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        F          R     R	 fL@ffffO j    }Od sgēOd 5              %I+ҠlB+c?@̀ ۡǵg3ǵg2 F    ?    x]v6dlT88;N*mDX1n{1%`vf? 9^p8xNu9i؟~(yoy`VscQGr]~!F3^nWۮ:#qǼ{5;-\#uH,	C-S8п3QVa.dD>W#_`W^e?-|?R aI1㗗$ Vn`5V˓-wOI`T:{
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v %f%,f ؖ%y@5cZP,%b9)S(rRg"#7ܹ V|uI6g%@e#.B=MD n\i4 5cZPӖ#XJfr 5cZVӖ# 5c.SFi xeNDIQ@=R.|7^o=IfQ-KT3z,7.q 5dx MO58`4& ߚ{m 
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 ݐn#@5H֯>C-B{\UI V 5h4u]Fۀ>|䵼+cʜKqמ# N    Arial  ( ) . 0 2 3 = A C D F H M S T a c d e f g h i l n o p r s t u v y >    h  	     r*p*];'2i̪];듲p     @ `?G    xkr8BN;NʛD/Rx4PRHl~ǣ|||<?~<9߇݁ft37iI.z%-x9ω11c5蜲"z%3@3Mb-Ӛ!eU$NshKŘtCΓ)d'3KxDYѲIθdftT$
~dR8`t&	qw&@Fn-Ӗ
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3.d(":B].8vUلdywT-tat,#y%U	#i^~i&6A$#QxuFtB #QoѾ^vLC6uTaԟ+3bi_=e :05MJ4r@4AF2*M0"L$t=ٮePQZe2l܅#I3]f3jmͭ]҈cFԐ:dD3:ęxR NϯiH&1w Gљ)v!#eX%ddgz5Qt\vk[0_DDw/`a4nKPxW'faq\cDDtlڒr?e\r&%_I(Y	ҡ'lbez9c{d\!BF_~ه`7=z:ʿ 7   	 x1dAy A@    A BIƏ1e  ^;h3t  	     
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84zL mE1\+u/[1bn%6ykUfU 廨l]*jj & ֛SX`
dj4Mq6z="<06
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 Mathematica1 w:    ` 28- 	   'C(.Nʬ%
 @ ;]   `?     tangent_mc    &  eg;]tan  P    y*V`FOr         %CP.>t.J@_/SP0`@!^]&/%Ӥ    _    p-x 
    j#<XL o)!Lp\o@x\oL ohP oxXL o9\odL o,|dDx\ohd   ?     tangent_mc   j
ƕz-|@    H7S           hO    `,  	     =VqZӌ.  ]xҬsՕi   	pښq%XS6M8   (]    h\&pq 	      $% &	ˎ=,zx & 7o1I$z pj1'8N\p齣'   u{ ?G    Uz)KZ|gggꆆ  _  ,'+îjÖ	' 4Y@pA  ?Y    Vp&wx  Xa  J     5.04HO ]ut?05ȷL@31#L  ?L    VpXb~  +++ +P
 ~k cZ_߅8d[  ?    Nd]*     }{      Nh]*  J,6u ?A    Vp&        5.04HO ]ut?05ȷL@31#L  D     ;                                qh@   ?     tangent_mc ?     tangent_mc ?)    No'     !a?uc 8K~~bv@  (    No'  &uc O=;~bvA D     ;                                 ?    M]*     6n{      M]*  6n{ [     ;                                   "         H ?(    L_,      >ezYlo  &    L_,   k>z	 H      ;                                 "    @  I?     tangent_mc ?     tangent_mc @  ?     tangent_mc ?     tangent_mc @  ?     tangent_mc ?     tangent_mc @  5?     tangent_mc ?     tangent_mc @  ?     tangent_mc ?     tangent_mc @  ~?     tangent_mc ?     tangent_mc @  "?     tangent_mc ?     tangent_mc @  ?     tangent_mc ?     tangent_mc @  k?     tangent_mc ?     tangent_mc @  ?     tangent_mc ?     tangent_mc @  ?     tangent_mc ?     tangent_mc @  W?     tangent_mc ?     tangent_mc @  ?     tangent_mc ?     tangent_mc @  	?     tangent_mc ?     tangent_mc @  D
?     tangent_mc ?     tangent_mc @  
