=C2 =FD=F2=EE=EC =F0=E0=E7=E4=E5=EB=E5 =E1=F3=E4=F3=
=F2 =EF=F0=E5=E4=F1=F2=E0=E2=EB=E5=ED=FB =F1=E8=F1=F2=E5=EC=E0=F2=E8=EA=E0=
, =F1=EF=EE=F1=EE=E1=FB =F0=E5=E3=E8=F1=F2=F0=E0=F6=E8=E8 =E8 =E7=ED=E0=F7=
=E5=ED=E8=E5 =F4=E8=E7=E8=EE=EB=EE=E3=E8=F7=E5=F1=EA=E8=F5 =EF=EE=EA=E0=E7=
=E0=F2=E5=EB=E5=E9, =F1=E2=FF=E7=E0=ED=ED=FB=F5 =F1 =EF=F1=E8=F5=E8=F7=E5=
=F1=EA=EE=E9 =E4=E5=FF=F2=E5=EB=FC=ED=EE=F1=F2=FC=FE =F7=E5=EB=EE=E2=E5=EA=
=E0. =CF=F1=E8=F5=EE=F4=E8=E7=E8=EE=EB=EE=E3=E8=FF — =FD=EA=F1=EF=E5=
=F0=E8=EC=E5=ED=F2=E0=EB=FC=ED=E0=FF =E4=E8=F1=F6=E8=EF=EB=E8=ED=E0, =EF=
=EE=FD=F2=EE=EC=F3 =E8=ED=F2=E5=F0=EF=F0=E5=F2=E0=F6=E8=EE=ED=ED=FB=E5 =E2=
=EE=E7=EC=EE=E6=ED=EE=F1=F2=E8 =EF=F1=E8=F5=EE=F4=E8=E7=E8=EE=EB=EE=E3=E8=
=F7=E5=F1=EA=E8=F5 =E8=F1=F1=EB=E5=E4=EE=E2=E0=ED=E8=E9 =E2 =E7=ED=E0=F7=
=E8=F2=E5=EB=FC=ED=EE=E9 =F1=F2=E5=EF=E5=ED=E8 =EE=EF=F0=E5=E4=E5=EB=FF=FE=
=F2=F1=FF =F1=EE=E2=E5=F0=F8=E5=ED=F1=F2=E2=EE=EC =E8 =F0=E0=E7=ED=EE=EE=
=E1=F0=E0=E7=E8=E5=EC =EF=F0=E8=EC=E5=ED=FF=E5=EC=FB=F5 =EC=E5=F2=EE=E4=EE=
=E2. =CF=F0=E0=E2=E8=EB=FC=ED=FB=E9 =E2=FB=E1=EE=F0 =EC=E5=F2=EE=E4=E8=EA=
=E8, =E0=E4=E5=EA=E2=E0=F2=ED=EE=E5 =E8=F1=EF=EE=EB=FC=E7=EE=E2=E0=ED=E8=
=E5 =E5=E5 =EF=EE=EA=E0=E7=E0=F2=E5=EB=E5=E9 =E8 =F1=EE=EE=F2=E2=E5=F2=F1=
=F2=E2=F3=FE=F9=E5=E5 =F0=E0=E7=F0=E5=F8=E0=FE=F9=E8=EC =E2=EE=E7=EC=EE=E6=
=ED=EE=F1=F2=FF=EC =EC=E5=F2=EE=E4=E8=EA=E8 =E8=F1=F2=EE=EB=EA=EE=E2=E0=ED=
=E8=E5 =EF=EE=EB=F3=F7=E5=ED=ED=FB=F5 =F0=E5=E7=F3=EB=FC=F2=E0=F2=EE=E2 =
=FF=E2=EB=FF=FE=F2=F1=FF =F3=F1=EB=EE=E2=E8=FF=EC=E8, =ED=E5=EE=E1=F5=EE=
=E4=E8=EC=FB=EC=E8 =E4=EB=FF =EF=F0=EE=E2=E5=E4=E5=ED=E8=FF =F3=F1=EF=E5=
=F8=ED=EE=E3=EE =EF=F1=E8=F5=EE=F4=E8=E7=E8=EE=EB=EE=E3=E8=F7=E5=F1=EA=EE=
=E3=EE =E8=F1=F1=EB=E5=E4=EE=E2=E0=ED=E8=FF.
=
2.1. =CC=E5=F2=EE=E4=FB =E8=E7=F3=F7=E5=ED=E8=FF =F0=E0=E1=EE=F2=FB =
=E3=EE=EB=EE=E2=ED=EE=E3=EE =EC=EE=E7=E3=E0
=D6=E5=ED=F2=F0=E0=EB=FC=ED=EE=E5 =EC=E5=F1=F2=EE =E2 =F0=FF=E4=F3 =EC=
=E5=F2=EE=E4=EE=E2 =EF=F1=E8=F5=EE=F4=E8=E7=E8=EE=EB=EE=E3=E8=F7=E5=F1=EA=
=EE=E3=EE =E8=F1=F1=EB=E5=E4=EE=E2=E0=ED=E8=FF =E7=E0=ED=E8=EC=E0=FE=F2 =
=F0=E0=E7=EB=E8=F7=ED=FB=E5 =F1=EF=EE=F1=EE=E1=FB =F0=E5=E3=E8=F1=F2=F0=E0=
=F6=E8=E8 =FD=EB=E5=EA=F2=F0=E8=F7=E5=F1=EA=EE=E9 =E0=EA=F2=E8=E2=ED=EE=F1=
=F2=E8 =F6=E5=ED=F2=F0=E0=EB=FC=ED=EE=E9 =ED=E5=F0=E2=ED=EE=E9 =F1=E8=F1=
=F2=E5=EC=FB, =E8 =E2 =EF=E5=F0=E2=F3=FE =EE=F7=E5=F0=E5=E4=FC =E3=EE=EB=
=EE=E2=ED=EE=E3=EE =EC=EE=E7=E3=E0.
2.1.1. =DD=EB=E5=EA=F2=F0=EE=FD=ED=F6=E5=F4=E0=EB=EE=E3=F0=E0=F4=E8=FF=
=
=DD=EB=E5=EA=F2=F0=EE=FD=ED=F6=E5=F4=E0=EB=EE=E3=F0=E0=F4=E8=FF &mda=
sh; =EC=E5=F2=EE=E4 =F0=E5=E3=E8=F1=F2=F0=E0=F6=E8=E8 =E8 =E0=ED=E0=EB=E8=
=E7=E0 =FD=EB=E5=EA=F2=F0=EE=FD=ED=F6=E5=F4=E0=EB=EE=E3=F0=E0=EC=EC=FB (=
=DD=DD=C3), =F2.=E5. =F1=F3=EC=EC=E0=F0=ED=EE=E9 =E1=E8=EE=FD=EB=E5=EA=F2=
=F0=E8=F7=E5=F1=EA=EE=E9 =E0=EA=F2=E8=E2=ED=EE=F1=F2=E8, =EE=F2=E2=EE=E4=
=E8=EC=EE=E9 =EA=E0=EA =F1=EE =F1=EA=E0=EB=FC=EF=E0, =F2=E0=EA =E8 =E8=E7=
=E3=EB=F3=E1=EE=EA=E8=F5 =F1=F2=F0=F3=EA=F2=F3=F0 =EC=EE=E7=E3=E0. =
=CF=EE=F1=EB=E5=E4=ED=E5=E5 =F3 =F7=E5=EB=EE=E2=E5=EA=E0 =E2=EE=E7=EC=EE=
=E6=ED=EE =EB=E8=F8=FC =E2 =EA=EB=E8=ED=E8=F7=E5=F1=EA=E8=F5 =F3=F1=EB=EE=
=E2=E8=FF=F5.
=C2 1929 =E3. =E0=E2=F1=F2=F0=E8=E9=F1=EA=E8=E9 =EF=F1=E8=F5=E8=E0=
=F2=F0 =D5. =C1=E5=F0=E3=E5=F0 =EE=E1=ED=E0=
=F0=F3=E6=E8=EB, =F7=F2=EE =F1 =EF=EE=E2=E5=F0=F5=ED=EE=F1=F2=E8 =F7=E5=F0=
=E5=EF=E0 =EC=EE=E6=ED=EE =F0=E5=E3=E8=F1=F2=F0=E8=F0=EE=E2=E0=F2=FC "=EC=
=EE=E7=E3=EE=E2=FB=E5 =E2=EE=EB=ED=FB". =CE=ED =F3=F1=F2=E0=ED=EE=E2=E8=EB=
, =F7=F2=EE =FD=EB=E5=EA=F2=F0=E8=F7=E5=F1=EA=E8=E5 =F5=E0=F0=E0=EA=F2=E5=
=F0=E8=F1=F2=E8=EA=E8 =FD=F2=E8=F5 =F1=E8=E3=ED=E0=EB=EE=E2 =E7=E0=E2=E8=
=F1=FF=F2 =EE=F2 =F1=EE=F1=F2=EE=FF=ED=E8=FF =E8=F1=EF=FB=F2=F3=E5=EC=EE=
=E3=EE. =CD=E0=E8=E1=EE=EB=E5=E5 =E7=E0=EC=E5=F2=ED=FB=EC=E8 =E1=FB=EB=E8=
=F1=E8=ED=F5=F0=EE=ED=ED=FB=E5 =E2=EE=EB=ED=FB =EE=F2=ED=EE=F1=E8=F2=E5=
=EB=FC=ED=EE =E1=EE=EB=FC=F8=EE=E9 =E0=EC=EF=EB=E8=F2=F3=E4=FB =F1 =F5=E0=
=F0=E0=EA=F2=E5=F0=ED=EE=E9 =F7=E0=F1=F2=EE=F2=EE=E9 =EE=EA=EE=EB=EE 10 =
=F6=E8=EA=EB=EE=E2 =E2 =F1=E5=EA=F3=ED=E4=F3. =C1=E5=F0=E3=E5=F0 =ED=E0=E7=
=E2=E0=EB =E8=F5 =E0=EB=FC=F4=E0-=E2=EE=EB=ED=E0=EC=E8 =E8 =EF=F0=EE=F2=E8=
=E2=EE=EF=EE=F1=F2=E0=E2=E8=EB =E8=F5 =E2=FB=F1=EE=EA=EE=F7=E0=F1=F2=EE=F2=
=ED=FB=EC "=E1=E5=F2=E0-=E2=EE=EB=ED=E0=EC", =EA=EE=F2=EE=F0=FB=E5 =EF=F0=
=EE=FF=E2=EB=FF=FE=F2=F1=FF =F2=EE=E3=E4=E0, =EA=EE=E3=E4=E0 =F7=E5=EB=EE=
=E2=E5=EA =EF=E5=F0=E5=F5=EE=E4=E8=F2 =E2 =E1=EE=EB=E5=E5 =E0=EA=F2=E8=E2=
=ED=EE=E5 =F1=EE=F1=F2=EE=FF=ED=E8=E5. =CE=F2=EA=F0=FB=F2=E8=E5 =C1=E5=F0=
=E3=E5=F0=E0 =EF=F0=E8=E2=E5=EB=EE =EA =F1=EE=E7=E4=E0=ED=E8=FE =FD=EB=E5=
=EA=F2=F0=EE=FD=ED=F6=E5=F4=E0=EB=EE=E3=F0=E0=F4=E8=F7=E5=F1=EA=EE=E3=EE=
=EC=E5=F2=EE=E4=E0 =E8=E7=F3=F7=E5=ED=E8=FF =EC=EE=E7=E3=E0, =F1=EE=F1=F2=
=EE=FF=F9=E5=E3=EE =E2 =F0=E5=E3=E8=F1=F2=F0=E0=F6=E8=E8, =E0=ED=E0=EB=E8=
=E7=E5 =E8 =E8=ED=F2=E5=F0=EF=F0=E5=F2=E0=F6=E8=E8 =E1=E8=EE=F2=EE=EA=EE=
=E2 =EC=EE=E7=E3=E0 =E6=E8=E2=EE=F2=ED=FB=F5 =E8 =F7=E5=EB=EE=E2=E5=EA=E0=
.
=CE=E4=ED=E0=
=E8=E7 =F1=E0=EC=FB=F5 =EF=EE=F0=E0=E7=E8=F2=E5=EB=FC=ED=FB=F5 =EE=F1=EE=
=E1=E5=ED=ED=EE=F1=F2=E5=E9 =DD=DD=C3 — =E5=E5 =F1=EF=EE=ED=F2=E0=ED=
=ED=FB=E9, =E0=E2=F2=EE=ED=EE=EC=ED=FB=E9 =F5=E0=F0=E0=EA=F2=E5=F0. =D0=E5=
=E3=F3=EB=FF=F0=ED=E0=FF =FD=EB=E5=EA=F2=F0=E8=F7=E5=F1=EA=E0=FF =E0=EA=F2=
=E8=E2=ED=EE=F1=F2=FC =EC=EE=E7=E3=E0 =EC=EE=E6=E5=F2 =E1=FB=F2=FC =E7=E0=
=F4=E8=EA=F1=E8=F0=EE=E2=E0=ED=E0 =F3=E6=E5 =F3 =EF=EB=EE=E4=E0 (=F2.=E5=
. =E4=EE =F0=EE=E6=E4=E5=ED=E8=FF =EE=F0=E3=E0=ED=E8=E7=EC=E0) =E8 =EF=F0=
=E5=EA=F0=E0=F9=E0=E5=F2=F1=FF =F2=EE=EB=FC=EA=EE =F1 =ED=E0=F1=F2=F3=EF=
=EB=E5=ED=E8=E5=EC =F1=EC=E5=F0=F2=E8. =C4=E0=E6=E5 =EF=F0=E8 =E3=EB=F3=E1=
=EE=EA=EE=E9 =EA=EE=EC=E5 =E8 =ED=E0=F0=EA=EE=E7=E5 =ED=E0=E1=EB=FE=E4=E0=
=E5=F2=F1=FF =EE=F1=EE=E1=E0=FF =F5=E0=F0=E0=EA=F2=E5=F0=ED=E0=FF =EA=E0=
=F0=F2=E8=ED=E0 =EC=EE=E7=E3=EE=E2=FB=F5 =E2=EE=EB=ED.
=D1=E5=E3=EE=
=E4=ED=FF =DD=DD=C3 =FF=E2=EB=FF=E5=F2=F1=FF =ED=E0=E8=E1=EE=EB=E5=E5 =EF=
=E5=F0=F1=EF=E5=EA=F2=E8=E2=ED=FB=EC, =ED=EE =EF=EE=EA=E0 =E5=F9=E5 =ED=E0=
=E8=EC=E5=ED=E5=E5 =F0=E0=F1=F8=E8=F4=F0=EE=E2=E0=ED=ED=FB=EC =E8=F1=F2=EE=
=F7=ED=E8=EA=EE=EC =E4=E0=ED=ED=FB=F5 =E4=EB=FF =EF=F1=E8=F5=EE=F4=E8=E7=
=E8=EE=EB=EE=E3=E0.
=D3=F1=EB=EE=E2=E8=FF =F0=E5=E3=E8=F1=F2=F0=E0=F6=E8=E8 =E8 =F1=EF=
=EE=F1=EE=E1=FB =E0=ED=E0=EB=E8=E7=E0 =DD=DD=C3. =C2 =F1=F2=E0=F6=E8=
=EE=ED=E0=F0=ED=FB=E9 =EA=EE=EC=EF=EB=E5=EA=F1 =E4=EB=FF =F0=E5=E3=E8=F1=
=F2=F0=E0=F6=E8=E8 =DD=DD=C3 =E8 =F0=FF=E4=E0 =E4=F0=F3=E3=E8=F5 =F4=E8=E7=
=E8=EE=EB=EE=E3=E8=F7=E5=F1=EA=E8=F5 =EF=EE=EA=E0=E7=E0=F2=E5=EB=E5=E9 =E2=
=F5=EE=E4=E8=F2 =E7=E2=F3=EA=EE=E8=E7=EE=EB=E8=F0=F3=FE=F9=E0=FF =FD=EA=F0=
=E0=ED=E8=F0=EE=E2=E0=ED=ED=E0=FF =EA=E0=EC=E5=F0=E0, =EE=E1=EE=F0=F3=E4=
=EE=E2=E0=ED=ED=EE=E5 =EC=E5=F1=F2=EE =E4=EB=FF =E8=F1=EF=FB=F2=F3=E5=EC=
=EE=E3=EE, =EC=EE=ED=EE=E3=EE=EA=E0=ED=E0=EB=FC=ED=FB=E5 =F3=F1=E8=EB=E8=
=F2=E5=EB=E8, =F0=E5=E3=E8=F1=F2=F0=E8=F0=F3=FE=F9=E0=FF =E0=EF=EF=E0=F0=
=E0=F2=F3=F0=E0 (=F7=E5=F0=ED=E8=EB=EE=EF=E8=F8=F3=F9=E8=E9 =FD=ED=F6=E5=
=F4=E0=EB=EE=E3=F0=E0=F4, =EC=ED=EE=E3=EE=EA=E0=ED=E0=EB=FC=ED=FB=E9 =EC=
=E0=E3=ED=E8=F2=EE=F4=EE=ED). =CE=E1=FB=F7=ED=EE =E8=F1=EF=EE=EB=FC=E7=F3=
=E5=F2=F1=FF =EE=F2 8 =E4=EE 16 =EA=E0=ED=E0=EB=EE=E2 =F0=E5=E3=E8=F1=F2=
=F0=E0=F6=E8=E8 =DD=DD=C3 =EE=F2 =F0=E0=E7=EB=E8=F7=ED=FB=F5 =F3=F7=E0=F1=
=F2=EA=EE=E2 =EF=EE=E2=E5=F0=F5=ED=EE=F1=F2=E8 =F7=E5=F0=E5=EF=E0 =EE=E4=
=ED=EE=E2=F0=E5=EC=E5=ED=ED=EE. =C0=ED=E0=EB=E8=E7 =DD=DD=C3 =EE=F1=F3=F9=
=E5=F1=F2=E2=EB=FF=E5=F2=F1=FF =EA=E0=EA =E2=E8=E7=F3=E0=EB=FC=ED=EE, =F2=
=E0=EA =E8 =F1 =EF=EE=EC=EE=F9=FC=FE =DD=C2=CC. =C2 =EF=EE=F1=EB=E5=E4=ED=
=E5=EC =F1=EB=F3=F7=E0=E5 =ED=E5=EE=E1=F5=EE=E4=E8=EC=EE =F1=EF=E5=F6=E8=
=E0=EB=FC=ED=EE=E5 =EF=F0=EE=E3=F0=E0=EC=EC=ED=EE=E5 =EE=E1=E5=F1=EF=E5=F7=
=E5=ED=E8=E5.
- =CF=EE =F7=E0=F1=F2=EE=F2=E5=
=E2 =DD=DD=C3 =F0=E0=E7=EB=E8=F7=E0=FE=F2 =F1=EB=E5=E4=F3=FE=F9=E8=E5 =F2=
=E8=EF=FB =F0=E8=F2=EC=E8=F7=E5=F1=EA=E8=F5 =F1=EE=F1=F2=E0=E2=EB=FF=FE=F9=
=E8=F5:
=D1=EB=E5=E4=F3=E5=F2 =EF=EE=E4=F7=E5=F0=EA=ED=F3=F2=FC, =F7=F2=EE =EF=
=EE=E4=EE=E1=ED=EE=E5 =F0=E0=E7=E1=E8=E5=ED=E8=E5 =ED=E0 =E3=F0=F3=EF=EF=
=FB =E1=EE=EB=E5=E5 =E8=EB=E8 =EC=E5=ED=E5=E5 =EF=F0=EE=E8=E7=E2=EE=EB=FC=
=ED=EE, =EE=ED=EE =ED=E5 =F1=EE=EE=F2=E2=E5=F2=F1=F2=E2=F3=E5=F2 =ED=E8=EA=
=E0=EA=E8=EC =F4=E8=E7=E8=EE=EB=EE=E3=E8=F7=E5=F1=EA=E8=EC =EA=E0=F2=E5=E3=
=EE=F0=E8=FF=EC. =C7=E0=F0=E5=E3=E8=F1=F2=F0=E8=F0=EE=E2=E0=ED=FB =E8 =E1=
=EE=EB=E5=E5 =EC=E5=E4=EB=E5=ED=ED=FB=E5 =F7=E0=F1=F2=EE=F2=FB =FD=EB=E5=
=EA=F2=F0=E8=F7=E5=F1=EA=E8=F5 =EF=EE=F2=E5=ED=F6=E8=E0=EB=EE=E2 =E3=EE=EB=
=EE=E2=ED=EE=E3=EE =EC=EE=E7=E3=E0 =E2=EF=EB=EE=F2=FC =E4=EE =EF=E5=F0=E8=
=EE=E4=EE=E2 =EF=EE=F0=FF=E4=EA=E0 =ED=E5=F1=EA=EE=EB=FC=EA=E8=F5 =F7=E0=
=F1=EE=E2 =E8 =F1=F3=F2=EE=EA. =C7=E0=EF=E8=F1=FC =EF=EE =FD=F2=E8=EC =F7=
=E0=F1=F2=EE=F2=E0=EC =E2=FB=EF=EE=EB=ED=FF=E5=F2=F1=FF =F1 =EF=EE=EC=EE=
=F9=FC=FE =DD=C2=CC.
|
=CE=F1=ED=EE=E2=ED=FB=E5 =F0=
=E8=F2=EC=FB =E8 =EF=E0=F0=E0=EC=E5=F2=F0=FB =FD=ED=F6=E5=F4=E0=EB=EE=E3=
=F0=E0=EC=EC=FB.
1. =C0=EB=FC=F4=E0-=E2=EE=EB=ED=E0 - =EE=E4=E8=ED=EE=F7=ED=EE=E5 =E4=E2=F3=
=F5=F4=E0=E7=EE=E2=EE=E5 =EA=EE=EB=E5=E1=E0=ED=E8=E5 =F0=E0=E7=ED=EE=F1=F2=
=E8 =EF=EE=F2=E5=ED=F6=E8=E0=EB=EE=E2 =E4=EB=E8=F2=E5=EB=FC=ED=EE=F1=F2=FC=
=FE 75-125 =EC=F1., =EF=EE =F4=EE=F0=EC=E5 =EF=F0=E8=E1=EB=E8=E6=E0=E5=F2=
=F1=FF =EA =F1=E8=ED=F3=F1=EE=E8=E4=E0=EB=FC=ED=EE=E9. 2. =C0=EB=FC=F4=E0=
-=F0=E8=F2=EC - =F0=E8=F2=EC=E8=F7=E5=F1=EA=EE=E5 =EA=EE=EB=E5=E1=E0=ED=E8=
=E5 =EF=EE=F2=E5=ED=F6=E8=E0=EB=EE=E2 =F1 =F7=E0=F1=F2=EE=F2=EE=E9 8-13 =
=C3=F6, =E2=FB=F0=E0=E6=E5=ED =F7=E0=F9=E5 =E2 =E7=E0=E4=ED=E8=F5 =EE=F2=
=E4=E5=EB=E0=F5 =EC=EE=E7=E3=E0 =EF=F0=E8 =E7=E0=EA=F0=FB=F2=FB=F5 =E3=EB=
=E0=E7=E0=F5 =E2 =F1=EE=F1=F2=EE=FF=ED=E8=E8 =EE=F2=ED=EE=F1=E8=F2=E5=EB=
=FC=ED=EE=E3=EE =EF=EE=EA=EE=FF, =F1=F0=E5=E4=ED=FF=FF =E0=EC=EF=EB=E8=F2=
=F3=E4=E0 30-40 =EC=EA=C2, =EE=E1=FB=F7=ED=EE =EC=EE=E4=F3=EB=E8=F0=EE=E2=
=E0=ED =E2 =E2=E5=F0=E5=F2=E5=ED=E0. 3. =C1=E5=F2=E0-=E2=EE=EB=ED=E0 - =EE=
=E4=E8=ED=EE=F7=ED=EE=E5 =E4=E2=F3=F5=F4=E0=E7=EE=E2=EE=E5 =EA=EE=EB=E5=E1=
=E0=ED=E8=E5 =EF=EE=F2=E5=ED=F6=E8=E0=EB=EE=E2 =E4=EB=E8=F2=E5=EB=FC=ED=EE=
=F1=F2=FC=FE =EC=E5=ED=E5=E5 75 =EC=F1. =E8 =E0=EC=EF=EB=E8=F2=F3=E4=EE=E9=
10-15 =EC=EA=C2 (=ED=E5 =E1=EE=EB=E5=E5 30). 4. =C1=E5=F2=E0-=F0=E8=F2=EC=
- =F0=E8=F2=EC=E8=F7=E5=F1=EA=EE=E5 =EA=EE=EB=E5=E1=E0=ED=E8=E5 =EF=EE=F2=
=E5=ED=F6=E8=E0=EB=EE=E2 =F1 =F7=E0=F1=F2=EE=F2=EE=E9 14-35 =C3=F6. =CB=F3=
=F7=F8=E5 =E2=FB=F0=E0=E6=E5=ED =E2 =EB=EE=E1=ED=EE-=F6=E5=ED=F2=F0=E0=EB=
=FC=ED=FB=F5 =EE=E1=EB=E0=F1=F2=FF=F5 =EC=EE=E7=E3=E0. 5. =C4=E5=EB=FC=F2=
=E0-=E2=EE=EB=ED=E0 - =EE=E4=E8=ED=EE=F7=ED=EE=E5 =E4=E2=F3=F5=F4=E0=E7=EE=
=E2=EE=E5 =EA=EE=EB=E5=E1=E0=ED=E8=E5 =F0=E0=E7=ED=EE=F1=F2=E8 =EF=EE=F2=
=E5=ED=F6=E8=E0=EB=EE=E2 =E4=EB=E8=F2=E5=EB=FC=ED=EE=F1=F2=FC=FE =E1=EE=EB=
=E5=E5 250 =EC=F1. 6. =C4=E5=EB=FC=F2=E0-=F0=E8=F2=EC - =F0=E8=F2=EC=E8=F7=
=E5=F1=EA=EE=E5 =EA=EE=EB=E5=E1=E0=ED=E8=E5 =EF=EE=F2=E5=ED=F6=E8=E0=EB=EE=
=E2 =F1 =F7=E0=F1=F2=EE=F2=EE=E9 1-3 =C3=F6 =E8 =E0=EC=EF=EB=E8=F2=F3=E4=
=EE=E9 =EE=F2 10 =E4=EE 250 =EC=EA=C2 =E8 =E1=EE=EB=E5=E5. 7. =D2=E5=F2=
=E0-=E2=EE=EB=ED=E0 - =EE=E4=E8=ED=EE=F7=ED=EE=E5, =F7=E0=F9=E5 =E4=E2=F3=
=F5=F4=E0=E7=EE=E2=EE=E5 =EA=EE=EB=E5=E1=E0=ED=E8=E5 =F0=E0=E7=ED=EE=F1=F2=
=E8 =EF=EE=F2=E5=ED=F6=E8=E0=EB=EE=E2 =E4=EB=E8=F2=E5=EB=FC=ED=EE=F1=F2=FC=
=FE 130-250 =EC=F1. 8. =D2=E5=F2=E0-=F0=E8=F2=EC - =F0=E8=F2=EC=E8=F7=E5=
=F1=EA=EE=E5 =EA=EE=EB=E5=E1=E0=ED=E8=E5 =EF=EE=F2=E5=ED=F6=E8=E0=EB=EE=E2=
=F1 =F7=E0=F1=F2=EE=F2=EE=E9 4-7 =C3=F6, =F7=E0=F9=E5 =E4=E2=F3=F5=F1=F2=
=EE=F0=EE=ED=ED=E8=E5 =F1=E8=ED=F5=F0=EE=ED=ED=FB=E5, =F1 =E0=EC=EF=EB=E8=
=F2=F3=E4=EE=E9 100-200 =EC=EA=C2, =E8=ED=EE=E3=E4=E0 =F1 =E2=E5=F0=E5=F2=
=E5=ED=EE=EE=E1=F0=E0=E7=ED=EE=E9 =EC=EE=E4=F3=EB=FF=F6=E8=E5=E9, =EE=F1=
=EE=E1=E5=ED=ED=EE =E2 =EB=EE=E1=ED=EE=E9 =EE=E1=EB=E0=F1=F2=E8 =EC=EE=E7=
=E3=E0. |
=C4=F0=F3=E3=E0=FF =E2=E0=E6=ED=E0=FF =F5=E0=F0=
=E0=EA=F2=E5=F0=E8=F1=F2=E8=EA=E0 =FD=EB=E5=EA=F2=F0=E8=F7=E5=F1=EA=E8=F5=
=EF=EE=F2=E5=ED=F6=E8=E0=EB=EE=E2 =EC=EE=E7=E3=E0 — =E0=EC=EF=EB=E8=
=F2=F3=E4=E0, =F2.=E5. =E2=E5=EB=E8=F7=E8=ED=E0 =EA=EE=EB=E5=E1=E0=ED=E8=
=E9. =C0=EC=EF=EB=E8=F2=F3=E4=E0 =E8 =F7=E0=F1=F2=EE=F2=E0 =EA=EE=EB=E5=E1=
=E0=ED=E8=E9 =F1=E2=FF=E7=E0=ED=FB =E4=F0=F3=E3 =F1 =E4=F0=F3=E3=EE=EC. =
=C0=EC=EF=EB=E8=F2=F3=E4=E0 =E2=FB=F1=EE=EA=EE=F7=E0=F1=F2=EE=F2=ED=FB=F5=
=E1=E5=F2=E0-=E2=EE=EB=ED =F3 =EE=E4=ED=EE=E3=EE =E8 =F2=EE=E3=EE =F7=E5=
=EB=EE=E2=E5=EA=E0 =EC=EE=E6=E5=F2 =E1=FB=F2=FC =EF=EE=F7=F2=E8 =E2 10 =F0=
=E0=E7 =ED=E8=E6=E5 =E0=EC=EF=EB=E8=F2=F3=E4=FB =E1=EE=EB=E5=E5 =EC=E5=E4=
=EB=E5=ED=ED=FB=F5 =E0=EB=FC=F4=E0-=E2=EE=EB=ED.
=C2=E0=E6=ED=
=EE=E5 =E7=ED=E0=F7=E5=ED=E8=E5 =EF=F0=E8 =F0=E5=E3=E8=F1=F2=F0=E0=F6=E8=
=E8 =DD=DD=C3 =E8=EC=E5=E5=F2 =F0=E0=F1=EF=EE=EB=EE=E6=E5=ED=E8=E5 =FD=EB=
=E5=EA=F2=F0=EE=E4=EE=E2, =EF=F0=E8 =FD=F2=EE=EC =FD=EB=E5=EA=F2=F0=E8=F7=
=E5=F1=EA=E0=FF =E0=EA=F2=E8=E2=ED=EE=F1=F2=FC =EE=E4=ED=EE=E2=F0=E5=EC=E5=
=ED=ED=EE =F0=E5=E3=E8=F1=F2=F0=E8=F0=F3=E5=EC=E0=FF =F1 =F0=E0=E7=EB=E8=
=F7=ED=FB=F5 =F2=EE=F7=E5=EA =E3=EE=EB=EE=E2=FB =EC=EE=E6=E5=F2 =F1=E8=EB=
=FC=ED=EE =F0=E0=E7=EB=E8=F7=E0=F2=FC=F1=FF. =CF=F0=E8 =E7=E0=EF=E8=F1=E8=
=DD=DD=C3 =E8=F1=EF=EE=EB=FC=E7=F3=FE=F2 =E4=E2=E0 =EE=F1=ED=EE=E2=ED=FB=
=F5 =EC=E5=F2=EE=E4=E0: =E1=E8=EF=EE=EB=FF=F0=ED=FB=E9 =E8 =EC=EE=ED=EE=EF=
=EE=EB=FF=F0=ED=FB=E9. =C2 =EF=E5=F0=E2=EE=EC =F1=EB=F3=F7=E0=E5 =EE=E1=E0=
=FD=EB=E5=EA=F2=F0=EE=E4=E0 =EF=EE=EC=E5=F9=E0=FE=F2=F1=FF =E2 =FD=EB=E5=
=EA=F2=F0=E8=F7=E5=F1=EA=E8 =E0=EA=F2=E8=E2=ED=FB=E5 =F2=EE=F7=EA=E8 =F1=
=EA=E0=EB=FC=EF=E0, =E2=EE =E2=F2=EE=F0=EE=EC =EE=E4=E8=ED =E8=E7 =FD=EB=
=E5=EA=F2=F0=EE=E4=EE=E2 =F0=E0=F1=EF=EE=EB=E0=E3=E0=E5=F2=F1=FF =E2 =F2=
=EE=F7=EA=E5, =EA=EE=F2=EE=F0=E0=FF =F3=F1=EB=EE=E2=ED=EE =F1=F7=E8=F2=E0=
=E5=F2=F1=FF =FD=EB=E5=EA=F2=F0=E8=F7=E5=F1=EA=E8 =ED=E5=E9=F2=F0=E0=EB=FC=
=ED=EE=E9 (=EC=EE=F7=EA=E0 =F3=F5=E0, =EF=E5=F0=E5=ED=EE=F1=E8=F6=E0). =CF=
=F0=E8 =E1=E8=EF=EE=EB=FF=F0=ED=EE=E9 =E7=E0=EF=E8=F1=E8 =F0=E5=E3=E8=F1=
=F2=F0=E8=F0=F3=E5=F2=F1=FF =DD=DD=C3, =EF=F0=E5=E4=F1=F2=E0=E2=EB=FF=FE=
=F9=E0=FF =F0=E5=E7=F3=EB=FC=F2=E0=F2 =E2=E7=E0=E8=EC=EE=E4=E5=E9=F1=F2=E2=
=E8=FF =E4=E2=F3=F5 =FD=EB=E5=EA=F2=F0=E8=F7=E5=F1=EA=E8 =E0=EA=F2=E8=E2=
=ED=FB=F5 =F2=EE=F7=E5=EA (=ED=E0=EF=F0=E8=EC=E5=F0, =EB=EE=E1=ED=EE=E3=EE=
=E8 =E7=E0=F2=FB=EB=EE=F7=ED=EE=E3=EE =EE=F2=E2=E5=E4=E5=ED=E8=E9), =EF=
=F0=E8 =EC=EE=ED=EE=EF=EE=EB=FF=F0=ED=EE=E9 =E7=E0=EF=E8=F1=E8 — =E0=
=EA=F2=E8=E2=ED=EE=F1=F2=FC =EA=E0=EA=EE=E3=EE-=F2=EE =EE=E4=ED=EE=E3=EE=
=EE=F2=E2=E5=E4=E5=ED=E8=FF =EE=F2=ED=EE=F1=E8=F2=E5=EB=FC=ED=EE =FD=EB=
=E5=EA=F2=F0=E8=F7=E5=F1=EA=E8 =ED=E5=E9=F2=F0=E0=EB=FC=ED=EE=E9 =F2=EE=F7=
=EA=E8 (=ED=E0=EF=F0=E8=EC=E5=F0, =EB=EE=E1=ED=EE=E3=EE =E8=EB=E8 =E7=E0=
=F2=FB=EB=EE=F7=ED=EE=E3=EE =EE=F2=E2=E5=E4=E5=ED=E8=FF =EE=F2=ED=EE=F1=E8=
=F2=E5=EB=FC=ED=EE =EC=EE=F7=EA=E8 =F3=F5=E0). =C2=FB=E1=EE=F0 =F2=EE=E3=
=EE =E8=EB=E8 =E8=ED=EE=E3=EE =E2=E0=F0=E8=E0=ED=F2=E0 =E7=E0=EF=E8=F1=E8=
=E7=E0=E2=E8=F1=E8=F2 =EE=F2 =F6=E5=EB=E5=E9 =E8=F1=F1=EB=E5=E4=EE=E2=E0=
=ED=E8=FF. =C2 =E8=F1=F1=EB=E5=E4=EE=E2=E0=F2=E5=EB=FC=F1=EA=EE=E9 =EF=F0=
=E0=EA=F2=E8=EA=E5 =F8=E8=F0=E5 =E8=F1=EF=EE=EB=FC=E7=F3=E5=F2=F1=FF =EC=
=EE=ED=EE=EF=EE=EB=FF=F0=ED=FB=E9 =E2=E0=F0=E8=E0=ED=F2 =F0=E5=E3=E8=F1=F2=
=F0=E0=F6=E8=E8, =EF=EE=F1=EA=EE=EB=FC=EA=F3 =EE=ED =EF=EE=E7=E2=EE=EB=FF=
=E5=F2 =E8=E7=F3=F7=E0=F2=FC =E8=E7=EE=EB=E8=F0=EE=E2=E0=ED=ED=FB=E9 =E2=
=EA=EB=E0=E4 =F2=EE=E9 =E8=EB=E8 =E8=ED=EE=E9 =E7=EE=ED=FB =EC=EE=E7=E3=E0=
=E2 =E8=E7=F3=F7=E0=E5=EC=FB=E9 =EF=F0=EE=F6=E5=F1=F1.
=CC=E5=E6=E4=
=F3=ED=E0=F0=EE=E4=ED=E0=FF =F4=E5=E4=E5=F0=E0=F6=E8=FF =EE=E1=F9=E5=F1=F2=
=E2 =FD=EB=E5=EA=F2=F0=EE=FD=ED=F6=E5=F4=E0=EB=EE=E3=F0=E0=F4=E8=E8 =EF=F0=
=E8=ED=FF=EB=E0 =F2=E0=EA =ED=E0=E7=FB=E2=E0=E5=EC=F3=FE =F1=E8=F1=F2=E5=
=EC=F3 "10-20", =EF=EE=E7=E2=EE=EB=FF=FE=F9=F3=FE =F2=EE=F7=ED=EE =F3=EA=
=E0=E7=FB=E2=E0=F2=FC =F0=E0=F1=EF=EE=EB=EE=E6=E5=ED=E8=E5 =FD=EB=E5=EA=F2=
=F0=EE=E4=EE=E2. =C2 =F1=EE=EE=F2=E2=E5=F2=F1=F2=E2=E8=E8 =F1 =FD=F2=EE=E9=
=F1=E8=F1=F2=E5=EC=EE=E9 =F3 =EA=E0=E6=E4=EE=E3=EE =E8=F1=EF=FB=F2=F3=E5=
=EC=EE=E3=EE =F2=EE=F7=ED=EE =E8=E7=EC=E5=F0=FF=FE=F2 =F0=E0=F1=F1=F2=EE=
=FF=ED=E8=E5 =EC=E5=E6=E4=F3 =F1=E5=F0=E5=E4=E8=ED=EE=E9 =EF=E5=F0=E5=ED=
=EE=F1=E8=F6=FB (=ED=E0=E7=E8=EE=ED=EE=EC) =E8 =F2=E2=E5=F0=E4=FB=EC =EA=
=EE=F1=F2=ED=FB=EC =E1=F3=E3=EE=F0=EA=EE=EC =ED=E0 =E7=E0=F2=FB=EB=EA=E5=
(=E8=ED=E8=EE=ED=EE=EC), =E0 =F2=E0=EA=E6=E5 =EC=E5=E6=E4=F3 =EB=E5=E2=EE=
=E9 =E8 =EF=F0=E0=E2=EE=E9 =F3=F8=ED=FB=EC=E8 =FF=EC=EA=E0=EC=E8. =C2=EE=
=E7=EC=EE=E6=ED=FB=E5 =F2=EE=F7=EA=E8 =F0=E0=F1=EF=EE=EB=EE=E6=E5=ED=E8=FF=
=FD=EB=E5=EA=F2=F0=EE=E4=EE=E2 =F0=E0=E7=E4=E5=EB=E5=ED=FB =E8=ED=F2=E5=
=F0=E2=E0=EB=E0=EC=E8, =F1=EE=F1=F2=E0=E2=EB=FF=FE=F9=E8=EC=E8 10% =E8=EB=
=E8 20% =FD=F2=E8=F5 =F0=E0=F1=F1=F2=EE=FF=ED=E8=E9 =ED=E0 =F7=E5=F0=E5=EF=
=E5. =CF=F0=E8 =FD=F2=EE=EC =E4=EB=FF =F3=E4=EE=E1=F1=F2=E2=E0 =F0=E5=E3=
=E8=F1=F2=F0=E0=F6=E8=E8 =E2=E5=F1=FC =F7=E5=F0=E5=EF =F0=E0=E7=E1=E8=F2=
=ED=E0 =EE=E1=EB=E0=F1=F2=E8, =EE=E1=EE=E7=ED=E0=F7=E5=ED=ED=FB=E5 =E1=F3=
=EA=E2=E0=EC=E8: F — =EB=EE=E1=ED=E0=FF, =CE — =E7=E0=F2=FB=EB=
=EE=F7=ED=E0=FF =EE=E1=EB=E0=F1=F2=FC, =D0 — =F2=E5=EC=E5=ED=ED=E0=
=FF, =D2 — =E2=E8=F1=EE=F7=ED=E0=FF, =D1 — =EE=E1=EB=E0=F1=F2=
=FC =F6=E5=ED=F2=F0=E0=EB=FC=ED=EE=E9 =E1=EE=F0=EE=E7=E4=FB. =CD=E5=F7=E5=
=F2=ED=FB=E5 =ED=EE=EC=E5=F0=E0 =EC=E5=F1=F2 =EE=F2=E2=E5=E4=E5=ED=E8=FF=
=EE=F2=ED=EE=F1=FF=F2=F1=FF =EA =EB=E5=E2=EE=EC=F3, =E0 =F7=E5=F2=ED=FB=
=E5 — =EA =EF=F0=E0=E2=EE=EC=F3 =EF=EE=EB=F3=F8=E0=F0=E8=FE. =C1=F3=
=EA=E2=EE=E9 Z — =EE=E1=EE=E7=ED=E0=F7=E0=E5=F2=F1=FF =EE=F2=E2=E5=
=E4=E5=ED=E8=E5 =EE=F2 =E2=E5=F0=F5=F3=F8=EA=E8 =F7=E5=F0=E5=EF=E0. =DD=F2=
=EE =EC=E5=F1=F2=EE =ED=E0=E7=FB=E2=E0=E5=F2=F1=FF =E2=E5=F0=F2=E5=EA=F1=
=EE=EC =E8 =E5=E3=EE =E8=F1=EF=EE=EB=FC=E7=F3=FE=F2 =EE=F1=EE=E1=E5=ED=ED=
=EE =F7=E0=F1=F2=EE (=F1=EC. =D5=F0=E5=F1=F2=EE=EC=
=E0=F2. 2.2).
|
=D1=E8=F1=F2=E5=EC=E0 10-2=
0 (Jasper, 1958).
=D0=E0=F1=EF=EE=EB=EE=E6=E5=ED=E8=E5 =FD=EB=E5=EA=F2=F0=EE=E4=EE=E2 =ED=E0=
=EF=EE=E2=E5=F0=F5=ED=EE=F1=F2=E8 =E3=EE=EB=EE=E2=FB: F - =EB=EE=E1=ED=E0=
=FF =F7=E0=F1=F2=FC; C - =F6=E5=ED=F2=F0=E0=EB=FC=ED=E0=FF; P - =F2=E5=EC=
=E5=ED=ED=E0=FF; T - =E2=E8=F1=EE=F7=ED=E0=FF; O - =E7=E0=F2=FB=EB=EE=F7=
=ED=E0=FF. =CD=E5=F7=E5=F2=ED=FB=E5 =E8=ED=E4=E5=EA=F1=FB - =EB=E5=E2=E0=
=FF =EF=EE=EB=EE=E2=E8=ED=E0 =E3=EE=EB=EE=E2=FB, =F7=E5=F2=ED=FB=E5 =E8=ED=
=E4=E5=EA=F1=FB - =EF=F0=E0=E2=E0=FF, Z - =F1=F0=E5=E4=ED=FF=FF =EB=E8=ED=
=E8=FF |
=CA=EB=E8=ED=E8=F7=E5=F1=EA=E8=E9 =E8 =F1=F2=E0=
=F2=E8=F7=E5=F1=EA=E8=E9 =EC=E5=F2=EE=E4=FB =E8=E7=F3=F7=E5=ED=E8=FF =DD=
=DD=C3. =D1 =EC=EE=EC=E5=ED=F2=E0 =E2=EE=E7=ED=E8=EA=ED=EE=E2=E5=ED=E8=
=FF =E2=FB=E4=E5=EB=E8=EB=E8=F1=FC =E8 =EF=F0=EE=E4=EE=EB=E6=E0=FE=F2 =F1=
=F3=F9=E5=F1=F2=E2=EE=E2=E0=F2=FC =EA=E0=EA =EE=F2=ED=EE=F1=E8=F2=E5=EB=FC=
=ED=EE =F1=E0=EC=EE=F1=F2=EE=FF=F2=E5=EB=FC=ED=FB=E5 =E4=E2=E0 =EF=EE=E4=
=F5=EE=E4=E0 =EA =E0=ED=E0=EB=E8=E7=F3 =DD=DD=C3: =E2=E8=E7=F3=E0=EB=FC=ED=
=FB=E9 (=EA=EB=E8=ED=E8=F7=E5=F1=EA=E8=E9) =E8 =F1=F2=E0=F2=E8=F1=F2=E8=F7=
=E5=F1=EA=E8=E9.
=C2=E8=E7=
=F3=E0=EB=FC=ED=EE=E9 (=EA=EB=E8=ED=E8=F7=E5=F1=EA=E8=E9) =E0=ED=E0=EB=E8=
=E7 =DD=DD=C3 =E8=F1=EF=EE=EB=FC=E7=F3=E5=F2=F1=FF, =EA=E0=EA =EF=F0=
=E0=E2=E8=EB=EE, =E2 =E4=E8=E0=E3=ED=EE=F1=F2=E8=F7=E5=F1=EA=E8=F5 =F6=E5=
=EB=FF=F5. =DD=EB=E5=EA=F2=F0=EE=F4=E8=E7=E8=EE=EB=EE=E3, =EE=EF=E8=F0=E0=
=FF=F1=FC =ED=E0 =EE=EF=F0=E5=E4=E5=EB=E5=ED=ED=FB=E5 =F1=EF=EE=F1=EE=E1=
=FB =F2=E0=EA=EE=E3=EE =E0=ED=E0=EB=E8=E7=E0 =DD=DD=C3, =F0=E5=F8=E0=E5=F2=
=F1=EB=E5=E4=F3=FE=F8=E8=E5 =E2=EE=EF=F0=EE=F1=FB: =F1=EE=EE=F2=E2=E5=F2=
=F1=F2=E2=F3=E5=F2 =EB=E8 =DD=DD=C3 =EE=E1=F9=E5=EF=F0=E8=ED=FF=F2=FB=EC=
=F1=F2=E0=ED=E4=E0=F0=F2=E0=EC =ED=EE=F0=EC=FB; =E5=F1=EB=E8 =ED=E5=F2,=
=F2=EE =EA=E0=EA=EE=E2=E0 =F1=F2=E5=EF=E5=ED=FC =EE=F2=EA=EB=EE=ED=E5=ED=
=E8=FF =EE=F2 =ED=EE=F0=EC=FB, =EE=E1=ED=E0=F0=F3=E6=E8=E2=E0=FE=F2=F1=FF=
=EB=E8 =F3 =EF=E0=F6=E8=E5=ED=F2=E0 =EF=F0=E8=E7=ED=E0=EA=E8 =EE=F7=E0=E3=
=EE=E2=EE=E3=EE =EF=EE=F0=E0=E6=E5=ED=E8=FF =EC=EE=E7=E3=E0 =E8 =EA=E0=EA=
=EE=E2=E0 =EB=EE=EA=E0=EB=E8=E7=E0=F6=E8=FF =EE=F7=E0=E3=E0 =EF=EE=F0=E0=
=E6=E5=ED=E8=FF. =CA=EB=E8=ED=E8=F7=E5=F1=EA=E8=E9 =E0=ED=E0=EB=E8=E7 =DD=
=DD=C3 =E2=F1=E5=E3=E4=E0 =F1=F2=F0=EE=E3=EE =E8=ED=E4=E8=E2=E8=E4=F3=E0=
=EB=E5=ED =E8 =ED=EE=F1=E8=F2 =EF=F0=E5=E8=EC=F3=F9=E5=F1=F2=E2=E5=ED=ED=
=EE =EA=E0=F7=E5=F1=F2=E2=E5=ED=ED=FB=E9 =F5=E0=F0=E0=EA=F2=E5=F0. =CD=E5=
=F1=EC=EE=F2=F0=FF =ED=E0 =F2=EE, =F7=F2=EE =F1=F3=F9=E5=F1=F2=E2=F3=FE=F2=
=EE=E1=F9=E5=EF=F0=E8=ED=FF=F2=FB=E5 =E2 =EA=EB=E8=ED=E8=EA=E5 =EF=F0=E8=
=E5=EC=FB =EE=EF=E8=F1=E0=ED=E8=FF =DD=DD=C3, =EA=EB=E8=ED=E8=F7=E5=F1=EA=
=E0=FF =E8=ED=F2=E5=F0=EF=F0=E5=F2=E0=F6=E8=FF =DD=DD=C3 =E2 =E1=EE=EB=FC=
=F8=E5=E9 =F1=F2=E5=EF=E5=ED=E8 =E7=E0=E2=E8=F1=E8=F2 =EE=F2 =EE=EF=FB=F2=
=E0 =FD=EB=E5=EA=F2=F0=EE=F4=E8=E7=E8=EE=EB=EE=E3=E0, =E5=E3=EE =F3=EC=E5=
=ED=E8=FF "=F7=E8=F2=E0=F2=FC" =FD=EB=E5=EA=F2=F0=EE=FD=ED=F6=E5=F4=E0=EB=
=EE=E3=F0=E0=EC=EC=F3, =E2=FB=E4=E5=EB=FF=FF =E2 =ED=E5=E9 =F1=EA=F0=FB=F2=
=FB=E5 =E8 =ED=E5=F0=E5=E4=EA=EE =EE=F7=E5=ED=FC =E2=E0=F0=E8=E0=F2=E8=E2=
=ED=FB=E5 =EF=E0=F2=EE=EB=EE=E3=E8=F7=E5=F1=EA=E8=E5 =EF=F0=E8=E7=ED=E0=EA=
=E8.
=D1=EB=E5=E4=
=F3=E5=F2, =EE=E4=ED=E0=EA=EE, =EF=EE=E4=F7=E5=F0=EA=ED=F3=F2=FC, =F7=F2=
=EE =E2 =F8=E8=F0=EE=EA=EE=E9 =EA=EB=E8=ED=E8=F7=E5=F1=EA=EE=E9 =EF=F0=E0=
=EA=F2=E8=EA=E5 =E3=F0=F3=E1=FB=E5 =EC=E0=EA=F0=EE=EE=F7=E0=E3=EE=E2=FB=E5=
=ED=E0=F0=F3=F8=E5=ED=E8=FF =E8=EB=E8 =E4=F0=F3=E3=E8=E5 =EE=F2=F7=E5=F2=
=EB=E8=E2=EE =E2=FB=F0=E0=E6=E5=ED=ED=FB=E5 =F4=EE=F0=EC=FB =EF=E0=F2=EE=
=EB=EE=E3=E8=E8 =DD=DD=C3 =E2=F1=F2=F0=E5=F7=E0=FE=F2=F1=FF =F0=E5=E4=EA=
=EE. =D7=E0=F9=E5 =E2=F1=E5=E3=EE (70-80% =F1=EB=F3=F7=E0=E5=E2) =ED=E0=E1=
=EB=FE=E4=E0=FE=F2=F1=FF =E4=E8=F4=F4=F3=E7=ED=FB=E5 =E8=E7=EC=E5=ED=E5=ED=
=E8=FF =E1=E8=EE=FD=EB=E5=EA=F2=F0=E8=F7=E5=F1=EA=EE=E9 =E0=EA=F2=E8=E2=ED=
=EE=F1=F2=E8 =EC=EE=E7=E3=E0 =F1 =F1=E8=EC=EF=F2=EE=EC=E0=F2=E8=EA=EE=E9=
, =F2=F0=F3=E4=ED=EE =EF=EE=E4=E4=E0=FE=F9=E5=E9=F1=FF =F4=EE=F0=EC=E0=EB=
=FC=ED=EE=EC=F3 =EE=EF=E8=F1=E0=ED=E8=FE. =CC=E5=E6=E4=F3 =F2=E5=EC =E8=
=EC=E5=ED=ED=EE =FD=F2=E0 =F1=E8=EC=EF=F2=EE=EC=E0=F2=E8=EA=E0 =EC=EE=E6=
=E5=F2 =EF=F0=E5=E4=F1=F2=E0=E2=EB=FF=F2=FC =EE=F1=EE=E1=FB=E9 =E8=ED=F2=
=E5=F0=E5=F1 =E4=EB=FF =E0=ED=E0=EB=E8=E7=E0 =F2=EE=E3=EE =EA=EE=ED=F2=E8=
=ED=E3=E5=ED=F2=E0 =E8=F1=EF=FB=F2=F3=E5=EC=FB=F5, =EA=EE=F2=EE=F0=FB=E5=
=E2=F5=EE=E4=FF=F2 =E2 =E3=F0=F3=EF=EF=F3 =F2=E0=EA =ED=E0=E7=FB=E2=E0=E5=
=EC=EE=E9 "=EC=E0=EB=EE=E9" =EF=F1=E8=F5=E8=E0=F2=F0=E8=E8 — =F1=EE=
=F1=F2=EE=FF=ED=E8=E9, =E3=F0=E0=ED=E8=F7=E0=F9=E8=F5 =EC=E5=E6=E4=F3 "=F5=
=EE=F0=EE=F8=E5=E9" =ED=EE=F0=EC=EE=E9 =E8 =FF=E2=ED=EE=E9 =EF=E0=F2=EE=EB=
=EE=E3=E8=E5=E9. =C8=EC=E5=ED=ED=EE =EF=EE =FD=F2=EE=E9 =EF=F0=E8=F7=E8=ED=
=E5 =F1=E5=E9=F7=E0=F1 =EF=F0=E5=E4=EF=F0=E8=ED=E8=EC=E0=FE=F2=F1=FF =EE=
=F1=EE=E1=FB=E5 =F3=F1=E8=EB=E8=FF =EF=EE =F4=EE=F0=EC=E0=EB=E8=E7=E0=F6=
=E8=E8 =E8 =E4=E0=E6=E5 =F0=E0=E7=F0=E0=E1=EE=F2=EA=E8 =EA=EE=EC=EF=FC=FE=
=F2=E5=F0=ED=FB=F5 =EF=F0=EE=E3=F0=E0=EC=EC =E4=EB=FF =E0=ED=E0=EB=E8=E7=
=E0 =EA=EB=E8=ED=E8=F7=E5=F1=EA=EE=E9 =DD=DD=C3.
