! # ## %% & % (() ((+



Σχετικά έγγραφα
8 9 Θ ] :! : ; Θ < + ###( ] < ( < ( 8: Β ( < ( < ( 8 : 5 6! 5 < 6 5 : ! 6 58< 6 Ψ 5 ; 6 5! < 6 5 & = Κ Ο Β ϑ Β > Χ 2 Β ϑβ Ι? ϑ = Α 7

! # % & ( ) ++ ,. / 0 & % 4,. / 0 & 0 0 / 0 5/ 0 / # 6 3.

) (+ 89 / >9691 /) 01)> 59 )2 >9691 /) (=12) (=12) 2 1< /. )1,9 Ε 1(Χ(,)2 /,.96 Β ) 2 8=,. Ι

(! ( (! ) ) ) + ) +, #., /! 0 1 ) 1 2 ) 1 # 3 4 # / 4 %, #! / ( + + ( % & %! )

! # %& & ( )# ( % )# & (( +,. % % & / ) % 0112

# # %& ) & +,& & %. / / 6 & / 7 / 8 8 # 3/ 6 & / 7 /

! #! % # % + ( (.! / 0 + ( (. & (&(&)) +,

+ (!, &. /+ /# 0 + /+ /# ) /+ /# 1 /+ /# # # # 6! 9 # ( 6 & # 6

! # %# %# & &! ( # # )

! # %&& () ( ) +,! # ) ) &...

Livro Eletrônico. Aula 00. Português p/ MAPA (nível superior) Professor: Fernando Pestana DEMO

# %& ( ) % #+&#%,#. + # ( % # /001

# % & % ( ) + ),, .//0

/ 12 # % &! (! & )! (+,.). / 0

! # % ) + +, #./ )

,. # # & # /# # & # /# & & 0 # /# # & # 1 ) 2# ) 3% ) 4 5 % # & 3 C ) +:;7 <5;97 ;79<=;8 ) +:;7> = <;<5;97 ;79<=;8 ) 4 6

Κατηγορία χειρουργικής. Χρονική κατάταξη

! # % & ( ) & + #, +. ! # + / 0 / 1 ! 2 # ( # # !! ( # 5 6 ( 78 ( # ! /! / 0, /!) 4 0!.! ) 7 2 ## 9 3 # ## : + 5 ; )!


!! # % & % % () % +,# % ) ) %.) /01/.) ) 2 3 % 4 % 5# 6 3 3

6< 7 4) ==4>)? ) >) ) Α< = > 6< 7<)Β Χ< Α< = > ) = ) 6 >) 7<)Ε > 7 ) ) ) ; + ; # % & () & :,% 3 + ;; 7 8 )+, ( ! # % & % ( )! +, % & &.

ΛΙΣΤΑ ΧΕΙΡΟΥΡΓΕΙΟΥ

! # # %!! & % ( ) +,! &! + (. /+( 0 #

ΦΥΣΙΚΕΣ ΕΠΙΣΤΗΜΕΣ ΙΙ

< ; = >! # %& # ( )%!) +, & % &#. &/ %) 012& #1%)%& 30%1% &0%&# 4) ) 5.&0 + %.6.!7 %& #4&81)71#.) &9 &:&#) % 0#!91% ;

Aula 00. Curso: Estatística p/ BACEN (Analista - Área 05) Professor: Vitor Menezes

!! % %,!,! %

Rctc/VjgcvtcnkvÂv"ko"Tqemmqp gtv xqp"jcpu"l0"ywn走. Fqewogpvkpi"Owuke"qp"Hkno. Xcp"Oqttkuqp. Gnxku" Vjg"8:"Eqogdcem"Urgekcn

0,1 (,.. ( ) ) 2 3 ( ) ) # 4 (( ( ) ) 5 6 & 768

κατάταξη ασθενούς εξέτασης ιατρού ιατρού πράξης περιστατικού χειρουργείου ού χειρουργείου αξης

< = ) Τ 1 <Ο 6? <? Ν Α <? 6 ϑ<? ϑ = = Χ? 7 Π Ν Α = Ε = = = ;Χ? Ν !!! ) Τ 1. Ο = 6 Μ 6 < 6 Κ = Δ Χ ; ϑ = 6 = Σ Ν < Α <;< Δ Π 6 Χ6 Ο = ;= Χ Α

! % & % & ( ) +, & %!4 % / % 5

! #! # # # % &! ( ) +

Des données anatomiques à la simulation de la locomotion : application à l homme, au chimpanzé, et à Lucy (A.L )

#4 5 ) 7 9!! : 3 ;# #! 3 % )# : #+ #! 4!, ϑ :, + 3!! Χ, # ΚΛ Χ ; Ν : : + ) Χ : %! + Χ :,! + Χ, Ο 3,, + #! : ) 2! : + ( 4! Θ!! 4 ) /#! %!

ΛΙΣΤΑ ΧΕΙΡΟΥΡΓΕΙΟΥ

! # % &#% ( ) +, + + % %. +, + + / 0 % 1 # 1 +

= # & < # #, 1 & & # 2 # 5 > # &? = 4Α # # ( 6 4 7? & # = # 6 4 > 6 4 Β 1 = Β (.

2 (4! ((2 (5 /! / Β ;! + %ΧΑ + ((5 % # &

%5Φ=Β9(ΦΧ 9 9Φ,<ΦΙΓΗ ΓΗ=Α5Η=ΧΒ=Β

!!# % & ( % ) % % +,,. / 0 1!!# 2 / 3 (. +,,

Livro Eletrônico. Aula 00. Português p/ PETROBRAS (todos os cargos) Professor: Fernando Pestana DEMO

Θ+!& ;/7!127# 7 % :!+9. + %#56 /+.!/;65+! 3# 76. +!+ % 2&/ :2!,Γ 0 :9#+ #2:.2 #+Ι 7#+.&/ #2:.2 / /&7 + < & /!! Ω 6. Α./& /& #. 6!

# %& ( % ) ) % + () #),. ) #/ ( 0 ) & 1 ( 20 %&

+ ) 1 2! 3 % !

Tools for teaching and learning in fashion that contribute to all our collective futures

! #! # %&!(&!( ) ( ) + # #! # ) &, #!. ) / (

) 0 ) 2 & 2 & 0 + 6! ) & & & & & ), Γ , Γ 8 (?. Κ Ε 7 ) ) Μ & 7 Ν & & 0 7 & & Γ 7 & & 7 & Ν 2 & Γ Γ ( & & ) Η ++. Ε Ο 9 8 ) 8& & ) & Ε

# %&! & (%!) +!, (.! & / # ( %. 0! 0 %&! 0 0% 1(&! &!. 2,, / , 7 /,8, 8 / 9 7,, 2 /! 5 78 (.! && / 9.& +! (1 & : / # ( %.! %& &)!

! # # % & () # + (,. # # %%% # & ( % &

! #! % &! #! ( ) %! # +,, )! #.,. # / (! # /. ) ). 0 1, 2,! # +

! #! # % &# # #!&! #!& #! # # % &# # ( ) +,.. / 0 / 1,&#

ΟΡΘΗ ΕΠΑΝΑΛΗΨΗ ΕΛΛΗΝΙΚΗ ΔΗΜΟΚΡΑΤΙΑ Χαλάνδρι, 6 Σεπτεμβρίου 2016 ΝΟΜΟΣ ΑΤΤΙΚΗΣ ΔΗΜΟΣ ΧΑΛΑΝΔΡΙΟΥ ΔΙΕΥΘΥΝΣΗ ΠΡΟΣΧΟΛΙΚΗΣ ΑΓΩΓΗΣ

ΟΡΙΣΙΚΟΝΠΙΝ Κ ΝΚ Σ Σ ΞΗΝΤΠΟΦΗΦΙΧΝΝ ΚΠ Ι ΤΣΧΝΝΣΗΝ8βςΝΦ ΗΝΤΛΟΠΟΙΗΗΝΣΧΝΝΠ Ν ΡΜ ΙΟΝΝβ,ΝΣΟΝΠΛ ΙΙΟΝΣΗΝΠΡΟΚΛΗΗΝΜ Ν Ρ.ΝΠΡΧΣ.μΝΦ4Ν-Νβλθ7Ν/Ν0θ-0β-β01η

ΛΑΙΚΟΣ ΟΡΘΟΔΟΞΟΣ ΣΥΝΑΓΕΡΜΟΣ (ΠΑ.ΣΟ.Κ.)

! # %&!(! )! +,!,!.+,!+! / 0)!+%& )1) 2! /!3, 2, )!4 3!,,25

! # %& (&) +, #.) )/012 0( 0 3#2 4 )5#,+ %&6 )1 #7.0.#/#7 8 # 9& +%#07 :0 )0/#7 10(#

! # % & % ( )! + #, % ( . / 0 0 % ( )! # % # # % 0 #2 0 + % # # % % % # + %

+, + #. / & ##! 1! 1! & #, / !!! #%3 1! 89&3 %! 1 69! 1!! 0!!! ()! )! ):0 3 & #, /1 2 1! ):0 < = +, + >

67 & Ε < 9 & ΕΕ Ν 4 6 & ΕΕΕ 9 & Ε1 Ε Φ

. / )!! )! +! ) + 4

! # ( ) +!,!!!,!!, ## % & ( ,, ( (!, ) #! + ) #, ( %%&

ΔΙΑΣΥΝΔΕΔΕΜΕΝΑ Φ/Β ΣΥΣΤΗΜΑΤΑ

! # % & ( % # ) # + +, / / + % ) +

οδηγός εταιρικής ταυτότητας

FORTUMIN VUOSI Luomme arvoa


! # % #! # & (! )!! & # # &! # +,!& #. # # & / 0!& # / 12 2 # 3 # 2 ,!& 4556

! # % & # ( ) +, . + / ! + & 56789! 4 6::; # < = ? 1 1 ( , 2, ::Α

! #!!! % %%& () +, +. + /! / 0 1 %+2 +

Τμημα νβρωπι υ. Συαιημ των ενικη

! # % &! () +,./ % 0 1 % % % 4 5 / 6##7,+ 84,8, 0 %,, 9 :,9,

.0)ΚΠ7ΤΩΙΩΧ[ΦΧΥ2ΤΘΛΓΜς)0.ΦΓΝ2ΝΧςΧ

Ο Απ λλων αλαμαρι αν ρ εται στην εθνικ κατηυ ρ α γυναικι ν

non-hierarchy through open source approaches to distributed filmmaking

Κ ΤΠ ΠΑΣΡΑ. 4ο Γ Λ ΠΑΣΡΑ ΑΓΩΓΗ ΣΑ ΙΟ ΡΟΜΙΑ ESCAPE. χοζδεό έτος


# % % % % % # % % & %

7 ο Γυμνάσιο Κερατσινίου


ΠΡΑΚΤΙΚΟ ΣΥΜΠΛΗΡΩΜΑΤΙΚΗΣ ΕΓΓΡΑΦΗΣ ΒΡΕΦΩΝ-ΝΗΠΙΩΝ ΚΑΙ ΕΞΕΤΑΣΗΣ ΕΝΣΤΑΣΕΩΝ

# % & ( ) +,. % + ) / (3 # , , 8 5, ) + /092

::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::: :::::::::::::::::::::::::::

!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!! # %& (() )&+!!,..#/ 0)1!2 &#.!345& #.!6)7897(!:,236;!!

! # % &! ( )! % +,.! / 0 1 )2 3

! # %& # () & +( (!,+!,. / #! (!

Εγγραφή Ελλάδα 2014/11/11 09:39

Livro Eletrônico. Aula 00. Gestão de Pessoas p/ INSS (código ADMIN) Professor: Alyson Barros DEMO

! # %#&# () +,./# , +, 3, % ! ) + & ! ! 3! & : + & ! !

Εγγραφή Ελλάδα 2014/10/22 12:08

ΘΕΜΑ : Ανάρτηση στο διαδίκτυο και διαβίβαση της αριθ. 2/2016 απόφασης της Τεχνικής Επιτροπής Εξέτασης Αντιρρήσεων Π.Ε. Πέλλας.

Κ Ω Δ Ι Κ Α Σ Δ Ε Ο Ν Τ Ο Λ Ο Γ Ι Α Σ

ÍNDICE PRIMERAPARTE. Δεύτερo Μάθημα (Segundalección):Εμείςείμαστε. Presentedeindicativodelverboείμαι.Artículo.Sustantivos... 27


Εγγραφή Ελλάδα

ΜΑΘΗΜΑΤΙΚΑ ΚΑΤΕΥΘΥΝΣΗΣ Β ΛΥΚΕΙΟΥ

ΠΡΟΣΛΗΨΗ ΠΡΟΣΩΠΙΚΟΥ ΜΕ ΣΥΜΒΑΣΗ ΟΡΙΣΜΕΝΟΥ ΧΡΟΝΟΥ ΟΝΟΜΑΣΤΙΚΗ ΚΑΤΑΣΤΑΣΗ ΑΙΤΟΥΝΤΩΝ ΥΠΟΨΗΦΙΩΝ ΚΑΤΗΓΟΡΙΑΣ ΠΕ ή ΤΕ ΚΩΔΙΚΟΣ ΘΕΣΗΣ : 101

Τεχνολογία Γ Γυμνασίου

Κατηγορία χειρουργικής πράξης. Χρονική κατάταξη περιστατικού Β.18 ΠΕΡΙΟΧΗ ΑΝΩΤΕΡΟΥ ΠΕΠΤΙΚΟΥ Β.25 ΕΝΔΟΚΡΙΝΕΙΣ ΑΔΕΝΕΣ. (1) μέχρι 2 εβδομάδες 24/5/2019

! # %& ( )% ) ) & ((+, ). / 0 (1 % ## /

Transcript:

!! #! #!% ## %% & % (() ((+

! # & ( ) +,./,0

! # % & ( ) % ( # +,,,. /! ( 0) 0 # 0 1,,2,. 3, 00 4 # + 5 6 7. 1, 00 + 5 6 3 7 )7 8 7 7 0,, 7 )7 8 7 )7 8 7 0 + 7 )7 8 0 (( 7 7 )7 8 :5 1, # 7 )7 8 + 70

), 7 )7 8 :5 1, + 70 3 4 0 7 1 05,, )7 )7 8 3 4,,;,5 0 7 (& 0 ( ;,5 0 7 ( 3 4 7, 8 4 4 0;,5 <! = >5 +, 1 7, 00 7 )7 8 6 >5 +, 1 + 70 8 :7 + 5 #6 ) 7 1 0 ( 0 # # 70 1 # (), ( # 5( 7 1 # 0. 5 1 ## # # # ; 0. 7, #3., #3 : 1,, 7, 1 # 7(5, 1,, >5 7? ) 7., # : 1,, 0 1 # #,. 7 ( #4, 1,, :7 0 7 7 #4 3 0,, 0 ) Α 7 0 # 7., # 4 0 7 1,, 0 1 # 05, 0) 7 (, 6 7 0 7, + 7 0 00,5 Β7,,Χ Ε 7 0 1 7 57, 0 0 ( Φ,. #

# 0 7 1,, 0 1 # 7 57 0 7 1 3 ), ( 5 (,,Φ,. # Φ 4 # 0 7 1, )7 Γ, ( 4 # +,5)) # 7 ( ))7 #., 36 # 0 () )), 1 3 # 0 7 1,,Φ 0) 7 ( 3 # 05, 3 # #,50 3# 3 3 34 34 # 2 6 3! # 3 2,. 7 ( 3 5, 7. 3 )7 57 )7 ), 3 # 7 3, 0, Η 2! 0 46 0 46 0 4 # 4 # Φ Φ 4 # 7 Α,. 5 0 4# # () 7 1,. 7., 4

), # ), (,,Φ,. 43 # # 77. 1 4 #, ( 7 7 7 4 # 3 ), ( 7 (, 6 # 6 # 7 ( 0 #, 0,, ). # 05, 5 # 0 #, 0,, ). 4 # 05, 5 6 #,50 6 6 6 #

,, :.57 ;!! # ; ; Ι! # 2 #4 Ε # ; 4 ; 36 3 ϑ Ε Κ 3# Φ 3 Φ Μ Μ # Μ Μ Μ Κ 3 Μ Μ ; 3 4! 4 % Φ 4

), # # Φ 4 #! 4# # Ν Ο 4 # # Ν 4 # 43 # 3 Ν ; Φ 43 # Ν ; Φ 4 # 4 Ν 44 # / 44 # 6 / 4 # Ν 4 # # # # # # # # 3 4 # 66 3

,, Γ,,! # 3 ϑ Ε Κ3

), 4

7 51 7,,. 7 +,51,., 5, ( & 7 )5Π 7 )7 7, )7 ( 00 ( ) 0.. 7 & (, ) 70 + ) 7, + 7 & ) 7 ) 00 () & ) 7 0 5, )5 : 71 0,, 0 (), 8 5 Θ ) 00 Γ, ) 7 5 0., ) 70 7,, 0 1 + 7 : 7( 1 5, 7 0, : + Φ : 7. 7 5 0 5 + 70 7 7 +,5. 0 5 7 7 + 70 Γ Γ, & 7 Θ ) 00 Γ, 5( 70 0 1 : 7 5 ) 00 :5 7 0 1 & Θ 5 7 >5,,,5 5,(,,Φ 7,, 0 5, 7 & (, 7 ). < 6 =& : 7 5 (., 5 0 ) 7 5 0 7.. 70 5, (, ( 7 7 7 5 +, : 7 5( Θ 7 0) 0 Γ, & ) Ρ >5 0 5, ( 0 0,.7 7, 0 7 ) 7 7 7 ( 0 1 Τ,5., (( 0 ) 00 7 7 ()7 + 0 & 0, +, Ν >5 0 0 7 ))7 0 7 05, 0 0 & Γ 00 >5, 8 Π 0 7 5 Π Θ +5, ( 5 0 0 ) 0., 7 ( 7 7 7 : 7( 1 )7 0 05,! Γ& 0 7 ))7 0 ( 7 ()7 0 Γ,., 5( & (,, ( Ν >5 0 Θ, )5 )7 ), 5 Θ,Φ, (, ) 70 Γ 0. ( 70 Φ 7 05, 0. :,, ) 7, 50 ) 7 (5 7 & ()5 7 Γ 0. ( 0( ) 7 ( 70 Φ 7 05, 0. : 7(, : (5 7 Μ :: + ( Μ <% 6 = 0 ) 7 Π 7 5 + & ( >5,, &, Γ 7 5 + 0 75( & (,,.5.. &