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?     tangent_mc ?     tangent_mc @  ?     tangent_mc ?     tangent_mc @  S?     tangent_mc ?     tangent_mc @  ?     tangent_mc ?     tangent_mc @  ?     tangent_mc ?     tangent_mc @  @?     tangent_mc ?     tangent_mc @  ?     tangent_mc ?     tangent_mc @  ?     tangent_mc ?     tangent_mc @  ,?     tangent_mc ?     tangent_mc @  ?     tangent_mc ?     tangent_mc @  u?     tangent_mc ?     tangent_mc @  ?     tangent_mc ?     tangent_mc @  ?     tangent_mc ?     tangent_mc @  b?     tangent_mc ?     tangent_mc @  ?     tangent_mc ?     tangent_mc @  ?     tangent_mc ?     tangent_mc @  N?     tangent_mc ?     tangent_mc @  ?     tangent_mc ?     tangent_mc @  ?     tangent_mc ?     tangent_mc @  ;?     tangent_mc ?     tangent_mc @  ?     tangent_mc ?     tangent_mc @  ?     tangent_mc ?     tangent_mc @  (?     tangent_mc ?     tangent_mc @  ?     tangent_mc ?     tangent_mc @  p?     tangent_mc ?     tangent_mc @   ?     tangent_mc ?     tangent_mc @   ?     tangent_mc ?     tangent_mc @  ]!?     tangent_mc ?     tangent_mc @  "?     tangent_mc ?     tangent_mc @  "?     tangent_mc ?     tangent_mc @  J#?     tangent_mc ?     tangent_mc @  #?     tangent_mc ?     tangent_mc @  $?     tangent_mc ?     tangent_mc @  7%?     tangent_mc ?     tangent_mc @  %?     tangent_mc ?     tangent_mc @  &?     tangent_mc ?     tangent_mc @  #'?     tangent_mc ?     tangent_mc @  '?     tangent_mc ?     tangent_mc @  l(?     tangent_mc ?     tangent_mc @  )?     tangent_mc ?     tangent_mc @  )?     tangent_mc ?     tangent_mc @  Y*?     tangent_mc ?     tangent_mc @  *?     tangent_mc ?     tangent_mc @  +?     tangent_mc ?     tangent_mc @  E,?     tangent_mc ?     tangent_mc @  ,?     tangent_mc ?     tangent_mc @  -?     tangent_mc ?     tangent_mc @  2.?     tangent_mc ?     tangent_mc @  .?     tangent_mc ?     tangent_mc @  {/?     tangent_mc ?     tangent_mc @  0?     tangent_mc ?     tangent_mc @  0?     tangent_mc ?     tangent_mc @  g1?     tangent_mc ?     tangent_mc @  2?     tangent_mc ?     tangent_mc @  2?     tangent_mc ?     tangent_mc @  T3?     tangent_mc ?     tangent_mc @  3?     tangent_mc ?     tangent_mc @  4?     tangent_mc ?     tangent_mc @  A5?     tangent_mc ?     tangent_mc @  5?     tangent_mc ?     tangent_mc @  6?     tangent_mc ?     tangent_mc @  .7?     tangent_mc ?     tangent_mc @  7?     tangent_mc ?     tangent_mc @  v8?     tangent_mc ?     tangent_mc @  9?     tangent_mc ?     tangent_mc @  9?     tangent_mc ?     tangent_mc @  c:?     tangent_mc ?     tangent_mc @  ;?     tangent_mc ?     tangent_mc @  ;?     tangent_mc ?     tangent_mc @  P<?     tangent_mc ?     tangent_mc @  <?     tangent_mc ?     tangent_mc @  =?     tangent_mc ?     tangent_mc @  <>?     tangent_mc ?     tangent_mc @  >?     tangent_mc ?     tangent_mc @  ??     tangent_mc ?     tangent_mc @  )@?     tangent_mc ?     tangent_mc @  @?     tangent_mc ?     tangent_mc @  rA?     tangent_mc ?     