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a$ *~> =_ a$  *|x `@Hw9~9>p ) +8~|xH5ĀHЀL8~|xKq~HKQ~LKy~KA~K8D> >D|HAH8@> >@|HAH~@= C0=_ ɪ]0lđ>h( *~D= C0=_ ɪ]0lđ>h(  *~ `@Kڡ|`x~@DKa>@8 @K<>D8 DK8|x!|N |!|> xB~X\`8P|xH#98`|xHt8p|xHPI8|xHI8|xHy~\H }]|kx=? )0 | @8 H~`XK~`8KՀ~`\K8|x\H89>9`<|x}$Kx}e[xH Հ~`K!~`KI~`K~`K8|x`Hy9~9> I ) K + T8DD>|HAH P8@@>|HAH9~9>P I) K+8p~`|xHu9~9>p I) K+8`~X|xHU~X>`^dK9|`xЀ~`@DKP *P>@8 @K,T (T>D8 DK8 ~ !|N |!|> x|}xl>l8 x|xH+Ux!|N |!|> x~hlptx>h8 9>l|x}$KxxH,|`x|x!|N |!|> x~hlptx>h8 9>l|x}$KxxHNA|`x|x!|N |!|> x~hlpt>h8 9>l|x}$KxtHoe|`x|x!|N |!|> x~hlptx>h8 9>l|x}$KxxHpU|`x|x!|N |!|> x~hlptx>h8 9>l|x}$KxxHqE|`x|x!|N |!|> x~hlpt>h8 9>l|x}$KxtHqM|`x|x!|N |!|> x~h>h8 |xH ~i !|N |!|> x~hl8`|xHe8p|xHK8|xHoI8|xH8|xH8~h|xK8|xH x-|`x@8|xH xA|`xD8|xH }H8|xH }L80|xhKy9~`9>0 I ) K + l8TT>D|HAH`8PP>@|HAH9~09> I) K+8p~h048|xKu9~09>p I) K+8~l048|xKU~l>^K9|`xXX,@~hPTXKH *>P8 PK L (>T8 TK8|x!|N |!`|> xB~8P|xHH8`|xHm~K|`x@~K|`xD8LL>D|HAH8HH>@|HAHX9~`H= C0=_ ɪR|lt>pph(L= C0=_ ɪR|lt>pph(}c[x `@Hm9~9>` ) +8P~|xK>P AH~HL8K9>P AH~HL8K >T  AH~HL8K>T  AH~HL8Kⵁ>H8 HK>L8 LKp8|x!|N |!|> x~h~hHM!|N |!|> x~h~hH!|N |!|> x~h~hH!|N |!|> x~h~h8HQ!|N |!|> x~h~h8H!|N |!|> x~hl~hHa!|N !|> x~H>H8 >H8 >H8 8|x!N |!|> x~x>x @@,@H|>@ ,A >@ ,A>@iHa>@ ,A >@ ,A>@iH`@D>@ @~DH_K|>x8 >x8 >x8 8|x!|N |!|> x~x|>x @8D@,A8>@i|HA|`x,@@D>@ @KĀ@,@|8`H_)~@@,@8HHD,@>x@ H>D@ @~|H }>@8 >x@ H,>@ ,A>@iH^u>@8 >@ ,A@~H}8H~H!|N |!|> x~hlpt~hlptKa8|x!|N |!|> x~hlp~hlp8K8|x!|N |!|> x~hlp~pHɁ|`x~hl|x8K8|x!|N |!|> x~hlp~hlp8Ke|`x|x!|N |!|> xB~x||3x>x @8D@,A<>@i|H I|`x,@H@D>@ @K@,@8`H\]~@@,@8LHXD,@>x@ H>D@ @~|HA}>@8 >x@ ,@>@8 H䃾@~H}HЀ,Aā>@ HH,@@~HŐ}H|t,@ 8 @~H =|}x~HH 1|`x;xH\A|>@ ,A,>@|ti< 8Ѐ|xHH ʉH,A ~HH[8L~L!|N |!|> xB~x||3x>x @8D@,A<>@i|H %|`x,@H@D>@ @K@,@8`HZ9~@@,@8LHXD,@>x@ H>D@ @~|H}>@8 >x@ ,@>@8 H䃾@~Hِ}HЀ,Aā>@ HH,@@~H}H|t,@ 8 @~H |}x~HH |`x;xHZ|>@ ,A,>@|ti< 8ݬH|xH eH,A ~HHY8L~L!|N |!|> xB~x|>x @@,A4>@i|H |`x,@H>@ @KȀ@,@9 >DH8>@ ,@=? >D>D9)Ѥ>DH>@ D~D!|N |!|> x~x|~x|K |`x@@,@DH @D~D!|N |!|> x~x|>x @@,A4>@i|H |`x,@H>@ @KȀ@,@8DH>@ D~D!|N |!|> xB~x||3x>| @@,A4>@iH -|`x,@H>@ @KȀ@,@=? 9)ȑ>DH>@ D|t~xD|xH@~x!|N |!|> x~x|,@>x @H>x @@,@8DH<>@~|Hց>@~Hq~x>@ 8D~D!|N |!|> xB~x|~x|Ku|`x@@,@8DH~@< 80H|`x,A8DH\~@< 84H|`x,A8DH4~@< 88Hi|`x,A8DH 8D~D!|N |!|> x~x|>~x|K|`x@@,@DHH>@ |t|x8H]|`x,@DH~@H D>D!|N |!|> x~x|~x|K|`x@@,@DHD>@ |t|x8H|`x,@DH~@H M|`xD~D!|N |!|> x~x|>^~x|K1|`xDD,@8LH,8H~DHH ‘|`x@@L~L!|N !|> x~H~H>H 8|x!N !|> x~X>X ,@8$H0>X)  ~X>X)  $~$!N |!|> xB~x|~x|K|`x@@,A< 8c<|@H H< 8cЀ|H u8|x!|N |!|> xB~x>x @@,@HX>@ ,A$>@~@< 8cҴH H>@< 8cXH ف>@ @K8|x!|N !|> x|B}H|~X\X,AhX,A\=* )g XT:} J9)4)\}+8~ > }+p}`Jx| P  |А > U)> H 9`~  |x!N |!|> xB~x~xH>x8 <|xHx->x8 L|xHx~x=? 9)B \~x=? 9)B `~x=? 9)B d~x=? 9)C h~x=? )fT = C0=_ ɪ>4lD>@@h( l~x=? 9)C p^x>x~xp p 2 t>x<A x>x<Bp |~x=? )fT = C0=_ ɪ>4lD>@@h( ~x=? )fT = C0=_ ɪ>4lD>@@h( ~x=? )fT = C0=_ ɪ>4lD>@@h( ~x=? )fT = C0=_ ɪ>4lD>@@h( 8|x!|N |!|> x~h~hHM!|N |!|> x~h~hH!|N |!|> x~h~hH>h8 <|xHtU>h8 L|xHtE~hKA!|N |!|> xB~x|~x>| ~x>| ~x>| $ $~x>|  ~x=? )c| = C0=_ ɪ;\lD>@@h( hAH>x~x ~x>|  ~x=? )c| = C0=_ ɪ;\lD>@@h( hAH>x~x $ ~x>| ( (~x>| , ,~x>| 0 0~x>| 4 4~x>| ~x>|  ~x>|  ~x>|  ~x>|  ~x>| 8 8~xH)8|x!|N |!|> x|}xlxH>l >l  >l $$>l >l >l ((>l ,,>l 00>l 44>l  >l >l >l >l >l 88x!|N |!|> x~hl~hlH|`x|x!|N |!|> x~ 9>9`<}#Kx|x}e[xH  9!T9`<}#Kx|x}e[xH 9a89> I  K  I) K+~>^H|`x|x!|N |!|> xB~x~x=? )_ = C0=_ ɪ7tlD>@@h( hAH>x~x ~x=? )_ = C0=_ ɪ7tlD>@@h( hAH>x~x $ >x ,@>x<Bp x>x=? < AH>x<p x~x=? )_ = C0=_ ɪ7tlD>@@h( h@H>x~x x>x ,@>x<A x>x<Bp |~x=? )_ = C0=_ ɪ7tlD>@@h( h@H$~x>x x~x>x  |>x , @ ~x=? )_ = C0=_ ɪ7tlD>@@h( h@Hp~x>x \^x>x~x\ \ 2 `^x>x~x` ` 2 d~x>x`=? 9)x~x\ \ 2 `^x>x~x` ` 2 d~x>x`=? 9)@@h( ~x=? )_ = C0=_ ɪ7tlD>@@h( l>x8 L|x=? )<=_ J<=? i<=_ <Ho~xH!8|x!|N |!`|> xB~8P|xH8`|xH8p|xH)ف>iH _|`x,@Ё> ,(A(> ,+A> ,,AH>8 8P~|xH8p>~ ( *>|x I$H*q8p9>`~|x}%KxHM`@8p^>~$ , *|x* @H*%8p9>`~|x}%KxHdD~=? )[ = C0=_ ɪ3l>h( H> ,@T8P>~|x) K$Hq>~ ( *@>~$ , *DH> ,A> ,AH > P>)08 = C0=_ ɪ3l>h(P *@~>)08 = C0=_ ɪ3l>h(> ( $ > $T>)48 = C0= ɫ3l>h(T *D~>)48 = C0=_ ɪ3l>h(> , $ Hp> ,c@́> P>(P *@~> 0= C0=_ ɪ3l>h(> ( $ > $T>,T *PD~> 4= C0=_ ɪ3l>h(> , $ H> ,@> P> 0= C0= ɫ3l>h(P *@~> 0= C0=_ ɪ3l>h(> ( $ > $PT> 4= C0= ɫ3l>h(T *D~> 4= C0=_ ɪ3l>h(> , $ Hx8P~|xH8p>~ (*>~$ , *|x `@H%8p9>`~|x}%KxH`@dDP@L]AH >@ <>P DH>P <>@ DTDL]AH >D @>T HH>T @>D HH8P~|xH >)08 = C0=_ ɪ3l>h(= 3$> ( 2@>)48 = C0=_ ɪ3l>h(= 3$> , 2D>P@ ( <>P@ * D>TD ( @>TD * H8|x!|N !|> x~HL~L>H8 <| x I ) K + 8|x!N !|> x|gxL>L8 <|;x| x I ) K + |;x!N !|> x~HL>H8 L>L| x I ) K + 8|x!N |!|> x~x|>x~x8~@) K$H"U~x8@|H|`x|x!|N !|> x|B}H|~X>X)08 = C0=j ɫ*l$>  h(>X)48 = C0=j ɫ*l,>((h($` !N |ۡܐ!|> xB~ >iH U|`x,A> =? /L AH$~ > =_ / * K`> = /P AH$~ > =? / ( Kȁ~=? )Rtk | @(~> ~>  H ԁ> ,@ ~=? )Rt = C0=_ ɪ*Tl\>XXh( hAH>= .L]AH>< H><? > ~=? )Rx 2 H !2=? *h(=? 9)*| 2>~ 2=_ /T AH ~ >=? /T 2 > >~ 2=_ /X*=? )R 2= . $ H =2D> ~ (=? )R 2HDH H 2>D 2H H 2H> ,@^> ~  ( >=? /P AH ~>=_ / ( >= /L AH ~>=? / * >~ H > ,@,> 8,A~=? )Rt = C0=_ ɪ*Tl\>XXh( hAH؃=? 9)*)H 5~=? )R 2 H )>~ 2~=? )R 2 H 52~=? )R 2 H 2=? *h( H $>=? 9)/0 2=? )R 2L^>=? 9)/ 2> ~  (2=? )R 2 >L AH$~>L* h( H<>LP hAH ~>L* h* > ``=? 9)* AH=? 9)/4 ``=? 9)* AH=? 9)/8 `> =? )R` 2 H i2dd=? *h(d=_ * *$> = *l 2 `@H yd>=? 9)/< 2=? /X` (=_ *l2=? )R 2 H d $ H 2Hp=? )R=? 9)/@ 2L^> ~ (=? 9)/ 2=? )R 2 >L AH$~>L* h( H<>LP hAH ~>L* h* > ``=? 9)* AH=? 9)/4 ``=? 9)* AH=? 9)/8 ``=? .$=_ /\h(=? )R 2 H  H M=? 9)* 2Hԁ> ,@~=? )Rt = C0=_ ɪ*Tl\>XXh( hAHH>= .L]AH><? H>< >~x | AHP>~ x2=? /Xh(=? )R 2 H H ~=? )Rx 2 H } H ~=? )R| 2 H M H (>x=? .$=_ /\h(=? )R 2 H % H >|=? .$=_ /\h(=? )R 2 H  H A($~=? )Rx 2 H u> >x=? .$=_ /\h(=? )R 2 H Q> h@H 2$>=? .L]AH<> =? 9)* AH> = 9k/D >=_ . AH<> =? 9)* AH> = 9k/H >=? 9)/ 2>~ 2= .$=? /\h(=? )R 2 H > h@H 2L> ~ (=? /P AH ~ > =_ / ( > ~ (= /L AH ~ > =? / * L^> ~ ( 2=? )R 2 H I2> PL 2^> ~ ( 2=? )R 2 H 2Hā> ,@> ~  (H~=? )R 2 H ~ =? )R 2 H e2~=? )R 2 H ~ =? )R 2 H 2=? )RH 2 H 2*LL=? . AH~=? )Rt = C0=_ ɪ*Tl\>XXh( ~=? )Rt = C0=_ ɪ*Tl\>XXh( 9`~HHL=? **=_ *th$ H =? 9)*| 2> ~ =? )R 2 H 2=? )RH 2 H 2> ~=? )R 2 H )~ =? )R 2 H M2~=? )R 2 H %~ =? )R 2 H 2=? )RH 2 H 2(2H> , @8p|xHq8|xHe~=? )Rt = C0=_ ɪ*Tl\>XXh( lhAH$^~=? 9)/ \ $ l> 8,Ad> t~ =? )R 2 H 2 H d8pd|x HH,8p~ =? )R 2|x H8> ~ (=? )R 2|x Hmɾ 2L>L l AH~=? )Rt = C0=_ ɪ*Tl\>XXh( ~=? )Rt = C0=_ ɪ*Tl\>XXh( 9`~H> 8,A`>=_ . t (22= *h( H =? 9)* h$`H=? 9)/ `>`L2 \h(LLL 2`` 2222 2 * H m>`22L $ ~`x2> $ >=? . AHD> H q>  H Q^>~ \ 2 ^>~ \ 2 H ԁ> ,@d~=? )Rt = C0=_ ɪ*Tl\>XXh( hAH~=? )Rt = C0=_ ɪ*Tl>h( hAH>8 ~=? )R 2 H ~=? )R 2 H ~ =? )R 2 H u> 2> ~ (=? )R 2 H 92~ =? )R 2 H Y> 2*LL=? . AH~=? )Rt = C0=_ ɪ*Tl>h( ~=? )Rt = C0=_ ɪ*Tl>h( 9`~H > ~ (=? )R 2 H y=? 9)*| 2~ =? )R 2 H 2> P~ =? )R 2 H 2> ~ (=? )R 2 H 2> ~ =? )R 2 H 2*=? 9)*| 2H d> ,@l~ =? )R 2H=? )R ~ =? )R 2 H 2D8@@,@HHH H *D (PH H q=? * *$LHL *HL=? 9)* A>@8 @KhH=_ . $H^> ~  ( >= /P AH ~>=? / ( >=_ /L AH ~>=? / * >=? 9)/ 2=_ /X $H H A2> =? 9)* A(> =? 9)* AH>8 H H =? 9)*| 2H> ,c@,~> ~> P H> ,A> ,AHp^> ~ <(> 2> < * ^> ~ @(> 2> @ * H$> ,@<~> >  H IPH܁> ,@p^> ~ <(> 2> < * ^>~ @ (> 2> @ * H`> ,@> ~ =? )R 2 H -2> ~ =? )R 2 H 2H́> ,(@ >  H P~=? )Rt = C0=_ ɪ*Tl>h( hAHx~> @ ^>~X P(>~T L ($>~D < (2>~H @ ( $ >~ (> 2L~> L * H> ,*@<>  H P~> HX> ,+@>=? . AH@~> >  H a8H~=? )Rt = C0=_ ɪ*Tl>h( hAHl^>~T L(>~D < ( $ ^>~X P(>~H @ ( $ > )H 4> IH_ H qP^> ~ <( 2Lh*^~>P @( 2 Ph*^>~ L *=? *l2>~ P (= *l 2 * ^>~ L( h(^>~ L(> $> < * ^>~ P(> $> @ * H> ,,@\> )H 3=> IH^! H P~> >P HT> ,)@D~> >  =? 9)*IH P8~!|ˡN |!|> xB~ > ,@$~=? )0t = C0=_ ɪTlT>PPh( hAH>= L]AH>< H><? > ~=? )0x 2 H 2=? h(=? 9)| 2> ~ 2> ~   2 * H )@> =? AH,> =_ AH8DHL> >~  2 `@H =? )0 2D> >@ $ H *=? )0 2=? 9) *2~>D  * H> ,@^> ~  * >=? P AH$~>=_ ( H<>= L AH ~>=? * >~  HH> ,@ȁ> 8,A~=? )0t = C0=_ ɪTlT>PPh( hAH؃=? 9))H ~=? )0 2 H >~ 2~=? )0 2 H 2~=? )0 2 H 2=? h( H =$~^ >=? 9) 2=? )0 2 h$>  * >=? P AH$~>=_ ( H<>= L AH ~>=? * > P>=? 9) 2 $ H \=? )0=? $\ H *(D8XX,@H> D H 52`=? )0=? $\=_ `(`= * $> =? l 2 `@H %2 H *(D (dDd *Dd=? 9) A>X8 XK~=? )0D 2 H^~ =? )0=? 9)  2 h$>  * >=? P AH$~>=_ ( H<>= L AH ~>=? * =? )0 =? )0 *> =? 9)  $ H =? h$ H I2=? 9) h(Ht> ,@$~=? )0t = C0=_ ɪTlT>PPh( hAHH>= L]AH><? H>< >~x | AHP>~ x2=? Xh(=? )0 2 H H ~=? )0x 2 H  H !~=? )0| 2 H i H (>x=? $=_ \h(=? )0 2 H A H >|=? $=_ \h(=? )0 2 H  H ]($~=? )0x 2 H > >x=? $=_ \h(=? )0 2 H m> h@H 2$> ~ 2> ~   2 * H @> =? AH,> =_ AH8DHP> > P>  2 `@H =? )0 2D>=? X 2> *=? )0 2>=? 9)  2@h$>=_ $ `@H  H 12(~>D $>  * HD> ,@@> ~ 2> ~   2 * H L~L=? 9) $ >=? AH~=? )0t = C0=_ ɪTlT>PPh( ~=? )0t = C0=_ ɪTlT>PPh( 9`~H@> H }m*D~>  L=? 9) AH >~  8Hԃ~=? )0 2 H ~1D H }2~=? )0 2 H }D H }2> 2L $* H |}=? )0 2> =? 9) (HH=? 9) AHD H } ~=? )0 2 H }1~=? )0 2 H } 2(HH=? @HX> > D H |2~=? )0 2 H |I2HL 2 `@H {u=? )0 2*Hā>=? AH\> > P>  h@H {=? )0 2(HP> > > P h@H z=? )0 2*H> ,@> =? 9)  $LL=? AL=_ hAH~=? )0t = C0=_ ɪTlT>PPh( ~=? )0t = C0=_ ɪTlT>PPh( 9`~H,L H y]D> D H z1=? 9)| 2$>=? d A >=_ AH~=? )0t = C0=_ ɪTlT>PPh( ~=? )0t = C0=_ ɪTlT>PPh( 9`~H(~>=? X2>  * D*D* H ye*=? )0 $DD=? AD=_ hAH~=? )0t = C0=_ ɪTlT>PPh( ~=? )0t = C0=_ ɪTlT>PPh( 9`~HD H wI=? )0 2H > , @8p|xH%~=? )0t = C0=_ ɪTlT>PPh( lhAH$^~=? 9)  \ $ l 9~p| x I) K+> 8,Ap8|xHby8|xHbm>=? @HP>p \ $ H vp>t \ $ H vqtH,>p \ $p>t \ $t8p|x Hc8t|x Hb> \2 2dɾ2ɾ2> t $*> h 2`>dd2` ( >=? AH~=? )0t = C0=_ ɪTlT>PPh( ~=? )0t = C0=_ ɪTlT>PPh( 9`~H T> \22> H u9(ɾ2ɾ2> t $ * $> \> 2 2 (d> 2 2`dd2`` 2 * H tL> 2>L t 2 $ H s=? )0 2`d $ H s=? )0 2>  *H ā>=? AHd>p \ $ H s> \ 2p>t \ $ H s> \ 2tpp2tt 2*>~\ \ 2 *@^~>@ h2 dh( >=? AH~=? )0t = C0=_ ɪTlT>PPh( ~=? )0t = C0=_ ɪTlT>PPh( 9`~H\> `> H rQ(@ $>p 2p>t 2tt=? 9)  $ H qp> H q=? 9)| 2$ H p=? )0 2>  *^~=? )0 2 H@> ,@́~=? )0t = C0=_ ɪTlT>PPh( hAH~=? )0t = C0=_ ɪTlđ>h( hAH>8 ~=? )0 2 H p~=? )0 2 H p> ~ 2=? 9) ` h(> ~   2 (LL=? AH~=? )0t = C0=_ ɪTlđ>h( ~=? )0t = C0=_ ɪTlđ>h( 9`~HpL H oyH> d>H 2> ~ 2 *`>H 2> ~ 2 (\`=? 9)  $ H n=? )0 2d\ h@H n!=? )0 2>  *Hh> ,c@,~> ~> P H0> ,A> ,AHp^> ~ <(> $> < * ^> ~ @(> $> @ * H> ,@p^> ~ <(> $> < * ^>~ @ (> $> @ * H$> ,@<~> > P H lUH܁> ,@ > =? AH0> =_ AH>8 HD> >  h@H k=? )0 2>=? AH ~>=_ * > ~ 2> ~   2 * H kHā> ,(@ ~=? )0t = C0=_ ɪTlđ>h( hAHx~> @ ^>~X P(>~T L ($>~D < (2>~H @ ( $ > ~ (> 2L~> L ( > P H jH> ,*@<~> > P H iHP> ,)@@~> > P =? IH j 8Ȁ~Ȁ!|N !|> x|B||~hlp~l=' ) = C0=G ɪl$>  h( hAH~p=' ) = C0=G ɪl,>((h( ~p=' ) = C0=G ɪl,>((h( 80H\p^h>l~h (2 <h*p^h>l~h ,2 Hh(9@^0~0!N !|> x|B}|~hlp~l=( ) = C0=H ɪl$>  h( hAH~p=( ) = C0=H ɪl,>((h( ~p=( ) = C0=H ɪl,>((h( 80H\^p>l~h <(>h ( $ ^p>h~lH (>h , $ 9@^0~0!N |!|> x~x|8~@Hq~x|8@K~x8@Km8|x!|N |!|> x~x|8~@H ~x|8@Kɀ~x8@K98|x!|N |!|> x~8~@H,@0>~8~@)~8~@)DKHHu~8@KډH,@0>~8~@)~8~@)DK@H~8@KH8,@ >~~) K$HH8PH 8P~P!|N |!|> x~8~@HM8P|xHi,@0>~8~@)~8~@)DKHH ~8@KH,@0>~8~@)~8~@)DK@H~8@KHP,@88P>~|x) K$H؍8P~|xKH8`H 8`~`!|N |!|> x~x||,@ >x~x~)x~x~)DKHHH||,@ >x~x~)x~x~)DK@HaH,|,@~xKmH8@H 8@~@!|N !|> x|B}H|~X\~X=* )k | @8 H>\~X <L]AHp>\~X DL\AHP>\~X @L]AH0>\~X HL\AH8 H 8 ~ !N !|> x|B||~x|~x=' )āk | @8@Hx~|^x= C0= ɨޤl$>  h(>x (2 ((h(>x (2 D* hL\AH~|^x= C0= ɨޤl4>00h(>x ,2 @h( hL]AHh~|^x= C0= ɨޤl<>88h(>x ,2 H* hL\AH8@H 9@~@!N |!