=D1=F2=E0=F2=E8=F1=F2=E8=F7=E5=F1=EA=E8=E5 =EC=E5=F2=EE=E4=FB=
=E8=F1=F1=EB=E5=E4=EE=E2=E0=ED=E8=FF =FD=EB=E5=EA=F2=F0=EE=FD=ED=F6=
=E5=F4=E0=EB=EE=E3=F0=E0=EC=EC=FB =E8=F1=F5=EE=E4=FF=F2 =E8=E7 =F2=EE=E3=
=EE, =F7=F2=EE =F4=EE=ED=EE=E2=E0=FF =DD=DD=C3 =F1=F2=E0=F6=E8=EE=ED=E0=F0=
=ED=E0 =E8 =F1=F2=E0=E1=E8=EB=FC=ED=E0. =C4=E0=EB=FC=ED=E5=E9=F8=E0=FF =EE=
=E1=F0=E0=E1=EE=F2=EA=E0 =E2 =EF=EE=E4=E0=E2=EB=FF=FE=F9=E5=EC =E1=EE=EB=
=FC=F8=E8=ED=F1=F2=E2=E5 =F1=EB=F3=F7=E0=E5=E2 =EE=EF=E8=F0=E0=E5=F2=F1=FF=
=ED=E0 =EF=F0=E5=EE=E1=F0=E0=E7=EE=E2=E0=ED=E8=E5 =D4=F3=F0=FC=E5, =F1=EC=
=FB=F1=EB =EA=EE=F2=EE=F0=EE=E3=EE =F1=EE=F1=F2=EE=E8=F2 =E2 =F2=EE=EC, =
=F7=F2=EE =E2=EE=EB=ED=E0 =EB=FE=E1=EE=E9 =F1=EB=EE=E6=ED=EE=E9 =F4=EE=F0=
=EC=FB =EC=E0=F2=E5=EC=E0=F2=E8=F7=E5=F1=EA=E8 =E8=E4=E5=ED=F2=E8=F7=ED=E0=
=F1=F3=EC=EC=E5 =F1=E8=ED=F3=F1=EE=E8=E4=E0=EB=FC=ED=FB=F5 =E2=EE=EB=ED=
=F0=E0=E7=ED=EE=E9 =E0=EC=EF=EB=E8=F2=F3=E4=FB =E8 =F7=E0=F1=F2=EE=F2=FB=
.
=CF=F0=E5=EE=
=E1=F0=E0=E7=EE=E2=E0=ED=E8=E5 =D4=F3=F0=FC=E5 =EF=EE=E7=E2=EE=EB=FF=E5=F2=
=EF=F0=E5=EE=E1=F0=E0=E7=EE=E2=E0=F2=FC =E2=EE=EB=ED=EE=E2=EE=E9 =CF=E0=F2=F2=E5=F0=ED - "=F3=E7=EE=
=F0", =F1=F2=F0=F3=EA=F2=F3=F0=E0, =F4=EE=F0=EC=E0, =EF=F0=EE=F1=F2=F0=
=E0=ED=F1=F2=E2=E5=ED=ED=EE=E5 =E8=EB=E8 =E2=F0=E5=EC=E5=ED=ED=EE=E5 =F0=
=E0=F1=EF=F0=E5=E4=E5=EB=E5=ED=E8=E5 =F1=F2=E8=EC=F3=EB=EE=E2, =EF=F0=EE=
=F6=E5=F1=F1=EE=E2 =E8 =F2.=EF.');" onmouseout=3Dnd(); href=3D"javascrip=
t:void(0);">=EF=E0=F2=F2=E5=F0=ED =F4=EE=
=ED=EE=E2=EE=E9 =DD=DD=C3 =E2 =F7=E0=F1=F2=EE=F2=ED=FB=E9 =E8 =F3=F1=F2=E0=
=ED=EE=E2=E8=F2=FC =F0=E0=F1=EF=F0=E5=E4=E5=EB=E5=ED=E8=E5 =EC=EE=F9=ED=EE=
=F1=F2=E8 =EF=EE =EA=E0=E6=E4=EE=E9 =F7=E0=F1=F2=EE=F2=ED=EE=E9 =F1=EE=F1=
=F2=E0=E2=EB=FF=FE=F9=E5=E9. =D1 =EF=EE=EC=EE=F9=FC=FE =EF=F0=E5=EE=E1=F0=
=E0=E7=EE=E2=E0=ED=E8=FF =D4=F3=F0=FC=E5 =F1=E0=EC=FB=E5 =F1=EB=EE=E6=ED=
=FB=E5 =EF=EE =F4=EE=F0=EC=E5 =EA=EE=EB=E5=E1=E0=ED=E8=FF =DD=DD=C3 =EC=EE=
=E6=ED=EE =F1=E2=E5=F1=F2=E8 =EA =F0=FF=E4=F3 =F1=E8=ED=F3=F1=EE=E8=E4=E0=
=EB=FC=ED=FB=F5 =E2=EE=EB=ED =F1 =F0=E0=E7=ED=FB=EC=E8 =E0=EC=EF=EB=E8=F2=
=F3=E4=E0=EC=E8 =E8 =F7=E0=F1=F2=EE=F2=E0=EC=E8. =CD=E0 =FD=F2=EE=E9 =EE=
=F1=ED=EE=E2=E5 =E2=FB=E4=E5=EB=FF=FE=F2=F1=FF =ED=EE=E2=FB=E5 =EF=EE=EA=
=E0=E7=E0=F2=E5=EB=E8, =F0=E0=F1=F8=E8=F0=FF=FE=F9=E8=E5 =F1=EE=E4=E5=F0=
=E6=E0=F2=E5=EB=FC=ED=F3=FE =E8=ED=F2=E5=F0=EF=F0=E5=F2=E0=F6=E8=FE =F0=E8=
=F2=EC=E8=F7=E5=F1=EA=EE=E9 =EE=F0=E3=E0=ED=E8=E7=E0=F6=E8=E8 =E1=E8=EE=FD=
=EB=E5=EA=F2=F0=E8=F7=E5=F1=EA=E8=F5 =EF=F0=EE=F6=E5=F1=F1=EE=E2.
=CD=E0=EF=F0=
=E8=EC=E5=F0, =F1=EF=E5=F6=E8=E0=EB=FC=ED=F3=FE =E7=E0=E4=E0=F7=F3 =F1=EE=
=F1=F2=E0=E2=EB=FF=E5=F2 =E0=ED=E0=EB=E8=E7 =E2=EA=EB=E0=E4=E0, =E8=EB=E8=
=EE=F2=ED=EE=F1=E8=F2=E5=EB=FC=ED=EE=E9 =EC=EE=F9=ED=EE=F1=F2=E8, =F0=E0=
=E7=ED=FB=F5 =F7=E0=F1=F2=EE=F2, =EA=EE=F2=EE=F0=E0=FF =E7=E0=E2=E8=F1=E8=
=F2 =EE=F2 =E0=EC=EF=EB=E8=F2=F3=E4 =F1=E8=ED=F3=F1=EE=E8=E4=E0=EB=FC=ED=
=FB=F5 =F1=EE=F1=F2=E0=E2=EB=FF=FE=F9=E8=F5. =CE=ED=E0 =F0=E5=F8=E0=E5=F2=
=F1=FF =F1 =EF=EE=EC=EE=F9=FC=FE =EF=EE=F1=F2=F0=EE=E5=ED=E8=FF =F1=EF=E5=
=EA=F2=F0=EE=E2 =EC=EE=F9=ED=EE=F1=F2=E8. =CF=EE=F1=EB=E5=E4=ED=E8=E9 =EF=
=F0=E5=E4=F1=F2=E0=E2=EB=FF=E5=F2 =F1=EE=E1=EE=E9 =F1=EE=E2=EE=EA=F3=EF=ED=
=EE=F1=F2=FC =E2=F1=E5=F5 =E7=ED=E0=F7=E5=ED=E8=E9 =EC=EE=F9=ED=EE=F1=F2=
=E8 =F0=E8=F2=EC=E8=F7=E5=F1=EA=E8=F5 =F1=EE=F1=F2=E0=E2=EB=FF=FE=F9=E8=F5=
=DD=DD=C3, =E2=FB=F7=E8=F1=EB=FF=E5=EC=FB=F5 =F1 =EE=EF=F0=E5=E4=E5=EB=E5=
=ED=ED=FB=EC =F8=E0=E3=EE=EC =E4=E8=F1=EA=F0=E5=F2=E8=E7=E0=F6=E8=E8 (=E2=
=F0=E0=E7=EC=E5=F0=E5 =E4=E5=F1=FF=F2=FB=F5 =E4=EE=EB=E5=E9 =E3=E5=F0=F6=
=E0). =D1=EF=E5=EA=F2=F0=FB =EC=EE=E3=F3=F2 =F5=E0=F0=E0=EA=F2=E5=F0=E8=E7=
=EE=E2=E0=F2=FC =E0=E1=F1=EE=EB=FE=F2=ED=F3=FE =EC=EE=F9=ED=EE=F1=F2=FC =
=EA=E0=E6=E4=EE=E9 =F0=E8=F2=EC=E8=F7=E5=F1=EA=EE=E9 =F1=EE=F1=F2=E0=E2=EB=
=FF=FE=F9=E5=E9 =E8=EB=E8 =EE=F2=ED=EE=F1=E8=F2=E5=EB=FC=ED=F3=FE, =F2.=E5=
. =E2=FB=F0=E0=E6=E5=ED=ED=EE=F1=F2=FC =EC=EE=F9=ED=EE=F1=F2=E8 =EA=E0=E6=
=E4=EE=E9 =F1=EE=F1=F2=E0=E2=EB=FF=FE=F9=E5=E9 (=E2 =EF=F0=EE=F6=E5=ED=F2=
=E0=F5) =EF=EE =EE=F2=ED=EE=F8=E5=ED=E8=FE =EA =EE=E1=F9=E5=E9 =EC=EE=F9=
=ED=EE=F1=F2=E8 =DD=DD=C3 =E2 =E0=ED=E0=EB=E8=E7=E8=F0=F3=E5=EC=EE=EC =EE=
=F2=F0=E5=E7=EA=E5 =E7=E0=EF=E8=F1=E8.
|
=C8=ED=E4=E8=E2=E8=E4=F3=E0=
=EB=FC=ED=FB=E9 =F1=EF=E5=EA=F2=F0 =DD=DD=C3 =E2 =F1=EE=F1=F2=EE=FF=ED=E8=
=E8 =EF=EE=EA=EE=FF (=EF=EE D. Lykken et al., 1974).
=CF=EE =EE=F1=E8 =E0=E1=F1=F6=E8=F1=F1 - =F7=E0=F1=F2=EE=F2=E0 =E2 =C3=F6=
., =EF=EE =EE=F1=E8 =EE=F0=E4=E8=ED=E0=F2 - =F1=EF=E5=EA=F2=F0=E0=EB=FC=ED=
=FB=E5 =EF=EB=EE=F2=ED=EE=F1=F2=E8 =E2 =EB=EE=E3=E0=F0=E8=F4=EC=E8=F7=E5=
=F1=EA=EE=E9 =F8=EA=E0=EB=E5. =CD=E0 =F0=E8=F1=F3=ED=EA=E5 =F5=EE=F0=EE=F8=
=EE =E2=E8=E4=ED=EE, =F7=F2=EE =EC=E0=EA=F1=E8=EC=E0=EB=FC=ED=EE=E5 =E7=ED=
=E0=F7=E5=ED=E8=E5 =F1=EF=E5=EA=F2=F0=E0=EB=FC=ED=EE=E9 =EC=EE=F9=ED=EE=F1=
=F2=E8 =EF=F0=E8=F5=EE=E4=E8=F2=F1=FF =ED=E0 =F7=E0=F1=F2=EE=F2=F3 =E0=EB=
=FC=F4=E0-=F0=E8=F2=EC=E0 |
=D1=EF=E5=EA=F2=F0=FB =EC=EE=F9=ED=EE=F1=F2=E8 =
=DD=DD=C3 =EC=EE=E6=ED=EE =EF=EE=E4=E2=E5=F0=E3=E0=F2=FC =E4=E0=EB=FC=ED=
=E5=E9=F8=E5=E9 =EE=E1=F0=E0=E1=EE=F2=EA=E5, =ED=E0=EF=F0=E8=EC=E5=F0, =EA=
=EE=F0=F0=E5=EB=FF=F6=E8=EE=ED=ED=EE=EC=F3 =E0=ED=E0=EB=E8=E7=F3, =EF=F0=
=E8 =FD=F2=EE=EC =E2=FB=F7=E8=F1=EB=FF=FE=F2 =E0=E2=F2=EE- =E8 =EA=F0=EE=
=F1=F1=EA=EE=F0=F0=E5=EB=FF=F6=E8=EE=ED=ED=FB=E5 =F4=F3=ED=EA=F6=E8=E8, =
=E0 =F2=E0=EA=E6=E5 =EA=EE=E3=E5=F0=E5=ED=F2=ED=EE=F1=F2=FC, =EA=
=EE=F2=EE=F0=E0=FF =F5=E0=F0=E0=EA=F2=E5=F0=E8=E7=F3=E5=F2 =EC=E5=F0=F3 =
=F1=E8=ED=F5=F0=EE=ED=ED=EE=F1=F2=E8 =F7=E0=F1=F2=EE=F2=ED=FB=F5 =E4=E8=E0=
=EF=E0=E7=EE=ED=EE=E2 =DD=DD=C3 =E2 =E4=E2=F3=F5 =F0=E0=E7=EB=E8=F7=ED=FB=
=F5 =EE=F2=E2=E5=E4=E5=ED=E8=FF=F5. =CA=EE=E3=E5=F0=E5=ED=F2=ED=EE=F1=
=F2=FC =E8=E7=EC=E5=ED=FF=E5=F2=F1=FF =E2 =E4=E8=E0=EF=E0=E7=EE=ED=E5 =EE=
=F2 +1 (=EF=EE=EB=ED=EE=F1=F2=FC=FE =F1=EE=E2=EF=E0=E4=E0=FE=F9=E8=E5 =F4=
=EE=F0=EC=FB =E2=EE=EB=ED=FB) =E4=EE 0 (=E0=E1=F1=EE=EB=FE=F2=ED=EE =F0=E0=
=E7=EB=E8=F7=ED=FB=E5 =F4=EE=F0=EC=FB =E2=EE=EB=ED). =D2=E0=EA=E0=FF =EE=
=F6=E5=ED=EA=E0 =EF=F0=EE=E2=EE=E4=E8=F2=F1=FF =E2 =EA=E0=E6=E4=EE=E9 =F2=
=EE=F7=EA=E5 =ED=E5=EF=F0=E5=F0=FB=E2=ED=EE=E3=EE =F7=E0=F1=F2=EE=F2=ED=EE=
=E3=EE =F1=EF=E5=EA=F2=F0=E0 =E8=EB=E8 =EA=E0=EA =F1=F0=E5=E4=ED=FF=FF =E2=
=EF=F0=E5=E4=E5=EB=E0=F5 =F7=E0=F1=F2=EE=F2=ED=FB=F5 =EF=EE=E4=E4=E8=E0=
=EF=E0=E7=EE=ED=EE=E2.
=CF=F0=E8 =EF=
=EE=EC=EE=F9=E8 =E2=FB=F7=E8=F1=EB=E5=ED=E8=FF =EA=EE=E3=E5=F0=E5=ED=F2=ED=
=EE=F1=F2=E8 =EC=EE=E6=ED=EE =EE=EF=F0=E5=E4=E5=EB=E8=F2=FC =F5=E0=F0=E0=
=EA=F2=E5=F0 =E2=ED=F3=F2=F0=E8- =E8 =EC=E5=E6=EF=EE=EB=F3=F8=E0=F0=ED=FB=
=F5 =EE=F2=ED=EE=F8=E5=ED=E8=E9 =EF=EE=EA=E0=E7=E0=F2=E5=EB=E5=E9 =DD=DD=
=C3 =E2 =EF=EE=EA=EE=E5 =E8 =EF=F0=E8 =F0=E0=E7=ED=FB=F5 =E2=E8=E4=E0=F5=
=E4=E5=FF=F2=E5=EB=FC=ED=EE=F1=F2=E8. =C2 =F7=E0=F1=F2=ED=EE=F1=F2=E8, =
=F1 =EF=EE=EC=EE=F9=FC=FE =FD=F2=EE=E3=EE =EC=E5=F2=EE=E4=E0 =EC=EE=E6=ED=
=EE =F3=F1=F2=E0=ED=EE=E2=E8=F2=FC =E2=E5=E4=F3=F9=E5=E5 =EF=EE=EB=F3=F8=
=E0=F0=E8=E5 =E4=EB=FF =EA=EE=ED=EA=F0=E5=F2=ED=EE=E9 =E4=E5=FF=F2=E5=EB=
=FC=ED=EE=F1=F2=E8 =E8=F1=EF=FB=F2=F3=E5=EC=EE=E3=EE, =ED=E0=EB=E8=F7=E8=
=E5 =F3=F1=F2=EE=E9=F7=E8=E2=EE=E9 =EC=E5=E6=EF=EE=EB=F3=F8=E0=F0=ED=EE=E9=
=E0=F1=E8=EC=EC=E5=F2=F0=E8=E8 =E8 =E4=F0. =C1=EB=E0=E3=EE=E4=E0=F0=FF =
=FD=F2=EE=EC=F3 =F1=EF=E5=EA=F2=F0=E0=EB=FC=ED=EE-=EA=EE=F0=F0=E5=EB=FF=F6=
=E8=EE=ED=ED=FB=E9 =EC=E5=F2=EE=E4 =EE=F6=E5=ED=EA=E8 =F1=EF=E5=EA=F2=F0=
=E0=EB=FC=ED=EE=E9 =EC=EE=F9=ED=EE=F1=F2=E8 (=EF=EB=EE=F2=ED=EE=F1=F2=E8=
) =F0=E8=F2=EC=E8=F7=E5=F1=EA=E8=F5 =F1=EE=F1=F2=E0=E2=EB=FF=FE=F9=E8=F5=
=DD=DD=C3 =E8 =E8=F5 =EA=EE=E3=E5=F0=E5=ED=F2=ED=EE=F1=F2=E8 =FF=E2=EB=FF=
=E5=F2=F1=FF =E2 =ED=E0=F1=F2=EE=FF=F9=E5=E5 =E2=F0=E5=EC=FF =EE=E4=ED=E8=
=EC =E8=E7 =ED=E0=E8=E1=EE=EB=E5=E5 =F0=E0=F1=EF=F0=EE=F1=F2=F0=E0=ED=E5=
=ED=ED=FB=F5.
=C8=F1=F2=EE=F7=ED=E8=EA=E8 =E3=E5=ED=E5=F0=E0=F6=E8=E8 =DD=DD=C3.=
=CF=E0=F0=E0=E4=EE=EA=F1=E0=EB=FC=ED=EE, =ED=EE =F1=EE=E1=F1=F2=E2=E5=
=ED=ED=EE =E8=EC=EF=F3=EB=FC=F1=ED=E0=FF =E0=EA=F2=E8=E2=ED=EE=F1=F2=FC =
=CD=E5=E9=F0=EE=ED - =EE=F1=ED=EE=
=E2=ED=E0=FF =F1=F2=F0=F3=EA=F2=F3=F0=ED=E0=FF =E8 =F4=F3=ED=EA=F6=E8=EE=
=ED=E0=EB=FC=ED=E0=FF =E5=E4=E8=ED=E8=F6=E0 =ED=E5=F0=E2=ED=EE=E9 =F1=E8=
=F1=F2=E5=EC=FB. =CD=E5=E9=F0=EE=ED =EF=F0=E8=ED=E8=EC=E0=E5=F2 =F1=E8=E3=
=ED=E0=EB=FB =EE=F2 =F0=E5=F6=E5=EF=F2=EE=F0=EE=E2 =E8 =E4=F0=F3=E3=E8=F5=
=ED=E5=E9=F0=EE=ED=EE=E2, =EF=E5=F0=E5=F0=E0=E1=E0=F2=FB=E2=E0=E5=F2 =E8=
=F5 =E8 =E2 =F4=EE=F0=EC=E5 =ED=E5=F0=E2=ED=FB=F5 =E8=EC=EF=F3=EB=FC=F1=EE=
=E2 =EF=E5=F0=E5=E4=E0=E5=F2 =EA =FD=F4=F4=E5=EA=F2=EE=F0=ED=FB=EC =ED=E5=
=F0=E2=ED=FB=EC =EE=EA=EE=ED=F7=E0=ED=E8=FF=EC.');" onmouseout=3Dnd(); h=
ref=3D"javascript:void(0);">=ED=E5=E9=F0=EE=ED=EE=E2=
=ED=E5 =ED=E0=F5=EE=E4=E8=F2 =EE=F2=F0=E0=E6=E5=ED=E8=FF =E2=
=EA=EE=EB=E5=E1=E0=ED=E8=FF=F5 =FD=EB=E5=EA=F2=F0=E8=F7=E5=F1=EA=EE=E3=EE=
=EF=EE=F2=E5=ED=F6=E8=E0=EB=E0, =F0=E5=E3=E8=F1=F2=F0=E8=F0=F3=E5=EC=EE=
=E3=EE =F1 =EF=EE=E2=E5=F0=F5=ED=EE=F1=F2=E8 =F7=E5=F0=E5=EF=E0 =F7=E5=EB=
=EE=E2=E5=EA=E0. =CF=F0=E8=F7=E8=ED=E0 =E2 =F2=EE=EC, =F7=F2=EE =E8=EC=EF=
=F3=EB=FC=F1=ED=E0=FF =E0=EA=F2=E8=E2=ED=EE=F1=F2=FC =ED=E5=E9=F0=EE=ED=EE=
=E2 =ED=E5 =F1=EE=EF=EE=F1=F2=E0=E2=E8=EC=E0 =F1 =DD=DD=C3 =EF=EE =E2=F0=
=E5=EC=E5=ED=ED=FB=EC =EF=E0=F0=E0=EC=E5=F2=F0=E0=EC. =C4=EB=E8=F2=E5=EB=
=FC=ED=EE=F1=F2=FC =E8=EC=EF=F3=EB=FC=F1=E0 (=EF=EE=F2=E5=ED=F6=E8=E0=EB=
=E0 =E4=E5=E9=F1=F2=E2=E8=FF) =ED=E5=E9=F0=EE=ED=E0 =F1=EE=F1=F2=E0=E2=EB=
=FF=E5=F2 =ED=E5 =E1=EE=EB=E5=E5 2 =EC=F1. =C2=F0=E5=EC=E5=ED=ED=FB=E5 =EF=
=E0=F0=E0=EC=E5=F2=F0=FB =F0=E8=F2=EC=E8=F7=E5=F1=EA=E8=F5 =F1=EE=F1=F2=E0=
=E2=EB=FF=FE=F9=E8=F5 =DD=DD=C3 =E8=F1=F7=E8=F1=EB=FF=FE=F2=F1=FF =E4=E5=
=F1=FF=F2=EA=E0=EC=E8 =E8 =F1=EE=F2=ED=FF=EC=E8 =EC=E8=EB=E8=F1=E5=EA=F3=
=ED=E4.
=CF=F0=E8=ED=
=FF=F2=EE =F1=F7=E8=F2=E0=F2=FC, =F7=F2=EE =E2 =FD=EB=E5=EA=F2=F0=E8=F7=E5=
=F1=EA=E8=F5 =EF=F0=EE=F6=E5=F1=F1=E0=F5, =F0=E5=E3=E8=F1=F2=F0=E8=F0=F3=
=E5=EC=FB=F5 =F1 =EF=EE=E2=E5=F0=F5=ED=EE=F1=F2=E8 =EE=F2=EA=F0=FB=F2=EE=
=E3=EE =EC=EE=E7=E3=E0 =E8=EB=E8 =F1=EA=E0=EB=FC=EF=E0, =ED=E0=F5=EE=E4=E8=
=F2 =EE=F2=F0=E0=E6=E5=ED=E8=E5 =D1=
=E8=ED=E0=EF=F1=FB - =EC=E5=F1=F2=E0 =F4=F3=ED=EA=F6=E8=EE=ED=E0=EB=FC=
=ED=FB=F5 =EA=EE=ED=F2=E0=EA=F2=EE=E2, =EE=E1=F0=E0=E7=F3=E5=EC=FB=F5 =ED=
=E5=E9=F0=EE=ED=E0=EC=E8.');" onmouseout=3Dnd(); href=3D"javascript:void=
(0);">=F1=E8=ED=E0=EF=F2=E8=F7=E5=F1=EA=E0=FF =E0=EA=F2=E8=E2=ED=EE=F1=F2=FC =ED=E5=E9=F0=EE=ED=EE=E2. =D0=E5=F7=
=FC =E8=E4=E5=F2 =EE =EF=EE=F2=E5=ED=F6=E8=E0=EB=E0=F5, =EA=EE=F2=EE=F0=FB=
=E5 =E2=EE=E7=ED=E8=EA=E0=FE=F2 =E2 =EF=EE=F1=F2=F1=E8=ED=E0=EF=F2=E8=F7=
=E5=F1=EA=EE=E9 =EC=E5=EC=E1=F0=E0=ED=E5 =ED=E5=E9=F0=EE=ED=E0, =EF=F0=E8=
=ED=E8=EC=E0=FE=F9=E5=E3=EE =E8=EC=EF=F3=EB=FC=F1. =C2=EE=E7=E1=F3=E6=E4=
=E0=FE=F9=E8=E5 =EF=EE=F1=F2=F1=E8=ED=E0=EF=F2=E8=F7=E5=F1=EA=E8=E5 =EF=EE=
=F2=E5=ED=F6=E8=E0=EB=FB =E8=EC=E5=FE=F2 =E4=EB=E8=F2=E5=EB=FC=ED=EE=F1=F2=
=FC =E1=EE=EB=E5=E5 30 =EC=F1, =E0 =F2=EE=F0=EC=EE=E7=ED=FB=E5 =EF=EE=F1=
=F2=F1=E8=ED=E0=EF=F2=E8=F7=E5=F1=EA=E8=E5 =EF=EE=F2=E5=ED=F6=E8=E0=EB=FB=
=EA=EE=F0=FB =EC=EE=E3=F3=F2 =E4=EE=F1=F2=E8=E3=E0=F2=FC 70 =EC=F1 =E8 =
=E1=EE=EB=E5=E5. =DD=F2=E8 =EF=EE=F2=E5=ED=F6=E8=E0=EB=FB (=E2 =EE=F2=EB=
=E8=F7=E8=E5 =EE=F2 =EF=EE=F2=E5=ED=F6=E8=E0=EB=E0 =E4=E5=E9=F1=F2=E2=E8=
=FF =ED=E5=E9=F0=EE=ED=E0, =EA=EE=F2=EE=F0=FB=E9 =E2=EE=E7=ED=E8=EA=E0=E5=
=F2 =EF=EE =EF=F0=E8=ED=E8=F6=E8=EF=F3 "=E2=F1=E5 =E8=EB=E8 =ED=E8=F7=E5=
=E3=EE") =E8=EC=E5=FE=F2 =E3=F0=E0=E4=F3=E0=EB=FC=ED=FB=E9 =F5=E0=F0=E0=EA=
=F2=E5=F0 =E8 =EC=EE=E3=F3=F2 =F1=F3=EC=EC=E8=F0=EE=E2=E0=F2=FC=F1=FF.
=CD=E5=F1=EA=
=EE=EB=FC=EA=EE =F3=EF=F0=EE=F9=E0=FF =EA=E0=F0=F2=E8=ED=F3, =EC=EE=E6=ED=
=EE =F1=EA=E0=E7=E0=F2=FC, =F7=F2=EE =EF=EE=EB=EE=E6=E8=F2=E5=EB=FC=ED=FB=
=E5 =EA=EE=EB=E5=E1=E0=ED=E8=FF =EF=EE=F2=E5=ED=F6=E8=E0=EB=E0 =ED=E0 =EF=
=EE=E2=E5=F0=F5=ED=EE=F1=F2=E8 =EA=EE=F0=FB =F1=E2=FF=E7=E0=ED=FB =EB=E8=
=E1=EE =F1 =E2=EE=E7=E1=F3=E6=E4=E0=FE=F9=E8=EC=E8 =EF=EE=F1=F2=F1=E8=ED=
=E0=EF=F2=E8=F7=E5=F1=EA=E8=EC=E8 =EF=EE=F2=E5=ED=F6=E8=E0=EB=E0=EC=E8 =E2=
=E5=E5 =E3=EB=F3=E1=E8=ED=ED=FB=F5 =F1=EB=EE=FF=F5, =EB=E8=E1=EE =F1 =F2=
=EE=F0=EC=EE=E7=ED=FB=EC=E8 =EF=EE=F1=F2=F1=E8=ED=E0=EF=F2=E8=F7=E5=F1=EA=
=E8=EC=E8 =EF=EE=F2=E5=ED=F6=E8=E0=EB=E0=EC=E8 =E2 =EF=EE=E2=E5=F0=F5=ED=
=EE=F1=F2=ED=FB=F5 =F1=EB=EE=FF=F5. =CE=F2=F0=E8=F6=E0=F2=E5=EB=FC=ED=FB=
=E5 =EA=EE=EB=E5=E1=E0=ED=E8=FF =EF=EE=F2=E5=ED=F6=E8=E0=EB=E0 =ED=E0 =EF=
=EE=E2=E5=F0=ED=EE=F1=F2=E8 =EA=EE=F0=FB =EF=F0=E5=E4=EF=EE=EB=EE=E6=E8=F2=
=E5=EB=FC=ED=EE =EE=F2=F0=E0=E6=E0=FE=F2 =EF=F0=EE=F2=E8=E2=EE=EF=EE=EB=EE=
=E6=ED=EE=E5 =FD=F2=EE=EC=F3 =F1=EE=EE=F2=ED=EE=F8=E5=ED=E8=E5 =E8=F1=F2=
=EE=F7=ED=E8=EA=EE=E2 =FD=EB=E5=EA=F2=F0=E8=F7=E5=F1=EA=EE=E9 =E0=EA=F2=E8=
=E2=ED=EE=F1=F2=E8.
=D0=E8=F2=EC=
=E8=F7=E5=F1=EA=E8=E9 =F5=E0=F0=E0=EA=F2=E5=F0 =E1=E8=EE=FD=EB=E5=EA=F2=F0=
=E8=F7=E5=F1=EA=EE=E9 =E0=EA=F2=E8=E2=ED=EE=F1=F2=E8 =EA=EE=F0=FB, =E8 =E2=
=F7=E0=F1=F2=ED=EE=F1=F2=E8 =E0=EB=FC=F4=E0-=F0=E8=F2=EC=E0, =EE=E1=F3=F1=
=EB=EE=E2=EB=E5=ED =E2 =EE=F1=ED=EE=E2=ED=EE=EC =E2=EB=E8=FF=ED=E8=E5=EC=
=EF=EE=E4=EA=EE=F0=EA=EE=E2=FB=F5 =F1=F2=F0=F3=EA=F2=F3=F0, =E2 =EF=E5=F0=
=E2=F3=FE =EE=F7=E5=F0=E5=E4=FC =F2=E0=EB=E0=EC=F3=F1=E0 (=EF=F0=EE=EC=E5=
=E6=F3=F2=EE=F7=ED=FB=E9 =EC=EE=E7=E3). =C8=EC=E5=ED=ED=EE =E2 =F2=E0=EB=
=E0=EC=F3=F1=E5 =ED=E0=F5=EE=E4=FF=F2=F1=FF =E3=EB=E0=E2=ED=FB=E5, =ED=EE=
=ED=E5 =E5=E4=E8=ED=F1=F2=E2=E5=ED=ED=FB=E5 =CF=E5=E9=F1=EC=E5=EA=E5=F0 - =E2=EE=E4=E8=F2=E5=EB=FC =F0=
=E8=F2=EC=E0; =EE=F2=E4=E5=EB=FC=ED=FB=E9 =ED=E5=E9=F0=EE=ED =E8 (=E8=EB=
=E8) =ED=E5=E9=F0=EE=ED=ED=E0=FF =F1=E5=F2=FC, =EE=F2=E2=E5=F7=E0=FE=F9=E8=
=E5 =E7=E0 =E3=E5=ED=E5=F0=E0=F6=E8=FE =F0=E8=F2=EC=E0 =EE=EF=F0=E5=E4=E5=
=EB=E5=ED=ED=EE=E9 =F7=E0=F1=F2=EE=F2=FB.');" onmouseout=3Dnd(); href=3D=
"javascript:void(0);">=EF=E5=E9=F1=EC=E5=EA=E5=F0=FB=
=E8=EB=E8 =E2=EE=E4=E8=F2=E5=EB=E8 =F0=E8=F2=EC=E0. =CE=E4=ED=
=EE=F1=F2=EE=F0=EE=ED=ED=E5=E5 =F3=E4=E0=EB=E5=ED=E8=E5 =F2=E0=EB=E0=EC=F3=
=F1=E0 =E8=EB=E8 =E5=E3=EE =F5=E8=F0=F3=F0=E3=E8=F7=E5=F1=EA=E0=FF =E8=E7=
=EE=EB=FF=F6=E8=FF =EE=F2 =ED=E5=EE=EA=EE=F0=F2=E5=EA=F1=E0 =EF=F0=E8=E2=
=EE=E4=E8=F2 =EA =EF=EE=EB=ED=EE=EC=F3 =E8=F1=F7=E5=E7=ED=EE=E2=E5=ED=E8=
=FE =E0=EB=FC=F4=E0-=F0=E8=F2=EC=E0 =E2 =E7=EE=ED=E0=F5 =EA=EE=F0=FB =EF=
=F0=EE=EE=EF=E5=F0=E8=F0=EE=E2=E0=ED=ED=EE=E3=EE =EF=EE=EB=F3=F8=E0=F0=E8=
=FF. =CF=F0=E8 =FD=F2=EE=EC =E2 =F0=E8=F2=EC=E8=F7=E5=F1=EA=EE=E9 =E0=EA=
=F2=E8=E2=ED=EE=F1=F2=E8 =F1=E0=EC=EE=E3=EE =F2=E0=EB=E0=EC=F3=F1=E0 =ED=
=E8=F7=F2=EE =ED=E5 =EC=E5=ED=FF=E5=F2=F1=FF. =CD=E5=E9=F0=EE=ED=FB =ED=E5=
=F1=EF=E5=F6=E8=F4=E8=F7=E5=F1=EA=EE=E3=EE =F2=E0=EB=E0=EC=F3=F1=E0 =EE=E1=
=EB=E0=E4=E0=FE=F2 =F1=E2=EE=E9=F1=F2=E2=EE=EC =E0=E2=F2=EE=F0=E8=F2=EC=E8=
=F7=ED=EE=F1=F2=E8. =DD=F2=E8 =ED=E5=E9=F0=EE=ED=FB =F7=E5=F0=E5=E7 =F1=EE=
=EE=F2=E2=E5=F2=F1=F2=E2=F3=FE=F9=E8=E5 =E2=EE=E7=E1=F3=E6=E4=E0=FE=F9=E8=
=E5 =E8 =F2=EE=F0=EC=EE=E7=ED=FB=E5 =F1=E2=FF=E7=E8 =F1=EF=EE=F1=EE=E1=ED=
=FB =E3=E5=ED=E5=F0=E8=F0=EE=E2=E0=F2=FC =E8 =EF=EE=E4=E4=E5=F0=E6=E8=E2=
=E0=F2=FC =F0=E8=F2=EC=E8=F7=E5=F1=EA=F3=FE =E0=EA=F2=E8=E2=ED=EE=F1=F2=FC=
=E2 =EA=EE=F0=E5 =E1=EE=EB=FC=F8=E8=F5 =EF=EE=EB=F3=F8=E0=F0=E8=E9. =C1=
=EE=EB=FC=F8=F3=FE =F0=EE=EB=FC =E2 =E4=E8=ED=E0=EC=E8=EA=E5 =FD=EB=E5=EA=
=F2=F0=E8=F7=E5=F1=EA=EE=E9 =E0=EA=F2=E8=E2=ED=EE=F1=F2=E8 =F2=E0=EB=E0=EC=
=F3=F1=E0 =E8 =EA=EE=F0=FB =E8=E3=F0=E0=E5=F2 =D0=E5=F2=E8=EA=F3=EB=FF=F0=ED=E0=FF =F4=EE=F0=EC=E0=F6=E8=FF=
- =F1=E5=F2=E5=E2=E8=E4=ED=EE=E5 =EE=E1=F0=E0=E7=EE=E2=E0=ED=E8=E5,=
=F1=EE=E2=EE=EA=F3=EF=ED=EE=F1=F2=FC =ED=E5=F0=E2=ED=FB=F5 =F1=F2=F0=F3=
=EA=F2=F3=F0, =F0=E0=F1=EF=EE=EB=EE=E6=E5=ED=ED=FB=F5 =E2 =F6=E5=ED=F2=F0=
=E0=EB=FC=ED=FB=F5 =EE=F2=E4=E5=EB=E0=F5 =F1=F2=E2=EE=EB=EE=E2=EE=E9 =F7=
=E0=F1=F2=E8 =EC=EE=E7=E3=E0 (=E2 =EF=F0=EE=E4=EE=EB=E3=EE=E2=E0=F2=EE=EC=
, =F1=F0=E5=E4=ED=E5=EC =E8 =EF=F0=EE=EC=E5=E6=F3=F2=EE=F7=ED=EE=EC =EC=EE=
=E7=E3=E5). =C2 =EE=E1=EB=E0=F1=F2=E8 =D0.=F4. =EF=F0=EE=E8=F1=F5=EE=E4=E8=
=F2 =E2=E7=E0=E8=EC=EE=E4=E5=E9=F1=F2=E2=E8=E5 =EF=EE=F1=F2=F3=EF=E0=FE=F9=
=E8=F5 =E2 =ED=E5=E5 =EA=E0=EA =E2=EE=F1=F5=EE=E4=FF=F9=E8=F5 - =E0=F4=F4=
=E5=F0=E5=ED=F2=ED=FB=F5, =F2=E0=EA =E8 =ED=E8=F1=F5=EE=E4=FF=F9=E8=F5 -=
=FD=F4=F4=E5=F0=E5=ED=F2=ED=FB=F5 =E8=EC=EF=F3=EB=FC=F1=EE=E2.');" onmo=
useout=3Dnd(); href=3D"javascript:void(0);">=F0=E5=
=F2=E8=EA=F3=EB=FF=F0=ED=E0=FF =F4=EE=F0=EC=E0=F6=E8=FF =F1=F2=
=E2=EE=EB=E0 =EC=EE=E7=E3=E0. =CE=ED=E0 =EC=EE=E6=E5=F2 =EE=EA=E0=E7=FB=E2=
=E0=F2=FC =F1=E8=ED=F5=F0=EE=ED=E8=E7=E8=F0=F3=FE=F9=E5=E5 =E2=EB=E8=FF=ED=
=E8=E5, =F2.=E5. =F1=EF=EE=F1=EE=E1=F1=F2=E2=F3=FE=F9=E5=E5 =E3=E5=ED=E5=
=F0=E0=F6=E8=E8 =F3=F1=F2=EE=E9=F7=E8=E2=EE=E3=EE =F0=E8=F2=EC=E8=F7=E5=F1=
=EA=EE=E3=EE =CF=E0=F2=F2=E5=F0=ED<=
/b> - "=F3=E7=EE=F0", =F1=F2=F0=F3=EA=F2=F3=F0=E0, =F4=EE=F0=EC=E0=
, =EF=F0=EE=F1=F2=F0=E0=ED=F1=F2=E2=E5=ED=ED=EE=E5 =E8=EB=E8 =E2=F0=E5=EC=
=E5=ED=ED=EE=E5 =F0=E0=F1=EF=F0=E5=E4=E5=EB=E5=ED=E8=E5 =F1=F2=E8=EC=F3=EB=
=EE=E2, =EF=F0=EE=F6=E5=F1=F1=EE=E2 =E8 =F2.=EF.');" onmouseout=3Dnd(); =
href=3D"javascript:void(0);">=EF=E0=F2=F2=E5=F0=ED=
=E0, =E8 =E4=E5=E7=E8=ED=F5=F0=EE=ED=E8=E7=E8=F0=F3=FE=F9=E5=E5=
, =ED=E0=F0=F3=F8=E0=FE=F9=E5=E5 =F1=EE=E3=EB=E0=F1=EE=E2=E0=ED=ED=F3=FE=
=F0=E8=F2=EC=E8=F7=E5=F1=EA=F3=FE =E0=EA=F2=E8=E2=ED=EE=F1=F2=FC (=F1=EC. =D5=F0=E5=F1=F2=EE=EC=E0=F2. 2.3).
|
=D1=E8=ED=E0=EF=F2=E8=F7=
=E5=F1=EA=E0=FF =E0=EA=F2=E8=E2=ED=EE=F1=F2=FC =ED=E5=E9=F0=EE=ED=EE=E2<=
/b> |
=D4=F3=ED=EA=F6=E8=EE=ED=E0=EB=FC=ED=EE=E5 =E7=ED=E0=F7=E5=ED=E8=E5=
=DD=C7=C3 =E8 =E5=B8 =F1=EE=F1=F2=E0=E2=EB=FF=FE=F9=E8=F5. =D1=F3=F9=
=E5=F1=F2=E2=E5=ED=ED=EE=E5 =E7=ED=E0=F7=E5=ED=E8=E5 =E8=EC=E5=E5=F2 =E2=
=EE=EF=F0=EE=F1 =EE =F4=F3=ED=EA=F6=E8=EE=ED=E0=EB=FC=ED=EE=EC =E7=ED=E0=
=F7=E5=ED=E8=E8 =EE=F2=E4=E5=EB=FC=ED=FB=F5 =F1=EE=F1=F2=E0=E2=EB=FF=FE=F9=
=E8=F5 =DD=DD=C3. =CD=E0=E8=E1=EE=EB=FC=F8=E5=E5 =E2=ED=E8=EC=E0=ED=E8=E5=
=E8=F1=F1=EB=E5=E4=EE=E2=E0=F2=E5=EB=E5=E9 =E7=E4=E5=F1=FC =E2=F1=E5=E3=
=E4=E0 =EF=F0=E8=E2=EB=E5=EA=E0=EB =
=C0=EB=FC=F4=E0-=F0=E8=F2=EC - =EE=F1=ED=EE=E2=ED=EE=E9 =F0=E8=F2=EC=
=FD=EB=E5=EA=F2=F0=EE=FD=ED=F6=E5=F4=E0=EB=EE=E3=F0=E0=EC=EC=FB =E2 =F1=
=EE=F1=F2=EE=FF=ED=E8=E8 =EE=F2=ED=EE=F1=E8=F2=E5=EB=FC=ED=EE=E3=EE =EF=EE=
=EA=EE=FF, =F1 =F7=E0=F1=F2=EE=F2=EE=E9 =E2 =EF=F0=E5=E4=E5=EB=E0=F5 8 -=
14 =C3=F6 =E8 =F1=F0=E5=E4=ED=E5=E9 =E0=EC=EF=EB=E8=F2=F3=E4=EE=E9 =E2 =
30 - 70 =EC=EA=C2.');" onmouseout=3Dnd(); href=3D"javascript:void(0);"><=
font class=3Demerwin>=E0=EB=FC=F4=E0-=F0=E8=F2=EC — =E4=
=EE=EC=E8=ED=E8=F0=F3=FE=F9=E8=E9 =F0=E8=F2=EC =DD=DD=C3 =EF=EE=EA=EE=FF=
=F3 =F7=E5=EB=EE=E2=E5=EA=E0.
=D1=F3=F9=E5=
=F1=F2=E2=F3=E5=F2 =ED=E5=EC=E0=EB=EE =EF=F0=E5=E4=EF=EE=EB=EE=E6=E5=ED=E8=
=E9, =EA=E0=F1=E0=FE=F9=E8=F5=F1=FF =F4=F3=ED=EA=F6=E8=EE=ED=E0=EB=FC=ED=
=EE=E9 =F0=EE=EB=E8 =E0=EB=FC=F4=E0-=F0=E8=F2=EC=E0. =CE=F1=ED=EE=E2=EE=EF=
=EE=EB=EE=E6=ED=E8=EA =EA=E8=E1=E5=F0=ED=E5=F2=E8=EA=E8 =CD. =C2=E8=ED=E5=
=F0 =E8 =E2=F1=EB=E5=E4 =E7=E0 =ED=E8=EC =F0=FF=E4 =E4=F0=F3=E3=E8=F5 =E8=
=F1=F1=EB=E5=E4=EE=E2=E0=F2=E5=EB=E5=E9 =F1=F7=E8=F2=E0=EB=E8, =F7=F2=EE=
=FD=F2=EE=F2 =F0=E8=F2=EC =E2=FB=EF=EE=EB=ED=FF=E5=F2 =F4=F3=ED=EA=F6=E8=
=FE =E2=F0=E5=EC=E5=ED=ED=EE=E3=EE =F1=EA=E0=ED=E8=F0=EE=E2=E0=ED=E8=FF =
("=F1=F7=E8=F2=FB=E2=E0=ED=E8=FF") =E8=ED=F4=EE=F0=EC=E0=F6=E8=E8 =E8 =F2=
=E5=F1=ED=EE =F1=E2=FF=E7=E0=ED =F1 =EC=E5=F5=E0=ED=E8=E7=EC=E0=EC=E8 =E2=
=EE=F1=EF=F0=E8=FF=F2=E8=FF =E8 =EF=E0=EC=FF=F2=E8. =CF=F0=E5=E4=EF=EE=EB=
=E0=E3=E0=E5=F2=F1=FF, =F7=F2=EE =E0=EB=FC=F4=E0-=F0=E8=F2=EC =EE=F2=F0=E0=
=E6=E0=E5=F2 =F0=E5=E2=E5=F0=E1=E5=F0=E0=F6=E8=FE =E2=EE=E7=E1=F3=E6=E4=E5=
=ED=E8=E9, =EA=EE=E4=E8=F0=F3=FE=F9=E8=F5 =E2=ED=F3=F2=F0=E8=EC=EE=E7=E3=
=EE=E2=F3=FE =E8=ED=F4=EE=F0=EC=E0=F6=E8=FE =E8 =F1=EE=E7=E4=E0=FE=F9=E8=
=F5 =EE=EF=F2=E8=EC=E0=EB=FC=ED=FB=E9 =F4=EE=ED =E4=EB=FF =EF=F0=EE=F6=E5=
=F1=F1=E0 =EF=F0=E8=E5=EC=E0 =E8 =EF=E5=F0=E5=F0=E0=E1=EE=F2=EA=E8 =C0=F4=F4=E5=F0=E5=ED=F2=E0=F6=E8=FF=
- =EF=EE=F2=EE=EA =ED=E5=F0=E2=ED=FB=F5 =E8=EC=EF=F3=EB=FC=F1=EE=E2, =EF=
=EE=F1=F2=F3=EF=E0=FE=F9=E8=F5 =EE=F2 =FD=EA=F1=F2=E5=F0=EE- =E8 =E8=ED=F2=
=E5=F0=EE=F0=E5=F6=E5=EF=F2=EE=F0=EE=E2 =E2 =D6=CD=D1.');" onmouseout=3D=
nd(); href=3D"javascript:void(0);">=E0=F4=F4=E5=F0=
=E5=ED=F2=ED=FB=F5 =F1=E8=E3=ED=E0=EB=EE=E2. =C5=E3=EE =F0=EE=
=EB=FC =F1=EE=F1=F2=EE=E8=F2 =E2 =F1=E2=EE=E5=EE=E1=F0=E0=E7=ED=EE=E9 =F4=
=F3=ED=EA=F6=E8=EE=ED=E0=EB=FC=ED=EE=E9 =F1=F2=E0=E1=E8=EB=E8=E7=E0=F6=E8=
=E8 =F1=EE=F1=F2=EE=FF=ED=E8=E9 =EC=EE=E7=E3=E0 =E8 =EE=E1=E5=F1=EF=E5=F7=
=E5=ED=E8=E8 =E3=EE=F2=EE=E2=ED=EE=F1=F2=E8 =F0=E5=E0=E3=E8=F0=EE=E2=E0=ED=
=E8=FF. =CF=F0=E5=E4=EF=EE=EB=E0=E3=E0=E5=F2=F1=FF =F2=E0=EA=E6=E5, =F7=F2=
=EE =E0=EB=FC=F4=E0-=F0=E8=F2=EC =F1=E2=FF=E7=E0=ED =F1 =E4=E5=E9=F1=F2=E2=
=E8=E5=EC =F1=E5=EB=E5=EA=F2=E8=F0=F3=FE=F9=E8=F5 =EC=E5=F5=E0=ED=E8=E7=EC=
=EE=E2 =EC=EE=E7=E3=E0, =E2=FB=EF=EE=EB=ED=FF=FE=F9=E8=F5 =F4=F3=ED=EA=F6=
=E8=FE =F0=E5=E7=EE=ED=E0=ED=F1=ED=EE=E3=EE =F4=E8=EB=FC=F2=F0=E0, =E8 =F2=
=E0=EA=E8=EC =EE=E1=F0=E0=E7=EE=EC =F0=E5=E3=F3=EB=E8=F0=F3=FE=F9=E8=F5 =
=EF=EE=F2=EE=EA =F1=E5=ED=F1=EE=F0=ED=FB=F5 =E8=EC=EF=F3=EB=FC=F1=EE=E2.=
=C2 =EF=EE=EA=
=EE=E5 =E2 =DD=DD=C3 =EC=EE=E3=F3=F2 =EF=F0=E8=F1=F3=F2=F1=F2=E2=EE=E2=E0=
=F2=FC =E8 =E4=F0=F3=E3=E8=E5 =F0=E8=F2=EC=E8=F7=E5=F1=EA=E8=E5 =F1=EE=F1=
=F2=E0=E2=EB=FF=FE=F9=E8=E5, =ED=EE =E8=F5 =E7=ED=E0=F7=E5=ED=E8=E5 =EB=F3=
=F7=F8=E5 =E2=F1=E5=E3=EE =E2=FB=FF=F1=ED=FF=E5=F2=F1=FF =EF=F0=E8 =E8=E7=
=EC=E5=ED=E5=ED=E8=E8=E8 =F4=F3=ED=EA=F6=E8=EE=ED=E0=EB=FC=ED=FB=F5 =F1=EE=
=F1=F2=EE=FF=ED=E8=E9 =EE=F0=E3=E0=ED=E8=E7=EC=E0 (=C4=E0=ED=E8=EB=EE=E2=E0, 1992). =D2=E0=EA=
, =E4=E5=EB=FC=F2=E0-=F0=E8=F2=EC =F3 =E7=E4=EE=F0=EE=E2=EE=E3=EE =E2=E7=
=F0=EE=F1=EB=EE=E3=EE =F7=E5=EB=EE=E2=E5=EA=E0 =E2 =EF=EE=EA=EE=E5 =EF=F0=
=E0=EA=F2=E8=F7=E5=F1=EA=E8 =EE=F2=F1=F3=F2=F1=F2=E2=F3=E5=F2, =ED=EE =EE=
=ED =E4=EE=EC=E8=ED=E8=F0=F3=E5=F2 =E2 =DD=DD=C3 =ED=E0 =F7=E5=F2=E2=E5=F0=
=F2=EE=E9 =F1=F2=E0=E4=E8=E8 =F1=ED=E0, =EA=EE=F2=EE=F0=E0=FF =EF=EE=EB=F3=
=F7=E8=EB=E0 =F1=E2=EE=E5 =ED=E0=E7=E2=E0=ED=E8=E5 =EF=EE =FD=F2=EE=EC=F3=
=F0=E8=F2=EC=F3 (=EC=E5=E4=EB=E5=ED=ED=EE=E2=EE=EB=ED=EE=E2=EE=E9 =F1=EE=
=ED =E8=EB=E8 =E4=E5=EB=FC=F2=E0-=F1=EE=ED). =CD=E0=EF=F0=EE=F2=E8=E2, =F2=
=FD=F2=E0-=F0=E8=F2=EC =F2=E5=F1=ED=EE =F1=E2=FF=E7=E0=ED =F1 =FD=EC=EE=F6=
=E8=EE=ED=E0=EB=FC=ED=FB=EC =E8 =F3=EC=F1=F2=E2=E5=ED=ED=FB=EC =ED=E0=EF=
=F0=FF=E6=E5=ED=E8=E5=EC. =C5=E3=EE =E8=ED=EE=E3=E4=E0 =F2=E0=EA =E8 =ED=
=E0=E7=FB=E2=E0=FE=F2 =F1=F2=F0=E5=F1=F1-=F0=E8=F2=EC =E8=EB=E8 =F0=E8=F2=
=EC =ED=E0=EF=F0=FF=E6=E5=ED=E8=FF. =D3 =F7=E5=EB=EE=E2=E5=EA=E0 =EE=E4=ED=
=E8=EC =E8=E7 =DD=DD=C3 =F1=E8=EC=EF=F2=EE=EC=EE=E2 =FD=EC=EE=F6=E8=EE=ED=
=E0=EB=FC=ED=EE=E3=EE =E2=EE=E7=E1=F3=E6=E4=E5=ED=E8=FF =F1=EB=F3=E6=E8=F2=
=F3=F1=E8=EB=E5=ED=E8=E5 =F2=FD=F2=E0-=F0=E8=F2=EC=E0 =F1 =F7=E0=F1=F2=EE=
=F2=EE=E9 =EA=EE=EB=E5=E1=E0=ED=E8=E9 4-7 =C3=F6, =F1=EE=EF=F0=EE=E2=EE=E6=
=E4=E0=FE=F9=E5=E5 =EF=E5=F0=E5=E6=E8=E2=E0=ED=E8=E5 =EA=E0=EA =EF=EE=EB=
=EE=E6=E8=F2=E5=EB=FC=ED=FB=F5, =F2=E0=EA =E8 =EE=F2=F0=E8=F6=E0=F2=E5=EB=
=FC=ED=FB=F5 =FD=EC=EE=F6=E8=E9. =CF=F0=E8 =E2=FB=EF=EE=EB=ED=E5=ED=E8=E8=
=EC=FB=F1=EB=E8=F2=E5=EB=FC=ED=FB=F5 =E7=E0=E4=E0=ED=E8=E9 =EC=EE=E6=E5=
=F2 =F3=F1=E8=EB=E8=E2=E0=F2=FC=F1=FF =E8 =E4=E5=EB=FC=F2=E0-, =E8 =F2=E5=
=F2=E0-=E0=EA=F2=E8=E2=ED=EE=F1=F2=FC. =CF=F0=E8=F7=E5=EC =F3=F1=E8=EB=E5=
=ED=E8=E5 =EF=EE=F1=EB=E5=E4=ED=E5=E9 =F1=EE=F1=F2=E0=E2=EB=FF=FE=F9=E5=E9=
=EF=EE=EB=EE=E6=E8=F2=E5=EB=FC=ED=EE =F1=EE=EE=F2=ED=EE=F1=E8=F2=F1=FF =
=F1 =F3=F1=EF=E5=F8=ED=EE=F1=F2=FC=FE =F0=E5=F8=E5=ED=E8=FF =E7=E0=E4=E0=
=F7. =CF=EE =F1=E2=EE=E5=EC=F3 =EF=F0=EE=E8=F1=F5=EE=E6=E4=E5=ED=E8=FE =F2=
=FD=F2=E0-=F0=E8=F2=EC =F1=E2=FF=E7=E0=ED =F1 =CA=EE=F0=F2=E8=EA=EE-=EB=E8=EC=E1=E8=F7=E5=F1=EA=EE=E5 =E2=E7=
=E0=E8=EC=EE=E4=E5=E9=F1=F2=E2=E8=E5 =3D =EA=EE=F0=F2=E8=EA=EE - =F1=
=EC. =EA=EE=F0=E0 =E1=EE=EB=FC=F8=E8=F5 =EF=EE=EB=F3=F8=E0=F0=E8=E9 =E3=EE=
=EB=EE=E2=ED=EE=E3=EE =EC=EE=E7=E3=E0; =EB=E8=EC=E1=E8=F7=E5=F1=EA=EE=E5=
- =F1=EC. =EB=E8=EC=E1=E8=F7=E5=F1=EA=E0=FF =F1=E8=F1=F2=E5=EC=E0');" o=
nmouseout=3Dnd(); href=3D"javascript:void(0);">=EA=
=EE=F0=F2=E8=EA=EE-=EB=E8=EC=E1=E8=F7=E5=F1=EA=E8=EC =E2=E7=E0=
=E8=EC=EE=E4=E5=E9=F1=F2=E2=E8=E5=EC. =CF=F0=E5=E4=EF=EE=EB=E0=E3=E0=E5=F2=
=F1=FF, =F7=F2=EE =F3=F1=E8=EB=E5=ED=E8=E5 =F2=FD=F2=E0-=F0=E8=F2=EC=E0 =
=EF=F0=E8 =FD=EC=EE=F6=E8=FF=F5 =EE=F2=F0=E0=E6=E0=E5=F2 =E0=EA=F2=E8=E2=
=E0=F6=E8=FE =EA=EE=F0=FB =E1=EE=EB=FC=F8=E8=F5 =EF=EE=EB=F3=F8=E0=F0=E8=
=E9 =F1=EE =F1=F2=EE=F0=EE=ED=FB =EB=E8=EC=E1=E8=F7=E5=F1=EA=EE=E9 =F1=E8=
=F1=F2=E5=EC=FB.