), ) 7 ) 7( 7,, ( 0+,. 7 () 0 ()7 ) Υ (), 00 05)) 7,, + 8 5( 5 0 0 0,, 5 (Γ Γ : 75,,, + 0,! Γ ( : Γ7 + ( 5,. (, ( 11 ) 7, + 0,, 0 1 7 5 ( ( &,Φ + 8 ) ), (,. Θ, )7 ( 5 0 7 0) 7,Φ : 7( 1 5 : 7( ()7 0 Γ, ()5 7 Φ )), 1 0+,5)) 0 ) ), 7 5,. 7 (,Φ, 0, 5 ). Α Γ& ( 7 5 ( Φ () 7 1 >5 0 () Θ )7 0 Ν 0 ) 7, 7 1 5 + Θ 00 7 0, 5 0: 71 7 ) 7,Φ.. 5 7, + ( Β(. 7 ( 5,( Χ& Θ, 7 7 ) 7 ) 7, )7 ( ) 7 5 Π. 8 0 0 & Θ 5 >5 00 7 5 ( 5 ( 11 0.7 +, ) Υ ) 00 Γ, >5 0 (),,Φ5 & 7 ) Υ. +, +,, 7 51,, : 7( 1 Φ )), + Θ.7 )7 7 0 (,Φ 7 5 5 0! Γ& 0.5, 0 7 1 5 ( : 7,,Φ 7 5,. 5 0 7 7., & 0 Γ 0 05 5 1 7 ))7 0 0 ) 7 7( 7, 5. ). + 5,( 0 7 77 : 7( 1 &, >5, 7 ) ), 7,Φ,., 7 & 0 + 05, 11 7 7, :: 5 7 7 7 0 ( 0+,5)) 7 0, 0 5, )7. 1 0+ 7 & ( 7 Α,. >5,, 0 7 1,, : 7( 1 & ) 00,,Φ, 0 0 (,, ) 7, Φ Γ + 1, 7 7 7 5 )), 1.7 7: 70 5,. 7.5 7, ( 5 + 70 7 0 7 77 : 7( 1 5 7( 0 5, 8 5 >5 0 Θ 0 7.. 5 5 () (, : 7 7, )7 + 0 &, 0 () 0) 1 (., 7 ) 7,,Φ (), ( 1 ), ( &, >5,, 0 ) 7, ) 7 ) 7 5, 7 7 0+,5)) 6

7 51 Φ 7. 11 1,, + 7 0+, 7 0), 0.5 0 75 57 Ν, Θ 7 05,,. & : 7 0, 05 : 1 &., 0 )., 5, 11 (Γ )7 ; ( 0 7,Φ 7 57, +,,,! Γ ( : 7 5 Φ () 0 7 1,,.5..! Β,.?! Γ.5. Χ& 5,(, ) Υ ::50 0., ) 7, 7 1,., + ( 0 7 5 ) 7 ( 05,, 0,,Φ 7 7.5 7, ) ), (,. ) 7, 7 +. )7 0 7 )7. 7 1, Ν, 0 ), )7 ( Θ ) ), 7 5,. 7.5 7, (, ( & : 7(5, )7 0 >5 7? 05 5 ( 7 7 7 Τ, 0 0 0) 0 1 5,., (,,Φ 7 0 7 7 : 7( 1 ) 70, 05., 7 0 ) 7 : 7(5, 7 Γ.7 : Τ, 71 0 5) + 0 1 7, 7, 1,,Φ 7 5,.. 8 ) ),, + )7 0., (, )7. Φ 7 57 & ) 71 &.7 (( :,500,,, Γ 0.,,. 7 ( ( 0 7,Φ (). 0) 0 ) 7, 7, 11 1,,Φ )), 1, Θ + 0 5 0 1 )7 ( 5.5, 77 5, 11,,Φ )), + &. ) 00.. )1 0 0). ( 7 0 0:,,50 7., 0 7 0 0 ) 7 & + & Θ,, () 7 1 5 0 0 5 Ν 0 :7 0 (( 0 :: 5 5, 11, 0 00,., 0 00 1 7 ) 7 5 0 :: 7 & ( 7.5 7, 0 00 (

),

,.,,. (Γ : 7( & + 7., 1., + &, (),,2,,. 1 7 :, & ( ( ) 7, 7 ))7 0 1, + 0,, 0 1, ) 00 7., &, 5( 7 () )), 1 Θ +,( 5( & 0 )7 5.7 1,, 0 7( 0+,5)),! 7,!! ΓΤ.. 0 0) 1,, 00 (. 7 11 0 Α Γ Β>5 7 7 : 7( 1 Χ&,,, 00 : 1 )7,,, 7 7 7 0 & 0,, + Β>5 (( 7, 7 Χ, 7(,. 7 +,.7 Μ Μ ) Υ Μ,. 0ΜΤ 0. :, 7,( Μ 0 70 05,,Φ Μ& >5, 0 5,,Φ 00 7 & ++ 7 Π Θ& 0 0 & Θ ) 0 Γ, : 7( 0 0 7 Γ5 (, : 1 >5 0 7( &, 5,, >5, 7 1 7, 7 ) Υ >5 Ν < =& 0 5,( Ν 5 2,. Θ 5 0) : 1 0), 5 5, 11 1 7 ))7 0 1,, 0 1 Θ Γ 0 05,, 5, 11 1 Ν.,.. &,, 7 8 0 7 ) 00 )) 7 7 5 7 7 7 00, 7, 1 7 00 5, 11 1 Θ 5 + 0 0 7 & 0 (), :, ( 0 7 ( 7 ))7 0 7 ) 7 5 7( 0 )

),,,2 7 5 2,. & >5 & 0 +5, 7 5 7 5 0 7 1 7. 7 0 0 50 + 5 ( Β ( 0 5 2 7,, 0 1 >5, )5Π 00 7, ( 5 + 70 7 &, ( 7 5 ( Γ, 0 &, )7 51 (.7 : Χ, )7 ), 0 ),,,. Θ + 7, 0 75 57 : 7( 1 7 ) 70,, 7 Τ 0 () 0 :: 7 0 Α Γ& : 7( 1 ( 0 7+ 1 0), 7 & )5ΓΓ, 00 7 + 00 7, 0 00,. & 5 0 : Α 7 ) 7 ΓΓ 0 7 77..7. 7 >5 0 ) 7 7 0) 7,, 7 0 5 5 & 5, 11 7, ( )5 ) 7, 7, Γ 7 1, 7 0 ) Θ + 7, 7 50,, 0 1 5 ( &, 0 7 5, : 7 7, ) 00 Γ, 8 7 7 (),...7. 5( 7 0, 7 7 ))7 0 ) 71 5 0 0 (, 7 0 +5, 7 7 ) 00 Γ,, 0 ) 7 1,, 0 1 (,, 0 1 ) 7 + & >5 ) 7 0 7 + 7 5 )7 00 :.57 1 5 )7 ) 7 7,, 05 () & 7,, 0) : 05 00 + ( (), ( 7 5,. 7 (.7 7 7, :.57 1 ), )7,, 05 (), 5 + (,, + 70 5, 7 0 0 7 Θ! Γ ( & ( ( 7 70 5 05 7, )) 70 05,, 7 + 0 ϑ : ( 7 Κ, 66 5 0 5 + 1 0 ) ( 0 0,,2 5, Α Γ + &, 7 00 7,.. Γ, ) 70 7 ( Γ7 Α0 7& 5( ) 00 1 ( : 7( 1 < 6 = 5 0 ( : 7( 1 : 0 (,,, 7 ΓΓ 7 7 5(., ) 7( ()7 7, 5 5 0 ) 00 () 7 7 ΓΓ 5 + 7 )7 )7 7 +,51,,. 0, 7,, : 7( 1 & ) 7( 7 ΓΓ 0 () 7 7, 7 7 05 Α Γ 7 Γ,( ) Υ )7 0 >5, 0 7 #

,.,. 0, +.7 1 7,,. ) 7, (! Γ 00 7, 5(, ()7 7, 0. :,, ) 7,,2, Γ 7 1,, 7 :.57 ) 7( ()7 7 (.,,2 7 57,! Γ ( Ν!! Β : 7( 0 57 : 7Χ Θ 5 0 7. : 5 + ( 5 7 0 70. 7 )5Π 00 7 5 7 11! Γ& 5 5( & 5 Φ ((. & 5 :, & 5 0 7+ 1 & 5 7 11 ) 0, 7 & & + & Θ 5 0 7 11 1 0 0 ( : 7 7. 0 Γ, 5 ()5 7& 0 5) 00. 7 5 5( 7. 7 7 ( 7 ), )7.7 (( & ) : 7(,,,.5 Β 7, +,: Γ Χ # %& # % % & 7 ( % 0 Γ, 7Η5).5. & Θ 5,.5.. ( 7Η5) ) 7 5( : 7( 1 0 75 57 0, 0 (, 7 8 &, >5, 0) : (, 0,, 7 (),? 5 ΓΓ

), 00 7 + 05, 11 5 Γ7 Α0 7& % 5, 11. 0, ) 7, ( 7 ) 7 &, 0 (), (,Φ 7)7 1,,Φ )), 1,,.. 05 )5 : 71 0 Ν 05)) 7, 0 7 & >5 Θ ),, ) : 7 ( & ) 7( 5 >5 + 7 : 7( 1 Θ.7 5 & () ( 05)) 7 5, 7. (5 8 0) 7 & Θ ) 00 Γ, 7 + 7 5( 7 0 0 75( ) 7. 0 ) 0 0+,5)) 7 )), 1 Γ 0 05 00 0 1 + 7 ). 7 7?,? % Θ ( 5, 7 Ν ) 7( : 7 5 5 + : 7( 5 ( (Γ 7 5, 11, 7 : 7( Ρ 5 : 7( 0+,5)) ) ( ) 00 + 7, ( 7 Γ5, 0 00 ( & 77 )7 0 7 1 >5 0 (Γ >5 : 7( 7, ( 7, :50 05 ( 57,Φ5 : 7( & % : 7 0 5 ( 0( ( 0) ( 0) Θ 5 0 7 & 2 00 7,! & 00 7 ) 7 7 7 5,2 : 1, ( 7 Γ5 5 2 0 1 % 5( % )5Π () 7 7 7 Γ5, ( :, 7 5( & ) 7 Π ) 00 + 7 : 70,, ( ( : 7 (., (, + Γ, 7 5 Θ 7 & 0 7 0,+ >5 0 :, % ( Θ 0 )5ΓΓ,, (.. 66 & Θ 0, )7 (,.5.. 0 7 1, 5 5 :, % ))7 +,! ( 5.,, 7,.5.. 0 7 1 & 0 5) : 7 >5,, ( 0 ) 7( 00 & >5, ) + 7 : 7 70 >5, 7, 1. 7 7 0 0 7 00,,2 7 5 :, % 5 5 5( 0,, 7 0 7 1 () 0 5 0 ( & 0 Θ +, 0 () % ( Θ 5 Β% Χ 00 : 0 5 5( 7( +, Ν >5,, ( >5, 7 Γ5 ) 00 )) 7 7 &, 7 ) &, 7, 1 7 00 & % Θ 0. : + ( ) Υ ) Β 5(?) : Χ& + % 3

,. (,! 7,!! Γ Θ 0 7. 7 ( 0 75 ) 7 00 7 5, 11,,25 ( 0 ΓΓ. 0 00 0 Θ,, 0 00 () 2 0 7 ( ( (), 5 ( 11 7. 0 05,! Γ 0 7, +,5( : 7( 1 5 Θ () 00 Γ,. 0 7, ( 5,( 0,51 )7 ) 0 Θ 5, 11 7 ( ) 7 0 7 + 7 5 05,! Γ ( 0 ϑ 05 Κ Β 0 (),,. 5 Γ Γ, Θ 5 ( & ) 7 Ρ 0 7 +, )5ΓΓ, 1 Χ >5 0 0 ϑ 0 7 + 7 0 70 Α ΓΚ 0 1 7 ( Θ 00,5 Τ Θ 5 0 1. 7 5 ) 7, 7 )), 1 & (, +,, 0 00 7 0 70 )5Π 00 7 7)7 7 (Γ ( () 7 (! # Β Χ Θ 5 Γ 0 ) 7, 7 ( ( & : 7 0,2 7 ) 7 Γ, 8 7 )), 1 0 0 (Γ : 7( 1 ( 5 70 Γ, : 11 ( 11 ) 7( 7 ( 5 (,, 7 0 70 Α Γ )5Π 00 7 5, 11 5.7 5( 7 7 )), 1., 0 ) Θ 7 7 ) 00 Γ,, : 1 0 ( ) 7 Γ 0 0 05 % ( 7 0 7 11 7 ) 7 Γ, % 0 (), ( 7 Ν Θ 5 (,, ) 7 ( 7 + )7 Γ, (,.,, :, 7 0) 7 :, % >5 % Θ 0, 5 0 75( ) 7 7 ))7 0 7, (,, 0 ) )7 ), Θ : 7 5 ( 0( ) 7 0 7 + 7, 7 0 70 : 005 1 7.5 7 5 0) : ( )), 1 (( : 0 5 0 ( )7 7 ) 7. ) 00 Γ, ( : 1, ( 0( + 00 7 5 7, & :: Ρ 00 7 05, Γ, ) 7 7 ))7 0 7 : 7( 1 ) 7. ( 7 :, 7, : 1 ( & 0) 5 0 0 (, 00 (, 0 (, 0 0 ( )7.7 (( 1 (,, 1..,, 1, 00 Β ) ( 7 ) 7 5 7 0 ) Χ& Θ (, 00 0 7. 11. 7 7 ::7 0 0 Γ, 8 7 + 70, 0, 00 >5 0 ( & ) 7 7 7 5 0 (,.. 7( :: 7 5. 8 0 0 & Θ 00 7 7 ) 7 7 1 7 & ( ) 00 00 7 :: 5

), ( : 7 (,,, Γ 0,, 0 ( 7 + 70, + 0 Γ, 8., 0 ( & 05)) 7, 7 50 Γ, 8,, : 1 ( 0 : 05 5 (,, ) 7 7 ))7 0 7 )7 )7 8 +, 7 )7 )7 8 )7 )7 8 ) 00 00 7 ) 0 ( 7 Γ5 5 7 0 70 >5 0 0 0 77 0),, 7 1, )) 7 Γ5 +, 7 )7 )7 8 7 ))7 0, 7, 1 7, 7 0 70, 0 7.,.. &, 7 0 70 77 0).,.., )7 )7 8 77 0),, + 7 Γ, 2 0 1, (,, Θ 5 ( 5 7, 7 0),, 0 00 5, 11 & 7 ))7 0 7 0)7 00 7 ))7 0 1, (,, Θ 50 ) 7 +,5 7 >5 +, 1, 0. : 5 0)7 00 0 >5 +, 0 0, 0,, 7 7 ))7 0 1, (,, Θ, 0 00 5 0 : 1 >5 +, 1 ) 7(, 5 + 7 1 0,,2 0)7 00 0 1, 7 7, 0. :, (,, Θ 0 5 7 ).. Ν Ν 5 Π )5Π 00 7 0 7 7 ( 0)7 00 Θ ( 7 0 70 7 0 70 )5Π 00 7 5 2 7 ). Α Γ& 5 05 ) 71 & ( 5 7 0 7 0 70 0 0 ()7 : 5 ) Υ + 5, 7 ) Ν 5 )7 )7 8 Θ 5 0) : 0) & 7 7 0 & 7 Γ5 7, 1 50 ) 7 0 7 + 7 5 7 0 70. )7 )7 8 5 0) : 0. : & : 0 +, 7 ) 7( 00 & ) 7 0 70 )5Π 0 7 + 7, 7, 1,, 7 )7 )7 8 Ν 5 0) : 7 0 70 0 ( 5 )7 )7 8, +, 7 00 Θ 5 0 ( 5 0 7 + 5 & : ) 7 5 0 ( & 0 ( & 7 0) + ( & 0.. & )7.. 0 7, 0.5 :7 0 Ν % & ( ) + + + 5 0 :: 7( 1 0 )5Π 0 () 77 Ν 4

,... Β7 0 70 Χ )ΝςςΑΑΑ 0 ς Ω ( 7 Β)7 )7 8Χ 5 7.. Β+, 7 Χ 50 )) ; 7, 7 : ( 0 )5Π 7 ))7 0 7 >5 0 ( Ν )ΝςςΑΑΑ 0 ς Ω ( 5 7 5 0.7 : Θ (.7 (( 7 Β 0. ( +, Χ 7 ))7 0, 7 0 70 ( 7., 7, )7 )7 8 7 ))7 0 +, 7 +7 : 7( 7., 7 7 1,, :7 Θ 0. : + Ν,2 7 ) 7 0 ()7, 0.. )5,,2..,,2 00 71, 11,.7 (( % Ν!!! # # % # & % %( ) ) + ), ) 2.. 5 2 00 71 )5Π 00 7 05 +, 5 2, 7 7 0 70 & 0 >5 0 ( 7 7 0)7 00 (), 00 ) Υ ) 7 0 7 +, 11, 5 + :: 7( 1 Ν

