8298-08AB09A028DF  ) $68C3AD21-226E-4A52-B81C-34618973A755  ) $63A0E0DE-E480-4114-9E23-B7024C619E32  ) $86E22E0A-7A65-4928-A668-2E399E7A06A5  ) $93FC5129-C13F-4990-AEF0-EC28DADB7794  ) $F21A9ADE-AEDC-48CA-AA39-E4AC4E303E72  ) $193B3B80-C819-4AE3-8E19-C6D7320239D3  ) $35DF0995-FE2D-4887-BD4C-028B57F8B7C9  ) $99C4A5B0-804A-4205-97C7-EB9D4FD58C08  ) $FF593139-1790-4852-9DE1-8AB8EDFF1D60  ) $E8FBCF2B-248A-4E39-BDB6-49E802DA5101  ) $30F969CB-855D-46CA-9A7F-74F88989D5EC  ) $BF60E628-02FB-4F46-A705-A09857542789  ) $B7C1D007-A2FF-46E6-9B51-7247D3CF69B0  ) $6A37EF00-D878-4255-89A8-60339F4D8A81  ) $917496B4-282D-4F49-AF5C-89BF80CBB35F  ) $A447855D-2651-4109-A1FB-F3533C5EE96C  ) $07F64668-4531-4959-98B6-7EF854D56D3C  ) $B38B01FC-23CA-427C-84AF-F612B6CE5D2B  ) $C793C03E-4A39-47D3-8B51-1378410BB77B  ) $7C53C30E-AEC7-483C-BD32-D7A2828E289F  ) $439E1458-3FDA-47BE-B6DB-38CC78C71125  ) $C2E687E9-040B-4C6C-90A9-529CD3E92B59  ) $466140DC-1C77-4ADC-B70A-736BD3E6F2CE  ) $53066ED4-48D3-419E-8935-106B48E443CB  ) $5D177444-8C1F-4418-9331-59C76D3B56F4  ) $5CF95887-3A76-4951-A1D9-B09A77F44D8F  ) $57B83C99-3C40-4954-85A8-5518123690F5  ) $EEF7A6B5-A9C9-474A-863E-B52FBEC6EBDD  ) $98A92C68-8783-4CA4-A1F7-970D9EE93FD0  ) $E62B7830-C514-415E-8DA7-206CE9CF5FD1  ) $F5263B85-3ABB-4062-BF77-4638C54562A1  ) $A49FBB9D-6FA0-44EC-B41A-42CD5EB26E7F  ) $EAB46CFC-27E4-45F6-A90E-D6E8DACEFC2E  ) $D344A142-CE65-4DC5-A3B6-A3F82D825B19  ) $1E347AB0-57BC-40C5-8E96-6D5264059C11  ) $C78540E8-1C9D-4E31-BD91-51EC1F70A908  ) $034FB907-B91D-4CA4-A9D4-B5147A49C20F  ) $34A0307F-AE49-4449-AB92-B0CF21240E6E  ) $F3B8AD1F-ACBE-4CF3-AFEF-B8FF28D307FC  ) $BB045464-99DF-4B9C-9A21-8FA05236ABA9  ) $984BFAB1-EDA8-4C88-A34C-A99F247D8A39  ) $D50D93B6-233C-4A7A-AECD-00BFAB135C2A  ) $25CFB540-AE20-4445-9AA2-ACA0F090F9CB  ) $42959856-6692-48DC-A336-4EDFD890A7AD  ) $F6B4D895-BC35-4CAF-BD6B-0DCFB2739AB9  ) $E94C8565-33C0-4A93-8D98-1AF90A505DEC  ) $EAF853E3-B04D-40AA-A103-B2F7B42C1E9D  ) $6CE240C1-29B2-4D2D-BD79-C08914E05ADF  ) $C6FC3EAB-7049-4CA0-AFEE-A21438304EF8  ) $4A3BC9B6-8A5B-470D-9937-0D79FEB61222  ) $C122A733-88B1-401C-8C9D-5FD98A60AD5D  ) $9756D9C7-9A0A-4CBF-901E-4EC4808613D4  ) $EA03F8C8-42E7-450D-817E-E0C43D19B885  ) $26DC573F-3DF2-44C7-AC10-A6C4AA589C0B  ) $69511DC9-E96C-4EBA-9D37-9FED0F4986EB  ) $4006F6E7-E9EA-4224-B358-BBF618D3EABD  ) $0F8E068F-43D1-44A3-9AA4-82DA4EB20849  ) $44278515-3E71-464E-9DBB-79CA18425B5F  ) $014AC523-D08D-4F6E-92ED-A3B0144733ED  ) $4241679D-481D-4306-8422-17D318FF7B83  ) $85792FD6-153C-4950-8114-31A1291947AE  ) $C36FA657-4FF9-4780-A167-E8496ABFE405  ) $4BFD6449-F1CF-4BC1-8044-82B84FC71A56  ) $31AB0383-695A-4EA7-8347-AF49D071DE76  ) $CDC41A8D-5131-4869-94FF-2DC445F2BD38  ) $EFF3F416-6DD6-4824-8461-823EEBFEE356  ) $F8F6A093-18A7-4DA6-80C6-7D3F6F03439A  ) $F412AC3B-210A-410B-9AA4-1DD03D80B0D2  ) $8858273F-4D2C-43C1-BB25-AFF584DA8C01  ) $254C6D0F-0D23-4772-81C0-4FD586C3E5F6  ) $CD74C8F8-DD44-48E8-A4C2-EF6C47B6F5E3  ) $DE14A991-4E88-47AB-80E3-AD2B48743B56  ) $03BF5B6F-85FA-4FC8-B9FC-F1E588DC0C8D  ) $848C0D48-496F-40AA-9F02-92F68066218B  ) $B1ED28ED-6832-4DF3-BE5C-DDC2BCB6200A  ) $ECC0D1A3-11C2-41D0-8E94-FB330016512B  ) $04BF1A47-F3BA-4D41-8255-C9FE08B476A2  ) $20125692-8EAC-40F4-B14D-6B90B98265F9  ) $C1DCD997-EDFF-4E5F-A13B-77733D835FFA  ) $67028FE8-26E6-4962-A6B9-C97FAEBD23EC  ) $A06B1FAF-002E-4EA2-AC29-1CE43D08B55D  ) $C043A416-2295-4C64-899A-451173EC4114  ) $7EA766D0-2837-4B3D-9361-612C0D23B064  ) $04E156DA-2BC8-46F1-8CE0-D57EA642292C  ) $45DB8826-837A-436E-88A0-E99CC533FEF1  ) $605C423D-ACD6-4BEE-B454-BDCA7476A4C2  ) $9E13D2AD-81B3-4C0D-8352-05EA5D887FB6  ) $F7F0519C-22B1-4F5F-8BFC-654BF5AA32BD  ) $5E51A3CC-0579-4F1B-9948-DE23A92A69D0  ) $CF77BB8A-2A46-42B0-96FF-475434A2F5BC  ) $E7166BAC-66EA-4B97-8B43-0DBFE98DF4F6  ) $B86F73AC-F634-4994-AC3A-0339D32876D5  ) $1AC76F69-9C51-4A24-BD61-957E6EC6D824  ) $6DC43DB9-F31F-45C7-8DFD-528C514992FE  ) $75AA232C-9F3E-4C28-9AC3-6DD71555C397  ) $77C410EE-A52B-4C43-95FE-6D90A031AAF3  ) $1EE04BF8-A0D9-45FC-9620-1388F8FA0C1E  ) $94510369-3A6D-4F33-B8C8-C5DDCFAA5B2E  ) $E4A93623-66C2-4FF0-9D8A-EA57D33EC86F  ) $C97F31DE-3207-472D-AD1A-056846400B8A  ) $5DAAEEDA-FEC9-4169-8D60-F867A084CF0D  ) $B48F0FC4-6F4A-4147-AE49-0073349A1C9B  ) $057E352F-8569-4B7A-AD8F-077004FEA3F6  ) $922DF9BC-5404-4BEA-BF08-F78833B32084  ) $B2EF9FEB-AE95-4673-AD14-41C7FEC15300  ) $69EBA722-9740-4C5C-97F7-078BF92A0559  ) $407D4DAD-C222-45D7-BCCA-F09AAE1CA58C  ) $511368EA-3C21-4FE8-A1A1-C81251D25CAD  ) $3D750A91-A7D8-4DBC-9421-26AE1BD7CCF4  ) $46C8D4FC-CC65-4B15-B148-083F8526E493  ) $E2E86E90-AABE-4418-B764-04BB9568F791  ) $9D531156-CA9D-4FF5-AACB-C83406F77ED8  ) $1AC10E09-4E86-41B4-A3A7-95600C2FCEF2  ) $67207FCB-C827-4FC7-9BCA-1EA83124BD0B  ) $F556F53E-49D1-494D-90C1-B212E5D49DA0  ) $978EA0D9-6BF5-4A67-89F1-46A500604C58  ) $D57457C4-BE40-48AF-AC0A-B7659100FE78  ) $4C380B3A-2134-435E-BA0B-1AA9F518BD94  ) $50E5DF29-3C61-45E3-93AB-2BB7FA4C185F  ) $7B54C5DE-764E-4FD3-A6A6-410A5560B5E5  ) $94D9D682-4D34-499A-90D8-E4BBB412A4E3  ) $30941AF8-1485-4037-A8A9-9FFA807C57E4  ) $A1DC9693-6CAE-4331-AB31-6F0D98CE094C  ) $2C1FB28A-7691-44AC-9C5E-65CF3C81B934  ) $B6D56E20-5A0A-4E7A-ABA9-A461867CCFA6  ) $D8BFCEC6-B817-4C1D-9921-972F5E9B6DEE  ) $8B5C1F8B-CC75-47F3-AE45-634A28D9A9A0  ) $5BC655D9-0E5C-42D9-8431-3D8D61FD1C88  ) $268EB87B-C398-412A-8FBD-CC5AC90FC574  ) $93808231-9C53-4CBF-9DF0-9ABE76E73180  ) $237BFDA2-959A-4102-93A8-7274846E5688  ) $41581952-932B-46A3-B746-33E7A9BD7E24  ) $109DD6C6-5A4F-408C-BFD1-8441763C29C7  ) $F6A6A8D6-4ED1-4F06-B804-225B58273FD3  ) $4E7D0F9C-CB36-4F0D-A32C-4F73917B1F75  ) $389AEB3B-C401-402D-919A-B6E01975E289  ) $90E27F09-4149-4233-AEEF-C6E2138D0CB9  ) $049300A6-75C4-4740-AE95-9B8858FF1360  ) $696F3566-B772-4FB0-828C-3DF193B3084E  ) $13039DE6-9103-49EC-B54F-16634DD8B7B2  ) $BECA68EC-90F9-4B38-BE87-869789B3DB37  ) $22239607-7B4E-48C9-86E2-AAB1E1F7726B  ) $B6BF4AF4-7E73-409B-A924-183E2637F0D4   x            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