|> x~x|8~@H%~x|KQ|`x,A,>| x I) K+H$~x8@K~|8@K8`!|N |ۡܐ!P|> xB~>̐8~@Hq8P|xH=>Ȁ ,@H>=? AHp>=_ AHT>= L]AH>  (HL>  *H4>=? L]AHT> > P h@H ]=? )X 2(H> >  h@H ]==? )X 2*Hx>Ȁ ,@h~=? )< = C0=_ ɪld>``h( hAHȁ>= L]AH><? H>< >ȁ~x | AHPȁ>ȁ~ x2=? h(=? )` 2 H \H$ȁ~=? )`x 2 H \ H \9~=? )`| 2 H \ H \ >ȁ~ x2=? $=_ $h(=? )` 2 H \Q H [>ȁ~ |2=? $=_ $h(=? )` 2 H [ H [a($(> > P>  2 `@H Z=? )X 2(H>Ȁ , @~Ȁ8@Kϡ=? )` 2 H [eP=? )` 2 H ZTDP=? )`@ 2 H Z=? 9) 2$*D@T=? 9) $ *@8P~8@|xK=? )< = C0=_ ɪld>``h(PhAD=? )< = C0= ɫll>hhh(ThAH<=? )< = C0=_ ɪlt>pph(HP>P (>T  ( `@H X=? )X 2 !|ˡN |ۡܐ!|> xB~>> ,@H>=? t AHp>=_ t AHT>=? tL]AH>  *HH>  (H0>=_ tL]AHT> > P h@H We=? ) 2*H> >  h@H W=? ) 2(Ht> ,@d~=? ) = C0=_ ɪlD>@@h( hAHȁ>=? tL]AH><? H>< >~x | AHP>~ x2=_ h(=? )( 2 H VH$~=? )(x 2 H V H V~=? )(| 2 H V] H U>~ x2=? ڌ$=_ h(=? )( 2 H V- H U>~ |2=? ڌ$=_ h(=? )( 2 H U H U=($(> > P>  2 `@H T=? ) 2* !|ˡN !|> x|B}|~x||,@,@H8HH,>x)08 = C0=H ɪl<>88h(>x ( 2$>x)48 = C0=h ɫl<>88h(>x , 2(($ $,>8 = C0=H ɪl<>88h(>|8 = C0=h ɫlD>@@h( $0,0 AH~x>|8 = C0=H ɪlD>@@h($h$ (~x>|8 = C0=H ɪlD>@@h(,2(h$ ,H~x$,2>8 = C0=H ɪlD>@@h( $ (~x>8 = C0=H ɪlD>@@h((h$ ,>x| 0>x 49`~H~H!N !|> x|B}|~x>||=( L\AH9@^@H́>x)08 = C0=h ɫLl,>((h(| 20>48  >x)48 = C0=H ɪLl,>((h(| 20>48 $ ,A 8 $,A 8$~x>x)08 = C0=H ɪLl,>((h(>x (2> 8 = C0=H ɪLl<>88h( $ (~x>x)48 = C0=H ɪLl<>88h(>x ,2>$8 = C0=H ɪLl,>((h( $ ,>x 0>x$ 49`~@~@!N |!|> x~>^8P|xHu8P~|xKą8P9>P|x>^}&KxH58P~|xKQ8|x!|N |!|> xB~>^=? ) 2 H O2@=? ) 2 H OE2D> @~=? ) 2 H N=? 9)0 2$*~> D=? 9)0 $ * 8|x!|N !|> x~H>H~HH @ ( !N |!|> xB~x|>x ,@>~| (>~|  ( `@H M%=? )D 2@>x=? ϘL]AHT@>| >| P h@H L=? )D 2*@H@>| >|  h@H Lq=? )D 2(@HX>~| (>~|  ( `@H L=? )D 2@@ !|N |!|> xB~x|>x ,@l>x=? AHP~|=? ) 2 H Le=? *=? 9) h$@H>x ,@p>x=? 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(> (> ,8`<8Zh`>`^dh}%Kx}FSx ``>`^d`}'Kx}HSx@KJ!~d>)08 = C0=_ɪ|lt>pph(=? $> ( 2 * $>$=_ x AH ~>$=? ( ( $^\>=i>)49) | = C0=ɫ|lt>pph(=? $> , 2 * HT~8KM|`x,@8|xK}8|xK}8|xKK180|xKPi8@|xKP]8`<8ZKH>8 ~8 K|`xT~T>T@.~8 K|`x|T@.~8 Kͩ|`x|= C0=_ɪ|lt>pph(=?9) $~8 K]|`xT0T>,AP~8 K1|`xT~T>T@.~8K|`x|T@.~8K|`x|= C0=_ɪ|lt>pph(=?9) $~8 Ḵ|`xT0T>,AP~8K̅|`xT~T>T@.~8Ki|`x|T@.~8KQ|`x|= C0=_ɪ|lt>pph(=?9) $~8K|`xT0T>,AP~8K|`xT~T>T@.~8K˽|`x|T@.~8K˥|`x|= C0=_ɪ|lt>pph(=?9) $~8KY|`xT0T>,APhAHl>=_ ((*= $ $ >=? t AHD~>=_ ( * H$>*= $ $ >8 8|xKH%89>9~0|x}$Kx}e[xKY89>9~@|x}$Kx}e[xKX~@0(>)08 = C0=_ɪ|lt>pph( $ (~D4(>)48 = C0=_ɪ|lt>pph( $ ,> (> ,8`<8Zh`>`^dh}%Kx}FSx ``>`^d`}'Kx}HSx@KD0@*=? $ $04D*=_ $ $489>09~|x}$Kx}e[xKy8`<8[h`>`^dh}%Kx}FSx ``>`^d`}'Kx}HSx@KCa> > $H|~8Ku|`x,@8@|xKw8|xKEe80|xKJ8`<8[ KB>8 ~8K|`xT~T>T@.~8K|`x|T@.~8K|`x|= C0=_ɪ|lt>pph(=?9) $$~8KǙ|`xT0T>,A~> $P $>$=? x AH ~>$=_ ( ( $~> $ ~8K|`xTT>,A><´ H><B ~8K|`xT~T>T@.~8K|`x|T@.~8Kƭ|`x|= C0=_ɪ|lt>pph(=?9) $`~8Ka|`xT0T>,A`P`~8K5|`xT~T>T@.~8 K|`x|T@.~8!K|`x|= C0=_ɪ|lt>pph(=?9) $\~8Kŵ|`xT0T>,A\P\`\8`<8[8h`>`^dh}%Kx}FSx ``>`^d`}'Kx}HSx@K?>` >\ ><? 8|xKB~8 K|`xT~T>T@.~8 K|`x|T@.~8 K|`x|= C0=_ɪ|lt>pph(=?9) $@~8 Ku|`xT0T>,A@P@~8 KI|`xT~T>T@.~8K-|`x|T@.~8K|`x|= C0=_ɪ|lt>pph(=?9) $D~8 K|`xT0T>,ADPD89>@9~0|x}$Kx}e[xKR-~8K}|`xT@.~8Ki|`x|T@.~8KQ|`x|= C0=_ɪ|lt>pph(=?9) $(~8K|`xT@.~8K|`x|T@.~8K|`x|= C0=_ɪ|lt>pph(=?9) $,> (> ,8`<8Zh`>`^dh}%Kx}FSx ``>`^d`}'Kx}HSx@K<>)08 |p|= C0=_ɪ|lt>pph(> (20h*0>=i>)49) | |p|= C0=ɫ|lt>pph(> ,24h*489>09~@|x}$Kx}e[xKr@D8`<8[h`>`^dh}%Kx}FSx ``>`^d`}'Kx}HSx@K;Ł>@ >D $H~8K|`x,@8|xK=8@|xKp580|xKC8`<8[\K;]>8 ~8 K|`xT~T>T@.~8 Ke|`x|T@.~8 KM|`x|= C0=_ɪ|lt>pph(=?9) $@~8 K|`xT0T>,A@P@~8 K|`xT~T>T@.~8K|`x|T@.~8K|`x|= C0=_ɪ|lt>pph(=?9) $D~8 KU|`xT0T>,ADPD~8K)|`xT~T>T@.~8K |`x|T@.~8K|`x|= C0=_ɪ|lt>pph(=?9) $d~8K|`xT0T>,AdPdd=?xhAHd=_(h(d>d ~8KE|`xTT>,A ><´ ><p H><B ><Bp 8|xK;89>@9~0|x}$Kx}e[xKLq@Dd`084@8`<8[xh`>`^dh}%Kx}FSx ``>`^d`}'Kx}HSx@X`>`^dX`8@K7~8K!|`xT@.~8K |`x|T@.~8K|`x|= C0=_ɪ|lt>pph(=?9) $(~8K|`xT@.~8K|`x|T@.~8Ky|`x|= C0=_ɪ|lt>pph(=?9) $,> (> ,8`<8Zh`>`^dh}%Kx}FSx ``>`^d`}'Kx}HSx@K60~>)08 = C0=_ɪ|lt>pph( ( 2= $ *04>=) = C0=_ɪ|lt>pph(> ,m2>)48 = C0=ɫ|ll>hhh( 2=? $ *489>09~@|x}$Kx}e[xKke@Dd`084@8`<8[xh`>`^dh}%Kx}FSx ``>`^d`}'Kx}HSx@X`>`^dX`8@K4>@ >D $~TK=8P~P!|N |!|> xB~x>x=)8 ܁>x=) |6pT,@H~x8K~x8Ku|`xT@.~x8Ka|`x|T@.~x8KI|`x|@>x=) ,A(>x=) ,A>x=)iH8`<8=@K3>x=i>@8 ܁>x?>x=) |xH}ԁ>x=i>x=)~xԀKv>x=)8 8`!|N !|> x~X>X=) ,@8,H>X=) |p$>X=) T~ (>X=))Ԁ$}) T >9 (} 0}`8 >X=i>X=))8  ؀ | p} x| P|T,~,!N |!|> xB~X\8|xK8|x\K89>9`<|x}$Kx}e[xH~X8 K>X=)8 ؁>X?>X=)8 |xH=ā>X?>X=)8 |xHY=>X?~X8 K|`x>X=I>X=)9` }i08 >X=))8| @h>X=) ,A0>X=) ,A>X=) ,YAH(>X=I>X=)9` }`0 H(>X=i>X=))9)8|H0 䈁>X=)8 8PP,@H4>XPT:} J=)9)48 >P8 PKā>X=)8 >X=)8 >X=)8 䔁>X=) 8`<8:پ > ^$}%Kx}FSx K0 >X=) 8`<8:پ > ^$}%Kx}FSx K/Ձ>X=) 8`<8;پ > ^$}%Kx}FSx K/>X=)8`<8;(K/>X=)8`<8;X=) ,2@~\K8 @@,@H8$t8D8LLT :@| AHp=?) = C0=ɨpl>h(~\D@ K>t8 t>D8 D>L8 LK>X=)8 8PP,@H4>XPT:} J=)9)48 >P8 PK8LL>t|HAHH~XK|`x,Aԁ>X?~XK1|`x= C0=ɨpl>h(>X=) 2*>X=) 2~\D@ Ke>X=) ,A=?) = C0=ɨpl>h(~\D@ K HH=?) = C0=ɨpl>h(~\D@ KŁ>D8 D>L8 LK8LLT :@| AHd=?) = C0=ɨpl>h(~\D@ KE>L8 L>D8 DK>@8 @K>X=) ,A4~\K8@@>|HAH >X=) ,@>@} HP8 XH @X>X@T :=) }+ H8>X@T :=) }+)8 = C0=ɨpl>h(>8 = C0=ɫpl>h( $`>X=)8 8PP,@H4>XPT:} J=)9)48 >P8 PKĀ~XK|`x,A>X?~XK|`x= C0=ɨpl>h(>X=) 2*>X=) 2h>X=) ,Ap=?) = C0=ɫpl>h(hH8=?) = C0=ɨpl>h(h~XK|`x,A>X?~XK|`x= C0=ɨpl>h(>X=) 2*>X=) 2l>X=) ,Ap=?) = C0=ɫpl>h(lH8=?) = C0=ɨpl>h(l>X=)8 8PP,@H4>XPT:} J=)9)48 >P8 PK8T8LT>|HAHt=? u0L]AH4L>H|H@$lh~XK |`x,A>X?~XKY|`x= C0=ɨpl>h(>X=) 2*>X=) 2l>X=) ,Ap=?) = C0=ɫpl>h(lH8=?) = C0=ɨpl>h(l=? u0 (>L8 L=?) = C0=ɫpl>h(hh@H=?) = C0=ɨpl>h(lh@HD=?u0(h2l 2 *~\TX KAHH=?) = C0=ɨpl>h(~\TX K` *>T8 TKL>H|HAH~XK|`x,AL>H|H@>X?~XK|`x= C0=ɨpl>h(>X=) 2*>X=) 2l>X=) ,A8=?) = C0=ɫpl>h(l>L8 LK>@8 @K~\KQ8D>X=) ,A>X=)=u A$>X=)=? u AH>X=) ,@>8 X~XKM|`x,A>X?~XK|`x= C0=ɨpl>h(>X=) 2*>X=) 2\>X=) ,Ap=?) = C0=ɫpl>h(\H8=?) = C0=ɨpl>h(\8TT>|HAH(~\TX>\K->T8 TḰ>D8 D>X=i>X=I>X=) = C0=ɨpl>h(2 h* 㤀D>|HAH>X=) ,A<>X=)=? u Aā>X=)= u A>X=) ,@>D} HP8 XH DX>X=)8 8PP,@H4>XPT:} J=)9)48 >P8 PK8TT>|HAH>X=) ,@X>X=) ,AD>9)T|H@0~\8XKQ~\TX KQH$~XKE|`x,À~XK|`x= C0=ɨpl>h(\>X=) ,A8=?) = C0=ɫpl>h(\>X=i>X=)\ 2 *>X=) 2~\TX KuHH=?) = C0=ɨpl>h(~\TX K->T8 TKX>X=i>X=I>X=) = C0=ɨpl>h(2 h* 㤁>D8 DK>X=) ,A>X=)=? u A$>X=)= u AH@>|H@p>X=) ,@>D} HP8 XH DX~XK|`x,A>X?~XKi|`x= C0=ɨpl>h(>X=) 2*>X=) 2\>X=) ,Ap=?) = C0=ɫpl>h(\H8=?) = C0=ɨpl>h(\8TT>|HAH(~\TX>\K>T8 TḰ>X=) ,A8>X=) ,A>X=)iHnŁ>X=)8 ԁ>X=) ,A8>X=) ,A>X=)iHn}>X=)8 8|x!|N |!|> xB~x~x8K|`x@>x=) T>,7@8>x=) T>,7@ >x=)8 8DH@@,A8DH(~x8Km|`x@>x?~x8K|`xT~x8K|`xT~x8K|`xT@.~x8K|`x|㐁>x?~x8K|`x㌁>x=i>x=)8`<8&d㌀K!>x=))<`| @(>x=)<8c&|Kq8DH,>x=) ,A8DH 8D~D!|N |!|> x~h>h=))8 ~h|x8K_>h=)8 8|x!|N |!|> x~>=)~K~>=) ~8K%|`xT@.~8K|`x|~8 K|`xT@.~8 K|`x|~8K|`x~8K|`x ~8K|`x$~8K}|`x(>8 >8 >=)~K8|x!|N |!@|> xB~ؐ܀~Ku>=)~؀KM~8 K|`xT@.~8 K|`x|d8`<8#dKqd,@ D8|xKN8|xKN >=)8 㸁>=) ,A(>=) ,A>=)iHi>=)8 8`<8#8 ܀~8K|`xT~8K|`xT~8 K|`xT@.~8!K|`x|0܀~8"K|`xT~8#K|`xT~8$Ky|`xT@.~8%Ka|`x|4>܀ 4,@8H,>܁)08| @>=)8 㸀~8&K |`xT~T>T~8'K|`xT~8(K|`xT@.~8)K|`x|= C0=_ɪX(l>h(=?9)X 2~8.Kq|`xT~T>T~8/KU|`xT~80K=|`xT@.~81K%|`x|= C0=_ɪX(l>h(=?9)X 2~8.K|`xT0T>,AP~82K|`xT~T>T~83K|`xT~84Ky|`xT@.~85Ka|`x|= C0=_ɪX(l>h(=?9)X 2~82K|`xT0T>,AP=?]$hAH=_\h(~87K|`xT~T>T~88K|`xT~89K|`xT@.~8:Kq|`x|= C0=_ɪX(l>h(=?9)X 2~87K%|`xT0T>,AP~8;K|`xT~T>T~8K|`x|= C0=_ɪX(l>h(=?9)X 2~8;Ka|`xT0T>,AP=?]$hAH=_\h(L\AH=\h*`8@>܀ 0H>܀ 4L8`<8#Ph>^h}%Kx}FSx `>^`}'Kx}HSx@X>^X`8@K8h>=) ,A܁>?>܀ 4T:|xHc}8`>܁~` 4| AH>؀`T :=) >`8 H~|xK|`x>؀`T :=) }+)h| @$>؀`T :=) }+ h>`8 `K`>܀h 0>8 >*=_ \ $ ~܁>  $>*= \ $ > > $8`<8!h>^h}%Kx}FSx `>^`}'Kx}HSx@K=~(>܁)08 = C0=_ɪX(l>h( $ (>(= \ AH~܁> (P (~(>܁)48 = C0=_ɪX(l>h( $ ,>,= \ AH~܁> ,P ,> (> ,8`<8!h>^h}%Kx}FSx `>^`}'Kx}HSx@K~8GK|`xTrT>,A<>=)8 㬀~8@K|`x8`<8 |xKH8>=)8 㬀~8@K|`x8`<8 |xKY~8GK|`xTT>,A>=)8 H܀d, @8|xK]8|xK8|xK8P|xKC8`|xKC8`<8#Ḱ>8 ܀~8K|`xT~8K|`xT~8 K|`xT@.~8!K|`x|0܀~8"K|`xT~8#Ky|`xT~8$Ka|`xT@.~8%KI|`x|4~8&K1|`xT~T>T~8'K|`xT~8(K|`xT@.~8)K|`x|= C0=_ɪX(l>h(=?9)X 2P~8&K|`xT0T>,APPP~8*Km|`xT~T>T~8+KQ|`xT~8,K9|`xT@.~8-K!|`x|= C0=_ɪX(l>h(=?9)X 2T~8*K|`xT0T>,ATPTT=?]$hAHT=_\h(T~83K}|`xT~T>T~84Ka|`xT~85KI|`xT@.~86K1|`x|= C0=_ɪX(l>h(=?9)X 2`~83K|`xT0T>,A`P`~87K|`xT~T>T~88K|`xT~89K|`xT@.~8:Km|`x|= C0=_ɪX(l>h(=?9)X 2d~87K!|`xT0T>,AdPdd=?]$hAHd=_\h(ddTL\AHd=\h*dPT``d8@>܀ 0H>܀ 4L8`<8#Ph>^h}%Kx}FSx `>^`}'Kx}HSx@X>^X`8@K >8 >Td*=_ \ $ 8|xK Y89>P9~|x}$Kx}e[xK989>`9~|x}$Kx}e[xK*=? \ $*=_ \ $89>9~P|x}$Kx}e[xK>́>P >T $> > $8`<8!h>^h}%Kx}FSx `>^`}'Kx}HSx@Km~(>܁)08 = C0=_ɪX(l>h( $ (>(= \ AH~܁> (P (~(>܁)48 = C0=_ɪX(l>h( $ ,>,= \ AH~܁> ,P ,> (> ,8`<8!h>^h}%Kx}FSx `>^`}'Kx}HSx@K~8;KE|`xTrT>,A<>=)8 㬀~8@K|`x8`<8 |xKH8>=)8 㬀~8@K|`x8`<8 |xK~8;K|`xTT>,A >=)8 H d,@ 8|xK8`|xK:8P|xK 8`<8#K>8 ܀~8K5|`xT~8K!|`xT~8 K |`xT@.~8!K|`x|0܀~8"K|`xT~8#K|`xT~8$K|`xT@.~8%K|`x|4~8&Ky|`xT~T>T~8'K]|`xT~8(KE|`xT@.~8)K-|`x|= C0=_ɪX(l>h(=?9)X 2`~8&K|`xT0T>,A`P`~8*K|`xT~T>T~8+K|`xT~8,K|`xT@.~8-Ki|`x|= C0=_ɪX(l>h(=?9)X 2d~8*K|`xT0T>,AdPdd=?]$hAHd=_\h(d~8/K|`xT~T>T~80K|`xT~81K|`xT@.~82Ky|`x|= C0=_ɪX(l>h(=?9)X 2~8/K-|`xT0T>,AP~83K|`xT~T>T~84K|`xT~85K|`xT@.~86K|`x|= C0=_ɪX(l>h(=?9)X 2p~83Ki|`xT0T>,ApPpp=?]$hAHp=_\h(p>p ~8.K|`xTT>,A ><´ > H><B > 8|xKQ89>`9~P|x}$Kx}e[xK1`dp`P8T@8`<8"$h>^h}%Kx}FSx `>^`}'Kx}HSx@X>^X`8@K܀~87K|`xT~88K|`xT~89K|`xT@.~8:K|`x|= C0=_ɪX(l>h(=?9)[@ 2(܀~8;KM|`xT~8K |`x|= C0=_ɪX(l>h(=?9)[@ 2,> (> ,8`<8!h>^h}%Kx}FSx `>^`}'Kx}HSx@K%~8@KU|`xTrT>,A<>=)8 㬀~8@K%|`x8`<8 |xKH8>=)8 㬀~8@K|`x8`<8 |xK~8@K|`xTT>,A>=)8 P~܁>܁)08 = C0=_ɪX(l>h( ( 2= XH $ *PT>=) = C0=_ɪX(l>h(> ,m2>܁)48 = C0=ɫX(l|>xxh( 2=? XH $ *T89>P9~`|x}$Kx}e[xK39`dp`P8T@8`<8"$h>^h}%Kx}FSx `>^`}'Kx}HSx@X>^X`8@K>` >d $H Td,@ 88`|xK1A8|xK8P|xK8`<8#K]>8 ܀~83K}|`xT~T>T~84Ka|`xT~85KI|`xT@.~86K1|`x|= C0=_ɪX(l|>xxh(=?9)X 2$~83K|`xT0T>,A~܁> $P $>$=? ]$ AH ~܁>$=_ \ ( $~܁> $ ~8Ki|`xTT>,A><´ H><B ~8AK-|`xT~T>T~8BK|`xT~8CK|`xT@.~8DK|`x|= C0=_ɪX(l|>xxh(=?9)X 2~8AK|`xT0T>,AP~8EKi|`xT~T>T~8FKM|`xT~8GK5|`xT@.~8HK|`x|= C0=_ɪX(l|>xxh(=?9)X 2~8EK~|`xT0T>,AP8`<8!h>^h}%Kx}FSx `>^`}'Kx}HSx@K> > ><? 8|xK܀~8K~ |`xT~8K}|`xT~8 K}|`xT@.~8!K}|`x|0܀~8"K}|`xT~8#K}|`xT~8$K}|`xT@.~8%K}i|`x|4~8&K}Q|`xT~T>T~8'K}5|`xT~8(K}|`xT@.~8)K}|`x|= C0=_ɪX(l|>xxh(=?9)X 2`~8&K||`xT0T>,A`P`~8*K||`xT~T>T~8+K|q|`xT~8,K|Y|`xT@.~8-K|A|`x|= C0=_ɪX(l|>xxh(=?9)X 2d~8*K{|`xT0T>,AdPdd=?]$hAHd=_\h(d`d8`<8#h>^h}%Kx}FSx `>^`}'Kx}HSx@K 89>`9~P|x}$Kx}e[xK ̓܀~87K{|`xT~88K{ |`xT~89Kz|`xT@.~8:Kz|`x|= C0=_ɪX(l|>xxh(=?9)[@ 2(܀~8;Kz|`xT~8KzE|`x|= C0=_ɪX(l|>xxh(=?9)[@ 2,> (> ,8`<8!h>^h}%Kx}FSx `>^`}'Kx}HSx@Ka~8@Ky|`xTrT>,A<>=)8 㬀~8@Kya|`x8`<8 |xK H8>=)8 㬀~8@Ky)|`x8`<8 |xKՀ~8@Ky|`xTT>,A>=)8 㰁>܁)08 |p|= C0=_ɪX(l|>xxh(> (2Ph*P>=i>܁)49) | |p|= C0=ɫX(l|>xxh(> ,2Th*T89>P9~`|x}$Kx}e[xK(`d8`<8!h>^h}%Kx}FSx `>^`}'Kx}HSx@Ky>` >d $H<8c$dKрdld,@h~8.Kwi|`xT~T>T~8/KwM|`xT~80Kw5|`xT@.~81Kw|`x|p~p<k_`k| | p}`p|HPp~82Kv|`xT~T>T~83Kv|`xT~84Kv|`xT@.~85Kv|`x|t~t<k_`k| | p}`p|HPt~82Kva|`xT0T>,At $t~8.Kv5|`xT0T>,At>t8 $tHd~8&Kv|`xT~T>T~8'Ku|`xT~8(Ku|`xT@.~8)Ku|`x|p~p<k_`k| | p}`p|HPp~8*Ku|`xT~T>T~8+Kue|`xT~8,KuM|`xT@.~8-Ku5|`x|t~t<k_`k| | p}`p|HPt~8*Kt|`xT0T>,At $t~8&Kt|`xT0T>,A>t8 $t~8Kt|`xT~8Kt|`xT~8 Kty|`xT@.~8!Kta|`x|x~x<ff`fg| | p}`p|HPxd,@Ȁ~82Kt|`xT~T>T~83Kt|`xT~84Ks|`xT@.