), (, (./012 %, 3 + + ) + + + &, + ) 78 : 7, 0.5 ( Ν!!! # # % # & % %( ) ) ) %./01 %( ) %./01 2 + ), 2 3 % ) 4 3 % >5 0 0 &,,Φ 7,, 0 ( ΓΓ (, : 1 5 7 0 70 Β : 5, ( Χ 0 ( 00 7, 1 7 + 70,Φ50,,Φ 7 Γ5 ) )7 0,,Φ, ( ), 0 7 +, 7, 1 7, 7 0 70 7( )7 )7 8& ) 00 00 7 + 0 ( 7 Γ5 5 + 00. 5 +, 7 5 +, : 0 005 ( 0( ) 7 7 7, )7 )7 8 0 00 Ρ ) 7 : 7, 7, 1 7 77 7 00 ( ) 7( : 7 0. : & 7 7 0 7, 1 5 0 ( )7 )7 8& ()7 0 + 5, +, 05, ( 05 +, 7,, 0 00 (, 7 & (), (,, 00 0, 00 & 0 (.75)) 7 0 70 77, Τ Θ 0Ξ ) 00 Γ, : 7. 7 7, 00 6

,.. %, ( ) 7Π, 5, ( 1 Θ 0 () ) 00 Γ, : 7 5, 00 ( >5 +, & (. 7 ) 7 Ρ 7, 11 5 7 + 70 Β >5 ) 00 + 7 5, 11 + 70 : 7 ) 7 : 7, ( 0 ( Χ Θ ))57 ) 00 Γ,, ( 7 )5 5,(, 5( 7 )7 )7 8 50 7 Β 0 () Ν. 70 5 5 0, 7. ( Χ 7,( 7 >5 0, 5 0,, 7 0 7,, ) Υ (5 ),. ) 7,! Γ 5 00 ( 5 0 ( 7., : 7 1 00 ( : 0, 00.. 7, 1 7 00, 00 & 0, 00 & 7, 1 7 8 0 5 0 75( ) ) 7,Φ50 ) 7,! Γ 00 ( 0)7 ( 7 5, 7. 5( 7 7, 1 7, 8 00. )7 )7 8,,, 00 ) 7(, 0, 00 7, )7 )7 8,. 0 5, 11 ) 7 : 7 ( 0 7 + 0,, 7 5, 11 ) 7( 7 5) 7 7 5( 0)7 ( >5 7? (), 00 ) 7 0 (), & ( 0 )5Π 7 :: 7, 7 7 0)7 ( + 7 )7 )7 00 71 () 0 5 0.. 5 )7 5.. )5Π 0 (( : 7 5 7 0, ) Ν 1 Β0.. Χ ( 0 7+ 1 Β)7 Χ, : 7 57 0 7) Β.. Χ 5 0 >5 7? Θ 7,( + 70 >5,, 0 ) 7 ΓΓ : 7 5 ( 7 7 7 >5 0 0 0 ) 7 ΓΓ 7 )7 ) 77 5 7 1 & 0 7+ 1 0 7) & ( ) 7 (( ( 0)7 ( 7,,. ( :7 00 >5 7 + ))5, ()7 0 ( 7 7 7 Φ50,.,, +. 1 Γ 0 Θ 7 ( 7 00 ( (, 7 5 +,. 0 1 5., 0 ( (,, 0 ) 7. 11 7 5 ( 5 0 )5Π 00 7 (, 5, )7 00 )7 5 + 5 (5 8 7 0 7 : 7( 1 0, ( +, 7 0, 5 : 0, )7 00 )7 5 + &, 0 00 : 7( 1 )5Π 00 7 5, 0 5 1 + 70 Υ 0) 00 Θ,Φ 7 5 8 : 7( + 00 7 7 5) 7 Γ, ( 5 ) 7 00 5 0 7 5 0 ( 7. 11 1.7 05 + 7, ( 5,, 00.. 5 75, 05 )7 00,. + 7 )7 Γ Γ,(, 0 75( ) Υ ) 0) 0 1 >5 0 ), Τ 0 >5 0 5, ( 0 7+ 70 7 ( :7 0 75 57 &,.5..,! Γ ( + 5 7 0 70 )), + 0) 0 Γ, < 6 =

), ( / %! Θ 5,(,,.5.. ) 7,. ) Υ 0)7 00 + : ) 7, (! Γ ) 7 8 Θ,! & 7 + 70 5 0),.75)), + 7 Β: 7(, 66 Χ& )7 0 Π, )7 ( + 70 5::, )7 ( ( 0, 66, 0+,5)) 7! & 0,0 7 ( )7 (,,.5.. Ζ, +,5 7 7 0) 05 )7 Γ, ( 0, 05 0)7 00 + 8 0 ( : 00 05:: ) 7 0+,5)) 7,. 50 Γ, 05, Α Γ 7 0 250 ) 7 00 7 :5 7 7 >5 0 >5 0,.5.. & :5 ) 00 Γ, : 7 5 + 7 >5 0 0 0: 7,, 0+,5)), 5 +,.5.. ) 7,. < 6 = ( % 57 0 8Ν,,,.5., 0, : 7( 77,,, 51 Θ! Γ,.?.5. 2 0 0, +,2 7 (! ) 7 Ρ (., )7 5 Γ, & ( 0 )7 5 ) 7 Ρ, ) 7, ϑ Α,Κ 0. :.5: & 5 5,, 7 ( 5 0 7 00 1 Ν. 8 ) 7., 00 (). + &,, 0.. 11 & 7.. Θ 0 7 >5, (, 0 (Γ,,, 0.. 11 Τ, 7 0 7 5 7 ),, : 7( Γ, + 0 & ) Μ7 7 7, )7,,. 1 Μ& >5 0 Θ )7 )7 Π +7 ΓΓ 7 0 ) 7 : 7 ( 7 7 7,, )7 00 (. 7 1

,.! Θ 0 5 7 0,.5.. 0)7 00 + 8 7 (, & )7. ) 7,25, 11 ) 7 0) : (5 8 0+,5)) 7 5 4 Θ )7. ) 7 >5., 5 00 )7 ), ( 5, 00 : 1. 7 7 0 (), +, 0 ( ) & 05)) 7 +, 7, 8& ( ) 7( 0, +, 7 6 () 0 & 0 78 ) Υ :, 0+,5)) 7, 05)) 7! 7 0) 05 ) 7 ) Υ 0)7 00 + 4 05)) 7 >5., 5 +.,, ( 00 (,,2 0)7 0 0 + 8 )57 (, (), 11 ()5 1, Β ++ 7,. 7 1 5,,50 0,, Γ, Χ, Γ, 8 Β 5,, 7( 5 () : Χ!,5 5 0 75,,.5..! & ( ) 00 00 7 5, 11 0 7 7 0 7 1 Β 0 () & ( 7 5, 00 )5Π 00 7 0, 00 ) Υ, 00 & )5Π 00 7 5 2 0 1 5 2, 7, 00 Χ! Θ 0Ξ ( ) 7, 77 0) 1 & 5 Γ7,, 7 7 0 5,,. 0 5 0, Γ 0 : 7 (,! 4! Θ 0, 7 0 7, ( 00 (,,2 0)7 00 + 8,,, Γ 7 8 0 & ( 0 1. 7 1 ( )5 1, 0 () &! 5,, 5, 00 )5Π 00 7 7 () 7 ( ( 5 + 5 ( 5,, 1 + 5! 5,, ) 7( 5 2,. 7 0 7 0. : 5 + Γ, 7 )7 : Β! Χ, )7 11 ). 7 ) 7 >5 0, Γ 7 8 Θ 005 0 : Α 7 0 78.7 05)) 7 7, ) 7. ( ) 7. 7 7 0! 5,,. 0,.5.. Θ 5 0 0, 05 )7 00 7 & ( 0 )5Π 7 :.57 #

),. %! :: 5 005 1 ( ) 7 Β! [ )! 7, 005() Χ& Θ ) 7(,, 0 7 1,, 7 0 70 00 7 : 5 0., :, 5 5 Γ + ΓΓ,, 00 0 :,,2,. & )5Π 00 7 0 0, 7,. 0.5 1 >5 0 )7 ) 0 1 1, 7.5 7 0 5 + : 7( 1 ) 00 7 7 7, )7 Τ ) 00 00 7 7 7 & ( ) 00 0,.. 5. 7 : 0.5 1 & (,, 7, ( 7 ( 5, 11 7 5 0 ( 7( & Θ 00 7 )7 0 7 >5, 0) : 1 7 0 0 50 0Ξ : 0 7,2 7)7 1., : 7 (Γ.5 7, 7 0,,2,. (.,,.. Γ, ),.! 1 5 7 1,, 0) 1 ( 0 (,,, 0.5 Ν 5 1 36# # ) # 1 & 5 1 36# # ) # 1 & (% 5 1 36# # ) # 1 & 5 1 36# # ) # 1 & 0 & #

,.!!! # # % # & # %& 789: %& )7 ( 5 7 1 :, 0) 1 ( 00,2,. )7 (, 0) 1 ( : 5, & 5 ( 0 1 )7 : 00 0 7 : 7 0,, 77,. 0 :, 0) 1 (,, 77,., )7 : 00, ) 71,2 ) 7 >5 0 5( >5 7 :, 0) 1 (,,2,. 05)) 7 &, )7 : 00 ) >5 7 1 :: 7(, 5( &.,, ( )7 : 00 ) + 00 7 0 ( 7 : 7, ( 0) )7 0,,2 7 11 ) + 5+ 6226 20 7 5 0 Θ 5 7 1 + 1,! & 50 ) 7 7 577, + Γ, 7!! ) 0 75 : & % (, )7 : 00 )& 0 7 : 7 0 Π )) 7,, 0) 1 (,,Φ 7 11 ) + 5+ 8999 26 66 7 5 05 00 + 7 1,, 0) 1 ( & :: 7( 1 0 (,,, )7 7.5 7, 0) 1 (,, ( Β )Χ ),, ( % Β )Χ ( 5 ) 7, 0 7 57 7 11 Α Γ 7 )),5. & )5Π 00 7 5, : 7 7 5 0 ( : 1 8 5 7 1, ) 5( Β / Χ )7, : 1,,Φ,. ( :,, 7 1,, 0) 1 ( 0. : +, 0, 0 0 ) 7.7 % Β%.0Χ +, 7., 7 Γ5 0 :,5 1,, 0) 1 ( & (! 0 : 7 : 7 ( ( 7 :7 >5., : 7,,Φ,. 50 )7 )7 05 +, 7 00 00 7 0 7,,, 7 : 7( (), 0) 0 & ) 7 0 () Μ ) + 5+ : 6221 ;< 62212682 7 Μ ))57 &, 7 + ( & ) 00 00 7 :,, ΓΓ7 + 1 ( 5 : 1, 0 75 /& 0 () Ν ; <65=>3?

), ;325 5= 5 1 36# # ) # 1 & ;325 5= 5 1 36# # ) # 1 & ) >5 0 )) 7 1 /& Θ ) 00 Γ, 0 7 + 7, +, 7 Μ=, > Μ >5 0 + 778 0 7 5 ( (, 05 0 0 Μ ) + 5+ : 6221 ;< 62212682 7 Μ 7 >5 0 ( + & ( ) Υ,. &, 7 1 )!,, 0) 1 ( ) 00 00 7 0 (), : ( 7 (Γ ( :: 5,, 7 1,, 8 0 )7 ). 0 0 ( 5,Φ,. Α Β Α Β (% Α Β Α Β 0 &!!! # # % # & # %& 789: %& ( 0 +,., 0) 1 ( 0 0 7 & 7(,( 0,5 5,, 1 :: 7( 1 7.5 7,2,. 7..75)) 0 5 )4 5 0 0+,. () 7 (, (5 >5, (( &, 7,,,, + 70,Φ,50, 7,. < %( ) % <Χ9, ) 5 > # # ) # / ) 5 1 36# # ) # 1 3

,. %( Χ < %( Φ, ( )4 Θ, ) 0 + Θ ) 00 Γ, 0 7+ 7, (.. 7 ) 7,, ( : 7( 1! ) 7, 5( 00. 7 0 ) 7Π, 5( 0 7 + 5,., 0 0 7 1,,, ) 7,, 5 (5 8 :,,. 0 () 0 + 5 & ( 0,, 00 )7 )7 8 : 0 5 ( 5 0 50! ) 7 0 7 + 7 5,, 1 0 1 : 7( 1 &,Φ )4 )5Π 00 7 00 7 ) 7 7. 0 7 7, + 70,, : 7( 1 0) Γ, ) 7 () 7 7, : 1 05,, >5, Θ Γ 0, 5( 5 +!, 7(,. Θ 0 (), ) 7,5 7 0 1 : 7( 1 Φ 7 Γ5 ) : 7 0 + 5 ( 5 7 : 7 ( ) 7,Φ,. 5, +, 7 >5 0 7 Γ5 5,, ΒΜΜΧ& ++ 7, 0 0 7 &, (,,Φ,. Θ,Φ : 7 Γ 0,,Φ, ( )4 ) ( 00 7 ))7 00,Φ : 7 Β Χ, 5(,Φ,. 1 Θ, 0 5 0 : 50, 0 75 ) )5Π () 0 7,Φ : 7 Γ 0 ΒΓ 0 Χ ) 7 5, ( & >5, 0 0 :: 7,,Φ : 7, 5( 77 ) : 7 0,Φ ++ ) 8 5 0 Γ 0. ) 7 (( 7 5,. 4 ) % Θ 5 0 7 )5Π 00 7 50 ) 7 : 7 7 5,,. ( ) 7, 0 0 ( 7,, + 70 + 5, 11,,. 4 ) : 7 0 5 ( 0( 0,,50 Τ )7 5 0., 7. ( & :,,Φ 7 Γ5 ) () 7 7 5 Φ, 7,. (),,Φ () 7 1,,Φ 7 0 ( 00 71 : 7 >5,,,. &,,Φ 7,,Φ,. 77 7 ) 7( 7,Φ50 (,,Φ,. () 7 & 7(,( >5 0 ( 0( 0 78 (). 7 5 7 1,, 0) 1 ( 7, 0 1 7 >5 0 5 ( 0( 7 1,, 0) 1 ( : 7 0 5 ( 11 + ) 7 7 : 7 70 ( :, 7,.! 5,( & ) Θ 0 7 ) 7 7,Φ 1,5 7, 00 71 7.5 7,Φ,. () 7 7 5 Φ, 7,. & 0. :

), () 7 7 5,,. 00 () 7 7 ) 0 ()7 )5Π + 7 05 00 ( 0 ) 7 ΓΓ 0) 7 + : 7,! Γ ( &,Φ 00 7 0 70 0 7 Γ5 05,! Γ )5Π 00 7 0 ()7 ) 00 Γ,, 0 75( 7 0) 7 ΓΓ 7 : >5 0 0 5 1 5 ( 7 )7 : 0,, 7 (), ( 1 7, 7 ) 7 50 7, + Γ, 7! Θ 00 7 () 7 7,Φ,. + + : 5 () 7 1 >5 0 ) Θ 00,5 ( 7 ( ( ( 1, 50 5,. ),,Φ Γ, 8 7. 7 05., + 5 7 : 7 Π ( 5, :: & Θ 00 7 + 7 5 ( 0( ) 7 0 7 + 7,, 00 5., + 5 )) 7., )7 )7 8 00 7 + 7 Υ,,Φ )) 7 1,,, 00 0 00 2 0 ()7 ) 00 Γ, :: 7( 7,, 0) : )7 )7 8 7.5 7., + 5 ( (,,, : 71,,,. )7 +,, ) 8 7. ( Γ 0 05,,, 00, : (, 5 ( + 77 0) 7,,, 00 0,, 7,, + 7 0 75 57,Γ 7 7 ))7 0, 00 (. + 5, (! Θ 5 ( (Γ7,,, 00 5 7 >5 0 ( +. 5 +, 00 :,,Φ5 0 78 (), ( 5 0, 00,, 5, 00 7 5 0) : ( & ) 00 00 7 : 0 (), ( 7, (! ) 7(, : 1,,, 00 +5 & 2 ;, : 7,, 00 ϑ. Κ 0 Ν 6 % 7 7 Θ 0, 0 : 0 0, 00 5 0 0 >5 0 ( & (, 0 00 Φ Φ 7(,( Θ, 7 >5 0, 00 0, : 0 0 :,, 00 0 0 0, ( & ) 7 ΓΓ 7 + 7 005 ( (Γ7 Φ () 7 7 7 7, : 1 ) 00 00 7 7 (, 0 7 Γ5 4

,. 0 00 Θ 50 ) 7 7 577 5 ( ( ) 7,, 05 : 1,,Φ 7, 5( & 0 78 2 7 ) ) 00 Γ, 7 : 7 70,,, 00 50, 7( & & 0 () 0 7 + ) &, 7,. ) 00 + 7 : 7 7+ 0 50, 05 : 7( (), & 5 1 36# # ) # 1 & Φ, 7 : 7( 7 : 7 ( 50, 0 00 %( ) & ) 7 0 7, : 1 5 7 0 70 5 0 Θ,Φ 0 (),,Φ50,, 0 00 %( ) Α Β& 7 05, 00 7 5, ( 7,, 7 1,. 0 7 Γ5 00 ) 7(,Φ 0 0,, : 1 () 7 0 1 ( : 7, 5( 7., 05)) 7, 0 751 7 (, 5,. ) Υ (), 0 75 7 : (, ) 7 : 7, 00 (,,, 00 Θ )(6 % < 00 ( 7, 1 5, 00 0) : 5 ) Υ. 7 % Θ 5 0, 00 /&,, 7. 0 1 % Θ 5 0 1 / 7, 1 )(6 % < Θ, 7 5 7, 1 7 0 + % Θ 5 0, 00 / / Θ 5 0, 00 &,, 7 % Θ 5 0, 00 6 % 7 )(6 % < ) &= 6 %, (,,,. 7,! Γ& 7 (Γ >5 0, 00 ) 00 00 7 : 5,. 0 ) 7 & )5Π : 7 7, Γ 0 ) 7 5 () + 7 8,. : 1 5, 00 Θ 05 + 0 5 ) 7 Ν 5 ( 7 5 + 5 7 : 7 ( 5 0 7 7 0 7 1. 5,, 0)7 00 0 5,,Φ 7,, : 1,,, 00 & 7 0 7., )7 )7 8 ) 00 00 7 )),,, 0 1,,, 00 : 0 1,,, 00 )) 7.,,Φ 70 1,, 7 0 7 1 05 00