=CF=E5=F0=E5=
=F5=EE=E4 =EE=F2 =F1=EE=F1=F2=EE=FF=ED=E8=FF =EF=EE=EA=EE=FF =EA =ED=E0=EF=
=F0=FF=E6=E5=ED=E8=FE =E2=F1=E5=E3=E4=E0 =F1=EE=EF=F0=EE=E2=EE=E6=E4=E0=E5=
=F2=F1=FF =F0=E5=E0=EA=F6=E8=E5=E9 =E4=E5=F1=E8=ED=F5=F0=EE=ED=E8=E7=E0=F6=
=E8=E8, =E3=EB=E0=E2=ED=FB=EC =EA=EE=EC=EF=EE=ED=E5=ED=F2=EE=EC =EA=EE=F2=
=EE=F0=EE=E9 =F1=EB=F3=E6=E8=F2 =E2=FB=F1=EE=EA=EE=F7=E0=F1=F2=EE=F2=ED=E0=
=FF =E1=E5=F2=E0-=E0=EA=F2=E8=E2=ED=EE=F1=F2=FC. =D3=EC=F1=F2=E2=E5=ED=ED=
=E0=FF =E4=E5=FF=F2=E5=EB=FC=ED=EE=F1=F2=FC =F3 =E2=E7=F0=EE=F1=EB=FB=F5=
=F1=EE=EF=F0=EE=E2=EE=E6=E4=E0=E5=F2=F1=FF =EF=EE=E2=FB=F8=E5=ED=E8=E5=EC=
=EC=EE=F9=ED=EE=F1=F2=E8 =E1=E5=F2=E0-=F0=E8=F2=EC=E0, =EF=F0=E8=F7=E5=EC=
=E7=ED=E0=F7=E8=EC=EE=E5 =F3=F1=E8=EB=E5=ED=E8=E5 =E2=FB=F1=EE=EA=EE=F7=
=E0=F1=F2=EE=F2=ED=EE=E9 =E0=EA=F2=E8=E2=ED=EE=F1=F2=E8 =ED=E0=E1=EB=FE=E4=
=E0=E5=F2=F1=FF =EF=F0=E8 =F3=EC=F1=F2=E2=E5=ED=ED=EE=E9 =E4=E5=FF=F2=E5=
=EB=FC=ED=EE=F1=F2=E8, =E2=EA=EB=FE=F7=E0=FE=F9=E5=E9 =FD=EB=E5=EC=E5=ED=
=F2=FB =ED=EE=E2=E8=E7=ED=FB, =E2 =F2=EE =E2=F0=E5=EC=FF =EA=E0=EA =F1=F2=
=E5=F0=E5=EE=F2=E8=EF=ED=FB=E5, =EF=EE=E2=F2=EE=F0=FF=FE=F9=E8=E5=F1=FF =
=F3=EC=F1=F2=E2=E5=ED=ED=FB=E5 =EE=EF=E5=F0=E0=F6=E8=E8 =F1=EE=EF=F0=EE=E2=
=EE=E6=E4=E0=FE=F2=F1=FF =E5=E5 =F1=ED=E8=E6=E5=ED=E8=E5=EC. =D3=F1=F2=E0=
=ED=EE=E2=EB=E5=ED=EE =F2=E0=EA=E6=E5, =F7=F2=EE =F3=F1=EF=E5=F8=ED=EE=F1=
=F2=FC =E2=FB=EF=EE=EB=ED=E5=ED=E8=FF =E2=E5=F0=E1=E0=EB=FC=ED=FB=F5 =E7=
=E0=E4=E0=ED=E8=E9 =E8 =F2=E5=F1=F2=EE=E2 =ED=E0 =E7=F0=E8=F2=E5=EB=FC=ED=
=EE-=EF=F0=EE=F1=F2=F0=E0=ED=F1=F2=E2=E5=ED=ED=FB=E5 =EE=F2=ED=EE=F8=E5=ED=
=E8=FF =EE=EA=E0=E7=FB=E2=E0=E5=F2=F1=FF =EF=EE=EB=EE=E6=E8=F2=E5=EB=FC=ED=
=EE =F1=E2=FF=E7=E0=ED=ED=EE=E9 =F1 =E2=FB=F1=EE=EA=EE=E9 =E0=EA=F2=E8=E2=
=ED=EE=F1=F2=FC=FE =E1=E5=F2=E0-=E4=E8=E0=EF=E0=E7=EE=ED=E0 =DD=DD=C3 =EB=
=E5=E2=EE=E3=EE =EF=EE=EB=F3=F8=E0=F0=E8=FF. =CF=EE =ED=E5=EA=EE=F2=EE=F0=
=FB=EC =EF=F0=E5=E4=EF=EE=EB=EE=E6=E5=ED=E8=FF=EC, =FD=F2=E0 =E0=EA=F2=E8=
=E2=ED=EE=F1=F2=FC =F1=E2=FF=E7=E0=ED=E0 =F1 =EE=F2=F0=E0=E6=E5=ED=E8=E5=
=EC =E4=E5=FF=F2=E5=EB=FC=ED=EE=F1=F2=E8 =EC=E5=F5=E0=ED=E8=E7=EC=EE=E2 =
=F1=EA=E0=ED=E8=F0=EE=E2=E0=ED=E8=FF =F1=F2=F0=F3=EA=F2=F3=F0=FB =F1=F2=E8=
=EC=F3=EB=E0, =EE=F1=F3=F9=E5=F1=F2=E2=EB=FF=E5=EC=EE=E9 =ED=E5=E9=F0=EE=
=ED=ED=FB=EC=E8 =F1=E5=F2=FF=EC=E8, =EF=F0=EE=E4=F3=F6=E8=F0=F3=FE=F9=E8=
=EC=E8 =E2=FB=F1=EE=EA=EE=F7=E0=F1=F2=EE=F2=ED=F3=FE =E0=EA=F2=E8=E2=ED=EE=
=F1=F2=FC =DD=DD=C3 (=F1=EC. =D5=F0=E5=F1=F2=EE=EC=
=E0=F2. 2.1; =D5=F0=E5=F1=F2=EE=EC=E0=F2. 2.5=
).
=CC=E0=E3=ED=E8=F2=EE=FD=ED=F6=E5=F4=E0=EB=EE=E3=F0=E0=F4=E8=FF — =F0=E5=E3=E8=F1=F2=F0=E0=F6=E8=FF =EF=E0=F0=E0=EC=E5=F2=F0=EE=
=E2 =EC=E0=E3=ED=E8=F2=ED=EE=E3=EE =EF=EE=EB=FF, =EE=E1=F3=F1=EB=EE=E2=EB=
=E5=ED=ED=FB=F5 =E1=E8=EE=FD=EB=E5=EA=F2=F0=E8=F7=E5=F1=EA=EE=E9 =E0=EA=F2=
=E8=E2=ED=EE=F1=F2=FC=FE =E3=EE=EB=EE=E2=ED=EE=E3=EE =EC=EE=E7=E3=E0=
. =C7=E0=EF=E8=F1=FC =FD=F2=E8=F5 =EF=E0=F0=E0=EC=E5=F2=F0=EE=E2 =EE=F1=F3=
=F9=E5=F1=F2=E2=EB=FF=E5=F2=F1=FF =F1 =EF=EE=EC=EE=F9=FC=FE =F1=E2=E5=F0=
=F5=EF=F0=EE=E2=EE=E4=FF=F9=E8=F5 =EA=E2=E0=ED=F2=EE=E2=FB=F5 =E8=ED=F2=E5=
=F0=F4=E5=F0=E5=ED=F6=E8=EE=ED=ED=FB=F5 =E4=E0=F2=F7=E8=EA=EE=E2 =E8 =F1=
=EF=E5=F6=E8=E0=EB=FC=ED=EE=E9 =EA=E0=EC=E5=F0=FB, =E8=E7=EE=EB=E8=F0=F3=
=FE=F9=E5=E9 =EC=E0=E3=ED=E8=F2=ED=FB=E5 =EF=EE=EB=FF =EC=EE=E7=E3=E0 =EE=
=F2 =E1=EE=EB=E5=E5 =F1=E8=EB=FC=ED=FB=F5 =E2=ED=E5=F8=ED=E8=F5 =EF=EE=EB=
=E5=E9. =CC=E5=F2=EE=E4 =EE=E1=EB=E0=E4=E0=E5=F2 =F0=FF=E4=EE=EC =EF=F0=E5=
=E8=EC=F3=F9=E5=F1=F2=E2 =EF=E5=F0=E5=E4 =F0=E5=E3=E8=F1=F2=F0=E0=F6=E8=E5=
=E9 =F2=F0=E0=E4=E8=F6=E8=EE=ED=ED=EE=E9 =FD=EB=E5=EA=F2=F0=EE=FD=ED=F6=E5=
=F4=E0=EB=EE=E3=F0=E0=EC=EC=FB. =C2 =F7=E0=F1=F2=ED=EE=F1=F2=E8, =F0=E0=E4=
=E8=E0=EB=FC=ED=FB=E5 =F1=EE=F1=F2=E0=E2=EB=FF=FE=F9=E8=E5 =EC=E0=E3=ED=E8=
=F2=ED=FB=F5 =EF=EE=EB=E5=E9, =F0=E5=E3=E8=F1=F2=F0=E8=F0=F3=E5=EC=FB=E5=
=F1=EE =F1=EA=E0=EB=FC=EF=E0, =ED=E5 =EF=F0=E5=F2=E5=F0=EF=E5=E2=E0=FE=F2=
=F2=E0=EA=E8=F5 =F1=E8=EB=FC=ED=FB=F5 =E8=F1=EA=E0=E6=E5=ED=E8=E9, =EA=E0=
=EA =DD=DD=C3. =DD=F2=EE =EF=EE=E7=E2=EE=EB=FF=E5=F2 =E1=EE=EB=E5=E5 =F2=
=EE=F7=ED=EE =F0=E0=F1=F1=F7=E8=F2=FB=E2=E0=F2=FC =EF=EE=EB=EE=E6=E5=ED=E8=
=E5 =E3=E5=ED=E5=F0=E0=F2=EE=F0=EE=E2 =DD=DD=C3-=E0=EA=F2=E8=E2=ED=EE=F1=
=F2=E8, =F0=E5=E3=E8=F1=F2=F0=E8=F0=F3=E5=EC=EE=E9 =F1=EE =F1=EA=E0=EB=FC=
=EF=E0.
2.1.2. =C2=FB=E7=E2=E0=ED=ED=FB=E5 =EF=EE=F2=E5=ED=F6=E8=E0=EB=FB =E3=
=EE=EB=EE=E2=ED=EE=E3=EE =EC=EE=E7=E3=E0
=C2=FB=E7=E2=E0=ED=ED=FB=E5 =EF=EE=F2=E5=ED=F6=
=E8=E0=EB=FB (=C2=CF) — =E1=E8=EE=FD=EB=E5=EA=F2=F0=E8=F7=E5=
=F1=EA=E8=E5 =EA=EE=EB=E5=E1=E0=ED=E8=FF, =E2=EE=E7=ED=E8=EA=E0=FE=F9=E8=
=E5 =E2 =ED=E5=F0=E2=ED=FB=F5 =F1=F2=F0=F3=EA=F2=F3=F0=E0=F5 =E2 =EE=F2=E2=
=E5=F2 =ED=E0 =E2=ED=E5=F8=ED=E5=E5 =F0=E0=E7=E4=F0=E0=E6=E5=ED=E8=E5 =E8=
=ED=E0=F5=EE=E4=FF=F9=E8=E5=F1=FF =E2 =F1=F2=F0=EE=E3=EE =EE=EF=F0=E5=E4=
=E5=EB=E5=ED=ED=EE=E9 =E2=F0=E5=EC=E5=ED=ED=EE=E9 =F1=E2=FF=E7=E8 =F1 =ED=
=E0=F7=E0=EB=EE=EC =E5=E3=EE =E4=E5=E9=F1=F2=E2=E8=FF. =D3 =F7=E5=EB=
=EE=E2=E5=EA=E0 =C2=CF =EE=E1=FB=F7=ED=EE =E2=EA=EB=FE=F7=E5=ED=FB =E2 =DD=
=DD=C3, =ED=EE =ED=E0 =F4=EE=ED=E5 =F1=EF=EE=ED=F2=E0=ED=ED=EE=E9 =E1=E8=
=EE=FD=EB=E5=EA=F2=F0=E8=F7=E5=F1=EA=EE=E9 =E0=EA=F2=E8=E2=ED=EE=F1=F2=E8=
=F2=F0=F3=E4=ED=EE =F0=E0=E7=EB=E8=F7=E8=EC=FB (=E0=EC=EF=EB=E8=F2=F3=E4=
=E0 =EE=E4=E8=ED=EE=F7=ED=FB=F5 =EE=F2=E2=E5=F2=EE=E2 =E2 =ED=E5=F1=EA=EE=
=EB=FC=EA=EE =F0=E0=E7 =EC=E5=ED=FC=F8=E5 =E0=EC=EF=EB=E8=F2=F3=E4=FB =F4=
=EE=ED=EE=E2=EE=E9 =DD=DD=C3). =C2 =F1=E2=FF=E7=E8 =F1 =FD=F2=E8=EC =F0=E5=
=E3=E8=F1=F2=F0=E0=F6=E8=FF =C2=CF =EE=F1=F3=F9=E5=F1=F2=E2=EB=FF=E5=F2=F1=
=FF =F1=EF=E5=F6=E8=E0=EB=FC=ED=FB=EC=E8 =F2=E5=F5=ED=E8=F7=E5=F1=EA=E8=EC=
=E8 =F3=F1=F2=F0=EE=E9=F1=F2=E2=E0=EC=E8, =EA=EE=F2=EE=F0=FB=E5 =EF=EE=E7=
=E2=EE=EB=FF=FE=F2 =E2=FB=E4=E5=EB=FF=F2=FC =EF=EE=EB=E5=E7=ED=FB=E9 =F1=
=E8=E3=ED=E0=EB =E8=E7 =F8=F3=EC=E0 =EF=F3=F2=E5=EC =EF=EE=F1=EB=E5=E4=EE=
=E2=E0=F2=E5=EB=FC=ED=EE=E3=EE =E5=E3=EE =ED=E0=EA=EE=EF=EB=E5=ED=E8=FF,=
=E8=EB=E8 =F1=F3=EC=EC=E0=F6=E8=E8. =CF=F0=E8 =FD=F2=EE=EC =F1=F3=EC=EC=
=E8=F0=F3=E5=F2=F1=FF =ED=E5=EA=EE=F2=EE=F0=EE=E5 =F7=E8=F1=EB=EE =EE=F2=
=F0=E5=E7=EA=EE=E2 =DD=DD=C3, =EF=F0=E8=F3=F0=EE=F7=E5=ED=ED=FB=F5 =EA =ED=
=E0=F7=E0=EB=F3 =E4=E5=E9=F1=F2=E2=E8=FF =F0=E0=E7=E4=F0=E0=E6=E8=F2=E5=EB=
=FF.
|
=D1=F5=E5=EC=E0=F2=E8=E7=E8=
=F0=EE=E2=E0=ED=ED=FB=E5 =FD=ED=E4=EE=E3=E5=ED=ED=FB=E5 =EA=EE=EC=EF=EE=ED=
=E5=ED=F2=FB =F1=EB=F3=F5=EE=E2=FB=F5 =E2=FB=E7=E2=E0=ED=ED=FB=F5 =EF=EE=
=F2=E5=ED=F6=E8=E0=EB=EE=E2 (B. Rockstroh et al., 1982):
=E0 - =E2 =EE=F2=E2=E5=F2 =ED=E0 =F0=E5=EB=E5=E2=E0=ED=F2=ED=FB=E5 =E7=E0=
=E4=E0=F7=E5 =F1=F2=E8=EC=F3=EB=FB; =E1 - =EE=F2=E2=E5=F2 =ED=E0 =E8=F0=F0=
=E5=EB=E5=E2=E0=ED=F2=ED=FB=E9 =F1=F2=E8=EC=F3=EB |
=D8=E8=F0=EE=EA=EE=E5 =E8=F1=EF=EE=EB=FC=E7=EE=E2=E0=ED=E8=E5 =EC=E5=F2=
=EE=E4=E0 =F0=E5=E3=E8=F1=F2=F0=E0=F6=E8=E8 =C2=CF =F1=F2=E0=EB=EE =E2=EE=
=E7=EC=EE=E6=ED=FB=EC =E2 =F0=E5=E7=F3=EB=FC=F2=E0=F2=E5 =EA=EE=EC=EF=FC=
=FE=F2=E5=F0=E8=E7=E0=F6=E8=E8 =EF=F1=E8=F5=EE=F4=E8=E7=E8=EE=EB=EE=E3=E8=
=F7=E5=F1=EA=E8=F5 =E8=F1=F1=EB=E5=E4=EE=E2=E0=ED=E8=E9 =E2 50-60 =E3=E3=
. =CF=E5=F0=E2=EE=ED=E0=F7=E0=EB=FC=ED=EE =E5=E3=EE =EF=F0=E8=EC=E5=ED=E5=
=ED=E8=E5 =E2 =EE=F1=ED=EE=E2=ED=EE=EC =E1=FB=EB=EE =F1=E2=FF=E7=E0=ED=EE=
=F1 =E8=E7=F3=F7=E5=ED=E8=E5=EC =F1=E5=ED=F1=EE=F0=ED=FB=F5 =F4=F3=ED=EA=
=F6=E8=E9 =F7=E5=EB=EE=E2=E5=EA=E0 =E2 =ED=EE=F0=EC=E5 =E8 =EF=F0=E8 =F0=
=E0=E7=ED=FB=F5 =E2=E8=E4=E0=F5 =E0=ED=EE=EC=E0=EB=E8=E9. =C2=EF=EE=F1=EB=
=E5=E4=F1=F2=E2=E8=E8 =EC=E5=F2=EE=E4 =F1=F2=E0=EB =F3=F1=EF=E5=F8=ED=EE=
=EF=F0=E8=EC=E5=ED=FF=F2=FC=F1=FF =E8 =E4=EB=FF =E8=F1=F1=EB=E5=E4=EE=E2=
=E0=ED=E8=FF =E1=EE=EB=E5=E5 =F1=EB=EE=E6=ED=FB=F5 =EF=F1=E8=F5=E8=F7=E5=
=F1=EA=E8=F5 =EF=F0=EE=F6=E5=F1=F1=EE=E2, =EA=EE=F2=EE=F0=FB=E5 =ED=E5 =FF=
=E2=EB=FF=FE=F2=F1=FF =ED=E5=EF=EE=F1=F0=E5=E4=F1=F2=E2=E5=ED=ED=EE=E9 =F0=
=E5=E0=EA=F6=E8=E5=E9 =ED=E0 =E2=ED=E5=F8=ED=E8=E9 =F1=F2=E8=EC=F3=EB.
=D1=EF=EE=F1=
=EE=E1=FB =E2=FB=E4=E5=EB=E5=ED=E8=FF =F1=E8=E3=ED=E0=EB=E0 =E8=E7 =F8=F3=
=EC=E0 =EF=EE=E7=E2=EE=EB=FF=FE=F2 =EE=F2=EC=E5=F7=E0=F2=FC =E2 =E7=E0=EF=
=E8=F1=E8 =DD=DD=C3 =E8=E7=EC=E5=ED=E5=ED=E8=FF =EF=EE=F2=E5=ED=F6=E8=E0=
=EB=E0, =EA=EE=F2=EE=F0=FB=E5 =E4=EE=F1=F2=E0=F2=EE=F7=ED=EE =F1=F2=F0=EE=
=E3=EE =F1=E2=FF=E7=E0=ED=FB =E2=EE =E2=F0=E5=EC=E5=ED=E8 =F1 =EB=FE=E1=FB=
=EC =F4=E8=EA=F1=E8=F0=EE=E2=E0=ED=ED=FB=EC =F1=EE=E1=FB=F2=E8=E5=EC. =C2=
=F1=E2=FF=E7=E8 =F1 =FD=F2=E8=EC =EF=EE=FF=E2=E8=EB=EE=F1=FC =ED=EE=E2=EE=
=E5 =EE=E1=EE=E7=ED=E0=F7=E5=ED=E8=E5 =FD=F2=EE=E3=EE =EA=F0=F3=E3=E0 =F4=
=E8=E7=E8=EE=EB=EE=E3=E8=F7=E5=F1=EA=E8=F5 =FF=E2=EB=E5=ED=E8=E9 —=
=F1=EE=E1=FB=F2=E8=E9=ED=EE-=F1=E2=FF=E7=E0=ED=ED=FB=E5 =EF=EE=F2=E5=ED=
=F6=E8=E0=EB=FB (=D1=D1=CF).
- =CF=F0=E8=EC=E5=F0=E0=EC=E8 =E7=E4=E5=F1=FC =F1=EB=F3=E6=E0=F2:
- =EA=EE=EB=E5=E1=E0=ED=E8=FF, =F1=E2=FF=E7=E0=ED=ED=FB=E5 =F1 =E0=EA=F2=
=E8=E2=ED=EE=F1=F2=FC=FE =E4=E2=E8=E3=E0=F2=E5=EB=FC=ED=EE=E9 =EA=EE=F0=FB=
(=EC=EE=F2=EE=F0=ED=FB=E9 =EF=EE=F2=E5=ED=F6=E8=E0=EB, =E8=EB=E8 =EF=EE=
=F2=E5=ED=F6=E8=E0=EB, =F1=E2=FF=E7=E0=ED=ED=FB=E9 =F1 =E4=E2=E8=E6=E5=ED=
=E8=E5=EC); =
- =EF=EE=F2=E5=ED=F6=E8=E0=EB, =F1=E2=FF=E7=E0=ED=ED=FB=E9 =F1 =ED=E0=EC=
=E5=F0=E5=ED=E8=E5=EC =EF=F0=EE=E8=E7=E2=E5=F1=F2=E8 =EE=EF=F0=E5=E4=E5=EB=
=E5=ED=ED=EE=E5 =E4=E5=E9=F1=F2=E2=E8=E5 (=F2=E0=EA =ED=E0=E7=FB=E2=E0=E5=
=EC=E0=FF =C5-=E2=EE=EB=ED=E0); =
- =EF=EE=F2=E5=ED=F6=E8=E0=EB, =E2=EE=E7=ED=E8=EA=E0=FE=F9=E8=E9 =EF=F0=
=E8 =EF=F0=EE=EF=F3=F1=EA=E5 =EE=E6=E8=E4=E0=E5=EC=EE=E3=EE =F1=F2=E8=EC=
=F3=EB=E0.
=DD=F2=E8 =EF=EE=F2=E5=ED=F6=E8=E0=EB=FB =EF=F0=E5=
=E4=F1=F2=E0=E2=EB=FF=FE=F2 =F1=EE=E1=EE=E9 =EF=EE=F1=EB=E5=E4=EE=E2=E0=F2=
=E5=EB=FC=ED=EE=F1=F2=FC =EF=EE=E7=E8=F2=E8=E2=ED=FB=F5 =E8 =ED=E5=E3=E0=
=F2=E8=E2=ED=FB=F5 =EA=EE=EB=E5=E1=E0=ED=E8=E9, =F0=E5=E3=E8=F1=F2=F0=E8=
=F0=F3=E5=EC=FB=F5, =EA=E0=EA =EF=F0=E0=E2=E8=EB=EE, =E2 =E8=ED=F2=E5=F0=
=E2=E0=EB=E5 0-500 =EC=F1. =C2 =F0=FF=E4=E5 =F1=EB=F3=F7=E0=E5=E2 =E2=EE=
=E7=EC=EE=E6=ED=FB =E8 =E1=EE=EB=E5=E5 =EF=EE=E7=E4=ED=E8=E5 =EA=EE=EB=E5=
=E1=E0=ED=E8=FF =E2 =E8=ED=F2=E5=F0=E2=E0=EB=E5 =E4=EE 1000 =EC=F1. =CA=EE=
=EB=E8=F7=E5=F1=F2=E2=E5=ED=ED=FB=E5 =EC=E5=F2=EE=E4=FB =EE=F6=E5=ED=EA=E8=
=C2=CF =E8 =D1=D1=CF =EF=F0=E5=E4=F3=F1=EC=E0=F2=F0=E8=E2=E0=FE=F2, =E2=
=EF=E5=F0=E2=F3=FE =EE=F7=E5=F0=E5=E4=FC, =EE=F6=E5=ED=EA=F3 =E0=EC=EF=EB=
=E8=F2=F3=E4 =E8 =CB=E0=F2=E5=ED=F2=
=ED=FB=E9 - =F1=EA=F0=FB=F2=FB=E9, =E2=ED=E5=F8=ED=E5 =ED=E5 =EF=F0=EE=
=FF=E2=EB=FF=FE=F9=E8=E9=F1=FF.');" onmouseout=3Dnd(); href=3D"javascrip=
t:void(0);">=EB=E0=F2=E5=ED=F2=ED=EE=F1=F2=E5=E9=
font>. =C0=EC=EF=EB=E8=F2=F3=E4=E0 — =F0=E0=E7=EC=E0=F5 =EA=EE=
=EB=E5=E1=E0=ED=E8=E9 =EA=EE=EC=EF=EE=ED=E5=ED=F2=EE=E2, =E8=E7=EC=E5=F0=
=FF=E5=F2=F1=FF =E2 =EC=EA=C2, =EB=E0=F2=E5=ED=F2=ED=EE=F1=F2=FC —=
=E2=F0=E5=EC=FF =EE=F2 =ED=E0=F7=E0=EB=E0 =F1=F2=E8=EC=F3=EB=FF=F6=E8=E8=
=E4=EE =EF=E8=EA=E0 =EA=EE=EC=EF=EE=ED=E5=ED=F2=E0, =E8=E7=EC=E5=F0=FF=E5=
=F2=F1=FF =E2 =EC=F1. =CF=EE=EC=E8=EC=EE =FD=F2=EE=E3=EE, =E8=F1=EF=EE=EB=
=FC=E7=F3=FE=F2=F1=FF =E8 =E1=EE=EB=E5=E5 =F1=EB=EE=E6=ED=FB=E5 =E2=E0=F0=
=E8=E0=ED=F2=FB =E0=ED=E0=EB=E8=E7=E0.
- =C2 =E8=F1=F1=EB=E5=E4=EE=E2=E0=ED=E8=E8 =C2=CF =E8 =D1=D1=CF =EC=EE=
=E6=ED=EE =E2=FB=E4=E5=EB=E8=F2=FC =F2=F0=E8 =F3=F0=EE=E2=ED=FF =E0=ED=E0=
=EB=E8=E7=E0:
- =F4=E5=ED=EE=EC=E5=ED=EE=EB=EE=E3=E8=F7=E5=F1=EA=E8=E9;
- =F4=E8=E7=E8=EE=EB=EE=E3=E8=F7=E5=F1=EA=E8=E9;
- =F4=F3=ED=EA=F6=E8=EE=ED=E0=EB=FC=ED=FB=E9. =
=D4=E5=ED=EE=EC=E5=ED=EE=EB=EE=E3=E8=F7=E5=F1=EA=E8=E9 =F3=F0=EE=E2=
=E5=ED=FC =E2=EA=EB=FE=F7=E0=E5=F2 =EE=EF=E8=F1=E0=ED=E8=E5 =C2=CF =EA=
=E0=EA =EC=ED=EE=E3=EE=EA=EE=EC=EF=EE=ED=E5=ED=F2=ED=EE=E9 =F0=E5=E0=EA=F6=
=E8=E8 =F1 =E0=ED=E0=EB=E8=E7=EE=EC =EA=EE=ED=F4=E8=E3=F3=F0=E0=F6=E8=E8=
, =EA=EE=EC=EF=EE=ED=E5=ED=F2=ED=EE=E3=EE =F1=EE=F1=F2=E0=E2=E0 =E8 =F2=EE=
=EF=EE=E3=F0=E0=F4=E8=F7=E5=F1=EA=E8=F5 =EE=F1=EE=E1=E5=ED=ED=EE=F1=F2=E5=
=E9. =D4=E0=EA=F2=E8=F7=E5=F1=EA=E8 =FD=F2=EE=F2 =F3=F0=EE=E2=E5=ED=FC =E0=
=ED=E0=EB=E8=E7=E0, =F1 =EA=EE=F2=EE=F0=EE=E3=EE =ED=E0=F7=E8=ED=E0=E5=F2=
=F1=FF =EB=FE=E1=EE=E5 =E8=F1=F1=EB=E5=E4=EE=E2=E0=ED=E8=E5, =EF=F0=E8=EC=
=E5=ED=FF=FE=F9=E5=E5 =EC=E5=F2=EE=E4 =C2=CF. =C2=EE=E7=EC=EE=E6=ED=EE=F1=
=F2=E8 =FD=F2=EE=E3=EE =F3=F0=EE=E2=ED=FF =E0=ED=E0=EB=E8=E7=E0 =EF=F0=FF=
=EC=EE =F1=E2=FF=E7=E0=ED=FB =F1 =F1=EE=E2=E5=F0=F8=E5=ED=F1=F2=E2=EE=E2=
=E0=ED=E8=E5=EC =F1=EF=EE=F1=EE=E1=EE=E2 =EA=EE=EB=E8=F7=E5=F1=F2=E2=E5=ED=
=ED=EE=E9 =EE=E1=F0=E0=E1=EE=F2=EA=E8 =C2=CF, =EA=EE=F2=EE=F0=FB=E5 =E2=EA=
=EB=FE=F7=E0=FE=F2 =F0=E0=E7=ED=FB=E5 =EF=F0=E8=E5=EC=FB, =ED=E0=F7=E8=ED=
=E0=FF =EE=F2 =EE=F6=E5=ED=EA=E8 =EB=E0=F2=E5=ED=F2=ED=EE=F1=F2=E5=E9 =E8=
=E0=EC=EF=EB=E8=F2=F3=E4 =E8 =EA=EE=ED=F7=E0=FF =EF=F0=EE=E8=E7=E2=EE=E4=
=ED=FB=EC=E8, =E8=F1=EA=F3=F1=F1=F2=E2=E5=ED=ED=EE =F1=EA=EE=ED=F1=F2=F0=
=F3=E8=F0=EE=E2=E0=ED=ED=FB=EC=E8 =EF=EE=EA=E0=E7=E0=F2=E5=EB=FF=EC=E8. =
=CC=ED=EE=E3=EE=EE=E1=F0=E0=E7=E5=ED =E8 =EC=E0=F2=E5=EC=E0=F2=E8=F7=E5=F1=
=EA=E8=E9 =E0=EF=EF=E0=F0=E0=F2 =EE=E1=F0=E0=E1=EE=F2=EA=E8 =C2=CF, =E2=EA=
=EB=FE=F7=E0=FE=F9=E8=E9 =F4=E0=EA=F2=EE=F0=ED=FB=E9, =E4=E8=F1=EF=E5=F0=
=F1=E8=EE=ED=ED=FB=E9, =F2=E0=EA=F1=EE=ED=EE=EC=E8=F7=E5=F1=EA=E8=E9 =E8=
=E4=F0=F3=E3=E8=E5 =E2=E8=E4=FB =E0=ED=E0=EB=E8=E7=E0.
=D4=E8=E7=E8=EE=EB=EE=E3=E8=F7=E5=F1=EA=E8=E9 =F3=F0=EE=E2=E5=
=ED=FC. =CF=EE =FD=F2=E8=EC =F0=E5=E7=F3=EB=FC=F2=E0=F2=E0=EC =ED=E0=
=F4=E8=E7=E8=EE=EB=EE=E3=E8=F7=E5=F1=EA=EE=EC =F3=F0=EE=E2=ED=E5 =E0=ED=
=E0=EB=E8=E7=E0 =EF=F0=EE=E8=F1=F5=EE=E4=E8=F2 =E2=FB=E4=E5=EB=E5=ED=E8=E5=
=E8=F1=F2=EE=F7=ED=E8=EA=EE=E2 =E3=E5=ED=E5=F0=E0=F6=E8=E8 =EA=EE=EC=EF=
=EE=ED=E5=ED=F2=EE=E2 =C2=CF, =F2.=E5. =F0=E5=F8=E0=E5=F2=F1=FF =E2=EE=EF=
=F0=EE=F1 =EE =F2=EE=EC, =E2 =EA=E0=EA=E8=F5 =F1=F2=F0=F3=EA=F2=F3=F0=E0=
=F5 =EC=EE=E7=E3=E0 =E2=EE=E7=ED=E8=EA=E0=FE=F2 =EE=F2=E4=E5=EB=FC=ED=FB=
=E5 =EA=EE=EC=EF=EE=ED=E5=ED=F2=FB =C2=CF. =CB=EE=EA=E0=EB=E8=E7=E0=F6=E8=
=FF =E8=F1=F2=EE=F7=ED=E8=EA=EE=E2 =E3=E5=ED=E5=F0=E0=F6=E8=E8 =C2=CF =EF=
=EE=E7=E2=EE=EB=FF=E5=F2 =F3=F1=F2=E0=ED=EE=E2=E8=F2=FC =F0=EE=EB=FC =EE=
=F2=E4=E5=EB=FC=ED=FB=F5 =EA=EE=F0=EA=EE=E2=FB=F5 =E8 =EF=EE=E4=EA=EE=F0=
=EA=EE=E2=FB=F5 =EE=E1=F0=E0=E7=EE=E2=E0=ED=E8=E9 =E2 =EF=F0=EE=E8=F1=F5=
=EE=E6=E4=E5=ED=E8=E8 =F2=E5=F5 =E8=EB=E8 =E8=ED=FB=F5 =EA=EE=EC=EF=EE=ED=
=E5=ED=F2=EE=E2 =C2=CF. =CD=E0=E8=E1=EE=EB=E5=E5 =EF=F0=E8=E7=ED=E0=ED=ED=
=FB=EC =E7=E4=E5=F1=FC =FF=E2=EB=FF=E5=F2=F1=FF =E4=E5=EB=E5=ED=E8=E5 =C2=
=CF =ED=E0 =FD=EA=E7=EE=E3=E5=ED=ED=FB=E5 =E8 =FD=ED=E4=EE=E3=E5=ED=ED=
=FB=E5 =EA=EE=EC=EF=EE=ED=E5=ED=F2=FB. =CF=E5=F0=E2=FB=E5 =EE=F2=F0=E0=
=E6=E0=FE=F2 =E0=EA=F2=E8=E2=ED=EE=F1=F2=FC =F1=EF=E5=F6=E8=F4=E8=F7=E5=F1=
=EA=E8=F5 =EF=F0=EE=E2=EE=E4=FF=F9=E8=F5 =EF=F3=F2=E5=E9 =E8 =E7=EE=ED, =
=E2=F2=EE=F0=FB=E5 — =ED=E5=F1=EF=E5=F6=E8=F4=E8=F7=E5=F1=EA=E8=F5=
=E0=F1=F1=EE=F6=E8=E0=F2=E8=E2=ED=FB=F5 =EF=F0=EE=E2=EE=E4=FF=F9=E8=F5 =
=F1=E8=F1=F2=E5=EC =EC=EE=E7=E3=E0. =C4=EB=E8=F2=E5=EB=FC=ED=EE=F1=F2=FC=
=F2=E5=F5 =E8 =E4=F0=F3=E3=E8=F5 =EE=F6=E5=ED=E8=E2=E0=E5=F2=F1=FF =EF=EE=
-=F0=E0=E7=ED=EE=EC=F3 =E4=EB=FF =F0=E0=E7=ED=FB=F5 =EC=EE=E4=E0=EB=FC=ED=
=EE=F1=F2=E5=E9. =C2 =E7=F0=E8=F2=E5=EB=FC=ED=EE=E9 =F1=E8=F1=F2=E5=EC=E5=
, =ED=E0=EF=F0=E8=EC=E5=F0, =FD=EA=E7=EE=E3=E5=ED=ED=FB=E5 =EA=EE=EC=EF=EE=
=ED=E5=ED=F2=FB =C2=CF =ED=E5 =EF=F0=E5=E2=FB=F8=E0=FE=F2 100 =EC=F1 =EE=
=F2 =EC=EE=EC=E5=ED=F2=E0 =F1=F2=E8=EC=F3=EB=FF=F6=E8=E8.
=D2=F0=E5=
=F2=E8=E9 =F3=F0=EE=E2=E5=ED=FC =E0=ED=E0=EB=E8=E7=E0 — =F4=F3=ED=EA=
=F6=E8=EE=ED=E0=EB=FC=ED=FB=E9 =EF=F0=E5=E4=EF=EE=EB=E0=E3=E0=E5=F2 =
=E8=F1=EF=EE=EB=FC=E7=EE=E2=E0=ED=E8=E5 =C2=CF =EA=E0=EA =E8=ED=F1=F2=F0=
=F3=EC=E5=ED=F2=E0, =EF=EE=E7=E2=EE=EB=FF=FE=F9=E5=E3=EE =E8=E7=F3=F7=E0=
=F2=FC =F4=E8=E7=E8=EE=EB=EE=E3=E8=F7=E5=F1=EA=E8=E5 =EC=E5=F5=E0=ED=E8=E7=
=EC=FB =EF=EE=E2=E5=E4=E5=ED=E8=FF =E8 =EF=EE=E7=ED=E0=E2=E0=F2=E5=EB=FC=
=ED=EE=E9 =E4=E5=FF=F2=E5=EB=FC=ED=EE=F1=F2=E8 =F7=E5=EB=EE=E2=E5=EA=E0 =
=E8 =E6=E8=E2=EE=F2=ED=FB=F5.
=C2=CF =EA=E0=EA =E5=E4=E8=ED=E8=F6=E0 =EF=F1=E8=F5=EE=F4=E8=E7=E8=
=EE=EB=EE=E3=E8=F7=E5=F1=EA=EE=E3=EE =E0=ED=E0=EB=E8=E7=E0. =CF=EE=E4=
=E5=E4=E8=ED=E8=F6=E5=E9 =E0=ED=E0=EB=E8=E7=E0 =EF=F0=E8=ED=FF=F2=EE =EF=
=EE=ED=E8=EC=E0=F2=FC =F2=E0=EA=EE=E9 =EE=E1=FA=E5=EA=F2 =E0=ED=E0=EB=E8=
=E7=E0, =EA=EE=F2=EE=F0=FB=E9 =E2 =EE=F2=EB=E8=F7=E8=E5 =EE=F2 =FD=EB=E5=
=EC=E5=ED=F2=EE=E2 =EE=E1=EB=E0=E4=E0=E5=F2 =E2=F1=E5=EC=E8 =EE=F1=ED=EE=
=E2=ED=FB=EC=E8 =F1=E2=EE=E9=F1=F2=E2=E0=EC=E8, =EF=F0=E8=F1=F3=F9=E8=EC=
=E8 =F6=E5=EB=EE=EC=F3, =EF=F0=E8=F7=E5=EC =F1=E2=EE=E9=F1=F2=E2=E0 =FF=E2=
=EB=FF=FE=F2=F1=FF =E4=E0=EB=E5=E5 =ED=E5=F0=E0=E7=EB=EE=E6=E8=EC=FB=EC=E8=
=F7=E0=F1=F2=FF=EC=E8 =FD=F2=EE=E3=EE =E5=E4=E8=ED=F1=F2=E2=E0. =C5=E4=E8=
=ED=E8=F6=E0 =E0=ED=E0=EB=E8=E7=E0 — =FD=F2=EE =F2=E0=EA=EE=E5 =EC=
=E8=ED=E8=EC=E0=EB=FC=ED=EE=E5 =EE=E1=F0=E0=E7=EE=E2=E0=ED=E8=E5, =E2 =EA=
=EE=F2=EE=F0=EE=EC =ED=E5=EF=EE=F1=F0=E5=E4=F1=F2=E2=E5=ED=ED=EE =EF=F0=E5=
=E4=F1=F2=E0=E2=EB=E5=ED=FB =F1=F3=F9=E5=F1=F2=E2=E5=ED=ED=FB=E5 =F1=E2=FF=
=E7=E8 =E8 =F1=F3=F9=E5=F1=F2=E2=E5=ED=ED=FB=E5 =E4=EB=FF =E4=E0=ED=ED=EE=
=E9 =E7=E0=E4=E0=F7=E8 =EF=E0=F0=E0=EC=E5=F2=F0=FB =EE=E1=FA=E5=EA=F2=E0=
. =C1=EE=EB=E5=E5 =F2=EE=E3=EE, =EF=EE=E4=EE=E1=ED=E0=FF =E5=E4=E8=ED=E8=
=F6=E0 =F1=E0=EC=E0 =E4=EE=EB=E6=ED=E0 =E1=FB=F2=FC =E5=E4=E8=ED=FB=EC =F6=
=E5=EB=FB=EC, =F1=E2=EE=E5=E3=EE =F0=EE=E4=E0 =F1=E8=F1=F2=E5=EC=EE=E9, =
=E4=E0=EB=FC=ED=E5=E9=F8=E5=E5 =F0=E0=E7=EB=EE=E6=E5=ED=E8=E5 =EA=EE=F2=EE=
=F0=EE=E9 =ED=E0 =FD=EB=E5=EC=E5=ED=F2=FB =EB=E8=F8=E8=F2 =E5=E5 =E2=EE=E7=
=EC=EE=E6=ED=EE=F1=F2=E8 =EF=F0=E5=E4=F1=F2=E0=E2=EB=FF=F2=FC =F6=E5=EB=EE=
=E5 =EA=E0=EA =F2=E0=EA=EE=E2=EE=E5. =CE=E1=FF=E7=E0=F2=E5=EB=FC=ED=FB=EC=
=EF=F0=E8=E7=ED=E0=EA=EE=EC =E5=E4=E8=ED=E8=F6=FB =E0=ED=E0=EB=E8=E7=E0=
=FF=E2=EB=FF=E5=F2=F1=FF =F2=E0=EA=E6=E5 =F2=EE, =F7=F2=EE =E5=E5 =EC=EE=
=E6=ED=EE =EE=EF=E5=F0=E0=F6=E8=EE=ED=E0=EB=E8=E7=E8=F0=EE=E2=E0=F2=FC, =
=F2.=E5. =EE=ED=E0 =E4=EE=EF=F3=F1=EA=E0=E5=F2 =E8=E7=EC=E5=F0=E5=ED=E8=E5=
=E8 =EA=EE=EB=E8=F7=E5=F1=F2=E2=E5=ED=ED=F3=FE =EE=E1=F0=E0=E1=EE=F2=EA=
=F3.
=C5=F1=EB=E8=
=F0=E0=F1=F1=EC=E0=F2=F0=E8=E2=E0=F2=FC =EF=F1=E8=F5=EE=F4=E8=E7=E8=EE=EB=
=EE=E3=E8=F7=E5=F1=EA=E8=E9 =E0=ED=E0=EB=E8=E7 =EA=E0=EA =EC=E5=F2=EE=E4=
=E8=E7=F3=F7=E5=ED=E8=FF =EC=EE=E7=E3=EE=E2=FB=F5 =EC=E5=F5=E0=ED=E8=E7=
=EC=EE=E2 =EF=F1=E8=F5=E8=F7=E5=F1=EA=EE=E9 =E4=E5=FF=F2=E5=EB=FC=ED=EE=F1=
=F2=E8, =F2=EE =C2=CF =EE=F2=E2=E5=F7=E0=FE=F2 =E1=EE=EB=FC=F8=E8=ED=F1=F2=
=E2=F3 =F2=F0=E5=E1=EE=E2=E0=ED=E8=E9, =EA=EE=F2=EE=F0=FB=E5 =EC=EE=E3=F3=
=F2 =E1=FB=F2=FC =EF=F0=E5=E4=FA=FF=E2=EB=E5=ED=FB =E5=E4=E8=ED=E8=F6=E5=
=F2=E0=EA=EE=E3=EE =E0=ED=E0=EB=E8=E7=E0.
=C2=EE-=EF=
=E5=F0=E2=FB=F5, =C2=CF =F1=EB=E5=E4=F3=E5=F2 =EA=E2=E0=EB=E8=F4=E8=F6=
=E8=F0=EE=E2=E0=F2=FC =EA=E0=EA =EF=F1=E8=F5=EE=ED=E5=F0=E2=ED=F3=FE =F0=
=E5=E0=EA=F6=E8=FE, =F2.=E5. =F2=E0=EA=F3=FE, =EA=EE=F2=EE=F0=E0=FF =EF=F0=
=FF=EC=EE =F1=E2=FF=E7=E0=ED=E0 =F1 =EF=F0=EE=F6=E5=F1=F1=E0=EC=E8 =EF=F1=
=E8=F5=E8=F7=E5=F1=EA=EE=E3=EE =EE=F2=F0=E0=E6=E5=ED=E8=FF.
=C2=EE-=E2=
=F2=EE=F0=FB=F5, =C2=CF — =FD=F2=EE =F0=E5=E0=EA=F6=E8=FF, =F1=
=EE=F1=F2=EE=FF=F9=E0=FF =E8=E7 =F0=FF=E4=E0 =EA=EE=EC=EF=EE=ED=E5=ED=F2=
=EE=E2, =ED=E5=EF=F0=E5=F0=FB=E2=ED=EE =F1=E2=FF=E7=E0=ED=ED=FB=F5 =EC=E5=
=E6=E4=F3 =F1=EE=E1=EE=E9. =D2=E0=EA=E8=EC =EE=E1=F0=E0=E7=EE=EC, =EE=ED=
=E0 =F1=F2=F0=F3=EA=F2=F3=F0=ED=EE =EE=E4=ED=EE=F0=EE=E4=ED=E0 =E8 =EC=EE=
=E6=E5=F2 =E1=FB=F2=FC =EE=EF=E5=F0=E0=F6=E8=EE=ED=E0=EB=E8=E7=E8=F0=EE=E2=
=E0=ED=E0, =F2.=E5. =E8=EC=E5=E5=F2 =EA=EE=EB=E8=F7=E5=F1=F2=E2=E5=ED=ED=
=FB=E5 =F5=E0=F0=E0=EA=F2=E5=F0=E8=F1=F2=E8=EA=E8 =E2 =E2=E8=E4=E5 =EF=E0=
=F0=E0=EC=E5=F2=F0=EE=E2 =EE=F2=E4=E5=EB=FC=ED=FB=F5 =EA=EE=EC=EF=EE=ED=E5=
=ED=F2=EE=E2 (=EB=E0=F2=E5=ED=F2=ED=EE=F1=F2=E5=E9 =E8 =E0=EC=EF=EB=E8=F2=
=F3=E4). =D1=F3=F9=E5=F1=F2=E2=E5=ED=ED=EE, =F7=F2=EE =FD=F2=E8 =EF=E0=F0=
=E0=EC=E5=F2=F0=FB =E8=EC=E5=FE=F2 =F0=E0=E7=ED=EE=E5 =F4=F3=ED=EA=F6=E8=
=EE=ED=E0=EB=FC=ED=EE=E5 =E7=ED=E0=F7=E5=ED=E8=E5 =E2 =E7=E0=E2=E8=F1=E8=
=EC=EE=F1=F2=E8 =EE=F2 =EE=F1=EE=E1=E5=ED=ED=EE=F1=F2=E5=E9 =FD=EA=F1=EF=
=E5=F0=E8=EC=E5=ED=F2=E0=EB=FC=ED=EE=E9 =EC=EE=E4=E5=EB=E8.