~85Ks|`x|= C0=_ɪX(l|>xxh(=?9)X 2~82Ks|`xT0T>,AP=?]$hAH=_\h(~8;Ks-|`xT~T>T~8Kr|`x|= C0=_ɪX(l|>xxh(=?9)X 2~8;Kr|`xT0T>,AP=?]$hAH=_\h(L\AH=\h*~8Kr|`xT~8Kq|`xT~8 Kq|`xT@.~8!Kq|`x|h(>h8 = C0=_ɪX(l|>xxh($= \ 2|H~87KqY|`xT~88KqE|`xT~89Kq-|`xT@.~8:Kq|`x||~|<C`ރ| | p}`p|HP|>= t 'xd}I>l<`}iց>p<`B@| | }*|| 䜁>=)~؀Kp8~!|N |!|> x~(,048<8@>,=)~@ | AH>,@} J9)p ,A,>,@} J9)p~0 | AH>,@} J9)x~4 | @|>,@} J9)|~8 | @X>,@} J9)~< | @4@ ,})8 h>(9`}#Kx|x}e[xHH܁>@8 @K>,=) ,A>,=)9I*} Kx`,;h8P9)*|x048P9`|x}$Kx}e[xHI>,=)  ,})8 ā>(9`}#Kx|x}e[xHH~(048 xB~X\8 |xK>X=)~XKlY~X8Km|`xT@.~X8Km|`x|H8`<8LHK}H,@8`<8lKa;0~X8 Km||x~X8 Km}|`x~\>X=)xx|xH8p9>09`|x}$Kx}e[xH8`K|`x,A8p|xH﵁>\8 L|x8K,i>\8 L|xpK,>\9iL9>p8 }c[x|xK,>\9iL9>p8 N}c[x|xK,>\9iL9>p8 0}c[x|xK- \~X8 Kl|`x8P~X8Klq|`xT~X8Kl]|`xT~X8KlI|`xT~X8Kl1|`xT@.~X8Kl|`x|\P,@,>\8 ,=?)OX|x8T\K~X8Kk|`x\~X8Kk|`xXX,@X X~X8Kk|`x`~X8Kky|`x,@T~X8Kka|`x,@<=?)OX = C0=ɫ'8l>h(dH~X8Kk|`xT~X8Kj|`xT~X8Kj|`xT@.~X8Kj|`x|= C0=ɫ'8l>h(d~X8Kj|`x,@T~X8Kjy|`x,@<=?)OX = C0=ɫ'8l>h(hH~X8Kj)|`xT~X8Kj|`xT~X8 Ki|`xT@.~X8!Ki|`x|= C0=ɫ'8l>h(hX9 |H@D=?)OX = C0=ɫ'8l>h(hhdHX,AdX|= C0=ɫ'8l>h(=?)(p@H 2dhX|= C0=ɫ'8l>h(=?)(p@H2h\,d@,d=? ,l $dh= ,l $h\,l@,d=? ,l $dh= ,l $h\,j@,d=? ,l 2dh= ,l 2h\,m@\d=?)(p=K*XH2dh=?)(p=K*XH2h`,@@8`=?)OX = C0=ɫ'8l>h(hdh8`<8󬀾\`h>^h}'Kx}HSx `>^`@KՁ>\8 <|x\>d`^hKHGȀH,@8`<8K;0~X8 Kf||x~X8 Kf|`x~\>X=)xx|xHQ8p9>09`|x}$Kx}e[xH 8`KE|`x,A8p|xH~X8 KfA|}x~X8"Kf1||x~X8#Kf!|{x~X8$Kf|`x8`<8 xxgx|xKు>\8 L|x8K%=~X8"Ke|`x,@T~X8#Ke|`x|= C0=ɫ'8l>h(>\8 L|x HSHH~X8#Kee|`x= C0=ɫ*`>h(>\8 L|x HSQ>\8 L|xpK$>\9iL9>p8 }c[x|xK%>\9iL9>p8 N}c[x|xK$>\9iL9>p8 0}c[x|xK%1\~X8 Kd|`x8P~X8Kd|`xT~X8Kd|`xT~X8Kdq|`xT~X8KdY|`xT@.~X8KdA|`x|\P,@,>\8 ,=?)OX|x8T\K )~X8Kc|`x\~X8Kc|`xXX,@X X~X8Kc|`x`~X8Kc|`x,@T~X8Kc|`x,@<=?)OX = C0=ɫ'8l>h(dH~X8Kc9|`xT~X8Kc%|`xT~X8Kc |`xT@.~X8Kb|`x|= C0=ɫ'8l>h(d~X8Kb|`x,@T~X8Kb|`x,@<=?)OX = C0=ɫ'8l>h(hH~X8KbQ|`xT~X8Kb=|`xT~X8 Kb%|`xT@.~X8!Kb |`x|= C0=ɫ'8l>h(hX9 |H@D=?)OX = C0=ɫ'8l>h(hhdHX,AdX|= C0=ɫ'8l>h(=?)(p@H52dhX|= C0=ɫ'8l>h(=?)(p@H2h\,d@,d=? ,l $dh= ,l $h\,l@,d=? ,l $dh= ,l $h\,j@,d=? ,l 2dh= ,l 2h\,m@\d=?)(p=K*XH2dh=?)(p=K*XH2h`,@@8`=?)OX = C0=ɫ'8l>h(hdh8`<8󬀾\`h>^h}'Kx}HSx `>^`@K>\8 <|x\>d`^hKH?H,@D8`<8(Kٽ;0~X8 K^||x~X8 K^|`x~\>X=)xx|xHy8p9>09`|x}$Kx}e[xH58`Km|`x,A8p|xH~X8 K^i|}x~X8"K^Y|`x8`<8|x|xK~X8"K^1|`x,@>\8 L|x8KuH0~X8"K^|`x,@>\8 L|x8KE>\8 L|xpKe>\9iL9>p8 }c[x|xḰ>\9iL9>p8 N}c[x|xKa>\9iL9>p8 0}c[x|xK僾\~X8 K]i|`x8P~X8K]M|`xT~X8K]9|`xT~X8K]%|`xT~X8K] |`xT@.~X8K\|`x|\P,@,>\8 ,=?)OX|x8T\K݀~X8K\|`x\~X8K\|`xXX,@X X~X8K\i|`x`~X8K\U|`x,@T~X8K\=|`x,@<=?)OX = C0=ɫ'8l>h(dH~X8K[|`xT~X8K[|`xT~X8K[|`xT@.~X8K[|`x|= C0=ɫ'8l>h(d~X8K[m|`x,@T~X8K[U|`x,@<=?)OX = C0=ɫ'8l>h(hH~X8K[|`xT~X8KZ|`xT~X8 KZ|`xT@.~X8!KZ|`x|= C0=ɫ'8l>h(hX9 |H@D=?)OX = C0=ɫ'8l>h(hhdHX,AdX|= C0=ɫ'8l>h(=?)(p@H2dhX|= C0=ɫ'8l>h(=?)(p@H2h\,d@,d=? ,l $dh= ,l $h\,l@,d=? ,l $dh= ,l $h\,j@,d=? ,l 2dh= ,l 2h\,m@\d=?)(p=K*XH2dh=?)(p=K*XH2h`,@@8`=?)OX = C0=ɫ'8l>h(hdh8`<8󬀾\`h>^h}'Kx}HSx `>^`@Kұ>\8 <|x\>d`^hKH8H,@ t8`<8Kq;0~X8 KW||x~X8 KW|`x~\>X=)xx|xH-8p9>09`|x}$Kx}e[xH8`K!|`x,A8p|xHŀ~X8 KW|}x~X8$KW |`x8`<8x|xKѵ~X8 KV|`x,@4~X8$KV|`x,@>\8 L|x8KH@~X8 KV|`x,@4~X8$KV|`x,@>\8 L|x8KH~X8 KVU|`x,@4~X8$KV=|`x,@>\8 L|x8 KH~X8 KV |`x,@4~X8$KU|`x,@>\8 L|x8K9Hh~X8 KU|`x,@4~X8$KU|`x,@>\8 L|x8KH ~X8 KU}|`x,@4~X8$KUe|`x,@>\8 L|x8KH؀~X8 KU5|`x,@4~X8$KU|`x,@>\8 L|x8KaH~X8 KT|`x,@4~X8$KT|`x,@>\8 L|x8KHH~X8 KT|`x,@0~X8$KT|`x,@>\8 L|x8Kс>\8 L|xpK>\9iL9>p8 }c[x|xKY>\9iL9>p8 N}c[x|xK>\9iL9>p8 0}c[x|xKq~X8&KS|`x,@T~X8'KS|`x,@<=?)OX = C0=ɫ'8l>h(LH~X8&KS|`xT~X8'KS}|`xT~X8(KSe|`xT@.~X8)KSM|`x|= C0=ɫ'8l>h(L~X8%KS|`xX>X8| @<=?)OX = C0=ɫ'8l>h(LH`X,ATLX|= C0=ɫ'8l>h(=?)(p@Hi2L>\8 L|x>LH@u~X8+KRE|`x,@T~X8,KR-|`x,@<=?)OX = C0=ɫ'8l>h(LH~X8+KQ|`xT~X8,KQ|`xT~X8-KQ|`xT@.~X8.KQ|`x|= C0=ɫ'8l>h(L~X8*KQ]|`xX>X8| @<=?)OX = C0=ɫ'8l>h(LH`X,ATLX|= C0=ɫ'8l>h(=?)(p@H2L>\8 L|x>LH?>\8 L|xH9Ő~>\8 L|xH>u~>\8 L|xH>>\8 L|xH?8`<8>^}'Kx}HSx h>^h@K\~X8 KO|`x8P~X8KO|`xT~X8KO|`xT~X8KO|`xT~X8KO|`xT@.~X8KOy|`x|\P,@,>\8 ,=?)OX|x8T\Ka~X8KO-|`x\~X8KO|`xXX,@X X~X8KN|`x`~X8KN|`x,@T~X8KN|`x,@<=?)OX = C0=ɫ'8l>h(dH~X8KNq|`xT~X8KN]|`xT~X8KNE|`xT@.~X8KN-|`x|= C0=ɫ'8l>h(d~X8KM|`x,@T~X8KM|`x,@<=?)OX = C0=ɫ'8l>h(hH~X8KM|`xT~X8KMu|`xT~X8 KM]|`xT@.~X8!KME|`x|= C0=ɫ'8l>h(hX9 |H@D=?)OX = C0=ɫ'8l>h(hhdHX,AdX|= C0=ɫ'8l>h(=?)(p@Hm2dhX|= C0=ɫ'8l>h(=?)(p@H2h\,d@,d=? ,l $dh= ,l $h\,l@,d=? ,l $dh= ,l $h\,j@,d=? ,l 2dh= ,l 2h\,m@\d=?)(p=K*XHI2dh=?)(p=K*XH2h`,@@8`=?)OX = C0=ɫ'8l>h(hdh8`<8󬀾\`h>^h}'Kx}HSx `>^`@K5>\8 <|x\>d`^hKQH+(H,@8`<8K;0~X8 KJ!||x~X8 KJ|`x~\>X=)xx|xHɱ8p9>09`|x}$Kx}e[xHm8`K|`x,A8p|xHI>\8 L|x8K>\8 L|xpK >\9iL9>p8 }c[x|xK >\9iL9>p8 N}c[x|xK >\9iL9>p8 0}c[x|xK \~X8 KI!|`x~X8.KI |`xP~X8KH|`xT~X8KH|`xT~X8KH|`xT~X8KH|`xT@.~X8KH|`x|\~X81KH|`xT~X82KHu|`xT~X83KH]|`xT@.~X84KHE|`x|`P,@0>\9i,>\`| }c[x8T\|xK)P,@0>\9i,>\`| }c[x8T\|xKP,@0>\9i,>\`| }c[x8T\|xK﹀P,@0>\9i,>\`| }c[x8T\|xKP,@0>\9i,>\`| }c[x8T\|xKI8`<8XPT\`Kŀ~X8KF|`x\~X8KF|`xXX,@X X~X8KF|`x`~X8KF|`x,@T~X8KF|`x,@<=?)OX = C0=ɫ'8l>h(dH~X8KF9|`xT~X8KF%|`xT~X8KF |`xT@.~X8KE|`x|= C0=ɫ'8l>h(d~X8KE|`x,@T~X8KE|`x,@<=?)OX = C0=ɫ'8l>h(hH~X8KEQ|`xT~X8KE=|`xT~X8 KE%|`xT@.~X8!KE |`x|= C0=ɫ'8l>h(hX9 |H@D=?)OX = C0=ɫ'8l>h(hhdHX,AdX|= C0=ɫ'8l>h(=?)(p@H52dhX|= C0=ɫ'8l>h(=?)(p@H2h\,d@,d=? ,l $dh= ,l $h\,l@,d=? ,l $dh= ,l $h\,j@,d=? ,l 2dh= ,l 2h\,m@\d=?)(p=K*XH2dh=?)(p=K*XH~2h\,m@\d=?)(p=K*XH~2dh=?)(p=K*XH~2h`,@@8`=?)OX = C0=ɫ'8l>h(hdh8`<8󬀾\`h>^h}'Kx}HSx `>^`@K>\8 <|x\>d`^hKH"H, @$8`<8KY;0~X8 KA||x~X8 KAu|`x~\>X=)xx|xH8p9>09`|x}$Kx}e[xHv8`K |`x,A8p|xHí~X8 KA|}x~X8$K@|`x8`<8x|xK~X8 K@|`x,@4~X8$K@|`x,@>\8 L|x8KH@~X8 K@|`x,@4~X8$K@m|`x,@>\8 L|x8KH~X8 K@=|`x,@4~X8$K@%|`x,@>\8 L|x8 KiH~X8 K?|`x,@4~X8$K?|`x,@>\8 L|x8K!Hh~X8 K?|`x,@4~X8$K?|`x,@>\8 L|x8KH ~X8 K?e|`x,@4~X8$K?M|`x,@>\8 L|x8KH؀~X8 K?|`x,@4~X8$K?|`x,@>\8 L|x8KIH~X8 K>|`x,@4~X8$K>|`x,@>\8 L|x8KHH~X8 K>|`x,@0~X8$K>u|`x,@>\8 L|x8K>\8 L|xpKف>\9iL9>p8 }c[x|xKA>\9iL9>p8 N}c[x|xKՁ>\9iL9>p8 0}c[x|xKY~X8&K=|`x,@T~X8'K=|`x,@<=?)OX = C0=ɫ'8l>h(LH~X8&K=y|`xT~X8'K=e|`xT~X8(K=M|`xT@.~X8)K=5|`x|= C0=ɫ'8l>h(L~X8%K<|`xX>X8| @<=?)OX = C0=ɫ'8l>h(LH`X,ATLX|= C0=ɫ'8l>h(=?)(p@HxQ2L>\8 L|x>LH*]~X8+K<-|`x,@T~X8,K<|`x,@<=?)OX = C0=ɫ'8l>h(LH~X8+K;|`xT~X8,K;|`xT~X8-K;|`xT@.~X8.K;|`x|= C0=ɫ'8l>h(L~X8*K;E|`xX>X8| @<=?)OX = C0=ɫ'8l>h(LH`X,ATLX|= C0=ɫ'8l>h(=?)(p@Hv2L>\8 L|x>LH)>\8 L|xH#~>\8 L|xH(]~>\8 L|xH(>\8 L|xH(8`<8>^}'Kx}HSx h>^h@K\~X8 K9|`x~X8;K9|`xP~X8K9|`xT~X8K9|`xT~X8K9|`xT~X8K9m|`xT@.~X8K9U|`x|\~X8>K9=|`xT~X8?K9)|`xT~X8@K9|`xT@.~X8AK8|`x|`P,@0>\9i,>\`| }c[x8T\|xK݀P,@0>\9i,>\`| }c[x8T\|xKीP,@0>\9i,>\`| }c[x8T\|xKmP,@0>\9i,>\`| }c[x8T\|xK5P,@0>\9i,>\`| }c[x8T\|xK8`<8XPT\`Ky~X8K7|`x\~X8K7|`xXX,@X X~X8K7i|`x`~X8K7U|`xT~X8K7A|`xT~X8K7)|`xT@.~X8K7|`x|= C0=ɫ'8l>h(d~X8K6|`xT~X8K6|`xT~X8 K6|`xT@.~X8!K6|`x|= C0=ɫ'8l>h(hX,AdX|= C0=ɫ'8l>h(=?)(p@Hr 2dhX|= C0=ɫ'8l>h(=?)(p@Hq2h\,d@,d=? ,l $dh= ,l $h\,l@,d=? ,l $dh= ,l $h\,j@,d=? ,l 2dh= ,l 2h\,m@\d=?)(p=K*XHp2dh=?)(p=K*XHp2h\,m@\d=?)(p=K*XHp2dh=?)(p=K*XHpU2h`,@@8`=?)OX = C0=ɫ'8l>h(hdh8`<8󬀾\`h>^h}'Kx}HSx `>^`@Km>\8 <|x\>d`^hKH`H, @ <8`<8K-;0~X8 K3Y||x~X8 K3I|`x~\>X=)xx|xH8p9>09`|x}$Kx}e[xHh8`K|`x,A8p|xH~X8 K2|}x~X8"K2||x~X8#K2|{x~X8$K2|`x8`<8 xxgx|xKI>\8 L|x8KՀ~X8"K2e|`x,@T~X8#K2M|`x|= C0=ɫ'8l>h(>\8 L|x H 1HH~X8#K1|`x= C0=ɫ*`>h(>\8 L|x H>\8 L|xpKI>\9iL9>p8 }c[x|xK>\9iL9>p8 N}c[x|xKE>\9iL9>p8 0}c[x|xKɃ\~X8 K1M|`x~X81K19|`xP~X8K1%|`xT~X8K1|`xT~X8K0|`xT~X8K0|`xT@.~X8K0|`x|\~X84K0|`xT~X85K0|`xT~X86K0|`xT@.~X87K0q|`x|`P,@0>\9i,>\`| }c[x8T\|xKUP,@0>\9i,>\`| }c[x8T\|xKP,@0>\9i,>\`| }c[x8T\|xKP,@0>\9i,>\`| }c[x8T\|xK׭P,@0>\9i,>\`| }c[x8T\|xKu8`<8XPT\`K~X8K/!|`x\~X8K/ |`xXX,@X X~X8K.|`x`~X8K.|`x,@T~X8K.|`x,@<=?)OX = C0=ɫ'8l>h(dH~X8K.e|`xT~X8K.Q|`xT~X8K.9|`xT@.~X8K.!|`x|= C0=ɫ'8l>h(d~X8K-|`x,@T~X8K-|`x,@<=?)OX = C0=ɫ'8l>h(hH~X8K-}|`xT~X8K-i|`xT~X8 K-Q|`xT@.~X8!K-9|`x|= C0=ɫ'8l>h(hX9 |H@D=?)OX = C0=ɫ'8l>h(hhdHX,AdX|= C0=ɫ'8l>h(=?)(p@Hha2dhX|= C0=ɫ'8l>h(=?)(p@Hh2h\,d@,d=? ,l $dh= ,l $h\,l@,d=? ,l $dh= ,l $h\,j@,d=? ,l 2dh= ,l 2h\,m@\d=?)(p=K*XHg=2dh=?)(p=K*XHg2h`,@@8`=?)OX = C0=ɫ'8l>h(hdh8`<8󬀾\`h>^h}'Kx}HSx `>^`@K)>\8 <|x\>d`^hKEH H, @8`<8K;0~X8 K*||x~X8 K*|`x~\>X=)xx|xH8p9>09`|x}$Kx}e[xH_a8`K|`x,A8p|xH=~X8"K)|`x8`<8X|xKA~X8"K)q|`x,@>\8 L|x8KH0~X8"K)A|`x,@>\8 L|x8K腁>\8 L|xpK襁>\9iL9>p8 }c[x|xK >\9iL9>p8 N}c[x|xK衁>\9iL9>p8 0}c[x|xK%\~X8 K(|`x~X80K(|`xP~X8K(|`xT~X8K(m|`xT~X8K(Y|`xT~X8K(A|`xT@.~X8K()|`x|\~X83K(|`xT~X84K'|`xT~X85K'|`xT@.~X86K'|`x|`P,@0>\9i,>\`| }c[x8T\|xKϱP,@0>\9i,>\`| }c[x8T\|xKyP,@0>\9i,>\`| }c[x8T\|xKAP,@0>\9i,>\`| }c[x8T\|xK P,@0>\9i,>\`| }c[x8T\|xK8`<8XPT\`KM~X8K&}|`x\~X8K&i|`xXX,@X X~X8K&=|`x`~X8K&)|`x,@T~X8K&|`x,@<=?)OX = C0=ɫ'8l>h(dH~X8K%|`xT~X8K%|`xT~X8K%|`xT@.~X8K%}|`x|= C0=ɫ'8l>h(d~X8K%A|`x,@T~X8K%)|`x,@<=?)OX = C0=ɫ'8l>h(hH~X8K$|`xT~X8K$|`xT~X8 K$|`xT@.~X8!K$|`x|= C0=ɫ'8l>h(hX9 |H@D=?)OX = C0=ɫ'8l>h(hhdHX,AdX|= C0=ɫ'8l>h(=?)(p@H_2dhX|= C0=ɫ'8l>h(=?)(p@H_m2h\,d@,d=? ,l $dh= ,l $h\,l@,d=? ,l $dh= ,l $h\,j@,d=? ,l 2dh= ,l 2h\,m@\d=?)(p=K*XH^2dh=?)(p=K*XH^m2h`,@@8`=?)OX = C0=ɫ'8l>h(hdh8`<8󬀾\`h>^h}'Kx}HSx `>^`@K>\8 <|x\>d`^hKwHxH9 a)X|H@T8`<8hK=;0~X8 K!i||x~X8 K!Y|`x~\>X=)xx|xH8p9>09`|x}$Kx}e[xHV>\8 L|x8Ke>\8 L|xpK>\9iL9>p8 }c[x|xK>\9iL9>p8 N}c[x|xK>\9iL9>p8 0}c[x|xK>\8 ,=?)OX|x888Kș>\8 <|x8=?)+Kw~X8K I|`x8`<8|xK~X8"K %|`xT@.~X8#K |`x|P8`<8PK~X8$K|`x8`<8|xK~X8%K|`x8`<8|xKm~X8&K|`x8`<8|xKI~X8'Ky|`x8`<8|xK%~X8(KU|`x8`<8|xKH<8cHKq>X=)~XKU8 |xKTyH$~8 |xKTa~H؅8`!|aN |!|> xB~>=)~K>?~8K|`xT~8Km|`xT~8KU|`xT@.~8K=|`x|㜁>?~8 K|`xT@.~8 K |`x|㠁>=)8`<8ĀK>=) ,@<8`<8K>?>=)8 |xH3=>?>=)8 |xH5u=Ā~8Kq|`xT~T>T@.~8KU|`x|T~8K=|`xT0T>,AT|АT>?T|= C0=ɫl\>XXh(=?)@HXȁ>?~8K|`x>?~8K|`xH @>=) ,A>=) ,AH0>=) ,@$K|`x,A8`<8K>=) ,@$K|`x,A8`<8,KŁ>?>=)8 |xH2==>?>=)8 |xH3=Ā~8K|`xT~T>T@.~8K|`x|T~8K|`xT0T>,AT|АT>?T|= C0=ɫl\>XXh(=?)@HWȁ>?~8K|`x>?~8K|`xЁ>=i>=) >=) >=) ``d>=) <>=) А@x88`<8hh`>`^dh}&Kx}GSx `پ`>`^d`}(Kx}ISx@xx`d`}j[x`KɁ>?~8K|`x>?~8K|`x>=) ,@$>?>=)8 |xH/=>=) ,@$>?>=)8 |xH/=>?~8KQ|`xT~8 K=|`xT~8!K%|`xT@.~8"K |`x| >?~8#K|`x>?~8$K|`x>?~8%K|`xT~8&K|`xT~8'K|`xT@.~8(Kq|`x|>?~8.KQ|`x >=)8 $>=)8 (>=) ,@<>?~8/K|`x$>?~80K|`x(>=i>=I>= >=) 8`<8 پ`>`^d}(Kx}ISx KE>= >=i>=I>=)8`<8Ѐ $ (KH>=) ,(A$>=))8`@| AH 8`<8K>?>=)8 |xH-5=>?>=)8 |xH.=Ā~8K|`xT~T>T@.~8K|`x|T~8Ky|`xT0T>,AT|АT>?T|= C0=ɫl\>XXh(=?)@HR ȁ>?~8K|`x>=i>=) >=) >=) ``d>=) <x88`<8h`>`^dh}&Kx}GSx `پ`>`^d`}(Kx}ISx@xx`d`}j[x`K>=I>=)9` }i08 H>=) ,@8`<8LK>?~8 K|`x>=)8`<8dKi~8K|`xT>?T|= C0=ɫl\>XXh(=?)@HPEȁ>=) 8`<8pTپ`>`^d}&Kx}GSx Ḱ>?~8 K|`xT@.~8 K|`x|́>?~8K|`xT@.~8K|`x|0>?>=) 0T:|xHA},8P>=)~P 0| AH>PT :=) ,PT <8 ~|xK)|`xT@.PT <8 ~|xK |`x|= C0=ɫl\>XXh(>=) 2>PT :=) ,}+ 8`<8پ`>`^d}%Kx}FSx KE>P8 PK>=)<8cK>=)~K8|x!|N |!|> xB~x~x8K]>x=) ,A(>x=) ,A>x=)iHe~x8K|`x,@4>x=)8 ܁>x=)~xK8@H>x=i>x=))8 ܁>x=i>x=I>x=)8`<8 㐀㜀K>x?>x=) |xHѐ}ԁ>x=i>x=)~xԀKa>x=)8 8@~@!|N |!|> xB~X\8~\K!