), (... 5,,, 00 & 0 +5, 00 7.7 0 7 + 7, 7 ( (Γ7 ) 0 ( (Γ7 (., + 5,,25 + 70,, 0 + 5 Θ 7 )7 ),( 7, 05 )) 7 1 5, 00 6 % 6 %, 0.5 0 () 0 (, 0 00 0. :, )7 Ν 5 6 % 6 % 5 %( ) &6 % 6 % ) & 5 Θ 5 )7 )7 8,. 5 + 5 5, 00 5 )) 7 0 5 )5 )7 ), 7 00 00 7 7 7 )7 ( 0 & 0 Θ 0 6 % 6 % Β5 Φ 7 0) : Χ 0 5 ( (Γ7,,, 00 &, >5, 5, 7...7 : ( 0 0 & ΦΘ 005 )7 7 >5 0,, 5 ) 7,,Φ 0 () 5, ( ΓΓ 00 7 00 7 (,Φ5,,Φ, 7 0 7 +,, 0 00 :, Β0 ΓΓ ( 00 00 7 0 0 ( 5 >5 0 0 Χ ( 2 ) 0 () 7 0 500 7.5 7, 0 1 7 5 Β, 00Χ 5, Β + 5,Χ!, 00 Θ 0 7 70 0 (), ( ( 5 ( 5,, 1 )7 )7 8 0 7 + 5 0 ( + 5, + 5 0 ( (Γ7 >5 0 0 ( 7 >5 0 ( +,, 00 + 77 0) 7 0 ( 0 57,( 6

,. (), ( 5 0 70., + 5 + + 77 0) 7 )7 )7 >5,, 8 ) 00 00 7 7..75)) >5 0, 00, 0 75 7,,. &, 0 1 Θ :7 >5 ( + 0 5 ( Ν, ), 5 0 & >5, 0 )5Π 0 0 7 0 7 ++ ( ( 5, 00 & )5Π + 00 7 0 7 ( 5 0 1 >5,, 7 0 0 () 5 Φ,. 5 ( Γ, 0 & ΓΓ (, 1 ) ( & + 0 7 (,Φ 0 ( 5 (,, 5 # % 1 Θ 5 0 () 0 1 >5 0, 00 & ) Ρ 5 (,, 5 ( Γ, 5 + & % 1 )5Π 00 7 00 0 00 0 7 ( 5, 00 & Θ,Φ 0 ( 5, 5 8 )7 >5 0 (,,, + ) Φ + 7 ( :, : 7, 7, 1 0 1 Β 0 :Χ >5,, 0, 00 7 0 () )5Π 0 (Γ7 7 7Γ 7 7, 0, 7 ))7 0 7 % 1 ( 5 + 5 5 0 1 ) ( ) 5 0 5 0, 0 0 5 0 Θ, 5 5 0, 7Γ 7 7, 00 ) (,Φ 0 ( 5 (,, 5 & 5 +. 0, 00 ) ( + 7 ))7 0 7 5 0 0 ( >5 0 (,, 7 >5 0 ( + >5 & % 1 + 00 7 0 7 5 Β 0 :Χ ) ( 5 05 0, 00 00 : 0 7 + 5 0 0 ( (,, 5 ( Γ, Γ 0Ξ & 5 (,,, )5,, 0 500 Θ 5 >5, 0+,5)) 5,. + 00 7 : 7( (.5,,Φ50 0 : 7 5 0 1, 7 0, 5,, (.. 7 :: 7 1 0500 0 7! 5,,!! 5,, ) 7(,Φ50,,, 00 ( 0 1 ( 7! ( 3 ) )7 )7 8 ) 7( 00 7 7 :. 7, 7.5 7 ( (Γ7,,, 00 00 7 7 : 0) : 7.5 7., + 5

), 00 00 7 0 5 ) )7 )7 8Ν & 7, 1 7, 0 1 )) 7,,, 00, (, 7,0 ) % (? & 7, 1 7 0 1 5, 00 5 0 : 0 5 )7 )7 8& 0 (, ( 7 0 7. 7 5 7, 1 00 00 7 0) :, (,Φ 7+,, Β7. Χ )7 )7 8 )5Π 00 7 : ( 5 0), 11 1 5 )7 )7 8 0 0 Β0 )7 )7 8Χ <(Ε > % + % % ) &Χ % ) &Χ + % <(Ε >! & 5 0 >5 1, ( 0 1 5 0), ) 7 7 7 ))7 0 5. 5 1 (), )7 )7 8 ( 7 ( 7 ), (,,, 00! 5 7+,, 7 : 7! 7 ) Π 0. : 7 5 7, 1 7 0 1,,, 00! 0 1,,, 00! 7 ) ( (5, ), +, (,, )7 )7 8 Θ,,Φ 70 1,,, 00 : Β, 0 00 0 +, ) 7,Φ 7+,, Χ! & 5 7+,, )5Π 00 7 50 ) 7 7 + 7 5 ) 0 () & 0 + Ν 5 9 % Φ Γ/6 % % % + % ) &6 % % + % 5 )5Π 00 7 7 ( 0 3 7? Θ 5 + ) Ρ, ( ( 7 ( 7 ) Θ 5 + Β! Χ )7 )7 8& (,, 00 & ) 00 00 7 77. 5. 7 7 6 % Χ 6 % Χ 6 )(6 % < ) &Χ

,. 6 % <(Ε > % Χ % ) &Χ % ) &Χ <(Ε > <(Ε > % 6 )(> < ) & % Χ % ) &Χ 6 <(Ε > )7 )7 8 Χ,,. +,, 7, 7 (),, 7.50 & ()7 0,, 11 Β0Α 00Χ&, 7 8ΒΓ?Χ,.50 Β:, + 7Χ % 6 Θ 5 0 )7 )7 8,, )7 )7 8 % Χ &, 05 7+,, 7 0 7, Χ 6 7, 1 )(> < >5 0 0. 0 5 )7 )7 8, ) % 6 + +, 7 % 5 )7 )7 8 % Χ 005(, +, 7 % Φ 7 ) 00 Γ, 0) 7, : 1 Χ ) 7,5 7, 1 5 + Θ :,( 5 Χ + % ( ) 7, : 1,, )7 )7 8&, : 1,,, 00 (, 0 ) 7 0 (), ( 00 7, 7 6 % Χ )(6 % < ) Α Β> %( 9 Η) )(6 % < > ) & % + % 6% % % % Α Β 2 % 6% % )(6 % < 6 %

), 7 0 7 1 05,, 0, 00 + 1 0 )7 > ) & % + % 6% % % % Α Β 2 % 6% % : 0 5, 00 0 1 ( 7 ))7 0,Φ 0 (,, 0,( 5 )7 )7 8 % + % 5 0, 00 0,5 7 >5 0 7 0 7 1, 7),, : 1,,, 00 Χ +5, 7, 0 0 + & 0 ( (Γ7,,, 00 ( Π 0. :. + 5,,, 00! + ) 7 ) 7,( 5 7, 1 ) % + % 00 7+ 7 +78, )7 0 () Θ 0 7,25, 11 )! 50, (.. 7 ) 7., % (?) 0 )7 : Γ,, 0, ) 7 ( % Ι : ( % % % )( 2 % > % ( ) 9 ) ) : ) Φ Φ % (% Γ1Φ % % 5 % = % 8 = % 8 % % 8 % ϑ Κ % )% 285<Λ32 2% 262%,, % #

,. ( 4 1 ) 2 ) 00 Γ, 0), 11 7 5, 7 7(, )7 )7 8,,2 7,,.5.. 0 : 5 0 ( 7 7 0 ) 7. )7 )7 8& : 7 0 5 ) ( 0( ) 7 (., 7 7, 7. ( 05 5 )7 )7 8 ( 4 ) 5 )7 )7 8 Θ 7 0 + 0 )5Π 0 7 + 7 ) 7. Ω&?& 1& 0 ΒΩ&?Χ Β?&1Χ,, 7 ΒΩ&1Χ 0 0)7 ( 0 7, 0.5.,, : 1,, )7 )7 8 ) Α Β5 % > ( 4 ) 5 )7 )7 8 Θ : 0 (( 7,, 7 ) 7. Ω&? 0 )5Π 0 7 + 7 ΒΩ&?Χ (), Β?&ΩΧ, 7 0) +. ΘΝ ) Α Β: > ( 4 ( ) 5 )7 )7 8 + : ( :5 1, &,, 7 ) 7 5, Ω&? 1 0 ΒΩ&?Χ ΒΩ&1Χ (),? 1 ) Α Β ) % > ( 4. ) 5 )7 )7 8 + : ( + 70,, )7 )7 8 &,, 7 ) 7 5, Ω&? 0 ΒΩ&?Χ 0 0, 0 Β?&ΩΧ < ) & Μ %

), ( 4 2 ) 5 )7 )7 8 & + : ( 5 7 )7 8 5 1, + 70 &,, 7 ) 7 5, Ω&? 1 ΓΓ ( Β?&ΩΧ Β1&ΩΧ (),? 1 ) Α Β ) % > ) 0.,, (,,Φ 7+,, 7 : 7 (,, )7 )7 8 :5 1, + 70 ( 0 : 00 7 5 + )7 ( 7 0,Φ,, Γ 0 ) % (),.,, (,,Φ 7+,, 7 : 7 ( : 7 0 5 : 7 5 ) 7., (, ( ( 5.. 5,, 7 7 0 0) : 05,, )7 )7 8& Θ ) 00 Γ,, ( 7 5, 7 7(,Φ 7+,, +, 7 )5Π 005( 7 5 )7 )7 8 0) : 0 & :: 7 ( 7 ( >5 0 (, 7 0 7 1 05,, )7 )7 8 :: 7 : 7( 0 7 0.5 & ) 00 00 7 50 0,,,Φ 7, 0 5 0 75 :, 0 75 >, )7 )7 8 7 0 7 + ( 5 6 & 6 ( 0( : 7 )), ) 7 7 0 7. 7 ), ( 0 5 0 5 )7 )7 8 7 ) &, 0 0 00 0 )), + 5, 0 1,, )7 )7 8 5 0 5 ( 0( + & %,% ),% ) & 0 ++ 7 0 )), 0,,,, 00 5 0 : 7 0 7 1 %,% ) 7 ) 7. 0 1,,, 00,, 0 1,, 0) : )7 )7 8& +, 7,, )7 )7 8 + 00 7 5 ( (Γ7 )) 7,,, 00,,, 50,,, %,% ) 6 % Χ )(6 % < ) Α Β> %( 9 Η) )(6 % < 3

,. > ) & % 8%Κ %,% ) ) &Χ )(6 % < 6 %, )7 5 7 5 Χ Β+ Χ + 00 7 5 Χ Β 1 ;, Χ 7 0 7 1 %,% ) Θ () 0 05,, )7 )7 8 % 8%Κ Β 5 )7 5 7 Χ >5 0, 00 Χ Β+ Χ )7 5 7 6 Β: 7(.. Χ 0 :, ( >5 0 7 0 7 1,, )7 )7 8,% ) Θ 0 (, 7 () 11 00 (, )7 )7 8 %,% ),,% ),,Φ 0 () 0 )7 & 0. : 7 ΓΓ,( + 5,, )7 )7 8 % 8%Κ Β 5 )7 5 7 Χ 5 Χ + 7 5 + 5 + )) 7 7,,, 00 Χ Β 1 ;, Χ 6 % Χ )(6 % < ) Α Β> %( 9 Η) )(6 % < > ) & % 8%Κ,% ) ) &Χ )(6 % < 6 % :: 7 1 7 >5 0 5 : 7(5, 1 Θ, :: 7 1 0500 7 5 >5 : 7 5 + 70, 0 0 1, 7 5 + & 0,, 1 )7 5 7 & 5,,;,5 0 7 ( )7 5 7 0,, 1 +, 7 5 + & 00,( 5 )7 5 7 Θ 0 ( ;,5 0 7 ( 5 Φ 1 +,

), )7 ( : 7(5, 1 7 5 + ΓΓ + 7 5 )7 5 7 Τ 0, 0 5 ) Υ& + 00 7 5,, 1 +, 0 : 7(5, 1 + 7 0,( 5 )7 5 7 0 5 1 +, ( ) 00 00 7, 7 )7 5 7 0 1 +, ( 5 1 2. 8 0 : 5 0 () 7 0 7 1,, 7, 8 7 ) Υ )7 0 () Θ,Φ, ( % % & ) 7( 0) : 7, 5( 7, ( 5 7, 1 0 () & + :,, 00, % Β Χ ( 5, 00 0 ( 5, % = % Β + ( Χ 6 %, % )(6 % < > ) & %, % = % % % % % Α Β 2 % % % )(6 % < 6 % 5 0 ) )), 1 05,, )7 )7 8, % Β Χ 50, 7 0 7 1 05,, 7, 8 00 7 0, % 5 5 0,, % = % Ο + ( Π 0)7 00,, 7, 8 +, 7, ( 6 & : ) 7,, : 1! 5 0 ) 7(,,Φ5 : 7 ϑ,( 5 Κ& ϑ ) Υ 5 Κ& ϑ 0 ( 5 Κ ;, 7 7 ) 0 + 0 6 0 ) 7( 00 +!, 0 75 % 6% % )5Π 00 7 50 ) 7 0) : 7 5, (, 0 75 6% % )5Π 00 7 + 50 ) 7 0) : 7 5, ( (Γ :7, 7 & ) 00 00 7 50 ) 7 0) : 7,, (,,Φ 7+,, 5( 7 +, 7 7 ))7 0, 7, 8,, )7 )7 8 4

,. ( 5 ( 6 7 % %8, 0 75 %,% ) ) 7( 0) : 7,,, 00 05,, Γ 0,,Φ 0 0 1 +, 7,, )7 )7 8 5 + & 5 + 5 0 78 5 ( (Γ7,, 00 0,( +, 7,, 05 )7 )7 8 Θ 5.5, >5,, 005,,, 50, 0;,5 6 % Φ) ) )(6 % < > ) & % :) % %,% ) ) & )(6 % < 6 % 5 0 7 5 + ) Φ) ) 0 0 Π 0. :,, 7 )7 )7 8 % :) % Β.7 15 7 Χ + + 7,( 5 +, 7 Θ 5.5, Β Χ ( ) 7, %,% ),,% ) & >5 0 Θ 5 7 0 7 1,, ( 9 : 1 ) 7,. 7 7, 7 5 0 (,. )7 : ( () 7 5 71 & Θ :7 >5 ( 5,, : 00 7.7 7 5 ) 7, 7, 00 5 )7 )7 8 5,. 0 >5 +, 5, 00 5 )7 )7 8 5 0,. 0 () 5, 11 ) 7 ΓΓ 00 7 >5,, 5 0 ),,Φ50 5,. 0+,5)) 0 ) 7 ( 5 0 00 50., : 7 < 7 < = ) 7 7 : 7 70,, 0 00, 00 )7 )7 8 Η) % 6 % )5Π 00 7 50 ) 7 : 7,, 00 7 >5 0 : 1 7, 7 (, 7 + 1 5,, 5,. 0 :: + ( (Γ :7, 7 6 % =

), Η) % 6 % ) Α< Β7 6 % : 1,,, 00 ) 00 00 7, Γ 70., 0 75 )(6 % < 00 ) 00 ) 7Π 00 7 Γ 70., 5, 7 0 75 Θ Η) % 6 % 5 + & >5 0 +, Γ 0. 7 ) 7 (,,Φ 0)7 00 ) 7., 00 : 7 0 5 ) ) 8 : 1 Γ 0 05, 0 0: ( 5 )7 )7 8 6 % 5 % 5 Η) % 6 % > ) & %,% ) ) &5 % Η) % 6 % 6 % 5 % 5 Β.. Ω Χ 0 >5,, 0 0 7 +,, 7., Ω 0 >5 0 0 &, :: 7 1 7,Φ50,, Η) % 6 %,, )(6 % < 0 0,, :: 7 1 7 5 1 00 7 5 1 00 7 05::, )(6 % < &, 0 0 7 + Ω 0 0 00 7 ( 5 % 5 Β.. Ω Χ & 50 + Η) % 6 % & 0 >5, 0 0 7 + Ω 0&,, 7 + 00 7 ( 00 7,50,,Φ 7,,, 00 5 % 5 Β.. Ω Χ 7,,. 7 :7, 7, )7 )7 8 ( 7 0 (, 50 ( +, )7 )7 8 Η) % > ( ; : 5 0 ( 0( Θ 0 (, >5,, 50 ) 7,, 00 & ( 7 + 0 5 + 5 5 : 7 : 7 ( 0 () ) 7 ΓΓ 00 7 Ν %( ) &+ ) Θ, % ) &Φ Θ, #6

