14PROC002293451 2014-09-17

Σχετικά έγγραφα
ΦΟΡΕΑΣ ΔΙΑΧΕΙΡΙΣΗΣ ΕΘΝΙΚΟΥ ΘΑΛΑΣΣΙΟΥ ΠΑΡΚΟΥ ΑΛΟΝΝΗΣΟΥ ΒΟΡΕΙΩΝ ΣΠΟΡΑΔΩΝ

Διάρκεια (ώρες) Κόστος/ άτομο ( ) Ημερήσιο πρόγραμμα. Α. Βαλκανικός Βοτανικός Κήπος Κρουσσίων

14PROC


WXEY Z Z [\ ] ^] Y _A` Z aebec(y ] ] [Ẍ d _A\e] fe[xe[ga\ [[_Ad

Διάρκεια (ώρες) Κόστος/ μαθητή ( ) Ημερήσιο πρόγραμμα. Α. Βαλκανικός Βοτανικός Κήπος Κρουσσίων

Τύπος Α Για μελέτες που ανατίθενται κατά το άρθρο 7 του Ν.3316/05 1

J! "#$ %"& ( ) ) ) " *+, -./0-, *- /! /!+12, ,. 6 /72-, 0,,3-8 / ',913-51:-*/;+ 5/<3/ +15;+ 5/<3=9 -!.1!-9 +17/> ) ) &

ΤΜΗΜΑ ΕΠΙΜΕΛΗΤΕΙΑΣ Πατησίων 76, Αθήνα. Tηλ.: / Fax: , Patission Street, Athens Greece. Tel.

/&25*+* 24.&6,2(2**02)' 24

2?nom. Bacc. 2 nom. acc. S <u. >nom. 7acc. acc >nom < <

C 1 D 1. AB = a, AD = b, AA1 = c. a, b, c : (1) AC 1 ; : (1) AB + BC + CC1, AC 1 = BC = AD, CC1 = AA 1, AC 1 = a + b + c. (2) BD 1 = BD + DD 1,

HONDA. Έτος κατασκευής

!"!# ""$ %%"" %$" &" %" "!'! " #$!

!"#$$%&'!()$%&*$)+,%!-$%$!./).$!!+0)1. 21.$%().!$/32%$)4!()$%&*$)+,%!-$%$!".2".#)1. 21.$%().(!/#$%!%2) ).2!/#$%&".1!,/.+)2.$!/&5%$!2' ) )$.

())*+,-./0-1+*)*2, *67()(,01-+4(-8 9 0:,*2./0 30 ;+-7 3* *),+*< 7+)0 3* (=24(-) 04(-() 18(4-3-) 3-2(>*+)(3-3*

!!" #7 $39 %" (07) ..,..,.. $ 39. ) :. :, «(», «%», «%», «%» «%». & ,. ). & :..,. '.. ( () #*. );..,..'. + (# ).

! " #! $ %&! '( #)!' * +#, " -! %&! "!! ! " #$ % # " &' &'... ()* ( +, # ' -. + &', - + &' / # ' -. + &' (, % # , 2**.

PDF hosted at the Radboud Repository of the Radboud University Nijmegen

! "# $ % $&'& () *+ (,-. / 0 1(,21(,*) (3 4 5 "$ 6, ::: ;"<$& = = 7 + > + 5 $?"# 46(A *( / A 6 ( 1,*1 B"',CD77E *+ *),*,*) F? $G'& 0/ (,.

Κεφάλαιο 6 ιανυσµατικοί χώροι...1

Q π (/) ^ ^ ^ Η φ. <f) c>o. ^ ο. ö ê ω Q. Ο. o 'c. _o _) o U 03. ,,, ω ^ ^ -g'^ ο 0) f ο. Ε. ιη ο Φ. ο 0) κ. ο 03.,Ο. g 2< οο"" ο φ.

! " #$% & '()()*+.,/0.

! "#! & "0/! ).#! 71 1&$ -+ #" &> " %+# "1 2$

A Compilation of Iraqi Constitutions And Comparative Studies of International Human Rights Standards

Parts Manual. Trio Mobile Surgery Platform. Model 1033

14PROC

.1. 8,5. µ, (=,, ) . Ρ( )... Ρ( ).

! " #! $ % & $ ' ( % & # ) * +, - ) % $!. /. $! $

March 14, ( ) March 14, / 52

! " # $ $ % # & ' (% & $ &) % & $ $ # *! &+, - &+

Νόµοςπεριοδικότητας του Moseley:Η χηµική συµπεριφορά (οι ιδιότητες) των στοιχείων είναι περιοδική συνάρτηση του ατοµικού τους αριθµού.

! "#" "" $ "%& ' %$(%& % &'(!!")!*!&+ ,! %$( - .$'!"

]Zp _[ I 8G4G /<4 6EE =A>/8E>4 06? E6/<; 6008:6> /8= 4; /823 ;1A :40 >176/812; 98/< ;76//40823 E182/;G g= = 4/<1


tel , version 1-7 Feb 2013

!"#$ %&'()' " * " +,

Appendix B Table of Radionuclides Γ Container 1 Posting Level cm per (mci) mci

!"#$ "%&$ ##%&%'()) *..$ /. 0-1$ )$.'-

u(x, y) =f(x, y) Ω=(0, 1) (0, 1)

!"! #!"!!$ #$! %!"&' & (%!' #!% #" *! *$' *.!! )#/'.0! )#/.*!$,)# * % $ %!!#!!%#'!)$! #,# #!%# ##& )$&# 11!!#2!

Ax = b. 7x = 21. x = 21 7 = 3.

(a b) c = a (b c) e a e = e a = a. a a 1 = a 1 a = e. m+n

TALAR ROSA -. / ',)45$%"67789

5 Ι ^ο 3 X X X. go > 'α. ο. o f Ο > = S 3. > 3 w»a. *= < ^> ^ o,2 l g f ^ 2-3 ο. χ χ. > ω. m > ο ο ο - * * ^r 2 =>^ 3^ =5 b Ο? UJ. > ο ο.