|`xh~\K9|`xl>X=)8`<8ЀK>X=) ,@8`8>X=) ,A 8>X=) ,@>l8 dH 8d>X=)8 >X=)8 >X=i>X=)  >X=I>X=)9` }i08 ~\K|`xh~\K5|`xl~\Ky8P>X=)~P | AH#|~XK1|`x= C0=ɨɸl>h(>X=) 2>X=) *>X=) 2~\`d K],@|>h9)`|H@h>X=) ,@>d8 dH>d8 d>X=) ,A8h`H8`Ht9 |H@d`,@X>X=) ,@>d8 dH>d8 d>X=) ,A88`>P8 P>`| `K`>X=) ,A>X=) ,AH$88888>X=) (,@08~X|x8KʱT~T>T @.T>| ĈT0T>,A|Аā>X=) $,@X8~X|x8KIT~T>T @.T>| ȈT0T>,A|А8~X|x8KT~T>T @.T>| ̈T0T>,A|А8`<8䀾ĀȀK>X=)8 >X=)8 >X=) T:|xH׭~؁>X=) ,A>X=i>X=)  >X=I>X=)9` }i08 8P>X=)~P | AH~XK e|kxPT :})i>P8 PK8P>X=)~P | AH,PT :})8 >P8 PK>X=)8 >X=)8 >X=) T:|xHց~܁>X=) ,A>X=i>X=)  >X=I>X=)9` }i08 8P>X=)~P | AH~XK 9|kxPT :})i>P8 PK8P>X=)~P | AH,PT :})8 >P8 PK8P>X=)~P | AHLPT :}IPT :}i>X=)k |  >P8 PK>X=)8 >X=)8 >X=) T:|xH~>X=) ,A>X=i>X=) >X=I>X=)9` }i08 8P>X=)~P | AH~XK |kxPT :})i>P8 PK8P>X=)~P | AH,PT :})8 >P8 PK8P>X=)~P | AHLPT :}IPT :}i>X=)k |  >P8 PK>X=)8 >X=)8 >X=) ,@܁>X=) T:|xH=~8P8X8\>X=)~P | AHpPT :}) ,@>X=iPT :}) >X=I>X=)9` }i08 8TPT :})~T | AH~XK|`x8\G}@SxT :} PT :})~ | 9JG>T8 T>X8 XKt8TPT :})~T | AHX9\h}`[xT :}IPT :}) 9kh>T8 T>X8 XK>P8 PK`>X=) T:|xHe~>X=) T:|xHI~8P8X8\>X=)~P | AH|PT :}) ,@>X=iPT :}) >X=I>X=)9` }i08 >X=)9` }i08 Ё>8 8TPT :})~T | AH~XK|`x>| @ XT :})8 H>X=) ,@0>|H@ XT :})8 H\XT :})8 8\G}@SxT :} PT :})~ | 9JG>T8 T>X8 XK>X=)9` }i08 Ё>8 ԀPT :}))| @d8TPT :})~T | AHTXT :})8 >T8 T>X8 XK>X=) ,@t>|H@d8TPT :})~T | AHЀXT :})8 >T8 T>X8 XK8TPT :})~T | AHpXT :})8 9\h}`[xT :}IPT :}) 9kh>T8 T>X8 XKt>P8 PKp,A ~He,A ~HQ,A ~H=>X=) ,@>X=) $,@>Đ 8PP>\|HAHxPT :}iPT :}))|  PT :}IPT :}iPT :})9)k |  >P8 PKl>X=) $,@>Đ >9)Ȑ 8PP>\|HAHPT :}iPT :}))|  PT :}IPT :}iPT :})9) T < }iPT :})9) |XP >P8 PKL~\Ki|`xh~\K܁|`xl~\KŁ>X=) ,@8`8>X=) ,A 8>X=) ,@>l8 dH 8d8P>X=)~P | AHPT :}) = C0=ɨɸl>h(>X=) 2>X=) *>X=) 2~\`d K5,@|>h9)`|H@h>X=) ,@>d8 dH>d8 d>X=) ,A8h`H8`Ht9 |H@d`,@X>X=) ,@>d8 dH>d8 d>X=) ,A88`>P8 P>`| `KX8`8>X=) ,A 8>X=) ,@>l8 dH 8d8P8T>X=)~P | AHlPT :}) ,@L=?)؀ = C0=ɨɸl>h(~\`d K=HPT :}) ,@L=?)؀ = C0=ɨɸl>h(~\`d KH9^Tj}`[xT :}) = C0=ɨɸl>h(>X=) 2>X=) *>X=) 29kj~\`d KI,@|>h9)`|H@h>X=) ,@>d8 dH>d8 d>X=) ,A8h`H8`Ht9 |H@d`,@X>X=) ,@>d8 dH>d8 d>X=) ,A88`>P8 P>`| `K,A ~H1,A,A~HH>X=) ,(A$>X=))8`@| AH 8`<8Kt>X=))8 |xHѐ~>X=))8 ~X|xKa>X=))8 ~|xHn|`x~8H|`x> ؁> ԁ>~) |HPЁ>~) |HṔ>) ܀,@<8cKr8~̀Hc|`x~888Ё́>H?݀~\KՕ|`xh~\Kխ|`xl>Ѐ| ֐88`<8,hl؁ԁ>Ё^Ksq~\K߹>X=)8 ؁>X=) ,A8P8>X~P `| AH >X=) ,@ >X)`P} HP8 dH Pd>XPT :=) }+ X8>XPT :=) }+)8 = C0=ɨɸl>h(>X)`8 = C0=ɫɸl>h( $~XK?|`x,A|>X=I>iT : }) = C0=ɨɸl>h(>X=) 2 *>X=) 2H8=?)؀ = C0=ɫɸl>h(~XK>E|`x,A>X=I>iT : })9) = C0=ɨɸl>h(>X=) 2 *>X=) 2H8=?)؀ = C0=ɫɸl>h(8`8ā>X~` \| AHD=LL]AHā>X|H@~XK=%|`x,A>X=I>i>| T : }) = C0=ɨɸl>h(>X=) 2 *>X=) 2>8 H8=?)؀ = C0=ɫɸl>h(=Lh(=?)؀ = C0=ɫɸl>h(h@H=?)؀ = C0=ɨɸl>h(h@HD=?L(2 2 *~\`d K݉HH=?)؀ = C0=ɨɸl >h(~\`d KA *>`8 `Kā>X|H@8`<8hĀXKn-ā>X|HAH~XK:|`x,Aā>X|H@>X=I>i>| T : }) = C0=ɨɸl >h(>X=) 2 *>X=) 2>8 K@>X| 8`<8tPXKm=>P8 PK,@t>X=) ,@АH>X=) T88X>X=) ,@$>X})l})P8 dHX>|Jdؐ`8P8TP>|HAH~XK99|`x,AT>|H@>X=I>iTT : }) = C0=ɨɸl >h(>X=) 2 *>X=) 2>T8 TH8=?)؀ = C0=ɫɸl >h(<8c`dپ > ^$}&Kx}GSx H&e~\`d>K>`8 `>`h| @x>X8 X>X=) ,@$>X})l})P8 dHX>|Jdd,Ahd>l|H@Xؐ`>P8 PK,8TT>|HAH$>X=) ,@$>T})})P8 dHT>|Jd8PP>|HAH>X=I~TT : }iPT : }) = C0=ɨɸl >h(>X=) 2 *>X=) 2>P| ~\|xd>Ka>P8 PK@>T8 TKЀ~HZ~Hgu~H1,AȀ~H%H>X=) ,@8`<8Ki!>X=i>X=)  >X=I>X=)9` }i08 >X=)8 >X=)8 >X=)9` }k0>X=) } XP8 88܁>X=)8 Ё>X=))8 Ԁ~\K1|`xh~\KI|`xl~\Kԍ8`8d>X=)8 >X=))| AHx~XK-|`x؁>X=)~؀ | A,A8P>X=)~P | AH>XT :=) ,}+~\`d)KI>`8 `>`h| @>d8 d8`d>l|H@8H>P8 PK`ؐ>X=)8 8܀ؐ>X=)8 8Kā>X= >X=I>X=)~؀ } XP9)})ր |JЁ>܀| ֐Kt>X=)8 ܀~!|N |!|> xB~> T>,@=? 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T0T>,A>P8 $PH>Dp})9)& T~T>T >Dp})9)' T>T}k>Dp})9)( T>T@.}k>Dp})9)) T>| L~L<k_`k| | p}`p|HPL>Dp})9)* T~T>T >Dp})9)+ T>T}k>Dp})9), T>T@.}k>Dp})9)- T>| P~P<k_`k| | p}`p|HPP>Dp})9)* T0T>,AP $P>Dp})9)& T0T>,A>P8 $P>Dp})9) T>T >Dp})9) T>T}k>Dp})9) T>T@.}k>Dp})9)! T>| T~T<ff`fg| | p}`p|HPTH,@(>Dp})9)2 T~T>T >Dp})9)3 T>T}k>Dp})9)4 T>T@.}k>Dp})9)5 T>| = C0=ɫlT>PPh(=?9)ј 2>Dp})9)2 T0T>,AP=? hAH=ռh(>Dp})9); T~T>T >Dp})9)< T>T}k>Dp})9)= T>T@.}k>Dp})9)> T>| = C0=ɫlT>PPh(=?9)ј 2>Dp})9); T0T>,AP=? hAH=ռh(L\AH=?ռh*>Dp})9) T>T >Dp})9) T>T}k>Dp})9) T>T@.}k>Dp})9)! T>| h(>h8 = C0=ɫlT>PPh($=? հ 2XH>Dp})9)7 T>T >Dp})9)8 T>T}k>Dp})9)9 T>T@.}k>Dp})9): T>| X~X<C`ރ| | p}`p|HPX<8cHLPTXK{XP 'Td}I>H<`}iց>L<`B@| | }*X| >Dt})9) T>T @.>Dt})9) T>| >Dt})9) T>T >Dt})9) T>T@.}k>Dt})9) T>| H,@0>X8 ,=?)0|x8HKyH܀,@>Dt})9). T>L>Dt})9)2 T>T >Dt})9)3 T>T@.}k>Dt})9)4 T>| PL,@4>X9i,>HP| }c[x8H|xKHL,@4>X9i,>HP| }c[x8H|xK}HL,@4>X9i,>HP| }c[x8H|xKAHL,@4>X9i,>HP| }c[x8H|xKHhL,@\>X9i,>HP| }c[x8H|xKH,>X8 ,=?)0|x8HK<8cHPKx>Dt})9) T>>Dt})9) T>H>Dt})9) T>T >Dt})9) T>T}k>Dt})9) T>T@.}k>Dt})9) T>| = C0=ɫlT>PPh(x>Dt})9) T>L>Dt})9) T>T >Dt})9) T>T}k>Dt})9) T>T@.}k>Dt})9)! T>| = C0=ɫlT>PPh(|L,@ 8L,Ax|= C0=ɫlT>PPh(=?)H@H8a2x||= C0=ɫlT>PPh(=?)H@H82|H,d@,x=? D $x|= D $|H,l@,x=? D $x|= D $|H,j@,x=? D 2x|= D 2|H,m@\x=?)H=K0H7=2x|=?)H=K0H72|H,m@\x=?)H=K0H62x|=?)H=K0H62|x|<8cHLh > ^$h}&Kx}GSx ` > ^$`}(Kx}ISx@Kt}>L8| A(>X8 <|xL>|H^xKPH$>X8 <|xH>xL^|KO9^`X>Dt})9) T >>Dt})9) T>}CSx`}f[x|xHyi89>`9`|x}$Kx}e[xH/%>X8 L|x8KՁ>X8 L|xK>X9iL9>8 }c[x|xK]>X9iL9>8 N}c[x|xK>X9iL9>8 0}c[x|xKu>Dt})9) T >>Dt})9) T><8cĀ`}e[x|xKr8~!|N |!|> xB~h>h<8cD؀H.)>h<8cD̀H.>h<8c\H.>h~h^hhh<8ch $(H-́>h<8cH-<8cH->h8 ,|xK<8cH->h8 <|xKW1<8cH-u>h8 L|xK>h<8cH-Q8|x!|N |! |> x~8`|xH~KI|`x|xH|`x,A8H~Kө|`x@~K|`xD8LL>D|HAH8HH>@|HAHl~HLK)P~Kթ|ix8`|x>P}%KxH9P~HL>PK>H8 HK>L8 LK\~KՉ8~!|N |!|> x~(,8~@K8|xKy8|x(K8@9>9`<|x}$Kx}e[xH+a8|x,K89>9`<|x}$Kx}e[xH+588~@|xK|`x|x!|N |!p|> xB~~K|`x,A~K |`x,@<=?)ք = C0=ɫdld>``h(pH4~K|`x,@<=?)ք = C0=ɫdld>``h(pH=?)ք = C0=ɫdld>``h(@~K|`xD~K |`xH8PP>H|HAHl8LL>D|HAH@~LPKqT~LPKYX=?)ք = C0=ɫdld>``h(Th@H=?)ք = C0=ɫdll>hhh(Xh@HT=?h@HhX=h@HPTT2XX 2 * H/\\@ AH \@>L8 LK>P8 PK@p>p!|N |!P|> xB~Ȑ̐8P|xK8`|xK!~ȀKـ~ȀKϑ~KQ~K|`xH~K|`xL8DD>L|HAH 8@@>H|HAH9~`@= C0=_ɪlt>pph(D= C0=_ɪlt>pph(}c[x `@KƁ9~9>` ) +8P~Ȁ|xK9~9>P I) K+~ЀK~Ȁ@D Kڕ>@8 @K>D8 DK8|x!|N |!`|> xB~>^Đ8`|xK 8p|xKE~K~Kׁ~K|`xH~K|`xL~<8K|`x,A8DD>L|HAH8@@>H|HAH~Ȁ@DKaP=?) = C0=ɫl>h(Ph@H PhAH P~@D>PK>@8 @KX>D8 DK,~<8K|`x,A8DD>L|HAH8@@>H|HAH~Ȁ@DKeP=?) = C0=ɫl>h(Ph@H PhAH P~@D>PK>@8 @KX>D8 DK,8|x!|N |!|> xB~>~K|`x,@8`H~Kʅ|`xH~Kʝ|`xL8DD>L|HAH8@@>H|HAH~@DKP=?)T = C0=ɫ4l\>XXh(Ph@H(Ph*P~@D>PKֱ>@8 @Kd>D8 DK88`~`!|N |!|> xB~>~Kߕ|`x,@8`H~K-|`xH~KE|`xL8DD>L|HAH8@@>H|HAH~@DK֭P=?) = C0=ɫl\>XXh(Ph@H(PrP~@D>PKY>@8 @Kd>D8 DK88`~`!|N |!p|> xB~~K=|`x,A~K)|`x,@8pH~K |`x,@8pH~Kǝ|`xH~Kǵ|`xL8DD>L|HAHH8@@>H|HAH~@DKP~@DKT=?)̤ = C0=ɫl\>XXh(PhAD=?)̤ = C0=ɫld>``h(ThAH<=?)̤ = C0=ɫll>hhh(PHPTh*P~@D>PK=>@8 @K؁>D8 DK8p~p!|N |!|> xB~HLP8|xKt8`|xK~LK|`x,A~PK|`x,@8`|xKi8HȀ~LPK|`x,@8`|xK98H8p|xLHڵ89>p9`|x}$Kx}e[xH1~HLK ~HKϑ~HK |`x~HK%|`x8|x<8Kx8p9>9`|x}$Kx}e[xH889>|x}$Kx8pHptx|>^~HHa89>`|x}$KxK{8`|xK|`x~H|xKe8>|HAHH8>|HAH~LK~PK=?)ʈ = C0=ɫhl>h(hAD=?)ʈ = C0=ɫhl >h(hAH<=?)ʈ = C0=ɫhl>h(Hh*~H>K>8 K؁>8 K8`|xK8H$~8`|xK~Hɀ~!|N |!p|> xB~~K|`x,A~Kر|`x,@8pH~K|`x,@8pH~K%|`xH~K=|`xL8DD>L|HAHH8@@>H|HAH~@DKϥP~@DKύT=?), = C0=ɫ l\>XXh(PhAD=?), = C0=ɫ ld>``h(ThAH<=?), = C0=ɫ ll>hhh(PHPTh(P~@D>PKŁ>@8 @K؁>D8 DK8p~p!|N |!|> xB~HLP8|xKoa8`|xKI~HK~LKօ|`x,A~PKq|`x,@8`|xK8H~LPKI|`x,@8`|xK8H8p|xLH589>p9`|x}$Kx}e[xH~HLK~HK~HK|`x~HK|`x~HK|ix8|x<8|@}%KxKr8p9>9`|x}$Kx}e[xH=889>|x}$Kx8pH%ptx|>^~HH89>`|x}$KxKvm8|xK{8`|xK|`x~H|xK8>|HAHH8>|HAH~LKU~PK==?) = C0=ɫl>h(hAD=?) = C0=ɫl >h(hAH<=?) = C0=ɫl>h(Hh(~H>Ku>8 K؁>8 K8`|xK)8H$~8`|xK ~H-~!|N |!|> xB~HLP8|xKk8`|xKɀ~HK~LK|`x,A~PK|`x,@8`|xKi8HȀ~LPK|`x,@8`|xK98H8p|xLHѵ89>p9`|x}$Kx}e[xH1~HLK ~HKƑ~HK |`x~HK%|`x8|x<8xKo8p9>9`|x}$Kx}e[xH889>|x}$Kx8pHptx|>^~HHa89>`|x}$KxKr8`|xK|`x~H|xKe8>|HAHH8>|HAH~LK~PK=?) = C0=ɫpl>h(hAD=?) = C0=ɫpl >h(hAH<=?) = C0=ɫpl>h(Hr~H>K>8 K؁>8 K8`|xK8H$~8`|xK~Hɀ~!|N |!|> xB~HLP8|xKh}8`|xKe~HK~LKϡ|`x,A~PKύ|`x,@8`|xK8H܀~LPKe|`x,@8`|xK8H8p|xLHQ89>p9`|x}$Kx}e[xH̀~HLK~HK-~HK|`x~HK|`x8|x<8udKl8p9>9`|x}$Kx}e[xHi889>|x}$Kx8pHQptx|>^~HH89>`|x}$KxKo8`|xK5|`x~H|xK8>|HAH\8>|HAH0~LKō~PKu=?), = C0=ɫ l>h(hAX=?), = C0=ɫ l >h(hA=?hAH<=?), = C0=ɫ l>h(Hh$~H>KÙ>8 Kā>8 K8`|xKM8H$~8`|xK-~HQ~!|N |! |> xB~8p|xKV}8|xK!8|xK[~K)|`x,A~K|`x,@8H~K|`x,@8Hx~K|`xH~K|`xL8 |xK8p9> 9`|x}$Kx}e[xHM8\\>L|HAH8XX>H|HAH܀~X\K@~X\KD=?) = C0=_ɪl>h(@hA`=?) = C0=ɫl>h(DhA$9~X= C0=_ɪl>h(\= C0=_ɪl>h(}c[x `@K[8p9>9~|x}$Kx}e[xK>@^DKd>@^DK`8p9>|x>`}%KxK=?) 2`>`^dKM~X\ Ka>`^dKY~X\ K=>X8 XK>\8 \K8~!|N |!@|> xB~ؐܐ8`|xK8p|xKX8|xK~؀K~K!~K|`xD~K|`xH~<8K|`x,A0~<8nKe~<8nK8@H؀~<8nK9|`x,A0~<8nK~<8nK8@H~<8nK|`x,A0~<8nKՀ~<8$Km8@HH~<8oK|`x,A,~<8oK~<8$K%8@8PP>H|HAH 8LL>D|HAH9~L= C0=_ɪhl>h(P= C0=_ɪhl>h(}c[x `@K5@,A@,AH9~9> ) +8`~܀|xKd=? ` AHd=_h*dd=?dhAHd=_h(d@,@~؀LP>`KH@,@~؀LP>dKH@,A@,AHx9~9> ) +8p~܀|xKy@,@~؀LP>pKmH$@,@~؀LP>tKI>L8 LK>P8 PK8|x!|N |!@|> xB~ؐܐ8`|xK 8p|xK~K!~K |`x,@8H~K|`xP~K|`xT~؀Km~K~<8jKq|`x,A8@HȀ~<8k,KI|`x,A8@H~<8k0K!|`x,A8@Hx~<8k8K|`x,A8@HP~<8kT|HAHt8DD>P|HAHH~܀DHK!L=?) = C0=_ɪtl>h(LhAHL=?) = C0=ɫtl>h(~؀DH KH9~`D= C0=_ɪtl>h(H= C0=_ɪtl>h(}c[x `@K9~9>` ) +8p~܀|xK@,@LL=?)p 2 H =?9) 2*LH@,@LL=?)p 2 H =?9) 2(LHH@,@H=?)p 2 H 9=?9) 2L (LH@,@LL=?)p 2 H =?9) 22LH@,@LL=?)p 2 H =?9) 2$LHP@,@D=?)p 2 H A=?9) 2L $L~؀DH>LK>D8 DK>H8 HK8~!|N |!|> xB~X\8p|xKٙ8|xK|8|xK~XK݀~\K|`x,@8 H 8|x\K8p9>9`<|x}$Kx}e[xHA~\K1|`xT~\KI|`xXP~X\K~XKy8``>X|HAHp,@x9~\= C0=_ɪ8l>h(`= C0=_ɪ8l>h(}c[x `@K9~9> ) +8~\Ѐ|xKA=?9) 2=?)| 2 H2P=? x A=_<hAHt8\\>T|HAHX=?)X = C0=ɫ8l>h(~X\` Ki>\8 \K8\\>T|HAH~\\`K@=?)X = C0=_ɪ8l>h(@hAHL=?)X = C0=ɫ8l>h(~X\` KH8P*L>\8 ~\|x`KaD\,AD=?)X = C0=_ɪ8l>h(DhAH@DPL>\8 ~\|x`KH>T9)\|HAD=?)X = C0=_ɪ8l>h(HhAH@HPLHD(L $~X\` Ki>\8 \K >`8 `K`8 ~ !|N |!|> xB~X\8p|xK8|xKw8|xK~XK5~\K|`x,@8 H8|x\K58p9>9`<|x}$Kx}e[xH~\K|`xT~\K|`xXP~X\KM~XK8``>X|HAH8\\>T|HAH~\\`K@=?) = C0=ɫl>h(@hAHL=?) = C0=ɫl>h(~X\` KyH8P*L>`8 ~\\|xK9D>X9)`|HAD=?) = C0=ɫl>h(DhAH@DPL>`8 ~\\|xKH`,AD=?) = C0=ɫl>h(HhAH@HPLHD(L $~X\` KA>\8 \K >`8 `K8 ~ !|N |!|> xB~x|8|xK8|xK8|xKt~xK ~|K|`x,@8HH ~|K|`xd~|K|`xh8|x|K89>9`<|x}$Kx}e[xHQ\`~x|K~xK8pp>h|HAH h,@x9~l= C0=_ɪ~hl$>  h(p= C0=_ɪ~hl$>  h(}c[x `@K9~9> ) +8Ѐ~||xKi=?9) 2=?) 2 H2\=? A=_lhAHt8ll>d|HAH ,=?) = C0=ɫ~hl$>  h(~xlp K>l8 lK8ll>d|HAH ~|lpK=@=?) = C0=_ɪ~hl$>  h(@hAHL=?) = C0=ɫ~hl,>((h(~xlp KH \\ 2T`` 2X>h9)p|HA\>p8 ~|l|xKa=?) = C0=_ɪ~hl,>((h( AH@>p8 ~|l|xK =?) = C0=_ɪ~hl$>  h( A\>p8 ~|l|xK=?) = C0=_ɪ~hl4>00h( AH<=?) = C0=ɫ~hl<>88h(LH4>p8 ~|l|xK%@*>p8 ~|l|xK*(X $LH܀p,A\>p8 ~|l|xK=?) = C0=_ɪ~hl<>88h( AH@>p8 ~|l|xKi=?) = C0=_ɪ~hl4>00h( A\>p8 ~|l|xK=?) = C0=_ɪ~hl$>  h( AH<=?) = C0=ɫ~hlD>@@h(LH>p8 ~|l|xK@*>p8 ~|l|xKa*(X $LH<>p8 ~|l|xK-=?) = C0=_ɪ~hlD>@@h( A\>p8 ~|l|xK=?) = C0=_ɪ~hl4>00h( AH<=?) = C0=ɫ~hl$>  h(LHX>p8 ~|l|xKI>p8 ~|l|xK-*@*(X $L>d9)l|HA\>l8 ~||xpK=?) = C0=_ɪ~hlD>@@h( AH@>l8 ~||xpK=?) = C0=_ɪ~hl<>88h( A\>l8 ~||xpK5=?) = C0=_ɪ~hl4>00h( AH<=?) = C0=ɫ~hl,>((h(DH4>l8 ~||xpK@*>l8 ~||xpK*(T $DH܀l,A\>l8 ~||xpKA=?) = C0=_ɪ~hl<>88h( AH@>l8 ~||xpK=?) = C0=_ɪ~hl4>00h( A\>l8 ~||xpK=?) = C0=_ɪ~hl,>((h( AH<=?) = C0=ɫ~hl$>  h(DH>l8 ~||xpK@*>l8 ~||xpK*(T $DH<>l8 ~||xpK=?) = C0=_ɪ~hl4>00h( A\>l8 ~||xpKY=?) = C0=_ɪ~hl,>((h( AH<=?) = C0=ɫ~hl$>  h(DHX>l8 ~||xpK>l8 ~||xpK*@*(T $D=?) = C0=_ɪ~hlD>@@h(Dh@Hh=?) = C0=ɫ~hl<>88h(Lh@H(DLh*~xlp KHH=?) = C0=_ɪ~hl4>00h(~xlp K>l8 lK8>p8 pK8H~H!|N |!|> xB~x|8|xK98|xKe8|xKg~|Km|`x,A,~KY|`x,A~KE|`x,@8@HH~|K)|`x,@8@H$~|K|`x,@8@H~|K|`xp~|K|`xt8|x|K89>9`<|x}$Kx}e[xHYdh~x|K%~xK8||>t|HAHl,@x9~x= C0=_ɪpl$>  h(|= C0=_ɪpl$>  h(}c[x `@K 9~9> ) +8Ѐ~||xKq=?9)tP 2=?)