,. 5 0 0 () : 7( ϑ 50 )) ; 7 Κ ϑ )) ; 7 Κ 0, 0 00 ) 70 50 ) Υ ),, )7 )7 8 % ) 7 ΓΓ + 00 7 >5,, 5.5., 7 7, 7 + 5 : :: 7 5( & 57, ) 7 5 : 1,, 5,. 5 0 ( 7 0, 5 )5 () 7! 5 005 1 ( 5 Β 005() Χ. : >5 0 5 ( 0 :: 7 & Θ ΓΓ 7 : 7 70 :: 7 + 5 0, 7 50, % ) 7 5.5., 7 5, 00 Θ, 0 00 5.5., 7,, 0 75 Η) % 6 % Τ >5 0 ) 7 7)7 7,, 00 ( + 5 Θ 5 >5 05::, 00 : 7 5,. (! 5,,! 5,,, )7 )7 8 % )5Π 00 7 50 ) 7 5.5., 7. 0 Ν 5, 00 5 + 5 & 5 )7 )7 8 5, 00 & & : ( 0 7 7 7 (Γ., 7. ( ( + 5,,2 )) 0 Θ )7 0, 0 75 ) 7 : 7, 05.5., 1 0), 7 5 + 5 0 () Ν < % Θ+ % < % 2 ΙΙ Θ Θ % ) & Θ+ % < % < % 6 Θ % Θ ) ) & Θ+ % ) &2 ΙΙ Θ Θ % < % 5 0 Θ 5 ( ) 7 00 7 7 >5 0 7 +, 7 0 (5 5 ( 0 7, 7 & ( 0 0 )57 5, 7 ( 0( ) Υ + ) 7, : 1,, 0 00 Ν 8 ( % 5 6 #

), < % %( ) & Θ+ % < % %( ) &2 ΙΙ Θ Θ % < % %( ) &6 Θ % Θ ) < % %( ) &5 % 8 ( ( 0 0 5, 00! 0., 0 ( () 0., + 5 0 ( (Γ7 >5,,, 00! : 7 0 ( 11 ) 7 ( ), 7, 0 0 5, 00 50., ) 7 7 Γ 0 0 ( & ) 00 00 7 + 0 (., ) 7 7,. & & 5 0 7 0 7 7, 00 0 ) Υ + 1 0 75 7 5, 11,, 0 7 ). Β0 5 0 >5 0 7 05)) 7 0,! 5,,Χ (!, 0.5 0 () ( 0 7,Φ50, 0 75 4 Ν 6 % ) ) < % 5 6 6 % %( ) &: ) 6 % %( ) &2 : ) ) < 6 %, 00 ) Β 75 Χ,5, 0 0,,, 00 : ) Β 75, Χ,,, 00 2 : ) Β 75, Χ (, 0.5 0 () ( 0 7,Φ50, 0 75 70 : Ν 6 % Χ Χ < % 5 6 6 % %( ) &Χ > ) & % 6 #

,. %,% ) ) &Χ < 6 % 0 751 :: 5,,Φ 0 () 0 Γ, 0, Χ Χ Β; Χ Θ,Φ 70 1,,, 00 Χ Β; Χ,Φ 0 (,, 0 0, 7 Γ Π 0. : 0 >5, 0 Θ Γ Θ 5 + &,, 7 Θ 00 7 ( 5 0 1,,, 00 Χ Χ Β; Χ ( ( 1, 0 75 4 0, 1 5., + 5, ( 7 00 )) 7. 5 7, 00 6 % 6 ) %( 5 6 % 2 6 ) %( 5 < ) &6 ) %( 5 6 %, 00,, 2 6 ) %( 5 Β 0 (( 0 Γ, Χ,5 7 05 ( (Γ7 5., + 5 )) 7.,,Φ 0 0,, 6 ) %( 5 Β 0 (( 0 Γ, Χ Φ, 7,(,Φ 0 ( :: 7 1 7,, 00 5,, 00 6 ) %( 5 (! : 7 0 ( 11 ) 7 0) : 7 5, 00 (,Φ 5( 7 1 7 05 ( (Γ7 5 0 0 (, 0 75 4 7 >5 0 : 1 0) : (), (,Φ 0 0,,, 00 ( 005, 7 + 5 ) 00 00 7 7 ( )) 7,,, 00 6 % 6 < % 5 6 5 %( ) &3) % 5 %( ) & % #

), 5 %( ) & % 5 %( ) & % 5 %( ) &< % % 5 %( ) & % < 6 % >5 0 )5 & 005, 7 + 5 )5Π 00 7 5 +, 6 ) Ρ,, 00 Θ 0 : (,Φ 5( 7 1 5 0 0 75 Θ )7 0! ( ( 0. 5 1 5 0 (, 00 )5Π 00 7 0)7 00 50, 0 75 Ε Χ 00. 7 0 5 + 5 Θ ( (Γ7 5, 00 )5Π 00 7 () 7 ( 5 0 1 5 Φ, 7 0) :, 00 Ν 6 % ) ( )(6 % < ) &, Ε Χ ) & ) % % Ε Χ ) & ) % Ε Χ ) &8 Ε Χ ) &8 6 % 7 >5 0 0 0 :: 7(,2 5 ( Γ, Θ 0. 5 5 >5 0, 7, 00 :: 7( & 0 () &,,,2 5 77 0 0. 5 7 7 50 7 00 7 7 5 0 (, 00 Θ (5 5 ( 0. 5 & + 00 7 7 5 00 71 Α,Ν 0]! ) 7. )), 00 5 0 0 75 Θ )7 0! ##

), (,. ), Θ ( 70 7 ( ( 5 + () )), 1 ) 7, >5 0 1,, 0 1 Ρ 0 0 5 : 1 5 + 70,( 7 0 5 ) 7 >5 0 () & 5 Γ5 ))7 00 ( 1 Θ 0 05.. 7 Θ, 0.5 Ν 4, ; <Ε 6 =& ) 7 5,2 Γ + :, 0 78 0 7 77, 00 : 7 0 1 7, 1 0 7 5,. () 77, & ( ) 5 0 :: 7 Θ,2 Β ))7 (,. Χ& + 0 )7 05)) >5 0 7 5 + 7, 1 &, 0 ) ( : 7, : 1,,2,. 0 00 )7 00 ( ) 7.7 : + 77 0 7, 5 )7. 0 0 &, : ( 0 7 7, 0,,2 7, (),,2,.? ) )5, ), )7. )7 0 >5 0 ) 7.7 : + () ( 0 7 < Ε6 = < 6 = #

), 6 ( 7 ) 7 0 7 77 : 7( 1 7 Θ (), ( 7 5,. 7 (.7, 11 7 5 7 0 Α Γ 5, 11 7, : 7( 1 5,, 05 ). 5 : 7( 1 0 (, 0,,,, 0 00 ) 0 1. ). & Θ :, 0 7 7,, 11 5 0) :,. 7 ( & 0, (, 0 1 5 >5, 7( 0 Α ΓΤ ) 7 Π 00 + 00 7. +, (Γ, 0.. 5 0 )7. 0 Θ 7 00 0 ), (, 0 & >5 0 78 ) 00 Γ, 0 7 77 : 7( 1 5 7Γ 7 7 0 Α Γ 7 7 + 7 : 7( 1 7, + >5 8& 0 Θ 0, 5, 11 7, Γ ( 7 7 7.,, )7 Γ, ( ) 78 00 7 0 ) 7 5 >5 0 Ν 5 ) 7, 7 7 0 7, + &,,2, 7, ) ), (,,2,. 50 >5 0 0 +., : 7(5, 7 >5 7? 0) : )7 0 Τ 00 0 7 0 7,, 0 1 (, 7 + 7 () 7 (, 7 0 1, 00 0 1 7, 1 0 (),2 0 1 ϑ Κ& )5Π 00 7 50,, >5 7? ϑ 0 ΚΤ, 8& 7 1 & )5Π 00 7 0 7 5( 7 + 5 00 + ( )5Π 00 7 50,,2 77. 1 ϑθ 7 1 Κ ) 7 0 )7 7 5, ) 70 7 1, ( 005( ( )5 5,. ) 71,( ) ), ( +. 50,, 0 1 ) 7 77. 7., & Θ 00 7 0, 5 ) 7 1 7, 7 7 ( ) 7, (.. 7 ) 7,, )5ΓΓ, 1 0 : & >5 0 )7. Θ 0 )7 0,.5., 0 (, )7 Γ, ( ::7 0 0 7 0, 0,51 ) 7,,.5 7 ΓΓ 00,5 ( 00 7 5 0 0 7 + 0 0 0 +, 00 7, (,, 5 2, 7,.5 #3

), (,. 7. 7, 1 : 7 5, 00,,2,. & Γ 0. : 7 5 : 7(5, 1 0),,.5.. 57, & >5 7 7 ) 7 5 0 + 0 0: 7 5 7 7 Ν 7 0 Ν, :7 0 + 00 7 (Γ.5 0 () 0 7, 7, 1 Α Β Χ&, ) 7 ϑ<) 70 = Α 0 Γ 7 <?=Κ Θ (Γ.5 & ) 7 Ρ, ) 0 ϑ<?=κ )5Π ) 7 5, 1 ( Ν, ) 7 + )7 0 70 5, 5( 7 77 1 : 7(5, 1 + 00 7 : 00 7+ (,, 00 0,,.,,.5.. 57, 0 () & +, ) ), 7, 7, 1 Α Β Χ 0 ) 00 50 7 ) 7 ϑ< (= ),? 7 <),? 7=Κ&ϑ<),? 7=Β< (=ΧΚ& ϑ<),? 7= 0. : 7 < (=Κ& ϑ< (= 05Γ0 5 <),? 7= : 7 <),? 7=Κ : / < +, 0,,2 0 (,, 7, 1 & 0 7 50 ) 7 7 7, 77. 1 05., 7. ) 7 ϑ<, 00 = 0)7 00 <, 00 =Κ& +. : 7(5, 5 >5 7?Ν ϑ<, 00 = 0)7 00 Κ ϑ 0)7 00 <, 00 =Κ >5 0 ( ) 7 00 7 50 0 1 7 +,, )7 >5 7? ( )7 Γ, ( 77, Θ,2 : 1 7(, 0 25 +.. 0 & Θ >5,, 0 ) 7, ) 0 1 5), 0 0+.. Θ., 00 7 5 :: 7 ) 7,2 : 1 & ) 7, 7 ) 7 >5 7( 5 : 7( Γ 7( & (, :,(& 7 05, ) Υ, Γ 7 0 7 7 7,, :5 1 >5 0 0 ) & 0 7 5, 11 7, (),,2, Γ 7 1 0 0,,.5.. 57, &,,2,,,2 ) + 7 0 7 5 7( & + 778 0.5 5 7,, ) 7 + 7 : 7 0 Θ + 7 ( 5 2 0 1,,, 00.. 5 0 7,, 0 78 0 ()7,250, ( 7 7 7 7( + 778 >5, 5( 7 7 05, 0 78 05) 7 7 5 0., 0Ξ : &, ) 00 Γ, :,0 #

), 0 1 5 :5 1 & 0 7 7.,, : 0 7,, 0 () 0, >5 7? ϑ 0 Κ 7 05,, 8, Θ ϑ 7 1 Κ& ( 7 )7 + 0, 5( 7 7 05, 5, >5 7? ϑ 0 7 1 Κ. Θ +,5 7 7 5,. 7 (.7 50 7, )7 )7 5 )5 ( )5 7 Π& >5 5 0 1 5, 00 + : & >5 0 )5Π 00 7 50 ) 7 7 + 7 0 1, 7, 00 %0,, )0 5 &,2 0 ( 5, 0 1 7 0 0 50 ) 7 : 7(5, 7 5 77. 1 0 ) 7 57,.5. & ) Η Θ, 7, 1 Η 0 ( & ) Η Β &]Χ 5 7, 1 Γ 7 7, 0 1 ]& 2 Θ,2,. ) 7 1 22 >5,, 7 0 5 :,. 7 ( 2,. 7 ( 7( >5 +. ) Υ 7 + 5 + 0 1 2 7 7 + 7, 0 1 & Θ 00 7 0, 1 7,, :7 0 0)7 ( 5 7, 1 7,, 00 Β7. Χ 5 0 0, 1 0 78 ( 5, 7 00,+ 7 >5 0 () 0 0, 11, 0)7 00 ) Υ 7 77 7 7 05,,, 7 7 :: 5 05., 77. 1, )) Β:,(& 7 Χ Β:,(& 7. 0 Χ 0Ξ 0 0 0, 0.5 ) 7 Ν Β 7 7Χ 20 Β + Χ #4

), (,. 7 7Ν Β 7 7Χ Β + Χ 0 77. Β 7Χ Β&Β 7Χ Β 7ΧΧ Β + Χ 0 77. Β 7Χ Β&Β 7Χ Β 7ΧΧ 7 Γ? Β 7 7Χ 5 0 ) 7 0 5, 11 ) 7, >5 7? Β7. 3Χ Γ7 + 7 005 : 7 ) 7. 7 05, & +. 0 7, 0 1,,2,. Β7. Χ 3 % =, 0 0 ) Α 7 0 Θ 5, ) 7, 0 (Γ, ) 00 )7 0 70,,2 7 5 2 0 1 5 0, 0 ) 7( 7 ( 7, )7 0 0 7,, 00 ϑ 7 Κ ϑ. 0 Κ. ( ) 70 & +, 0 00, 0 5 0, 5 0 7 ) 7, () (,,2 7 5 ( ) 70 & ( 0) 00 0 )7 0,,2 7 5 ). Α Γ 7.5 7, ( Β 0 () ; & Γ.7 : & )7 ( Χ 2 ) Υ ::, (), 7 5, ) 7, :,(& ) 7 ΓΓ 7 7 5, ) 7, 5 0, 0 0 0 75 ( 5,( & ) + 7 0.5,2,. 7 ( 0 1 00, 11, :,0 0 1 4 <.,,,2,. 7 ( & 5 0 1,,2 0 ( Θ 50 5 77. 1 Β7. 3Χ 00 Θ, (Γ 1, 77 0) :7 0 7 7, 0 0 5 & 0 0.5, 0.5 >5 7?Ν 7 7 ϑα Χ( Κ ϑ Α ΧΚ ϑα, Χ Κ ;. )7 0 0 7 1 )7 ( 66 7 05, 7 0 5, ( 7 5,, 7. +., 11 7 05, 5 0.5 ) 7 & 0,, >5 7? Θ 0 0.5, ) 00 )7 Α Χ( Β + Χ Β + Χ Α Χ 7 7Ν Β 7 7Χ Α, Χ Β 7Χ Β& Β 7Χ Β 7ΧΧ #

), Α, Χ Β 7Χ Β& Β 7Χ Β 7ΧΧ 7 Γ? Β 7 7Χ )7 Γ, ( Θ : 7, 0 1 () 0 ) Υ ) 7, >5 0 0 0 5. 7 Ν, :,( ( ) 70 Τ +. 5, 11 + 70 ) 7,2 0 7 1 7,(, (,, ) 70 Θ () 0 5 7 ) 7, & 1, ( 50, () 7 5 7( 7 0) >5 0 7., & 0 0 ) Α 7 0& + 00 7 0 1, 7 0 ( 5, 5 :,( Θ ) Υ ::, & ) 7, 0.5 7. Ν,,5. 11 Θ (, + 7 Γ,, ) 7, 0 ()7 1 5 ( 50, 5, )5Π 7 )5.. 57 )7 ( 0,51 Θ 0 Θ : 7 0,, () 7 ) 5 0 0) +78 00 7 (., 7 ) + 7 0, 1 5 0 7 & Θ 00 7 5 7,, ) 7 + 7 : 7 0 ) 00 00 7 )7 ( 00 0 1 + 7 )7 )7 + 7 : + :: 5 5, 11, 0.5 >5 7? 0, Ν ϑ ( + < + =Κ ϑ< 7= ),?0Κ ϑ< 7 7= 7 Κ + 778 ( 0 1 0, >5 7? 7,, +78 5 5( 7 05:: 7 05, Β >5 0 0 &, 0., Θ 6Χ 25, ( ) 00,,2,. 7 ( 0 0,,2.. 7 (,,2,.,,2 0 ( ( )7 ( 00 7+ 1 : Θ 5 0 :: 5 & 0. 5 77 (, 7( (). () (, + 7 Γ, & ) 1, 7,, 7, )7 ( 0) 7 ( Θ 0, ( 5 0, & ( Γ 0 5 & 7. 0 5 00 + ( 0 0 )5 0 ( ) Υ 0 0 & 6

), (,. ), 0 ( 7. 0 ( 7 00 0 ) 7 Θ 0,2 5 )5 0 Θ ( 0 7 7, + ( ),,2 )5 ++ 7 & >5 0 Θ 50 ( )5 5 0 0 (,,2 5 )5 5 )7 0) 7 ( & 7 05, 0 )) 70 (, 0 (, ), :: 7 1 ) 00 00 7 7 Γ5, (Γ ( 5, 5 ). Α Γ, ( 7 Η.., 0 7 + Γ 666 0 1,,, 00 ϑ 7 Κ& 66 ϑ. 0 Κ 6666 ϑ,(κ, 5( 7 7 0 7, >5 0 Θ 0 7 )7 ( 66 7 05, 1 Ρ 66 ( ) )7 0 7, + 0, 7 )) 7 7, 5( 7 0 1 7 + 7 5 + 7 + 0, 5( 7 0 1 7 + 5 0 Θ, 11, )7 0,,2,. 7 ( 0 0 5, 11 5, Γ 0, 0 7,, ( 5,( 7 0 >5 1 66 0 1 ) 7., 00,50 Θ, 4,, 0 1 Θ 77 5 0 7, + >5 7. 7 77 7 Ν :: 7 + 70,, 0 00 0 1 & 0 () ϑ 7 )7 Κ ϑ )7 ΚΤ (5 77 7 7.7 : Τ :: 7, ) 7, 0 00 :,(& 0 () +5,, 7 51 7 (Γ,,2 7 5 ). # :,0 0 1 _ ( 0 50 Α 7 0 ( +, & ( 0 ) 70.. & 7 0, 11, )7 0,, 7, 1 & )7 5 0 ( 66 :,( 7, + 7 7. 0 0 0 )7 0 :,0 0 1 &, )7 0,, 7, 1 7 :,( 7. 0 Θ 7,24 & ( 7 7 :,( 7 0: 7, 6 ( ) >? )7 0 00,5 0, 7 )) 7 7, 5( 7 0 1 7 + 7 5 + 7 + 0, 5( 7 5, 0 1 0 0 )ΝςςΑΑΑ ( Γ (ς