! "# " #!$ &'( )'&* $ ##!$2 $ $$ 829 #-#-$&2 %( $8&2(9 #."/-0"$23#(&&#

&,'-- #-" > #'$,"/'3&)##3!0'0#!0#/# 0'0';&'"$8 ''#"&$'!&0-##-""#;-# B

AC 1 = AB + BC + CC 1, DD 1 = AA 1. D 1 C 1 = 1 D 1 F = 1. AF = 1 a + b + ( ( (((

ΓΗ ΚΑΙ ΣΥΜΠΑΝ. Εικόνα 1. Φωτογραφία του γαλαξία μας (από αρχείο της NASA)

Round LED 5mm - Viewing Angle 8 Deg

ΓΡΑΜΜΙΚΗ ΑΛΓΕΒΡΑ Ι (ΑΡΤΙΟΙ) Ασκησεις - Φυλλαδιο 1

ΠΕΡΙΟΔΙΚΟΣ ΠΙΝΑΚΑΣ ΣΤΟΙΧΕΙΩΝ

!"#! $%&'$% %(' ') '#*#(& ( #'##+,-'!$%(' & ('##$%(' &#' & ('##$%('. )!#)! ##%' " (&! #!$"/001

!"! # $ %"" & ' ( ! " # '' # $ # # " %( *++*

14PROC

!"#$ %"&'$!&!"(!)%*+, -$!!.!$"("-#$&"%-

ΤΕΧΝΟΛΟΓΙΚΟ ΕΚΠΑΙΔΕΥΤΙΚΟ ΙΔΡΥΜΑ ΚΑΒΑΛΑΣ ΣΧΟΛΗ Σ.Τ.Ε.Φ. ΤΜΗΜΑ: ΗΛΕΚΤΡΟΛΟΓΙΑΣ

Supporting Information


Α Δ Ι. Παρασκευή 13 Δεκεμβρίου 2013

Ι ΙΟΤΗΤΕΣ ΤΩΝ ΑΤΟΜΩΝ. Παππάς Χρήστος Επίκουρος Καθηγητής

,, #,#, %&'(($#(#)&*"& 3,,#!4!4! +&'(#,-$#,./$012 5 # # %, )

a,b a f a = , , r = = r = T

ΝΟΜΟΣ ΤΗΣ ΠΕΡΙΟ ΙΚΟΤΗΤΑΣ : Οι ιδιότητες των χηµικών στοιχείων είναι περιοδική συνάρτηση του ατοµικού τους αριθµού.

Το άτομο του Υδρογόνου

1529 Ν. 29(ΙΙ)/95. E.E. Παρ. 1(H) Αρ. 2990,

Modèles de représentation multi-résolution pour le rendu photo-réaliste de matériaux complexes

Συντάχθηκε απο τον/την Admin Τρίτη, 27 Οκτώβριος :33 - Τελευταία Ενημέρωση Τρίτη, 27 Οκτώβριος :29

The q-commutators of braided groups

5!"#!$% $#" &' $ ()* +, # - '. ' 0 ' # 1 2' ' 3 '. "# 0 ' # 0 ' $ 3 0 '! '. ' 0 ' ' 66

!"#$ %&"' " # $ %$()% * + &"!"#$%&' (#)* ( )*+,-./01 './ $% 3#1# *#(!"#$%&'%!! %! %! % '%! 4# % 5% 5 *" 6" 4 % % % *7# 4 $"!" #!"$ % & ' #$!! % & % %

Progress in surface and subsurface water studies at plot and small basin scale

!"# $%&'"()"%'*& # $"%)"#"+(#,'(*,'+*'- *'%,$2%&"%%&,-%&'-,--"%,-$,'-"##%&''3),'4'+%-"-"%&'-,-$ %&'('1'' $"-%' $*,'+*'.

ΚEΦΑΛΑΙΟ 1. Πίνακες. Από τα παραπάνω γίνεται αντιληπτό ότι κάθε γραµµή και στήλη ενός πίνακα A ορίζει µονοσήµαντα τη θέση κάθε στοιχείου A

! " #$ (!$ )* ' & )* # & # & ' +, #

A A O B C C A A. A0 = A 45 A 1 = B Q Ak 2. Ak 1

ΠΡΟΓΡΑΜΜΑ ΕΚΠΟΝΗΣΗΣ ΜΕΛΕΤΩΝ ΚΑΙ ΧΡΟΝΟΔΙΑΓΡΑΜΜΑ

Q Q Q 2Q b a a b

Dissertation Title: The Genealogy of the Seleucids: Seleucid Marriage, Succession, and Descent Revisited

... * +, . >1 " W1 X &=:C.1 3.% 2 *! > 8. $( >1 $.: " G YJ ZC1 G! 1.

f : G G G = 7 12 = 5 / N. x 2 +1 (x y) z = (x+y+xy) z = x+y+xy+z+(x+y+xy)z = x+y+z+xy+yz+xz+xyz.

-! " #!$ %& ' %( #! )! ' 2003

Estimation of grain boundary segregation enthalpy and its role in stable nanocrystalline alloy design

". / / / !/!// /!!"/ /! / 1 "&

الهندسة ( )( ) مذكرة رقم 14 :ملخص لدرس:الجداءالسلمي مع تمارين وأمثلةمحلولة اھافواراتاة ارس : ( ) ( ) I. #"ر! :#"! 1 :ااءا&%$: v

ΟΔΗΓΟΣ ΟΠΤΙΚΗΣ ΤΑΥΤΟΤΗΤΑΣ

'( )*(((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((((( +

). = + U = -U U= mgy (y= H) =0 = mgh. y=0 = U=0

[Πρωτότυπο] 1/1 KATA ΕΦΗΒΩΝ ΠΑΝΕΛΛΗΝΙΟ ΠΡΩΤΑΘΛΗΜΑ ΕΦΗΒΩΝ-ΝΕΑΝΙΔΩΝ & ΝΕΩΝ ΑΝΔΡΩΝ- ΝΕΩΝ ΓΥΝΑΙΚΩΝ ΑΘΗΝΑ. Τελικό ΧΕΛΙΔΩΝΗΣ ΑΛΕΞΑΝΔΡΟΣ (183)

Batigoal_mathscope.org ñược tính theo công thức

ΠΑΡΑΡΤΗΜΑ ΠΡΩΤΟΝ ΝΟΜΟΘΕΣΙΑ

Dissertation for the degree philosophiae doctor (PhD) at the University of Bergen

Παρασκευή 1 Νοεμβρίου 2013 Ασκηση 1. Λύση. Παρατήρηση. Ασκηση 2. Λύση.