=C2-=F2=F0=
=E5=F2=FC=E8=F5, =F0=E0=E7=EB=EE=E6=E5=ED=E8=E5 =C2=CF =ED=E0 =FD=EB=
=E5=EC=E5=ED=F2=FB (=EA=EE=EC=EF=EE=ED=E5=ED=F2=FB), =EE=F1=F3=F9=E5=F1=F2=
=E2=EB=FF=E5=EC=EE=E5 =EA=E0=EA =EC=E5=F2=EE=E4 =E0=ED=E0=EB=E8=E7=E0, =EF=
=EE=E7=E2=EE=EB=FF=E5=F2 =EE=F5=E0=F0=E0=EA=F2=E5=F0=E8=E7=EE=E2=E0=F2=FC=
=EB=E8=F8=FC =EE=F2=E4=E5=EB=FC=ED=FB=E5 =F1=F2=E0=E4=E8=E8 =EF=F0=EE=F6=
=E5=F1=F1=E0 =EF=E5=F0=E5=F0=E0=E1=EE=F2=EA=E8 =E8=ED=F4=EE=F0=EC=E0=F6=E8=
=E8, =EF=F0=E8 =FD=F2=EE=EC =F3=F2=F0=E0=F7=E8=E2=E0=E5=F2=F1=FF =F6=E5=EB=
=EE=F1=F2=ED=EE=F1=F2=FC =EF=F0=EE=F6=E5=F1=F1=E0 =EA=E0=EA =F2=E0=EA=EE=
=E2=EE=E3=EE.
=C2 =ED=E0=E8=
=E1=EE=EB=E5=E5 =E2=FB=EF=F3=EA=EB=EE=E9 =F4=EE=F0=EC=E5 =E8=E4=E5=E8 =EE=
=F6=E5=EB=EE=F1=F2=ED=EE=F1=F2=E8 =E8 =F1=E8=F1=F2=E5=EC=ED=EE=F1=F2=E8=
=C2=CF =EA=E0=EA =EA=EE=F0=F0=E5=EB=FF=F2=E5 =EF=EE=E2=E5=E4=E5=ED=F7=E5=
=F1=EA=EE=E3=EE =E0=EA=F2=E0 =ED=E0=F8=EB=E8 =EE=F2=F0=E0=E6=E5=ED=E8=E5=
=E2 =E8=F1=F1=EB=E5=E4=EE=E2=E0=ED=E8=FF=F5 =C2.=C1. =D8=E2=FB=F0=EA=EE=
=E2=E0. =CF=EE =FD=F2=EE=E9 =EB=EE=E3=E8=EA=E5 =C2=CF, =E7=E0=ED=E8=EC=E0=
=FF =E2=E5=F1=FC =E2=F0=E5=EC=E5=ED=ED=EE=E9 =E8=ED=F2=E5=F0=E2=E0=EB =EC=
=E5=E6=E4=F3 =F1=F2=E8=EC=F3=EB=EE=EC =E8 =F0=E5=E0=EA=F6=E8=E5=E9, =F1=EE=
=EE=F2=E2=E5=F2=F1=F2=E2=F3=FE=F2 =E2=F1=E5=EC =EF=F0=EE=F6=E5=F1=F1=E0=EC=
, =EF=F0=E8=E2=EE=E4=FF=F9=E8=EC =EA =E2=EE=E7=ED=E8=EA=ED=EE=E2=E5=ED=E8=
=FE =EF=EE=E2=E5=E4=E5=ED=F7=E5=F1=EA=EE=E3=EE =EE=F2=E2=E5=F2=E0, =EF=F0=
=E8 =FD=F2=EE=EC =EA=EE=ED=F4=E8=E3=F3=F0=E0=F6=E8=FF =C2=CF =E7=E0=E2=E8=
=F1=E8=F2 =EE=F2 =F5=E0=F0=E0=EA=F2=E5=F0=E0 =EF=EE=E2=E5=E4=E5=ED=F7=E5=
=F1=EA=EE=E3=EE =E0=EA=F2=E0 =E8 =EE=F1=EE=E1=E5=ED=ED=EE=F1=F2=E5=E9 =F4=
=F3=ED=EA=F6=E8=EE=ED=E0=EB=FC=ED=EE=E9 =F1=E8=F1=F2=E5=EC=FB, =EE=E1=E5=
=F1=EF=E5=F7=E8=E2=E0=FE=F9=E5=E9 =E4=E0=ED=ED=F3=FE =F4=EE=F0=EC=F3 =EF=
=EE=E2=E5=E4=E5=ED=E8=FF. =CF=F0=E8 =FD=F2=EE=EC =EE=F2=E4=E5=EB=FC=ED=FB=
=E5 =EA=EE=EC=EF=EE=ED=E5=ED=F2=FB =C2=CF =F0=E0=F1=F1=EC=E0=F2=F0=E8=E2=
=E0=FE=F2=F1=FF =EA=E0=EA =EE=F2=F0=E0=E6=E5=ED=E8=E5 =FD=F2=E0=EF=EE=E2=
=E0=F4=F4=E5=F0=E5=ED=F2=ED=EE=E3=EE =F1=E8=ED=F2=E5=E7=E0, =EF=F0=E8=ED=
=FF=F2=E8=FF =F0=E5=F8=E5=ED=E8=FF, =E2=EA=EB=FE=F7=E5=ED=E8=FF =E8=F1=EF=
=EE=EB=ED=E8=F2=E5=EB=FC=ED=FB=F5 =EC=E5=F5=E0=ED=E8=E7=EC=EE=E2, =E4=EE=
=F1=F2=E8=E6=E5=ED=E8=FF =EF=EE=EB=E5=E7=ED=EE=E3=EE =F0=E5=E7=F3=EB=FC=F2=
=E0=F2=E0. =C2 =F2=E0=EA=EE=E9 =E8=ED=F2=E5=F0=EF=F0=E5=F2=E0=F6=E8=E8 =C2=
=CF =E2=FB=F1=F2=F3=EF=E0=FE=F2 =EA=E0=EA =E5=E4=E8=ED=E8=F6=E0 =EF=F1=E8=
=F5=EE=F4=E8=E7=E8=EE=EB=EE=E3=E8=F7=E5=F1=EA=EE=E3=EE =E0=ED=E0=EB=E8=E7=
=E0 =EF=EE=E2=E5=E4=E5=ED=E8=FF.
=CE=E4=ED=E0=
=EA=EE =EC=E0=E3=E8=F1=F2=F0=E0=EB=FC=ED=EE=E5 =F0=F3=F1=EB=EE =EF=F0=E8=
=EC=E5=ED=E5=ED=E8=FF =C2=CF =E2 =EF=F1=E8=F5=EE=F4=E8=E7=E8=EE=EB=EE=E3=
=E8=E8 =F1=E2=FF=E7=E0=ED=EE =F1 =E8=E7=F3=F7=E5=ED=E8=E5=EC =F4=E8=E7=E8=
=EE=EB=EE=E3=E8=F7=E5=F1=EA=E8=F5 =EC=E5=F5=E0=ED=E8=E7=EC=EE=E2 =E8 =CA=EE=F0=F0=E5=EB=FF=F2 - =E4=EE=EF=
=EE=EB=ED=E8=F2=E5=EB=FC=ED=FB=E9 =EF=EE=EA=E0=E7=E0=F2=E5=EB=FC, =F1=F2=
=E0=F2=E8=F1=F2=E8=F7=E5=F1=EA=E8 =F1=E2=FF=E7=E0=ED=ED=FB=E9 =F1 =E8=E7=
=F3=F7=E0=E5=EC=FB=EC =EF=F0=EE=F6=E5=F1=F1=EE=EC =E8=EB=E8 =FF=E2=EB=E5=
=ED=E8=E5=EC.');" onmouseout=3Dnd(); href=3D"javascript:void(0);">=EA=EE=F0=F0=E5=EB=FF=F2=EE=E2 =EF=EE=E7=ED=E0=
=E2=E0=F2=E5=EB=FC=ED=EE=E9 =E4=E5=FF=F2=E5=EB=FC=ED=EE=F1=F2=E8 =F7=E5=EB=
=EE=E2=E5=EA=E0. =DD=F2=EE =ED=E0=EF=F0=E0=E2=EB=E5=ED=E8=E5 =EE=EF=F0=E5=
=E4=E5=EB=FF=E5=F2=F1=FF =EA=E0=EA =
=CA=EE=E3=ED=E8=F2=E8=E2=ED=FB=E9 - =EF=EE=E7=ED=E0=E2=E0=F2=E5=EB=FC=
=ED=FB=E9, =E8=EC=E5=FE=F9=E8=E9 =EE=F2=ED=EE=F8=E5=ED=E8=E5 =EA =EF=EE=E7=
=ED=E0=ED=E8=FE.');" onmouseout=3Dnd(); href=3D"javascript:void(0);">=EA=EE=E3=ED=E8=F2=E8=E2=ED=E0=FF =EF=F1=E8=
=F5=EE=F4=E8=E7=E8=EE=EB=EE=E3=E8=FF. =C2=CF =E2 =ED=E5=EC =E8=F1=EF=EE=EB=
=FC=E7=F3=FE=F2=F1=FF =E2 =EA=E0=F7=E5=F1=F2=E2=E5 =EF=EE=EB=ED=EE=F6=E5=
=ED=ED=EE=E9 =E5=E4=E8=ED=E8=F6=FB =EF=F1=E8=F5=EE=F4=E8=E7=E8=EE=EB=EE=E3=
=E8=F7=E5=F1=EA=EE=E3=EE =E0=ED=E0=EB=E8=E7=E0. =D2=E0=EA=EE=E5 =E2=EE=E7=
=EC=EE=E6=ED=EE, =EF=EE=F2=EE=EC=F3 =F7=F2=EE, =EF=EE =EE=E1=F0=E0=E7=ED=
=EE=EC=F3 =EE=EF=F0=E5=E4=E5=EB=E5=ED=E8=FE =EE=E4=ED=EE=E3=EE =E8=E7 =EF=
=F1=E8=F5=EE=F4=E8=E7=E8=EE=EB=EE=E3=EE=E2, =C2=CF =E8=EC=E5=FE=F2 =F3=ED=
=E8=EA=E0=EB=FC=ED=FB=E9 =E2 =F1=E2=EE=E5=EC =F0=EE=E4=E5 =E4=E2=EE=E9=ED=
=EE=E9 =F1=F2=E0=F2=F3=F1, =E2=FB=F1=F2=F3=EF=E0=FF =E2 =EE=E4=ED=EE =E8=
=F2=EE =E6=E5 =E2=F0=E5=EC=FF =EA=E0=EA "=EE=EA=ED=EE =E2 =EC=EE=E7=E3"=
=E8 "=EE=EA=ED=EE =E2 =EF=EE=E7=ED=E0=E2=E0=F2=E5=EB=FC=ED=FB=E5 =EF=F0=
=EE=F6=E5=F1=F1=FB" (=F1=EC. =D5=F0=E5=F1=F2=EE=EC=
=E0=F2. 2.4).
2.1.3. =D2=EE=EF=EE=E3=F0=E0=F4=E8=F7=E5=F1=EA=EE=E5 =EA=E0=F0=F2=E8=
=F0=EE=E2=E0=ED=E8=E5 =FD=EB=E5=EA=F2=F0=E8=F7=E5=F1=EA=EE=E9 =E0=EA=F2=E8=
=E2=ED=EE=F1=F2=E8 =EC=EE=E7=E3=E0 (=D2=CA=DD=C0=CC)
=D2=CA=DD=C0=CC — =F2=EE=EF=EE=E3=F0=E0=F4=E8=F7=E5=F1=EA=
=EE=E5 =EA=E0=F0=F2=E8=F0=EE=E2=E0=ED=E8=E5 =FD=EB=E5=EA=F2=F0=E8=F7=E5=F1=
=EA=EE=E9 =E0=EA=F2=E8=E2=ED=EE=F1=F2=E8 =EC=EE=E7=E3=E0 — =EE=E1=EB=
=E0=F1=F2=FC =FD=EB=E5=EA=F2=F0=EE=F4=E8=E7=E8=EE=EB=EE=E3=E8=E8, =EE=EF=
=E5=F0=E8=F0=F3=FE=F9=E0=FF =F1 =EC=ED=EE=E6=E5=F1=F2=E2=EE=EC =EA=EE=EB=
=E8=F7=E5=F1=F2=E2=E5=ED=ED=FB=F5 =EC=E5=F2=EE=E4=EE=E2 =E0=ED=E0=EB=E8=E7=
=E0 =FD=EB=E5=EA=F2=F0=EE=FD=ED=F6=E5=F4=E0=EB=EE=E3=F0=E0=EC=EC=FB =E8 =
=E2=FB=E7=E2=E0=ED=ED=FB=F5 =EF=EE=F2=E5=ED=F6=E8=E0=EB=EE=E2 (=F1=EC. =C2=E8=E4=E5=EE). =D8=E8=F0=EE=EA=EE=E5=
=EF=F0=E8=EC=E5=ED=E5=ED=E8=E5 =FD=F2=EE=E3=EE =EC=E5=F2=EE=E4=E0 =F1=F2=
=E0=EB=EE =E2=EE=E7=EC=EE=E6=ED=FB=EC =EF=F0=E8 =EF=EE=FF=E2=EB=E5=ED=E8=
=E8 =EE=F2=ED=EE=F1=E8=F2=E5=EB=FC=ED=EE =ED=E5=E4=EE=F0=EE=E3=E8=F5 =E8=
=E1=FB=F1=F2=F0=EE=E4=E5=E9=F1=F2=E2=F3=FE=F9=E8=F5 =EF=E5=F0=F1=EE=ED=E0=
=EB=FC=ED=FB=F5 =EA=EE=EC=EF=FC=FE=F2=E5=F0=EE=E2. =D2=EE=EF=EE=E3=F0=E0=
=F4=E8=F7=E5=F1=EA=EE=E5 =EA=E0=F0=F2=E8=F0=EE=E2=E0=ED=E8=E5 =F1=F3=F9=E5=
=F1=F2=E2=E5=ED=ED=FB=EC =EE=E1=F0=E0=E7=EE=EC =EF=EE=E2=FB=F8=E0=E5=F2 =
=FD=F4=F4=E5=EA=F2=E8=E2=ED=EE=F1=F2=FC =DD=DD=C3-=EC=E5=F2=EE=E4=E0. =D2=
=CA=DD=C0=CC =EF=EE=E7=E2=EE=EB=FF=E5=F2 =EE=F7=E5=ED=FC =F2=EE=ED=EA=EE=
=E8 =E4=E8=F4=F4=E5=F0=E5=ED=F6=E8=F0=EE=E2=E0=ED=ED=EE =E0=ED=E0=EB=E8=
=E7=E8=F0=EE=E2=E0=F2=FC =E8=E7=EC=E5=ED=E5=ED=E8=FF =F4=F3=ED=EA=F6=E8=EE=
=ED=E0=EB=FC=ED=FB=F5 =F1=EE=F1=F2=EE=FF=ED=E8=E9 =EC=EE=E7=E3=E0 =ED=E0=
=EB=EE=EA=E0=EB=FC=ED=EE=EC =F3=F0=EE=E2=ED=E5 =E2 =F1=EE=EE=F2=E2=E5=F2=
=F1=F2=E2=E8=E8 =F1 =E2=E8=E4=E0=EC=E8 =E2=FB=EF=EE=EB=ED=FF=E5=EC=EE=E9=
=E8=F1=EF=FB=F2=F3=E5=EC=FB=EC =EF=F1=E8=F5=E8=F7=E5=F1=EA=EE=E9 =E4=E5=
=FF=F2=E5=EB=FC=ED=EE=F1=F2=E8. =CE=E4=ED=E0=EA=EE, =F1=EB=E5=E4=F3=E5=F2=
=EF=EE=E4=F7=E5=F0=EA=ED=F3=F2=FC, =F7=F2=EE =EC=E5=F2=EE=E4 =EA=E0=F0=F2=
=E8=F0=EE=E2=E0=ED=E8=FF =EC=EE=E7=E3=E0 =FF=E2=EB=FF=E5=F2=F1=FF =ED=E5=
=E1=EE=EB=E5=E5 =F7=E5=EC =EE=F7=E5=ED=FC =F3=E4=EE=E1=ED=EE=E9 =F4=EE=F0=
=EC=EE=E9 =EF=F0=E5=E4=F1=F2=E0=E2=EB=E5=ED=E8=FF =ED=E0 =FD=EA=F0=E0=ED=
=E5 =E4=E8=F1=EF=EB=E5=FF =F1=F2=E0=F2=E8=F1=F2=E8=F7=E5=F1=EA=EE=E3=EE =
=E0=ED=E0=EB=E8=E7=E0 =DD=DD=C3 =E8 =C2=CF.
- =D1=E0=EC =EC=E5=F2=EE=E4 =EA=E0=F0=F2=E8=F0=EE=E2=E0=ED=E8=FF =EC=EE=
=E7=E3=E0 =EC=EE=E6=ED=EE =F0=E0=E7=EB=EE=E6=E8=F2=FC =ED=E0 =F2=F0=E8 =EE=
=F1=ED=EE=E2=ED=FB=E5 =F1=EE=F1=F2=E0=E2=EB=FF=FE=F9=E8=E5:
- =F0=E5=E3=E8=F1=F2=F0=E0=F6=E8=FE =E4=E0=ED=ED=FB=F5;
- =E0=ED=E0=EB=E8=E7 =E4=E0=ED=ED=FB=F5;
- =EF=F0=E5=E4=F1=F2=E0=E2=EB=E5=ED=E8=E5 =E4=E0=ED=ED=FB=F5.
=D0=E5=E3=E8=F1=F2=F0=E0=F6=E8=FF =E4=E0=ED=ED=FB=F5. =C8=F1=EF=
=EE=EB=FC=E7=F3=E5=EC=EE=E5 =F7=E8=F1=EB=EE =FD=EB=E5=EA=F2=F0=EE=E4=EE=E2=
=E4=EB=FF =F0=E5=E3=E8=F1=F2=F0=E0=F6=E8=E8 =DD=DD=C3 =E8 =C2=CF, =EA=E0=
=EA =EF=F0=E0=E2=E8=EB=EE, =E2=E0=F0=FC=E8=F0=F3=E5=F2 =E2 =E4=E8=E0=EF=E0=
=E7=EE=ED=E5 =EE=F2 16 =E4=EE 32, =EE=E4=ED=E0=EA=EE =E2 =ED=E5=EA=EE=F2=
=EE=F0=FB=F5 =F1=EB=F3=F7=E0=FF=F5 =E4=EE=F1=F2=E8=E3=E0=E5=F2 128 =E8 =E4=
=E0=E6=E5 =E1=EE=EB=FC=F8=E5. =CF=F0=E8 =FD=F2=EE=EC =E1=EE=EB=FC=F8=E5=E5=
=F7=E8=F1=EB=EE =FD=EB=E5=EA=F2=F0=EE=E4=EE=E2 =F3=EB=F3=F7=F8=E0=E5=F2=
=EF=F0=EE=F1=F2=F0=E0=ED=F1=F2=E2=E5=ED=ED=EE=E5 =F0=E0=E7=F0=E5=F8=E5=ED=
=E8=E5 =EF=F0=E8 =F0=E5=E3=E8=F1=F2=F0=E0=F6=E8=E8 =FD=EB=E5=EA=F2=F0=E8=
=F7=E5=F1=EA=E8=F5 =EF=EE=EB=E5=E9 =EC=EE=E7=E3=E0, =ED=EE =F1=EE=EF=F0=FF=
=E6=E5=ED=EE =F1 =EF=F0=E5=EE=E4=EE=EB=E5=ED=E8=E5=EC =E1=EE=EB=FC=F8=E8=
=F5 =F2=E5=F5=ED=E8=F7=E5=F1=EA=E8=F5 =F2=F0=F3=E4=ED=EE=F1=F2=E5=E9.
=C4=EB=FF =EF=
=EE=EB=F3=F7=E5=ED=E8=FF =F1=F0=E0=E2=ED=E8=EC=FB=F5 =F0=E5=E7=F3=EB=FC=F2=
=E0=F2=EE=E2 =E8=F1=EF=EE=EB=FC=E7=F3=E5=F2=F1=FF =F1=E8=F1=F2=E5=EC=E0 =
"10-20", =EF=F0=E8 =FD=F2=EE=EC =EF=F0=E8=EC=E5=ED=FF=E5=F2=F1=FF =E2 =EE=
=F1=ED=EE=E2=ED=EE=EC =EC=EE=ED=EE=EF=EE=EB=FF=F0=ED=E0=FF =F0=E5=E3=E8=F1=
=F2=F0=E0=F6=E8=FF.
=C2=E0=E6=ED=
=EE, =F7=F2=EE =EF=F0=E8 =E1=EE=EB=FC=F8=EE=EC =F7=E8=F1=EB=E5 =E0=EA=F2=
=E8=E2=ED=FB=F5 =FD=EB=E5=EA=F2=F0=EE=E4=EE=E2 =EC=EE=E6=ED=EE =E8=F1=EF=
=EE=EB=FC=E7=EE=E2=E0=F2=FC =EB=E8=F8=FC =EE=E4=E8=ED =F0=E5=F4=E5=F0=E5=
=ED=F2=ED=FB=E9 =FD=EB=E5=EA=F2=F0=EE=E4, =F2.=E5. =F2=EE=F2 =FD=EB=E5=EA=
=F2=F0=EE=E4, =EE=F2=ED=EE=F1=E8=F2=E5=EB=FC=ED=EE =EA=EE=F2=EE=F0=EE=E3=
=EE =F0=E5=E3=E8=F1=F2=F0=E8=F0=F3=E5=F2=F1=FF =DD=DD=C3 =E2=F1=E5=F5 =EE=
=F1=F2=E0=EB=FC=ED=FB=F5 =F2=EE=F7=E5=EA =EF=EE=F1=F2=E0=ED=EE=E2=EA=E8 =
=FD=EB=E5=EA=F2=F0=EE=E4=EE=E2. =CC=E5=F1=F2=EE=EC =EF=F0=E8=EB=EE=E6=E5=
=ED=E8=FF =F0=E5=F4=E5=F0=E5=ED=F2=ED=EE=E3=EE =FD=EB=E5=EA=F2=F0=EE=E4=E0=
=F1=EB=F3=E6=E0=F2 =EC=EE=F7=EA=E8 =F3=F8=E5=E9, =EF=E5=F0=E5=ED=EE=F1=E8=
=F6=E0 =E8=EB=E8 =ED=E5=EA=EE=F2=EE=F0=FB=E5 =F2=EE=F7=EA=E8 =ED=E0 =EF=EE=
=E2=E5=F0=F5=ED=EE=F1=F2=E8 =F1=EA=E0=EB=FC=EF=E0 (=E7=E0=F2=FB=EB=EE=EA=
, =E2=E5=F0=F2=E5=EA=F1). =D1=F3=F9=E5=F1=F2=E2=F3=FE=F2 =F2=E0=EA=E8=E5=
=EC=EE=E4=E8=F4=E8=EA=E0=F6=E8=E8 =FD=F2=EE=E3=EE =EC=E5=F2=EE=E4=E0, =EA=
=EE=F2=EE=F0=FB=E5 =EF=EE=E7=E2=EE=EB=FF=FE=F2 =E2=EE=EE=E1=F9=E5 =ED=E5=
=E8=F1=EF=EE=EB=FC=E7=EE=E2=E0=F2=FC =F0=E5=F4=E5=F0=E5=ED=F2=ED=FB=E9 =
=FD=EB=E5=EA=F2=F0=EE=E4, =E7=E0=EC=E5=ED=FF=FF =E5=E3=EE =E7=ED=E0=F7=E5=
=ED=E8=FF=EC=E8 =EF=EE=F2=E5=ED=F6=E8=E0=EB=E0, =E2=FB=F7=E8=F1=EB=E5=ED=
=ED=FB=EC=E8 =ED=E0 =EA=EE=EC=EF=FC=FE=F2=E5=F0=E5.
=C0=ED=E0=EB=E8=E7 =E4=E0=ED=ED=FB=F5. =C2=FB=E4=E5=EB=FF=FE=F2=
=ED=E5=F1=EA=EE=EB=FC=EA=EE =EE=F1=ED=EE=E2=ED=FB=F5 =F1=EF=EE=F1=EE=E1=
=EE=E2 =EA=EE=EB=E8=F7=E5=F1=F2=E2=E5=ED=ED=EE=E3=EE =E0=ED=E0=EB=E8=E7=E0=
=DD=DD=C3: =E2=F0=E5=EC=E5=ED=ED=EE=E9, =F7=E0=F1=F2=EE=F2=ED=FB=E9 =E8=
=EF=F0=EE=F1=F2=F0=E0=ED=F1=F2=E2=E5=ED=ED=FB=E9.
=C2=F0=E5=
=EC=E5=ED=ED=FB=E9 =EF=F0=E5=E4=F1=F2=E0=E2=EB=FF=E5=F2 =F1=EE=E1=EE=
=E9 =E2=E0=F0=E8=E0=ED=F2 =EE=F2=F0=E0=E6=E5=ED=E8=FF =E4=E0=ED=ED=FB=F5=
=DD=DD=C3 =E8 =C2=CF =ED=E0 =E3=F0=E0=F4=E8=EA=E5, =EF=F0=E8 =FD=F2=EE=EC=
=E2=F0=E5=EC=FF =EE=F2=EA=EB=E0=E4=FB=E2=E0=E5=F2=F1=FF =EF=EE =E3=EE=F0=
=E8=E7=EE=ED=F2=E0=EB=FC=ED=EE=E9 =EE=F1=E8, =E0 =E0=EC=EF=EB=E8=F2=F3=E4=
=E0 — =EF=EE =E2=E5=F0=F2=E8=EA=E0=EB=FC=ED=EE=E9. =C2=F0=E5=EC=E5=
=ED=ED=EE=E9 =E0=ED=E0=EB=E8=E7 =EF=F0=E8=EC=E5=ED=FF=FE=F2 =E4=EB=FF =EE=
=F6=E5=ED=EA=E8 =F1=F3=EC=EC=E0=F0=ED=FB=F5 =EF=EE=F2=E5=ED=F6=E8=E0=EB=EE=
=E2, =EF=E8=EA=EE=E2 =C2=CF, =FD=EF=E8=EB=E5=EF=F2=E8=F7=E5=F1=EA=E8=F5 =
=F0=E0=E7=F0=FF=E4=EE=E2.
=D7=E0=F1=
=F2=EE=F2=ED=FB=E9 =E0=ED=E0=EB=E8=E7 =E7=E0=EA=EB=FE=F7=E0=E5=F2=F1=
=FF =E2 =E3=F0=F3=EF=EF=E8=F0=EE=E2=EA=E5 =E4=E0=ED=ED=FB=F5 =EF=EE =F7=E0=
=F1=F2=EE=F2=ED=FB=EC =E4=E8=E0=EF=E0=E7=EE=ED=E0=EC: =E4=E5=EB=FC=F2=E0=
, =F2=E5=F2=E0, =E0=EB=FC=F4=E0, =E1=E5=F2=E0.
=CF=F0=EE=
=F1=F2=F0=E0=ED=F1=F2=E2=E5=ED=ED=FB=E9 =E0=ED=E0=EB=E8=E7 =F1=EE=EF=
=F0=FF=E6=E5=ED =F1 =E8=F1=EF=EE=EB=FC=E7=EE=E2=E0=ED=E8=E5=EC =F0=E0=E7=
=EB=E8=F7=ED=FB=F5 =F1=F2=E0=F2=E8=F1=F2=E8=F7=E5=F1=EA=E8=F5 =EC=E5=F2=EE=
=E4=EE=E2 =EE=E1=F0=E0=E1=EE=F2=EA=E8 =EF=F0=E8 =F1=EE=EF=EE=F1=F2=E0=E2=
=EB=E5=ED=E8=E8 =DD=DD=C3 =E8=E7 =F0=E0=E7=ED=FB=F5 =EE=F2=E2=E5=E4=E5=ED=
=E8=E9. =CD=E0=E8=E1=EE=EB=E5=E5 =F7=E0=F1=F2=EE =EF=F0=E8=EC=E5=ED=FF=E5=
=EC=FB=E9 =F1=EF=EE=F1=EE=E1 — =FD=F2=EE =E2=FB=F7=E8=F1=EB=E5=ED=E8=
=E5 =EA=EE=E3=E5=F0=E5=ED=F2=ED=EE=F1=F2=E8.
=D1=EF=EE=F1=EE=E1=FB =EF=F0=E5=E4=F1=F2=E0=E2=EB=E5=ED=E8=FF =E4=E0=
=ED=ED=FB=F5. =D1=E0=EC=FB=E5 =F1=EE=E2=F0=E5=EC=E5=ED=ED=FB=E5 =EA=EE=
=EC=EF=FC=FE=F2=E5=F0=ED=FB=E5 =F1=F0=E5=E4=F1=F2=E2=E0 =EA=E0=F0=F2=E8=F0=
=EE=E2=E0=ED=E8=FF =EC=EE=E7=E3=E0 =EF=EE=E7=E2=EE=EB=FF=FE=F2 =EB=E5=E3=
=EA=EE =EE=F2=F0=E0=E6=E0=F2=FC =ED=E0 =E4=E8=F1=EF=EB=E5=E5 =E2=F1=E5 =FD=
=F2=E0=EF=FB =E0=ED=E0=EB=E8=E7=E0: "=F1=FB=F0=FB=E5 =E4=E0=ED=ED=FB=E5"=
=DD=DD=C3 =E8 =C2=CF, =F1=EF=E5=EA=F2=F0=FB =EC=EE=F9=ED=EE=F1=F2=E8, =F2=
=EE=EF=EE=E3=F0=E0=F4=E8=F7=E5=F1=EA=E8=E5 =EA=E0=F0=F2=FB — =EA=E0=
=EA =F1=F2=E0=F2=E8=F1=F2=E8=F7=E5=F1=EA=E8=E5, =F2=E0=EA =E8 =E4=E8=ED=E0=
=EC=E8=F7=E5=F1=EA=E8=E5 =E2 =E2=E8=E4=E5 =EC=F3=EB=FC=F2=F4=E8=EB=FC=EC=
=EE=E2, =F0=E0=E7=EB=E8=F7=ED=FB=E5 =E3=F0=E0=F4=E8=EA=E8, =E4=E8=E0=E3=F0=
=E0=EC=EC=FB =E8 =F2=E0=E1=EB=E8=F6=FB, =E0 =F2=E0=EA=E6=E5, =EF=EE =E6=E5=
=EB=E0=ED=E8=FE =E8=F1=F1=EB=E5=E4=EE=E2=E0=F2=E5=EB=FF, — =F0=E0=E7=
=EB=E8=F7=ED=FB=E5 =EA=EE=EC=EF=EB=E5=EA=F1=ED=FB=E5 =EF=F0=E5=E4=F1=F2=E0=
=E2=EB=E5=ED=E8=FF. =D1=EB=E5=E4=F3=E5=F2 =EE=F1=EE=E1=EE =F3=EA=E0=E7=E0=
=F2=FC =ED=E0 =F2=EE, =F7=F2=EE =EF=F0=E8=EC=E5=ED=E5=ED=E8=E5 =F0=E0=E7=
=ED=EE=EE=E1=F0=E0=E7=ED=FB=F5 =F4=EE=F0=EC =E2=E8=E7=F3=E0=EB=E8=E7=E0=F6=
=E8=E8 =E4=E0=ED=ED=FB=F5 =EF=EE=E7=E2=EE=EB=FF=E5=F2 =EB=F3=F7=F8=E5 =EF=
=EE=ED=FF=F2=FC =EE=F1=EE=E1=E5=ED=ED=EE=F1=F2=E8 =EF=F0=EE=F2=E5=EA=E0=ED=
=E8=FF =F1=EB=EE=E6=ED=FB=F5 =EC=EE=E7=E3=EE=E2=FB=F5 =EF=F0=EE=F6=E5=F1=
=F1=EE=E2.
|
=DD=DD=C3-=EA=E0=F0=F2=FB,=
=EF=F0=E5=E4=F1=F2=E0=E2=EB=FF=FE=F9=E8=E5 =F2=EE=EF=EE=E3=F0=E0=F4=E8=F7=
=E5=F1=EA=EE=E5 =F0=E0=F1=EF=EE=EB=EE=E6=E5=ED=E8=E5 =E7=ED=E0=F7=E5=ED=E8=
=E9 =F1=EF=E5=EA=F2=F0=E0=EB=FC=ED=EE=E9 =EC=EE=F9=ED=EE=F1=F2=E8 =DD=DD=
=C3 (=EF=EE =CD.=CB. =C3=EE=F0=E1=E0=F7=E5=E2=F1=EA=EE=E9 =F1 =F1=EE=E0=E2=
=F2., 1991).
=CF=EE=E4 =EA=E0=E6=E4=EE=E9 =EA=E0=F0=F2=EE=E9 =F3=EA=E0=E7=E0=ED =E4=E8=
=E0=EF=E0=E7=EE=ED =E0=ED=E0=EB=E8=E7=E8=F0=F3=E5=EC=FB=F5 =F7=E0=F1=F2=EE=
=F2. =D1=EF=F0=E0=E2=E0 - =F8=EA=E0=EB=E0 =E7=ED=E0=F7=E5=ED=E8=E9 =F1=EF=
=E5=EA=F2=F0=E0=EB=FC=ED=EE=E9 =EC=EE=F9=ED=EE=F1=F2=E8 =DD=DD=C3, =EC=EA=
=C2 |
=D2=EE=EF=EE=E3=F0=E0=F4=E8=F7=E5=F1=EA=E8=E5 =EA=E0=F0=F2=FB =EF=F0=E5=
=E4=F1=F2=E0=E2=EB=FF=FE=F2 =F1=EE=E1=EE=E9 =EA=EE=ED=F2=F3=F0 =F7=E5=F0=
=E5=EF=E0, =ED=E0 =EA=EE=F2=EE=F0=EE=EC =E8=E7=EE=E1=F0=E0=E6=E5=ED =EA=E0=
=EA=EE=E9-=EB=E8=E1=EE =E7=E0=EA=EE=E4=E8=F0=EE=E2=E0=ED=ED=FB=E9 =F6=E2=
=E5=F2=EE=EC =EF=E0=F0=E0=EC=E5=F2=F0 =DD=DD=C3 =E2 =EE=EF=F0=E5=E4=E5=EB=
=E5=ED=ED=FB=E9 =EC=EE=EC=E5=ED=F2 =E2=F0=E5=EC=E5=ED=E8, =EF=F0=E8=F7=E5=
=EC =F0=E0=E7=ED=FB=E5 =E3=F0=E0=E4=E0=F6=E8=E8 =FD=F2=EE=E3=EE =EF=E0=F0=
=E0=EC=E5=F2=F0=E0 (=F1=F2=E5=EF=E5=ED=FC =E2=FB=F0=E0=E6=E5=ED=ED=EE=F1=
=F2=E8) =EF=F0=E5=E4=F1=F2=E0=E2=EB=E5=ED=FB =F0=E0=E7=ED=FB=EC=E8 =F6=E2=
=E5=F2=EE=E2=FB=EC=E8 =EE=F2=F2=E5=ED=EA=E0=EC=E8. =CF=EE=F1=EA=EE=EB=FC=
=EA=F3 =EF=E0=F0=E0=EC=E5=F2=F0=FB =DD=DD=C3 =EF=EE=F1=F2=EE=FF=ED=ED=EE=
=EC=E5=ED=FF=FE=F2=F1=FF =EF=EE =F5=EE=E4=F3 =EE=E1=F1=EB=E5=E4=EE=E2=E0=
=ED=E8=FF, =F1=EE=EE=F2=E2=E5=F2=F1=F2=E2=E5=ED=ED=EE =FD=F2=EE=EC=F3 =E8=
=E7=EC=E5=ED=FF=E5=F2=F1=FF =F6=E2=E5=F2=EE=E2=E0=FF =EA=EE=EC=EF=EE=E7=E8=
=F6=E8=FF =ED=E0 =FD=EA=F0=E0=ED=E5, =EF=EE=E7=E2=EE=EB=FF=FF =E2=E8=E7=F3=
=E0=EB=FC=ED=EE =EE=F2=F1=EB=E5=E6=E8=E2=E0=F2=FC =E4=E8=ED=E0=EC=E8=EA=F3=
=DD=DD=C3 =EF=F0=EE=F6=E5=F1=F1=EE=E2. =CF=E0=F0=E0=EB=EB=E5=EB=FC=ED=EE=
=F1 =ED=E0=E1=EB=FE=E4=E5=ED=E8=E5=EC =E8=F1=F1=EB=E5=E4=EE=E2=E0=F2=E5=
=EB=FC =EF=EE=EB=F3=F7=E0=E5=F2 =E2 =F1=E2=EE=E5 =F0=E0=F1=EF=EE=F0=FF=E6=
=E5=ED=E8=E5 =F1=F2=E0=F2=E8=F1=F2=E8=F7=E5=F1=EA=E8=E5 =E4=E0=ED=ED=FB=E5=
, =EB=E5=E6=E0=F9=E8=E5 =E2 =EE=F1=ED=EE=E2=E5 =EA=E0=F0=F2.
=C8=F1=EF=EE=
=EB=FC=E7=EE=E2=E0=ED=E8=E5 =D2=CA=DD=C0=CC =E2 =EF=F1=E8=F5=EE=F4=E8=E7=
=E8=EE=EB=EE=E3=E8=E8 =ED=E0=E8=E1=EE=EB=E5=E5 =EF=F0=EE=E4=F3=EA=F2=E8=E2=
=ED=EE =EF=F0=E8 =EF=F0=E8=EC=E5=ED=E5=ED=E8=E8 =EF=F1=E8=F5=EE=EB=EE=E3=
=E8=F7=E5=F1=EA=E8=F5 =EF=F0=EE=E1, =EA=EE=F2=EE=F0=FB=E5 =FF=E2=EB=FF=FE=
=F2=F1=FF "=F2=EE=EF=EE=E3=F0=E0=F4=E8=F7=E5=F1=EA=E8 =EA=EE=ED=F2=F0=E0=
=F1=F2=ED=FB=EC=E8", =F2.=E5. =E0=E4=F0=E5=F1=F3=FE=F2=F1=FF =EA =F0=E0=E7=
=ED=FB=EC =EE=F2=E4=E5=EB=E0=EC =EC=EE=E7=E3=E0 (=ED=E0=EF=F0=E8=EC=E5=F0=
, =E2=E5=F0=E1=E0=EB=FC=ED=FB=E5 =E8 =EF=F0=EE=F1=F2=F0=E0=ED=F1=F2=E2=E5=
=ED=ED=FB=E5 =E7=E0=E4=E0=ED=E8=FF).
=
p>
2.1.4. =CA=EE=EC=EF=FC=FE=F2=E5=F0=ED=E0=FF =F2=EE=EC=EE=E3=F0=E0=F4=
=E8=FF (=CA=D2)
=CA=EE=EC=EF=FC=FE=F2=E5=
=F0=ED=E0=FF =F2=EE=EC=EE=E3=F0=E0=F4=E8=FF (=CA=D2) — =ED=EE=
=E2=E5=E9=F8=E8=E9 =EC=E5=F2=EE=E4, =E4=E0=FE=F9=E8=E9 =F2=EE=F7=ED=FB=E5=
=E8 =E4=E5=F2=E0=EB=FC=ED=FB=E5 =E8=E7=EE=E1=F0=E0=E6=E5=ED=E8=FF =EC=E0=
=EB=E5=E9=F8=E8=F5 =E8=E7=EC=E5=ED=E5=ED=E8=E9 =EF=EB=EE=F2=ED=EE=F1=F2=E8=
=EC=EE=E7=E3=EE=E2=EE=E3=EE =E2=E5=F9=E5=F1=F2=E2=E0. =CA=D2 =F1=EE=E5=E4=
=E8=ED=E8=EB=E0 =E2 =F1=E5=E1=E5 =EF=EE=F1=EB=E5=E4=ED=E8=E5 =E4=EE=F1=F2=
=E8=E6=E5=ED=E8=FF =F0=E5=ED=F2=E3=E5=ED=EE=E2=F1=EA=EE=E9 =E8 =E2=FB=F7=
=E8=F1=EB=E8=F2=E5=EB=FC=ED=EE=E9 =F2=E5=F5=ED=E8=EA=E8, =EE=F2=EB=E8=F7=
=E0=FF=F1=FC =EF=F0=E8=ED=F6=E8=EF=E8=E0=EB=FC=ED=EE=E9 =ED=EE=E2=E8=E7=ED=
=EE=E9 =F2=E5=F5=ED=E8=F7=E5=F1=EA=E8=F5 =F0=E5=F8=E5=ED=E8=E9 =E8 =EC=E0=
=F2=E5=EC=E0=F2=E8=F7=E5=F1=EA=EE=E3=EE =EE=E1=E5=F1=EF=E5=F7=E5=ED=E8=FF=
.
=C3=EB=E0=E2=ED=EE=E5 =EE=F2=EB=E8=F7=E8=E5 =CA=D2 =EE=F2 =F0=E5=
=ED=F2=E3=E5=ED=EE=E3=F0=E0=F4=E8=E8 =F1=EE=F1=F2=EE=E8=F2 =E2 =F2=EE=EC=
, =F7=F2=EE =F0=E5=ED=F2=E3=E5=ED =E4=E0=E5=F2 =F2=EE=EB=FC=EA=EE =EE=E4=
=E8=ED =E2=E8=E4 =F7=E0=F1=F2=E8 =F2=E5=EB=E0. =CF=F0=E8 =EF=EE=EC=EE=F9=
=E8 =EA=EE=EC=EF=FC=FE=F2=E5=F0=ED=EE=E9 =F2=EE=EC=EE=E3=F0=E0=F4=E8=E8 =
=EC=EE=E6=ED=EE =EF=EE=EB=F3=F7=E8=F2=FC =EC=ED=EE=E6=E5=F1=F2=E2=EE =E8=
=E7=EE=E1=F0=E0=E6=E5=ED=E8=E9 =EE=E4=ED=EE=E3=EE =E8 =F2=EE=E3=EE =E6=E5=
=EE=F0=E3=E0=ED=E0 =E8 =F2=E0=EA=E8=EC =EE=E1=F0=E0=E7=EE=EC =EF=EE=F1=F2=
=F0=EE=E8=F2=FC =E2=ED=F3=F2=F0=E5=ED=ED=E8=E9 =EF=EE=EF=E5=F0=E5=F7=ED=FB=
=E9 =F1=F0=E5=E7, =E8=EB=E8 "=EB=EE=EC=F2=E8=EA" =FD=F2=EE=E9 =F7=E0=F1=F2=
=E8 =F2=E5=EB=E0. =D2=EE=EC=EE=E3=F0=E0=F4=E8=F7=E5=F1=EA=EE=E5 =E8=E7=EE=
=E1=F0=E0=E6=E5=ED=E8=E5 — =FD=F2=EE =F0=E5=E7=F3=EB=FC=F2=E0=F2 =F2=
=EE=F7=ED=FB=F5 =E8=E7=EC=E5=F0=E5=ED=E8=E9 =E8 =E2=FB=F7=E8=F1=EB=E5=ED=
=E8=E9 =EF=EE=EA=E0=E7=E0=F2=E5=EB=E5=E9 =EE=F1=EB=E0=E1=EB=E5=ED=E8=FF =
=F0=E5=ED=F2=E3=E5=ED=EE=E2=F1=EA=EE=E3=EE =E8=E7=EB=F3=F7=E5=ED=E8=FF, =
=EE=F2=ED=EE=F1=FF=F9=E8=F5=F1=FF =F2=EE=EB=FC=EA=EE =EA =EA=EE=ED=EA=F0=
=E5=F2=ED=EE=EC=F3 =EE=F0=E3=E0=ED=F3.
=D2=E0=EA=E8=
=EC =EE=E1=F0=E0=E7=EE=EC, =EC=E5=F2=EE=E4 =EF=EE=E7=E2=EE=EB=FF=E5=F2 =F0=
=E0=E7=EB=E8=F7=E0=F2=FC =F2=EA=E0=ED=E8, =ED=E5=E7=ED=E0=F7=E8=F2=E5=EB=
=FC=ED=EE =EE=F2=EB=E8=F7=E0=FE=F9=E8=E5=F1=FF =EC=E5=E6=E4=F3 =F1=EE=E1=
=EE=E9 =EF=EE =EF=EE=E3=EB=EE=F9=E0=FE=F9=E5=E9 =F1=EF=EE=F1=EE=E1=ED=EE=
=F1=F2=E8. =C8=E7=EC=E5=F0=E5=ED=ED=FB=E5 =E8=E7=EB=F3=F7=E5=ED=E8=E5 =E8=
=F1=F2=E5=EF=E5=ED=FC =E5=E3=EE =EE=F1=EB=E0=E1=EB=E5=ED=E8=FF =EF=EE=EB=
=F3=F7=E0=FE=F2 =F6=E8=F4=F0=EE=E2=EE=E5 =E2=FB=F0=E0=E6=E5=ED=E8=E5. =CF=
=EE =F1=EE=E2=EE=EA=F3=EF=ED=EE=F1=F2=E8 =E8=E7=EC=E5=F0=E5=ED=E8=E9 =EA=
=E0=E6=E4=EE=E3=EE =F1=EB=EE=FF =EF=F0=EE=E2=EE=E4=E8=F2=F1=FF =EA=EE=EC=
=EF=FC=FE=F2=E5=F0=ED=FB=E9 =F1=E8=ED=F2=E5=E7 =F2=EE=EC=EE=E3=F0=E0=EC=EC=
=FB. =C7=E0=E2=E5=F0=F8=E0=FE=F9=E8=E9 =FD=F2=E0=EF — =EF=EE=F1=F2=
=F0=EE=E5=ED=E8=E5 =E8=E7=EE=E1=F0=E0=E6=E5=ED=E8=FF =E8=F1=F1=EB=E5=E4=F3=
=E5=EC=EE=E3=EE =F1=EB=EE=FF =ED=E0 =FD=EA=F0=E0=ED=E5 =E4=E8=F1=EF=EB=E5=
=FF. =C4=EB=FF =EF=F0=EE=E2=E5=E4=E5=ED=E8=FF =F2=EE=EC=EE=E3=F0=E0=F4=E8=
=F7=E5=F1=EA=E8=F5 =E8=F1=F1=EB=E5=E4=EE=E2=E0=ED=E8=E9 =EC=EE=E7=E3=E0 =
=E8=F1=EF=EE=EB=FC=E7=F3=E5=F2=F1=FF =EF=F0=E8=E1=EE=F0 =ED=E5=E9=F0=EE=F2=
=EE=EC=EE=E3=F0=E0=F4.
=CF=EE=EC=E8=
=EC=EE =F0=E5=F8=E5=ED=E8=FF =EA=EB=E8=ED=E8=F7=E5=F1=EA=E8=F5 =E7=E0=E4=
=E0=F7 (=ED=E0=EF=F0=E8=EC=E5=F0, =EE=EF=F0=E5=E4=E5=EB=E5=ED=E8=FF =EC=E5=
=F1=F2=EE=EF=EE=EB=EE=E6=E5=ED=E8=FF =EE=EF=F3=F5=EE=EB=E8) =F1 =EF=EE=EC=
=EE=F9=FC=FE =CA=D2 =EC=EE=E6=ED=EE =EF=EE=EB=F3=F7=E8=F2=FC =EF=F0=E5=E4=
=F1=F2=E0=E2=EB=E5=ED=E8=E5 =EE =F0=E0=F1=EF=F0=E5=E4=E5=EB=E5=ED=E8=E8 =
=F0=E5=E3=E8=EE=ED=E0=EB=FC=ED=EE=E3=EE =EC=EE=E7=E3=EE=E2=EE=E3=EE =EA=F0=
=EE=E2=EE=F2=EE=EA=E0. =C1=EB=E0=E3=EE=E4=E0=F0=FF =FD=F2=EE=EC=F3 =CA=D2=
=EC=EE=E6=E5=F2 =E1=FB=F2=FC =E8=F1=EF=EE=EB=FC=E7=EE=E2=E0=ED=E0 =E4=EB=
=FF =E8=E7=F3=F7=E5=ED=E8=FF =EE=E1=EC=E5=ED=E0 =E2=E5=F9=E5=F1=F2=E2 =E8=
=EA=F0=EE=E2=EE=F1=ED=E0=E1=E6=E5=ED=E8=FF =EC=EE=E7=E3=E0.
=C2 =F5=EE=E4=
=E5 =E6=E8=E7=ED=E5=E4=E5=FF=F2=E5=EB=FC=ED=EE=F1=F2=E8 =ED=E5=E9=F0=EE=ED=
=FB =EF=EE=F2=F0=E5=E1=EB=FF=FE=F2 =F0=E0=E7=EB=E8=F7=ED=FB=E5 =F5=E8=EC=
=E8=F7=E5=F1=EA=E8=E5 =E2=E5=F9=E5=F1=F2=E2=E0, =EA=EE=F2=EE=F0=FB=E5 =EC=
=EE=E6=ED=EE =EF=EE=EC=E5=F2=E8=F2=FC =F0=E0=E4=E8=EE=E0=EA=F2=E8=E2=ED=FB=
=EC=E8 =E8=E7=EE=F2=EE=EF=E0=EC=E8 (=ED=E0=EF=F0=E8=EC=E5=F0, =E3=EB=FE=EA=
=EE=E7=F3). =CF=F0=E8 =E0=EA=F2=E8=E2=E8=E7=E0=F6=E8=E8 =ED=E5=F0=E2=ED=FB=
=F5 =EA=EB=E5=F2=EE=EA =EA=F0=EE=E2=EE=F1=ED=E0=E1=E6=E5=ED=E8=E5 =F1=EE=
=EE=F2=E2=E5=F2=F1=F2=E2=F3=FE=F9=E5=E3=EE =F3=F7=E0=F1=F2=EA=E0 =EC=EE=E7=
=E3=E0 =E2=EE=E7=F0=E0=F1=F2=E0=E5=F2, =E2 =F0=E5=E7=F3=EB=FC=F2=E0=F2=E5=
=E2 =ED=E5=EC =F1=EA=E0=EF=EB=E8=E2=E0=FE=F2=F1=FF =EC=E5=F7=E5=ED=FB=E5=
=E2=E5=F9=E5=F1=F2=E2=E0 =E8 =E2=EE=E7=F0=E0=F1=F2=E0=E5=F2 =F0=E0=E4=E8=
=EE=E0=EA=F2=E8=E2=ED=EE=F1=F2=FC. =C8=E7=EC=E5=F0=FF=FF =F3=F0=EE=E2=E5=
=ED=FC =F0=E0=E4=E8=EE=E0=EA=F2=E8=E2=ED=EE=F1=F2=E8 =F0=E0=E7=EB=E8=F7=ED=
=FB=F5 =F3=F7=E0=F1=F2=EA=EE=E2 =EC=EE=E7=E3=E0, =EC=EE=E6=ED=EE =F1=E4=E5=
=EB=E0=F2=FC =E2=FB=E2=EE=E4=FB =EE=E1 =E8=E7=EC=E5=ED=E5=ED=E8=FF=F5 =E0=
=EA=F2=E8=E2=ED=EE=F1=F2=E8 =EC=EE=E7=E3=E0 =EF=F0=E8 =F0=E0=E7=ED=FB=F5=
=E2=E8=E4=E0=F5 =EF=F1=E8=F5=E8=F7=E5=F1=EA=EE=E9 =E4=E5=FF=F2=E5=EB=FC=
=ED=EE=F1=F2=E8. =CF=EE=F1=EB=E5=E4=ED=E8=E5 =E8=F1=F1=EB=E5=E4=EE=E2=E0=
=ED=E8=FF =EF=EE=EA=E0=E7=E0=EB=E8, =F7=F2=EE =EE=EF=F0=E5=E4=E5=EB=E5=ED=
=E8=E5 =EC=E0=EA=F1=E8=EC=E0=EB=FC=ED=EE =E0=EA=F2=E8=E2=E8=E7=E8=F0=EE=E2=
=E0=ED=ED=FB=F5 =F3=F7=E0=F1=F2=EA=EE=E2 =EC=EE=E7=E3=E0 =EC=EE=E6=E5=F2=
=EE=F1=F3=F9=E5=F1=F2=E2=EB=FF=F2=FC=F1=FF =F1 =F2=EE=F7=ED=EE=F1=F2=FC=
=FE =E4=EE 1 =EC=EC.