), 0 7 + 7 0 ( ) 7, 11 7 >5 0 : 7 0 7 5 5 + 7 )7 ), )7 ( (,, (,, 66#& + 0. 7,,, )7 0 Ν. 7 7 0 00,5., 7 7 3., 7 7., 7 7. 0 4., 7 :,( 4, ) 5, 00 : (., 7 6 :,( 0 ()7 &,2,. 7 ( 7 +,24 >5 0 ( : 0 0 5( 1 0 )5Π 7 + 7 < Ε 6 = ( ), )7. 7 >5 Η ( 7 (), ( 7 5 0 0 ( 7 7 0 7..,! Γ : 7( 1 7.5 7 7 0 & Γ 0 0 05,, 0 7 1, ( 5,. & ) 7 ) ( ( 7 11 7, 0 1 >5 0 7 7 5 ( (,, Γ.7 :., 7 0 )7 ( ) 7 >5 0 )7. 0 0,, 0+,5)) 7 5,. ) 7, ( ) 7 ) Φ 0 00 7 5 0, 1, ) 7,Φ 0 7 1,, : 7( 1, + ) ), 7 5 ( (,Φ,., 0 1 0 7 5(, : 7( 1 0 ( ( 7 11 5 Ε Β# & 5 0), Γ 0 ) 7,. 0,, 0 1 Χ, 11 ) 7, ( 7 5),,, 0 ) 7 & 0 0 0+,5)) 0 75( ) 7, 0 751 Γ7 77 + & 7 + 70,Φ 77. 1,, Ε & ) 00 + 5 7 : 7, + ) 7.7 : 0 5, ) 7. 7 7 5 0) : Γ.7 :. 7 1 5 ( Γ.7 : Θ + 0 5 7 7 00 )7 ( 7.5 7,Φ 00 (Γ, ( Γ.7 : ) 7 : 7( 1 0) 70 0 7 Γ5 05,! ΓΤ >5 0 0. : 7 0 75 7 (Γ 7 0

), (,. )7 + + 7 : 7.5 7 + 70 0) 5 7 0 7 ( &, )7. ( 7 : 7 7 Γ.7 : 5 05., 7 00 7 0 ) 7,, 7 ( :.57 + ( 0 7,Φ 7 57 00 00 7 : 7 7 + )7 ( 7.5 7,Φ 0 7 1,, 0 1 50 ) 7, 7 0 75( & ) 7 7 5(! Γ ) 00 00 7 0, 1 ( 5,( ))57 5 5 ( ( 50 ))7 )7 ( 7 7 7 : 7( 1 0 ) 00, 0 7+ 7 0),Φ,. 0 7 + Θ,. 0,, : 7( 1 00 0 ( ( 7 11, 0 7+ 7,,Φ,. 0, 5 Ε )5Π 00 7 77. Φ5, ( 7 Θ,. 7 1 Γ7, 0 7+ 7 7, )7, 7 0., 5 7 + 70 5 0 (), 7:! Γ 7 0,Φ 7 0 5 0 +5,, Γ.7 : &, 0, 5 + 00 7 )7 0 Β 7,. & 7 005 & Χ ( ) 7, 7 7 00,,Φ5 & 0 () 0, Γ7 + 7.5 7 7 :

), 5 7 ), 0 7+ 7 50 (,, )7 0 Γ, ) 7 7 7 >5 0 0 7 1 ) 7 7,, Ε ( ( %Α ( Θ. 8 0 &, ( 7.5 7 7 0 ) 7 Φ 7 (.. 7 ) 7,,Φ,. Θ 0 0 75 )7 0)5, ) 5, : 7, Β Χ 5 0,. Θ 0 0+,5)), ς 5( 7 7 5) ) 7 7 ))7 0 7, (,, 5, 57. 7, Φ 0 0 75 ) 7 7 5 7 5 Φ5 : (. 5, : 7( 1 05, ) 7 ( 5, 57, (50 Φ,., Θ )7. ) 7 7 ))7 0 7, ) 7 &,, 7 )7 51 & )7 )7 7 &,, 1 & 7 7 7 7 Γ 0. >5 0 )7. Θ 0 ) ( : 77, 00 7, 1 ) 7 7 ))7 0 7 5 + 7 8 : 7( 1,.., 7 0 &,, 7 : 7( 1 ) 70, &, 7,. ( : (, 7 & 7 )) 7, 7 7 0 &.,,, 7, + 7 & 5 0 5 +,. ) 7( )57 7 ) 7.7 : :7 0 00 (., )7 + 1 & ) 7 ) 00 7 05 00 + ( 7. 11 (. >5 0, 8,,Φ : 7( 1 05,! Γ 0 )7 0 0 : 7(,.5.. 57, ))7 ) 7 7,, 0 1 5 >5 0 5( Θ 7 05,,Φ : 7( Ω 7 & 7 5 5 5( 5 0 75 57 Γ,, 7 5. :7 (( )5Π 00 7 0 7 0 : 7( 7 0) 0 5 77. 1, 0 0 ( 05 (,, )7 : 7., 0 7 1 Γ 0 05 ) 7 ) 7 : 7 7 8,,Φ 7 5 0 5( 05,! Γ 5 + Γ, 7 0 1, ( & 0 75 57 0, () 0 1 :: 7 ) 7 )7 0 7 ))7 00 ( (, 0 00 5 & 7 (, ::, ) 7 >5,0 0 )7 7 5, + 7 1 0 () & 0 0 0) 5 0 (., 1, 5 7 5 Γ.7 : &, 0)7 00 50,, 5 : ) 00 + 7 7 0. : + (, 7 00 7+ 1 () 7 Θ 0 0 ( 7 1, )Νςς 0 : 7.7ς Ω (, #

), (,. (,, 0 1, ( & 00 7 ) 7 7 0 7, 7, 1 7, 8 0 7 5 0 00 7+ 1 0., 7 ( 0 75(.5 ) 7,Φ : 1 8,,, 7 7, 1,,Φ 7 :7 (( 0 &, Γ 0, 00,. 7, )57) 0! 7, 7 0 7 8, 7 + 5, 11 5 0) 0 5 ( 7( ) 7 5( 7, ) 7 0, 11 )7 7 ) 7 77 ( 0 0:, 1 ( 2 ),,Φ5 :, 0 )7 0 5 7 0), + 7: Α Γ 5 ) 7 () 0 7 ) 7 ( 7 7 7 5 + 7 0, Γ.7 : 5 7 0 & )7 ( 0 7,,Φ 7,, Ε 0 + 7 + 5,, 7.5 7 &, 7 7 + 0 0,! Γ 5, 11 (5 ( 7 7 7 α 00 7 :, 7 7 5( 77, + 7 05, 5 α 0 )7 0 0 7 1,Φ,, ϑ7 7 ) 7 0 () Κ 50 5( 5 0 Γ, ( (,, ) 7, +, 1 5 ).,, 0) : (,, 0 5, 0! Γ 50 5( & : 7 0 Γ7 + 0 7 1 ) 7. 7 0 ; ( 057 5.7 0 (, 7 8 7, 0 7 1,, ). Γ,. 7?, 7 05,, ( 7 7 7 Τ + 77 0, 1 0, >5,, +, 7 0 )7 5 7 0., 0+.. >5 0 ( :, 7.. Θ + & >5 Θ 0 ()7 ) 00 Γ,,, 11 7 5 Γ5 5( :5. 0 () ) 00 Γ, (., 7 ( Θ 0) 7 7( 5, 11 ) 7, 77. 1 ) 7 (., 7 7, 7 7 & ( >5 0 )5Π, ( 7, : 0 :, 7.. Φ, 7 0 7 7 )7 0 Θ 0 75 7 5 ( 057 0 (, 7 8 5, 11 5 0 ( 7( : 7,Φ,. ) Θ 0 0.5, 0, 1 &. 5( + + 0 ) 7.7 : &, 7 +, 0 7 + 0 :7 0. ) 7.7 : +, 11 0 ( 0 ( ( ) 7 : 7, ( 7, + 0 7 77 )ΝςςΑ 7 )7 5ς )Νςς. 5Ης )ΝςςΑΑΑ Γ Γ, 7.ςΑ(ς) ς

), ; 5, 11,Φ )), 70 7 ) 7,Φ, 0 0 &, 0 ) 7..75)) 7 ) 7, 77,.7 ((,( ) Ρ,Φ 0 ( 0 ( & 5! 7,, 11, () )7 ), 5 :7 0 Β0.. & + 7Γ & (), ( Χ : (,, 8 7, )7 Γ, ( Θ 0 7 77, 7, 1 Γ 7 7 )) 8 >5 0 ( ( 0 78 00 7 + 7 0 7 1, 0 1,, 0 (,, 0) : ( Τ 00 0 78 7 +,,Φ,. 50 ) 7 7 >5, 7, 1 0 7 0 0 0) + 7 7 5 8 >5 0 : 0 & + 77., 0 7+ 7,Φ,. & ) 7 7 >5 0 0 1, 7 +. 5, 11 0 75, 00, & () 7! 7 & ) 7 0 )) 7 7,, + 7 1,.5 0 7, 7, 1 )7 0,,Φ,. >5,,, 0 Β 0 () 0 ( Χ :.57 ( 0 7, 7 05,,,Φ 0 7 1 05,, :7 0 Ε Φ,? Γ 8/Β 8Η2ΗΒ Β Ι ϑ+, 0 75( 7, + ϑφ,? Κ Θ 5 ( ) 70 & ϑγ 8/Β 8Η2ΗΚ Θ 5 & ϑ ϑ ΕΙ Κ 0,5. Φ, 0,, 7, 1 + 1, + 7Γ ϑ Κ Θ 77,, 7, 1 Κ Κ ϑ Κ )Νςς,) 0?5 5ς ))ς 3

), (,. (! ( 3 ) Α ), 7,Φ,. 5.7 >5 8 >5, 8 0 1 Θ 5 )7 ), ) 00 + 70, : 7 57 5 0 7+ 1 + 0,, 0 1 0 0 ))7 11 Γ,, ) ), ( ( 5, Θ 0 7 ( (, Γ 7 0 0 0 7( (), 5 ))7 0 ( 5 ( 0 0 0 5 & 7 + 70,Φ 1 5(, 0 5 + ( ( 7 11 1,, 00 71,,Φ,. >5 0 )7. 0 Θ ::7, ) 00 Γ, 8 (5 + 70 + 70 5 ))7 (), ( 5 ( ) ), (, : 7( 1 7 +,! Γ 7. 5( & + 7 5 :, % 0 (, >5,, :.57 #

),.!. Α 7 5 + 0 (), >5 0 )7. 0 + <!63=. : 0 5,. ( 5 0 (, 00 &. 7 7 ( 7 7, 1 0, 00 & 5 0 )7 0 7, 1. 7 7, ) Ν Ω ] )5Π ) 7, 7 0 1 1 7, 1 5 5( & >5 5, 00 ] 5 Φ,. ) 71,( ) ), 5 0 ( 0 1 ] 5 7, 1 Ν Ω ] & Θ ) 00 Γ, 7( 7, 5( 0 00 ) 7 5 Φ 0 1 5 Φ 0 1 ] ] Θ + 7 : Β &]Χ, 7 0 :: 7( Ν Θ 5 7, 1 5 5,,Φ 0 1 77 0) (5, ), +, 7 ] 4

), (,. 5.,, ( ] >5 0 ( & 0 +7 0 7 77 5 + 0 1,,, 00 0) 0 1 5 ) 7, 7 0 ( >5 0, ( 5 5( 5( )5Π 7 ) Υ 0 1,, 7, 1 0 () ) 7 >5 0 () & Θ,Φ 0 7 1,, 0 1,, 7, 1 ϑ Κ 7,, 00 ϑ! Κ,, 00 Ε ϑ.. ),,, ) 7,Φ 0 7 1,, : 7( 1 ) 00 00 7 5, 11 ) 7, ) ), (,. 5 + (, >5 0 ( :,, 005 1 05,, 0 75 57, 0 Τ, 5 0 ) Υ ) 7: 7( 05, 0, Γ 7 & ( 7, 7, 0 05, 0 0 75 57, 7 5.7 5( 7 >5 0 0.7 7, (., 0,, () ) 7 5 0 0 0+,5)) &, ) 7: 7( + 7. 0 ( (Γ ( ( 5, 11 5 >5, : 7( ))7 ( 05) 7+ 0 00 5 + 0 5( 7 0 () 5 () 7 7 ) 7 ) 7,Φ 0 7 1 5 + 0 1 & ( >5 0 Θ 5, ( ) 7,Φ50 05, 7. 0, 7 05 ( + 0 Θ +,5 7 7 5 (.7 7 05, 7 ),, 0 75 57, 0, ( )), 1 & 7 5 ), 5( 7 0 () 50 7 ( Γ 0 ) 7 1 0 (. 7 ) 7,Φ 0 7 1 & 0 ) 7 )7 0 & (,, 0 00 () 0, ) 00 Γ, 8 7 : 7( 1 ) Υ 0 7. )7 ), ( + 1 7 >5 0 ( Θ, 7 1 : 7( 1 )7 0 05,! Γ 0 ( 0 Θ.7 (Γ 7, : 7. & 0 () 0, ) 7 )7 0 7 0 7 77, 0 1,, 7, 1 Ν Ω ], ( )7 )5 5 0., 0 1 5, 0 1 ] &, 7 Θ 00 7 5 ), 0 ( 0 1 ) 7 5 Θ, 7, 1 Θ 0 0:, ( 5, 11. 7 ) 7 : 7, 0 1 ] 5 5( ( 7 7, ( ) 7 0 0: 7, 7, 1.

), 5( + 00 5 +, 7 >5 5 7, 1 Θ 77 ( 7 ))7 0 00 5 00 + ( 5 0 78 5 )5.. Γ 0 05,, ). 5 () & ) 7 ) 0, 7 5, 00 : 5 0 7 0 7 )7 ( & 0 7.. 5,,Φ 0 (,, 0 1 ) 7 5 0 7 + 7 :, 7, 1 >5 0 )5 0 7 ) 7 )7 ) & 7 5 7 1., ( 0 () 7 ) 00 & ( 0 7 :.57 2 6 7 )7 ( 0 0 + 7 + 7 0, 1 7 5 7 >5 8 5( 7.5 7,Φ 0 1 Τ ) 7 : 7 >5 0 0 )5Π 5, 11 7 5 ( 7 7 7 50 ( 0 7. ) 7,Φ 77. 1, (,,Φ 0 1 0 00, 0 ) 00 0 7 : 7, 0 1,,, 00 ] 5( 0, 1 7 7 Θ 0 :: 7( )7 1 0 5, 0 1 7 0 7 77 >5 0 : 7( 1 0 5, 11 78 5 7 0 7 8.7 : 7 :: 7 ) 8 ( ( ) 70 & 36

), (,. &,5. &. 0 7. 0 7 0 78 :7, 0 1,,Φ,. & 0 ΦΘ 77 0) 1 0 78 0 7 7, 71 ) 00 & 0 )7 5 5, 00 : Γ 0 05,,Φ :: Γ, 8,, ). 5 0 0 7 >5 0 0 ) 0 0 : 5, )7 ( Θ Β Χ 7 ))7 0, )7 Γ Γ, 8, 7, 1 +,. ) 7 5 5 >5, 5( % + Θ, 5( 7 0 1 ] 7 +, 5( )7 0,,Φ 0 (,, 0 1 ) 7 5, 7, 1 Θ + 7 : & ( 7 ; Θ, 5( 7, 0 1 ] :, 0 & ( & 7 ))7 0 ) 7. 0 1 &, 0 (( 5( 5 () 7 + 0, 5( 7, 5( + ] Ι,, : >5 0,, & 0 5, 7 5 ) 7 7 7 5 + 0 1 7, 1.. 5. )7 (,,Φ 0 (,, 0 1 +, 5 0 )7 57 0 78 7 + 77,, 5 + 0 7, 5 + 0 ( Γ 0, 5( 7 7 1 Θ 5 ) 7 ( 7,,Φ )), 1. (! >5 0 ) 7.7 : + 778 0 7 5 0) 7 (, (,,Φ 7,, 5, 57 ) 7, 7 0 78 ) ), 7, 7, 1,.., 0,., 7 0 Θ 0 50 ( Γ 0 ) 7 1 5 7,,. ) 71,( ) ), & ( Γ 0Ξ 5 0 57 Β 0 ( ) 7, Χ 0), 11, (),,Φ 7 ) 7, 7 0 Θ 0,,Φ 7 7 57 0 5750 & 7 666 7( 0 7 +, 00 :,Φ 7,Φ 7 57 Τ )ΝςςΑΑΑ.? 5ς7 0 7 ς 5. 7 0 7 ς+ Γ5, 7 0ς ς 3