# $ % & & '! "! $ % & & '

)))*+,-!-)#..!""-#)/..+-$-*..-!--+ -*

τροχιακά Η στιβάδα καθορίζεται από τον κύριο κβαντικό αριθµό (n) Η υποστιβάδα καθορίζεται από τους δύο πρώτους κβαντικούς αριθµούς (n, l)

! "#$%&'!()'"" %*+,-.+* "(*/0(/*'1 %+%/&2(#+)" 3#(4 0+)(#)/+/" (*2#("5 3#(4 02"' "(/1#'" +) (4' '6+&/(#+) +. 42%&+71#%&+#1" 2)1 8')'(#0 1#$+*%4#"$"

ΓΡΑΜΜΙΚΗ ΑΛΓΕΒΡΑ Ι (ΠΕΡΙΤΤΟΙ) Λυσεις Ασκησεων - Φυλλαδιο 4

2G &:)* +HIJ LM=,ABCD 231 K= U b-u a 1 100% (1) U a T Q 1 )* +,- Q Fig.1 SketchmapoftheTarimRiverBasin - [) 398km,+%,+% <, `, 2, 2 #; + ( [ - ) 428km,

ΟΘΡΥΣ ΑΤΕ ΑΝΑΔΟΧΟΣ: ΕΡΓΟ :

Transcript:

ΤΜΗΜΑ ΕΠΙΜΕΛΗΤΕΙΑΣ Πατησίων 76, 104 34 Αθήνα. Tηλ.: 210 8203282 / Fax: 210 8229454 76, Patission Street, Athens 104 34 Greece. Tel.: (+30) 210 8203 282, Fax: (+30) 210 8229454 E-mail: areti@aueb.gr / www.aueb.gr 14PROC002293451 2014-09-17 @8 8 A ) K & % g 1 2 9 /2 0 1 4 ( ) M @ @) ) K $ @ @ +@ @AA K @8 8 :O O % @I I$ K :a ayy K@ @ e Y er R=> >af@ @ Y ey Y=W Wmg gl LD Dgg g t@ @ i @ Q Kg gl 2 I <g gll E > Kt tkdgg : "AA+K K ( O I @8 8 - ) O % % % +K K( O % :@ @88 +@ @II 8 % 8 :A AI I + K ( 8 % ( ( @I I+ $ @ K "

@8A)K& 8I. 1 2 9 / 2 0 1 4 (IWN>BIHL $>BH=HKBCHX B:<oF BJEHX <B: K@F BDH<T > :F:=WNHL <B: K@F >CKX oj@ KoF CRKoAB >FKX of: ( 1 0. 0 0 0 ) > BJKHDWN:IKoF 4 1. 5( 0 0 ) M:CSDoF =B:MWIoF =B:JKRJ>oF C:B KX of, ( 3. 4 6 0 ) C:IK>DZF ;:AEHDH<U:Q J HL=:JKZF KoF +E@ERKoF KHL (:F> BJK@EUHL, =B:MWIoF >KZ F C:B >G:ETFoF, ( 3 ) ;B;DUoF IoK HCWDDHL, ( 1 0 0. 0 0 0 ) HCK:JSDB=oF>G>KRJ>oF MHBK@KZF C:B ( 1. 0 0 0 ) C:IK>DRCB: =:F>BJEHX ;B;DUoF MHBK@KZF <B: KBQ :FR<C>Q KHL (:F> BJK@EUHL IHx, HDH<BJEHX HJHX ESNIB ( 1 9. 0 0 0, 0 0 ) =SC: >FFS: NBDBR=oF >LIZ NoIUQ -.(.8 C:B 2 3. 3 ( 7 0, 0 0 ) >UCHJB KIBZF NBDBR=oF KIB:CHJUoF >;=HETFK:>LIZ JLE >IBD:E;:FHESFHL KHL -.(.8. QNHFK:Q L WO@ : 1. +BQ C>UE>F>Q >IU IHE@A>BZF =B:KRG>BQ (.. 1 1 8 / 2 0 0 7. 2. +@F E> :IBA. IoK. 6 2 4 2-9 / 1-27 0 1 4 FKHDT (ILKRF>oQ (88$ : 1 4 R E Q 0 0 2 2 9 2 5 0 7 2 0 1 4-0 9-1 7 ) 3. +@F E> :IBA (IoK.. 4 4 9 / 1 / 1 7-9 -2 0 1 4 8 WM:J@ 8FRD@O@Q, HNISoJ@Q (88 : 6 4$" 4 6 99 4$ -7 9: ) C:B ( 88$ : R1 E4 Q 0 0 2 2 9 2 7 5 7 2 0 1 4-0 9-1 7 ). 4. +@F E> :IBA IoK.. 6 2 4 3 / 1 7-9 -2 0 1 4 : WM:J@ (ILKRF>oQ. ( I H C @ I X J J H L E > $>BH=HKBCW (IWN>BIH B:<oFBJEW, E> JMI:<BJESF>Q IHJMHISQ, JLFHDBCTQ =: RF@Q SoQ HJHX 2 3. 3 7 0, 0 0 JLE >IBD:E;:FHESFHL -.(.8. J> ;RIHQ KHL Co=. :IBA. 0 8 9 10. 1 "CKL ZJ>BQ >FKX of " : W KHF IHx HDH<BJEW KHL HBCHFHEBC HX SKHLQ 2 0 1 4, <B: K@F >CKX oj@ F Ko CRKoAB >FKX of : ( 1 0. 0 0 0 ) > BJKHDWN:IKoF ( 4 1. 5 0 0 ) M:CSDoF =B:MWIoF =B:JKRJ>oF C:B KX of, ( 3. 4 6 0 ) C:IKSD>Q ;:AEHDH<U:Q J HL=:JKZF KoF +E@ERKoF KHL (:F> BJK@EUHL, =B:MWIo F >KZF C:B >G:ETFoF,( 3 ) ;B;DUoF IoKHCWDDHL, ( 1 0 0. 0 0 0 ) HCK:JSDB=oF >G>KRJ>oF C:B ( 01 0. ) 0 C:IK>DRCB: =:F>BJEHX ;B;DUoF MHBK@KZF <B: KBQ :FR<C>Q KHL (:F> BJK@EUHL. B >F=B:M>IWE>FHB E HIHXF F: :I:DR;HLF :FKU<I:M: =B:C@IXG>oF : W K@ /FJ@ BCHFHEBCHX, +ETE: BE>D@K>U:Q ((:K@JUoF 7 6, 8ATF: b.8i>kt ) AYKia<aRee@ bya@e>iaer 1 1 : 0 0 1 4 : 0 0 C:B D@IHMHIU>Q (K@D 2 1 0-8 2 0 3 2 8 2, f a x : 2 1 0-8 2 2 9 4 5 4 C:B -m a i l : 8r e t i@ a u e b.g r ). =B:CTILG@ SN>B :F:IK@A>U C:B JK@F BJKHJ>DU=: KHL (8 w: w w.a u e b.g r 2