tangent_mc @  B?     tangent_mc ?     tangent_mc @  B?     tangent_mc ?     tangent_mc @  ^C?     tangent_mc ?     tangent_mc @  D?     tangent_mc ?     tangent_mc @  D?     tangent_mc ?     tangent_mc @  KE?     tangent_mc ?     tangent_mc @  E?     tangent_mc ?     tangent_mc @  F?     tangent_mc ?     tangent_mc @  8G?     tangent_mc ?     tangent_mc @  G?     tangent_mc ?     tangent_mc @  H?     tangent_mc ?     tangent_mc @  %I?     tangent_mc ?     tangent_mc @  I?     tangent_mc ?     tangent_mc @  mJ?     tangent_mc ?     tangent_mc @  K?     tangent_mc ?     tangent_mc @  K?     tangent_mc ?     tangent_mc @  ZL?     tangent_mc ?     tangent_mc @  L?     tangent_mc ?     tangent_mc @  M?     tangent_mc ?     tangent_mc @  GN?     tangent_mc ?     tangent_mc @  N?     tangent_mc ?     tangent_mc @  O?     tangent_mc ?     tangent_mc @  3P?     tangent_mc ?     tangent_mc @  P?     tangent_mc ?     tangent_mc @  |Q?     tangent_mc ?     tangent_mc @   R?     tangent_mc ?     tangent_mc @  R?     tangent_mc ?     tangent_mc @  iS?     tangent_mc ?     tangent_mc @  T?     tangent_mc ?     tangent_mc @  T?     tangent_mc ?     tangent_mc @  UU?     tangent_mc ?     tangent_mc @  U?     tangent_mc ?     tangent_mc @  V?     tangent_mc ?     tangent_mc @  BW?     tangent_mc ?     tangent_mc @  W?     tangent_mc ?     tangent_mc @  X?     tangent_mc ?     tangent_mc @  /Y?     tangent_mc ?     tangent_mc @  Y?     tangent_mc ?     tangent_mc @  wZ?     tangent_mc ?     tangent_mc @  [?     tangent_mc ?     tangent_mc @  [?     tangent_mc ?     tangent_mc @  d\?     tangent_mc ?     tangent_mc @  ]?     tangent_mc ?     tangent_mc @  ]?     tangent_mc ?     tangent_mc @  Q^?     tangent_mc ?     tangent_mc @  ^?     tangent_mc ?     tangent_mc @  _?     tangent_mc ?     tangent_mc @  >`?     tangent_mc ?     tangent_mc @  `?     tangent_mc ?     tangent_mc @  a?     tangent_mc ?     tangent_mc @  *b?     tangent_mc ?     tangent_mc @  b?     tangent_mc ?     tangent_mc @  sc?     tangent_mc ?     tangent_mc @  d?     tangent_mc ?     tangent_mc @  d?     tangent_mc ?     tangent_mc @  `e?     tangent_mc ?     tangent_mc @  f?     tangent_mc ?     tangent_mc @  f?     tangent_mc ?     tangent_mc @  Lg?     tangent_mc ?     tangent_mc @  g?     tangent_mc ?     tangent_mc @  h?     tangent_mc ?     tangent_mc @  9i?     tangent_mc ?     tangent_mc @  i?     tangent_mc ?     tangent_mc @  j?     tangent_mc ?     tangent_mc @  &k?     tangent_mc ?     tangent_mc @  k?     tangent_mc ?     tangent_mc @  nl?     tangent_mc ?     tangent_mc @  m?     tangent_mc ?     tangent_mc @  m?     tangent_mc ?     tangent_mc @  [n?     tangent_mc ?     tangent_mc @  n?     tangent_mc ?     tangent_mc @  o?     tangent_mc ?     tangent_mc @  Hp?     tangent_mc ?     tangent_mc @  p?     tangent_mc ?     