=DF=E4=E5=F0=ED=EE-=EC=E0=E3=ED=E8=F2=ED=EE-=F0=
=E5=E7=EE=ED=E0=ED=F1=ED=E0=FF =F2=EE=EC=EE=E3=F0=E0=F4=E8=FF =EC=EE=E7=E3=
=E0. =CA=EE=EC=EF=FC=FE=F2=E5=F0=ED=E0=FF =F2=EE=EC=EE=E3=F0=E0=F4=E8=
=FF =F1=F2=E0=EB=E0 =F0=EE=E4=EE=ED=EE=F7=E0=EB=FC=ED=E8=F6=E5=E9 =F0=FF=
=E4=E0 =E4=F0=F3=E3=E8=F5 =E5=F9=E5 =E1=EE=EB=E5=E5 =F1=EE=E2=E5=F0=F8=E5=
=ED=ED=FB=F5 =EC=E5=F2=EE=E4=EE=E2 =E8=F1=F1=EB=E5=E4=EE=E2=E0=ED=E8=FF:=
=F2=EE=EC=EE=E3=F0=E0=F4=E8=E8 =F1 =E8=F1=EF=EE=EB=FC=E7=EE=E2=E0=ED=E8=
=E5=EC =FD=F4=F4=E5=EA=F2=E0 =FF=E4=E5=F0=ED=EE=E3=EE =EC=E0=E3=ED=E8=F2=
=ED=EE=E3=EE =F0=E5=E7=EE=ED=E0=ED=F1=E0 (=DF=CC=D0-=F2=EE=EC=EE=E3=F0=E0=
=F4=E8=FF), =EF=EE=E7=E8=F2=F0=EE=ED=ED=EE=E9 =FD=EC=E8=F1=F1=E8=EE=ED=ED=
=EE=E9 =F2=EE=EC=EE=E3=F0=E0=F4=E8=E8 (=CF=DD=D2), =F4=F3=ED=EA=F6=E8=EE=
=ED=E0=EB=FC=ED=EE=E3=EE =EC=E0=E3=ED=E8=F2=ED=EE=E3=EE =F0=E5=E7=EE=ED=E0=
=ED=F1=E0 (=D4=CC=D0). =DD=F2=E8 =EC=E5=F2=EE=E4=FB =EE=F2=ED=EE=F1=FF=F2=
=F1=FF =EA =ED=E0=E8=E1=EE=EB=E5=E5 =EF=E5=F0=F1=EF=E5=EA=F2=E8=E2=ED=FB=
=EC =F1=EF=EE=F1=EE=E1=E0=EC =ED=E5=E8=ED=E2=E0=E7=E8=E2=ED=EE=E3=EE =F1=
=EE=E2=EC=E5=F9=E5=ED=ED=EE=E3=EE =E8=E7=F3=F7=E5=ED=E8=FF =F1=F2=F0=F3=EA=
=F2=F3=F0=FB, =EC=E5=F2=E0=E1=EE=EB=E8=E7=EC=E0 =E8 =EA=F0=EE=E2=EE=F2=EE=
=EA=E0 =EC=EE=E7=E3=E0.
=CF=F0=E8 =
=DF=CC=D0-=F2=EE=EC=EE=E3=F0=E0=F4=E8=E8 =EF=EE=EB=F3=F7=E5=ED=E8=
=E5 =E8=E7=EE=E1=F0=E0=E6=E5=ED=E8=FF =EE=F1=ED=EE=E2=E0=ED=EE =ED=E0 =EE=
=EF=F0=E5=E4=E5=EB=E5=ED=E8=E8 =E2 =EC=EE=E7=E3=EE=E2=EE=EC =E2=E5=F9=E5=
=F1=F2=E2=E5 =F0=E0=F1=EF=F0=E5=E4=E5=EB=E5=ED=E8=FF =EF=EB=EE=F2=ED=EE=F1=
=F2=E8 =FF=E4=E5=F0 =E2=EE=E4=EE=F0=EE=E4=E0 (=EF=F0=EE=F2=EE=ED=EE=E2) =
=E8 =ED=E0 =F0=E5=E3=E8=F1=F2=F0=E0=F6=E8=E8 =ED=E5=EA=EE=F2=EE=F0=FB=F5=
=E8=F5 =F5=E0=F0=E0=EA=F2=E5=F0=E8=F1=F2=E8=EA =EF=F0=E8 =EF=EE=EC=EE=F9=
=E8 =EC=EE=F9=ED=FB=F5 =FD=EB=E5=EA=F2=F0=EE=EC=E0=E3=ED=E8=F2=EE=E2, =F0=
=E0=F1=EF=EE=EB=EE=E6=E5=ED=ED=FB=F5 =E2=EE=EA=F0=F3=E3 =F2=E5=EB=E0 =F7=
=E5=EB=EE=E2=E5=EA=E0. =CF=EE=EB=F3=F7=E5=ED=ED=FB=E5 =EF=EE=F1=F0=E5=E4=
=F1=F2=E2=EE=EC =DF=CC=D0-=F2=EE=EC=EE=E3=F0=E0=F4=E8=E8 =E8=E7=EE=E1=F0=
=E0=E6=E5=ED=E8=FF =E4=E0=FE=F2 =E8=ED=F4=EE=F0=EC=E0=F6=E8=FE =EE=E1 =E8=
=E7=F3=F7=E0=E5=EC=FB=F5 =F1=F2=F0=F3=EA=F2=F3=F0=E0=F5 =E3=EE=EB=EE=E2=ED=
=EE=E3=EE =EC=EE=E7=E3=E0 =ED=E5 =F2=EE=EB=FC=EA=EE =E0=ED=E0=F2=EE=EC=E8=
=F7=E5=F1=EA=EE=E3=EE, =ED=EE =E8 =F4=E8=E7=E8=EA=EE=F5=E8=EC=E8=F7=E5=F1=
=EA=EE=E3=EE =F5=E0=F0=E0=EA=F2=E5=F0=E0. =CF=EE=EC=E8=EC=EE =FD=F2=EE=E3=
=EE =EF=F0=E5=E8=EC=F3=F9=E5=F1=F2=E2=EE =FF=E4=E5=F0=ED=EE-=EC=E0=E3=ED=
=E8=F2=ED=EE=E3=EE =F0=E5=E7=EE=ED=E0=ED=F1=E0 =E7=E0=EA=EB=FE=F7=E0=E5=F2=
=F1=FF =E2 =EE=F2=F1=F3=F2=F1=F2=E2=E8=E8 =E8=EE=ED=E8=E7=E8=F0=F3=FE=F9=
=E5=E3=EE =E8=E7=EB=F3=F7=E5=ED=E8=FF; =E2 =E2=EE=E7=EC=EE=E6=ED=EE=F1=F2=
=E8 =EC=ED=EE=E3=EE=EF=EB=EE=F1=EA=EE=F1=F2=ED=EE=E3=EE =E8=F1=F1=EB=E5=E4=
=EE=E2=E0=ED=E8=FF, =EE=F1=F3=F9=E5=F1=F2=E2=EB=FF=E5=EC=EE=E3=EE =E8=F1=
=EA=EB=FE=F7=E8=F2=E5=EB=FC=ED=EE =FD=EB=E5=EA=F2=F0=EE=ED=ED=FB=EC=E8 =F1=
=F0=E5=E4=F1=F2=E2=E0=EC=E8; =E2 =E1=EE=EB=FC=F8=E5=E9 =F0=E0=E7=F0=E5=F8=
=E0=FE=F9=E5=E9 =F1=EF=EE=F1=EE=E1=ED=EE=F1=F2=E8. =C4=F0=F3=E3=E8=EC=E8=
=F1=EB=EE=E2=E0=EC=E8, =F1 =EF=EE=EC=EE=F9=FC=FE =FD=F2=EE=E3=EE =EC=E5=
=F2=EE=E4=E0 =EC=EE=E6=ED=EE =EF=EE=EB=F3=F7=E8=F2=FC =F7=E5=F2=EA=E8=E5=
=E8=E7=EE=E1=F0=E0=E6=E5=ED=E8=FF "=F1=F0=E5=E7=EE=E2" =EC=EE=E7=E3=E0 =
=E2 =F0=E0=E7=EB=E8=F7=ED=FB=F5 =EF=EB=EE=F1=EA=EE=F1=F2=FF=F5.
=CF=EE=E7=E8=F2=F0=EE=ED=ED=EE-=DD=EC=E8=F1=F1=E8=EE=ED=ED=E0=FF=
=F2=F0=E0=ED=F1=E0=EA=F1=E8=E0=EB=FC=ED=E0=FF =D2=EE=EC=EE=E3=F0=E0=F4=E8=
=FF (=CF=DD=D2-=F1=EA=E0=ED=E5=F0=FB) =F1=EE=F7=E5=F2=E0=E5=F2 =E2=
=EE=E7=EC=EE=E6=ED=EE=F1=F2=E8 =CA=D2 =E8 =F0=E0=E4=E8=EE=E8=E7=EE=F2=EE=
=EF=ED=EE=E9 =E4=E8=E0=E3=ED=EE=F1=F2=E8=EA=E8. =C2 =ED=E5=E9 =E8=F1=EF=EE=
=EB=FC=E7=F3=FE=F2=F1=FF =F3=EB=FC=F2=F0=E0=EA=EE=F0=EE=F2=EA=EE=E6=E8=E2=
=F3=F9=E8=E5 =EF=EE=E7=E8=F2=F0=EE=ED=E8=E7=EB=F3=F7=E0=FE=F9=E8=E5 =E8=E7=
=EE=F2=EE=EF=FB ("=EA=F0=E0=F1=E8=F2=E5=EB=E8"), =E2=F5=EE=E4=FF=F9=E8=E5=
=E2 =F1=EE=F1=F2=E0=E2 =E5=F1=F2=E5=F1=F2=E2=E5=ED=ED=FB=F5 =EC=E5=F2=E0=
=E1=EE=EB=E8=F2=EE=E2 =EC=EE=E7=E3=E0, =EA=EE=F2=EE=F0=FB=E5 =E2=E2=EE=E4=
=FF=F2=F1=FF =E2 =EE=F0=E3=E0=ED=E8=E7=EC =F7=E5=EB=EE=E2=E5=EA=E0 =F7=E5=
=F0=E5=E7 =E4=FB=F5=E0=F2=E5=EB=FC=ED=FB=E5 =EF=F3=F2=E8 =E8=EB=E8 =E2=ED=
=F3=F2=F0=E8=E2=E5=ED=ED=EE. =C0=EA=F2=E8=E2=ED=FB=EC =F3=F7=E0=F1=F2=EA=
=E0=EC =EC=EE=E7=E3=E0 =ED=F3=E6=E5=ED =E1=EE=EB=FC=F8=E8=E9 =EF=F0=E8=F2=
=EE=EA =EA=F0=EE=E2=E8, =EF=EE=FD=F2=EE=EC=F3 =E2 =F0=E0=E1=EE=F7=E8=F5 =
=E7=EE=ED=E0=F5 =EC=EE=E7=E3=E0 =F1=EA=E0=EF=EB=E8=E2=E0=E5=F2=F1=FF =E1=
=EE=EB=FC=F8=E5 =F0=E0=E4=E8=EE=E0=EA=F2=E8=E2=ED=EE=E3=EE "=EA=F0=E0=F1=
=E8=F2=E5=EB=FF". =C8=E7=EB=F3=F7=E5=ED=E8=FF =FD=F2=EE=E3=EE "=EA=F0=E0=
=F1=E8=F2=E5=EB=FF" =EF=F0=E5=EE=E1=F0=E0=E7=F3=FE=F2 =E2 =E8=E7=EE=E1=F0=
=E0=E6=E5=ED=E8=FF =ED=E0 =E4=E8=F1=EF=EB=E5=E5.
=D1 =EF=EE=EC=
=EE=F9=FC=FE =CF=DD=D2 =E8=E7=EC=E5=F0=FF=FE=F2 =F0=E5=E3=E8=EE=ED=E0=EB=
=FC=ED=FB=E9 =EC=EE=E7=E3=EE=E2=EE=E9 =EA=F0=EE=E2=EE=F2=EE=EA =E8 =EC=E5=
=F2=E0=E1=EE=EB=E8=E7=EC =E3=EB=FE=EA=EE=E7=FB =E8=EB=E8 =EA=E8=F1=EB=EE=
=F0=EE=E4=E0 =E2 =EE=F2=E4=E5=EB=FC=ED=FB=F5 =F3=F7=E0=F1=F2=EA=E0=F5 =E3=
=EE=EB=EE=E2=ED=EE=E3=EE =EC=EE=E7=E3=E0. =CF=DD=D2 =EF=EE=E7=E2=EE=EB=FF=
=E5=F2 =EE=F1=F3=F9=E5=F1=F2=E2=EB=FF=F2=FC =EF=F0=E8=E6=E8=E7=ED=E5=ED=ED=
=EE=E5 =EA=E0=F0=F2=E8=F0=EE=E2=E0=ED=E8=E5 =ED=E0 "=F1=F0=E5=E7=E0=F5" =
=EC=EE=E7=E3=E0 =F0=E5=E3=E8=EE=ED=E0=EB=FC=ED=EE=E3=EE =EE=E1=EC=E5=ED=E0=
=E2=E5=F9=E5=F1=F2=E2 =E8 =EA=F0=EE=E2=EE=F2=EE=EA=E0.
=C2 =ED=E0=F1=
=F2=EE=FF=F9=E5=E5 =E2=F0=E5=EC=FF =F0=E0=E7=F0=E0=E1=E0=F2=FB=E2=E0=FE=F2=
=F1=FF =ED=EE=E2=FB=E5 =F2=E5=F5=ED=EE=EB=EE=E3=E8=E8 =E4=EB=FF =E8=E7=F3=
=F7=E5=ED=E8=FF =E8 =E8=E7=EC=E5=F0=E5=ED=E8=FF =EF=F0=EE=E8=F1=F5=EE=E4=
=FF=F9=E8=F5 =E2 =EC=EE=E7=E3=E5 =EF=F0=EE=F6=E5=F1=F1=EE=E2, =EE=F1=ED=EE=
=E2=E0=ED=ED=FB=E5, =E2 =F7=E0=F1=F2=ED=EE=F1=F2=E8, =ED=E0 =F1=EE=F7=E5=
=F2=E0=ED=E8=E8 =EC=E5=F2=EE=E4=E0 =DF=CC=D0 =F1 =E8=E7=EC=E5=F0=E5=ED=E8=
=E5=EC =EC=EE=E7=E3=EE=E2=EE=E3=EE =EC=E5=F2=E0=E1=EE=EB=E8=E7=EC=E0 =EF=
=F0=E8 =EF=EE=EC=EE=F9=E8 =EF=EE=E7=E8=F2=F0=EE=ED=ED=EE=E9 =FD=EC=E8=F1=
=F1=E8=E8. =DD=F2=E8 =F2=E5=F5=ED=EE=EB=EE=E3=E8=E8 =EF=EE=EB=F3=F7=E8=EB=
=E8 =ED=E0=E7=E2=E0=ED=E8=E5 =EC=E5=F2=EE=E4=E0 =F4=F3=ED=EA=F6=E8=EE=
=ED=E0=EB=FC=ED=EE=E3=EE =EC=E0=E3=ED=E8=F2=ED=EE=E3=EE =F0=E5=E7=EE=ED=E0=
=ED=F1=E0 (=D4=CC=D0) (=F1=EC. =C2=E8=
=E4=E5=EE).
2.1.5. =CD=E5=E9=F0=EE=ED=E0=EB=FC=ED=E0=FF =E0=EA=F2=E8=E2=ED=EE=F1=
=F2=FC
=CD=E5=E9=
=F0=EE=ED — =ED=E5=F0=E2=ED=E0=FF =EA=EB=E5=F2=EA=E0, =F7=E5=F0=
=E5=E7 =EA=EE=F2=EE=F0=F3=FE =EF=E5=F0=E5=E4=E0=E5=F2=F1=FF =E8=ED=F4=EE=
=F0=EC=E0=F6=E8=FF =E2 =EE=F0=E3=E0=ED=E8=E7=EC=E5, =EF=F0=E5=E4=F1=F2=E0=
=E2=EB=FF=E5=F2 =F1=EE=E1=EE=E9 =EC=EE=F0=F4=EE=F4=F3=ED=EA=F6=E8=EE=ED=E0=
=EB=FC=ED=F3=FE =E5=E4=E8=ED=E8=F6=F3 =D6=CD=D1 =F7=E5=EB=EE=E2=E5=EA=E0=
=E8 =E6=E8=E2=EE=F2=ED=FB=F5. =CF=F0=E8 =E4=EE=F1=F2=E8=E6=E5=ED=E8=E8 =
=EF=EE=F0=EE=E3=EE=E2=EE=E3=EE =F3=F0=EE=E2=ED=FF =E2=EE=E7=E1=F3=E6=E4=E5=
=ED=E8=FF, =EF=EE=F1=F2=F3=EF=E0=FE=F9=E5=E3=EE =E2 =ED=E5=E9=F0=EE=ED =E8=
=E7 =F0=E0=E7=ED=FB=F5 =E8=F1=F2=EE=F7=ED=E8=EA=EE=E2, =EE=ED =E3=E5=ED=E5=
=F0=E8=F0=F3=E5=F2 =F0=E0=E7=F0=FF=E4, =ED=E0=E7=FB=E2=E0=E5=EC=FB=E9 =EF=
=EE=F2=E5=ED=F6=E8=E0=EB=EE=EC =E4=E5=E9=F1=F2=E2=E8=FF. =CA=E0=EA =EF=F0=
=E0=E2=E8=EB=EE, =ED=E5=E9=F0=EE=ED =E4=EE=EB=E6=E5=ED =EF=EE=EB=F3=F7=E8=
=F2=FC =EC=ED=EE=E3=EE =EF=F0=E8=F5=EE=E4=FF=F9=E8=F5 =E8=EC=EF=F3=EB=FC=
=F1=EE=E2 =EF=F0=E5=E6=E4=E5, =F7=E5=EC =E2 =ED=E5=EC =E2=EE=E7=ED=E8=EA=
=ED=E5=F2 =EE=F2=E2=E5=F2=ED=FB=E9 =F0=E0=E7=F0=FF=E4. =C2=F1=E5 =EA=EE=ED=
=F2=E0=EA=F2=FB =ED=E5=E9=F0=EE=ED=E0 (=D1=E8=ED=E0=EF=F1=FB - =EC=E5=F1=F2=E0 =F4=F3=ED=EA=F6=E8=EE=ED=
=E0=EB=FC=ED=FB=F5 =EA=EE=ED=F2=E0=EA=F2=EE=E2, =EE=E1=F0=E0=E7=F3=E5=EC=
=FB=F5 =ED=E5=E9=F0=EE=ED=E0=EC=E8.');" onmouseout=3Dnd(); href=3D"javas=
cript:void(0);">=F1=E8=ED=E0=EF=F1=FB) =
=E4=E5=EB=FF=F2=F1=FF =ED=E0 =E4=E2=E0 =EA=EB=E0=F1=F1=E0: =E2=EE=E7=E1=F3=
=E4=E8=F2=E5=EB=FC=ED=FB=E5 =E8 =F2=EE=F0=EC=EE=E7=ED=FB=E5. =C0=EA=F2=E8=
=E2=ED=EE=F1=F2=FC =EF=E5=F0=E2=FB=F5 =F3=E2=E5=EB=E8=F7=E8=E2=E0=E5=F2 =
=E2=EE=E7=EC=EE=E6=ED=EE=F1=F2=FC =F0=E0=E7=F0=FF=E4=E0 =ED=E5=E9=F0=EE=ED=
=E0, =E0=EA=F2=E8=E2=ED=EE=F1=F2=FC =E2=F2=EE=F0=FB=F5 — =F1=ED=E8=
=E6=E0=E5=F2. =CF=EE =EE=E1=F0=E0=E7=ED=EE=EC=F3 =F1=F0=E0=E2=ED=E5=ED=E8=
=FE, =EE=F2=E2=E5=F2 =ED=E5=E9=F0=EE=ED=E0 =ED=E0 =E0=EA=F2=E8=E2=ED=EE=F1=
=F2=FC =E2=F1=E5=F5 =E5=E3=EE =F1=E8=ED=E0=EF=F1=EE=E2 =EF=F0=E5=E4=F1=F2=
=E0=E2=EB=FF=E5=F2 =F1=EE=E1=EE=E9 =F0=E5=E7=F3=EB=FC=F2=E0=F2 =F1=E2=EE=
=E5=EE=E1=F0=E0=E7=ED=EE=E3=EE "=F5=E8=EC=E8=F7=E5=F1=EA=EE=E3=EE =E3=EE=
=EB=EE=F1=EE=E2=E0=ED=E8=FF". =D7=E0=F1=F2=EE=F2=E0 =EE=F2=E2=E5=F2=EE=E2=
=ED=E5=E9=F0=EE=ED=E0 =E7=E0=E2=E8=F1=E8=F2 =EE=F2 =F2=EE=E3=EE, =EA=E0=
=EA =F7=E0=F1=F2=EE =E8 =F1 =EA=E0=EA=EE=E9 =E8=ED=F2=E5=ED=F1=E8=E2=ED=EE=
=F1=F2=FC=FE =E2=EE=E7=E1=F3=E6=E4=E0=FE=F2=F1=FF =E5=E3=EE =F1=E8=ED=E0=
=EF=F2=E8=F7=E5=F1=EA=E8=E5 =EA=EE=ED=F2=E0=EA=F2=FB, =ED=EE =E7=E4=E5=F1=
=FC =E5=F1=F2=FC =F1=E2=EE=E8 =EE=E3=F0=E0=ED=E8=F7=E5=ED=E8=FF. =C3=E5=ED=
=E5=F0=E0=F6=E8=FF =E8=EC=EF=F3=EB=FC=F1=EE=E2 (=F1=EF=E0=E9=EA=EE=E2) =E4=
=E5=EB=E0=E5=F2 =ED=E5=E9=F0=EE=ED =ED=E5=E4=E5=E5=F1=EF=EE=F1=EE=E1=ED=FB=
=EC =EF=F0=E8=EC=E5=F0=ED=EE =ED=E0 0,001 =F1. =DD=F2=EE=F2 =EF=E5=F0=E8=
=EE=E4 =ED=E0=E7=FB=E2=E0=E5=F2=F1=FF =F0=E5=F4=F0=E0=EA=F2=E5=F0=ED=FB=EC=
, =EE=ED =ED=F3=E6=E5=ED =E4=EB=FF =E2=EE=F1=F1=F2=E0=ED=EE=E2=EB=E5=ED=E8=
=FF =F0=E5=F1=F3=F0=F1=EE=E2 =EA=EB=E5=F2=EA=E8. =CF=E5=F0=E8=EE=E4 =F0=E5=
=F4=F0=E0=EA=F2=E5=F0=ED=EE=F1=F2=E8 =EE=E3=F0=E0=ED=E8=F7=E8=E2=E0=E5=F2=
=F7=E0=F1=F2=EE=F2=F3 =F0=E0=E7=F0=FF=E4=EE=E2 =ED=E5=E9=F0=EE=ED=EE=E2=
. =D7=E0=F1=F2=EE=F2=E0 =F0=E0=E7=F0=FF=E4=EE=E2 =ED=E5=E9=F0=EE=ED=EE=E2=
=EA=EE=EB=E5=E1=EB=E5=F2=F1=FF =E2 =F8=E8=F0=EE=EA=E8=F5 =EF=F0=E5=E4=E5=
=EB=E0=F5, =EF=EE =ED=E5=EA=EE=F2=EE=F0=FB=EC =E4=E0=ED=ED=FB=EC =EE=F2 =
300 =E4=EE 800 =E8=EC=EF=F3=EB=FC=F1=EE=E2 =E2 =F1=E5=EA=F3=ED=E4=F3 (=F1=EC. =C2=E8=E4=E5=EE).
|
=C2=E0=F0=E8=E0=ED=F2=FB =EE=
=F1=F6=E8=EB=EB=EE=E3=F0=E0=EC=EC =E8=EC=EF=F3=EB=FC=F1=ED=EE=E9 =E0=EA=F2=
=E8=E2=ED=EE=F1=F2=E8 =ED=E5=E9=F0=EE=ED=ED=FB=F5 =EF=EE=EF=F3=EB=FF=F6=E8=
=E9, =F0=E5=E3=E8=F1=F2=F0=E8=F0=F3=E5=EC=FB=F5 =E2 =F0=E0=E7=EB=E8=F7=ED=
=FB=F5 =EA=EE=F0=EA=EE=E2=FB=F5 =E8 =EF=EE=E4=EA=EE=F0=EA=EE=E2=FB=F5 =F1=
=F2=F0=F3=EA=F2=F3=F0=E0=F5 (=EF=EE =CD.=CF. =C1=E5=F5=F2=E5=F0=E5=E2=EE=
=E9 =F1 =F1=EE=E0=E2=F2., 1985).
=C2=E2=E5=F0=F5=F3 - =EE=F2=EC=E5=F2=EA=E8 =E2=F0=E5=EC=E5=ED=E8 (100 =EC=
=F1). =CB=E0=F2=E8=ED=F1=EA=E8=E5 =E1=F3=EA=E2=FB =F1=EF=F0=E0=E2=E0 - =F3=
=F1=EB=EE=E2=ED=FB=E5 =EE=E1=EE=E7=ED=E0=F7=E5=ED=E8=FF =F1=F2=F0=F3=EA=F2=
=F3=F0 =EC=EE=E7=E3=E0 =F7=E5=EB=EE=E2=E5=EA=E0 |
=D0=E5=E3=E8=F1=F2=F0=E0=F6=E8=FF =EE=F2=E2=E5=F2=EE=E2 =ED=E5=E9=F0=
=EE=ED=EE=E2. =C0=EA=F2=E8=E2=ED=EE=F1=F2=FC =EE=E4=E8=ED=EE=F7=ED=EE=
=E3=EE =ED=E5=E9=F0=EE=ED=E0 =F0=E5=E3=E8=F1=F2=F0=E8=F0=F3=E5=F2=F1=FF =
=F1 =EF=EE=EC=EE=F9=FC=FE =F2=E0=EA =ED=E0=E7=FB=E2=E0=E5=EC=FB=F5 =EC=E8=
=EA=F0=EE=FD=EB=E5=EA=F2=F0=EE=E4=EE=E2, =EA=EE=ED=F7=E8=EA =EA=EE=F2=EE=
=F0=FB=F5 =E8=EC=E5=E5=F2 =EE=F2 0,1 =E4=EE 1 =EC=E8=EA=F0=EE=ED=E0 =E2 =
=E4=E8=E0=EC=E5=F2=F0=E5. =D1=EF=E5=F6=E8=E0=EB=FC=ED=FB=E5 =F3=F1=F2=F0=
=EE=E9=F1=F2=E2=E0 =EF=EE=E7=E2=EE=EB=FF=FE=F2 =E2=E2=EE=E4=E8=F2=FC =F2=
=E0=EA=E8=E5 =FD=EB=E5=EA=F2=F0=EE=E4=FB =E2 =F0=E0=E7=ED=FB=E5 =EE=F2=E4=
=E5=EB=FB =E3=EE=EB=EE=E2=ED=EE=E3=EE =EC=EE=E7=E3=E0, =E2 =F2=E0=EA=EE=EC=
=EF=EE=EB=EE=E6=E5=ED=E8=E8 =FD=EB=E5=EA=F2=F0=EE=E4=FB =EC=EE=E6=ED=EE=
=E7=E0=F4=E8=EA=F1=E8=F0=EE=E2=E0=F2=FC =E8, =E1=F3=E4=F3=F7=E8 =F1=EE=E5=
=E4=E8=ED=E5=ED=FB =F1 =EA=EE=EC=EF=EB=E5=EA=F1=EE=EC =F3=F1=E8=EB=E8=F2=
=E5=EB=FC — =EE=F1=F6=E8=EB=EB=EE=E3=F0=E0=F4, =EE=ED=E8 =EF=EE=E7=
=E2=EE=EB=FF=FE=F2 =ED=E0=E1=EB=FE=E4=E0=F2=FC =FD=EB=E5=EA=F2=F0=E8=F7=E5=
=F1=EA=E8=E5 =F0=E0=E7=F0=FF=E4=FB =ED=E5=E9=F0=EE=ED=E0.
=D1 =EF=EE=EC=
=EE=F9=FC=FE =EC=E8=EA=F0=EE=FD=EB=E5=EA=F2=F0=EE=E4=EE=E2 =F0=E5=E3=E8=F1=
=F2=F0=E8=F0=F3=FE=F2 =E0=EA=F2=E8=E2=ED=EE=F1=F2=FC =EE=F2=E4=E5=EB=FC=ED=
=FB=F5 =ED=E5=E9=F0=EE=ED=EE=E2, =ED=E5=E1=EE=EB=FC=F8=E8=F5 =E0=ED=F1=E0=
=EC=E1=EB=E5=E9 (=E3=F0=F3=EF=EF) =ED=E5=E9=F0=EE=ED=EE=E2 =E8 =EC=ED=EE=
=E6=E5=F1=F2=E2=E5=ED=ED=FB=F5 =EF=EE=EF=F3=EB=FF=F6=E8=E9 (=F2.=E5. =F1=
=F0=E0=E2=ED=E8=F2=E5=EB=FC=ED=EE =E1=EE=EB=FC=F8=E8=F5 =E3=F0=F3=EF=EF =
=ED=E5=E9=F0=EE=ED=EE=E2). =CA=EE=EB=E8=F7=E5=F1=F2=E2=E5=ED=ED=E0=FF =EE=
=E1=F0=E0=E1=EE=F2=EA=E0 =E7=E0=EF=E8=F1=E5=E9 =E8=EC=EF=F3=EB=FC=F1=ED=EE=
=E9 =E0=EA=F2=E8=E2=ED=EE=F1=F2=E8 =ED=E5=E9=F0=EE=ED=EE=E2 =EF=F0=E5=E4=
=F1=F2=E0=E2=EB=FF=E5=F2 =F1=EE=E1=EE=E9 =E4=EE=E2=EE=EB=FC=ED=EE =F1=EB=
=EE=E6=ED=F3=FE =E7=E0=E4=E0=F7=F3 =EE=F1=EE=E1=E5=ED=ED=EE =E2 =F2=E5=F5=
=F1=EB=F3=F7=E0=FF=F5, =EA=EE=E3=E4=E0 =ED=E5=E9=F0=EE=ED =E3=E5=ED=E5=F0=
=E8=F0=F3=E5=F2 =EC=ED=EE=E6=E5=F1=F2=E2=EE =F0=E0=E7=F0=FF=E4=EE=E2 =E8=
=ED=F3=E6=ED=EE =E2=FB=FF=E2=E8=F2=FC =E8=E7=EC=E5=ED=E5=ED=E8=FF =FD=F2=
=EE=E9 =E4=E8=ED=E0=EC=E8=EA=E8 =E2 =E7=E0=E2=E8=F1=E8=EC=EE=F1=F2=E8 =EE=
=F2 =EA=E0=EA=E8=F5-=EB=E8=E1=EE =F4=E0=EA=F2=EE=F0=EE=E2. =D1 =EF=EE=EC=
=EE=F9=FC=FE =DD=C2=CC =E8 =F1=EF=E5=F6=E8=E0=EB=FC=ED=EE=E3=EE =EF=F0=EE=
=E3=F0=E0=EC=EC=ED=EE=E3=EE =EE=E1=E5=F1=EF=E5=F7=E5=ED=E8=FF =EE=F6=E5=ED=
=E8=E2=E0=FE=F2=F1=FF =F2=E0=EA=E8=E5 =EF=E0=F0=E0=EC=E5=F2=F0=FB, =EA=E0=
=EA =F7=E0=F1=F2=EE=F2=E0 =E8=EC=EF=F3=EB=FC=F1=E0=F6=E8=E8, =F7=E0=F1=F2=
=EE=F2=E0 =F0=E8=F2=EC=E8=F7=E5=F1=EA=E8=F5 =EF=E0=F7=E5=EA =E8=EB=E8 =E3=
=F0=F3=EF=EF=E8=F0=EE=E2=E0=ED=E8=FF =E8=EC=EF=F3=EB=FC=F1=EE=E2, =E4=EB=
=E8=F2=E5=EB=FC=ED=EE=F1=F2=FC =EC=E5=E6=F1=F2=E8=EC=F3=EB=FC=ED=FB=F5 =E8=
=ED=F2=E5=F0=E2=E0=EB=EE=E2 =E8 =E4=F0. =C0=ED=E0=EB=E8=E7 =F4=F3=ED=EA=F6=
=E8=EE=ED=E0=EB=FC=ED=FB=F5 =F5=E0=F0=E0=EA=F2=E5=F0=E8=F1=F2=E8=EA =E0=EA=
=F2=E8=E2=ED=EE=F1=F2=E8 =ED=E5=E9=F0=EE=ED=EE=E2 =E2 =F1=EE=EF=EE=F1=F2=
=E0=E2=EB=E5=ED=E8=E8 =F1 =EF=EE=E2=E5=E4=E5=ED=F7=E5=F1=EA=E8=EC=E8 =F0=
=E5=E0=EA=F6=E8=FF=EC=E8 =EF=F0=EE=E2=EE=E4=E8=F2=F1=FF =ED=E0 =E4=EE=F1=
=F2=E0=F2=EE=F7=ED=EE =E4=EB=E8=F2=E5=EB=FC=ED=FB=F5 =EE=F2=F0=E5=E7=EA=E0=
=F5 =E2=F0=E5=EC=E5=ED=E8 =EE=F2 25-30 =F1 =E8 =E2=FB=F8=E5.
=C0=EA=F2=E8=
=E2=ED=EE=F1=F2=FC =ED=E5=E9=F0=EE=ED=EE=E2 =F0=E5=E3=E8=F1=F2=F0=E8=F0=F3=
=FE=F2 =F3 =E6=E8=E2=EE=F2=ED=FB=F5 =E2 =FD=EA=F1=EF=E5=F0=E8=EC=E5=ED=F2=
=E5, =F3 =F7=E5=EB=EE=E2=E5=EA=E0 =E2 =EA=EB=E8=ED=E8=F7=E5=F1=EA=E8=F5 =
=F3=F1=EB=EE=E2=E8=FF=F5. =D6=E5=ED=ED=FB=EC=E8 =EE=E1=FA=E5=EA=F2=E0=EC=
=E8 =E8=F1=F1=EB=E5=E4=EE=E2=E0=ED=E8=FF =F4=F3=ED=EA=F6=E8=EE=ED=E0=EB=FC=
=ED=FB=F5 =F1=E2=EE=E9=F1=F2=E2 =ED=E5=E9=F0=EE=ED=EE=E2 =F1=EB=F3=E6=E0=
=F2 =EA=F0=F3=EF=ED=FB=E5 =E8 =EE=F2=ED=EE=F1=E8=F2=E5=EB=FC=ED=EE =E4=EE=
=F1=F2=F3=EF=ED=FB=E5 =ED=E5=E9=F0=EE=ED=FB =ED=E5=EA=EE=F2=EE=F0=FB=F5 =
=E1=E5=F1=EF=EE=E7=E2=EE=ED=EE=F7=ED=FB=F5. =CC=ED=EE=E3=EE=F7=E8=F1=EB=E5=
=ED=ED=FB=E5 =F4=E0=EA=F2=FB, =EA=E0=F1=E0=FE=F9=E8=E5=F1=FF =ED=E5=E9=F0=
=EE=ED=E0=EB=FC=ED=EE=E9 =EE=F0=E3=E0=ED=E8=E7=E0=F6=E8=E8 =EF=EE=E2=E5=E4=
=E5=ED=E8=FF, =E1=FB=EB=E8 =EF=EE=EB=F3=F7=E5=ED=FB =EF=F0=E8 =E8=E7=F3=F7=
=E5=ED=E8=E8 =E8=EC=EF=F3=EB=FC=F1=ED=EE=E9 =E0=EA=F2=E8=E2=ED=EE=F1=F2=E8=
=ED=E5=E9=F0=EE=ED=EE=E2 =E2 =FD=EA=F1=EF=E5=F0=E8=EC=E5=ED=F2=E0=F5 =ED=
=E0 =EA=F0=EE=EB=E8=EA=E0=F5, =EA=EE=F8=EA=E0=F5 =E8 =EE=E1=E5=E7=FC=FF=ED=
=E0=F5.
=C8=F1=F1=EB=
=E5=E4=EE=E2=E0=ED=E8=FF =E0=EA=F2=E8=E2=ED=EE=F1=F2=E8 =ED=E5=E9=F0=EE=ED=
=EE=E2 =E3=EE=EB=EE=E2=ED=EE=E3=EE =EC=EE=E7=E3=E0 =F7=E5=EB=EE=E2=E5=EA=
=E0 =EE=F1=F3=F9=E5=F1=F2=E2=EB=FF=FE=F2=F1=FF =E2 =EA=EB=E8=ED=E8=F7=E5=
=F1=EA=E8=F5 =F3=F1=EB=EE=E2=E8=FF=F5, =EA=EE=E3=E4=E0 =EF=E0=F6=E8=E5=ED=
=F2=E0=EC =F1 =EB=E5=F7=E5=E1=ED=FB=EC=E8 =F6=E5=EB=FF=EC=E8 =E2=E2=EE=E4=
=FF=F2 =E2 =EC=EE=E7=E3 =F1=EF=E5=F6=E8=E0=EB=FC=ED=FB=E5 =EC=E8=EA=F0=EE=
=FD=EB=E5=EA=F2=F0=EE=E4=FB. =C2 =F5=EE=E4=E5 =EB=E5=F7=E5=ED=E8=FF =E4=EB=
=FF =EF=EE=EB=ED=EE=F2=FB =EA=EB=E8=ED=E8=F7=E5=F1=EA=EE=E9 =EA=E0=F0=F2=
=E8=ED=FB =E1=EE=EB=FC=ED=FB=E5 =EF=F0=EE=F5=EE=E4=FF=F2 =EF=F1=E8=F5=EE=
=EB=EE=E3=E8=F7=E5=F1=EA=EE=E5 =F2=E5=F1=F2=E8=F0=EE=E2=E0=ED=E8=E5, =E2=
=EF=F0=EE=F6=E5=F1=F1=E5 =EA=EE=F2=EE=F0=EE=E3=EE =F0=E5=E3=E8=F1=F2=F0=
=E8=F0=F3=E5=F2=F1=FF =E0=EA=F2=E8=E2=ED=EE=F1=F2=FC =ED=E5=E9=F0=EE=ED=EE=
=E2. =C8=F1=F1=EB=E5=E4=EE=E2=E0=ED=E8=E5 =E1=E8=EE=FD=EB=E5=EA=F2=F0=E8=
=F7=E5=F1=EA=E8=F5 =EF=F0=EE=F6=E5=F1=F1=EE=E2 =E2 =EA=EB=E5=F2=EA=E0=F5=
, =F1=EE=F5=F0=E0=ED=FF=FE=F9=E8=F5 =E2=F1=E5 =F1=E2=EE=E8 =F1=E2=FF=E7=E8=
=E2 =EC=EE=E7=E3=E5, =EF=EE=E7=E2=EE=EB=FF=E5=F2 =F1=EE=EF=EE=F1=F2=E0=E2=
=EB=FF=F2=FC =EE=F1=EE=E1=E5=ED=ED=EE=F1=F2=E8 =E8=F5 =E0=EA=F2=E8=E2=ED=
=EE=F1=F2=E8, =F1 =F0=E5=E7=F3=EB=FC=F2=E0=F2=E0=EC=E8 =EF=F1=E8=F5=EE=EB=
=EE=E3=E8=F7=E5=F1=EA=E8=F5 =EF=F0=EE=E1, =F1 =EE=E4=ED=EE=E9 =F1=F2=EE=F0=
=EE=ED=FB, =E0 =F2=E0=EA=E6=E5 =F1 =E8=ED=F2=E5=E3=F0=E0=F2=E8=E2=ED=FB=EC=
=E8 =F4=E8=E7=E8=EE=EB=EE=E3=E8=F7=E5=F1=EA=E8=EC=E8 =EF=EE=EA=E0=E7=E0=F2=
=E5=EB=FF=EC=E8 (=DD=DD=C3, =C2=CF, =DD=CC=C3 =E8 =E4=F0.)
=CF=EE=F1=EB=
=E5=E4=ED=E5=E5 =EE=F1=EE=E1=E5=ED=ED=EE =E2=E0=E6=ED=EE, =EF=EE=F2=EE=EC=
=F3 =F7=F2=EE =EE=E4=ED=EE=E9 =E8=E7 =E7=E0=E4=E0=F7 =E8=E7=F3=F7=E5=ED=E8=
=FF =F0=E0=E1=EE=F2=FB =EC=EE=E7=E3=E0 =FF=E2=EB=FF=E5=F2=F1=FF =ED=E0=F5=
=EE=E6=E4=E5=ED=E8=E5 =F2=E0=EA=EE=E3=EE =EC=E5=F2=EE=E4=E0, =EA=EE=F2=EE=
=F0=FB=E9 =EF=EE=E7=E2=EE=EB=E8=EB =E1=FB =E3=E0=F0=EC=EE=ED=E8=F7=E5=F1=
=EA=E8 =F1=EE=F7=E5=F2=E0=F2=FC =F2=EE=ED=F7=E0=E9=F8=E8=E9 =E0=ED=E0=EB=
=E8=E7 =E2 =E8=E7=F3=F7=E5=ED=E8=E8 =E4=E5=F2=E0=EB=E5=E9 =E5=E3=EE =F0=E0=
=E1=EE=F2=FB =F1 =E8=F1=F1=EB=E5=E4=EE=E2=E0=ED=E8=E5=EC =E8=ED=F2=E5=E3=
=F0=E0=EB=FC=ED=FB=F5 =F4=F3=ED=EA=F6=E8=E9. =C7=ED=E0=ED=E8=E5 =E7=E0=EA=
=EE=ED=EE=E2 =F4=F3=ED=EA=F6=E8=EE=ED=E8=F0=EE=E2=E0=ED=E8=FF =EE=F2=E4=E5=
=EB=FC=ED=FB=F5 =ED=E5=E9=F0=EE=ED=EE=E2, =EA=EE=ED=E5=F7=ED=EE, =F1=EE=E2=
=E5=F0=F8=E5=ED=ED=EE =ED=E5=EE=E1=F5=EE=E4=E8=EC=EE, =ED=EE =FD=F2=EE =F2=
=EE=EB=FC=EA=EE =EE=E4=ED=E0 =F1=F2=EE=F0=EE=ED=E0 =E2 =E8=E7=F3=F7=E5=ED=
=E8=E8 =F4=F3=ED=EA=F6=E8=EE=ED=E8=F0=EE=E2=E0=ED=E8=FF =EC=EE=E7=E3=E0,=
=ED=E5 =E2=F1=EA=F0=FB=E2=E0=FE=F9=E0=FF, =EE=E4=ED=E0=EA=EE, =E7=E0=EA=
=EE=ED=EE=E2 =F0=E0=E1=EE=F2=FB =EC=EE=E7=E3=E0 =EA=E0=EA =F6=E5=EB=EE=F1=
=F2=ED=EE=E9 =F4=F3=ED=EA=F6=E8=EE=ED=E0=EB=FC=ED=EE=E9 =F1=E8=F1=F2=E5=EC=
=FB.
2.1.6. =CC=E5=F2=EE=E4=FB =E2=EE=E7=E4=E5=E9=F1=F2=E2=E8=FF =ED=E0 =EC=
=EE=E7=E3
=C2=FB=F8=E5 =E1=FB=EB=E8 =EF=F0=E5=E4=F1=F2=E0=E2=EB=E5=ED=FB =EC=E5=
=F2=EE=E4=FB, =EE=E1=F9=E0=FF =F6=E5=EB=FC =EA=EE=F2=EE=F0=FB=F5 —=
=F0=E5=E3=E8=F1=F2=F0=E0=F6=E8=FF =F4=E8=E7=E8=EE=EB=EE=E3=E8=F7=E5=F1=EA=
=E8=F5 =EF=F0=EE=FF=E2=EB=E5=ED=E8=E9 =E8 =EF=EE=EA=E0=E7=E0=F2=E5=EB=E5=
=E9 =F4=F3=ED=EA=F6=E8=EE=ED=E8=F0=EE=E2=E0=ED=E8=FF =E3=EE=EB=EE=E2=ED=EE=
=E3=EE =EC=EE=E7=E3=E0 =F7=E5=EB=EE=E2=E5=EA=E0 =E8 =E6=E8=E2=EE=F2=ED=FB=
=F5. =CD=E0=F0=FF=E4=F3 =F1 =FD=F2=E8=EC =E8=F1=F1=EB=E5=E4=EE=E2=E0=F2=E5=
=EB=E8 =E2=F1=E5=E3=E4=E0 =F1=F2=F0=E5=EC=E8=EB=E8=F1=FC =EF=F0=EE=ED=E8=
=EA=ED=F3=F2=FC =E2 =EC=E5=F5=E0=ED=E8=E7=EC=FB =EC=EE=E7=E3=E0, =EE=EA=E0=
=E7=FB=E2=E0=FF =ED=E0 =ED=E5=E3=EE =EF=F0=FF=EC=EE=E5 =E8=EB=E8 =EA=EE=F1=
=E2=E5=ED=ED=EE=E5 =E2=EE=E7=E4=E5=E9=F1=F2=E2=E8=E5 =E8 =EE=F6=E5=ED=E8=
=E2=E0=FF =EF=EE=F1=EB=E5=E4=F1=F2=E2=E8=FF =FD=F2=E8=F5 =E2=EE=E7=E4=E5=
=E9=F1=F2=E2=E8=E9. =C4=EB=FF =EF=F1=E8=F5=EE=F4=E8=E7=E8=EE=EB=EE=E3=E0=
=E8=F1=EF=EE=EB=FC=E7=EE=E2=E0=ED=E8=E5 =F0=E0=E7=EB=E8=F7=ED=FB=F5 =EF=
=F0=E8=E5=EC=EE=E2 =F1=F2=E8=EC=F3=EB=FF=F6=E8=E8 — =EF=F0=FF=EC=E0=
=FF =E2=EE=E7=EC=EE=E6=ED=EE=F1=F2=FC =EC=EE=E4=E5=EB=E8=F0=EE=E2=E0=ED=E8=
=FF =EF=EE=E2=E5=E4=E5=ED=E8=FF =E8 =EF=F1=E8=F5=E8=F7=E5=F1=EA=EE=E9 =E4=
=E5=FF=F2=E5=EB=FC=ED=EE=F1=F2=E8 =E2 =EB=E0=E1=EE=F0=E0=F2=EE=F0=ED=FB=F5=
=F3=F1=EB=EE=E2=E8=FF=F5.
=D1=E5=
=ED=F1=EE=F0=ED=E0=FF =F1=F2=E8=EC=F3=EB=FF=F6=E8=FF. =D1=E0=EC=FB=E9=
=EF=F0=EE=F1=F2=EE=E9 =F1=EF=EE=F1=EE=E1 =E2=EE=E7=E4=E5=E9=F1=F2=E2=E8=
=FF =ED=E0 =EC=EE=E7=E3 — =FD=F2=EE =E8=F1=EF=EE=EB=FC=E7=EE=E2=E0=
=ED=E8=E5 =E5=F1=F2=E5=F1=F2=E2=E5=ED=ED=FB=F5 =E8=EB=E8 =E1=EB=E8=E7=EA=
=E8=F5 =EA =ED=E8=EC =F1=F2=E8=EC=F3=EB=EE=E2 (=E7=F0=E8=F2=E5=EB=FC=ED=FB=
=F5, =F1=EB=F3=F5=EE=E2=FB=F5, =EE=E1=EE=ED=FF=F2=E5=EB=FC=ED=FB=F5, =F2=
=E0=EA=F2=E8=EB=FC=ED=FB=F5 =E8 =EF=F0.). =CC=E0=ED=E8=EF=F3=EB=E8=F0=F3=
=FF =F4=E8=E7=E8=F7=E5=F1=EA=E8=EC=E8 =EF=E0=F0=E0=EC=E5=F2=F0=E0=EC=E8 =
=F1=F2=E8=EC=F3=EB=E0 =E8 =E5=E3=EE =F1=EE=E4=E5=F0=E6=E0=F2=E5=EB=FC=ED=
=FB=EC=E8 =F5=E0=F0=E0=EA=F2=E5=F0=E8=F1=F2=E8=EA=E0=EC=E8, =E8=F1=F1=EB=
=E5=E4=EE=E2=E0=F2=E5=EB=FC =EC=EE=E6=E5=F2 =EC=EE=E4=E5=EB=E8=F0=EE=E2=E0=
=F2=FC =F0=E0=E7=ED=FB=E5 =F1=F2=EE=F0=EE=ED=FB =EF=F1=E8=F5=E8=F7=E5=F1=
=EA=EE=E9 =E4=E5=FF=F2=E5=EB=FC=ED=EE=F1=F2=E8 =E8 =EF=EE=E2=E5=E4=E5=ED=
=E8=FF =F7=E5=EB=EE=E2=E5=EA=E0.
=C4=E8=E0=EF=
=E0=E7=EE=ED =EF=F0=E8=EC=E5=ED=FF=E5=EC=FB=F5 =F1=F2=E8=EC=F3=EB=EE=E2 =
=E2=E5=F1=FC=EC=E0 =F8=E8=F0=EE=EA:
=E2 =F1=F4=
=E5=F0=E5 =E7=F0=E8=F2=E5=EB=FC=ED=EE=E3=EE =E2=EE=F1=EF=F0=E8=FF=F2=E8=FF=
— =EE=F2 =FD=EB=E5=EC=E5=ED=F2=E0=F0=ED=FB=F5 =E7=F0=E8=F2=E5=
=EB=FC=ED=FB=F5 =F1=F2=E8=EC=F3=EB=EE=E2 (=E2=F1=EF=FB=F8=EA=E8, =F8=E0=F5=
=EC=E0=F2=ED=FB=E5 =EF=EE=EB=FF, =F0=E5=F8=E5=F2=EA=E8) =E4=EE =E7=F0=E8=
=F2=E5=EB=FC=ED=EE =EF=F0=E5=E4=FA=FF=E2=EB=FF=E5=EC=FB=F5 =F1=EB=EE=E2 =
=E8 =EF=F0=E5=E4=EB=EE=E6=E5=ED=E8=E9, =F1 =F2=EE=ED=EA=EE =E4=E8=F4=F4=E5=
=F0=E5=ED=F6=E8=F0=F3=E5=EC=EE=E9 =F1=E5=EC=E0=ED=F2=E8=EA=EE=E9;
=E2 =F1=F4=
=E5=F0=E5 =F1=EB=F3=F5=EE=E2=EE=E3=EE =E2=EE=F1=EF=F0=E8=FF=F2=E8=FF=
— =EE=F2 =ED=E5=F0=E5=F7=E5=E2=FB=F5 =F1=F2=E8=EC=F3=EB=EE=E2 (=F2=
=EE=ED=EE=E2, =F9=E5=EB=F7=EA=EE=E2) =E4=EE =F4=EE=ED=E5=EC, =F1=EB=EE=E2=
=E8 =EF=F0=E5=E4=EB=EE=E6=E5=ED=E8=E9.