=B:<oFBJEWQ A: I:<E:KH HB@A>U JK@F 8ATF: K@e 30 / 9 / 2 0 1 4 @ErIY +ItK@bYa ZIY 1 1 : 0 0 >FZ BHF BKIH TQ HL A: JLF>=IBRJ>B ikg +ETEY ae>d@k>tyq JKH BCHFHEBCW (:F> BJKTEBH 8A@FZF, (:K@JUoF 7 6, IHC>BESFHL F: : HJMI:<BJK>U H MRC>DHQ K@Q IHJMHIRQ, :IHLJU: KoF JLEE>K>NWFKoF. 8eY Wi YiKY $ri@ K@Q aybtilf@q : (YIRIK@EY @IMKI () I- )O% B IHJMHISQ IS >B F: BJNXH LF 1 2 0 @ESI>Q : W K@F > HESF@ K@Q =B>FSI<>B:Q KHL =B:<oFBJEHX. M) % I A8@ +) ( I K( 9 BI () I- )O% B IHJMHISQ A: : HJK:DHXF JKH BCHFHEBCW (:F> BJKTEBH 8A@FZF, E> H HBH=T HK> KIW H C:B A: :I:D@MAHXF ESNIB K@F IH@<HLESF@ K@Q =B>FSI<>B:Q KHL =B:<oFBJEH X 2 9 / 9/ 2 0 1 4, @ESI: >LKrIY : W KH IoKWCHDDH ESNIB K@Q 2 E.E. (IHJMHISQ HL L H;RDDHFK:B T >IBSINHFK:B JK@F L @I>JU: E> H HBH=T HK> KIW H >C IWA>JE:, > BJKISMHFK:B NoIUQ F: : HJMI:<BJKHXF. IK%+8& +M%@AI - @A % $@AI () I- )8I B L HOTMBHB HL : A JLEE>KSNHLF JKH =B:<oFBJEW L gmi>gwekya F: JLFKRGHLF C:B C:K:ASJ HLF IHJMHIR <B: KH JXFHDH KoF >FKX of JXEMoF:, E> KH :IRIK@E: 8_. UJ@Q HB L HOTMBHB :FR=HNHB >RF JLEE>KSNHLF JKH =B:<oFBJEW E> >C IWJo W KHLQ, L H;RDDHLF E:?U E> K@F IHJMHIR KHLQ YIYiK YKabW >b IgiZ @i@q T >fgliag=wk@i@ E> ;>;YtPi@ KgL <etiagl K@Q L g<iyltq KgL >fgliag=gkgwekgq. a IgilgIrQ AY Y gk>dgwekya Y W Kge blitpq lrb>dg (>fpk>iabwq lrb>dgq ), g g gtgq AY >IaDYE;Re>a =wg L glybrdglq. L glrb>dgq 8_ E> K@e re=>af@ "@A8@ B : +@A8 - +M%@A () I- )8 " AY >IaDYE;Re>a : abyagdg<@kabr : -, >XALF@ =TDoJ@ KHL %. 1 5 9 9 / 1 9 8 6 W oq >CRJKHK> BJNX>B E> A>ZI@J@ KHL <FTJBHL K@Q L H<I:MTQ JK@F H HU: : 3

%: :F:<IRMHFK:B K: JKHBN>U: KHL =B:<oFBJEHX. %: :F:MSIHLF WKB =>F K>DHXF J> KZN>LJ@ C:B UJ@Q > =>F K>DHXF J> =B:=BC:JU: "TILG@Q J> KZN>LJ@. 6KB >UF:B MHIHDH<BCR C:B :JM:DBJKBCR >FTE>IHB oq IHQ KBQ L HNI>ZJ>BQ KHLQ. 6KB =>F K>DHXF L W CHBFT >CC:ARIBJ@ KHL C.F. 2 1 9 0 / 1 9 2 0. 6KB : H=SNHFK:B WDHLQ KHLQ WIHLQ K@Q B:CTILG@Q DTIoQ C:B :F> BMLDRCKoQ C:B A: >C D@IZJHLF KBQ L HNI>ZJ>BQ KHLQ JXEMoF: E> K@F :IHXJ: B:CTILG@, K@F IHJMHIR C:B K@F JXE;:J@. +>meabt (IgilgIR : MRC>DHQ K@Q K>NFBC TQ IHJMHIRQ F: :F:MSI>B:F:DLKBCR K: >U=@ C:B KBQ HJWK@K>Q KoF >FKX of HB HU> Q >IB<IRMHFK:B JKH (8)8)+ $8 C:B KH H HUH : HK>D>U :F: WJ :JKH KETE: K@Q :IHXJ:Q. UJ@Q F: :F:MSI>B WKB K: SFKL : HL A: KL oahxf A: >UF:B :LJK@IR JXEMoF: E> K: L H=>U<E:K: KoF >FKX of HL SNHLF C:K:K>A>U: W KBQ, @I>J U>Q JKH +ETE: BE>D@K> U:Q C:B HB L HOTMBHB A: IS >B F: DR;HLF <FZJ@. a Drge g YeR=gmgQ AY Ir >a : 1. %: JLF>I<R?>K:B JK>FR E> KBQ L @I>JU>Q C:B KHLQ :IEW=BHLQ L :DDTDHLQ KHL (8 C:B F: : H=SN>K:B WD>Q KBQ :I:K@ITJ>BQ C:B L H=>UG>BQ >KBCR JN E> K@F >CKX oj@ KoF >FKX of. 4. %: :I:=ZJ>B K: SFKL J: :. RE> 5. %: E>IBEFTJ>B <B: KBQ :JM:DBJKBCSQ >BJMHISQ HB H HU>Q : HCD>BJKBCR ;:IXFHLF KHF U=B H. L glrb>dgq 9_ E> K@e re=>af@ " @A % $@A () I- )8 " AY >IaDYE;Re>a : +@F HBCHFHEBCT IHJMHIR W HL @ IHJM>IWE>F@ KBET A: =UF>K:B J> >LIZ, JLE >IBD:E;:FHESFoF KoF CI:KTJ>oF KHL -.(.8. A: :F:<IRM>K:B => HDH<IRMoQ C:B :IBAE@KBCZQ. (IHJMHISQ HL =>F =UFHLF K@F KBET J> >LIZ @ C:AHIU?HLF JNSJ@ >LIZ IHQ GSFH FWEBJE: A: : HIIU KHFK:B. 4