$ 2 H2d=? v A=_uhAHt8xx>p|HAH0=?) = C0=ɫpl$>  h(~xx| K>x8 xK8xx>p|HAH~|x|KE@~x|K-D~x|KH=?) = C0=_ɪpl$>  h(@hA=?) = C0=ɫpl,>((h(DhAD=?) = C0=_ɪpl4>00h(HhAHL=?) = C0=ɫpl<>88h(~xx| K)Hhd*\h*`>x8 ~||x|KLx,AD=?) = C0=_ɪpl<>88h(LhAH@Ld\>x8 ~||x|KaP>p9)x|HAD=?) = C0=_ɪpl<>88h(PhAH@Pd\>|8 ~x|xKT>t9)||HAD=?) = C0=_ɪpl<>88h(ThAHDTh`>|8 ~x|xKYX|,AD=?) = C0=_ɪpl<>88h(XhAHDXh`H`PPL(\$XT ( *2` $~xx| K>x8 xK4>|8 |K8@~@!|N |!|> xB~hlp8|xKA8|xKm8|xK`~lKu|`x,A~pKa|`x,@88HȀ~lpKE|`x,@88H~lK|`xl~lK|`xp8|xlK589>9`<|x}$Kx}e[xH`d~hlKe~hK8xx>p|HAH,@x9~t= C0=_ɪil$>  h(x= C0=_ɪil$>  h(}c[x `@KI9~9> ) +8Ѐ~l|xK=?9)mT 2=?)( 2 H!2`=? o$ A=_nhAHt8tt>l|HAH=?) = C0=ɫil$>  h(~htx Kف>t8 tK8tt>l|HAHd~ltxK@~ptxKmD=?) = C0=_ɪil$>  h(@hAD=?) = C0=ɫil,>((h(DhAHL=?) = C0=_ɪil4>00h(~htx KH``*Xd*\>t8 ~l|xxKqHt,AD=?) = C0=_ɪil4>00h(HhAH@H`X>t8 ~l|xxKL>l9)t|HAD=?) = C0=_ɪil4>00h(LhAH@L`X>x8 ~pt|xKqP>p9)x|HAD=?) = C0=_ɪil4>00h(PhAHDPd\>x8 ~pt|xKTx,AD=?) = C0=_ɪil4>00h(ThAHDTd\LH(X$TP ( *P\ $~htx K]>t8 tK>x8 xK88~8!|N |!|> xB~hlp8|xK80|xK~ 8@|xKY8P|xK58|xKܵ~lK|`x,A~pK|`x,@8|xK]8(H~lpK|`x,@8|xK-8(Ht8|xlH8P9>9`|x}$Kx}e[xH%89>P|x}$KxH8|xH-|`x|x<8CTK|`xh,A~l<8CTK}8|xpH)8P9>9`|x}$Kx}e[xHޥ89>P|x}$KxHu8|xH|`x|x<8CTKu|`xh,A~p<8CTK~lKA|`x؀~lKY|`x8|xlK89>9`<|x}$Kx}e[xHԀ~hlK{р~hKU8P|x<8CX<8C`K7q89>P9`|x}$Kx}e[xHݩ889>|x}$Kx8pHݑ>^~hH=8P9>|x}$KxK;8|xKu|`x~h|xKA8>|HAH ,@x9~0= C0=_ɪcl>h(= C0=_ɪcl>h(}c[x `@K|9~09>0 ) +8@~l04|xKy=?9)f 2=?)@ 2 H2@=? h A@=_hhAHt8>|HAH=?) = C0=ɫcl>h(~h K>8 K8>|HAH`~lKM~pK5=?) = C0=_ɪcl>h(hAD=?) = C0=ɫcl>h(hAHL=?) = C0=_ɪcl$>  h(~h KH\**́>8 ~l|xK9>9)|HAD=?) = C0=_ɪcl$>  h(hAH́>8 ~l|xK,AD=?) = C0=_ɪcl$>  h(hAH́>8 ~p|xK9,AD=?) = C0=_ɪcl$>  h(hAHȁ>8 ~p|xKā>9)|HAD=?) = C0=_ɪcl$>  h(hAH($( $ *~h K)>8 K>8 K8|xK8(H$~,,8|xK׽,~,H[~(!|N |!|> xB~hlp8|xKy8|xKu8|xKQU~lK|`x,A~pK|`x,@88HĀ~lpK}|`x,@88H~lK~ |`xh~lK~%|`xl8|xlKm89>9`<|x}$Kx}e[xH`d~hlKt~hK!8tt>l|HAH ,@x9~p= C0=_ɪ[l$>  h(t= C0=_ɪ[l$>  h(}c[x `@Ku9~9> ) +8Ѐ~l|xK=?9)^ 2=?)` 2 HY2`=? `\ A=_` hAHt8pp>h|HAH=?)< = C0=ɫ[l$>  h(~hpt K>p8 pK8pp>h|HAH`~lptK@~pptKD=?)< = C0=_ɪ[l$>  h(@hAD=?)< = C0=ɫ[l,>((h(DhAHL=?)< = C0=_ɪ[l4>00h(~hpt KH\`*Xd*\>p8 ~l|xtKHp,AD=?)< = C0=_ɪ[l4>00h(HhAH@H`X>p8 ~l|xtK-L>h9)p|HAD=?)< = C0=_ɪ[l4>00h(LhAH@L`X>t8 ~pp|xKP>l9)t|HAD=?)< = C0=_ɪ[l4>00h(PhAHDPd\>t8 ~pp|xK%Tt,AD=?)< = C0=_ɪ[l4>00h(ThAHDTd\LH(X$TP(\ $ (~hpt K>p8 pK>t8 tK88~8!|N |!|> xB~hlp8|xK8|xKoE8|xKJ~lKM|`x,A~pK9|`x,@88HĀ~lpK|`x,@88H~lKw|`xl~lKw|`xp8|xlKy 89>9`<|x}$Kx}e[xHq`d~hlKn=~hK8xx>p|HAH ,@x9~t= C0=_ɪTl$>  h(x= C0=_ɪTl$>  h(}c[x `@Ko!9~9> ) +8Ѐ~l|xK}=?9)X, 2=?)} 2 H2`=? Y A=_YhAHt8tt>l|HAH=?)|܀ = C0=ɫTl$>  h(~htx K>t8 tK8tt>l|HAH`~ltxK]@~ptxKED=?)|܀ = C0=_ɪTl$>  h(@hAD=?)|܀ = C0=ɫTl,>((h(DhAHL=?)|܀ = C0=_ɪTl4>00h(~htx KH\`*Xd*\>x8 ~lt|xKIH>p9)x|HAD=?)|܀ = C0=_ɪTl4>00h(HhAH@Hd\>x8 ~lt|xKLx,AD=?)|܀ = C0=_ɪTl4>00h(LhAH@Ld\>t8 ~p|xxKIPt,AD=?)|܀ = C0=_ɪTl4>00h(PhAHDP`X>t8 ~p|xxKT>l9)t|HAD=?)|܀ = C0=_ɪTl4>00h(ThAHDT`XPT(X$HL(\ $ *~htx K9>t8 tK>x8 xK88~8!|N |!|> xB~x|8|xK8|xKh8|xKD~|K|`x,A,~K|`x,A~K|`x,@8@HP~|K|`x,@8@H,~|K|`x,@8@H~|Kq|`xl~|Kq)|`xp8|x|Krq89>9`<|x}$Kx}e[xHdh~x|Kg~xK{%8xx>p|HAHt,@x9~t= C0=_ɪN\l$>  h(x= C0=_ɪN\l$>  h(}c[x `@Kh9~9> ) +8Ѐ~||xKv=?9)Q 2=?)v 2 H]2d=? S A=_S`hAHt8tt>l|HAH8=?)v| = C0=ɫN\l$>  h(~xtx K|>t8 tK8tt>l|HAHȀ~|txK|@~txK|D~txK|H=?)v| = C0=_ɪN\l$>  h(@hA=?)v| = C0=ɫN\l,>((h(DhAD=?)v| = C0=_ɪN\l4>00h(HhAHL=?)v| = C0=ɫN\l<>88h(~xtx KzHpd*\h*`>x8 ~t|xK{YT>p9)x|HAD=?)v| = C0=_ɪN\l<>88h(ThAHHTh`>x8 ~t|xKzXx,AD=?)v| = C0=_ɪN\l<>88h(XhAHHXh`>t8 ~|xxKzYLt,AD=?)v| = C0=_ɪN\l<>88h(LhAHHLd\>t8 ~|xxKyP>l9)t|HAD=?)v| = C0=_ɪN\l<>88h(PhAHHPd\@PPL (2\$XT(D2` $ (~xtx Kx5>t8 tK,>x8 xK8@~@!|N |!|> xB~HLP8|xK8`|xK~LK|`x,A~PK|`x,@8`|xK]8H؀~LPK|`x,@8`|xK-8H8p|xLH89>p9`|x}$Kx}e[xH%~LKj|`x~LKj-|`x~HLK`~HKte8|x<8'HK8p9>9`|x}$Kx}e[xH889>|x}$Kx8pH©ptx|>^~HH~U89>`|x}$KxK 8`|xKÍ|`x~H|xKgY8Āā>|HAHX8>|HAH,~LKv~PKv=?)o| = C0=ɫG\l>h(hAD=?)o| = C0=ɫG\l >h(hAHL=?)o| = C0=ɫG\l>h(~H KuH(>^K%~H Kt>8 Kȁ>8 K8`|xK8H$~8`|xK~HD~!|N |!|> xB~HL8|xKe8`|xKM~LK}|`x,@8`|xK 8H@8p|xLH|89>p9`|x}$Kx}e[xH8p9>|x}$KxHh8p|xHk|`x|x<8#K|`xh,A(<8c#H8`|xKu8H8p9>|x}$KxHhi8p|xHk|`x|x<8$Ki|`xh,A~L<8$Kh~LKf5|`x~LKfM|`x8p9>|x}$KxHg8p|xH{E~HLK\ـ~HKp]8|x<8$<8$Ky8p9>9`|x}$Kx}e[xH889>|x}$Kx8pHptx|>^~HHzE89>`|x}$KxK8`|xK}|`x~H|xKcI8Āā>|HAH8>|HAH؀~LKr=?)l = C0=ɫCl>h(hAHL=?)l = C0=ɫCl >h(~H KqaH(>^K~H Kq9>8 K>8 K8`|xK8H$~8`|xK͓~H@~!|N |!|> xB~x|8`|xK8|xKZ8|xK6m8|xK 9~x|K|`x,@8@H88`~x|xKe~xKc=|`xH~xKcU|`xL8DD>L|HAH8@@>H|HAH~x@DKpP~|@DKpT>P^TK|X>P^TK{\9~@= C0=_ɪ@4l$>  h(D= C0=_ɪ@4l$>  h(}c[x `@KZ8`9>9~|x}$Kx}e[xKW8`9>|x>X}%KxKhuX9~09> ) +8~x04|xKh89>~|x}%KxK8~>X|xKaX>X^\K}Q~x@D Kne>X^\K~]~|@D KnA>@8 @K<>D8 DK8@~@!|N !|> x|B}H|~H~H=*)e ~H=*)e ~H=*)e ~H=*)e ~H=*)e >H8 >H8 0>H8 N8|x!N |a! |> xB~  8~PK8`|xK318|xK5K5|`x|x<88PKD18~PK |ix8`|x}$Kx<8xK6e~K8P|xK8`<8  K8`9>|x}$Kx8K:|`x,@H|t,#@K9~9>P9I9>P9 9>P8 9>P;9>P;9>P;i09>P8 N8}c[x<8}ESx}CxxxjxH|`x,Al9~9>P9I9>P9 9>P89>P;9>P;09>P8 N}c[x<8}ESx}Cxxx| xHa|`x8\T>|H@؀ ,A$X,A >X|HAK ,A$\,A >\|HAK >h|H@p89>P9)|x}$KxK:~P9>P9`|x}$Kx}e[xH=?)dЁ^j | A> 9 |HAHP8`<80  K> <`B@})ր }) | > 8`|xK3i8~PKH<~8`|xK3IH~8~PKѓ~H9~!|aN |a! |> xB~  8~PK8`|xK/8|xK2%K|`x|x<88PK@8~PK|ix8`|x}$Kx<8K2~K98P|xK-8`<8܀  K=8`9>|x}$Kx8K7%|`x,@H|t,#@K9~9>P9I9>P9 9>P89>P;9>P;9>P;i09>P8 N8}c[x<8}ESx}CxxxjxHUX,A>X|HAKD >`|H@4 >d|H@$ >h|H@89>P9)|x}$KxK7Ր~P9>P9`|x}$Kx}e[xH=?)aX^j | A> 9 |HAHP8`<8  K> <`B@})ր }) | > 8`|xK08~PK-H<~8`|xK0uH~8~PK~H7!~!|aN |a!|> xB~~^>;>;i0>8 N8<8c8xjxH8|x!|aN |!|> x~h~hHM!|N |!|> x~h~hH!|N |!|> x~x>x8 |xK,~xHAH(~@@>x8 |xK.@~@H5!|N !|> x|B}H|~H~H=*)] ~H=*)] >H8 8|x!N |!|> x~x|~x|HY|`x~|xKI~8K9|`x,A8@H 8@~@!|N |!|> xB~ >~ | @(>~ | @>8 HD8~@8PKKu|`x|x<8$8@K;q8~@KI|`x>9)}#Kx|x<8K->8 |xK1|`x,@@8~@K|`x<8c4|xKq8~@K=?>>9)ȑ>H>8 9>`|x}$Kx8PK1|`x,@H$`|t,#@K8`9>P9~T9^|x<8X}%Kx}f[x}GSxH|`x,@88`9>T9~|x<8h}%Kx}f[xH|`x8P9 |H@H8|xK >T|H@ >P|H@>8 9>|x}$KxH>T >P >8 |xK3i>;8~@K5HP>8 |xK3A8~@K=?>>9)ȑ>H ~胾8~@K퓾~H2~!|N |!|> x~h~hHM!|N |!|> x~h~hH!|N |!|> x~h>h8 $>h8 (>h8 >h8 <~hH!|N |!|> x~hl~hlHU!|N |!|> x~hl~hlH!|N |!|> x~hl>h8 $>h8 (>hl >h8 <~hH!|N |!|> xB~h>h ,@$>h8 |x<888HH$>h8 |x8<888H8|x!|N !|> x~HLPTX>HL >HP >HT >HX 8|x!N |!|> xB~x>x ,@8@Hhx>x8 |x8H}<>x <,@0>x8 |xHy>x8 |x<8 88HɁ>x <@~@!|N |!|> x~x|>x ,@8@H,x>x8 |x|HŐ}<>x <@~@!|N |!|> x~x>x ,@8@H>x8 |xH5|`x@~@!|N |!|> xB~h>h ,@<>h~h^hhh<8c< KH8>h~h^hhh<8c< K8|x!|N |!|> x~h~hHM!|N |!|> x~h~hH!|N |!|> x~h~hH!|N !|> x~H>H8 >H8 >H8 ">H8 >H<? 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Thresholds for image valuesprec_maskwxpprmskpm-pm grid Grid specifying precip maskThis program convert NIDS radar data to a WXP imageNIDS MOSAICING PROGRAMparameterlateus-100,0,5,10,15,20,25,30,35,40,45,50,55,60,65,70out_fileoutput.imgcurrentlaoutputimgimgz3img3filenamerplot_domain=threshold=%19s %d %49sProcessing: %s %s prec_mask.grdApplying precip mask: %s lllatpolarpssatlamblcazgnormomepixxyxlogyxlogpcatskewtematephrtephthermstuvehodovertxpzoomsizemissnoneprojeplonclatidid:sao.ctyclonnxnydxdyproj,plon,clat,clon,nx,ny,dx,dyproj,clat,clon,nx,ny,dx,dyproj,plon,clat,clon,dx,dyproj,clat,clon,nx,ny,dxclat,clon,nx,ny,dx,dyproj,clat,clon,dx,dyclat,clon,nx,ny,dxproj,clat,clon,dxclat,clon,nx,nyclat,clon,dxproj,clat,clonclat,clonid,dxfi:39,-97,2.3wxp.regDomainTool::decode: Invalid plot domain: %s plot_domainregion%s %s %s %s printerrorwarnmessout1out2out3out4debugdebug1debug2debug3debug4debug5debug6WXP%s6.04650UZ%4d%2d%2d%2d%2d%fMMMM/%4.4d/MM/%2.2d/MM %2.2d MM:%2.2d:MM%6.3f = %d %Y%m%d%H%M%s%H:%M:%S%Z %e %b %YRFC1123%d %b %Y %H:%M:%S %ZISO8601%Y-%m-%dT%H:%M:%S%Z%SUNMONTUEWEDTHUFRISATXXXJANFEBMARAPRMAYJUNJULAUGSEPOCTNOVDEC%4dXXXX%2.2dXX%2d12AMPMXX.XXXX0%6.4f%7.4dInvalid license to use WXP wa%*[^ ]%*chttp:///%19[^/]-stdstdn[%s]Date: %s Info: %s Time: %d %s Level: %d %d %s Variable: %s [%s] Size: %d x %d Domain: Model: %s Grid: %d Variable: %d %s [%s] Size: %d %d Max: %f Min: %f Ave: %f wxpdefault.:/home/wxp/etc:/usr/local/wxp/etcmessagefile_pathcur_timewxp %s (Ver %s) helpprog%s: %s %d:%d:%d:%dSource: %d Version: %d Type: %d Size: %dx%d Resolution: %.2fx%.2f Offset: %.2fx%.2f Depth: %d Bits per pixel: %d Bytes per line: %d Bytes order: %d Type of color: %d Number of colors: %d (%p) Image domain: Image has values No values %d %f No colors %d %.2f %.2f %.2f = %d %3d [%8f] %6d %3d %6d Ind: %d Value: %f %s%c%snoofffalse%s: not set %s: pstereolatlonmerclambazorthomollgnompixelxz:e:%f:,%f,%f,%d,%d,%f,%f:%3.3f,%3.3f,%3.3f,%d,%d,%4.4f,%4.4f (%f,%f)-(%f,%f) Aadbclupsg%d %s GIFGIF_read: Not a GIF file type: %s width: %d height: %d depth: %d bytes_per_line: %d color table size: %d Graphics Control Extension Extension Label: %2X Control Extension Block size: %d No disposal specified Do not dispose. graphic left in tact Restore to background color Restore to previous image User input expected User input not expected Transparent index given Transparent index not given Delay time: %d %.2f Transparent color index: %d Application Extension Application identifier: %8.8s Application authentication: %3.3s Comment Data ti=pd=proj=X: %3d Y: %3d W: %3d H: %3d num_color: %d num_color+: %d code_size: %d GIF89aUnable to open GIF file: %s Processing: %s Not a GIF file NETSCAPE2.0WXP Graphic1.2.4PNGCommentPlot DomainTitleSoftwareWXP - Weather Processor v6.0Creation Timenamedefaultnadf%s syntax (version:%s) %s [options...] Keyed options... -df file... Resource/defaults file name -na name Program name %s Positional options... %d=%s janfebmaraprmayjunjulaugsepoctnovdec%4d%2d%2d%2d%2d%y %b %d %H:%M:%SZ%d %b %Y %H:%M:%S GMT%Y-%m-%dT%H:%M:%SZ%2dZ %2d %3s %2d%2d%2dZ %2d %3s %2d%1d%2d%2d:%2d:%2dZ %2d %3s %2d%2d %2d %2d %2dJanuaryFebruaryMarchAprilMayJuneJulyAugustSeptemberOctoberNovemberDecember %3s %2.2d%2d %3s %2.2d%d PM %s12 PM %s12 AM %s%d AM %s [%2.2dZ]%2.2d%s%2.2dZ%s %2d %3s %2.2d%d:%2.2d PM %s12:%2.2d PM %s12:%2.2d AM %s%d:%2.2d AM %s [%2.2d%2.2dZ]%2.2d%2.2d %s%2.2d%2.2dZ%d:%2.2d:%2.2d PM %s12:%2.2d:%2.2d PM %s12:%2.2d:%2.2d AM %s%d:%2.2d:%2.2d AM %s [%2.2d%2.2d%2.2dZ]%2.2d:%2.2d:%2.2d %s%2.2d:%2.2d:%2.2dZ valid for %d hr0.5 day1 day1.5 day2 day2.5 day%d day%d.5 day%d hour%d:%d:%dexitcu=cunh=listbatchList of available files: File not found: %s ls -x %d%n*?????????con_path.data_pathraw_pathgrid_pathwatch_pathimage_pathtext_pathmodel_pathsat_path?SEARCH: %s Filename: %s - %s Num: %d Date: Type: %s WXPGRIDCDFGRIBbackgroundwxpbackbg-bg color Background colorwxpbatchba-ba Run in batch modecity_filewxpcitycf-cf file City database filecolor_cgridwxpclrcgridcocg-cogr color Grid color for fill plotscolor_clabelwxpclrclabcocl-cocl color Contour label color for fill plotscolor_cloudwxpclrcldcocd-cocd color Cloud symbol colorcolor_cmapwxpclrcmapcocm-cocm color Map color for fill plotscolor_contwxpclrcontcoco-coco color Contour line colorcolor_datawxpclrdatcod-cod color Data color and attribscolor_fillwxpclrfillcof-cof clr... Fill colors and attribscolor_frontwxpclrfrontcofr-cofr clr... Front colors and attribscolor_gridwxpclrgridcogr-cogr color Grid colorcolor_hodowxpclrhodocoh-coh colr Hodograph line colorscolor_hodtxtwxpclrhdtxtcoht-coht color