202 (!\"# $%& '*+ %% – ) (1996 ) 1996 \" 1998 1997 %'%& Kf`0; O FG 1086 1998 1997 %'%& Kf`0f (4 1087 1998 19971996 J = ()S( (2bA K&$9f 1088 1998 1995 , ( J &A % 0 1089 1998 1995 #$%& 31 %,% 1 J = 9 &f K+C O] . ?( E 1090 1999 &f K=) L$ ¬ `6 1091 1999 @%#)' Á7 c,+ L%'F Q* &f N 1092 1998 &f O=' K,( ,1 %'_9 1093 2002 X=' K](6f 1094 1999 % M7 & ' J &+ ´ O;v H M*f ?% = 1095 2004 Kf`0f ($,0 x5 Qg' L5(W 1096 1.6 %'` &f c_9\" ?6 1097 1998 (1998) Kf`0f ($, O FG 1098 2002 ( E Kf`0f K57k d9 $ %E7 KcE, Kc ] 1099 (1997 ) 1997 \" 2001 1999 - 1998 X, J = Kf`0; D E &f ()S( 1100 1998 1996 , &f O=' (9$]f K,( B E,- J & % 0 1101 1999 &; ( g' (,0 1102 1999 (1995 :'5(0) ` M) Kf`0; w+ O \ K+6 1103 1999 &f K=) L$ ¬ `6 1104 2000 &f X7 , X=' EV · k 1105 2.2 % M7 & ' J &+ ´ O;v H M*f ?% = K(-'0 (=,0 1106 2.2 Qg' Q(,`0 1107 2.2 Qg' Y(i,0 1108 2001 Kf`0; D E &f O=' %E9 Kk ,1 %'_9 1109 (` M Kf`0; ( , $i) L(yM YW= J N Kf`0; D E &f & 1110 (0 4 2.1 :'5(0 g'2 1111 1999 2000 &f ?% 2 K(-'0 1112 2002 (g_= KE. 9 ª(7 K + 1 %'%& Kf`0f x5 e$9\" Q(50 && * 1113 4.5 O$( A '_C 1114 1.5 Kf`0f d9 m') `, @M+ (, · M D E ?(, 1115