JX<CIBJ@ KoF IHJMHIZF A: <UF>K:B JK@ JLFHDBCT KBET KoF IHJM>IW E>FoF >B=ZF. BJ@E:UF>K:B WKB >IB KZJ>BQ IHJMHIZF HL :IHLJBR?HLF : HCDUJ>BQ : W KHLQ : :IR;:KHLQ WIHLQ K@Q B:CTILG@Q JLF> R<>K:B : WIIBO@ KoF IHJMHIZF. L @I>JU: =B:K@I>U KH =BC:UoE: F:?@KTJ>B : W KHLQ JLEE>KSNHFK>Q JKHBN>U: : :I:UK@K: <B: K@F K>C E@IUoJ@ KoF IHJM>IWE>FoF >B=ZF, HB => IHE@A>LKSQ L HNI>HXFK:B F: :ISNHLF :LKR. $>KR K@F C:KRA>J@ K@Q IHJMHIRQ, HB =B:<oFB?WE>FHB L HNI>HXFK:B J> =B>LCIBFUJ>BQ EWFH WK:F :LKSQ?@KHXFK:B : W K@F BKIH T =B:<oFBJEHX T KH : HM:JU? of WI<:FH. 8 W KBQ =B>LCI BFUJ>BQ D:E;RFHFK:B L WO@ EWFH >C>UF>Q HL :F:MSIHFK:B JK: J@E>U: <B: K: H HU: L H;DTA@C> JN>KBCW :UK@E:. 8%+@() I- )I *KH =B:<oFBJEW => <UFHFK:B =>CKSQ :FKB IHJMHISQ. *> >IU KoJ@ L H;HDTQ KHLQ : HIIU KHFK:B oq : :IR=>CK>Q. 8&@ B :I () I- )O% :GB HDW<@J@ KoF IHJMHIZF A: <UF>B J> =XH JKR=B:. IKR=ag IZKg : :GBHDW<@J@ KHL L glybrdgl 8_ H H HUHQ >IBD:E;RF>B K: =BC:BHDH<@KBCR C:B K@F K>NFBCT IHJMHIR C:B IKR=ag =>wk>ig : :GBHDW<@J@ KHL L glybrdgl 9_ K@Q HBCHFHEBCTQ IHJMHIRQ, >MWJHF @ IHJMHIR SN>B F>B <U : H=>CKT JKH IZKH JKR=BH. "IBKTIBH C:K:CXIoJ@Q A: >UF:B @ N:E@DWK>I@ KBET. BJ@E:UF>K:B WKB J> >IU KoJ@ : WIIBO@Q K@Q K>NFBCTQ IHJMHIRQ <B: KL BCHXQ T HLJB:JKBCHXQ DW<HLQ, @ HBCHFHEBCT IHJMHIR > BJKISM>K:B NoIUQ F: :FHBNK>U C:B H IHE@A>LKTQ =>F SN>B HXK> =B:K@I>U C:EU: : :UK@J@ T :GUoJ@ C:KR KHL (:F> BJK@EUHL. *KHF IHE@A>LKT JKHF H HUH S<BF> @ :FRA>J@ KHL SI<HL, : HJKSDD>K:B JN>KBCT :F:CHUFoJ@ HL >IBD:E;RF>B KHLDRNBJKHF K: :I:CRKo JKHBN>U: : : ) +@F IHQ >CKSD>J@ :FRA>J@. ; ) +@F KBET. < ) +HF MHIS: <B: KHF H HUH IHHIU?>K:B @ :IHNT L @I>JBZF. = ) +@F IHA>JEU: L H<I:MTQ K@Q JXE;:J@Q. 5

RF H :FR=HNHQ JKHF H HUH S<BF> @ :F:CHUFoJ@, =>F IHJTDA> F: L H<IRO>B K@F JXE;:J@, C@IXJJ>K:B SC KoK HQ E> : WM:J@ KHL :IEH=UHL <B: K@F =BHUC@J@ KHL MHIS: HI<RFHL. IHE@A>LKTQ =>F C@IXJJ>K:B SC KoKHQ : W K@F C:K:CXIoJ@ T :FRA>J@ T K@F JXE;:J@ WK:F : 1. JXE;:J@ =>F L H<IRM@C> T @ >CKSD>J@ K@Q :FRA>J@Q =>F I:<E:KH HBTA@C> E> >LAXF@ KHL @EHJUHL C:B *LFKISNHLF 2. DW<HB :FoKSI:Q ;U:Q. M) % I (8)8 II IHA>JEU: :IR=HJ@Q HIU?>K:B ESNIB >UCHJB ( 2) 5@E>IHDH<B:CSQ@ESI>Q : W K@F L H<I:MT K@Q JXE;:J@Q. :IR=HJ@ A: <UF>B E> SGH=: C:B >LAXF@ KHL IHE@A>LKT, J> NZIHLQ HL A: L =>BNAHXF H : W KH +ETE: BE>D@K>U:Q KHL (8. IHE@A>LKTQ L HNI>HXK:B F: >B=H HB>U KH :IEW=BH +ETE: KHLDRNBJKHF ( 5 ) >I<RJBE>Q @ESI>Q FoIUK>I: : W K@F @E>IHE@FU: HL IHKUA>K:B F: :I:=ZJ>B K: >U=@. HBHKBCT, HJHKBCT :I:D: ;T KoF >FKX of A: ;>;:BoA>U : W K@F :IEW=B: BKIH T :I:D:;TQ KHL (:F> BJK@EUHL C:B : KBQ W L @I>JU>Q, HB H HU>Q SNHLF L H;RD>B K: JN>KBCR L @I>JB:CR J@E>BZE:K: <B: K@F >CKX oj@. KHLQ +) ( I (B)O$I D@IoET KHL IHE@A>LKT A: <UF>K:B E>KR K@F HIBJKBCT HBHKBCT, HJHKBCT :I:D: ;T KoF >FKX of C:B K@ JN>KBCT =B:=BC:JU: S<CIBJ@Q D@IoETQ, E> NI@E:KBCW SFK:DE:, KH H HUH A: >C=U=>K:B JKH WFHE: KHL IHE@A>LKT, E> ;RJ@ K: FWEBE: =BC:BHDH<@KBCR (KBEHDW<BH, :JM:DBJKBCT >F@E>IWK@K:, =>DKUH MHIHDH<BCTQ >F@E>IWK@K:Q C:B JLE;HD:BH<I:MBCW D@I>G HXJBH J> >IU KoJ@ E@ :LKH IWJo HL >EM:FUJ>oQ KHL =BC:BHXNHL ). K( M)OI@I K( N-@O% 8%8 MO% 8%8 A8+: )@8 6DHB HB >IB>NWE>FHB JK@ B:CTILG@ B WIH C:B : :BKTJ>BQ C:B KH JN>KBCW (:IRIK@E: >UF:B L HNI>oKBCHU <B: KHLQ L HO@MUHLQ :F:=W NHLQ. (>IB KZJ>BQ IHJMHIZF HL :IHLJBR?HLF : HCDUJ>BQ : W KHLQ L HNI>oKBCHXQ WIHLQ C:B : :BKTJ>BQ K@Q B:CTILG@Q : HIIU KHFK:B. A8+8AK)OI 8( +BI$8+ I 6