),,Φ 0 : 7 0 ( 0 & 5, 7 666 ( 7 0 ( Θ. 8 0 &, 7, 1 7, 5, 00 0 +5, ) ), 7 Θ >5,,,. 5 0, 7 0 05 7 ))7 0 Τ, 7, 1 Θ : ( (, (,. ( Α ( Γ 0 ) 7 1 Θ 0 0, 5 77 7 0 05 5 )), 7, ( 7 ( ) 7 7,Φ,. 7 ( Θ 00 7 7 7 5 ), 0 ( ( 7 0 00, 0,, )7 ( ) 00 0 0, 0, 1 7 5 >5 8 7, + 5(,! Γ& ) 7 : 7 Π 0 Θ 0.5 5 7 7 7 (., & 5, 11 ( 0 7. 77. 1, (,, 0,, 7 ) 7, 77, Β 0 () ϑ 0( 0 ΚΧ& 05 00 + ( 0 0 )7, +, ). )5 )7 ( 666 7 05,, 0 ) 00 & )7 +. 5 >5 0 5( 0, 11,, 7 7 ( ) 70 7 >5 0 0 ) Θ 0 5, 11 Ε <! 6#=& 5 7 0 7 ( Τ >5 0 ( 0 7 :7 >5,, 5,,Φ,,, 5 0 ) 00 Θ )7 Γ, ( >5,, 0 5 7( 5( 7 7?&, 7 5 ( )5Π )) 7 7 + 70 : 7( Β 0 () ϑ+. Κ& ϑ; +. Κ& ϑ; +. ΚΧ 7 ++ 7 >5 0 )7 Γ, ( 0 Θ 0 0 7 7 5, 0 7. (Γ ) 7: ( & 0Ξ )57 >5,, 77 0) 1 (5, ), 5 0 ( 00 ) 7 0, 1 Θ 5, ( 1 & ) 7 Ρ 0 )7 05(,Φ () 11,,Φ )5 0 7 0 7 + 7,( 5 (,, : 7( 0 7 5 00 + ( + 77,,.,. 7 5, 00 : Τ, )7 ( 0 78.. 5,,Φ 0 (,, 0 1 ) 7 5, 7, 1 Θ +, 5 0 )7 00 + 7 ) 7 #6 +,. ( Φ5 ( 11 0) Γ, ) 7 0 ( 7 7 05, 5 & Θ 7,, 7 ( 5,(, 77 11. 7, 1 0 7 & >5 5 5 5( 0 5) 78 + 7 : 7 ) 7. 7 0 : & 0 7,( Θ )) 7 5,, 77 5, 0 0 (, 00 ), 0 0 ( 0 05 00 + & 0 Θ,, 5 )7 0 7,Φ4 )ΝςςΑΑΑ.? 5ς7 0 7 ς 5. 7 0 7 ς+ Γ5, 7 0ς5, ς 3

), (,. ) 7, 7 0 7 ) 7 7 05,,,Φ 0) 7 ( 05,, 0, ϑ 5, Η Κ Β 5 +.. + 8Χ,,Φ 0 ( 1, 0 0 0 7 7 7 0 Βϑ ΩΚ& ϑ 7. 7 01Κ ϑ 7 0 ΚΧ Γ,, 0 7 ) 7 3 7 0, )5.. ) Υ, & 0 7,, #6 7 1,,Φ,. 7 (, 1 3 Β Χ,, :.57 3 0 ( 0 7, )7 0,Φ 0 7 ) 7 5, #6 7 1 )7 0 7 ))7 0, 5( 7 0 7 77 ( + 0, 5( 7, & ( 7,Φ 7 ))7 0,Φ :: Γ, 8&. 7 1 &, (., 7 7 0 ) 0 1 ΓΓ 00 7 0 7 77 3

), 3 ) Β Χ >5 0 0 & ) 7 1, ( 1 7 77 ( 0 ()7 ) Υ 0 1 & ), 0 ( 7 1 +. )7 0 0,, ( 77,, ( ( 00 ( 7 1 Θ ),, 0) : 0 Ν ) 7 77 7 0 ) Υ ) ), 7 & 5 ΓΓ ) 7 ) ) Υ 7 0 &, ) 7 )7 0 ++ ) Υ 7, 7 +7 ΓΓ 0 0 : 00 7 5 0., ) 7,Φ ) 7 Ρ Φ 00 Θ (, + 7 Γ, ( 0 )5Π 7,.7 : &,, ) 7 )7 0 77 0) 5 5,,Φ 7 >5 0 ( + Θ 0 7, 7 ) 7 Β: 7 5 ΧΝ,Φ,. 7 ( 0( 0 7 77 0 1 >5,Φ 7 05, ( 7, (, ), ) 7, +, 7 ( 00 ( 5,,Φ ( 0 ()7 +,, +, ) 7 5 0 77 0 >5 Θ 0 7.. 5, 5( 7 ( 00 (,, 7 1, +, 7 >5 0 : 7 )5Π 00 7 0 00 7+ 7 05, 0) 7 (,.. 1 7 05,., 0) 7 ( ( 0 7 5 Γ5 +, 7 )7 0, )7 ), 0, 7 0, 0 ) 00 & ++ 7,, : 0 0 7 1 ( 00 00 7 0 7 ( 7 0 7,( 0 0 & ( 00 3#

), (,. 77 + 70 >5,,, 0 & ))57 )5Π 00 7 ) 00 Γ, 0 7 77, ( 5 : 7( 7 0 Γ,, ( )7 0 Θ ), ( 0 7 5, 11 ( (,. 7,, 0 (), ) 7,, 00 : 1 & 0 )5Π :: 7( 7 7 05, 5 0 7.. )7 ), (., 7 ( ) 00 00 7 7, 0 0 0 ( 7 0 ( (, 0 & Θ 0 7 ΓΓ )) 7 5, Γ 7 7, 7 ) Υ 57 0: ) 7 :5 57 0 Θ 0) 7 ( 7 >5 0 ( + 70 ( Β 0 ()..7 : & 00 5 8, ) 0 Χ 3

), 33

, )7. ( ( ( Θ 0 + 1, ), )7 & 0 5( 7 +, () )), 1 ) 7, ) ), ( 5 (,.,,Φ (Γ >5 0 )7. 0 Θ +,5 0), 7 7 5 ) 7,, )), 7 5 + ( ) 7, 7 7,Φ 0 7 1 : 7( 1, )7 ), )7 Γ, ( 7 Θ, (), 0 7 5 0 7 ) 0, : 7( 1 & 0 0 0 00 7 ( 7 7 7 0 7 ΓΓ () 00 Γ, 7 + 7 Π 0 0 7 0 00 0+,. 5 () (, () 7 ))7 11 5., 5 & 7 +7 00 7 : ) 00 + ) 7 7.. 5. 7 5 7 05, (,,, ( Θ ) 0, :,. 0,, : 7( 1 Θ ::,, ( & >5 )7 +,,. 1, (! Γ ::7 >5 0 )7 Γ, ( 0 ) ( 0 ),Φ5, 11 ) 7 7 7 ()7 0 Γ, ()5 7& ( 7 7 7 ) Υ ::,, 7, + 7 ( Θ 0 &,,. 0 5 ( 11 ) 7, + 0,, 0 1 7 5 ( ( & >5, ) 7,, 7 ) ), ( 0, ( 7 5 0 7 5 Π Θ ()7 0 Γ,,,Φ5 ( 5 : 7( ()7 0 Γ, ()5 7 Φ Γ + )7 ),, )7. Θ 7 7 ) 00 Γ,, 7 7 + (,Φ 0 7 1, (.. 7 5( 7 ) 00 Γ, : 7( 1, ( 5 + 70 7 7 (,Φ, 0, 5 5 0 Α Γ& 7 5 3

), 7(,.. 0 Γ 0. 0 7 7, 5, 11 0 ), ( & >5, 0 ) 7, ) 7 ) 7 5, 7 7 0+,5)) (,, )7. Θ 0 0+,5)),.5.. _ ; 5 0 ) ), 7 00 (,.5.. )7.7 (( 1 7.,.. & 7,, 5 7 0?0 (0, & Θ 0 7, 0 &, + (Γ7 663& 0, 1 & ++ 7 Θ + ) 0 57 < 63=,, 05 7 7 0 0, Θ 00 7 ),, ) : 7( 5 0 Θ ) 00 Γ,, (), 1, _ + 5,.5.. 7( & & Γ 0 05 0 751 0 (), : 7,,,.5.. ( 00 + 0.5,, _ + ; 7 5, & & + & + 00 7 0) : ) 7. 0 0 ( ) 7 + 7 0 7,,2 )), 1 7 7 &,.. 7 & ( ), 7 0,+ 7,. Θ 0 : 50 5 0) :, Γ7 7 :, 5 >5 0 ) 7 1 & ++ 7, 7 Ρ.Ρ! 5 0, Γ7 7 & 0 7 _ + & Θ ) 0 57 Θ ) 0 ) 7,. 0,! Γ,.?.5. Β! Χ Β Χ : 7 0, 00 ( ) 7 7 7 0,+ 7 :,! & 77. 7 ( ), 7 (,,! & 0.5 7 7. ( Γ 0 05, ( 7 0 7 ). ( ( ) Φ )), + Θ 0 0+,5)) 7 0), ) Υ ) 00 Γ,,,. )7.7 (( 1 Γ] 7 & ) 7 5,, 00 : 0 0 0+,5)) ( 7, 00 7, ) Υ ) 00 Γ, ) 7, 7. 7 >5, (.. 7 7 50 Γ, 8,, :, 00 Γ, 8,, 0 75 57 )Νςς)7. 0 : 7 5ς),5. 0ς Α,ς ) ς 34

, )7., 0 : Α 7 Θ )7. ) 7,Φ5, 11 0, Τ )7 0 5 7:.7 : ( (, & >5 0 0 7., 0: 71 05,,Φ :: 1.,,. 7 ( 05,, +, 8 ::7 7, (.. 7 5( 7 :5 1 ( Α 3

),,, :.57 + 7 ) 7,, +,,Φ )), 1, )5 7 0 0 Ν,Φ, 0 0 ( 7 5,. 7 ))7 0, ( 5 + 5) 7 & : 7(! 5,. :5. 1 7 & 5 0 7 ) 7 + 7 0 (,, ) 7, + & : 7(! 5 0 ( 7.,.5,Φ 0 7 1,, : 7( 1,, )., 0 & 0 7 5 :, %, )7 ( ) 00 0 0,,Φ 0), 7 1, 0.. & 7 + 70 5 7 Α, 7&, 5 0 (, >5,, 50 (5 ( 7 7 7 ) + 7 >5 0 5, ). & 0 78 () 7 7, 5,,Φ,. ) 7 ()7 7 >5, 0 0 0+,. 7, 7 7, 71 ) 00 Θ >5,, ) Υ 0 0 1 0 Τ >5 0 : 0 0, 11 7 5, )., 0 7. 5 0 7 78 ) 7 0, 0 Θ 7 00 & 7 + 70,Φ5, 11 ) 7, + :,,Φ,. Τ 0 ) 0 + 0 78 0 7 77 0, 7., 0 7,,Φ )5 5, ( & + 77 7., + 5 05,, Γ 0 Π Θ 0 7 5) 7 & >5, 7 ) ), 7,Φ,. (. %0,, )7. 1,,2,. Γ 0. 7, 5 +,,,2 )), 1 )7 (,5. & >5 0 7, 11 7, ). &, 7 7 0 7 Γ 0 05, (,,, 00 & >5 Θ 00 7 : 7 7, 7 5 (.5 7 ( & + 7 0,2 )), 1 Θ.7 7 7 + 5 0, ) 7,, 00 ) Υ 0), 11 & ++ 7 >5,, 0, 00 α, 7 0., Γ, : 7 ) 7., 00 5 )7 )7 8 + 70 ( :5 1, & >5 0 0 0 78 5, 11, +, 7, )7 )7 8 ( ) 7., + 5 6

, )7. 2,. 5, 11 0 7.5 7, ( 5 + 70 7 & 00 >5 0 7 0 7 )7 ),, (,, 0.5 :.57 0 +5, 7 5 + 0 ( Θ 0 (), ( ( Α ( ( 1 (. )

), ( 2 Χ ( 3,,,2 7,,2 )), 1 0 0 (), ( 5, 00 0 5). 0 7 7,,2,. )7 ( 7 ))7 0 5, 00 Θ ( < 6 % & >5 ( 7 Γ5, ( 5 77?, 7 0 7 1 &.. 5 Θ )7 0 5 77? 5 0 7 0 7 0 (, ( Τ ( : ) 7(,.. 7 0 7 >5 0 7 Γ5 0, 00 Β ( < Χ + 0 5) 7: 7,2 )), 1,2,. 5 0 25, ( )5Π 7 + 70 0,, 7 ( &, 0 0 ( Θ (5 >5.7 7+ 7 + 70 05 ( Θ.7 0+,. 7 0+ 7 :5 1 Ν

, )7. 7(,.. 7,2,. 7 7..,,, 00 < 6 % >5 0,, 00 0 1 :., 5.. < 6 % 7,,2 7,,2,. 5, 00, 0 00 ( 7 0 5 0 5, 7 0 7 1 : 5,. 1 7 Β0 +, ) 7.7 : 05 00 + Χ 5.. < 6 % 7,,2 7, 1 7 5 0 (, (,,, 00 α.7 0 1 7 5 + 5,, 00 7 : 7 ( +, 7,, )7 )7 8 0 0,+ 7 5,. 05 :, 5 0 :5 1 0 78 5, ) + 7, ) ), 7( 0.5 7 >5 7? 7Γ 7 7 05,,2,. α, ), 00 7 ) 7 7 7 05, &,2,. + 00 7 ) ), >5 7? + 00 7 0 7,.5.. < 63= 00 5 ( 7 7 7 05)) 7, +. 1,,Φ,. ) 7,,Φ5 & ++ 7 Θ, ) 00 Γ, 8 :: 5 7 7 7 0 5, 05., + 5 & 7 0 7., () 05, 5, 00 ) 5 0, 7,,Φ + 70 & 0 0 0, 7 7 5,Φ,. &, 7 7 05, 0 7 ( 0 7, 0,, 00 :: ( 2 2, 0, 5,, ). 0 78 Γ 0 05, (,,, 00 :,,2,. ( & >5 0 )5Π 5 7 ( >5 0. 5 75, (, () 7 ) Γ7 + ( Π 0 78 0 500 5 05 00 + ) 7.7 : & 5 ). Α Γ + 7 5 :: Γ, ) 7,2 0 7 1 5 7( 0 5 5( 7 ) 7, + 05) 7 7 5 7 0., ) 0 >5 >5 0 ) 7, + 0 7 ))7 0 (,,, 00 7 0 7 1, + 7Γ 0 8,,,.5, & Θ 7 0 78 05:: 5 0, ) 7, ) 7 : 7 5, ). Α Γ

), 7, & ( 0 78 00 7 70 5 1 7 Β 00 7 ( (), Χ. >5 ) Υ 0 ( : 7( 1 + Γ, 5, 11,,2,. 0 () ) 7, ) 7, ϑ 5 ( Γ, Κ, 7 7( 77, ) 7 00 7 Ν ϑ 5 Κ& ϑ 5 ( Γ, Κ& ϑ( Κ& ϑ( Κ& ϑ+, Κ& ϑ+, Κ& Θ ) 7 Π +,5 5, 11 7, ) 1,,,. ) 7 7 7 5 1 7 0 00,, 0. 1,,2 )), 1 : 0 (), ( + 0 Θ ) 7, ( Ν ) 7. 7( Θ 0 7 5, 00 & ) Ρ ) 7 : 7,25.5., 1 0. : 7 5 ) 7, 0 Θ 7 5 7, 1 >5 +, 1 7, 7 0) +, 00 7 ) 7 5 0 () Ν 6 % %( ) &> Η) % 6 % ) &> % Η) % 6 % ) & 6 % 6 % > % Η) % 6 % ) &> Η) % 6 % ) & 6 % 6 % Η) % 6 % ) &> Η) % 6 % ) &> % 6 % 7 Π >5 0 + 77 7 7 5 0 ( 5 7( & 0 78 05:: 0 7 7,, 00 >5, ( ) 0, 1 7 5, 05 >5 +, ( 3 =, :5 1 ( >5 0 ) 7,,2 )), 1 Θ, 5 0 (, (5 & 5, 11 5 ( 7 7 7, Α Γ 7 5 #

, )7. ).,,25 & : 5., # )7 0, 5(,.. 5. 5 7 + 0 7 5 0 ) Υ, (, 0 &, )7 57 7(, 7 Α, 7.. Θ 0 5 5 ) 7 Ν 5 0 ( 7 0.5 ( 7,(, () 7 Α,. 5 )7 57 )7 ), 0 5),,. 0, 7 ( 00 ( 3 %0, 5 7,, )7 57 Θ 0 5 ) 7. )0 5 Ν 26ΡΣ :<2< > 3:325 2 ΥΥ 2 6< 3:5 ϑ2 2 ΥΥ< 99 6< :6 6 9 > + 2 39 5, 99ς 2 ΥΥ< 63 6 9 2Λ > 3:325 >3 <+2 9 2Λ 5 <, 5< :3 2<2 Ω + Ξ > 3:3253 2 6< >>32 9< 2 6< 23 23, 11 5 & 0 Θ (), ( 5 + 0 () 11 Β Χ& +, )., 0 7 ))7 0,.7 :, Η 0., 7 7 + 70, 7 ).,, 7.7 : 0 )) ( 5.7 : Θ 5 0 ( )) + 7 7 & 00 Β;& Χ + Ν ; Θ,2 0 ( + 7 ; β ; Θ,2 0 ( 7 + 7 5.7 : Β;& Χ 5 0) : + 7 0 ( 0 7. &,, 0), 7 0 0 ( (., 7 ) 7 0 )7 7. + 7 0 7.. 5. Γ, 0 2,. 7 ( 0 )7 )7 ( 5 + 7 0 1 Η 0 )7 ( 0 )7 7 5 >5,5 >5 + 7 0 1 ΗΖ < 6 =. + 7 5, 7 00 Ν