Hodograph text colorscolor_labelwxpclrlabcola-cola color Contour label colorcolor_linewxpclrlncoln-coln color Lat-lon line colorcolor_mapwxpclrmapcom-com color Map color and attribscolor_soundwxpclrsndcosd-cosd clr... Parcel sounding colorscolor_tablewxpclrtblct-ct files... Color table filecolor_textwxpclrtxtcot-cot color Text color and attribscolor_thermwxpclrthermcoth-coth clr... Thermo diagram line colorcolor_thrmtxtwxpclrthtxtcott-cott clr... Thermo diagram text colorcolor_watchwxpclrwatchcowa-cowa clr... Watch box colorscolor_windwxpclrwindcowd-cowd color Wind barb colorcolor_wxwxpclrwxcowx-cowx color Weather symbol colorcon_basewxpconbasecb-cb base Contour base valuewxpconcp-cp path Converted data pathcon_intervalwxpconintin-in intrvl Contour intervalwxpcurrent-cu [hour] Currency of input datawxpdatadp-dp path Data pathdevicewxpdevicede-de device Device type and paramsdrawwxpdrawdr-dr types... Draw these typesfile_paramwxpfparampf-pf param... File parameterswxpfilefp-fp path File pathwxpfilenmfilenames... Filenamesfont_listwxpfontfl-fl list List of usable fontsgeometrywxpgeomge-ge geometry Window geometrygrid_domainwxpgrddomgd-gd domain Grid domainwxpgridgp-gp path Gridpathgrid_numwxpgrdnum-gn num Gridnumbergrid_typewxpgrdtypegt-gt type Gridtypewxphelph-h Print helphourwxphourho-ho [hour] Use specific houriconwxpiconic-ic Specify window icon modeidentifierwxpident-id ident Specify the station IDwxpimageip-ip path Image pathin_filewxpinfileif-if files Input file typeinputwxpininp-inp type Input typelabelwxplabel-la label... Plot these labelsmap_filewxpmapmf-mf files Map fileswxpmess-me level Message levelmodelwxpmodel-mo type Model typemp-mp path Model pathname_convwxpnamenc-nc file Name convention filenum_hourwxpnumhournh-nh [hour] Number of hours to useobject_paramwxpobjectoa-oa smooth[,radinf,pass,conv,min] Specifies objective analysis paramswxpoutfileof-of files Output file typewxpoutou-ou type Output typewxpparampa-pa param... Program parameterswxppltdompd-pd domain Plot domainplot_formatwxpformatfm-fm format Plotting formatsplot_paramwxppltparampp-pp param... Plotting parametersplot_rangewxprangera-ra range Plot rangesplot_scalewxpscalesc-sc scale Plot scale factorplot_typewxpplotpl-pl type Plot typeproductwxpproductph-ph prod Product headerwxprawrp-rp path Raw pathwxpregre-re region Region to plotwxpsatsp-sp path Satellite pathstat_priorwxppriorpr-pr prior Station prioritywxptexttp-tp path Text pathtimewxptimeft-ft time Forecast timetitlewxptitleti-ti title Window titlevariablewxpvarva-va var... Type of data to plotwxpwatchwp-wp path Watch pathWXPIMGnoclarclarcradinterprampNidsImage: Unable to open file: %s %s %d %d %.1f %.1f %.1f Radial data NidsImage: Use clear air: %d Thresholds: %.0f Ramp cut: %d len: %d Current site: %f,%f Unable to open region file: %s %79s %*s %*d %79sSearching the city database file for: %s ... %5.5dENESEFEGEIBIBGEKEHEBELLSLFLELPEDLOLKEPLHLYLALRLBLILGLTLCUXOSOLLLOJOEOKOROIOAOBOTOMOYODOPVGVIVOZMVNVHRCZKRKRJVBVTWMWSVVVLVDGCGMGEDADTDRGAGQGOGBGGGUGFHLHEHSHAHFHCHKFSFZHRHBFCFOFEFTFGFKDNDBDXDGDFDIGLFNFMFQFLFVFWFAKQPACYK2K4MYMUMWMKMTMDMHTJTIMZMGMSMNMRMPTKTNTFTDTLTTSKSVSYSMSOSBSZSESPSLSCSGSUSASFANPHPKPTPLAGNVNWNGNFN1NLNSNCNTAYNZYWIWARP%4.4d%3.3d%2x%10s%5s%5d%3s%7sSite: %s Name: %s OS: %s Valid Days: %d (%d/%d/%d) Flag: %s WXP License: invalid site WXP License: invalid computer name WXP License: invalid version WXP License: expired WXP License: expires within 30 days Licensed to create GIF images Licensed to use NLDN data Licensed only for product manager Checking license file: %s wxp.lic/home/wxp/etcReading license file: %s License: unable to open license file %30s%30s %50sNLDNprodmanM/%d/M %d M:%d:M%.3flevelsndsfcsffrzlclseaseslmwndtropwholetop_frzgscld_botgscld_topblcld_botblcld_topblcld_lyrlcld_botlcld_toplcld_lyrcld_ceilmcld_botmcld_topmcld_lyrhcld_bothcld_tophcld_lyrconv_botconv_topconv_lyrwbzeromaxepotequilibsccld_botsccld_topdccld_botdccld_topsclw_botsclw_top%f-%f%29[^-]-%29[^ ]%29[^+]+%29[^ ]%c%28[^-]-%29[^ ]%c%28[^+]+%29[^ ]%f%9smft_agm_agmb_agkmbsigetapvhyb[%fmaxtKm2/kgs%d %f-%d %f - %d sfc[%.0f]cld_botcld_toptop%.0fmbsfc-%.0fmbtrop-%.0fmbsfc[%.0f]-%.0fmb%.0f-%.0fmb%.0fmtrop+%.0fmtrop-%.0fm%.0f-%.0fm%.0fm_ag%.0f-%.0fm_ag%3.2fsig%3.2f-%3.2fsig%.0fhyb%.0fcm_bg%.0f-%.0fcm_bg%.0fK%.0f-%.0fK%.0fmb_ag%.0f-%.0fmb_ag%.2f*10^-6 Km2/kgsSurfaceSurface[%.0f]Cloud baseCloud topFrz levelLCLMax windTropopauseTop%.0f mbSfc-%.0f mbTrop-%.0f mbSfc[%.0f]-%.0f mb%.0f-%.0f mbSea level%.0f mtrop+%.0f mtrop-%.0f m%.0f-%.0f m%.0f m AG%.0f-%.0f m AG%4.3f sigma%3.2f-%3.2f sigma%.0f hyb%.0f cm BG%.0f-%.0f cm BG%.0f K%.0f-%.0f K%.0f mb AG%.0f-%.0f mb AGWholeTop frz levelGrid scale cld botGrid scale cld topBound lyr cld botBound lyr cld topBound lyr cld lyrLow cld bot lvlLow cld top lvlLow cld lyrCld ceilingMid cld bot lvlMid cld top lvlMid cld lyrHigh cld bot lvlHigh cld top lvlHigh cld lyrConv cld bot lvlConv cld top lvlConv cld lyrWet bulb zero lvlMax eq pot temp lvlEquilibrium lvlShal conv cld bot lvlShal conv cld top lvlDeep conv cld bot lvlDeep conv cld top lvlSupercool liq wat botSupercool liq wat topUnknown lvl: %d%f,%f,%fMax: %f Min: %f %s analysis for Analysis for %H%M%Z %e %b %Y%H%Z %e %b %Y%s valid Valid %H%M%Z %a %e %b %Y%H%Z %a %e %b %YVarSpec: Fore: Level: Var: %d %.1f %.1f %9[^-]-%f%9sanalavgaccdifinitmaxmin%f%sdayd.5day%.0fhr-%.0frng%.0fhranalysis%.0f month %.0f day %.0f hour m: %d gt: %d ft: %d lt: %d l: %d v: %d %s Ens mean Ens std dev Ens[+%d] Ens[%d] Ens prob [%] Prob [%] below above between and []ensmean[]ensdev[]ens[0]ens[%d]ens[+%d]ensprob[<%s]ensprob[>%s]ensprob[%s-%s]prob[<%s]prob[>%s]prob[%s-ensmean[ensmean[]%sensdev[ensdev[]%sensprob[ensprob[%c%f]%sensprob: %c - %f - %s prob[prob[%c%f]%sprob[%f-%f]%sprob: %c - %f - %s ens[ens[%c%d]%sens[%d]%sens: %c - %d - %s %d - %d %s - %s [%s]wxp.cfg.wxpdefWxp.res%49s %249sDEFUNDEFIFV6ELSEResrcFile_get: else without an if ELIFResrcFile_get: elif without an if ENDResrcFile_get: end without an if %49s "%249[^"]%s.%s.%s%s.%sR: %4.2f G: %4.2f B: %4.2f %f %f - %f %f Ang: %f Sin: %f Cos: %f --wxp%s.%s.%swxp%s.%s%19sset%*s %19[^= ]%*[= ]%nSet resources %c[0A] [%2.2X]%8d: %02X| ~0%.*f%.0f%4[^:]:%f%s %d %d NameConvFile: %s - %s res=res:%c=%19sNameConv: No file name convention file: %s Opening name convention file: %s %20s %80s %80s %30s %50sFile name match for: %s File name partial match for: %s-%s ext: %s %d,%s%s,%dmin=No file name conversion for: %s 000000xxx%3.3sFilename: %s Date: wxpcurtime%dd%n%d%n:%d%n%d%n:%d%nLATE0: %s LATE LIMIT: %d LATE:%d %d %d %d %d LATE: %s LATEST: %s %s %d %d Filename decode: %d = %s %3d%s = %s LATE0: %s %d NameConv File: %s Header: %s Extension: %s Key: %c = %s Path: %s Min size: %d Min time: %d File format: %s Params: %s %d-%[^ ]%d %d %d %d %d %ld %d %s %d:%s%f%*s %f %f %f %f %d %dPS%*s %f %f %f %f %d %d %f:%f:%f:%f:%fME%f %f %f %f %d %d %s %s %ld %d %d%f WXPGRID%dB WXPGRID%d WXPGRID %s 3-%s 2-%s %d %d %d %d %d %ld %d %d:%sLL ME PS:%f PS LC:%f:%f:%f:%f:%f LC:%f LC %14.8e **  %d %79[^/]GRIB-hdr: %s Loc dloc: %d ploc: %d gloc: %d GRIB::read sect: %d found: %d cont: %d - tell: %d slen: %d GribFile:: GRIB data not found GRIB-end sect: %d found: %d cont: %d pcont: %d GRIB-hdr: %s/ GRIB%d %n%c%d %n%d:%d %d %d %d %d %d%d %d %d %d %d %dGRIB::peak sect: %d found: %d cont: %d - tell: %d slen: %d WMO: %d - %s - %d:%d %7d %7d %3d %7d %3d PLOC: %d %d - %d readHeader tell: %d bad product, searching forward...  searchGRIB tell: %d GRIB 1 size: %d gloc: %d GRIB 2 searchGRIB can't find GRIB: %d searchGRIB failed to find GRIB: %d readData: %d %d = %d GribFile::readData-invalid size: %d %d seekData val: %d data_size: %d data_off: %d tellData data_size: %d data_off: %d - tell: %d tell-ds: %d BIT %d %d %X %d read: %X %d %X BAD: %6d %6d %6d %2d %2d Lev: %d %d %d Ens: %d %d %d %d %d %d %f %f Grid description block Thinning grid Gridpoint direction: %x : south to north Gridpoint direction: %x : north to south Number of gridpoints: %dx%d Lat-Lon Grid Res/comp flag: %X Grid locate: %3.2f N, %3.2f N, %3.2f E Grid size: %3.2fx%3.2f Mercator Grid Grid locate: %3.2f N, %3.2f E Lambert Conformal Grid Grid parallels: %3.2f N, %3.2f N Polar Stereographic Grid Grid locate: %3.2f N, %3.2f E - %3.2f E %f %f Bit Map section: %d Decimal Scale factor: %f Scale factor: %f Reference value: %f Bits per value: %d Bad limit value: %d section: %d len: %d readSection: invalid length: %d Grid description section %d 3.0: Lat-Lon Grid Grid locate: %3.2f N, %3.2f E - %3.2f N %3.2f E %3.2f - %d %d 3.10: Mercator Grid 3.20: Polar Stereographic Grid 3.30: Lambert Conformal Grid Grid start: %3.2f N, %3.2f E ************* Unknown GDS Temp: %d ************* Product description section %d 4.0: Analysis or forecast on horizontal level at a fixed time Level type: %d %d - val: %f %f 4.1: Individual ensemble member, horizontal level, fixed time Ens type: %d %d - %d %d 4.2: Derived forecast based on all ensemble members, horizontal level, fixed time Ens type: %d %d 4.5: Probability forecast, horizontal level, fixed time Prob type: %d %d Var ind: %d type: %d val: %f %f 4.8: Average, accumulation or extreme value on horizontal level at a fixed time Time type: %d unit: %d - val: %d %d 4.9: Probability forecasts at a horizontal level/layer, time range 4.11: Individual ensemble member, horizontal level, time range 4.12: Derived forecast based on all ensemble members, horizontal level, time range Ens type: %d 4.50008: JMA Surface analysis Deadline time (min): %d End Year: %d End Month: %d End Day: %d End Hour: %d End Minute: %d End Second: %d ************* Unknown PDS Temp: %d ************* Data representation section %d 5.0 Grid point - simple packing 5.2 Grid point - complex packing 5.3 Grid point - complex packing and spatial differencing DRS-PTS: %d REF: %f SFAC: %f DSCL: %f NGREF: %d DTYPE: %d SPLIT: %d NGRP: %d - MTYPE: %d MISS: %f NWDTH: %d NLEN: %d - ORD: %d SPAT: %d 5.40 JPEG2000 data compression DRS pts: %d ref: %f sfac: %f dscl: %f bpval: %d 5.200 mapped values Bits: %d Scale: %d %f Level: %f ************ Unknown DRS Temp: %d ************ Bit Map Section: %d %d %d Data section %d DS1 %d %d %d 7.40 JPEG2000 data compression jpc_decode error: %d JAS nx: %d ny: %d - xo: %d yo: %d - w: %d h: %d = sz: %d LL %d %d XX %d %d - %d %d %d = %f Template 7.200 %f:%f:%f:%f:%f %f NONE%d %d %d %d%80s4VSAT:%f:%fMisc: %s Src: %d Lat: %f Lon: %f Mode: %d Code: %d Vcp: %d Seq: %d Nx: %d Ny: %d Res: %f Cres: %f Alt: %f Thres: %d %f Elev: %f Elevt: %f Range: %f Max: %f Nmax: %f Beg Date: %d Beg Time: %d End Date: %d End Time: %d Val: %f X,Y: %f,%f %f,%f Val: %f X,Y: %f,%f Dir: %f Spd: %f Val: %f X,Y: %f,%f Data: %s Read: %d %d Encrypted data Compressed data %2.2X Base reflectivity [Dbz]Base velocity [knt]Base spectrum width [knt]Comp reflectivity [Dbz]Echo