: ) *> >IU KoJ@ HL H E>BH=WK@Q :IF@A>U K@F L H<I:MT K@Q JXE;:J@Q, >M:IEW?HFK:B WJ: :F:MSIHFK:B JKH %. 2 2 8 6 C:B JKH.. ( 1 1 8 / 2 0 0 7. 8F:A>ZI@J@ KoF KBEZF WJH =B:IC>U @ >CKSD>J@ K@Q JXE;:J@Q : HCD>U>K:B <B: H HBH=T HK> DW<H. ; ) B : W K@F JXE;:J@ CRA> MXJ>oQ : :BKTJ>BQ KHL :FKBJLE;:DDHESFHL C:KR KHL.(.8 JLEMoFHXFK:B. C:B >UF:B :F>CNZI@K>Q. ( @%@AI )+)I +H (:F> BJK TEBH =B:K@I>U KH =BC:UoE: F: > B;RDD>B J> ;RIHQ KHL :F:=WNHL HBFBCT ITKI: 2 0 0 LIZ <B: CRA> @ESI: C:ALJKSI@J@Q IR=HJ@Q : KoF IHE@A>LHESFoF >FKX of C:B F: :GBZJ>B >CKWQ K@Q HBFBCTQ ITKI:Q C:B K@F : HC:KRJK:J@ CRA> :ESJHL T >EESJHL?@EU:Q. (@BKI @8- ) O% "RA> =B:=BC:JKBCT =B:MHIR E> KHF IHE@A>LKT L R<>K:B JK@F :IEH=BWK@K: KoF =BC:JK@IUoF K@Q 8ATF:Q. 8ATeY 1 7,- 9 2 0 1 4 A N T I ()K+8%I O I K O N O M I K O Y () :)8$$8+@I$ K & 8%8(+K&I A8 :+I :O):@ I : 7

(8)8) +$8 (@%8A8I %+K( K KB@A K (8)8::BO% ( I ++8 AYA@<@KTQ 8eYiKRiagQ &(8(88I AgiETKgIYQ ImgDTQ abgegeabze aik@eze - BJKHDWN:IK: 8 4 E> S<NIoEH DH<WKL H KHL "HJETKHI: K@Q *NHDTQ BCHFHEBCZF BJK@EZF................................................. 5. 0. 0..... KEN.......... - -RC>DHB :DD@DH<I:MU:Q EBCIHU E> S<NIoEH KH DH<WKL H K@Q *NHDTQ BCHFHEBCZF BJK@EZF (=B:JK. 1x 12, 3 4)............................. 5. 0. 0... KEN.......... - -RC>DHB :DD@DH<I:MU:Q E><RDHB E> S<NIoEH KH DH<WKL H K@Q *NHDTQ BCHFHEBCZF BJK@EZF (=B:JK. x 23 32 )............................. 5. 0. 0.. KEN......... KYA@<@KTQ :>ZI<agQ I@O$A I AgiETKgIYQ ImgDTQ agtb@i@q am>aiti>pe - BJKHDWN:IK: 8 4 E> S<NIoEH KH DH<W KL H KHL "HJETKHI: K@Q *NHDTQ BHUC@J@Q BN>BITJ>oF.......................................... 5. 0.. 0... KEN........... - -RC>DHB :DD@DH<I:MU:Q E> S<NIoEH KH DH<WKL H KHL "HJETKHI: *NHDTQ BHUC@J@Q BN>BITJ>oF (=B:JK x. 3 2 ). 3............................. 5. 0. 0.. KEN.......... - -RC>DHB :DD@DH<I:MU:Q :I:DD@DW<I:EEHB EBCIHU E> S<NIoEH KH DH<W - KL H KHL "HJETKHI: K@Q *NHDTQ BHUC@J@Q BN>BITJ>oF (=B:JK. 1 1, x 4 2 3 )................................................. 5. 0. 0.. KEN.... AYA@<@KTQ @PRee@Q A8+I KB8A I (IW>=IgQ +ETEYKgQ abgegeabtq aikte@q - BJKHDWN:IK: 8 4 E> S<NIoEH DH<WKL H KHL (IHS=IHL HL K+ETE:KHQ..... 5. 0. 0.. KEN. +ETE:KHQ (=B:JK. 2x 3 2 )........................................ 5. 0. 0... KEN............. +ETE:KHQ (=B:JK. 1 1, x 4 2 3 )........................................ 5. 0. 0.. KEN............ AYA@<@KTQ 8eKZeagQ %+$ I (IW>=IgQ +ETEYKgQ a>aeze bya LIP YubZe abgegeabze I gl=ze - BJKHDWN:IK: 8 4 E> S<NIoEH KH DH<WKL H KHL (IHS=IHL KHL +ETE:KHQ.... 5. 0. 0. KEN. 8

KYA@<@KTQ 8e=IrYQ %@A B ( KB I (IW>=IgQ +ETEYKgQ I<RePi@Q & agtb@i@q am>aiti>pe - BJKHDWN:IK: 8 4 E> S<NIoEH KH DH<W KL H KHL (IHS=IHL KHL +ETE:KHQ 1. 0 0 0 KEN. - BJKHDWN:IK: EBJW 8 4 KL oesfh J> N:IKWFB, E> S<NIoEH KH DH<WKL H KHL (IHS=IHL KHL +ETE:KHQ........................................ 5. 0. 0... KEN............. +ETE:KHQ E><RDHB (=B:JK. x 3223)................................... 5. 0. 0.. KEN.... +ETE:KHQ E>J:UHB (=B:JK. 1x 82, 6 7 )................................. 5. 0. 0... KEN....... +ETE:KHQ EBCIHU (=B:JK. 1x 12, 3 4 )................................... 5. 0. 0.. KEN.... 8eY D. AYA@<TKIaY -DZIY A AA@%8A (IW>=IgQ +ETEYKgQ $RIb>Kae<b bya abgaepetyq - BJKHDWN:IK: 8 4 E> S<NIoEH DH<WKL H K@Q (IHS=IHL KHL +ETE:KHQ.... 1 0. 0. 0 KEN. 8eY D. AYA@<@KTQ I LIt=Pe I(K) K (IW>=IgQ +ETEYKgQ Bg<aiKabTQ bya MI@EYKggabgegEabTQ - BJKHDWN:IK: 8 4 E> S<NIoEH DH<WKL H KHL (IHS=IHL +ETE:KHQ...).... 1. 0. 0. 0.. KEN... 8eY D. AYA@<TKIaY b. 8A. (gldgw=@ (IW>=IgQ +ETEYKgQ agab@kabtq aikte@q bya +>megdg<tyq - BJKHDWN:IK: 8 4 E> S<NIo EH DH<WKL H K@Q (IHS=IHL KHL +ETE:KHQ..... 1. 0. 0. 0. KEN. - Φάκελοι με έγχρωμο λογότυπο του Προέδρου (διαστ. 11,4 x23) 500 τμχ. +ETE:KHQ (=B:JK. x 32 23 )........................................... 2. 5. 0.. KEN........... AYA@<@KTQ >W=PIgQ 8( I+ B ( KB I (IW>=IgQ +ETEYKgQ (D@IglgIabTQ - BJKHDWN:IK: 8 4 E> S<NIoEH DH<WKL H KHL (IHS=IHL KHL +ETE:KHQ.... 1.. 0. 0 0 KEN. +ETE:KHQ (=B:JK 1. 8, 7x 2 6 )........................................ 5. 0. 0.. KEN........... +ETE:KHQ (=B:JK. 2x 3 2 ).......................................... 5. 0. 0.. KEN............. +ETE:KHQ ( 1 1, 4.. 2. 3.)........................................ 5. 0. 0.. KEN......... 8eY D. AYA@<TKIaY 8eYiKYitY AOI+8A (IW>=IgQ +ETEYKgQ IKYKaiKabTQ 9