tangent_mc @  q?     tangent_mc ?     tangent_mc @  5r?     tangent_mc ?     tangent_mc @  r?     tangent_mc ?     tangent_mc @  }s?     tangent_mc ?     tangent_mc @  !t?     tangent_mc ?     tangent_mc @  t?     tangent_mc ?     tangent_mc @  ju?     tangent_mc ?     tangent_mc @  v?     tangent_mc ?     tangent_mc @  v?     tangent_mc ?     tangent_mc @  Ww?     tangent_mc ?     tangent_mc @  w?     tangent_mc ?     tangent_mc @  x?     tangent_mc ?     tangent_mc @  Cy?     tangent_mc ?     tangent_mc @  y?     tangent_mc ?     tangent_mc @  z?     tangent_mc ?     tangent_mc @  0{?     tangent_mc ?     tangent_mc @  {?     tangent_mc ?     tangent_mc @  y|?     tangent_mc ?     tangent_mc @  }?     tangent_mc ?     tangent_mc @  }?     tangent_mc ?     tangent_mc @  e~?     tangent_mc ?     tangent_mc @  
?     tangent_mc ?     tangent_mc @  ?     tangent_mc ?     tangent_mc @  R?     tangent_mc ?     tangent_mc @  ?     tangent_mc ?     tangent_mc @  ?     tangent_mc ?     tangent_mc @  ??     tangent_mc ?     tangent_mc @  ?     tangent_mc ?     tangent_mc @  ?     tangent_mc ?     tangent_mc @  ,?     tangent_mc ?     tangent_mc @  Є?     tangent_mc ?     tangent_mc @  t?     tangent_mc ?     tangent_mc @  ?     tangent_mc ?     tangent_mc @  ?     tangent_mc ?     tangent_mc @  a?     tangent_mc ?     tangent_mc @  ?     tangent_mc ?     tangent_mc @  ?     tangent_mc ?     tangent_mc @  N?     tangent_mc ?     tangent_mc @  ?     tangent_mc ?     tangent_mc @  ?     tangent_mc ?     tangent_mc @  :?     tangent_mc ?     tangent_mc @  ߋ?     tangent_mc ?     tangent_mc @  ?     tangent_mc ?     tangent_mc @  '?     tangent_mc ?     tangent_mc @  ˍ?     tangent_mc ?     tangent_mc @  p?     tangent_mc ?     tangent_mc @  ?     tangent_mc ?     tangent_mc @  ?     tangent_mc ?     tangent_mc @  \?     tangent_mc ?     tangent_mc @  ?     tangent_mc ?     tangent_mc @  ?     tangent_mc ?     tangent_mc @  I?     tangent_mc ?     tangent_mc @  ?     tangent_mc ?     tangent_mc @  ?     tangent_mc ?     tangent_mc @  6?     tangent_mc ?     tangent_mc @  ڔ?     tangent_mc ?     tangent_mc @  ~?     tangent_mc ?     tangent_mc @  #?     tangent_mc ?     tangent_mc @  ǖ?     tangent_mc ?     tangent_mc @  k?     tangent_mc ?     tangent_mc @  ?     tangent_mc ?     tangent_mc @  ?     tangent_mc ?     tangent_mc @  X?     tangent_mc ?     tangent_mc @  ?     tangent_mc ?     tangent_mc @  ?     tangent_mc ?     tangent_mc @  E?     tangent_mc ?     tangent_mc @  ?     tangent_mc ?     tangent_mc @  ?     tangent_mc ?     tangent_mc @  1?     tangent_mc ?     tangent_mc @  ֝?     tangent_mc ?     tangent_mc @  z?     tangent_mc ?     tangent_mc @  ?     tangent_mc ?     tangent_mc @  ?     tangent_mc ?     tangent_mc @  g?     tangent_mc ?     tangent_mc @  ?     