=CF=F0=E8 =E8=
=E7=F3=F7=E5=ED=E8=E8 =F2=E0=EA=F2=E8=EB=FC=ED=EE=E9 =F7=F3=E2=F1=F2=E2=E8=
=F2=E5=EB=FC=ED=EE=F1=F2=E8 =EF=F0=E8=EC=E5=ED=FF=E5=F2=F1=FF =F1=F2=E8=EC=
=F3=EB=FF=F6=E8=FF: =EC=E5=F5=E0=ED=E8=F7=E5=F1=EA=E0=FF =E8 =FD=EB=E5=EA=
=F2=F0=E8=F7=E5=F1=EA=E8=EC=E8 =F1=F2=E8=EC=F3=EB=E0=EC=E8, =ED=E5 =E4=EE=
=F1=F2=E8=E3=E0=FE=F9=E8=EC=E8 =EF=EE=F0=EE=E3=E0 =E1=EE=EB=E5=E2=EE=E9 =
=F7=F3=E2=F1=F2=E2=E8=F2=E5=EB=FC=ED=EE=F1=F2=E8, =EF=F0=E8 =FD=F2=EE=EC=
=F0=E0=E7=E4=F0=E0=E6=E5=ED=E8=E5 =EC=EE=E6=E5=F2 =ED=E0=ED=EE=F1=E8=F2=
=FC=F1=FF =ED=E0 =F0=E0=E7=ED=FB=E5 =F3=F7=E0=F1=F2=EA=E8 =F2=E5=EB=E0.<=
br>
=D0=E5=E0=EA=
=F6=E8=E8 =D6=CD=D1 =ED=E0 =F2=E0=EA=EE=E5 =E2=EE=E7=E4=E5=E9=F1=F2=E2=E8=
=E5 =E8=E7=F3=F7=E5=ED=FB =F5=EE=F0=EE=F8=EE =E8 =EF=F3=F2=E5=EC =F0=E5=E3=
=E8=F1=F2=F0=E0=F6=E8=E8 =E0=EA=F2=E8=E2=ED=EE=F1=F2=E8 =ED=E5=E9=F0=EE=ED=
=EE=E2, =E8 =EC=E5=F2=EE=E4=EE=EC =E2=FB=E7=E2=E0=ED=ED=FB=F5 =EF=EE=F2=E5=
=ED=F6=E8=E0=EB=EE=E2. =CF=EE=EC=E8=EC=EE =F1=EA=E0=E7=E0=ED=ED=EE=E3=EE=
, =E2 =EF=F1=E8=F5=EE=F4=E8=E7=E8=EE=EB=EE=E3=E8=E8 =F8=E8=F0=EE=EA=EE =E8=
=F1=EF=EE=EB=FC=E7=F3=FE=F2=F1=FF =EF=F0=E8=E5=EC=FB =F0=E8=F2=EC=E8=F7=E5=
=F1=EA=EE=E9 =F1=F2=E8=EC=F3=EB=FF=F6=E8=E8 =F1=E2=E5=F2=EE=EC =E8=EB=E8=
=E7=E2=F3=EA=EE=EC, =E2=FB=E7=FB=E2=E0=FE=F9=E8=E5 =FD=F4=F4=E5=EA=F2=FB=
=ED=E0=E2=FF=E7=FB=E2=E0=ED=E8=FF — =E2=EE=F1=EF=F0=EE=E8=E7=E2=E5=
=E4=E5=ED=E8=FF =E2 =F1=EF=E5=EA=F2=F0=E5 =DD=DD=C3 =F7=E0=F1=F2=EE=F2, =
=F1=EE=EE=F2=E2=E5=F2=F1=F2=E2=F3=FE=F9=E8=F5 =F7=E0=F1=F2=EE=F2=E5 =E4=E5=
=E9=F1=F2=E2=F3=FE=F9=E5=E3=EE =F1=F2=E8=EC=F3=EB=E0 (=E8=EB=E8 =EA=F0=E0=
=F2=ED=FB=F5 =FD=F2=EE=E9 =F7=E0=F1=F2=EE=F2=E5).
=DD=EB=E5=EA=F2=F0=E8=F7=E5=F1=EA=E0=FF =F1=F2=
=E8=EC=F3=EB=FF=F6=E8=FF =EC=EE=E7=E3=E0 =FF=E2=EB=FF=E5=F2=F1=FF =EF=
=EB=EE=E4=EE=F2=E2=EE=F0=ED=FB=EC =EC=E5=F2=EE=E4=EE=EC =E8=E7=F3=F7=E5=ED=
=E8=FF =F4=F3=ED=EA=F6=E8=E9 =E5=E3=EE =EE=F2=E4=E5=EB=FC=ED=FB=F5 =F1=F2=
=F0=F3=EA=F2=F3=F0. =CE=ED=E0 =EE=F1=F3=F9=E5=F1=F2=E2=EB=FF=E5=F2=F1=FF=
=F7=E5=F0=E5=E7 =E2=E2=E5=E4=E5=ED=ED=FB=E5 =E2 =EC=EE=E7=E3 =FD=EB=E5=EA=
=F2=F0=EE=E4=FB =E2 "=EE=F1=F2=F0=FB=F5" =EE=EF=FB=F2=E0=F5 =ED=E0 =E6=E8=
=E2=EE=F2=ED=FB=F5 =E8=EB=E8 =E2=EE =E2=F0=E5=EC=FF =F5=E8=F0=F3=F0=E3=E8=
=F7=E5=F1=EA=E8=F5 =EE=EF=E5=F0=E0=F6=E8=E9 =ED=E0 =EC=EE=E7=E3=E5 =F3 =F7=
=E5=EB=EE=E2=E5=EA=E0. =CA=F0=EE=EC=E5 =F2=EE=E3=EE, =E2=EE=E7=EC=EE=E6=ED=
=E0 =F1=F2=E8=EC=F3=EB=FF=F6=E8=FF =E8 =E2 =F3=F1=EB=EE=E2=E8=FF=F5 =E4=EB=
=E8=F2=E5=EB=FC=ED=EE=E3=EE =ED=E0=E1=EB=FE=E4=E5=ED=E8=FF =F1 =EF=EE=EC=
=EE=F9=FC=FE =EF=F0=E5=E4=E2=E0=F0=E8=F2=E5=EB=FC=ED=EE =E2=E6=E8=E2=EB=E5=
=ED=ED=FB=F5 =EE=EF=E5=F0=E0=F2=E8=E2=ED=FB=EC =EF=F3=F2=E5=EC =FD=EB=E5=
=EA=F2=F0=EE=E4=EE=E2. =CF=F0=E8 =F5=F0=EE=ED=E8=F7=E5=F1=EA=E8 =E2=E6=E8=
=E2=EB=E5=ED=ED=FB=F5 =FD=EB=E5=EA=F2=F0=EE=E4=E0=F5 =EC=EE=E6=ED=EE =E8=
=E7=F3=F7=E0=F2=FC =EE=F1=EE=E1=FB=E9 =F4=E5=ED=EE=EC=E5=ED =FD=EB=E5=EA=
=F2=F0=E8=F7=E5=F1=EA=EE=E9 =F1=E0=EC=EE=F1=F2=E8=EC=F3=EB=FF=F6=E8=E8, =
=EA=EE=E3=E4=E0 =E6=E8=E2=EE=F2=ED=EE=E5 =F1 =EF=EE=EC=EE=F9=FC=FE =EA=E0=
=EA=EE=E3=EE-=ED=E8=E1=F3=E4=FC =E4=E5=E9=F1=F2=E2=E8=FF (=ED=E0=E6=E0=F2=
=E8=FF =ED=E0 =F0=FB=F7=E0=E3) =E7=E0=EC=FB=EA=E0=E5=F2 =FD=EB=E5=EA=F2=F0=
=E8=F7=E5=F1=EA=F3=FE =F6=E5=EF=FC =E8 =F2=E0=EA=E8=EC =EE=E1=F0=E0=E7=EE=
=EC =F0=E5=E3=F3=EB=E8=F0=F3=E5=F2 =F1=E8=EB=F3 =F0=E0=E7=E4=F0=E0=E6=E5=
=ED=E8=FF =F1=EE=E1=F1=F2=E2=E5=ED=ED=EE=E3=EE =EC=EE=E7=E3=E0. =D3 =F7=E5=
=EB=EE=E2=E5=EA=E0 =FD=EB=E5=EA=F2=F0=E8=F7=E5=F1=EA=E0=FF =F1=F2=E8=EC=F3=
=EB=FF=F6=E8=FF =EC=EE=E7=E3=E0 =EF=F0=E8=EC=E5=ED=FF=E5=F2=F1=FF =E4=EB=
=FF =E8=E7=F3=F7=E5=ED=E8=FF =F1=E2=FF=E7=E8 =EC=E5=E6=E4=F3 =EF=F1=E8=F5=
=E8=F7=E5=F1=EA=E8=EC=E8 =EF=F0=EE=F6=E5=F1=F1=E0=EC=E8 =E8 =F4=F3=ED=EA=
=F6=E8=FF=EC=E8 =E8 =EE=F2=E4=E5=EB=E0=EC=E8 =EC=EE=E7=E3=E0. =D2=E0=EA,=
=ED=E0=EF=F0=E8=EC=E5=F0, =EC=EE=E6=ED=EE =E8=E7=F3=F7=E0=F2=FC =F4=E8=E7=
=E8=EE=EB=EE=E3=E8=F7=E5=F1=EA=E8=E5 =EE=F1=ED=EE=E2=FB =F0=E5=F7=E8, =EF=
=E0=EC=FF=F2=E8, =FD=EC=EE=F6=E8=E9.
=C2 =EB=E0=E1=
=EE=F0=E0=F2=EE=F0=ED=FB=F5 =F3=F1=EB=EE=E2=E8=FF=F5 =E8=F1=EF=EE=EB=FC=E7=
=F3=E5=F2=F1=FF =EC=E5=F2=EE=E4 =EC=E8=EA=F0=EE=EF=EE=EB=FF=F0=E8=E7=E0=F6=
=E8=E8, =F1=F3=F2=FC =EA=EE=F2=EE=F0=EE=E3=EE =F1=EE=F1=F2=EE=E8=F2 =E2 =
=EF=F0=EE=EF=F3=F1=EA=E0=ED=E8=E8 =F1=EB=E0=E1=EE=E3=EE =EF=EE=F1=F2=EE=FF=
=ED=ED=EE=E3=EE =F2=EE=EA=E0 =F7=E5=F0=E5=E7 =EE=F2=E4=E5=EB=FC=ED=FB=E5=
=F3=F7=E0=F1=F2=EA=E8 =EA=EE=F0=FB =E3=EE=EB=EE=E2=ED=EE=E3=EE =EC=EE=E7=
=E3=E0. =CF=F0=E8 =FD=F2=EE=EC =FD=EB=E5=EA=F2=F0=EE=E4=FB =EF=F0=E8=EA=EB=
=E0=E4=FB=E2=E0=FE=F2=F1=FF =EA =EF=EE=E2=E5=F0=F5=ED=EE=F1=F2=E8 =F7=E5=
=F0=E5=EF=E0 =E2 =EE=E1=EB=E0=F1=F2=E8 =F1=F2=E8=EC=F3=EB=FF=F6=E8=E8. =CB=
=EE=EA=E0=EB=FC=ED=E0=FF =EC=E8=EA=F0=EE=EF=EE=EB=FF=F0=E8=E7=E0=F6=E8=FF=
=ED=E5 =F0=E0=E7=F0=F3=F8=E0=E5=F2 =F2=EA=E0=ED=FC =EC=EE=E7=E3=E0, =E0=
=EB=E8=F8=FC =EE=EA=E0=E7=FB=E2=E0=E5=F2 =E2=EB=E8=FF=ED=E8=E5 =ED=E0 =F1=
=E4=E2=E8=E3=E8 =EF=EE=F2=E5=ED=F6=E8=E0=EB=E0 =EA=EE=F0=FB =E2 =F1=F2=E8=
=EC=F3=EB=E8=F0=F3=E5=EC=EE=EC =F3=F7=E0=F1=F2=EA=E5, =EF=EE=FD=F2=EE=EC=
=F3 =EE=ED=E0 =EC=EE=E6=E5=F2 =E1=FB=F2=FC =E8=F1=EF=EE=EB=FC=E7=EE=E2=E0=
=ED=E0 =E2 =EF=F1=E8=F5=EE=F4=E8=E7=E8=EE=EB=EE=E3=E8=F7=E5=F1=EA=E8=F5 =
=E8=F1=F1=EB=E5=E4=EE=E2=E0=ED=E8=FF=F5.
=CD=E0=F0=FF=
=E4=F3 =F1 =FD=EB=E5=EA=F2=F0=E8=F7=E5=F1=EA=EE=E9 =E4=EE=EF=F3=F1=F2=E8=
=EC=E0 =F1=F2=E8=EC=F3=EB=FF=F6=E8=FF =EA=EE=F0=FB =EC=EE=E7=E3=E0 =F7=E5=
=EB=EE=E2=E5=EA=E0 =F1=EB=E0=E1=FB=EC =FD=EB=E5=EA=F2=F0=EE=EC=E0=E3=ED=E8=
=F2=ED=FB=EC =EF=EE=EB=E5=EC. =CE=F1=ED=EE=E2=F3 =FD=F2=EE=E3=EE =EC=E5=F2=
=EE=E4=E0 =F1=EE=F1=F2=E0=E2=EB=FF=E5=F2 =EF=F0=E8=ED=F6=E8=EF=E8=E0=EB=FC=
=ED=E0=FF =E2=EE=E7=EC=EE=E6=ED=EE=F1=F2=FC =E8=E7=EC=E5=ED=E5=ED=E8=FF =
=F5=E0=F0=E0=EA=F2=E5=F0=E8=F1=F2=E8=EA =E4=E5=FF=F2=E5=EB=FC=ED=EE=F1=F2=
=E8 =D6=CD=D1 =EF=EE=E4 =E2=EB=E8=FF=ED=E8=E5=EC =EA=EE=ED=F2=F0=EE=EB=E8=
=F0=F3=E5=EC=FB=F5 =EC=E0=E3=ED=E8=F2=ED=FB=F5 =EF=EE=EB=E5=E9. =C2 =FD=F2=
=EE=EC =F1=EB=F3=F7=E0=E5 =F2=E0=EA=E6=E5 =ED=E5 =EE=EA=E0=E7=FB=E2=E0=E5=
=F2=F1=FF =F0=E0=E7=F0=F3=F8=E0=FE=F9=E5=E3=EE =E2=EE=E7=E4=E5=E9=F1=F2=E2=
=E8=FF =ED=E0 =EA=EB=E5=F2=EA=E8 =EC=EE=E7=E3=E0. =C2 =F2=EE =E6=E5 =E2=F0=
=E5=EC=FF, =EF=EE =ED=E5=EA=EE=F2=EE=F0=FB=EC =E4=E0=ED=ED=FB=EC, =E2=EE=
=E7=E4=E5=E9=F1=F2=E2=E8=E5 =FD=EB=E5=EA=F2=F0=EE=EC=E0=E3=ED=E8=F2=ED=FB=
=EC =EF=EE=EB=E5=EC =EE=F9=F3=F2=E8=EC=EE =E2=EB=E8=FF=E5=F2 =ED=E0 =EF=F0=
=EE=F2=E5=EA=E0=ED=E8=E5 =EF=F1=E8=F5=E8=F7=E5=F1=EA=E8=F5 =EF=F0=EE=F6=E5=
=F1=F1=EE=E2, =F1=EB=E5=E4=EE=E2=E0=F2=E5=EB=FC=ED=EE, =FD=F2=EE=F2 =EC=E5=
=F2=EE=E4 =EF=F0=E5=E4=F1=F2=E0=E2=EB=FF=E5=F2 =E8=ED=F2=E5=F0=E5=F1 =E4=
=EB=FF =EF=F1=E8=F5=EE=F4=E8=E7=E8=EE=EB=EE=E3=E8=E8.
=D0=E0=E7=F0=F3=F8=E5=ED=E8=E5 =F3=F7=E0=F1=F2=EA=EE=E2 =EC=EE=E7=E3=
=E0. =CF=EE=E2=F0=E5=E6=E4=E5=ED=E8=E5 =E8=EB=E8 =F3=E4=E0=EB=E5=ED=E8=
=E5 =F7=E0=F1=F2=E8 =E3=EE=EB=EE=E2=ED=EE=E3=EE =EC=EE=E7=E3=E0 =E4=EB=FF=
=F3=F1=F2=E0=ED=EE=E2=EB=E5=ED=E8=FF =E5=E5 =F4=F3=ED=EA=F6=E8=E9 =E2 =EE=
=E1=E5=F1=EF=E5=F7=E5=ED=E8=E8 =EF=EE=E2=E5=E4=E5=ED=E8=FF — =EE=E4=
=E8=ED =E8=E7 =ED=E0=E8=E1=EE=EB=E5=E5 =F1=F2=E0=F0=FB=F5 =E8 =F0=E0=F1=EF=
=F0=EE=F1=F2=F0=E0=ED=E5=ED=ED=FB=F5 =EC=E5=F2=EE=E4=EE=E2 =E8=E7=F3=F7=E5=
=ED=E8=FF =F4=E8=E7=E8=EE=EB=EE=E3=E8=F7=E5=F1=EA=E8=F5 =EE=F1=ED=EE=E2 =
=EF=EE=E2=E5=E4=E5=ED=E8=FF. =C2 =F7=E8=F1=F2=EE=EC =E2=E8=E4=E5 =EC=E5=F2=
=EE=E4 =EF=F0=E8=EC=E5=ED=FF=E5=F2=F1=FF =E2 =FD=EA=F1=EF=E5=F0=E8=EC=E5=
=ED=F2=E0=F5 =F1 =E6=E8=E2=EE=F2=ED=FB=EC=E8. =CD=E0=F0=FF=E4=F3 =F1 =FD=
=F2=E8=EC =F0=E0=F1=EF=F0=EE=F1=F2=F0=E0=ED=E5=ED=EE =EF=F1=E8=F5=EE=F4=E8=
=E7=E8=EE=EB=EE=E3=E8=F7=E5=F1=EA=EE=E5 =EE=E1=F1=EB=E5=E4=EE=E2=E0=ED=E8=
=E5 =EB=FE=E4=E5=E9, =EA=EE=F2=EE=F0=FB=EC =EF=EE =EC=E5=E4=E8=F6=E8=ED=F1=
=EA=E8=EC =EF=EE=EA=E0=E7=E0=ED=E8=FF=EC =E1=FB=EB=EE =EF=F0=EE=E2=E5=E4=
=E5=ED=EE =F3=E4=E0=EB=E5=ED=E8=E5 =F7=E0=F1=F2=E8 =EC=EE=E7=E3=E0.
- =D0=E0=E7=F0=F3=F8=E0=FE=F9=E5=E5 =E2=EC=E5=F8=E0=F2=E5=EB=FC=F1=F2=E2=
=EE =EC=EE=E6=E5=F2 =EE=F1=F3=F9=E5=F1=F2=E2=EB=FF=F2=FC=F1=FF =EF=F3=F2=
=E5=EC:
- =EF=E5=F0=E5=F0=E5=E7=EA=E8 =EE=F2=E4=E5=EB=FC=ED=FB=F5 =EF=F3=F2=
=E5=E9 =E8=EB=E8 =EF=EE=EB=ED=EE=E3=EE =EE=F2=E4=E5=EB=E5=ED=E8=FF =F1=F2=
=F0=F3=EA=F2=F3=F0 (=ED=E0=EF=F0=E8=EC=E5=F0, =F0=E0=E7=E4=E5=EB=E5=ED=
=E8=E5 =EF=EE=EB=F3=F8=E0=F0=E8=E9 =EF=F3=F2=E5=EC =F0=E0=F1=F1=E5=F7=E5=
=ED=E8=FF =EC=E5=E6=EF=EE=EB=F3=F8=E0=F0=ED=EE=E9 =F1=E2=FF=E7=EA=E8 &md=
ash; =EC=EE=E7=EE=EB=E8=F1=F2=EE=E3=EE =F2=E5=EB=E0); =
- =F0=E0=E7=F0=F3=F8=E5=ED=E8=FF =F1=F2=F0=F3=EA=F2=F3=F0 =EF=F0=E8=
=EF=F0=EE=EF=F3=F1=EA=E0=ED=E8=E8 =EF=EE=F1=F2=EE=FF=ED=ED=EE=E3=EE =F2=
=EE=EA=E0 (=FD=EB=E5=EA=F2=F0=EE=EB=E8=F2=E8=F7=E5=F1=EA=EE=E5 =F0=E0=
=E7=F0=F3=F8=E5=ED=E8=E5) =E8=EB=E8 =F2=EE=EA=E0 =E2=FB=F1=EE=EA=EE=E9 =F7=
=E0=F1=F2=EE=F2=FB (=F2=E5=F0=EC=EE=EA=EE=E0=E3=F3=EB=FF=F6=E8=FF) =F7=E5=
=F0=E5=E7 =E2=E2=E5=E4=E5=ED=ED=FB=E5 =E2 =F1=EE=EE=F2=E2=E5=F2=F1=F2=E2=
=F3=FE=F9=E8=E5 =F3=F7=E0=F1=F2=EA=E8 =EC=EE=E7=E3=E0 =FD=EB=E5=EA=F2=F0=
=EE=E4=FB; =
- =F5=E8=F0=F3=F0=E3=E8=F7=E5=F1=EA=EE=E3=EE =F3=E4=E0=EB=E5=ED=E8=FF=
=F2=EA=E0=ED=E8 =F1=EA=E0=EB=FC=EF=E5=EB=E5=EC =E8=EB=E8 =EE=F2=F1=E0=
=F1=FB=E2=E0=ED=E8=E5=EC =F1 =EF=EE=EC=EE=F9=FC=FE =F1=EF=E5=F6=E8=E0=EB=
=FC=ED=EE=E3=EE =E2=E0=EA=F3=F3=EC=ED=EE=E3=EE =ED=E0=F1=EE=F1=E0, =E2=FB=
=EF=EE=EB=ED=FF=FE=F9=E5=E3=EE =F0=EE=EB=FC =EB=EE=E2=F3=F8=EA=E8 =E4=EB=
=FF =EE=F2=F1=E0=F1=FB=E2=E0=E5=EC=EE=E9 =F2=EA=E0=ED=E8; =
- =F5=E8=EC=E8=F7=E5=F1=EA=E8=F5 =F0=E0=E7=F0=F3=F8=E5=ED=E8=E9=
=F1 =EF=EE=EC=EE=F9=FC=FE =F1=EF=E5=F6=E8=E0=EB=FC=ED=FB=F5 =EF=F0=E5=EF=
=E0=F0=E0=F2=EE=E2, =E8=F1=F2=EE=F9=E0=FE=F9=E8=F5 =E7=E0=EF=E0=F1=FB =EC=
=E5=E4=E8=E0=F2=EE=F0=EE=E2 =E8=EB=E8 =F0=E0=E7=F0=F3=F8=E0=FE=F9=E8=F5 =
=ED=E5=E9=F0=EE=ED=FB;
- =EE=E1=F0=E0=F2=E8=EC=EE=E3=EE =F4=F3=ED=EA=F6=E8=EE=ED=E0=EB=FC=ED=
=EE=E3=EE =F0=E0=E7=F0=F3=F8=E5=ED=E8=FF, =EA=EE=F2=EE=F0=EE=E5 =E4=EE=
=F1=F2=E8=E3=E0=E5=F2=F1=FF =E7=E0 =F1=F7=E5=F2 =EE=F5=EB=E0=E6=E4=E5=ED=
=E8=FF, =EC=E5=F1=F2=ED=EE=E9 =E0=ED=E5=F1=F2=E5=E7=E8=E8 =E8 =E4=F0=F3=E3=
=E8=F5 =EF=F0=E8=E5=EC=EE=E2.
=C8=F2=E0=EA, =E2 =EE=E1=F9=E5=EC =EC=E5=F2=EE=E4 =F0=E0=E7=F0=F3=F8=E5=
=ED=E8=FF =EC=EE=E7=E3=E0 =E2=EA=EB=FE=F7=E0=E5=F2 =E2 =F1=E5=E1=FF =F0=E0=
=E7=F0=F3=F8=E5=ED=E8=E5, =F3=E4=E0=EB=E5=ED=E8=E5 =E8 =F0=E0=F1=F1=E5=F7=
=E5=ED=E8=E5 =F2=EA=E0=ED=E8, =E8=F1=F2=EE=F9=E5=ED=E8=E5 =ED=E5=E9=F0=EE=
=F5=E8=EC=E8=F7=E5=F1=EA=E8=F5 =E2=E5=F9=E5=F1=F2=E2, =E2 =EF=E5=F0=E2=F3=
=FE =EE=F7=E5=F0=E5=E4=FC =EC=E5=E4=E8=E0=F2=EE=F0=EE=E2, =E0 =F2=E0=EA=E6=
=E5 =E2=F0=E5=EC=E5=ED=ED=EE=E5 =F4=F3=ED=EA=F6=E8=EE=ED=E0=EB=FC=ED=EE=E5=
=E2=FB=EA=EB=FE=F7=E5=ED=E8=E5 =EE=F2=E4=E5=EB=FC=ED=FB=F5 =EE=E1=EB=E0=
=F1=F2=E5=E9 =E3=EE=EB=EE=E2=ED=EE=E3=EE =EC=EE=E7=E3=E0 =E8 =EE=F6=E5=ED=
=EA=F3 =E2=EB=E8=FF=ED=E8=FF =E2=FB=F8=E5=EF=E5=F0=E5=F7=E8=F1=EB=E5=ED=ED=
=FB=F5 =FD=F4=F4=E5=EA=F2=EE=E2 =ED=E0 =EF=EE=E2=E5=E4=E5=ED=E8=E5 =E6=E8=
=E2=EE=F2=ED=FB=F5.
2.2. =DD=EB=E5=EA=F2=F0=E8=F7=E5=F1=EA=E0=FF =E0=EA=F2=E8=E2=ED=EE=F1=
=F2=FC =EA=EE=E6=E8
=CC=E5=F2=EE=E4=FB =F0=E5=E3=E8=F1=F2=F0=E0=
=F6=E8=E8. =C8=E7=EC=E5=F0=E5=ED=E8=E5 =E8 =E8=E7=F3=F7=E5=ED=E8=E5 =
=FD=EB=E5=EA=F2=F0=E8=F7=E5=F1=EA=EE=E9 =E0=EA=F2=E8=E2=ED=EE=F1=F2=E8 =EA=
=EE=E6=E8 (=DD=C0=CA), =E8=EB=E8 =EA=EE=E6=ED=EE-=E3=E0=EB=FC=E2=E0=ED=E8=
=F7=E5=F1=EA=EE=E9 =F0=E5=E0=EA=F6=E8=E8 (=CA=C3=D0 (=EA=EE=E6=ED=EE-=E3=E0=EB=FC=E2=E0=ED=E8=F7=E5=F1=EA=E0=
=FF =F0=E5=E0=EA=F6=E8=FF) - =E8=E7=EC=E5=ED=E5=ED=E8=E5 =FD=EB=E5=EA=
=F2=F0=E8=F7=E5=F1=EA=EE=E9 =E0=EA=F2=E8=E2=ED=EE=F1=F2=E8 =EA=EE=E6=E8;=
=E8=E7=EC=E5=F0=FF=E5=F2=F1=FF =E2 =E4=E2=F3=F5 =E2=E0=F0=E8=E0=ED=F2=E0=
=F5 =ED=E0 =EE=F1=ED=EE=E2=E5 =EE=F6=E5=ED=EA=E8 =FD=EB=E5=EA=F2=F0=E8=F7=
=E5=F1=EA=EE=E3=EE =F1=EE=EF=F0=EE=F2=E8=E2=EB=E5=ED=E8=FF =E8=EB=E8 =EF=
=F0=EE=E2=EE=E4=E8=EC=EE=F1=F2=E8 =F0=E0=E7=EB=E8=F7=ED=FB=F5 =F3=F7=E0=F1=
=F2=EA=EE=E2 =EA=EE=E6=E8; =E8=F1=EF=EE=EB=FC=E7=F3=E5=F2=F1=FF =EF=F0=E8=
=E4=E8=E0=E3=ED=EE=F1=F2=E8=EA=E5 =F4=F3=ED=EA=F6=E8=EE=ED=E0=EB=FC=ED=FB=
=F5 =F1=EE=F1=F2=EE=FF=ED=E8=E9 =E8 =FD=EC=EE=F6=E8=EE=ED=E0=EB=FC=ED=FB=
=F5 =F0=E5=E0=EA=F6=E8=E9 =F7=E5=EB=EE=E2=E5=EA=E0.');" onmouseout=3Dnd(=
); href=3D"javascript:void(0);">=CA=C3=D0=
a>), =E2=EF=E5=F0=E2=FB=E5 =ED=E0=F7=E0=EB=EE=F1=FC =E2 =EA=EE=ED=F6=E5 =
19 =E2., =EA=EE=E3=E4=E0 =EF=EE=F7=F2=E8 =EE=E4=ED=EE=E2=F0=E5=EC=E5=ED=ED=
=EE =F4=F0=E0=ED=F6=F3=E7=F1=EA=E8=E9 =E2=F0=E0=F7 =D4=E5=F0=E5 =E8 =F0=EE=
=F1=F1=E8=E9=F1=EA=E8=E9 =F4=E8=E7=E8=EE=EB=EE=E3 =D2=E0=F0=F5=E0=ED=EE=E2=
=E7=E0=F0=E5=E3=E8=F1=F2=F0=E8=F0=EE=E2=E0=EB=E8: =EF=E5=F0=E2=FB=E9 &m=
dash; =E8=E7=EC=E5=ED=E5=ED=E8=E5 =F1=EE=EF=F0=EE=F2=E8=E2=EB=E5=ED=E8=FF=
=EA=EE=E6=E8 =EF=F0=E8 =EF=F0=EE=EF=F3=F1=EA=E0=ED=E8=E8 =F7=E5=F0=E5=E7=
=ED=E5=E5 =F1=EB=E0=E1=EE=E3=EE =F2=EE=EA=E0, =E2=F2=EE=F0=EE=E9 &mdash=
; =F0=E0=E7=ED=EE=F1=F2=FC =EF=EE=F2=E5=ED=F6=E8=E0=EB=EE=E2 =EC=E5=E6=E4=
=F3 =F0=E0=E7=ED=FB=EC=E8 =F3=F7=E0=F1=F2=EA=E0=EC=E8 =EA=EE=E6=E8. =DD=F2=
=E8 =EE=F2=EA=F0=FB=F2=E8=FF =EB=E5=E3=EB=E8 =E2 =EE=F1=ED=EE=E2=F3 =E4=E2=
=F3=F5 =EC=E5=F2=EE=E4=EE=E2 =F0=E5=E3=E8=F1=F2=F0=E0=F6=E8=E8 =CA=C3=D0=
: =FD=EA=E7=EE=F1=EE=EC=E0=F2=E8=F7=E5=F1=EA=EE=E3=EE (=E8=E7=EC=E5=F0=E5=
=ED=E8=E5 =F1=EE=EF=F0=EE=F2=E8=E2=EB=E5=ED=E8=FF =EA=EE=E6=E8) =E8 =FD=ED=
=E4=EE=F1=EE=EC=E0=F2=E8=F7=E5=F1=EA=EE=E3=EE (=E8=E7=EC=E5=F0=E5=ED=E8=E5=
=FD=EB=E5=EA=F2=F0=E8=F7=E5=F1=EA=E8=F5 =EF=EE=F2=E5=ED=F6=E8=E0=EB=EE=E2=
=F1=E0=EC=EE=E9 =EA=EE=E6=E8). =D1=EB=E5=E4=F3=E5=F2 =EF=EE=EC=ED=E8=F2=
=FC, =F7=F2=EE =FD=F2=E8 =EC=E5=F2=EE=E4=FB =E4=E0=FE=F2 =ED=E5=F1=EE=E2=
=EF=E0=E4=E0=FE=F9=E8=E5 =F0=E5=E7=F3=EB=FC=F2=E0=F2=FB.
=C2 =ED=E0=
=F1=F2=EE=FF=F9=E5=E5 =E2=F0=E5=EC=FF =DD=C0=CA =EE=E1=FA=E5=E4=E8=ED=FF=
=E5=F2 =F6=E5=EB=FB=E9 =F0=FF=E4 =EF=EE=EA=E0=E7=E0=F2=E5=EB=E5=E9: =F3=F0=
=EE=E2=E5=ED=FC =EF=EE=F2=E5=ED=F6=E8=E0=EB=E0 =EA=EE=E6=E8, =F0=E5=E0=EA=
=F6=E8=FF =EF=EE=F2=E5=ED=F6=E8=E0=EB=E0 =EA=EE=E6=E8, =F1=EF=EE=ED=F2=E0=
=ED=ED=E0=FF =F0=E5=E0=EA=F6=E8=FF =EF=EE=F2=E5=ED=F6=E8=E0=EB=E0 =EA=EE=
=E6=E8, =F3=F0=EE=E2=E5=ED=FC =F1=EE=EF=F0=EE=F2=E8=E2=EB=E5=ED=E8=FF =EA=
=EE=E6=E8, =F0=E5=E0=EA=F6=E8=FF =F1=EE=EF=F0=EE=F2=E8=E2=EB=E5=ED=E8=FF=
=EA=EE=E6=E8, =F1=EF=EE=ED=F2=E0=ED=ED=E0=FF =F0=E5=E0=EA=F6=E8=FF =F1=EE=
=EF=F0=EE=F2=E8=E2=EB=E5=ED=E8=FF =EA=EE=E6=E8. =C2 =EA=E0=F7=E5=F1=F2=E2=
=E5 =E8=ED=E4=E8=EA=E0=F2=EE=F0=EE=E2 =F1=F2=E0=EB=E8 =E8=F1=EF=EE=EB=FC=
=E7=EE=E2=E0=F2=FC=F1=FF =F2=E0=EA=E6=E5 =F5=E0=F0=E0=EA=F2=E5=F0=E8=F1=F2=
=E8=EA=E8 =EF=F0=EE=E2=EE=E4=E8=EC=EE=F1=F2=E8 =EA=EE=E6=E8: =F3=F0=EE=E2=
=E5=ED=FC, =F0=E5=E0=EA=F6=E8=FF =E8 =F1=EF=EE=ED=F2=E0=ED=ED=E0=FF =F0=E5=
=E0=EA=F6=E8=FF. =C2=EE =E2=F1=E5=F5 =F2=F0=E5=F5 =F1=EB=F3=F7=E0=FF=F5 =
"=F3=F0=EE=E2=E5=ED=FC" =EE=E7=ED=E0=F7=E0=E5=F2 =F2=EE=ED=E8=F7=E5=F1=EA=
=F3=FE =F1=EE=F1=F2=E0=E2=EB=FF=FE=F9=F3=FE =DD=C0=CA, =F2.=E5. =E4=EB=E8=
=F2=E5=EB=FC=ED=FB=E5 =E8=E7=EC=E5=ED=E5=ED=E8=FF =EF=EE=EA=E0=E7=E0=F2=E5=
=EB=E5=E9; "=F0=E5=E0=EA=F6=E8=FF" — =F4=E0=E7=E8=F7=E5=F1=EA=F3=FE=
=F1=EE=F1=F2=E0=E2=EB=FF=FE=F9=F3=FE =DD=C0=CA, =F2.=E5. =E1=FB=F1=F2=F0=
=FB=E5, =F1=E8=F2=F3=E0=F2=E8=E2=ED=FB=E5 =E8=E7=EC=E5=ED=E5=ED=E8=FF =EF=
=EE=EA=E0=E7=E0=F2=E5=EB=E5=E9 =DD=C0=CA; =F1=EF=EE=ED=F2=E0=ED=ED=FB=E5=
=F0=E5=E0=EA=F6=E8=E8 — =EA=F0=E0=F2=EA=EE=F1=F0=EE=F7=ED=FB=E5 =E8=
=E7=EC=E5=ED=E5=ED=E8=FF, =ED=E5 =E8=EC=E5=FE=F9=E8=E5 =E2=E8=E4=E8=EC=EE=
=E9 =F1=E2=FF=E7=E8 =F1 =E2=ED=E5=F8=ED=E8=EC=E8 =F4=E0=EA=F2=EE=F0=E0=EC=
=E8.
=CF=F0=EE=E8=F1=F5=EE=E6=
=E4=E5=ED=E8=E5 =E8 =E7=ED=E0=F7=E5=ED=E8=E5 =DD=C0=CA. =C2=EE=E7=ED=
=E8=EA=ED=EE=E2=E5=ED=E8=E5 =FD=EB=E5=EA=F2=F0=E8=F7=E5=F1=EA=EE=E9 =E0=EA=
=F2=E8=E2=ED=EE=F1=F2=E8 =EA=EE=E6=E8 =EE=E1=F3=F1=EB=EE=E2=EB=E5=ED=EE,=
=E3=EB=E0=E2=ED=FB=EC =EE=E1=F0=E0=E7=EE=EC, =E0=EA=F2=E8=E2=ED=EE=F1=F2=
=FC=FE =EF=EE=F2=EE=E2=FB=F5 =E6=E5=EB=E5=E7 =E2 =EA=EE=E6=E5 =F7=E5=EB=EE=
=E2=E5=EA=E0, =EA=EE=F2=EE=F0=FB=E5 =E2 =F1=E2=EE=FE =EE=F7=E5=F0=E5=E4=FC=
=ED=E0=F5=EE=E4=FF=F2=F1=FF =EF=EE=E4 =EA=EE=ED=F2=F0=EE=EB=E5=EC =F1=E8=
=EC=EF=E0=F2=E8=F7=E5=F1=EA=EE=E9 =ED=E5=F0=E2=ED=EE=E9 =F1=E8=F1=F2=E5=EC=
=FB.
|
=C4=E8=ED=E0=EC=E8=EA=E0 =EA=
=EE=E6=ED=EE-=E3=E0=EB=FC=E2=E0=ED=E8=F7=E5=F1=EA=EE=E9 =F0=E5=E0=EA=F6=E8=
=E8 =E2 =EF=F0=EE=F6=E5=F1=F1=E5 =F0=E5=F8=E5=ED=E8=FF =EC=FB=F1=EB=E8=F2=
=E5=EB=FC=ED=EE=E9 (=F8=E0=F5=EC=E0=F2=ED=EE=E9) =E7=E0=E4=E0=F7=E8 (=EF=
=EE =CE.=CA.=D2=E8=F5=EE=EC=E8=F0=EE=E2=F3, 1984).
=C2 =ED=E8=E6=ED=E5=E9 =F7=E0=F1=F2=E8 =F0=E8=F1=F3=ED=EA=E0 =E4=E0=ED=FB=
=F1=EE=EF=F0=EE=E2=EE=E6=E4=E0=FE=F9=E8=E5 =F0=E5=F8=E5=ED=E8=E5 =F0=E5=
=F7=E5=E2=FB=E5 =F0=E0=F1=F1=F3=E6=E4=E5=ED=E8=FF. =D0=E5=E7=EA=EE=E5 =EF=
=E0=E4=E5=ED=E8=E5 =F1=EE=EF=F0=EE=F2=E8=E2=EB=E5=ED=E8=FF =EA=EE=E6=E8 =
=FF=E2=EB=FF=E5=F2=F1=FF =EF=EE=EA=E0=E7=E0=F2=E5=EB=E5=EC =FD=EC=EE=F6=E8=
=EE=ED=E0=EB=FC=ED=EE=E9 =E0=EA=F2=E8=E2=E0=F6=E8=E8 =E2 =EC=EE=EC=E5=ED=
=F2 =EF=F0=E8=ED=FF=F2=E8=FF =F0=E5=F8=E5=ED=E8=FF |
=D3 =F7=E5=EB=EE=E2=E5=EA=E0 =E8=EC=E5=E5=F2=F1=FF 2-3 =EC=E8=EB=EB=E8=
=EE=ED=E0 =EF=EE=F2=EE=E2=FB=F5 =E6=E5=EB=E5=E7, =ED=EE =EA=EE=EB=E8=F7=E5=
=F1=F2=E2=EE =E8=F5 =ED=E0 =F0=E0=E7=ED=FB=F5 =F3=F7=E0=F1=F2=EA=E0=F5 =F2=
=E5=EB=E5 =F1=E8=EB=FC=ED=EE =E2=E0=F0=FC=E8=F0=F3=E5=F2. =CD=E0=EF=F0=E8=
=EC=E5=F0, =ED=E0 =EB=E0=E4=EE=ED=FF=F5 =E8 =EF=EE=E4=EE=F8=E2=E0=F5 =EE=
=EA=EE=EB=EE 400 =EF=EE=F2=EE=E2=FB=F5 =E6=E5=EB=E5=E7 =ED=E0 =EE=E4=E8=ED=
=EA=E2=E0=E4=F0=E0=F2=ED=FB=E9 =F1=E0=ED=F2=E8=EC=E5=F2=F0 =EF=EE=E2=E5=
=F0=F5=ED=EE=F1=F2=E8 =EA=EE=E6=E8, =ED=E0 =EB=E1=F3 =EE=EA=EE=EB=EE 200=
, =ED=E0 =F1=EF=E8=ED=E5 =EE=EA=EE=EB=EE 60. =C2=FB=E4=E5=EB=E5=ED=E8=E5=
=E6=E5=EB=E5=E7=E0=EC=E8 =EF=EE=F2=E0 =EF=F0=EE=E8=F1=F5=EE=E4=E8=F2 =EF=
=EE=F1=F2=EE=FF=ED=ED=EE, =E4=E0=E6=E5 =EA=EE=E3=E4=E0 =ED=E0 =EA=EE=E6=E5=
=ED=E5 =EF=EE=FF=E2=EB=FF=E5=F2=F1=FF =ED=E8 =EA=E0=EF=EB=E8. =C2 =F2=E5=
=F7=E5=ED=E8=E8 =E4=ED=FF =E2=FB=E4=E5=EB=FF=E5=F2=F1=FF =EE=EA=EE=EB=EE=
=EF=EE=EB=F3=EB=E8=F2=F0=E0 =E6=E8=E4=EA=EE=F1=F2=E8. =CF=F0=E8 =E8=F1=EA=
=EB=FE=F7=E8=F2=E5=EB=FC=ED=EE =F1=E8=EB=FC=ED=EE=E9 =E6=E0=F0=E5 =EF=EE=
=F2=E5=F0=FF =E6=E8=E4=EA=EE=F1=F2=E8 =EC=EE=E6=E5=F2 =E4=EE=F1=F2=E8=E3=
=E0=F2=FC 3,5 =EB=E8=F2=F0=E0 =E2 =F7=E0=F1 =E8 14 =EB=E8=F2=F0=EE=E2 =E2=
=E4=E5=ED=FC (=F1=EC. =C2=E8=E4=E5=EE<=
/a>).
=D1=F3=F9=E5=
=F1=F2=E2=F3=E5=F2 =E4=E2=E0 =F2=E8=EF=E0 =EF=EE=F2=EE=E2=FB=F5 =E6=E5=EB=
=E5=E7: =E0=EF=EE=EA=F0=E8=ED=ED=FB=E5 =E8 =FD=EA=EA=F0=E8=ED=ED=
=FB=E5.
=C0=EF=
=EE=EA=F0=E8=ED=ED=FB=E5, =F0=E0=F1=EF=EE=EB=EE=E6=E5=ED=ED=FB=E5=
=E2 =EF=EE=E4=EC=FB=F8=E5=F7=ED=FB=F5 =E2=EF=E0=E4=E8=ED=E0=F5 =E8 =E2 =
=EF=E0=F5=F3, =EE=EF=F0=E5=E4=E5=EB=FF=FE=F2 =E7=E0=EF=E0=F5 =F2=E5=EB=E0=
=E8 =F0=E5=E0=E3=E8=F0=F3=FE=F2 =ED=E0 =F0=E0=E7=E4=F0=E0=E6=E8=F2=E5=EB=
=E8, =E2=FB=E7=FB=E2=E0=FE=F9=E8=E5 =F1=F2=F0=E5=F1=F1. =CE=ED=E8 =ED=E5=
=EF=EE=F1=F0=E5=E4=F1=F2=E2=E5=ED=ED=EE =ED=E5 =F1=E2=FF=E7=E0=ED=FB =F1=
=F0=E5=E3=F3=EB=FF=F6=E8=E5=E9 =F2=E5=EC=EF=E5=F0=E0=F2=F3=F0=FB =F2=E5=
=EB=E0.
=DD=EA=
=EA=F0=E8=ED=ED=FB=E5 =F0=E0=F1=EF=EE=EB=EE=E6=E5=ED=FB =EF=EE =E2=
=F1=E5=E9 =EF=EE=E2=E5=F0=F5=ED=EE=F1=F2=E8 =F2=E5=EB=E0 =E8 =E2=FB=E4=E5=
=EB=FF=FE=F2 =EE=E1=FB=F7=ED=FB=E9 =EF=EE=F2, =E3=EB=E0=E2=ED=FB=EC=E8 =EA=
=EE=EC=EF=EE=ED=E5=ED=F2=E0=EC=E8 =EA=EE=F2=EE=F0=EE=E3=EE =FF=E2=EB=FF=FE=
=F2=F1=FF =E2=EE=E4=E0 =E8 =F5=EB=EE=F0=E8=F1=F2=FB=E9 =ED=E0=F2=F0=E8=E9=
. =C8=F5 =E3=EB=E0=E2=ED=E0=FF =F4=F3=ED=EA=F6=E8=FF — =F2=E5=F0=EC=
=EE=F0=E5=E3=F3=EB=FF=F6=E8=FF, =F2.=E5. =EF=EE=E4=E4=E5=F0=E6=E0=ED=E8=E5=
=EF=EE=F1=F2=EE=FF=ED=ED=EE=E9 =F2=E5=EC=EF=E5=F0=E0=F2=F3=F0=FB =F2=E5=
=EB=E0. =CE=E4=ED=E0=EA=EE =F2=E5 =FD=EA=EA=F0=E8=ED=ED=FB=E5 =E6=E5=EB=E5=
=E7=FB, =EA=EE=F2=EE=F0=FB=E5 =F0=E0=F1=EF=EE=EB=EE=E6=E5=ED=FB =ED=E0 =EB=
=E0=E4=EE=ED=FF=F5 =E8 =EF=EE=E4=EE=F8=E2=E0=F5 =ED=EE=E3, =E0 =F2=E0=EA=
=E6=E5 =ED=E0 =EB=E1=F3 =E8 =EF=EE=E4 =EC=FB=F8=EA=E0=EC=E8 — =F0=E5=
=E0=E3=E8=F0=F3=FE=F2 =E2 =EE=F1=ED=EE=E2=ED=EE=EC =ED=E0 =E2=ED=E5=F8=ED=
=E8=E5 =F0=E0=E7=E4=F0=E0=E6=E8=F2=E5=EB=E8 =E8 =F1=F2=F0=E5=F1=F1=EE=E2=
=FB=E5 =E2=EE=E7=E4=E5=E9=F1=F2=E2=E8=FF.
=C2 =EF=F1=E8=
=F5=EE=F4=E8=E7=E8=EE=EB=EE=E3=E8=E8 =FD=EB=E5=EA=F2=F0=E8=F7=E5=F1=EA=F3=
=FE =E0=EA=F2=E8=E2=ED=EE=F1=F2=FC =EA=EE=E6=E8 =E8=F1=EF=EE=EB=FC=E7=F3=
=FE=F2 =EA=E0=EA =EF=EE=EA=E0=E7=E0=F2=E5=EB=FC "=FD=EC=EE=F6=E8=EE=ED=E0=
=EB=FC=ED=EE=E3=EE" =EF=EE=F2=EE=EE=F2=E4=E5=EB=E5=ED=E8=FF. =CA=E0=EA =EF=
=F0=E0=E2=E8=EB=EE, =E5=E5 =F0=E5=E3=E8=F1=F2=F0=E8=F0=F3=FE=F2 =F1 =EA=EE=
=ED=F7=E8=EA=EE=E2 =EF=E0=EB=FC=F6=E5=E2 =E8=EB=E8 =EB=E0=E4=EE=ED=E8, =F5=
=EE=F2=FF =EC=EE=E6=ED=EE =E8=E7=EC=E5=F0=FF=F2=FC =E8 =F1 =EF=EE=E4=EE=F8=
=E2 =ED=EE=E3, =E8 =F1=EE =EB=E1=E0. =D1=EB=E5=E4=F3=E5=F2 =F1=EA=E0=E7=E0=
=F2=FC, =EE=E4=ED=E0=EA=EE, =F7=F2=EE =EF=F0=E8=F0=EE=E4=E0 =CA=C3=D0 (=EA=EE=E6=ED=EE-=E3=E0=EB=FC=E2=E0=ED=
=E8=F7=E5=F1=EA=E0=FF =F0=E5=E0=EA=F6=E8=FF) - =E8=E7=EC=E5=ED=E5=ED=
=E8=E5 =FD=EB=E5=EA=F2=F0=E8=F7=E5=F1=EA=EE=E9 =E0=EA=F2=E8=E2=ED=EE=F1=F2=
=E8 =EA=EE=E6=E8; =E8=E7=EC=E5=F0=FF=E5=F2=F1=FF =E2 =E4=E2=F3=F5 =E2=E0=
=F0=E8=E0=ED=F2=E0=F5 =ED=E0 =EE=F1=ED=EE=E2=E5 =EE=F6=E5=ED=EA=E8 =FD=EB=
=E5=EA=F2=F0=E8=F7=E5=F1=EA=EE=E3=EE =F1=EE=EF=F0=EE=F2=E8=E2=EB=E5=ED=E8=
=FF =E8=EB=E8 =EF=F0=EE=E2=EE=E4=E8=EC=EE=F1=F2=E8 =F0=E0=E7=EB=E8=F7=ED=
=FB=F5 =F3=F7=E0=F1=F2=EA=EE=E2 =EA=EE=E6=E8; =E8=F1=EF=EE=EB=FC=E7=F3=E5=
=F2=F1=FF =EF=F0=E8 =E4=E8=E0=E3=ED=EE=F1=F2=E8=EA=E5 =F4=F3=ED=EA=F6=E8=
=EE=ED=E0=EB=FC=ED=FB=F5 =F1=EE=F1=F2=EE=FF=ED=E8=E9 =E8 =FD=EC=EE=F6=E8=
=EE=ED=E0=EB=FC=ED=FB=F5 =F0=E5=E0=EA=F6=E8=E9 =F7=E5=EB=EE=E2=E5=EA=E0.=
');" onmouseout=3Dnd(); href=3D"javascript:void(0);">=CA=C3=D0, =E8=EB=E8 =DD=C0=CA, =E5=F9=E5 =E4=EE =F1=E8=F5=
=EF=EE=F0 =ED=E5 =FF=F1=ED=E0.
2.3. =CF=EE=EA=E0=E7=E0=F2=E5=EB=E8 =F0=E0=E1=EE=F2=FB =F1=E5=F0=E4=E5=
=F7=ED=EE-=F1=EE=F1=F3=E4=E8=F1=F2=EE=E9 =F1=E8=F1=F2=E5=EC=FB
=D1=E5=F0=E4=E5=F7=ED=EE-=F1=EE=F1=F3=E4=E8=F1=F2=E0=FF =F1=E8=F1=F2=E5=
=EC=E0 =E2=FB=EF=EE=EB=ED=FF=E5=F2 =E2=E8=F2=E0=EB=FC=ED=FB=E5 =F4=F3=ED=
=EA=F6=E8=E8, =EE=E1=E5=F1=EF=E5=F7=E8=E2=E0=FF =EF=EE=F1=F2=EE=FF=ED=F1=
=F2=E2=EE =E6=E8=E7=ED=E5=ED=ED=EE=E9 =F1=F0=E5=E4=FB =EE=F0=E3=E0=ED=E8=
=E7=EC=E0. =D1=E5=F0=E4=E5=F7=ED=E0=FF =EC=FB=F8=F6=E0 =E8 =EA=F0=EE=E2=E5=
=ED=EE=F1=ED=FB=E5 =F1=EE=F1=F3=E4=FB =E4=E5=E9=F1=F2=E2=F3=FE=F2 =F1=EE=
=E3=EB=E0=F1=EE=E2=E0=ED=ED=EE, =F7=F2=EE=E1=FB =F3=E4=EE=E2=EB=E5=F2=E2=
=EE=F0=FF=F2=FC =EF=EE=F1=F2=EE=FF=ED=ED=EE =EC=E5=ED=FF=FE=F9=E8=E5=F1=FF=
=EF=EE=F2=F0=E5=E1=ED=EE=F1=F2=E8 =F0=E0=E7=EB=E8=F7=ED=FB=F5 =EE=F0=E3=
=E0=ED=EE=E2 =E8 =F1=EB=F3=E6=E8=F2=FC =F1=E5=F2=FC=FE =E4=EB=FF =F1=ED=E0=
=E1=E6=E5=ED=E8=FF =E8 =F1=E2=FF=E7=E8, =EF=EE=F1=EA=EE=EB=FC=EA=F3 =F1 =
=EA=F0=EE=E2=EE=F2=EE=EA=EE=EC =EF=E5=F0=E5=ED=EE=F1=FF=F2=F1=FF =EF=E8=F2=
=E0=F2=E5=EB=FC=ED=FB=E5 =E2=E5=F9=E5=F1=F2=E2=E0, =E3=E0=E7=FB, =EF=F0=EE=
=E4=F3=EA=F2=FB =F0=E0=F1=EF=E0=E4=E0, =E3=EE=F0=EC=EE=ED=FB.