- BJKHDWN:IKH 8 4 E> S<NIoEH DH<WKL H KHL (IHS=IHL KHL +ETE:KHQ..... 1. 0. 0. 0. KEN. +ETE:KHQ (=B:JK. x233 2 )........................................ 2. 5. 0... KEN............ - -RC>DHB :DD@DH<I:MU:Q E> S<NIoEH DH<WKL H L KH (IHS=IHL KHL +ETE:KHQ (=B:JK. 1 1 x, 42 3 )........................................ 5. 0. 0... KEN.......... -DZIY I@: K) K +ETEYKgQ abgegeabtq aikte@q +@D. 2 1 0 8 2 0 3 3 0 4 - -HBK@KBCSQ ":IKSD>Q............................................. 5. 0. 0.. KEN......... - -RC>DHB :DD@DH<I:MU:Q E> DH<WKL H *NHDTQ C:B KHL +ETE:KHQ (=B:JK. 2 3 x 3 2 )................................................ 1... 0. 0. 0.. KEN.... - -RC>DHB :DD@DH<I:MU:Q E> DH<WKL H *NHDTQ C:B KHL +ETE:KHQ (=B:JK. 1 1, 4.. 2. 3.)............................................ 1.. 5. 0. 0. KEN...... - -RC>DHB J:CHXD>Q C:MS E> DH<WKL H K@Q *NHDTQ C:B KHL +ETE:KHQ (=B:JK. x3411 ).................................................. 5. 0. 0.. KEN....... A. 8M8)@8 +ETEYKgQ a>aeze & LIP YubZe abgegeabze I gl=ze - -RC>DHB :DD@DH<I:MU:Q DH<WKL H *NHDTQ C:B KHL +ETE:KHQ (=B:JK x 3 2 ).. 2.2 35 0 KEN. - -RC>DHB EBCIHU E> K@F > ofleu: *NHDTQ C:B KHL +ETE:KHQ (=B:JK x 2. 3 ). 1510, 04 KEN. MILiT +I KB K +ETEYKgQ I<RePi@Q & agtb@i@q am>aiti>pe - ":IKSD>Q MHBK@KZF 8-9 SKHLQ..................................... 6. 0. 0.. KEN....... - ":IKSD>Q C:K>XALFJ@Q BHUC@J@Q BN>BITJ>oF...................... 3. 0. 0... KEN...... - ":IKSD>Q C:K>XALFJ@Q BHUC@J@Q (D@IHMHIB:CZF *LJK@ERKoF........... 5. 0... KEN......... - ":IKSD>Q ":K>XALFJ@Q #H<BJKBCTQ C:B.I@E:KHHBCHFHEBCTQ.............. 1. 5. 0.. KEN........... - ":IKSD>Q ":K>XALFJ@Q $RIC>KBF<C................................ 1. 5. 0... KEN..... - -RC>D HB :DD@DH<I:MU:Q E> DH<WKL H KHL +ETE:KHQ (=B:JK x 3 2. ). 2. 3..... 1.. 0. 0. 0. KEN... - -RC>DHB :DD@DH<I:MU:Q E> DH<WKL H KHL +ETE:KHQ (=B:JK x. 2 3 1). 1,. 4.... 5. 0. 0.. KEN... - -RC>DHB :DD@DH<I:MU:Q CUKIBFHB E><RDHB E> DH<WKL H KHL +ETE:KHQ (=B:JK. 3x 1 4 1 )................................................. 5. 0. 0... KEN..... @PReeY A :@8 +ETEYKgQ $RIb>Kae<b bya abgaepetyq - ":IKSD>Q MHBK@KZF (oq >U<E:.. 1.)................................ 2. 0. 0.. KEN.... - ":IKSD>Q MHBK@KZF (oq >U<E:.. 2.)................................ 2. 0. 0.. KEN.... - -RC>DHB :DD@DH<I:MU:Q E> KH DH<WKL H KHL +ETE:KHQ (=B:JK x 4. 1 ). 3. 1.... 5. 0. 0.. KEN... - -RC>DHB :DD@DH<I:MU:Q E> KH DH<WKL H KHL +ETE:KHQ (=B:JK x 3. 2 ) 2. 3... 1 0. 0. 0 KEN. - -RC>DHB :DD@DH<I:MU:Q E> KH DH<WKL H KHL +ETE:KHQ (=B:JK x. 2 16 8 ).,. 7.. 1.. 0. 0 0 KEN. - -RC>DHB :DD@DH<I:MU:Q E> DH<WKL H +ETE:KHQ (=B:JK. x 21 31 ),. 4........ 1 0. 0. 0.. KEN... $YIarKKY (8% K 1 0