tangent_mc ?     tangent_mc @  ?     tangent_mc ?     tangent_mc @  S?     tangent_mc ?     tangent_mc @  ?     tangent_mc ?     tangent_mc @  ?     tangent_mc ?     tangent_mc @  @?     tangent_mc ?     tangent_mc @  ?     tangent_mc ?     tangent_mc @  ?     tangent_mc ?     tangent_mc @  -?     tangent_mc ?     tangent_mc @  Ѧ?     tangent_mc ?     tangent_mc @  u?     tangent_mc ?     tangent_mc @  ?     tangent_mc ?     tangent_mc @  ?     tangent_mc ?     tangent_mc @  b?     tangent_mc ?     tangent_mc @  ?     tangent_mc ?     tangent_mc @  ?     tangent_mc ?     tangent_mc @  O?     tangent_mc ?     tangent_mc @  ?     tangent_mc ?     tangent_mc @  ?     tangent_mc ?     tangent_mc @  <?     tangent_mc ?     tangent_mc @  ?     tangent_mc ?     tangent_mc @  ?     tangent_mc ?     tangent_mc @  (?     tangent_mc ?     tangent_mc @  ͯ?     tangent_mc ?     tangent_mc @  q?     tangent_mc ?     tangent_mc @  ?     tangent_mc ?     tangent_mc @  ?     tangent_mc ?     tangent_mc @  ^?     tangent_mc ?     tangent_mc @  ?     tangent_mc ?     tangent_mc @  ?     tangent_mc ?     tangent_mc @  J?     tangent_mc ?     tangent_mc @  ?     tangent_mc ?     tangent_mc @  ?     tangent_mc ?     tangent_mc @  7?     tangent_mc ?     tangent_mc @  ۶?     tangent_mc ?     tangent_mc @  ?     tangent_mc ?     tangent_mc @  $?     tangent_mc ?     tangent_mc @  ȸ?     tangent_mc ?     tangent_mc @  l?     tangent_mc ?     tangent_mc @  ?     tangent_mc ?     tangent_mc @  ?     tangent_mc ?     tangent_mc @  Y?     tangent_mc ?     tangent_mc @  ?     tangent_mc ?     tangent_mc @  ?     tangent_mc ?     tangent_mc @  F?     tangent_mc ?     tangent_mc @  ?     tangent_mc ?     tangent_mc @  ?     tangent_mc ?     tangent_mc @  3?     tangent_mc ?     tangent_mc @  ׿?     tangent_mc ?     tangent_mc @  {?     tangent_mc ?     tangent_mc @  ?     tangent_mc ?     tangent_mc @  ?     tangent_mc ?     tangent_mc @  h?     tangent_mc ?     tangent_mc @  ?     tangent_mc ?     tangent_mc @  ?     tangent_mc ?     tangent_mc @  U?     tangent_mc ?     tangent_mc @  ?     tangent_mc ?     tangent_mc @  ?     tangent_mc ?     tangent_mc @  A?     tangent_mc ?     tangent_mc @  ?     tangent_mc ?     tangent_mc @  ?     tangent_mc ?     tangent_mc @  .?     tangent_mc ?     tangent_mc @  ?     tangent_mc ?     tangent_mc @  w?     tangent_mc ?     tangent_mc @  ?     tangent_mc ?     tangent_mc @  ?     tangent_mc ?     tangent_mc @  c?     tangent_mc ?     tangent_mc @  ?     tangent_mc ?     tangent_mc @  ?     tangent_mc ?     tangent_mc @  P?     tangent_mc ?     tangent_mc @  ?     tangent_mc ?     tangent_mc @  ?     tangent_mc ?     tangent_mc @  =?     tangent_mc ?     tangent_mc @  ?     tangent_mc ?     tangent_mc @  ?     tangent_mc ?     tangent_mc @  *?     tangent_mc ?     