- =C8=ED=E4=E8=EA=E0=F2=EE=F0=FB =E0=EA=F2=E8=E2=ED=EE=F1=F2=E8=
=F1=E5=F0=E4=E5=F7=ED=EE-=F1=EE=F1=F3=E4=E8=F1=F2=EE=E9 =F1=E8=F1=F2=E5=
=EC=FB =E2=EA=EB=FE=F7=E0=FE=F2:
- =F0=E8=F2=EC =F1=E5=F0=E4=F6=E0 (=D0=D1) — =F7=E0=F1=F2=EE=F2=F3=
=F1=E5=F0=E4=E5=F7=ED=FB=F5 =F1=EE=EA=F0=E0=F9=E5=ED=E8=E9 (=D7=D1=D1);=
=
- =F1=E8=EB=F3 =F1=EE=EA=F0=E0=F9=E5=ED=E8=E9 =F1=E5=F0=E4=F6=E0 &mdas=
h; =F1=E8=EB=F3, =F1 =EA=EE=F2=EE=F0=EE=E9 =F1=E5=F0=E4=F6=E5 =ED=E0=EA=E0=
=F7=E8=E2=E0=E5=F2 =EA=F0=EE=E2=FC; =
- =EC=E8=ED=F3=F2=ED=FB=E9 =EE=E1=FA=E5=EC =F1=E5=F0=E4=F6=E0 — =
=EA=EE=EB=E8=F7=E5=F1=F2=E2=EE =EA=F0=EE=E2=E8, =EF=F0=EE=F2=E0=EB=EA=E8=
=E2=E0=E5=EC=EE=E5 =F1=E5=F0=E4=F6=E5=EC =E2 =EE=E4=ED=F3 =EC=E8=ED=F3=F2=
=F3; =E0=F0=F2=E5=F0=E8=E0=EB=FC=ED=EE=E5 =E4=E0=E2=EB=E5=ED=E8=E5 (=C0=C4=
); =
- =F0=E5=E3=E8=EE=ED=E0=EB=FC=ED=FB=E9 =EA=F0=EE=E2=EE=F2=EE=EA &mdash=
; =EF=EE=EA=E0=E7=E0=F2=E5=EB=E8 =EB=EE=EA=E0=EB=FC=ED=EE=E3=EE =F0=E0=F1=
=EF=F0=E5=E4=E5=EB=E5=ED=E8=FF =EA=F0=EE=E2=E8. =C4=EB=FF =E8=E7=EC=E5=F0=
=E5=ED=E8=FF =EC=EE=E7=E3=EE=E2=EE=E3=EE =EA=F0=EE=E2=EE=F2=EE=EA=E0 =EF=
=EE=EB=F3=F7=E8=EB=E8 =F0=E0=F1=EF=F0=EE=F1=F2=F0=E0=ED=E5=ED=E8=E5 =EC=E5=
=F2=EE=E4=FB =F2=EE=EC=EE=E3=F0=E0=F4=E8=E8 =E8 =F0=E5=EE=E3=F0=E0=F4=E8=
=E8 (=F1=EC. =EF. 2.1). =
=D1=F0=E5=E4=E8 =EF=EE=EA=E0=E7=E0=F2=E5=EB=E5=E9 =F1=E5=F0=E4=E5=F7=ED=
=EE-=F1=EE=F1=F3=E4=E8=F1=F2=EE=E9 =F1=E8=F1=F2=E5=EC=FB =F7=E0=F1=F2=EE=
=E8=F1=EF=EE=EB=FC=E7=F3=FE=F2 =F2=E0=EA=E6=E5 =F1=F0=E5=E4=ED=FE=FE =F7=
=E0=F1=F2=EE=F2=F3 =EF=F3=EB=FC=F1=E0 =E8 =E5=E5 =E4=E8=F1=EF=E5=F0=F1=E8=
=FE.
=D3 =E2=E7=F0=
=EE=F1=EB=EE=E3=EE =F7=E5=EB=EE=E2=E5=EA=E0 =E2 =F1=EE=F1=F2=EE=FF=ED=E8=
=E8 =EE=F2=ED=EE=F1=E8=F2=E5=EB=FC=ED=EE=E3=EE =EF=EE=EA=EE=FF =F1=E8=F1=
=F2=EE=EB=E8=F7=E5=F1=EA=E8=E9 =EE=E1=FA=E5=EC =EA=E0=E6=E4=EE=E3=EE =E6=
=E5=EB=F3=E4=EE=F7=EA=E0 =F1=EE=F1=F2=E0=E2=EB=FF=E5=F2 70-80 =EC=EB. =CC=
=E8=ED=F3=F2=ED=FB=E9 =EE=E1=FA=E5=EC =F1=E5=F0=E4=F6=E0 — =EA=EE=EB=
=E8=F7=E5=F1=F2=E2=EE =EA=F0=EE=E2=E8, =EA=EE=F2=EE=F0=EE=E5 =F1=E5=F0=E4=
=F6=E5 =E2=FB=E1=F0=E0=F1=FB=E2=E0=E5=F2 =E2 =EB=E5=E3=EE=F7=ED=FB=E9 =F1=
=F2=E2=EE=EB =E8 =E0=EE=F0=F2=F3 =E7=E0 1 =EC=E8=ED — =E8=E7=EC=E5=
=F0=FF=E5=F2=F1=FF =EA=E0=EA =EF=F0=EE=E8=E7=E2=E5=E4=E5=ED=E8=E5 =E2=E5=
=EB=E8=F7=E8=ED=FB =F1=E8=F1=F2=EE=EB=E8=F7=E5=F1=EA=EE=E3=EE =EE=E1=FA=E5=
=EC=E0 =ED=E0 =F7=E0=F1=F2=EE=F2=F3 =F1=E5=F0=E4=E5=F7=ED=FB=F5 =F1=EE=EA=
=F0=E0=F9=E5=ED=E8=E9 =E2 1 =EC=E8=ED. =C2 =EF=EE=EA=EE=E5 =EC=E8=ED=F3=F2=
=ED=FB=E9 =EE=E1=FA=E5=EC =F1=EE=F1=F2=E0=E2=EB=FF=E5=F2 3-5 =EB. =CF=F0=
=E8 =E8=ED=F2=E5=ED=F1=E8=E2=ED=EE=E9 =F0=E0=E1=EE=F2=E5 =EC=E8=ED=F3=F2=
=ED=FB=E9 =EE=E1=FA=E5=EC =EC=EE=E6=E5=F2 =F1=F3=F9=E5=F1=F2=E2=E5=ED=ED=
=EE =F3=E2=E5=EB=E8=F7=E8=E2=E0=F2=FC=F1=FF =E4=EE 25-30 =EB., =EF=F0=E8=
=F7=E5=EC =ED=E0 =EF=E5=F0=E2=FB=F5 =FD=F2=E0=EF=E0=F5 =EC=E8=ED=F3=F2=ED=
=FB=E9 =EE=E1=FA=E5=EC =F1=E5=F0=E4=F6=E0 =F0=E0=F1=F2=E5=F2 =E7=E0 =F1=F7=
=E5=F2 =EF=EE=E2=FB=F8=E5=ED=E8=FF =E2=E5=EB=E8=F7=E8=ED=FB =F1=E8=F1=F2=
=EE=EB=E8=F7=E5=F1=EA=EE=E3=EE =EE=E1=FA=E5=EC=E0, =E0 =EF=F0=E8 =E1=EE=EB=
=FC=F8=E8=F5 =ED=E0=E3=F0=F3=E7=EA=E0=F5 =E2 =EE=F1=ED=EE=E2=ED=EE=EC =E7=
=E0 =F1=F7=E5=F2 =F3=E2=E5=EB=E8=F7=E5=ED=E8=FF =F1=E5=F0=E4=E5=F7=ED=EE=
=E3=EE =F0=E8=F2=EC=E0.
=C0=F0=F2=E5=F0=E8=E0=EB=FC=ED=EE=E5 =E4=E0=E2=EB=E5=ED=E8=
=E5 — =EE=E1=F9=E5=E8=E7=E2=E5=F1=F2=ED=FB=E9 =EF=EE=EA=E0=
=E7=E0=F2=E5=EB=FC =F0=E0=E1=EE=F2=FB =F1=E5=F0=E4=E5=F7=ED=EE-=F1=EE=F1=
=F3=E4=E8=F1=F2=EE=E9 =F1=E8=F1=F2=E5=EC=FB. =CE=ED=EE =F5=E0=F0=E0=EA=F2=
=E5=F0=E8=E7=F3=E5=F2 =F1=E8=EB=F3 =ED=E0=EF=EE=F0=E0 =EA=F0=EE=E2=E8 =E2=
=E0=F0=F2=E5=F0=E8=FF=F5. =C0=C4 =E8=E7=EC=E5=ED=FF=E5=F2=F1=FF =ED=E0 =
=EF=F0=EE=F2=FF=E6=E5=ED=E8=E8 =F1=E5=F0=E4=E5=F7=ED=EE=E3=EE =F6=E8=EA=EB=
=E0, =EE=ED=EE =E4=EE=F1=F2=E8=E3=E0=E5=F2 =EC=E0=EA=F1=E8=EC=F3=EC=E0 =E2=
=EE =E2=F0=E5=EC=FF =F1=E8=F1=F2=EE=EB=FB (=F1=EE=EA=F0=E0=F9=E5=ED=E8=FF=
=F1=E5=F0=E4=F6=E0) =E8 =EF=E0=E4=E0=E5=F2 =E4=EE =EC=E8=ED=E8=EC=F3=EC=
=E0 =E2 =E4=E8=E0=F1=F2=EE=EB=E5, =EA=EE=E3=E4=E0 =F1=E5=F0=E4=F6=E5 =F0=
=E0=F1=F1=EB=E0=E1=EB=FF=E5=F2=F1=FF =EF=E5=F0=E5=E4 =F1=EB=E5=E4=F3=FE=F9=
=E8=EC =F1=EE=EA=F0=E0=F9=E5=ED=E8=E5=EC. =CD=EE=F0=EC=E0=EB=FC=ED=EE=E5=
=E0=F0=F2=E5=F0=E8=E0=EB=FC=ED=EE=E5 =E4=E0=E2=EB=E5=ED=E8=E5 =E7=E4=EE=
=F0=EE=E2=EE=E3=EE =F7=E5=EB=EE=E2=E5=EA=E0 =E2 =EF=EE=EA=EE=E5 =EE=EA=EE=
=EB=EE 130 / 70 =EC=EC =F0=F2.=F1=F2., =E3=E4=E5 130 — =F1=E8=F1=F2=
=EE=EB=E8=F7=E5=F1=EA=EE=E5 =E4=E0=E2=EB=E5=ED=E8=E5 =C0=C4, =E0 70 &mda=
sh; =E4=E8=E0=F1=F2=EE=EB=E8=F7=E5=F1=EA=EE=E5 =C0=C4. =CF=F3=EB=FC=F1=EE=
=E2=EE=E5 =E4=E0=E2=EB=E5=ED=E8=E5 =F0=E0=E7=ED=EE=F1=F2=FC =EC=E5=E6=E4=
=F3 =F1=E8=F1=F2=EE=EB=E8=F7=E5=F1=EA=E8=EC =E8 =E4=E8=E0=F1=F2=EE=EB=E8=
=F7=E5=F1=EA=E8=EC =E4=E0=E2=EB=E5=ED=E8=E5=EC, =E8 =E2 =ED=EE=F0=EC=E5 =
=F1=EE=F1=F2=E0=E2=EB=FF=E5=F2 =EE=EA=EE=EB=EE 60 =EC=EC =F0=F2.=F1=F2.<=
br>
=D0=E8=F2=EC =F1=E5=F0=E4=F6=E0 — =EF=EE=EA=
=E0=E7=E0=F2=E5=EB=FC, =F7=E0=F1=F2=EE =E8=F1=EF=EE=EB=FC=E7=F3=E5=EC=FB=
=E9 =E4=EB=FF =E4=E8=E0=E3=ED=EE=F1=F2=E8=EA=E8 =F4=F3=ED=EA=F6=E8=EE=ED=
=E0=EB=FC=ED=EE=E3=EE =F1=EE=F1=F2=EE=FF=ED=E8=FF =F7=E5=EB=EE=E2=E5=EA=E0=
, =E7=E0=E2=E8=F1=E8=F2 =EE=F2 =E2=E7=E0=E8=EC=EE=E4=E5=E9=F1=F2=E2=E8=FF=
=F1=E8=EC=EF=E0=F2=E8=F7=E5=F1=EA=E8=F5 =E8 =EF=E0=F0=E0=F1=E8=EC=EF=E0=
=F2=E8=F7=E5=F1=EA=E8=F5 =E2=EB=E8=FF=ED=E8=E9 =E8=E7 =E2=E5=E3=E5=F2=E0=
=F2=E8=E2=ED=EE=E9 =ED=E5=F0=E2=ED=EE=E9 =F1=E8=F1=F2=E5=EC=FB. =CF=F0=E8=
=FD=F2=EE=EC =E2=EE=E7=F0=E0=F1=F2=E0=ED=E8=E5 =ED=E0=EF=F0=FF=E6=E5=ED=
=ED=EE=F1=F2=E8 =E2 =F0=E0=E1=EE=F2=E5 =F1=E5=F0=E4=F6=E0 =EC=EE=E6=E5=F2=
=E2=EE=E7=ED=E8=EA=E0=F2=FC =EF=EE =E4=E2=F3=EC =EF=F0=E8=F7=E8=ED=E0=EC=
— =E2 =F0=E5=E7=F3=EB=FC=F2=E0=F2=E5 =F3=F1=E8=EB=E5=ED=E8=FF =F1=
=E8=EC=EF=E0=F2=E8=F7=E5=F1=EA=EE=E9 =E0=EA=F2=E8=E2=ED=EE=F1=F2=E8 =E8 =
=F1=ED=E8=E6=E5=ED=E8=FF =EF=E0=F0=E0=F1=E8=EC=EF=E0=F2=E8=F7=E5=F1=EA=EE=
=E9.
=DD=EB=E5=EA=F2=F0=EE=EA=E0=F0=E4=E8=EE=E3=F0=
=E0=EC=EC=E0 (=DD=CA=C3) — =E7=E0=EF=E8=F1=FC =FD=EB=E5=EA=F2=
=F0=E8=F7=E5=F1=EA=E8=F5 =EF=F0=EE=F6=E5=F1=F1=EE=E2, =F1=E2=FF=E7=E0=ED=
=ED=FB=F5 =F1 =F1=EE=EA=F0=E0=F9=E5=ED=E8=E5=EC =F1=E5=F0=E4=E5=F7=ED=EE=
=E9 =EC=FB=F8=F6=FB. =C2=EF=E5=F0=E2=FB=E5 =E1=FB=EB=E0 =F1=E4=E5=EB=
=E0=ED=E0 =E2 1903 =E3. =DD=E9=ED=F2=F5=EE=E2=E5=ED=EE=EC. =D1 =EF=EE=EC=
=EE=F9=FC=FE =EA=EB=E8=ED=E8=F7=E5=F1=EA=E8=F5 =E8 =E4=E8=E0=E3=ED=EE=F1=
=F2=E8=F7=E5=F1=EA=E8=F5 =F3=F1=F2=E0=ED=EE=E2=EE=EA =DD=CA=C3 =EC=EE=E6=
=ED=EE =F0=E5=E3=E8=F1=F2=F0=E8=F0=EE=E2=E0=F2=FC, =E8=F1=EF=EE=EB=FC=E7=
=F3=FF =E4=EE 12 =F0=E0=E7=EB=E8=F7=ED=FB=F5 =EF=E0=F0 =EE=F2=E2=E5=E4=E5=
=ED=E8=E9; =EF=EE=EB=EE=E2=E8=ED=E0 =E8=F5 =F1=E2=FF=E7=E0=ED=E0 =F1 =E3=
=F0=F3=E4=ED=EE=E9 =EA=EB=E5=F2=EA=EE=E9, =E0 =E4=F0=F3=E3=E0=FF =EF=EE=EB=
=EE=E2=E8=ED=E0 — =F1 =EA=EE=ED=E5=F7=ED=EE=F1=F2=FF=EC=E8. =CA=E0=
=E6=E4=E0=FF =EF=E0=F0=E0 =FD=EB=E5=EA=F2=F0=EE=E4=EE=E2 =F0=E5=E3=E8=F1=
=F2=F0=E8=F0=F3=E5=F2 =F0=E0=E7=ED=EE=F1=F2=FC =EF=EE=F2=E5=ED=F6=E8=E0=EB=
=EE=E2 =EC=E5=E6=E4=F3 =E4=E2=F3=EC=FF =F1=F2=EE=F0=EE=ED=E0=EC=E8 =F1=E5=
=F0=E4=F6=E0, =E8 =F0=E0=E7=ED=FB=E5 =EF=E0=F0=FB =E4=E0=FE=F2 =ED=E5=F1=
=EA=EE=EB=FC=EA=EE =F0=E0=E7=EB=E8=F7=ED=F3=FE =E8=ED=F4=EE=F0=EC=E0=F6=E8=
=FE =EE =EF=EE=EB=EE=E6=E5=ED=E8=E8 =F1=E5=F0=E4=F6=E0 =E2 =E3=F0=F3=E4=ED=
=EE=E9 =EA=EB=E5=F2=EA=E5 =E8 =EE =EC=E5=F5=E0=ED=E8=E7=EC=E0=F5 =E5=E3=EE=
=F1=EE=EA=F0=E0=F9=E5=ED=E8=FF. =CF=F0=E8 =E7=E0=E1=EE=EB=E5=E2=E0=ED=E8=
=FF=F5 =F1=E5=F0=E4=F6=E0 =E2 =EE=E4=ED=EE=EC =E8=EB=E8 =ED=E5=F1=EA=EE=EB=
=FC=EA=E8=F5 =EE=F2=E2=E5=E4=E5=ED=E8=FF=F5 =EC=EE=E3=F3=F2 =EE=E1=ED=E0=
=F0=F3=E6=E8=E2=E0=F2=FC=F1=FF =EE=F2=EA=EB=EE=ED=E5=ED=E8=FF =EE=F2 =ED=
=EE=F0=EC=E0=EB=FC=ED=EE=E9 =F4=EE=F0=EC=FB =DD=CA=C3, =E8 =FD=F2=EE =F1=
=F3=F9=E5=F1=F2=E2=E5=ED=ED=EE =EF=EE=EC=EE=E3=E0=E5=F2 =EF=F0=E8 =EF=EE=
=F1=F2=E0=ED=EE=E2=EA=E5 =E4=E8=E0=E3=ED=EE=E7=E0.
|
=C0=EC=EF=EB=E8=F2=F3=E4=ED=
=EE-=F7=E0=F1=F2=EE=F2=ED=FB=E5 =F1=EE=EE=F2=ED=EE=F8=E5=ED=E8=FF =E1=E8=
=EE=FD=EB=E5=EA=F2=F0=E8=F7=E5=F1=EA=E8=F5 =F1=E8=E3=ED=E0=EB=EE=E2 (=DD=
=DD=C3, =DD=CC=C3, =DD=CE=C3, =DD=CA=C3) (=EF=EE =C2.=C2. =C3=ED=E5=E7=E4=
=E8=F6=EA=EE=EC=F3, 1997) |
=C2 =EF=F1=E8=F5=EE=F4=E8=E7=E8=EE=EB=EE=E3=E8=
=E8 =DD=CA=C3 =E2 =EE=F1=ED=EE=E2=ED=EE=EC =E8=F1=EF=EE=EB=FC=E7=F3=E5=F2=
=F1=FF =E4=EB=FF =E8=E7=EC=E5=F0=E5=ED=E8=FF =F7=E0=F1=F2=EE=F2=FB =F1=EE=
=EA=F0=E0=F9=E5=ED=E8=FF =E6=E5=EB=F3=E4=EE=F7=EA=EE=E2. =D1 =FD=F2=EE=E9=
=F6=E5=EB=FC=FE =EF=F0=E8=EC=E5=ED=FF=FE=F2 =EF=F0=E8=E1=EE=F0 =EA=E0=F0=
=E4=E8=EE=F2=E0=F5=EE=EC=E5=F2=F0. =D0=E8=F2=EC =F1=E5=F0=E4=F6=E0, =E7=E0=
=F0=E5=E3=E8=F1=F2=F0=E8=F0=EE=E2=E0=ED=ED=FB=E9 =F1 =EF=EE=EC=EE=F9=FC=FE=
=EA=E0=F0=E4=E8=EE=F2=E0=F5=EE=EC=E5=F2=F0=E0, =EA=E0=EA =EF=F0=E0=E2=E8=
=EB=EE, =F1=EE=EE=F2=E2=E5=F2=F1=F2=E2=F3=E5=F2 =F7=E0=F1=F2=EE=F2=E5 =EF=
=F3=EB=FC=F1=E0, =F2.=E5. =F7=E8=F1=EB=F3 =E2=EE=EB=ED =E4=E0=E2=EB=E5=ED=
=E8=FF, =F0=E0=F1=EF=F0=EE=F1=F2=F0=E0=ED=FF=FE=F9=E8=F5=F1=FF =E2=E4=EE=
=EB=FC =EF=E5=F0=E8=F4=E5=F0=E8=F7=E5=F1=EA=E8=F5 =E0=F0=F2=E5=F0=E8=E9 =
=E7=E0 =EE=E4=ED=F3 =EC=E8=ED=F3=F2=F3. =C2 =ED=E5=EA=EE=F2=EE=F0=FB=F5 =
=F1=EB=F3=F7=E0=FF=F5 =FD=F2=E8 =E2=E5=EB=E8=F7=E8=ED=FB, =EE=E4=ED=E0=EA=
=EE, =ED=E5 =F1=EE=E2=EF=E0=E4=E0=FE=F2.
=C8=F1=F1=
=EB=E5=E4=EE=E2=E0=ED=E8=E5 =ED=E5=E9=F0=EE=E3=F3=EC=EE=F0=E0=EB=FC=ED=EE=
=E9 =F0=E5=E3=F3=EB=FF=F6=E8=E8 =F0=E8=F2=EC=E0 =F1=E5=F0=E4=F6=E0 =FF=E2=
=EB=FF=E5=F2=F1=FF =EE=E4=ED=E8=EC =E8=E7 =ED=E0=E8=E1=EE=EB=E5=E5 =F0=E0=
=F1=EF=F0=EE=F1=F2=F0=E0=ED=E5=ED=ED=FB=F5 =EF=EE=E4=F5=EE=E4=EE=E2 =EA =
=EE=F6=E5=ED=EA=E5 =F1=EE=F1=F2=EE=FF=ED=E8=FF =E0=E4=E0=EF=F2=E0=F6=E8=EE=
=ED=ED=FB=F5 =E2=EE=E7=EC=EE=E6=ED=EE=F1=F2=E5=E9 =EE=F0=E3=E0=ED=E8=E7=EC=
=E0 =F7=E5=EB=EE=E2=E5=EA=E0. =C4=EB=FF =E8=F1=F1=EB=E5=E4=EE=E2=E0=ED=E8=
=FF =E2=E5=E3=E5=F2=E0=F2=E8=E2=ED=EE=E3=EE =F2=EE=ED=F3=F1=E0 =F8=E8=F0=
=EE=EA=EE =E8=F1=EF=EE=EB=FC=E7=F3=FE=F2=F1=FF =E7=E0=EF=E8=F1=E8 =DD=CA=
=C3 =E8=EB=E8 =EA=E0=F0=E4=E8=EE=E8=ED=F2=E5=F0=E2=E0=EB=EE=E3=F0=E0=EC=EC=
=FB (=CA=C8=C3). =CD=E0=E8=E1=EE=EB=E5=E5 =F0=E0=F1=EF=F0=EE=F1=F2=F0=E0=
=ED=E5=ED=ED=FB=EC =FF=E2=EB=FF=E5=F2=F1=FF =EC=E5=F2=EE=E4 =EE=E1=F0=E0=
=E1=EE=F2=EA=E8 =EA=E0=F0=E4=E8=EE=E8=ED=F2=E5=F0=E2=E0=EB=EE=E2 =F1 =EF=
=EE=EC=EE=F9=FC=FE =E3=E8=F1=F2=EE=E3=F0=E0=F4=E8=F7=E5=F1=EA=EE=E3=EE =E0=
=ED=E0=EB=E8=E7=E0: =E2=FB=F7=E8=F1=EB=FF=E5=F2=F1=FF =EC=EE=E4=E0 =F0=E0=
=F1=EF=F0=E5=E4=E5=EB=E5=ED=E8=FF, =E5=E5 =E0=EC=EF=EB=E8=F2=F3=E4=E0 =E8=
=E2=E0=F0=E8=E0=F6=E8=EE=ED=ED=FB=E9 =F0=E0=E7=EC=E0=F5 =E8 =ED=E0 =EE=F1=
=ED=EE=E2=E0=ED=E8=E8 =FD=F2=E8=F5 =EF=E0=F0=E0=EC=E5=F2=F0=EE=E2 =E2=FB=
=F7=E8=F1=EB=FF=EB=F1=FF =E8=ED=F2=E5=E3=F0=E0=EB=FC=ED=FB=E9 =EF=EE=EA=E0=
=E7=E0=F2=E5=EB=FC — =E8=ED=E4=E5=EA=F1 =ED=E0=EF=F0=FF=E6=E5=ED=E8=
=FF (=C8=CD). =C8=ED=E4=E5=EA=F1 =ED=E0=EF=F0=FF=E6=E5=ED=E8=FF =EF=F0=EE=
=EF=EE=F0=F6=E8=EE=ED=E0=EB=E5=ED =F1=F0=E5=E4=ED=E5=E9 =F7=E0=F1=F2=EE=F2=
=E5 =F1=E5=F0=E4=E5=F7=ED=FB=F5 =F1=EE=EA=F0=E0=F9=E5=ED=E8=E9 =E8 =EE=E1=
=F0=E0=F2=ED=EE =EF=F0=EE=EF=EE=F0=F6=E8=EE=ED=E0=EB=E5=ED =E4=E8=E0=EF=E0=
=E7=EE=ED=F3, =E2 =EA=EE=F2=EE=F0=EE=EC =E2=E0=F0=FC=E8=F0=F3=E5=F2 =E8=ED=
=F2=E5=F0=E2=E0=EB =EC=E5=E6=E4=F3 =E4=E2=F3=EC=FF =F3=E4=E0=F0=E0=EC=E8=
=F1=E5=F0=E4=F6=E0.
=D1 =ED=E0=F7=
=E0=EB=E0 60-=F5 =E3=E3. =ED=E0=F7=E0=EB=E8 =E8=F1=EF=EE=EB=FC=E7=EE=E2=E0=
=F2=FC=F1=FF =F0=E0=E7=EB=E8=F7=ED=FB=E5 =F1=EF=E5=EA=F2=F0=E0=EB=FC=ED=FB=
=E5 =EC=E5=F2=EE=E4=FB =E0=ED=E0=EB=E8=E7=E0 RR-=E8=ED=F2=E5=F0=E2=E0=EB=
=EE=E2.
=CF=EB=E5=F2=E8=E7=EC=EE=E3=F0=E0=F4=E8=FF — =EC=E5=F2=
=EE=E4 =F0=E5=E3=E8=F1=F2=F0=E0=F6=E8=E8 =F1=EE=F1=F3=E4=E8=F1=F2=FB=F5 =
=F0=E5=E0=EA=F6=E8=E9 =EE=F0=E3=E0=ED=E8=E7=EC=E0. =CF=EB=E5=F2=E8=E7=
=EC=EE=E3=F0=E0=F4=E8=FF =EE=F2=F0=E0=E6=E0=E5=F2 =E8=E7=EC=E5=ED=E5=ED=E8=
=FF =E2 =EE=E1=FA=E5=EC=E5 =EA=EE=ED=E5=F7=ED=EE=F1=F2=E8 =E8=EB=E8 =EE=F0=
=E3=E0=ED=E0, =E2=FB=E7=E2=E0=ED=ED=FB=E5 =E8=E7=EC=E5=ED=E5=ED=E8=FF=EC=
=E8 =EA=EE=EB=E8=F7=E5=F1=F2=E2=E0 =ED=E0=F5=EE=E4=FF=F9=E5=E9=F1=FF =E2=
=ED=E8=F5 =EA=F0=EE=E2=E8. =CA=EE=ED=E5=F7=ED=EE=F1=F2=FC =F7=E5=EB=EE=E2=
=E5=EA=E0 =E2 =E8=E7=EE=EB=E8=F0=F3=FE=F9=E5=E9 =EF=E5=F0=F7=E0=F2=EA=E5=
=EF=EE=EC=E5=F9=E0=FE=F2 =E2=ED=F3=F2=F0=FC =F1=EE=F1=F3=E4=E0 =F1 =E6=E8=
=E4=EA=EE=F1=F2=FC=FE, =EA=EE=F2=EE=F0=FB=E9 =F1=EE=E5=E4=E8=ED=E5=ED =F1=
=EC=E0=ED=EE=EC=E5=F2=F0=EE=EC =E8 =F0=E5=E3=E8=F1=F2=F0=E8=F0=F3=FE=F9=
=E8=EC =F3=F1=F2=F0=EE=E9=F1=F2=E2=EE=EC. =C8=E7=EC=E5=ED=E5=ED=E8=FF =E4=
=E0=E2=EB=E5=ED=E8=FF =EA=F0=EE=E2=E8 =E8 =EB=E8=EC=F4=FB =E2 =EA=EE=ED=E5=
=F7=ED=EE=F1=F2=E8 =ED=E0=F5=EE=E4=FF=F2 =EE=F2=F0=E0=E6=E5=ED=E8=E5 =E2=
=F4=EE=F0=EC=E5 =EA=F0=E8=E2=EE=E9, =EA=EE=F2=EE=F0=E0=FF =ED=E0=E7=FB=E2=
=E0=E5=F2=F1=FF =EF=EB=E5=F2=E8=E7=EC=EE=E3=F0=E0=EC=EC=EE=E9. =D8=E8=F0=
=EE=EA=EE=E5 =F0=E0=F1=EF=F0=EE=F1=F2=F0=E0=ED=E5=ED=E8=E5 =EF=EE=EB=F3=F7=
=E8=EB=E8 =EF=E0=EB=FC=F6=E5=E2=FB=E5 =F4=EE=F2=EE=EF=EB=E5=F2=E8=E7=EC=EE=
=E3=F0=E0=F4=FB, =EF=EE=F0=F2=E0=F2=E8=E2=ED=FB=E5 =F3=F1=F2=F0=EE=E9=F1=
=F2=E2=E0, =EA=EE=F2=EE=F0=FB=E5 =F2=E0=EA=E6=E5 =EC=EE=E6=ED=EE =E8=F1=EF=
=EE=EB=FC=E7=EE=E2=E0=F2=FC =E4=EB=FF =F0=E5=E3=E8=F1=F2=F0=E0=F6=E8=E8 =
=F1=E5=F0=E4=E5=F7=ED=EE=E3=EE =F0=E8=F2=EC=E0.
=C2 =EF=EB=E5=F2=E8=E7=EC=EE=E3=F0=E0=EC=EC=E5 =EC=EE=E6=ED=EE =E2=FB=E4=
=E5=EB=E8=F2=FC =E4=E2=E0 =F2=E8=EF=E0 =E8=E7=EC=E5=ED=E5=ED=E8=E9: =F4=E0=
=E7=E8=F7=E5=F1=EA=E8=E5 =E8 =F2=EE=ED=E8=F7=E5=F1=EA=E8=E5.
=D4=E0=
=E7=E8=F7=E5=F1=EA=E8=E5 =E8=E7=EC=E5=ED=E5=ED=E8=FF =EE=E1=F3=F1=
=EB=EE=E2=EB=E5=ED=FB =E4=E8=ED=E0=EC=E8=EA=EE=E9 =EF=F3=EB=FC=F1=EE=E2=EE=
=E3=EE =EE=E1=FA=E5=EC=E0 =EE=F2 =EE=E4=ED=EE=E3=EE =F1=EE=EA=F0=E0=F9=E5=
=ED=E8=FF =F1=E5=F0=E4=F6=E0 =EA =E4=F0=F3=E3=EE=EC=F3.
=D2=EE=
=ED=E8=F7=E5=F1=EA=E8=E5 =E8=E7=EC=E5=ED=E5=ED=E8=FF =EA=F0=EE=E2=
=EE=F2=EE=EA=E0 — =FD=F2=EE =F1=EE=E1=F1=F2=E2=E5=ED=ED=EE =E8=E7=EC=
=E5=ED=E5=ED=E8=FF =EE=E1=FA=E5=EC=E0 =EA=F0=EE=E2=E8 =E2 =EA=EE=ED=E5=F7=
=ED=EE=F1=F2=E8. =CE=E1=E0 =EF=EE=EA=E0=E7=E0=F2=E5=EB=FF =EE=E1=ED=E0=F0=
=F3=E6=E8=E2=E0=FE=F2 =EF=F0=E8 =E4=E5=E9=F1=F2=E2=E8=E8 =EF=F1=E8=F5=E8=
=F7=E5=F1=EA=E8=F5 =F0=E0=E7=E4=F0=E0=E6=E8=F2=E5=EB=E5=E9 =F1=E4=E2=E8=E3=
=E8, =F1=E2=E8=E4=E5=F2=E5=EB=FC=F1=F2=E2=F3=FE=F9=E8=E5 =EE =F1=F3=E6=E5=
=ED=E8=E8 =F1=EE=F1=F3=E4=EE=E2.
=CF=EB=E5=F2=
=E8=E7=EC=EE=E3=F0=E0=EC=EC=E0 — =E2=FB=F1=EE=EA=EE =F7=F3=E2=F1=F2=
=E2=E8=F2=E5=EB=FC=ED=FB=E9 =E8=ED=E4=E8=EA=E0=F2=EE=F0 =E2=E5=E3=E5=F2=E0=
=F2=E8=E2=ED=FB=F5 =F1=E4=E2=E8=E3=EE=E2 =E2 =EE=F0=E3=E0=ED=E8=E7=EC=E5=
.
2.4. =CF=EE=EA=E0=E7=E0=F2=E5=EB=E8 =E0=EA=F2=E8=E2=ED=EE=F1=F2=E8 =EC=
=FB=F8=E5=F7=ED=EE=E9 =F1=E8=F1=F2=E5=EC=FB
=CC=FB=F8=E5=F7=ED=F3=FE =F1=E8=F1=F2=E5=EC=F3 =EE=E1=F0=E0=E7=ED=EE =
=EE=EF=F0=E5=E4=E5=EB=FF=FE=F2 =EA=E0=EA =E1=E8=EE=EB=EE=E3=E8=F7=E5=F1=EA=
=E8=E9 =EA=EB=FE=F7 =F7=E5=EB=EE=E2=E5=EA=E0 =EA =E2=ED=E5=F8=ED=E5=EC=F3=
=EC=E8=F0=F3.
=DD=
=EB=E5=EA=F2=F0=EE=EC=E8=EE=E3=F0=E0=F4=E8=FF — =EC=E5=F2=EE=
=E4 =E8=F1=F1=EB=E5=E4=EE=E2=E0=ED=E8=FF =F4=F3=ED=EA=F6=E8=EE=ED=E0=EB=FC=
=ED=EE=E3=EE =F1=EE=F1=F2=EE=FF=ED=E8=FF =EE=F0=E3=E0=ED=EE=E2 =E4=E2=E8=
=E6=E5=ED=E8=FF =EF=F3=F2=E5=EC =F0=E5=E3=E8=F1=F2=F0=E0=F6=E8=E8 =E1=E8=
=EE=EF=EE=F2=E5=ED=F6=E8=E0=EB=EE=E2 =EC=FB=F8=F6. =DD=EB=E5=EA=F2=F0=
=EE=EC=E8=EE=E3=F0=E0=F4=E8=FF — =FD=F2=EE =F0=E5=E3=E8=F1=F2=F0=E0=
=F6=E8=FF =FD=EB=E5=EA=F2=F0=E8=F7=E5=F1=EA=E8=F5 =EF=F0=EE=F6=E5=F1=F1=EE=
=E2 =E2 =EC=FB=F8=F6=E0=F5, =F4=E0=EA=F2=E8=F7=E5=F1=EA=E8 =E7=E0=EF=E8=F1=
=FC =EF=EE=F2=E5=ED=F6=E8=E0=EB=EE=E2 =E4=E5=E9=F1=F2=E2=E8=FF =EC=FB=F8=
=E5=F7=ED=FB=F5 =E2=EE=EB=EE=EA=EE=ED, =EA=EE=F2=EE=F0=FB=E5 =E7=E0=F1=F2=
=E0=E2=EB=FF=FE=F2 =E5=E5 =F1=EE=EA=F0=E0=F9=E0=F2=FC=F1=FF. =CC=FB=F8=F6=
=E0 =EF=F0=E5=E4=F1=F2=E0=E2=EB=FF=E5=F2 =F1=EE=E1=EE=E9 =EC=E0=F1=F1=F3=
=F2=EA=E0=ED=E8, =F1=EE=F1=F2=EE=FF=F9=F3=FE =E8=E7 =EC=ED=EE=E6=E5=F1=F2=
=E2=E0 =EE=F2=E4=E5=EB=FC=ED=FB=F5 =EC=FB=F8=E5=F7=ED=FB=F5 =E2=EE=EB=EE=
=EA=EE=ED, =F1=EE=E5=E4=E8=ED=E5=ED=ED=FB=F5 =E2=EC=E5=F1=F2=E5 =E8 =F0=E0=
=E1=EE=F2=E0=FE=F9=E8=F5 =F1=EE=E3=EB=E0=F1=EE=E2=E0=ED=ED=EE. =CA=E0=E6=
=E4=EE=E5 =EC=FB=F8=E5=F7=ED=EE=E5 =E2=EE=EB=EE=EA=ED=EE — =FD=F2=EE=
=F2=EE=ED=EA=E0=FF =ED=E8=F2=FC, =F2=EE=EB=F9=E8=ED=EE=E9 =E2=F1=E5=E3=EE=
=EB=E8=F8=FC =EE=EA=EE=EB=EE 0,1 =EC=EC =E4=EE 300 =EC=EC =E4=EB=E8=ED=EE=
=E9. =CF=F0=E8 =F1=F2=E8=EC=F3=EB=FF=F6=E8=E8 =FD=EB=E5=EA=F2=F0=E8=F7=E5=
=F1=EA=E8=EC =EF=EE=F2=E5=ED=F6=E8=E0=EB=EE=EC =E4=E5=E9=F1=F2=E2=E8=FF,=
=EF=F0=E8=F5=EE=E4=FF=F9=E8=EC =EA =E2=EE=EB=EE=EA=ED=F3 =EE=F2 =EC=EE=F2=
=EE=ED=E5=E9=F0=EE=ED=E0, =FD=F2=EE =E2=EE=EB=EE=EA=ED=EE =F1=EE=EA=F0=E0=
=F9=E0=E5=F2=F1=FF =E8=ED=EE=E3=E4=E0 =EF=F0=E8=EC=E5=F0=ED=EE =E4=EE =EF=
=EE=EB=EE=E2=E8=ED=FB =EF=E5=F0=E2=EE=ED=E0=F7=E0=EB=FC=ED=EE=E9 =E4=EB=E8=
=ED=FB. =CC=FB=F8=F6=FB, =F3=F7=E0=F1=F2=E2=F3=FE=F9=E8=E5 =E2 =F2=EE=ED=
=EA=E8=F5 =E4=E2=E8=E3=E0=F2=E5=EB=FC=ED=FB=F5 =EA=EE=F0=F0=E5=EA=F6=E8=FF=
=F5 (=F4=E8=EA=F1=E0=F6=E8=FF =EE=E1=FA=E5=EA=F2=E0 =E3=EB=E0=E7=E0=EC=E8=
), =EC=EE=E3=F3=F2 =E8=EC=E5=F2=FC =E2 =EA=E0=E6=E4=EE=E9 =E5=E4=E8=ED=E8=
=F6=E5 =E2=F1=E5=E3=EE =EF=EE 10 =E2=EE=EB=EE=EA=EE=ED. =C2 =EC=FB=F8=F6=
=E0=F5, =EE=F1=F3=F9=E5=F1=F2=E2=EB=FF=FE=F9=E8=F5 =E1=EE=EB=E5=E5 =E3=F0=
=F3=E1=F3=FE =F0=E5=E3=F3=EB=E8=F0=EE=E2=EA=F3 =EF=F0=E8 =EF=EE=E4=E4=E5=
=F0=E6=E0=ED=E8=E8 =EF=EE=E7=FB, =E2 =EE=E4=ED=EE=E9 =E4=E2=E8=E3=E0=F2=E5=
=EB=FC=ED=EE=E9 =E5=E4=E8=ED=E8=F6=E5 =EC=EE=E6=E5=F2 =E1=FB=F2=FC =E4=EE=
3000 =EC=FB=F8=E5=F7=ED=FB=F5 =E2=EE=EB=EE=EA=EE=ED.
=CF=EE=E2=E5=F0=F5=ED=EE=F1=F2=ED=E0=FF =FD=EB=E5=EA=F2=F0=EE=EC=
=E8=EE=E3=F0=E0=EC=EC=E0 (=DD=CC=C3) =F1=F3=EC=EC=E0=F0=ED=EE =EE=F2=F0=E0=
=E6=E0=E5=F2 =F0=E0=E7=F0=FF=E4=FB =E4=E2=E8=E3=E0=F2=E5=EB=FC=ED=FB=F5 =
=E5=E4=E8=ED=E8=F6, =E2=FB=E7=FB=E2=E0=FE=F9=E8=F5 =F1=EE=EA=F0=E0=F9=E5=
=ED=E8=E5. =D0=E5=E3=E8=F1=F2=F0=E0=F6=E8=FF =DD=CC=C3 =EF=EE=E7=E2=EE=EB=
=FF=E5=F2 =E2=FB=FF=E2=E8=F2=FC =ED=E0=EC=E5=F0=E5=ED=E8=E5 =ED=E0=F7=E0=
=F2=FC =E4=E2=E8=E6=E5=ED=E8=E5 =E7=E0 =ED=E5=F1=EA=EE=EB=FC=EA=EE =F1=E5=
=EA=F3=ED=E4 =E4=EE =E5=E3=EE =F0=E5=E0=EB=FC=ED=EE=E3=EE =ED=E0=F7=E0=EB=
=E0. =CF=EE=EC=E8=EC=EE =FD=F2=EE=E3=EE =EC=E8=EE=E3=F0=E0=EC=EC=E0 =E2=FB=
=F1=F2=F3=EF=E0=E5=F2 =EA=E0=EA =E8=ED=E4=E8=EA=E0=F2=EE=F0 =EC=FB=F8=E5=
=F7=ED=EE=E3=EE =ED=E0=EF=F0=FF=E6=E5=ED=E8=FF. =C2 =F1=EE=F1=F2=EE=FF=ED=
=E8=E8 =EE=F2=ED=EE=F1=E8=F2=E5=EB=FC=ED=EE=E3=EE =EF=EE=EA=EE=FF =F1=E2=
=FF=E7=FC =EC=E5=E6=E4=F3 =E4=E5=E9=F1=F2=E2=E8=F2=E5=EB=FC=ED=EE=E9 =F1=
=E8=EB=EE=E9, =F0=E0=E7=E2=E8=E2=E0=E5=EC=EE=E9 =EC=FB=F8=F6=E5=E9, =E8 =
=DD=CC=C3 =EB=E8=ED=E5=E9=ED=E0.
=CF=F0=E8=E1=
=EE=F0, =F1 =EF=EE=EC=EE=F9=FC=FE =EA=EE=F2=EE=F0=EE=E3=EE =F0=E5=E3=E8=F1=
=F2=F0=E8=F0=F3=FE=F2=F1=FF =E1=E8=EE=EF=EE=F2=E5=ED=F6=E8=E0=EB=FB =EC=FB=
=F8=F6, =ED=E0=E7=FB=E2=E0=E5=F2=F1=FF =FD=EB=E5=EA=F2=F0=EE=EC=E8=EE=E3=
=F0=E0=F4=EE=EC, =E0 =F0=E5=E3=E8=F1=F2=F0=E8=F0=F3=E5=EC=E0=FF =F1 =E5=E3=
=EE =EF=EE=EC=EE=F9=FC=FE =E7=E0=EF=E8=F1=FC =FD=EB=E5=EA=F2=F0=EE=EC=E8=
=EE=E3=F0=E0=EC=EC=EE=E9 (=DD=CC=C3). =DD=CC=C3, =E2 =EE=F2=EB=E8=F7=E8=E5=
=EE=F2 =E1=E8=EE=FD=EB=E5=EA=F2=F0=E8=F7=E5=F1=EA=EE=E9 =E0=EA=F2=E8=E2=
=ED=EE=F1=F2=E8 =EC=EE=E7=E3=E0 (=DD=DD=C3), =F1=EE=F1=F2=EE=E8=F2 =E8=E7=
=E2=FB=F1=EE=EA=EE=F7=E0=F1=F2=EE=F2=ED=FB=F5 =F0=E0=E7=F0=FF=E4=EE=E2 =
=EC=FB=F8=E5=F7=ED=FB=F5 =E2=EE=EB=EE=EA=EE=ED, =E4=EB=FF =ED=E5=E8=F1=EA=
=E0=E6=E5=ED=ED=EE=E9 =E7=E0=EF=E8=F1=E8 =EA=EE=F2=EE=F0=FB=F5, =EF=EE =ED=
=E5=EA=EE=F2=EE=F0=FB=EC =EF=F0=E5=E4=F1=F2=E0=E2=EB=E5=ED=E8=FF=EC, =F2=
=F0=E5=E1=F3=E5=F2=F1=FF =EF=EE=EB=EE=F1=E0 =EF=F0=EE=EF=F3=F1=EA=E0=ED=E8=
=FF =E4=EE 10 000 =C3=F6.
2.5. =CF=EE=EA=E0=E7=E0=F2=E5=EB=E8 =E0=EA=F2=E8=E2=ED=EE=F1=F2=E8 =E4=
=FB=F5=E0=F2=E5=EB=FC=ED=EE=E9 =F1=E8=F1=F2=E5=EC=FB
=C4=FB=F5=E0=F2=E5=EB=FC=ED=E0=FF =F1=E8=
=F1=F2=E5=EC=E0 =F1=EE=F1=F2=EE=E8=F2 =E8=E7 =E4=FB=F5=E0=F2=E5=EB=FC=ED=
=FB=F5 =EF=F3=F2=E5=E9 =E8 =EB=E5=E3=EA=E8=F5.
=CE=F1=ED=EE=
=E2=ED=EE=E9 =E4=E2=E8=E3=E0=F2=E5=EB=FC=ED=FB=E9 =E0=EF=EF=E0=F0=E0=F2 =
=FD=F2=EE=E9 =F1=E8=F1=F2=E5=EC=FB =F1=EE=F1=F2=E0=E2=EB=FF=FE=F2 =EC=E5=
=E6=F0=E5=E1=E5=F0=ED=FB=E5 =EC=FB=F8=F6=FB, =E4=E8=E0=F4=F0=E0=E3=EC=E0=
=E8 =EC=FB=F8=F6=FB =E6=E8=E2=EE=F2=E0. =C2=EE=E7=E4=F3=F5, =EF=EE=F1=F2=
=F3=EF=E0=FE=F9=E8=E9 =E2 =EB=E5=E3=EA=E8=E5 =E2=EE =E2=F0=E5=EC=FF =E2=E4=
=EE=F5=E0, =F1=ED=E0=E1=E6=E0=E5=F2 =EF=F0=EE=F2=E5=EA=E0=FE=F9=F3=FE =EF=
=EE =EB=E5=E3=EE=F7=ED=FB=EC =EA=E0=EF=E8=EB=EB=FF=F0=E0=EC =EA=F0=EE=E2=
=FC =EA=E8=F1=EB=EE=F0=EE=E4=EE=EC. =CE=E4=ED=EE=E2=F0=E5=EC=E5=ED=ED=EE=
=E8=E7 =EA=F0=EE=E2=E8 =E2=FB=F5=EE=E4=FF=F2 =E4=E2=F3=EE=EA=E8=F1=FC =F3=
=E3=EB=E5=F0=EE=E4=E0 =E8 =E4=F0=F3=E3=E8=E5 =E2=F0=E5=E4=ED=FB=E5 =EF=F0=
=EE=E4=F3=EA=F2=FB =EC=E5=F2=E0=E1=EE=EB=E8=E7=EC=E0, =EA=EE=F2=EE=F0=FB=
=E5 =E2=FB=E2=EE=E4=FF=F2=F1=FF =ED=E0=F0=F3=E6=F3 =EF=F0=E8 =E2=FB=E4=EE=
=F5=E5. =CC=E5=E6=E4=F3 =E8=ED=F2=E5=ED=F1=E8=E2=ED=EE=F1=F2=FC=FE =EC=FB=
=F8=E5=F7=ED=EE=E9 =F0=E0=E1=EE=F2=FB, =F1=EE=E2=E5=F0=F8=E0=E5=EC=EE=E9=
=F7=E5=EB=EE=E2=E5=EA=EE=EC, =E8 =EF=EE=F2=F0=E5=E1=EB=E5=ED=E8=E5=EC =EA=
=E8=F1=EB=EE=F0=EE=E4=E0 =F1=F3=F9=E5=F1=F2=E2=F3=E5=F2 =EF=F0=EE=F1=F2=E0=
=FF =EB=E8=ED=E5=E9=ED=E0=FF =E7=E0=E2=E8=F1=E8=EC=EE=F1=F2=FC.
=C2 =EF=F1=E8=
=F5=EE=F4=E8=E7=E8=EE=EB=EE=E3=E8=F7=E5=F1=EA=E8=F5 =FD=EA=F1=EF=E5=F0=E8=
=EC=E5=ED=F2=E0=F5 =E2 =ED=E0=F1=F2=EE=FF=F9=E5=E5 =E2=F0=E5=EC=FF =E4=FB=
=F5=E0=ED=E8=E5 =F0=E5=E3=E8=F1=F2=F0=E8=F0=F3=E5=F2=F1=FF =EE=F2=ED=EE=F1=
=E8=F2=E5=EB=FC=ED=EE =F0=E5=E4=EA=EE, =E3=EB=E0=E2=ED=FB=EC=E8 =EE=E1=F0=
=E0=E7=EE=EC =E4=EB=FF =F2=EE=E3=EE, =F7=F2=EE=E1=FB =EA=EE=ED=F2=F0=EE=EB=
=E8=F0=EE=E2=E0=F2=FC =E0=F0=F2=E5=F4=E0=EA=F2=FB.
=C4=EB=FF =E8=E7=EC=E5=F0=E5=ED=E8=FF =E8=ED=F2=E5=ED=F1=E8=E2=
=ED=EE=F1=F2=E8 (=E0=EC=EF=EB=E8=F2=F3=E4=FB =E8 =F7=E0=F1=F2=EE=F2=FB) =
=E4=FB=F5=E0=ED=E8=FF =E8=F1=EF=EE=EB=FC=E7=F3=FE=F2 =F1=EF=E5=F6=E8=E0=EB=
=FC=ED=FB=E9 =EF=F0=E8=E1=EE=F0 — =EF=ED=E5=E2=EC=EE=E3=F0=E0=F4. =
=CE=ED =F1=EE=F1=F2=EE=E8=F2 =E8=E7 =ED=E0=E4=F3=E2=ED=EE=E9 =EA=E0=EC=E5=
=F0=FB-=EF=EE=FF=F1=E0, =EF=EB=EE=F2=ED=EE =EE=E1=EE=F0=E0=F7=E8=E2=E0=E5=
=EC=EE=E9 =E2=EE=EA=F0=F3=E3 =E3=F0=F3=E4=ED=EE=E9 =EA=EB=E5=F2=EA=E8 =E8=
=F1=EF=FB=F2=F3=E5=EC=EE=E3=EE, =E8 =EE=F2=E2=EE=E4=FF=F9=E5=E9 =F2=F0=F3=
=E1=EA=E8, =F1=EE=E5=E4=E8=ED=E5=ED=ED=EE=E9 =F1 =EC=E0=ED=EE=EC=E5=F2=F0=
=EE=EC =E8 =F0=E5=E3=E8=F1=F2=F0=E8=F0=F3=FE=F9=E8=EC =F3=F1=F2=F0=EE=E9=
=F1=F2=E2=EE=EC. =C2=EE=E7=EC=EE=E6=ED=FB =E8 =E4=F0=F3=E3=E8=E5 =F1=EF=EE=
=F1=EE=E1=FB =F0=E5=E3=E8=F1=F2=F0=E0=F6=E8=E8 =E4=FB=F5=E0=F2=E5=EB=FC=ED=
=FB=F5 =E4=E2=E8=E6=E5=ED=E8=E9, =ED=EE =E2 =EB=FE=E1=EE=EC =F1=EB=F3=F7=
=E0=E5 =EE=E1=FF=E7=E0=F2=E5=EB=FC=ED=EE =E4=EE=EB=E6=ED=FB =EF=F0=E8=F1=
=F3=F2=F1=F2=E2=EE=E2=E0=F2=FC =E4=E0=F2=F7=E8=EA=E8 =ED=E0=F2=FF=E6=E5=ED=
=E8=FF, =F4=E8=EA=F1=E8=F0=F3=FE=F9=E8=E5 =E8=E7=EC=E5=ED=E5=ED=E8=E5 =EE=
=E1=FA=E5=EC=E0 =E3=F0=F3=E4=ED=EE=E9 =EA=EB=E5=F2=EA=E8.