+ETEYKgQ Bg<aiKabTQ bya MI@EYKggabgegEabTQ - ":IKSD>Q C:K:NZI@J@Q ;:AEHDH<U:Q MHBK@KZF...................... 3. 0. 0.. KEN....... - 9B;DUH (IoKHCWDDHL............................................... 1.. KEN........ - -RC>DHB :DD@DH<I:MU:Q E> DH<WKL H KHL +ETE:KHQ (=B:JK x 3. 2 ). 2 3........ 2. 5. 0.. KEN... - -RC>DHB :DD@DH<I:MU:Q E> DH<WKL H KHL +ETE:KHQ (=B:JK. x 2 14 1 ),. 4...... 5. 0. 0.. KEN.... - -RC>DHB :DD@DH<I:MU:Q E> DH<WKL H KHL +ETE:KHQ (=B:JK x 4. 1 ) 3. 1........ 2. 5. 0.. KEN..... MILigwDY I8ABB8)@ K +ETE YKgQ agab@kabtq aikte@q bya +>megdg<tyq - ":IKSD>Q <B: ;:AEHDH<U:........................................ 4. 5. 0... KEN............. - -RC>DHB :DD@DH<I:MU:Q E> DH<WKL H KHL +ETE :KHQ (8 5 : 1 1, 4. 2. 3.,. 1.)... 5. 0. 0.. KEN.... - -RC>DHB :DD@DH<I:MU:Q E> DH<WKL H +ETE:KHQ (=B:JK x. 3 22) 3............ 2. 5. 0.. KEN.......... - -RC>DHB :DD@DH<I:MU:Q CUKIBFHB E> DH<WKL H KHL +ETE:KHQ (=B:JK x. 4311)... 2. 5 0 KEN. MITiKgQ I8ABB8)@ K +ETEYKgQ (D@IglgIabTQ - -RC>DHB :DD@DH<I:MU:Q E> DH<WKL H KHL +ETE:KHQ (=B:JK x 3. 2 ) 2. 3......... 2. 5. 0.. KEN....... - ":IKSD>Q MHBK@KZF.............................................. 4. 0. 0... KEN..... 8<<>DabT $()@B8A +ETEYKgQ IKYKaiKabTQ - -RC>DHB :DD@DH<I:MU:Q E> DH<WKL H KHL +ETE:KHQ (=B:JK x 3. 2 ). 2 3........ 5. 0. 0.. KEN..... - -RC>DHB :DD@DH<I:MU:Q E> DH<WKL H KHL +ETE :KHQ (=B:JK. 1 x1 2, 34 )...... 5. 0. 0... KEN... - ":IKSD>Q MHBK@KZF.............................................. 1. 6. 0.. KEN....... :IYl>tg E>DZe +( KgL +ETEYKgQ abgegeabtq aikte@q K >walegq : @PRee@Q A8+I KB8A I (IW>=IgQ + ETEYKgQ abgegeabtq aikte@q - -RC>DHB :DD@DH<I:MU:Q E> DH<WKL H KHL +ETE:KHQ (=B:JK. x 2 13 1 ),. 5.... 2.. 0. 0. 0.. KEN. - -RC>DHB :DD@DH<I:MU:Q E> DH<WKL H KHL +ETE:KHQ (=B:JK x. 3 2 ) 2. 3..... 1.. 0. 0. 0.. KEN.. $YItY A K+) K$( +ETEY (Ye> aik@eaybze 8ImZe & I<RePe - BJKHDWN:IK: S<NIoEH (IXK:F@................................ 1.. 5. 0. 0.. KEN...... - -RC>DHB :DD@DH<I:MU:Q E> S<NIoEH DH<WKL H (ILK:F>U:Q (=B:JK x 3. 2 ) 2. 3.1. 5 0 0 KEN. @PReeY -IgltY 8( I+ B ( KB K /ei@ b Yt=>Li@Q - -RC >DHB :DD@DH<I:MU:Q E> DH<WKL H (:F> BJK@EUHL (=B:JK x. 2 31) 1.,. 4.... 5. 0. 0.. KEN... - -RC>DHB :DD@DH<I:MU:Q E> DH<WKL H (:F> BJK@EUHL (=B:JK x 3. 2 ) 2. 3...... 2. 5. 0... KEN.. - -RC>DHB D>LCHU T CUKIBFHB E> DH<WKL H KHL (:F> BJK@EUHL (=B:JK x 4 1 )... 2. 35. 10. KEN. - "WDD>Q >G>KRJ>oF HCK:JSDB= >Q =B DTQ WO@Q...................... 1. 0. 0.. 0. 0. 0.. KEN.. 1 1

- -RC>DHB CUKIBFHB E> DH<WKL H KHL (:F> BJK@EUHL (=B:JK x 4 1 )... 3. 1...... 5.. 0. 0. 0.. KEN..... 8D>fRe=IY 8):K) ( KB K +ETEY @EgitPe Imri>Pe - -RC>DHB :DD@DH<I:MU:Q E> DH<WKL H (:F> BJK@EUHL (=B:JK x. 1 91). 4,. 5... 1.. 5. 0 0. KEN. DtYQ @8$8%+ ( KB I :)8-@ ()O+ A BB K - -RC>DHB :DD@DH<I:MU:Q E> DH<WKL H KHL (:F> BJK@EUHL (=B:JK x 3. 2 () 2. 3. 1.. 5 0 0 KEN. - -RC>DHB :DD@DH<I:MU:Q E> DH<WKL H KHL (:F> BJK@EUHL (=B:JK. 1, 15x 2 3 )............................................... 2. 0. 0. 0.. KEN.... - -RC>DHB :DD@DH<I:MU:Q E> DH<WKL H KHL (:F> BJK@EUHL CUKIBFHB JCD@IHU (=B:JK. x 34 1 )........................................... 2. 5. 0... KEN.......... - 9B;DUH (IoKHCWDDHL (oq =>U<E:..).................................. 2.. KEN........ Dre@ 9B8M K :)8-@ -O+ +K( @O% - -RC>DHB :DD@DH<I:MU:Q E> DH<WKL H KHL (:F> BJK@EUHL CUKIBFHB (B:JK. 3 1x 4 1 )................................................. 1.. 0. 0. 0.. KEN... B>e>KtY :O):8%+8 - @++@A BIM - -RC>DHB EBCIHU ( 2 3. 1 1, 5 0 ) (oq =>U<E:...... )..................... 1... 0. 0. 0.. KEN........... 9@9B@ A AYDaYE RbgL 9tbL - "8)+##8"!8 8%!*$, -!++0%............................ 1... 0. 0. 0. KEN......... - -RC>DHB :DD@DH<I:MU:Q E> KH DH<WKL H KHL (:F> BJK@EUHL (=B:JK. 1 1, x 52 3 )................................................. 5. 0. 0... KEN..... - -RC>DHB :DD@DH<I:MU:Q E> KH DH<WKL H KHL (:F> BJK@EUHL (=B:JK. 1 8 x, 276 )................................................. 5. 0. 0.. KEN...... - -RC>DHB :DD@DH<I:MU:Q E> KH DH<WKL H KHL (:F> BJK@EUHL (=B:JK. 2x 3 3 2 )................................................. 5. 0. 0... KEN..... +$$8 +M%@AO% ):O% & $88 $)@$%8I A8@ IK%+)II :A8+8I+8 -IO% (8 - -RC>DHB :DD@DH<I:MU: E> KH DH<WKL H KHL (:F> BJK@EUHL (=B:JK. 2 3. 3 2. )................................................. 2. 5. 0.. KEN....... - -RC>DHB :DD@DH<I:MU:Q E> KH DH< WKL H KHL (:F> BJK@EUHL (=B:JK. 1 8 x, 276 )................................................. 2. 5. 0.. KEN... - -RC>DHB :DD@DH<I:MU:Q E> KH DH<WKL H KHL (:F> BJK@EUHL (=B:JK. 1 1 x, 253 )................................................ 5. 0. 0.. KEN... +8@)@8 8&@ ( @II A8@ @8M@)@II +I ()@ KI@8I + K. (.8. - -RC>DHB :DD@DH<I:MU:Q E> KH DH<WKL H K@Q K:BI>U:Q (=B:JK. 2x 3 2 )................................................. 5. 0. 0.. KEN....... 1 2

- -RC>DHB :DD@DH<I:MU:Q E> KH DH<WKL H K@Q K:BI>U:Q (=B:JK. 1 1 x, 253 )................................................ 5. 0. 0.. KEN.... - -RC>DHB CUKIBFHB E><RDHB E> DH<WKL H K@Q K:BI>U:Q (=B:JK x 4 1 ).... 3. 1.... 2. 5. 0.. KEN...... 1 3