tangent_mc @  ?     tangent_mc ?     tangent_mc @  r?     tangent_mc ?     tangent_mc @  ?     tangent_mc ?     tangent_mc @  ?     tangent_mc ?     tangent_mc @  _?     tangent_mc ?     tangent_mc @  ?     tangent_mc ?     tangent_mc @  ?     tangent_mc ?     tangent_mc @  L?     tangent_mc ?     tangent_mc @  ?     tangent_mc ?     tangent_mc @  ?     tangent_mc ?     tangent_mc @  8?     tangent_mc ?     tangent_mc @  ?     tangent_mc ?     tangent_mc @  ?     tangent_mc ?     tangent_mc @  %?     tangent_mc ?     tangent_mc @  ?     tangent_mc ?     tangent_mc @  n?     tangent_mc ?     tangent_mc @  ?     tangent_mc ?     tangent_mc @  ?     tangent_mc ?     tangent_mc @  Z?     tangent_mc ?     tangent_mc @  ?     tangent_mc ?     tangent_mc @  ?     tangent_mc ?     tangent_mc @  G?     tangent_mc ?     tangent_mc @  ?     tangent_mc ?     tangent_mc @  ?     tangent_mc ?     tangent_mc @  4?     tangent_mc ?     tangent_mc @  ?     tangent_mc ?     tangent_mc @  |?     tangent_mc ?     tangent_mc @  !?     tangent_mc ?     tangent_mc @  ?     tangent_mc ?     tangent_mc @  i?     tangent_mc ?     tangent_mc @  ?     tangent_mc ?     tangent_mc @  ?     tangent_mc ?     tangent_mc @  V?     tangent_mc ?     tangent_mc @  ?     tangent_mc ?     tangent_mc @  ?     tangent_mc ?     tangent_mc @  C?     tangent_mc ?     tangent_mc @  ?     tangent_mc ?     tangent_mc @  ?     tangent_mc ?     tangent_mc @  /?     tangent_mc ?     tangent_mc @  ?     tangent_mc ?     tangent_mc @  x?     tangent_mc ?     tangent_mc @  ?     tangent_mc ?     tangent_mc @  ?     tangent_mc ?     tangent_mc @  e?     tangent_mc ?     tangent_mc @  	?     tangent_mc ?     tangent_mc @  ?     tangent_mc ?     tangent_mc @  Q?     tangent_mc ?     tangent_mc @  ?     tangent_mc ?     tangent_mc @  ?     tangent_mc ?     tangent_mc @  >?     tangent_mc ?     tangent_mc @  ?     tangent_mc ?     tangent_mc @  ?     tangent_mc ?     tangent_mc @  +?     tangent_mc ?     tangent_mc @  ?     tangent_mc ?     tangent_mc @  s?     tangent_mc ?     tangent_mc @  ?     tangent_mc ?     tangent_mc @  ?     tangent_mc ?     tangent_mc @  `?     tangent_mc ?     tangent_mc @  ?     tangent_mc ?     tangent_mc @  ?     tangent_mc ?     tangent_mc @  M?     tangent_mc ?     tangent_mc @  ?     tangent_mc ?     tangent_mc @  ?     tangent_mc ?     tangent_mc @  :?     tangent_mc ?     tangent_mc @  ?     tangent_mc ?     tangent_mc @  ?     tangent_mc ?     tangent_mc @  &?     tangent_mc ?     tangent_mc @  ?     tangent_mc ?     tangent_mc @  o?     tangent_mc ?     tangent_mc @  ?     tangent_mc ?     tangent_mc @  ?     tangent_mc ?     tangent_mc @  \?     tangent_mc ?     tangent_mc @     ?     )   ! sgēOd       5_~g3ǵ F !   M   " ` ?(- 	   'C(
 @  sJ]8
 @ t@  "  ?     tangent_mc ?     tangent_mc @   