), Γ Ν + 7 7 + 0.7. Ν + 7 + 0 ( 0) 0 Β+ 7 )) 0 ) 7 Χ 7 Ν + 7 0) 0 & 00 5 0 0 5 + 7 00 00,, :.57 + ( 0 7.7 : (, :5 1 (,,2,. 7 ( ( 4 6 2 Γ 5, 7,. 7 ( &, Κ Β Χ& 0 0 7 ΓΓ ) 5 7 ) 0., 5 ), Β #Χ 1 Ρ 5 ( 05.. 7 0, ( 0 00 &,2,. 7 ( 0 0,,2 0), 7 7,.7 :. 0, ) Υ ) 00 Γ, ϑ)7 : 8Κ < 6 =, () 0 51, )7 (,. 7 ( Θ Β; Ζ Χ ( 7 ΘΒ; Ζ Χ ) 7, 0 & >5 )7 ( >5 +, ( + 1 ) 7 5 Θ 0 0, 5 Θ ),, )7 0 1 7 (.. 5. 7 5 5 + 7 11 & Θ 00 7 7,, 7 00 0. 8 )7 0 & Ρ 0. 8 0 + 0,, 0 75 57 (), ( &.,, ( +. ( 7 ( 00 0.5 5 0 7 1 & >5 0 ) 7 ) 7( 7 + 7 5 0,,5. 5, Η 0 >5, ( ( 7 0 7 7 0 5 7. +,, )7 (, ( + 0 & 0 0 5 & + 7 ( ). ) 7 1 5 0 +78 0 ()7 5 +, 7 : 7 7,,,5. 11,, & 0 78 ) 00 Γ, 7 3

, )7.,,2 0 7 5.,, ( ) 0 1 : 7 7,,2 & ( ) 7 00 7 7 0 5 Τ >5,2 +78 +, 7 5.5,,, ( 0,, 0. : 78, Θ +5 ( 3 Θ 0 ) 7 ) 7 5 0 75 57 (5, )7 00 +..,, )7 0 1 +, 0 7 ( >5 0 0, 7 78 5 (.. 7 05( 7 0 70 & (, ( 7,. 7 Α 7 Β)7 00 7 (5, 7 ) 8 05) 7 7,. Γ? Χ 0 : 7 ( 7 7 2 7 ( +, 8 +5,,25, 11 ) Υ 7 ) 7,,, Β ) 7, )7 0 Χ& : 0 0 & 0 Θ : 7 ) 0 + ( & 05 5 7 57 ( )7 00 7 & 7 5 7, #6, 36, () 0 51 & 7 0) 5 0, 7 ( 3 ( % )7 57 )7 ), 7 +.7 00,2 :,,25 5 1 7, 0 0 7,,, +, 8,,2 7 11 0, 0) : 3 < 4=& 0 7, (, 0 7 0 ) Ρ, 78,2 0 51 )7 00 ) 7, 0 0, 0 & >5, (5 >5, 0 7 77., 7 11 &,2 0 5 + )) 7 7 5, Η ) 7 00 7 0 7 +, : 5.. 05 5 : 7, 7(,,2 0 51 Π, )7 57 0 ( 0 5 )7 00, ΓΓ ( 7( Τ >5 0 + 7 : >5 0 1 & 2 00 7( ( 3., 5 0 )7 00, + 7 ( 7 77 05,,, Η 7 >5 0 ( + 7 (,Φ5, 11 5 ( 7& 0 0 )7 0, +5 )7 51 ) 7 0 7,Φ 00 (5 5 ( 0,50 +,,, :,500 0 51 Θ 0 7 :.57 4,, ) 7 1 0 78 )7 0,, 5 0, 7 11 5 7 0 7, >5 0

), () 7 & ) 7 Π 0, 5 ) 78 >5 0 7, )7 ( + 0 7 & ( 7.,, 7 0 ( 7 0, ( 5 0 + 00 7 7 )).7 ) 7 Ρ >5 0 7 0 57 5,,. ( 7, +, 0 & 5 )7 00 0) 7 5,( 5 5 +, (,,2 )) 0 & + 00 7 (( 7 )) ), ) 7 Ρ 0 0, ( & ( 5 7 0 0 7 ς, Γ 7 5 ). & )5Π (). 7 5 7 () +5,, ( 0,, ). &,, +, 8 Α,,, 7 7, Η ( 5 = 5 + 0 7 5 ). &, 05 5 + 7 ( 5 0 7. 0 7 7,,. ( ++ 7 (,25, 11,, Ν 00 0 5 0 00 7 + 70, >5, 0 ) 00 7 ))7 0 7 0 ( 0 7. ) : 7( _ + ( 0) 0 1, 00 ( 11 ) 7 00,+ 7 >5 0 (),,2 7, 0 0 ( Θ 0 : 5, 00 ) 7 7 ))7 0 7 5 0., ). Α ΓΤ 00 ) 00 5 7 Γ5 & 7 11 5. >5, +, + 0 7 5 ). & 0 0 1 5.. >5 0, 00 ) 7 ).. 5. 7, 5, 0 5 + 778 0 7 05 00 + ( 7, 8 0 0 4

, )7. 5, 0 & 5 ) 7, )., 0 7 ( 7 00 5 ) 7, ). >5,, 77, &, :: 7 1 + 778 0)., 05 00 + ) 7.7 : ( 3 2 5, Η 7 +,, ). 0 +, ) 7, 0 7 0 ) & ( 7, 7 00 8 00 7 7(, 11 1 5 +. 0 7 5. 7 7 11 Ν >5,, 0 7 : 7 0 7 (, 0 0) : ( )5 >5,, )5 0 (,, 0 00 0 () 0,257, 5 ) 7,2 0), 7 1 Θ ϑ )ΝςςΑΑΑ 07 5 Γ Κ&,2 7 11 ϑ )ΝςςΑΑΑ 07 5 Γ ς Κ )) 7 778,, )7 (. 7 & ( 7 ϑ )ΝςςΓ, Γ 07 5 Γ ς ( 0)Κ,, 0 >5 0 0 1 + 77 0 7 5.,, 7 7 11 & )7 (,5. ) 7 Ρ ) 7 ΓΓ 7 577 : 7( 1 5,,, 0 ) & 0,5. ) 7 Ρ 0 >5 0 + 00 7 0,50 + : 00 7, 7 7., &, )7 57 7 Α,. 7 ΓΓ,,2 : >5 0 +. 7 ΓΓ 5 0,,2, 7 ) 7 5,! Γ 2 )7 (5 &,,2 7, & 7, Η 7, 0,, 7 ) 7 70 7, + & 0) >5, 7 Α, 7, () 7 () 77,2 7 11 00,5 )7 ( ) 7,,, 7 5, ( & Θ 00 7 7,, 7., )5 0, ). Α Γ Β ) (, : 0 0 ( Χ 005, 7 ) 7 0 70 Β 0 () Ν ((. & 5( & :., Ω,& 7 + 1 )Χ ( Θ. 8 0 & )7 ( )) 7 5 5 + 7 11 + 7,, 00 0. 8 )7 0 ( 0. 8 0 + 0 ( 4 %0 =, 5 7 )5,0,,2 )), 1 0 )5Π 7 + 7,,, 00 ( ) 7( 0 7 77, : 7( 1 7,, ). Α Γ& )7 ( 0 7, 77 :5 1 (, )7 0,,2 )), 1 ) >5 0 0,50 + ( >5 0 )5

), : 0 5 Θ 0 0 () 0, )7 Γ, ( 0 7 Ν, 0 ) 7 1,, 0, Γ 7,..,, 77 1. ) 7, Τ, 0 5, 11 1 5 ). & ++ 7 ()7 7 0,2 7. ( 7,, ). Θ 7, +, :,, 7 7 Τ,2 0 7 1 + 7 )7 )7,, ) 7, :7 0 7 00 ( 4 ( Θ. 8 0 & 57, ) 7 1 7 Α,. 05, 0 7 00 & 0 7 0,+,2 0 ( (), 5, ). 0) Γ, & ( 7 &. 5 >5 0 )5 & + 00 00 7 ) Υ 00 7 + 7 5 + ( 0 7 7 5, 5 5 ). + 7 ( 0 (), 0 7. 0 & 7 0Ξ ) 00 Γ,,25, 11 5( 7 0 :5 1, ) : 7( _ + ( 0) 0 1 7 )7 ( 0 & +, ( 5, & >5 5. ()7 0 7 ϑχκ ϑςδκ& (( Β 0 ()7 0 7 ϑχ Κ ϑ δκχ 7 7 0), Β 0 () ϑα ( ΒΚΧ, ) 00 05 00 + 0 0, 7, 5( 7 77 1 ) 7. ) 7, )7 0, 0 >5 0.. +. 0,50, ) 7, )7 + 0. : & ( 0 () 7, & )7 ) 0 1. 5 1 (.. 7 ) 7 >5 0 ) 7, & 0 ) Α 7 0& 0 0 : )7 7 & ( 0 78 (5 >5 ) 00 Γ,,,Φ5 ( : 7 >5 0, &.. 5., 7 7 (5 +, 5 ( 4 0, 0 0 ( 0 0 0, 1,,25 & Θ, 05)) 77 5, ).. : 7( 1 5, ) 7 0 0: 7 7 7 7 7 7 >5 0 ( + Θ 0 00 7 (), ( 7 5 (.7 ()7 7 0 5 7( ). 7 5 7 7. (.7 00 0 : 7 78,2 0 (,, ) 7,, 7, + 5( 7 77 1 5 ). Β ++ 7, 7 05,, )7 ) 00 Χ 5 0 ( ) 7, + 46

, )7., ( 0.5,2 70 1 7 5 0 ( 0 ((, 5( 7 77 1.,, ( (5 >5 0 0 (( Θ 05) 7 7,, (,, 77 1 5, ) 7, & 0 7, )... 0 0:, 7 7 5 0 (), ( 1 & ) 7Π& 0 ::7 >5, Γ, 11 : 0 Γ 0 05 5 ))7 0 0 05, 5 5 ). 7 7 7 (., 7, 0 : 7 0 5 0 () 0 Θ 7 : 7( 1 7.5 7 5 )7 : 00 7 Β ( &. ( & (,& Χ 05, 0 5 5 + 70 8& Θ )7 ( 5 00 7 0 0 5 ). 5 0 )7 0 5 0 >5 0 & (, ( )7 05)), 7,,2 7 00 0 )7 0 5 7 5( 7 ) 7, + : ) 7 >5,, ). 7.5 7 5 )7 : 00 7 ( 4 ( ( 5 >5 0 )5,25 0 7 0 : 7 Θ 0 7 77, : 7( 1 0 7,, ). Α Γ 78 >5 00 7 : 7 7 )5 & )7 ( 5 &, 5,, ). 0,5. 5 0 ( 7., ) 7.5 7,2 0 7 1 : 7( 1 0 +., 7 + 7 0 : ( 7 0 7 1 05,,, 00,,2,.,,2 )7 ) 7Π >5 0 0 (, 2 5 & >5,, 7 00,, )7 57 Θ + 7 ) 7 05 5 Γ 0 7, 7 7,,2 7,, ). & ++ 7,, 0)7 00 7., 7, ( )7 + 0 ) 7 : 7 >5 0 7., & Θ,,2 7 5 :, % & 2 00 : 7 ( ) 7 ( 7,,2 )), 1 5 0 :, Θ 0.. 5 7( & (, 05 0) : ) 00 00 7 0Ξ 7 005 Ν, Κ, Β & Β ( Κ (,, > (, Κ + Λ Μ Λ, Β, Κ + 4

), 0 751,, 7.5, 7 Ω)7 00 + 00 7 : 00 7+, 0 75 57 Β ++ 7, Χ,, ). Τ Γ 0. + 5 7 0 75 ) 7 5 & ) 7( + 5 7 7 00,, :.57 0 : 7 0 5 0 () Ν ( 9 # % Α 00 7+ 1 Θ + 7 0 )5Π 7,,2 0 () &, )7 ( 0)7 00 Θ 0 7,,2 7 5 0 1 Ν >5 0 ϑ ( Κ, ) 70 7 %. 7 7 Π Θ 0 7,,2 7 Θ 7 0 00 7 >5 0 )7 51 ) 7 Ρ,2 0)7 00 7., 7 7 7 7 0 7+ Β>5, ϑχκ ϑδκχ )7 57 7 7,, ). 5 0, ) 7 ) 7 +, +, 7 0 7 0 7 0 5 5 77? 4

, 11 1 0... < Α Α >5 0 ) 7.7 : + 778 0 7 ( 5 5 ) 78 5, 11 7 77 (,Φ )), + & ( 0 7 5, :5 1, 8. Α :.57 # ( 0 7 ( 0 )7 0,Φ )), 1,, ) 7 1 & 0 05Γ,Φ 7: Θ (, 0 (), ΓΓ 0 1 5 + >5 0 0 7(,,, 7 0 )7 0 0, () 0 )5,0 7 0.5 7, :,500,. & 0 0 )7 + 0 >5 Γ& )7 ( 7 7 ))7 0 ) 00 ) 7. 5. 7, 0 ) ) ), 7,Φ,. &, >5 7 ) 7( 0.5 7 77. 1 ) 7 7,, 7 7 +, >5 0 :: 5 7 7 7 0 5, 4

), #. 1 = 7 ::7 7, )7 (.7 &,Φ )), 1 ( 0) 0 1 5 )1 Ν 0 7 7 5, ). 5 0 Α ΓΤ 7 7 5 0 :,, )7 ( 5, 11 Θ 00 7 ) 7 77 7, )7 ( 0 7 & >5 0 +78 0 7 7, () 0 Β Χ,Φ, 0 ), 7 05, Γ ϑ 7 Κ Β Χ,, Γ 77 0 0 + 778 ( 0 7, 0 + 1 (,,Φ ) 7 1. ) = (), >5 0 ) 7 1 Β )5Π 7 7 (, ( 5 & 0,, ( 0, 0 Χ& 0 78 ) 00 Γ, 0,+ 7 5 5 0 7,,Φ 7 5 5 :, & ( 7,, 05 00 +, Γ 7 1 0 ) 78 + 7 >5 0,5. ) 00.. 78 05::, 7 05, )5,0 ϑ0,+, 0 05 :, Κ Β ΧΤ 0 )7 78 5 : 0 7 ) 7 7 7, ) 7 70, (, :, 5 0,+ 7, :, +78 0 0 ϑο 0 Κ Θ 5 : 7( )7 )7 7,,Φ )), + :5 57 0 +, 00 5, 11 7, :, )7 ( 7 & 0 78 05::, 7, Γ ϑ :., Κ Β#Χ )7 78 5 : 0 7,. 5 0 +78,, 11 7, :, 05 0 Β:.57 # Χ, Γ ϑ 7 0 Κ Β Χ 0,5,Φ ) 7 1 4#

, 11 1 0.. (Ε Φ., 0 Γ&,Φ )), 1 ) 7( 7 7,Φ,. ( &,Φ,., 1 7, :, %, 7., 0 7 1.. Ε () 0 Β & & Χ Θ ) 00 Γ, 0 7 7 0 5 ) 7 70,, & 5 0 )5,0 ϑ :., Κ& ) 7 +. 7, :, 0?0 (& 0 5 Τ 4

), #,Φ )), 1 7 0 78 5 ( (, 57, ) 7 70 7 7 7 >5 0 :, 0 78 00 7, 7 05, Γ ϑ 7,. Κ Β#Χ 0 0 ) 0 +,, Γ 77 0 Γ 00 + :, 0 Τ 0 77 5 77 7 + 778 + 05, 11 5 : 0 7 ) ) 5), 0). 1. 2. ( ) Α 5 0 Θ,Φ5, ( ) 00 )7 ( 7 5,. ) ),. 3, Ε Α, 71 Γ& 0 + 0 7 7, (, :, 5 0,+ 7,Φ,. ) ), Β Χ& )5Π 00 7. ( 5,( & ))57 5, 11, )5,0 ϑ :., Κ Β Χ )7 78 5 : 0 7 ) 7 7 7 5 7,, 05 0 43

, 11 1 0.. 4Ε Α ) + 7 )7 (5, )5,0 ϑ 7 Κ Β Χ& 0 ++ 78, )7 00, 0, 0 & 5, 11,,., 7., )7 ( 7 5 0 ) 7 1 )5Π (). 7 >5, ( 5 & 0,, ( 0, 0,,,. Τ 57,Φ, Γ 7 1 + + 05, 11, 570 7 : 7(, 00 7, 7( &,, Γ 77 0 + 778 + 05, 11 5 ( 00.. :.. α 0 0 7,,Φ )), 1, ) 00 Γ, 8 0.5 7,, >5 7? 05,,Φ,. ) ), 4

), #. 5 Γ Ε α )7 0 5 Φ 7 0 5 ) 7 0 7 + 7, >5 7?,.5.. Β ΧΤ 0 78 0.5 ) + 7,, )5,0 ϑ 0.5 >5 7?Κ Β Χ 0 Θ 77 + >5 0 )5 ) + 7 05) 7 ) 00 )7 0 7 05:: >5 0 5 ( 00 α ) 00 Γ,, 7 0.5 7 >5 7? 05 5,. ) ), )7 1 & 0 7, ) 7 70, () Β Χ& ))57 7, :, 0?0 ( Β#Χ )7 (, )5,0 ϑ 7 Κ Β Χ, >5 7? + 0.5 05 00 0 7 ( 0 7 7 05, 5 : 0 7 0 ) 7. 9 : / 44