tops [1000 ft]VAD wind profile [knt]Stm rel mn rad velocity [knt]Vert int liquid [kg/m^3]Layer 1 comp refl [max Dbz]Layer 2 comp refl [max Dbz]Comp refl APR [Dbz]Layer 3 comp refl [max Dbz]Sfc 1 hr rainfall acc. [in]Sfc 3 hr rainfall acc. [in]Sfc storm total rainfall acc. [in]Digital precip array [in]Base reflectivity mosaic [Dbz]Winter reflectivity mosaic [Dbz]Composite reflectivity mosaic [Dbz]WARP Comp reflectivity mosaic [Dbz]Sfc 1 hr precipitation [in]Sfc precipitation since 12Z [in]Sfc 24 hr precipitation [in]Echo tops [ft]Not supported - %dMd=mtMd=clMd=pr Res=%3.1f Rng=%3.0f(%3.1f) El=%.1f B=%d/%.2d:%.2d Stm=%.0f-%.0f Lyr=%d-%d Mn,Mx=%.0f,%.0f Mx=%.1f Mx=%.0fDate: %d Length: %d Number of blocks : %d Product Description THRES #%d: %2X THRES: %.1f %.1f %.0f THRES: %d MISS-%2X THRES: %d - %d/20 THRES: %d - %d/10 THRES: %d - >%d THRES: %d - <%d Latitude: %.3f Longitude: %.3f Height: %.0f Operational Mode: %d Volume Scan Number: %d Volume Scan Date: %d Volume Coverage Pattern: %d Volume Sequence Number: %d Product Generation date: %d Scan Number: %d Threshold[%d]: %d %f Number of Maps: %d Offset to Symbolics: %d Offset to Graphics: %d Offset to Tabular: %d Params: %d %d %d Product Symbology Number of Layers: %d Product Symbology Layer Graphic Alphanumeric Number of Pages: %d Graphic Alphanumeric Layer Number: %d Packets Code: %d %X Radial Data Index of first range bin: %d Number of range bins: %d Number of radials: %d Rastor Data I coordinate start: %d J coordinate start: %d Number of rows: %d Packing: %d Unlinked Vector Data Number of bytes: %d Value: %d Wind Barb Data Vector Arrow Data Digital Precipitation Array Data Number of LFM boxes in row: %d Supplemental Precipitation Data Special Symbolic Graphic Data Linked Vector Data Uniform Text Data I: %d J: %d Row: %d Start angle: %f Angle delta: %f %15s %2s %2s %9s %c %d %c %.3f %.3f %.0f %d %d %15c %2s %2s %9s%*c%c%d%c %f %f %f %d %d variable.lupVarName: Unable to open file: %s %29s %9s %49[^ ] %dGrids: Grid[%d] %d - Grid[%d] %s - No GRIB data Buffer too small for PDB GRIB2 %d %d - %d %d - %d %d GR %d %d %d %d %d T: %d %d L: %d %d - %d %d V: %d %d %d = %d Model: %d Init time: %d/%d/%d %2.2d:%2.2d Grid type: %d Forecast time: Level: Variable: Sect Flag: %X lowerhigheradddiffmultLatitude (deg)deglonLongitude (deg)projxProjection XprojyProjection Ysubsub-muldivdiv-m/srvort10^-5 /swspdtempGridMath::potTemp: not a temperature grid Kthetagrib_var.lupgetVer1Param %d %d %d %d %d %d %d %d %19s %29s %79[^ ] VER1: %d %d %d %d grib2_var.lupgetVer2Param %d %d %d %d VER2: %d %d %d %d GribParam ind: %d - src: %d disc: %d cat: %d param: %d - %s %s %s mod_name.lupModelName: Unable to open file: %s %d:%d %19[^ ] %d %19[^ ] 1.1.3Decomp %d = %d %d = %d %d Comp %d = %d %d = %d %d %f^%f %n%f %nunits.lup%14s%14s %39s*%f%n+%f-%f%.0e %s%s%s [%s]Too many bytes for PNG signature.Unknown freer parameter in png_data_freer.%d %s %d %02d:%02d:%02d +0000 libpng version 1.2.4 - July 8, 2002 Copyright (c) 1998-2002 Glenn Randers-Pehrson Copyright (c) 1996-1997 Andreas Dilger Copyright (c) 1995-1996 Guy Eric Schalnat, Group 42, Inc. libpng version 1.2.4 - July 8, 2002 (header) Application was compiled with png.h from libpng-%.20sApplication is running with png.c from libpng-%.20sIncompatible libpng version in application and libraryzlib memory errorzlib version errorUnknown zlib error1.0.6 or earlierThe png struct allocated by the application for reading is too small.The info struct allocated by application for reading is too small.Application uses deprecated png_read_init() and should be recompiled.zlib memoryzlib versionNot a PNG fileMissing IHDR before IDATPNG file corrupted by ASCII conversionInvalid chunk length.Missing PLTE before IDATIgnoring extra png_read_update_info() call; row buffer not reallocatedInvalid attempt to read row dataNot enough image dataExtra compressed dataDecompression errorToo many IDAT's foundMNG features are not allowed in a PNG datastream Valid palette required for paletted images Unable to write international text No IDATs written into fileThe png struct allocated by the application for writing is too small.The info struct allocated by the application for writing is too small.Application uses deprecated png_write_init() and should be recompiled.png_write_info was never called before png_write_row.zlib errorUnknown row filter for method 0Can't add Up filter after startingCan't add Average filter after startingCan't add Paeth filter after startingUnknown custom filter methodUnknown filter heuristic methodOnly compression windows <= 32k supported by PNGOnly compression windows >= 256 supported by PNGCompression window is being reset to 512Only compression method 8 is supported by PNGOut of Memory!Out of MemoryInvalid bit depthInvalid color typeInvalid image widthInvalid image heightWidth too large for libpng to process image data.Ignoring attempt to set negative chromaticity valueIgnoring attempt to set chromaticity value exceeding 21474.83Limiting gamma to 21474.83Setting gamma=0Setting negative gamma to zeroPalette size 0, hIST allocation skipped.Insufficient memory for hIST chunk data.Image width or height is zero in IHDRInvalid image size in IHDRInvalid bit depth in IHDRInvalid color type in IHDRInvalid color type/bit depth combination in IHDRUnknown interlace method in IHDRUnknown compression method in IHDRUnknown filter method in IHDRInvalid filter method in IHDRWidth too large to process image data; rowbytes will overflow.Insufficient memory for pCAL purpose.Insufficient memory for pCAL units.Insufficient memory for pCAL params.Insufficient memory for pCAL parameter.Unable to malloc paletteInsufficient memory to store textiTXt chunk not supported.No memory for sPLT palettes.Out of memory while processing unknown chunk.%s:%u: failed assertion `%s' jas_image.cid >= 0 && name && ext && opscmptno >= 0 && cmptno <= image->numcmpts_prec=%d, sgnd=%d, cmpttype=%d f(%d,%d)=%ldcmptno >= 0 && cmptno < image->numcmpts_oldcmpt->tlx_ == 0 && oldcmpt->tly_ == 0oldx >= 0 && oldx < oldcmpt->width_ &&oldy >= 0 && oldy < oldcmpt->height_x >= 0inprof!jas_image_cmprof(outimage)incmptfmtsj >= 0outcmptfmtsjas_seq.cxstart <= xend && ystart <= yend!(matrix->flags_ & JAS_MATRIX_REF)yn >= 0%ldjas_stream.cstream->ptr_ - stream->bufbase_ <= stream->bufsize_ +JAS_STREAM_MAXPUTBACKstream->ptr_ - stream->bufstart_ <= stream->bufsize_bufsize > 0!((stream->bufmode_ & JAS_STREAM_RDBUF) && (stream->bufmode_ &JAS_STREAM_WRBUF))!stream->bufbase_bufsize > JAS_STREAM_MAXPUTBACK!buf(stream->bufmode_ & JAS_STREAM_WRBUF) == 0!(stream->bufmode_ & JAS_STREAM_RDBUF)stream->cnt_ > 0%08x: %02xm->buf_newbufsize >= 0ret == cntmaxlyrsmaxpktswarning: ignoring invalid option %s cannot get marker segment unexpected marker segment type jpc_dec.cmstabentcompinfosinvalid tile number in SOT marker segment !tile->cpjpc_dec_decodepkts failed warning: ignoring trailing garbage (%lu bytes) read error warning: not enough tile data (%lu bytes) rlvl->numprcsprc->numcblks > 0pchgjpc_dec_decodecblks failed dec->numcomps == 3write component failed invalid component number in COC marker segment invalid component number in RGN marker segment invalid component number in QCC marker segment warning: ignoring unknown marker segment !((expn + (numrlvls - 1) - (numrlvls - 1 - ((bandno > 0) ? ((bandno + 2) / 3) : (0)))) & (~0x1f))!((mant) & (~0x7ff))absstepsize >= 0warning: possibly corrupt code stream RESOLUTION LEVEL %d xs =%d, ys = %d, xe = %d, ye = %d, w = %d, h = %d BAND %d CODE BLOCK GROUP %d CODE BLOCK %d streamno < streamlist->numstreams__DATA__eh_frame__TEXT#### #### FDE %p (OB %p, fde_end %p) has zero length!Aborting. #### libpng error no. %s: %s libpng error: %s, offset=%d libpng error: %s libpng warning no. %s: %s libpng warning: %s CRC errorNot enough memory to decompress chunkNot enough memory to decompress chunk.Not enough memory to decompress chunk..Buffer error in compressed datastream in %s chunkData error in compressed datastream in %s chunkIncomplete compressed datastream in %s chunkNot enough memory for text.Unknown zTXt compression type %dOut of place IHDRInvalid IHDR chunkMissing IHDR before PLTEInvalid PLTE after IDATDuplicate PLTE chunkIgnoring PLTE chunk in grayscale PNGInvalid palette chunkTruncating incorrect tRNS chunk lengthTruncating incorrect info tRNS chunk lengthNo image in fileIncorrect IEND chunk lengthMissing IHDR before gAMAInvalid gAMA after IDATOut of place gAMA chunkDuplicate gAMA chunkIncorrect gAMA chunk lengthIgnoring gAMA chunk with gamma=0Ignoring incorrect gAMA value when sRGB is also presentgamma = (%d/100000) Missing IHDR before sBITInvalid sBIT after IDATOut of place sBIT chunkDuplicate sBIT chunkIncorrect sBIT chunk lengthMissing IHDR before cHRMInvalid cHRM after IDATMissing PLTE before cHRMDuplicate cHRM chunkIncorrect cHRM chunk lengthInvalid cHRM white pointInvalid cHRM red pointInvalid cHRM green pointInvalid cHRM blue pointIgnoring incorrect cHRM value when sRGB is also presentwx=%f, wy=%f, rx=%f, ry=%f gx=%f, gy=%f, bx=%f, by=%f Missing IHDR before sRGBInvalid sRGB after IDATOut of place sRGB chunkDuplicate sRGB chunkIncorrect sRGB chunk lengthUnknown sRGB intentincorrect gamma=(%d/100000) Missing IHDR before iCCPInvalid iCCP after IDATOut of place iCCP chunkDuplicate iCCP chunkMalformed iCCP chunkIgnoring nonzero compression type in iCCP chunkProfile size field missing from iCCP chunkIgnoring truncated iCCP profile. Missing IHDR before sPLTInvalid sPLT after IDATmalformed sPLT chunksPLT chunk has bad lengthMissing IHDR before tRNSInvalid tRNS after IDATDuplicate tRNS chunkMissing PLTE before tRNSZero length tRNS chunkIncorrect tRNS chunk lengthtRNS chunk not allowed with alpha channelMissing IHDR before bKGDInvalid bKGD after IDATMissing PLTE before bKGDDuplicate bKGD chunkIncorrect bKGD chunk lengthIncorrect bKGD chunk index valueMissing IHDR before hISTInvalid hIST after IDATMissing PLTE before hISTDuplicate hIST chunkIncorrect hIST chunk lengthMissing IHDR before pHYsInvalid pHYs after IDATDuplicate pHYs chunkIncorrect pHYs chunk lengthMissing IHDR before oFFsInvalid oFFs after IDATDuplicate oFFs chunkIncorrect oFFs chunk lengthMissing IHDR before pCALInvalid pCAL after IDATDuplicate pCAL chunkNo memory for pCAL purpose.Invalid pCAL dataInvalid pCAL parameters for equation typeUnrecognized equation type for pCAL chunkNo memory for pCAL params.Missing IHDR before sCALInvalid sCAL after IDATDuplicate sCAL chunkOut of memory while processing sCAL chunkmalformed width string in sCAL chunkmalformed height string in sCAL chunkInvalid sCAL dataOut of place tIME chunkDuplicate tIME chunkIncorrect tIME chunk lengthMissing IHDR before tEXtNo memory to process text chunk.Not enough memory to process text chunk.Insufficient memory to process text chunk.Missing IHDR before zTXtOut of memory processing zTXt chunk.Zero length zTXt chunkUnknown compression type in zTXt chunkNot enough memory to process zTXt chunk.Insufficient memory to store zTXt chunk.unknown critical chunkinvalid chunk typeIgnoring bad adaptive filter typeDecompression ErrorExtra compression dataCan't discard critical data on CRC error.Application must supply a known background gammaignoring out of range rgb_to_gray coefficientsNULL row buffer for row %ld, pass %dpng_do_rgb_to_gray found nongray pixelpng_do_dither returned rowbytes=0Call to NULL read functionRead ErrorIt's an error to set both read_data_fn and write_data_fn in the same structure. Resetting write_data_fn to NULL.Unknown compression type %dInvalid bit depth for grayscale imageInvalid bit depth for RGB imageInvalid bit depth for paletted imageInvalid bit depth for grayscale+alpha imageInvalid bit depth for RGBA imageInvalid image color type specifiedInvalid compression type specifiedInvalid filter type specifiedInvalid interlace type specifiedInvalid number of colors in paletteIgnoring request to write a PLTE chunk in grayscale PNGInvalid sRGB rendering intent specifiedEmpty keyword in iCCP chunkUnknown compression type in iCCP chunkEmpty keyword in sPLT chunkInvalid sBIT depth specifiedInvalid cHRM white point specifiedwhite_x=%f, white_y=%f Invalid cHRM red point specifiedInvalid cHRM green point specifiedInvalid cHRM blue point specifiedInvalid fixed cHRM white point specifiedwhite_x=%ld, white_y=%ld Invalid cHRM fixed red point specifiedInvalid fixed cHRM green point specifiedInvalid fixed cHRM blue point specifiedInvalid number of transparent colors specifiedIgnoring attempt to write tRNS chunk out-of-range for bit_depthIgnoring attempt to write 16-bit tRNS chunk when bit_depth is 8Can't write tRNS with an alpha channelInvalid background palette indexIgnoring attempt to write 16-bit bKGD chunk when bit_depth is 8Ignoring attempt to write bKGD chunk out-of-range for bit_depthInvalid number of histogram entries specifiedzero length keywordinvalid keyword character 0x%02Xtrailing spaces removed from keywordleading spaces removed from keywordextra interior spaces removed from keywordZero length keywordkeyword length must be 1 - 79 charactersEmpty keyword in tEXt chunkEmpty keyword in zTXt chunkUnrecognized unit type for oFFs chunk%12.12eUnrecognized unit type for pHYs chunkInvalid time specified for tIME chunkCall to NULL write functionWrite ErrorAttempted to set both read_data_fn and write_data_fn inthe same structure. Resetting read_data_fn to NULL.jas_cm.cprof->numchans == 3 && prof->numrefchans == 3prof->refclrspc == JAS_CLRSPC_CIEXYZprfprofbufmax > 0i >= 0 && i < pxformseq->numpxformsi >= 0 && i <= pxformseq->numpxformspxformseq->numpxforms < pxformseq->maxpxformsn >= pxformseq->numpxformsn >= 2jpc_t1cod.cqmfbid == JPC_COX_RFTorient == JPC_TSFB_LL!(x & (~JAS_ONES(bitpos + 1)))n < JPC_NUMZCCTXShc >= -1 && hc <= 1 && vc >= -1 && vc <= 1n < JPC_NUMSCCTXSn < JPC_NUMMAGCTXS%04x:r+w+jpc_bs.c!strcmp(mode, "r" ) || !strcmp(mode, "w" ) || !strcmp(mode, "r+" )|| !strcmp(mode, "w+" )(bitstream)->openmode_ & JPC_BITSTREAM_READ(bitstream)->openmode_ & JPC_BITSTREAM_WRITEn >= 0 && n < 32!(v & (~JAS_ONES(n)))bitstream->openmode_ & JPC_BITSTREAM_READbitstream->cnt_ <= 0bitstream->openmode_ & JPC_BITSTREAM_WRITE!(filldata & (~0x3f))bitstream->cnt_ >= 0 && bitstream->cnt_ < 8(bitstream->buf_ & 0xff) != 0xffjpc_tsfb.cnumnodebands == 4 || numnodebands == 3numbands <= maxbandsband->xstart <= band->xend &&band->ystart <= band->yendhqmfbtsfbSOCSOTSODEOCSIZCODCOCRGNQCDQCCPOCTLMPLMPPMPPTSOPEPHCRGCOMUNKNOWNwarning: trailing garbage in marker segment (%ld bytes) type = 0x%04x (%s); len = %d;tileno = %d; len = %d; partno = %d; numparts = %d jpc_cs.csiz->width && siz->height && siz->tilewidth &&siz->tileheight && siz->numcompscaps = 0x%02x; width = %d; height = %d; xoff = %d; yoff = %d; tilewidth = %d; tileheight = %d; tilexoff = %d; tileyoff = %d; prec[%d] = %d; sgnd[%d] = %d; hsamp[%d] = %d; vsamp[%d] = %d cod->numlyrs > 0 && cod->compparms.numdlvls <= 32cod->compparms.numdlvls == cod->compparms.numrlvls - 1csty = 0x%02x; numdlvls = %d; qmfbid = %d; mctrans = %d prg = %d; numlyrs = %d; cblkwidthval = %d; cblkheightval = %d; cblksty = 0x%02x; prcwidth[%d] = %d, prcheight[%d] = %d coc->compparms.numdlvls <= 32compno = %d; csty = 0x%02x; numdlvls = %d; cblkwidthval = %d; cblkheightval = %d; cblksty = 0x%02x; qmfbid = %d; compparms->numdlvls <= 32compno = %d; roisty = %d; roishift = %d qntsty = %d; numguard = %d; numstepsizes = %d expn[%d] = 0x%04x; mant[%d] = 0x%04x; compno = %d; qntsty = %d; numguard = %d; numstepsizes = %d compparms->stepsizesseqno = %d; ind=%d; len = %d; data = po[%d] = %d; cs[%d] = %d; ce[%d] = %d; rs[%d] = %d; re[%d] = %d; le[%d] = %d hoff[%d] = %d; voff[%d] = %d regid = %d; data = %02x jpc_t1dec.cseg->numpasses >= seg->maxpasses || dopartialseg->streamseg->type == JPC_SEG_RAWwarning: corrupt code stream bpno >= 0 && bpno < 31seg->type == JPC_SEG_MQwarning: bad termination pattern detected dopartial ? (!cblk->curseg) : 1coding pass failed passtype=%d segtype=%d (in )->openmode_ & JPC_BITSTREAM_READwarning: bad segmentation symbol jpc_t2dec.cmissing SOP marker segment (inb )->openmode_ & JPC_BITSTREAM_READalignment failed hdrlen=%lu bodylen=%lu cannot get (EPH) marker segment missing EPH marker segment packet body offset=%06ld warning: stopping decode prematurely as requested pi->validpacket offset=%08ld prg=%d cmptno=%02d rlvlno=%02d prcno=%03d lyrno=%02d jpc_mct.cjas_matrix_numrows(c1) == numrows && jas_matrix_numcols(c1) == numcols&& jas_matrix_numrows(c2) == numrows && jas_matrix_numcols(c2) == numcolsjas_matrix_numrows(c1) == numrows && jas_matrix_numrows(c2) == numrowsjas_matrix_numcols(c1) == numcols && jas_matrix_numcols(c2) == numcolsjpc_mqdec.cmaxctxs > 0MQDEC A = %08lx, C = %08lx, CT=%08lx, CTX = %d, IND %d, MPS %d, QEVAL %x jpc_t2cod.cpi->prcno < pi->pirlvl->numprcspi->prcno pirlvl->numprcspchgno < pchglist->numpchgsjpc_tagtree.cnumleafsh > 0 && numleafsv > 0srctree->numleafsh_ == dsttree->numleafsh_ &&srctree->numleafsv_ == dsttree->numleafsv_value >= 0leafthreshold >= 0(out )->openmode_ & JPC_BITSTREAM_WRITEnode %p, parent %p, value %d, lower %d, known %d jas_icc.cnewprof->attrtabcannot get header cannot get tab table attrval->ops->outputcuroff == JAS_CAST(long, tagtabent->off)reloff >= 0numattrs=%d --- attrno=%d; attrname="%s"(0x%08x); attrtype="%s"(0x%08x) maxents >= tab->numattrsi >= 0 && i <= attrtab->numattrsrefcnt = %d; type = 0x%08x %s (%f, %f, %f) number of entires = %d gamma = %f entry[%d] = %f ascii = "%s" uclangcode = %d; uclen = %d sccode = %d maclen = %d string = "%s" numinchans=%d, numoutchans=%d, clutlen=%d e[%d][%d]=%f numintabents=%d, numouttabents=%d jpc_qmfb.cstartind < endindmaxbands >= 2jpc_qmfb1d_getnumchans(qmfb) == 2start <= endbands[1].locend == endjpc_util.czjpc_math.cx > 0!|> x~H>H |x!N |!|> xB~h=?ihKu|`x|x!|N |!|> xB~hl=?iXhlK|`x|x!|N |!|> x~h~h8H!|N |!|> x~x|>x=)8 ,|xHH(~@@>x=)8 |xK=@H >x=)8 |xK!H$~@@>x8 $|xK{U@H>x8 $|xK{=H(~@@>x8 |xKɓ@~@Kݍ>x8 |xK֭!|N |!|> x~h~h8H!|N |!|> x~hl>h8 |xK5!|N !|> x~H>H |x!N !|> x~H>H 0|x!N !|> x~H>H 4|x!N !|> x~HL>H8 >L| x I ) K + 8|x!N !|> x|gxL>L8 |;x| x I ) K + |;x!N !|> x~HL>H8 >L| x I ) K + 8|x!N !|> x|gxL>L8 |;x| x I ) K + |;x!N |!|> x|}xl>l8 (x9`X}#Kx|x}e[xKVx!|N |!|> x~hl>h8 (|xlKi|`x|x!|N |!|> x~h>h8 (|xH|`x|x!|N |!|> x~h>h8 |xK|`x|x!|N |!|> x~h>h8 |xKm|`x|x!|N |!|> x~h>h8 |xKpi|`x|x!|N |!|> x~h>h8 (|xK|`x|x!|N |!|> x~h>h8 (|xH|`x|x!|N |!|> x~hl>h8 |xlK|`x|x!|N |!|> x~hl>h8 |xlK|`x|x!|N |!|> x~hl>h8 (|xlK|`x|x!|N !|> x~H>H8 |x!N !|> x~H>H8 B|x!N !|> x|B}H|~H=*)DH 8|x!N |!|> xB~hl=?i耞hlK|`x|x!|N !|> x~H>H ( !N !|> x~H>H , !N !|> x~H>H | p} x| P|T|x!N !|> x|B}H|>h=*) = C0=jɫl$>  h(hh@H(h0=*9)֨ ɾ0*پ0H4=*) = C0=jɫl,>((h(0ɾ0h !N !|> x|B}H|~X\>X~\ | @\,AH<=*)D = C0=jɫ$l$>  h((H ~X\T : }) (( !N !|> x~H>H |x!N !|> x~X8 X,@X, A 8  |x!N |!|> xB~hlp=?ihlpK|`x|x!|N !|> x~H>H |x!N |!|> x~h~h8H!|N |!|> x~hl~hKꅀ!|N !|> x~H>H |x!N !|> x~H>H |x!N !|> x~H>H |x!N !|> x~H>H |x!N !|> x~H>H  !N !|> x~H>H | p} x| P|T|x!N |!|> x~hl~l>h8 }i[x9`0}#Kx|x}e[xKNi8|x!|N !|> x~H>H8 |x!N !|> x~HH|x!N !|> x~H>H 8|x!N !|> x~H>H , !N !|> x~H>H 0 !N !|> x|B}H|>h=*) = C0=jɫl$>  h(hh@H(h0=*9) ɾ02پ0H4=*) = C0=jɫl,>((h(0ɾ0h !N !|> x~H>H |x!N !|> x~H>H  !N !|> x~H>H |x!N !|> x|B}H|>h=*)Ā = C0=jɫϤl$>  h(hh@Hdh0=*9)\ ɾ0(پ0=* Ҝɾ02پ0=* Ҥɾ0$پ0=* Ҭɾ0*پ0H4=*)Ā = C0=jɫϤl,>((h(0ɾ0h !N !|> x|B}H|>h=*) = C0=jɫΜl$>  h(hh@Hdh0=* Ѥɾ0(پ0=* ќɾ02پ0=* єɾ0$پ0=*9)T ɾ0*پ0H4=*) = C0=jɫΜl,>((h(0ɾ0h !N |!|> xB=?iK|`x|x!|N !|> x|B}H|=*) |x!N !|> x~H>H |x!N !|> x~H>H  !N !|> x~H>H  !N !|> x~H>H !N !|> x~H>H $ !N !|> x|B}H|~X\\,A0\,A$>X\T:} J9) (H8=*)p = C0=jɫPl$>  h((( !N !|> x~HL>HL d8|x!N !|> x~H>H d|x!N |!|> x~hl~hl8K)|`x|x!|N !|> x~H>H |x!N !|> x~H>L>HL 8|x!N !|> x~H>H  !N !|> x~H>L>HL 8|x!N !|> x~H>H !N !|> x~H>H8 |x!N !|> x~HL>HL 8|x!N !|> x~H>H8 h|x!N |!|> x~h~h8H!|N |!|> x~hl>h8 |xK!|N !|> x~H>H |x!N !|> x~H>H |x!N !|> x~H>H |x!N !|> x~H>H x|B}H|>h=*) = C0=jɫȈl$>  h(hh@H(h0=*9) ɾ02پ0H4=*) = C0=jɫȈl,>((h(0ɾ0h !N !|> x~H>H <|x!N |!|> x~hlptx|>^>h8 |9>l9`|x}$Kx}e[xKC8|x!|N !|> x~H>H  !N |!|> x|}xl>l8 |x9`}#Kx|x}e[xKCax!|N zPLR|A , K4A~ (PLPA~ (|TPA~ (8PA~ (]`A~ (8PA~ (,@PA~ zPLR|Am ( X`A~ ,L^$ `A~ ,|gT 0$A~ (pTA~ (p`A~ (q``A~ zPLR|AA ( qTPA~ (LqTPA~ (xrt4PA~ (r|4PA~ (rEpA~ zPLR|AI , vlBA~ (P}L`A~ (|}`PA~ (~PA~ (PA~ (d`A~ (,dpA~ (XxLPA~ (PA~ (|8PA~ (Ȉ8PA~ zPR|AF $ PA~ $HL`A~ $p PA~ $8PA~ $dPA~ $4PA~ $|PA~ $8PA~ $``A~ $T`A~ $`A~ $4`A~ $`A~ $(`A~ $P4PA~ $x4PA~ $<PA~ $dPA~ $$dPA~ $`tPA~ $@<PA~ $h<PA~ $LPA~ $<PA~ $ <PA~ $ LPA~ $0D<PA~ $XX<PA~ $lLPA~ $`A~ $PA~ $PA~ $ |XPA~ $HPA~ $plhPA~ $@PA~ $dPA~ $\PA~ $,TPA~ $8X`A~ $`PA~ $h0PA~ $pPA~ $$TPA~ $PTPA~ $(| pA~ zPLR|A ( D4PA~ (LL4PA~ (xDPA~ (DPA~ (DPA~ (DPA~ ((DPA~ (TDPA~ (DPA~ (0DPA~ (HPPA~ (l8PA~ (0x8PA~ (\8PA~ (8pA~ (XPA~ (`A~ ( `A~ (8d`A~ ,d\mA~ (T`A~ ( pA~ (xPA~ (0LA~ ,DPA~ (t(`A~ ,ôA~ ,|A~ ,LA~ ,0$A~ ,`A~ ,ǤA~ (@pA~ ,ȠA~ zPLR|A ( ʐPA~ (LD4PA~ (xL4PA~ (TPA~ (˰<PA~ (<PA~ ((PA~ (TD`PA~ (xPPA~ (̜DPA~ (̴DPA~ (PPA~ (0pPA~ (\4$`A~ (,8PA~ (88PA~ ( PPA~ ( XPPA~ (8LPA~ (dHPA~ (dPA~ (PPA~ (HPA~ (pDPA~ (@ՈDPA~ (lՠ `A~ 0ր`A~ ,`A~ (׀`PA~ ((״`PA~ (T\PA~ (`PA~ (L`PA~ (؀\PA~ (ذhPA~ (0hPA~ (\(PPA~ (LLPA~ (lHPA~ (وDPA~ ( ٠LPA~ (8HPA~ (dLPA~ (HPA~ (|pA~ (h`A~ (0pA~ (@pA~ (l`A~ ,ۅA~ ,ۍA~ (A~ ( $tLPA~ ( PДDPA~ ( |ЬDPA~ ( DPA~ ( DPA~ ( DPA~ ( , DPA~ ( X$LPA~ ( DLPA~ ( dLPA~ zPLR|A  , pٕA~ (PTLPA~ (|tHPA~ (TPA~ (\PA~ (`A~ (,TPA~ zPLR|Aϵ ( (4PA~ (L04PA~ (x84PA~ ( PA~ (4PA~ (4PA~ ((xPA~ (T8PA~ (8PA~ (8A~ (`A~ (0PA~ (0DָpA~ (\LPA~ ((LPA~ (PPPA~ (t\PA~ ( PPA~ (8PPA~ (d<|PA~ (PA~ (DPA~ (HPA~ ( DT`A~ (@`A~ (l#\ A~ (,LPA~ (-pA~ (-dpA~ (.lpA~ (H2 pA~ (t2pA~ (30A~ (9GpA~ (>d`A~ ($>P`A~ (P>d`A~ (|? 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