=DD=F2=EE=F2=
=EC=E5=F2=EE=E4 =EE=E1=E5=F1=EF=E5=F7=E8=E2=E0=E5=F2 =F5=EE=F0=EE=F8=F3=
=FE =E7=E0=EF=E8=F1=FC =E8=E7=EC=E5=ED=E5=ED=E8=E9 =F7=E0=F1=F2=EE=F2=FB=
=E8 =E0=EC=EF=EB=E8=F2=F3=E4=FB =E4=FB=F5=E0=ED=E8=FF. =CF=EE =F2=E0=EA=
=EE=E9 =E7=E0=EF=E8=F1=E8 =EB=E5=E3=EA=EE =E0=ED=E0=EB=E8=E7=E8=F0=EE=E2=
=E0=F2=FC =F7=E8=F1=EB=EE =E2=E4=EE=F5=EE=E2 =E2 =EC=E8=ED=F3=F2=F3, =E0=
=F2=E0=EA=E6=E5 =E0=EC=EF=EB=E8=F2=F3=E4=F3 =E4=FB=F5=E0=F2=E5=EB=FC=ED=
=FB=F5 =E4=E2=E8=E6=E5=ED=E8=E9 =E2 =F0=E0=E7=ED=FB=F5 =F3=F1=EB=EE=E2=E8=
=FF=F5. =CC=EE=E6=ED=EE =F1=EA=E0=E7=E0=F2=FC, =F7=F2=EE =E4=FB=F5=E0=ED=
=E8=E5 — =FD=F2=EE =EE=E4=E8=ED =E8=E7 =ED=E5=E4=EE=F1=F2=E0=F2=EE=
=F7=ED=EE =EE=F6=E5=ED=E5=ED=ED=FB=F5 =F4=E0=EA=F2=EE=F0=EE=E2 =E2 =EF=F1=
=E8=F5=EE=F4=E8=E7=E8=EE=EB=EE=E3=E8=F7=E5=F1=EA=E8=F5 =E8=F1=F1=EB=E5=E4=
=EE=E2=E0=ED=E8=FF=F5.
2.6. =D0=E5=E0=EA=F6=E8=E8 =E3=EB=E0=E7
=C4=EB=FF =EF=F1=E8=F5=EE=F4=E8=E7=E8=EE=EB=EE=E3=E0 =ED=E0=E8=E1=EE=EB=
=FC=F8=E8=E9 =E8=ED=F2=E5=F0=E5=F1 =EF=F0=E5=E4=F1=F2=E0=E2=EB=FF=FE=F2 =
=F2=F0=E8 =EA=E0=F2=E5=E3=EE=F0=E8=E8 =E3=EB=E0=E7=ED=FB=F5 =F0=E5=E0=EA=
=F6=E8=E9: =F1=F3=E6=E5=ED=E8=E5 =E8 =F0=E0=F1=F8=E8=F0=E5=ED=E8=E5 =E7=F0=
=E0=F7=EA=E0, =EC=E8=E3=E0=ED=E8=E5 =E8 =E3=EB=E0=E7=ED=FB=E5 =E4=E2=E8=E6=
=E5=ED=E8=FF.
=CF=F3=EF=E8=EB=EB=EE=EC=E5=F2=F0=E8=FF — =EC=E5=
=F2=EE=E4 =E8=E7=F3=F7=E5=ED=E8=FF =E7=F0=E0=F7=EA=EE=E2=FB=F5 =F0=E5=E0=
=EA=F6=E8=E9. =C7=F0=E0=F7=EE=EA — =EE=F2=E2=E5=F0=F1=F2=E8=E5=
=E2 =F0=E0=E4=F3=E6=ED=EE=E9 =EE=E1=EE=EB=EE=F7=EA=E5, =F7=E5=F0=E5=E7 =
=EA=EE=F2=EE=F0=EE=E5 =F1=E2=E5=F2 =EF=EE=EF=E0=E4=E0=E5=F2 =ED=E0 =F1=E5=
=F2=F7=E0=F2=EA=F3. =C4=E8=E0=EC=E5=F2=F0 =E7=F0=E0=F7=EA=E0 =F7=E5=EB=EE=
=E2=E5=EA=E0 =EC=EE=E6=E5=F2 =EC=E5=ED=FF=F2=FC=F1=FF =E2 =EF=F0=E5=E4=E5=
=EB=E0=F5 =EE=F2 1,5 =E4=EE 9 =EC=EC. =C2=E5=EB=E8=F7=E8=ED=E0 =E7=F0=E0=
=F7=EA=E0 =F1=F3=F9=E5=F1=F2=E2=E5=ED=ED=EE =EA=EE=EB=E5=E1=EB=E5=F2=F1=FF=
=E2 =E7=E0=E2=E8=F1=E8=EC=EE=F1=F2=E8 =EE=F2 =EA=EE=EB=E8=F7=E5=F1=F2=E2=
=E0 =F1=E2=E5=F2=E0, =EF=E0=E4=E0=FE=F9=E5=E3=EE =ED=E0 =E3=EB=E0=E7: =ED=
=E0 =F1=E2=E5=F2=F3 =E7=F0=E0=F7=EE=EA =F1=F3=E6=E0=E5=F2=F1=FF, =E2 =F2=
=E5=EC=ED=EE=F2=E5 — =F0=E0=F1=F8=E8=F0=FF=E5=F2=F1=FF. =CD=E0=F0=FF=
=E4=F3 =F1 =FD=F2=E8=EC, =F0=E0=E7=EC=E5=F0 =E7=F0=E0=F7=EA=E0 =F1=F3=F9=
=E5=F1=F2=E2=E5=ED=ED=EE =E8=E7=EC=E5=ED=FF=E5=F2=F1=FF, =E5=F1=EB=E8 =E8=
=F1=EF=FB=F2=F3=E5=EC=FB=E9 =F0=E5=E0=E3=E8=F0=F3=E5=F2 =ED=E0 =E2=EE=E7=
=E4=E5=E9=F1=F2=E2=E8=E5 =FD=EC=EE=F6=E8=EE=ED=E0=EB=FC=ED=EE. =C2 =F1=E2=
=FF=E7=E8 =F1 =FD=F2=E8=EC =EF=F3=EF=E8=EB=EB=EE=EC=E5=F2=F0=E8=FF =E8=F1=
=EF=EE=EB=FC=E7=F3=E5=F2=F1=FF =E4=EB=FF =E8=E7=F3=F7=E5=ED=E8=FF =F1=F3=
=E1=FA=E5=EA=F2=E8=E2=ED=EE=E3=EE =EE=F2=ED=EE=F8=E5=ED=E8=FF =EB=FE=E4=E5=
=E9 =EA =F2=E5=EC =E8=EB=E8 =E8=ED=FB=EC =E2=ED=E5=F8=ED=E8=EC =F0=E0=E7=
=E4=F0=E0=E6=E8=F2=E5=EB=FF=EC.
=C4=E8=E0=EC=
=E5=F2=F0 =E7=F0=E0=F7=EA=E0 =EC=EE=E6=ED=EE =E8=E7=EC=E5=F0=FF=F2=FC =EF=
=F3=F2=E5=EC =EF=F0=EE=F1=F2=EE=E3=EE =F4=EE=F2=EE=E3=F0=E0=F4=E8=F0=EE=E2=
=E0=ED=E8=FF =E3=EB=E0=E7=E0 =E2 =F5=EE=E4=E5 =EE=E1=F1=EB=E5=E4=EE=E2=E0=
=ED=E8=FF =E8=EB=E8 =E6=E5 =F1 =EF=EE=EC=EE=F9=FC=FE =F1=EF=E5=F6=E8=E0=EB=
=FC=ED=FB=F5 =F3=F1=F2=F0=EE=E9=F1=F2=E2, =EF=F0=E5=EE=E1=F0=E0=E7=F3=FE=
=F9=E8=F5 =E2=E5=EB=E8=F7=E8=ED=F3 =E7=F0=E0=F7=EA=E0 =E2 =EF=EE=F1=F2=EE=
=FF=ED=ED=EE =E2=E0=F0=FC=E8=F0=F3=FE=F9=E8=E9 =F3=F0=EE=E2=E5=ED=FC =EF=
=EE=F2=E5=ED=F6=E8=E0=EB=E0, =F0=E5=E3=E8=F1=F2=F0=E8=F0=F3=E5=EC=FB=E9 =
=ED=E0 =EF=EE=EB=E8=E3=F0=E0=F4=E5.
=CC=E8=
=E3=E0=ED=E8=E5 (=EC=EE=F0=E3=E0=ED=E8=E5) — =EF=E5=F0=E8=
=EE=E4=E8=F7=E5=F1=EA=EE=E5 =F1=EC=FB=EA=E0=ED=E8=E5 =E2=E5=EA. =C4=EB=
=E8=F2=E5=EB=FC=ED=EE=F1=F2=FC =EE=E4=ED=EE=E3=EE =EC=E8=E3=E0=ED=E8=FF =
=EF=F0=E8=E1=EB=E8=E7=E8=F2=E5=EB=FC=ED=EE 0,35 =F1. =D1=F0=E5=E4=ED=FF=FF=
=F7=E0=F1=F2=EE=F2=E0 =EC=E8=E3=E0=ED=E8=FF =F1=EE=F1=F2=E0=E2=EB=FF=E5=
=F2 7,5 =E2 =EC=E8=ED=F3=F2=F3 =E8 =EC=EE=E6=E5=F2 =E2=E0=F0=FC=E8=F0=EE=
=E2=E0=F2=FC =E2 =EF=F0=E5=E4=E5=EB=E0=F5 =EE=F2 1 =E4=EE 46 =E2 =EC=E8=ED=
=F3=F2=F3. =CC=E8=E3=E0=ED=E8=E5 =E2=FB=EF=EE=EB=ED=FF=E5=F2 =F0=E0=E7=ED=
=FB=E5 =F4=F3=ED=EA=F6=E8=E8 =E2 =EE=E1=E5=F1=EF=E5=F7=E5=ED=E8=E8 =E6=E8=
=E7=ED=E5=E4=E5=FF=F2=E5=EB=FC=ED=EE=F1=F2=E8 =E3=EB=E0=E7. =CE=E4=ED=E0=
=EA=EE =E4=EB=FF =EF=F1=E8=F5=EE=F4=E8=E7=E8=EE=EB=EE=E3=E0 =F1=F3=F9=E5=
=F1=F2=E2=E5=ED=ED=EE, =F7=F2=EE =F7=E0=F1=F2=EE=F2=E0 =EC=E8=E3=E0=ED=E8=
=FF =E8=E7=EC=E5=ED=FF=E5=F2=F1=FF =E2 =E7=E0=E2=E8=F1=E8=EC=EE=F1=F2=E8=
=EE=F2 =EF=F1=E8=F5=E8=F7=E5=F1=EA=EE=E3=EE =F1=EE=F1=F2=EE=FF=ED=E8=FF=
=F7=E5=EB=EE=E2=E5=EA=E0.
=C4=E2=
=E8=E6=E5=ED=E8=E5 =E3=EB=E0=E7 =F8=E8=F0=EE=EA=EE =E8=F1=F1=EB=E5=
=E4=F3=FE=F2=F1=FF =E2 =EF=F1=E8=F5=EE=EB=EE=E3=E8=E8 =E8 =EF=F1=E8=F5=EE=
=F4=E8=E7=E8=EE=EB=EE=E3=E8=E8. =DD=F2=EE =F0=E0=E7=ED=EE=EE=E1=F0=E0=E7=
=ED=FB=E5 =EF=EE =F4=F3=ED=EA=F6=E8=E8, =EC=E5=F5=E0=ED=E8=E7=EC=F3 =E8 =
=E1=E8=EE=EC=E5=F5=E0=ED=E8=EA=E5 =E2=F0=E0=F9=E5=ED=E8=FF =E3=EB=E0=E7 =
=E2 =EE=F0=E1=E8=F2=E0=F5. =D1=F3=F9=E5=F1=F2=E2=F3=FE=F2 =F0=E0=E7=ED=FB=
=E5 =F2=E8=EF=FB =E3=EB=E0=E7=ED=FB=F5 =E4=E2=E8=E6=E5=ED=E8=E9, =E2=FB=EF=
=EE=EB=ED=FF=FE=F9=E8=E5 =F0=E0=E7=EB=E8=F7=ED=FB=E5 =F4=F3=ED=EA=F6=E8=E8=
. =CE=E4=ED=E0=EA=EE =ED=E0=E8=E1=EE=EB=E5=E5 =E2=E0=E6=ED=E0=FF =F1=F0=E5=
=E4=E8 =ED=E8=F5 =F4=F3=ED=EA=F6=E8=FF =E4=E2=E8=E6=E5=ED=E8=E9 =E3=EB=E0=
=E7 =F1=EE=F1=F2=EE=E8=F2 =E2 =F2=EE=EC, =F7=F2=EE=E1=FB =EF=EE=E4=E4=E5=
=F0=E6=E8=E2=E0=F2=FC =E8=ED=F2=E5=F0=E5=F1=F3=FE=F9=E5=E5 =F7=E5=EB=EE=E2=
=E5=EA=E0 =E8=E7=EE=E1=F0=E0=E6=E5=ED=E8=E5 =E2 =F6=E5=ED=F2=F0=E5 =F1=E5=
=F2=F7=E0=F2=EA=E8, =E3=E4=E5 =F1=E0=EC=E0=FF =E2=FB=F1=EE=EA=E0=FF =EE=F1=
=F2=F0=EE=F2=E0 =E7=F0=E5=ED=E8=FF. =CC=E8=ED=E8=EC=E0=EB=FC=ED=E0=FF =F1=
=EA=EE=F0=EE=F1=F2=FC =EF=F0=EE=F1=EB=E5=E6=E8=E2=E0=FE=F9=E8=F5 =E4=E2=E8=
=E6=E5=ED=E8=E9 =EE=EA=EE=EB=EE 5 =F3=E3=EB. =EC=E8=ED/=F1, =EC=E0=EA=F1=
=E8=EC=E0=EB=FC=ED=E0=FF =E4=EE=F1=F2=E8=E3=E0=E5=F2 40 =E3=F0=E0=E4/=F1=
.
=DD=EB=E5=EA=F2=F0=EE=EE=EA=F3=EB=EE=E3=F0=E0=F4=E8=FF — =EC=E5=F2=EE=E4 =F0=E5=E3=E8=F1=F2=F0=E0=F6=E8=E8 =E4=E2=E8=E6=
=E5=ED=E8=FF =E3=EB=E0=E7, =EE=F1=ED=EE=E2=E0=ED=ED=FB=E9 =ED=E0 =E3=
=F0=E0=F4=E8=F7=E5=F1=EA=EE=E9 =F0=E5=E3=E8=F1=F2=F0=E0=F6=E8=E8 =E8=E7=EC=
=E5=ED=E5=ED=E8=FF =FD=EB=E5=EA=F2=F0=E8=F7=E5=F1=EA=EE=E3=EE =EF=EE=F2=E5=
=ED=F6=E8=E0=EB=E0 =F1=E5=F2=F7=E0=F2=EA=E8 =E8 =E3=EB=E0=E7=ED=FB=F5 =EC=
=FB=F8=F6. =D3 =F7=E5=EB=EE=E2=E5=EA=E0 =EF=E5=F0=E5=E4=ED=E8=E9 =EF=EE=EB=
=FE=F1 =E3=EB=E0=E7=E0 =FD=EB=E5=EA=F2=F0=E8=F7=E5=F1=EA=E8 =EF=EE=EB=EE=
=E6=E8=F2=E5=EB=E5=ED, =E0 =E7=E0=E4=ED=E8=E9 =EE=F2=F0=E8=F6=E0=F2=E5=EB=
=E5=ED, =EF=EE=FD=F2=EE=EC=F3 =F1=F3=F9=E5=F1=F2=E2=F3=E5=F2 =F0=E0=E7=ED=
=EE=F1=F2=FC =EF=EE=F2=E5=ED=F6=E8=E0=EB=EE=E2 =EC=E5=E6=E4=F3 =E4=ED=EE=
=EC =E3=EB=E0=E7=E0 =E8 =F0=EE=E3=EE=E2=E8=F6=E5=E9, =EA=EE=F2=EE=F0=F3=FE=
=EC=EE=E6=ED=EE =E8=E7=EC=E5=F0=E8=F2=FC. =CF=F0=E8 =EF=EE=E2=EE=F0=EE=F2=
=E5 =E3=EB=E0=E7=E0 =EF=EE=EB=EE=E6=E5=ED=E8=E5 =EF=EE=EB=FE=F1=EE=E2 =EC=
=E5=ED=FF=E5=F2=F1=FF, =E2=EE=E7=ED=E8=EA=E0=FE=F9=E0=FF =EF=F0=E8 =FD=F2=
=EE=EC =F0=E0=E7=ED=EE=F1=F2=FC =EF=EE=F2=E5=ED=F6=E8=E0=EB=EE=E2 =F5=E0=
=F0=E0=EA=F2=E5=F0=E8=E7=F3=E5=F2 =ED=E0=EF=F0=E0=E2=EB=E5=ED=E8=E5, =E0=
=EC=EF=EB=E8=F2=F3=E4=F3 =E8 =F1=EA=EE=F0=EE=F1=F2=FC =E4=E2=E8=E6=E5=ED=
=E8=FF =E3=EB=E0=E7=E0. =DD=F2=EE =E8=E7=EC=E5=ED=E5=ED=E8=E5, =E7=E0=F0=
=E5=E3=E8=F1=F2=F0=E8=F0=EE=E2=E0=ED=ED=EE=E5 =E3=F0=E0=F4=E8=F7=E5=F1=EA=
=E8, =ED=EE=F1=E8=F2 =ED=E0=E7=E2=E0=ED=E8=E5 =FD=EB=E5=EA=F2=F0=EE=EE=EA=
=F3=EB=EE=E3=F0=E0=EC=EC=FB. =CE=E4=ED=E0=EA=EE =EC=E8=EA=F0=EE=E4=E2=E8=
=E6=E5=ED=E8=FF =E3=EB=E0=E7 =F1 =EF=EE=EC=EE=F9=FC=FE =FD=F2=EE=E3=EE =EC=
=E5=F2=EE=E4=E0 =ED=E5 =F0=E5=E3=E8=F1=F2=F0=E8=F0=F3=FE=F2=F1=FF, =E4=EB=
=FF =E8=F5 =F0=E5=E3=E8=F1=F2=F0=E0=F6=E8=E8 =F0=E0=E7=F0=E0=E1=EE=F2=E0=
=ED=FB =E4=F0=F3=E3=E8=E5 =EF=F0=E8=E5=EC=FB. (=F1=EC. =F0=E8=F1.)
2.7. =C4=E5=F2=E5=EA=F2=EE=F0 =EB=E6=E8
=C4=E5=F2=E5=EA=F2=EE=F0 =EB=E6=E8 &md=
ash; =F3=F1=EB=EE=E2=ED=EE=E5 =ED=E0=E7=E2=E0=ED=E8=E5 =EF=F0=E8=E1=EE=F0=
=E0 =EF=EE=EB=E8=E3=F0=E0=F4=E0, =EE=E4=ED=EE=E2=F0=E5=EC=E5=ED=ED=EE =F0=
=E5=E3=E8=F1=F2=F0=E8=F0=F3=FE=F9=E5=E3=EE =EA=EE=EC=EF=EB=E5=EA=F1 =F4=E8=
=E7=E8=EE=EB=EE=E3=E8=F7=E5=F1=EA=E8=F5 =EF=EE=EA=E0=E7=E0=F2=E5=EB=E5=E9=
(=CA=C3=D0 (=EA=EE=E6=ED=EE-=E3=
=E0=EB=FC=E2=E0=ED=E8=F7=E5=F1=EA=E0=FF =F0=E5=E0=EA=F6=E8=FF) - =E8=E7=EC=
=E5=ED=E5=ED=E8=E5 =FD=EB=E5=EA=F2=F0=E8=F7=E5=F1=EA=EE=E9 =E0=EA=F2=E8=E2=
=ED=EE=F1=F2=E8 =EA=EE=E6=E8; =E8=E7=EC=E5=F0=FF=E5=F2=F1=FF =E2 =E4=E2=F3=
=F5 =E2=E0=F0=E8=E0=ED=F2=E0=F5 =ED=E0 =EE=F1=ED=EE=E2=E5 =EE=F6=E5=ED=EA=
=E8 =FD=EB=E5=EA=F2=F0=E8=F7=E5=F1=EA=EE=E3=EE =F1=EE=EF=F0=EE=F2=E8=E2=EB=
=E5=ED=E8=FF =E8=EB=E8 =EF=F0=EE=E2=EE=E4=E8=EC=EE=F1=F2=E8 =F0=E0=E7=EB=
=E8=F7=ED=FB=F5 =F3=F7=E0=F1=F2=EA=EE=E2 =EA=EE=E6=E8; =E8=F1=EF=EE=EB=FC=
=E7=F3=E5=F2=F1=FF =EF=F0=E8 =E4=E8=E0=E3=ED=EE=F1=F2=E8=EA=E5 =F4=F3=ED=
=EA=F6=E8=EE=ED=E0=EB=FC=ED=FB=F5 =F1=EE=F1=F2=EE=FF=ED=E8=E9 =E8 =FD=EC=
=EE=F6=E8=EE=ED=E0=EB=FC=ED=FB=F5 =F0=E5=E0=EA=F6=E8=E9 =F7=E5=EB=EE=E2=E5=
=EA=E0.');" onmouseout=3Dnd(); href=3D"javascript:void(0);">=CA=C3=D0, =DD=DD=C3, =EF=EB=E5=F2=E8=E7=EC=EE=E3=F0=E0=
=EC=EC=F3 =E8 =E4=F0.) =F1 =F6=E5=EB=FC=FE =E2=FB=FF=E2=E8=F2=FC =E4=E8=ED=
=E0=EC=E8=EA=F3 =FD=EC=EE=F6=E8=EE=ED=E0=EB=FC=ED=EE=E3=EE =ED=E0=EF=F0=FF=
=E6=E5=ED=E8=FF. =D1 =F7=E5=EB=EE=E2=E5=EA=EE=EC, =EF=F0=EE=F5=EE=E4=FF=F9=
=E5=EC =EE=E1=F1=EB=E5=E4=EE=E2=E0=ED=E8=E5 =ED=E0 =EF=EE=EB=E8=E3=F0=E0=
=F4=E5, =EF=F0=EE=E2=EE=E4=FF=F2 =F1=EE=E1=E5=F1=E5=E4=EE=E2=E0=ED=E8=E5=
, =E2 =F5=EE=E4=E5 =EA=EE=F2=EE=F0=EE=E3=EE =ED=E0=F0=FF=E4=F3 =F1 =ED=E5=
=E9=F2=F0=E0=EB=FC=ED=FB=EC=E8 =E7=E0=E4=E0=FE=F2 =E2=EE=EF=F0=EE=F1=FB,=
=F1=EE=F1=F2=E0=E2=EB=FF=FE=F9=E8=E5 =EF=F0=E5=E4=EC=E5=F2 =F1=EF=E5=F6=
=E8=E0=EB=FC=ED=EE=E9 =E7=E0=E8=ED=F2=E5=F0=E5=F1=EE=E2=E0=ED=ED=EE=F1=F2=
=E8. =CF=EE =F5=E0=F0=E0=EA=F2=E5=F0=F3 =F4=E8=E7=E8=EE=EB=EE=E3=E8=F7=E5=
=F1=EA=E8=F5 =F0=E5=E0=EA=F6=E8=E9, =F1=EE=EF=F0=EE=E2=EE=E6=E4=E0=FE=F9=
=E8=F5 =EE=F2=E2=E5=F2=FB =ED=E0 =F0=E0=E7=ED=FB=E5 =E2=EE=EF=F0=EE=F1=FB=
, =EC=EE=E6=ED=EE =F1=F3=E4=E8=F2=FC =EE=E1 =FD=EC=EE=F6=E8=EE=ED=E0=EB=FC=
=ED=EE=E9 =F0=E5=E0=EA=F2=E8=E2=ED=EE=F1=F2=E8 =F7=E5=EB=EE=E2=E5=EA=E0 =
=E8 =E2 =EA=E0=EA=EE=E9-=F2=EE =EC=E5=F0=E5 =EE =F1=F2=E5=EF=E5=ED=E8 =E5=
=E3=EE =E8=F1=EA=F0=E5=ED=ED=EE=F1=F2=E8 =E2 =E4=E0=ED=ED=EE=E9 =F1=E8=F2=
=F3=E0=F6=E8=E8. =CF=EE=F1=EA=EE=EB=FC=EA=F3 =E2 =E1=EE=EB=FC=F8=E8=ED=F1=
=F2=E2=E5 =F1=EB=F3=F7=E0=E5=E2 =F1=EF=E5=F6=E8=E0=EB=FC=ED=EE =ED=E5=EE=
=E1=F3=F7=E5=ED=ED=FB=E9 =F7=E5=EB=EE=E2=E5=EA =ED=E5 =EA=EE=ED=F2=F0=EE=
=EB=E8=F0=F3=E5=F2 =F1=E2=EE=E8 =E2=E5=E3=E5=F2=E0=F2=E8=E2=ED=FB=E5 =F0=
=E5=E0=EA=F6=E8=E8, =E4=E5=F2=E5=EA=F2=EE=F0 =EB=E6=E8 =E4=E0=E5=F2 =EF=EE=
=ED=E5=EA=EE=F2=EE=F0=FB=EC =EE=F6=E5=ED=EA=E0=EC =E4=EE 71% =F1=EB=F3=F7=
=E0=E5=E2 =EE=E1=ED=E0=F0=F3=E6=E5=ED=E8=FF =EE=E1=EC=E0=ED=E0.
=D1=EB=E5=E4=
=F3=E5=F2 =E8=EC=E5=F2=FC =E2 =E2=E8=E4=F3, =EE=E4=ED=E0=EA=EE, =F7=F2=EE=
=F1=E0=EC=E0 =EF=F0=EE=F6=E5=E4=F3=F0=E0 =F1=EE=E1=E5=F1=E5=E4=EE=E2=E0=
=ED=E8=FF (=E4=EE=EF=F0=EE=F1=E0) =EC=EE=E6=E5=F2 =E1=FB=F2=FC =ED=E0=F1=
=F2=EE=EB=FC=EA=EE =ED=E5=EF=F0=E8=FF=F2=ED=E0 =E4=EB=FF =F7=E5=EB=EE=E2=
=E5=EA=E0, =F7=F2=EE =E2=EE=E7=ED=E8=EA=E0=FE=F9=E8=E5 =EF=EE =F5=EE=E4=F3=
=F4=E8=E7=E8=EE=EB=EE=E3=E8=F7=E5=F1=EA=E8=E5 =F1=E4=E2=E8=E3=E8 =E1=F3=
=E4=F3=F2 =EE=F2=F0=E0=E6=E0=F2=FC =FD=EC=EE=F6=E8=EE=ED=E0=EB=FC=ED=F3=FE=
=F0=E5=E0=EA=F6=E8=FE =F7=E5=EB=EE=E2=E5=EA=E0 =ED=E0 =EF=F0=EE=F6=E5=E4=
=F3=F0=F3. =CE=F2=EB=E8=F7=E8=F2=FC =F1=EF=F0=EE=E2=EE=F6=E8=F0=EE=E2=E0=
=ED=ED=FB=E5 =EF=F0=EE=F6=E5=E4=F3=F0=EE=E9 =F2=E5=F1=F2=E8=F0=EE=E2=E0=ED=
=E8=FF =FD=EC=EE=F6=E8=E8 =EE=F2 =FD=EC=EE=F6=E8=E9, =E2=FB=E7=E2=E0=ED=ED=
=FB=F5 =F6=E5=EB=E5=E2=FB=EC=E8 =E2=EE=EF=F0=EE=F1=E0=EC, =ED=E5=E2=EE=E7=
=EC=EE=E6=ED=EE. =C2 =F2=EE =E6=E5 =E2=F0=E5=EC=FF =F7=E5=EB=EE=E2=E5=EA=
, =EE=E1=EB=E0=E4=E0=FE=F9=E8=E9 =E2=FB=F1=EE=EA=EE=E9 =FD=EC=EE=F6=E8=EE=
=ED=E0=EB=FC=ED=EE=E9 =F1=F2=E0=E1=E8=EB=FC=ED=EE=F1=F2=FC=FE, =F1=EC=EE=
=E6=E5=F2 =EE=F2=ED=EE=F1=E8=F2=E5=EB=FC=ED=EE =F1=EF=EE=EA=EE=E9=ED=EE =
=F7=F3=E2=F1=F2=E2=EE=E2=E0=F2=FC =F1=E5=E1=FF =E2 =FD=F2=EE=E9 =F1=E8=F2=
=F3=E0=F6=E8=E8, =E8 =E5=E3=EE =E2=E5=E3=E5=F2=E0=F2=E8=E2=ED=FB=E5 =F0=E5=
=E0=EA=F6=E8=E8 =ED=E5 =E4=E0=E4=F3=F2 =F2=E2=E5=F0=E4=FB=F5 =EE=F1=ED=EE=
=E2=E0=ED=E8=FF =E4=EB=FF =E2=FB=ED=E5=F1=E5=ED=E8=FF =EE=E4=ED=EE=E7=ED=
=E0=F7=ED=EE=E3=EE =F1=F3=E6=E4=E5=ED=E8=FF. =CF=EE =FD=F2=EE=E9 =EF=F0=E8=
=F7=E8=ED=E5 =EA =F0=E5=E7=F3=EB=FC=F2=E0=F2=E0=EC, =EF=EE=EB=F3=F7=E5=ED=
=ED=FB=F5 =F1 =EF=EE=EC=EE=F9=FC=FE =E4=E5=F2=E5=EA=F2=EE=F0=E0 =EB=E6=E8=
, =ED=F3=E6=ED=EE =EE=F2=ED=EE=F1=E8=F2=FC=F1=FF =F1 =E4=EE=EB=E6=ED=EE=E9=
=EC=E5=F0=EE=E9 =EA=F0=E8=F2=E8=F7=ED=EE=F1=F2=E8 (=F1=EC. =C2=E8=E4=E5=EE).
|
=CC=ED=EE=E3=EE=EA=E0=ED=
=E0=EB=FC=ED=E0=FF =F0=E5=E3=E8=F1=F2=F0=E0=F6=E8=FF =ED=E0=E8=E1=EE=EB=E5=
=E5 =F7=E0=F1=F2=EE =E8=E7=F3=F7=E0=E5=EC=FB=F5 =E2=E8=E4=EE=E2 =E1=E8=EE=
=FD=EB=E5=EA=F2=F0=E8=F7=E5=F1=EA=EE=E9 =E0=EA=F2=E8=E2=ED=EE=F1=F2=E8 =F7=
=E5=EB=EE=E2=E5=EA=E0 (=EF=EE =C2.=C1=EB=EE=EA=F3, 1970) |
2.8. =C2=FB=E1=EE=F0 =EC=E5=F2=EE=E4=E8=EA =E8 =EF=EE=EA=E0=E7=E0=F2=
=E5=EB=E5=E9
=C2 =E8=E4=E5=E0=EB=E5 =E2=FB=E1=EE=F0 =F4=E8=E7=E8=EE=EB=EE=E3=E8=F7=
=E5=F1=EA=E8=F5 =EC=E5=F2=EE=E4=E8=EA =E8 =EF=EE=EA=E0=E7=E0=F2=E5=EB=E5=
=E9 =E4=EE=EB=E6=E5=ED =EB=EE=E3=E8=F7=E5=F1=EA=E8 =E2=FB=F2=E5=EA=E0=F2=
=FC =E8=E7 =EF=F0=E8=ED=FF=F2=EE=E3=EE =E8=F1=F1=EB=E5=E4=EE=E2=E0=F2=E5=
=EB=E5=EC =EC=E5=F2=EE=E4=EE=EB=EE=E3=E8=F7=E5=F1=EA=EE=E3=EE =EF=EE=E4=F5=
=EE=E4=E0 =E8 =F6=E5=EB=E5=E9, =EF=EE=F1=F2=E0=E2=EB=E5=ED=ED=FB=F5 =EF=E5=
=F0=E5=E4 =FD=EA=F1=EF=E5=F0=E8=EC=E5=ED=F2=EE=EC. =CE=E4=ED=E0=EA=EE =ED=
=E0 =EF=F0=E0=EA=F2=E8=EA=E5 =ED=E5=F0=E5=E4=EA=EE =E8=F1=F5=EE=E4=FF=F2=
=E8=E7 =E4=F0=F3=E3=E8=F5 =F1=EE=EE=E1=F0=E0=E6=E5=ED=E8=E9, =ED=E0=EF=F0=
=E8=EC=E5=F0, =E4=EE=F1=F2=F3=EF=ED=EE=F1=F2=E8 =EF=F0=E8=E1=EE=F0=EE=E2=
=E8 =EB=E5=E3=EA=EE=F1=F2=E8 =EE=E1=F0=E0=E1=EE=F2=EA=E8 =FD=EA=F1=EF=E5=
=F0=E8=EC=E5=ED=F2=E0=EB=FC=ED=FB=F5 =E4=E0=ED=ED=FB=F5.
=C1=EE=EB=E5=
=E5 =E2=E5=F1=EE=EC=FB=EC=E8 =EF=F0=E5=E4=F1=F2=E0=E2=EB=FF=FE=F2=F1=FF =
=E0=F0=E3=F3=EC=E5=ED=F2=FB =E2 =EF=EE=EB=FC=E7=F3 =E2=FB=E1=EE=F0=E0 =EC=
=E5=F2=EE=E4=E8=EA, =E5=F1=EB=E8 =E8=E7=E2=EB=E5=EA=E0=E5=EC=FB=E5 =F1 =E8=
=F5 =EF=EE=EC=EE=F9=FC=FE =EF=EE=EA=E0=E7=E0=F2=E5=EB=E8 =EF=EE=EB=F3=F7=
=E0=FE=F2 =EB=EE=E3=E8=F7=E5=F1=EA=E8 =ED=E5=EF=F0=EE=F2=E8=E2=EE=F0=E5=F7=
=E8=E2=EE=E5 =F1=EE=E4=E5=F0=E6=E0=F2=E5=EB=FC=ED=EE=E5 =F2=EE=EB=EA=EE=E2=
=E0=ED=E8=E5 =E2 =EA=EE=ED=F2=E5=EA=F1=F2=E5 =E8=E7=F3=F7=E0=E5=EC=EE=E9=
=EF=F1=E8=F5=EE=EB=EE=E3=E8=F7=E5=F1=EA=EE=E9 =E8=EB=E8 =EF=F1=E8=F5=EE=
=F4=E8=E7=E8=EE=EB=EE=E3=E8=F7=E5=F1=EA=EE=E9 =EC=EE=E4=E5=EB=E8.
=CF=F1=E8=F5=EE=F4=E8=E7=E8=EE=EB=EE=E3=E8=F7=E5=F1=EA=E8=E5 =EC=EE=
=E4=E5=EB=E8. =C2 =ED=E0=F3=EA=E5 =EF=EE=E4 =EC=EE=E4=E5=EB=FC=FE =EF=
=EE=ED=E8=EC=E0=E5=F2=F1=FF =F3=EF=F0=EE=F9=E5=ED=ED=EE=E5 =E7=ED=E0=ED=E8=
=E5, =ED=E5=F1=F3=F9=E5=E5 =EE=EF=F0=E5=E4=E5=EB=E5=ED=ED=F3=FE, =EE=E3=F0=
=E0=ED=E8=F7=E5=ED=ED=F3=FE =E8=ED=F4=EE=F0=EC=E0=F6=E8=FE =EE=E1 =EE=E1=
=FA=E5=EA=F2=E5/=FF=E2=EB=E5=ED=E8=E8, =EE=F2=F0=E0=E6=E0=FE=F9=E5=E5 =F2=
=E5 =E8=EB=E8 =E8=ED=FB=E5 =E5=E3=EE =F1=E2=EE=E9=F1=F2=E2=E0. =D1 =EF=EE=
=EC=EE=F9=FC=FE =EC=EE=E4=E5=EB=E5=E9 =EC=EE=E6=ED=EE =E8=EC=E8=F2=E8=F0=
=EE=E2=E0=F2=FC =F4=F3=ED=EA=F6=E8=EE=ED=E8=F0=EE=E2=E0=ED=E8=E5 =E8 =EF=
=F0=EE=E3=ED=EE=E7=E8=F0=EE=E2=E0=F2=FC =F1=E2=EE=E9=F1=F2=E2=E0 =E8=E7=F3=
=F7=E0=E5=EC=FB=F5 =EE=E1=FA=E5=EA=F2=EE=E2, =EF=F0=EE=F6=E5=F1=F1=EE=E2=
=E8=EB=E8 =FF=E2=EB=E5=ED=E8=E9. =C2 =EF=F1=E8=F5=EE=EB=EE=E3=E8=E8 =EC=
=EE=E4=E5=EB=E8=F0=EE=E2=E0=ED=E8=E5 =E8=EC=E5=E5=F2 =E4=E2=E0 =E0=F1=EF=
=E5=EA=F2=E0: =EC=EE=E4=E5=EB=E8=F0=EE=E2=E0=ED=E8=E5 =EF=F1=E8=F5=E8=
=EA=E8 =E8 =EC=EE=E4=E5=EB=E8=F0=EE=E2=E0=ED=E8=E5 =F1=E8=F2=F3=E0=
=F6=E8=E9. =CF=EE=E4 =EF=E5=F0=E2=FB=EC =EF=EE=E4=F0=E0=E7=F3=EC=E5=E2=
=E0=E5=F2=F1=FF =E7=ED=E0=EA=EE=E2=E0=FF =E8=EB=E8 =F2=E5=F5=ED=E8=F7=E5=
=F1=EA=E0=FF =E8=EC=E8=F2=E0=F6=E8=FF =EC=E5=F5=E0=ED=E8=E7=EC=EE=E2, =EF=
=F0=EE=F6=E5=F1=F1=EE=E2 =E8 =F0=E5=E7=F3=EB=FC=F2=E0=F2=EE=E2 =EF=F1=E8=
=F5=E8=F7=E5=F1=EA=EE=E9 =E4=E5=FF=F2=E5=EB=FC=ED=EE=F1=F2=E8, =EF=EE=E4=
=E2=F2=EE=F0=FB=EC =EE=F0=E3=E0=ED=E8=E7=E0=F6=E8=FF =F2=EE=E3=EE =E8=EB=
=E8 =E8=ED=EE=E3=EE =E2=E8=E4=E0 =F7=E5=EB=EE=E2=E5=F7=E5=F1=EA=EE=E9 =E4=
=E5=FF=F2=E5=EB=FC=ED=EE=F1=F2=E8 =EF=F3=F2=E5=EC =E8=F1=EA=F3=F1=F1=F2=E2=
=E5=ED=ED=EE=E3=EE =EA=EE=ED=F1=F2=F0=F3=E8=F0=EE=E2=E0=ED=E8=FF =F1=F0=E5=
=E4=FB, =E2 =EA=EE=F2=EE=F0=EE=E9 =EE=F1=F3=F9=E5=F1=F2=E2=EB=FF=E5=F2=F1=
=FF =FD=F2=E0 =E4=E5=FF=F2=E5=EB=FC=ED=EE=F1=F2=FC.
=CE=E1=E0 =E0=
=F1=EF=E5=EA=F2=E0 =EC=EE=E4=E5=EB=E8=F0=EE=E2=E0=ED=E8=FF =ED=E0=F5=EE=E4=
=FF=F2 =EC=E5=F1=F2=EE =E2 =EF=F1=E8=F5=EE=F4=E8=E7=E8=EE=EB=EE=E3=E8=F7=
=E5=F1=EA=E8=F5 =E8=F1=F1=EB=E5=E4=EE=E2=E0=ED=E8=FF=F5. =C2 =EF=E5=F0=E2=
=EE=EC =F1=EB=F3=F7=E0=E5 =EC=EE=E4=E5=EB=E8=F0=F3=E5=EC=FB=E5 =EE=F1=EE=
=E1=E5=ED=ED=EE=F1=F2=E8 =E4=E5=FF=F2=E5=EB=FC=ED=EE=F1=F2=E8 =F7=E5=EB=EE=
=E2=E5=EA=E0, =EF=F1=E8=F5=E8=F7=E5=F1=EA=E8=F5 =EF=F0=EE=F6=E5=F1=F1=EE=
=E2 =E8 =F1=EE=F1=F2=EE=FF=ED=E8=E9 =EF=F0=EE=E3=ED=EE=E7=E8=F0=F3=FE=F2=
=F1=FF =ED=E0 =EE=F1=ED=EE=E2=E5 =EE=E1=FA=E5=EA=F2=E8=E2=ED=FB=F5 =F4=E8=
=E7=E8=EE=EB=EE=E3=E8=F7=E5=F1=EA=E8=F5 =EF=EE=EA=E0=E7=E0=F2=E5=EB=E5=E9=
, =ED=E5=F0=E5=E4=EA=EE =E7=E0=F0=E5=E3=E8=F1=F2=F0=E8=F0=EE=E2=E0=ED=ED=
=FB=F5 =E2=ED=E5 =EF=F0=FF=EC=EE=E9 =F1=E2=FF=E7=E8 =F1 =E8=E7=F3=F7=E0=E5=
=EC=FB=EC =F4=E5=ED=EE=EC=E5=ED=EE=EC. =CD=E0=EF=F0=E8=EC=E5=F0, =EF=EE=EA=
=E0=E7=E0=ED=EE, =F7=F2=EE =ED=E5=EA=EE=F2=EE=F0=FB=E5 =E8=ED=E4=E8=E2=E8=
=E4=F3=E0=EB=FC=ED=FB=E5 =EE=F1=EE=E1=E5=ED=ED=EE=F1=F2=E8 =E2=EE=F1=EF=F0=
=E8=FF=F2=E8=FF =E8 =EF=E0=EC=FF=F2=E8 =EC=EE=E6=ED=EE =EF=F0=EE=E3=ED=EE=
=E7=E8=F0=EE=E2=E0=F2=FC =EF=EE =F5=E0=F0=E0=EA=F2=E5=F0=E8=F1=F2=E8=EA=E0=
=EC =E1=E8=EE=F2=EE=EA=EE=E2 =EC=EE=E7=E3=E0. =C2=EE =E2=F2=EE=F0=EE=EC =
=F1=EB=F3=F7=E0=E5 =EF=F1=E8=F5=EE=F4=E8=E7=E8=EE=EB=EE=E3=E8=F7=E5=F1=EA=
=EE=E5 =EC=EE=E4=E5=EB=E8=F0=EE=E2=E0=ED=E8=E5 =E2=EA=EB=FE=F7=E0=E5=F2 =
=E8=EC=E8=F2=E0=F6=E8=FE =E2 =EB=E0=E1=EE=F0=E0=F2=EE=F0=ED=FB=F5 =F3=F1=
=EB=EE=E2=E8=FF=F5 =EE=EF=F0=E5=E4=E5=EB=E5=ED=ED=EE=E9 =EF=F1=E8=F5=E8=F7=
=E5=F1=EA=EE=E9 =E4=E5=FF=F2=E5=EB=FC=ED=EE=F1=F2=E8, =F1 =F6=E5=EB=FC=FE=
=E2=FB=FF=E2=EB=E5=ED=E8=FF =E5=E5 =F4=E8=E7=E8=EE=EB=EE=E3=E8=F7=E5=F1=
=EA=E8=F5 =EA=EE=F0=F0=E5=EB=FF=F2=EE=E2 =E8 /=E8=EB=E8 =EC=E5=F5=E0=ED=E8=
=E7=EC=EE=E2. =CE=E1=FF=E7=E0=F2=E5=EB=FC=ED=FB=EC =EF=F0=E8 =FD=F2=EE=EC=
=FF=E2=EB=FF=E5=F2=F1=FF =F1=EE=E7=E4=E0=ED=E8=E5 =ED=E5=EA=EE=F2=EE=F0=
=FB=F5 =E8=F1=EA=F3=F1=F1=F2=E2=E5=ED=ED=FB=F5 =F1=E8=F2=F3=E0=F6=E8=E9,=
=E2 =EA=EE=F2=EE=F0=FB=F5 =F2=E0=EA =E8=EB=E8 =E8=ED=E0=F7=E5 =E2=EA=EB=
=FE=F7=E0=FE=F2=F1=FF =E8=F1=F1=EB=E5=E4=F3=E5=EC=FB=E5 =EF=F1=E8=F5=E8=F7=
=E5=F1=EA=E8=E5 =EF=F0=EE=F6=E5=F1=F1=FB =E8 =F4=F3=ED=EA=F6=E8=E8. =CF=F0=
=E8=EC=E5=F0=EE=EC =F2=E0=EA=EE=E3=EE =EF=EE=E4=F5=EE=E4=E0 =F1=EB=F3=E6=
=E0=F2 =EC=ED=EE=E3=EE=F7=E8=F1=EB=E5=ED=ED=FB=E5 =FD=EA=F1=EF=E5=F0=E8=EC=
=E5=ED=F2=FB =EF=EE =E2=FB=FF=E2=EB=E5=ED=E8=FE =F4=E8=E7=E8=EE=EB=EE=E3=
=E8=F7=E5=F1=EA=E8=F5 =EA=EE=F0=F0=E5=EB=FF=F2=EE=E2 =E2=EE=F1=EF=F0=E8=FF=
=F2=E8=FF, =EF=E0=EC=FF=F2=E8 =E8 =F2.=E4.
=CF=F0=E8 =E8=
=ED=F2=E5=F0=EF=F0=E5=F2=E0=F6=E8=E8 =F0=E5=E7=F3=EB=FC=F2=E0=F2=EE=E2 =E2=
=EF=EE=E4=EE=E1=ED=FB=F5 =FD=EA=F1=EF=E5=F0=E8=EC=E5=ED=F2=E0=F5 =E8=F1=
=F1=EB=E5=E4=EE=E2=E0=F2=E5=EB=FC =E4=EE=EB=E6=E5=ED =F7=E5=F2=EA=EE =EF=
=F0=E5=E4=F1=F2=E0=E2=EB=FF=F2=FC =F1=E5=E1=E5, =F7=F2=EE =EC=EE=E4=E5=EB=
=FC =ED=E8=EA=EE=E3=E4=E0 =ED=E5 =E1=FB=E2=E0=E5=F2 =EF=EE=EB=ED=EE=F1=F2=
=FC=FE =E8=E4=E5=ED=F2=E8=F7=ED=E0 =E8=E7=F3=F7=E0=E5=EC=EE=EC=F3 =FF=E2=
=EB=E5=ED=E8=FE =E8=EB=E8 =EF=F0=EE=F6=E5=F1=F1=F3. =CA=E0=EA =EF=F0=E0=E2=
=E8=EB=EE, =E2 =ED=E5=E9 =F3=F7=E8=F2=FB=E2=E0=FE=F2=F1=FF =EB=E8=F8=FC =
=EA=E0=EA=E8=E5-=F2=EE =EE=F2=E4=E5=EB=FC=ED=FB=E5 =F1=F2=EE=F0=EE=ED=FB=
=F0=E5=E0=EB=FC=ED=EE=F1=F2=E8. =D1=EB=E5=E4=EE=E2=E0=F2=E5=EB=FC=ED=EE=
, =EA=E0=EA=E8=EC =E1=FB =E8=F1=F7=E5=F0=EF=FB=E2=E0=FE=F9=E8=EC =ED=E8 =
=EA=E0=E7=E0=EB=F1=FF, =ED=E0=EF=F0=E8=EC=E5=F0, =EA=E0=EA=EE=E9-=EB=E8=E1=
=EE =EF=F1=E8=F5=EE=F4=E8=E7=E8=EE=EB=EE=E3=E8=F7=E5=F1=EA=E8=E9 =FD=EA=F1=
=EF=E5=F0=E8=EC=E5=ED=F2 =EF=EE =E2=FB=FF=E2=EB=E5=ED=E8=FE =ED=E5=E9=F0=
=EE=F4=E8=E7=E8=EE=EB=EE=E3=E8=F7=E5=F1=EA=E8=F5 =EA=EE=F0=F0=E5=EB=FF=F2=
=EE=E2 =EF=F0=EE=F6=E5=F1=F1=EE=E2 =EF=E0=EC=FF=F2=E8, =EE=ED =E1=F3=E4=E5=
=F2 =E4=E0=E2=E0=F2=FC =EB=E8=F8=FC =F7=E0=F1=F2=E8=F7=ED=EE=E5 =E7=ED=E0=
=ED=E8=E5 =EE =EF=F0=E8=F0=EE=E4=E5 =E5=E5 =F4=E8=E7=E8=EE=EB=EE=E3=E8=F7=
=E5=F1=EA=E8=F5 =EC=E5=F5=E0=ED=E8=E7=EC=EE=E2, =EE=E3=F0=E0=ED=E8=F7=E5=
=ED=ED=EE=E5 =F0=E0=EC=EA=E0=EC=E8 =E4=E0=ED=ED=EE=E9 =EC=EE=E4=E5=EB=E8=
=E8 =E8=F1=EF=EE=EB=FC=E7=F3=E5=EC=FB=F5 =EC=E5=F2=EE=E4=E8=F7=E5=F1=EA=
=E8=F5 =EF=F0=E8=E5=EC=EE=E2 =E8 =EF=EE=EA=E0=E7=E0=F2=E5=EB=E5=E9. =C8=EC=
=E5=ED=ED=EE =EF=EE =FD=F2=EE=E9 =EF=F0=E8=F7=E8=ED=E5 =EF=F1=E8=F5=EE=F4=
=E8=E7=E8=EE=EB=EE=E3=E8=FF =E8=E7=EE=E1=E8=EB=F3=E5=F2 =F0=E0=E7=ED=EE=EE=
=E1=F0=E0=E7=E8=E5=EC =ED=E5=F1=E2=FF=E7=E0=ED=ED=FB=F5 =EC=E5=E6=E4=F3 =
=F1=EE=E1=EE=E9, =E0 =E8=ED=EE=E3=E4=E0 =E8 =EF=F0=EE=F1=F2=EE =EF=F0=EE=
=F2=E8=E2=EE=F0=E5=F7=E8=E2=FB=F5 =FD=EA=F1=EF=E5=F0=E8=EC=E5=ED=F2=E0=EB=
=FC=ED=FB=F5 =E4=E0=ED=ED=FB=F5. =CF=EE=EB=F3=F7=E5=ED=ED=FB=E5 =E2 =EA=EE=
=ED=F2=E5=EA=F1=F2=E5 =F0=E0=E7=ED=FB=F5 =EC=EE=E4=E5=EB=E5=E9 =F2=E0=EA=
=E8=E5 =E4=E0=ED=ED=FB=E5 =EF=F0=E5=E4=F1=F2=E0=E2=EB=FF=FE=F2 =F4=F0=E0=
=E3=EC=E5=ED=F2=E0=F0=ED=EE=E5 =E7=ED=E0=ED=E8=E5, =EA=EE=F2=EE=F0=EE=E5=
=E2 =EF=E5=F0=F1=EF=E5=EA=F2=E8=E2=E5, =E2=E5=F0=EE=FF=F2=ED=EE, =E4=EE=
=EB=E6=ED=EE =EE=E1=FA=E5=E4=E8=ED=E8=F2=FC=F1=FF =E2 =F6=E5=EB=EE=F1=F2=
=ED=F3=FE =F1=E8=F1=F2=E5=EC=F3, =EE=EF=E8=F1=FB=E2=E0=FE=F9=F3=FE =EC=E5=
=F5=E0=ED=E8=E7=EC=FB =EF=F1=E8=F5=EE=F4=E8=E7=E8=EE=EB=EE=E3=E8=F7=E5=F1=
=EA=EE=E3=EE =F4=F3=ED=EA=F6=E8=EE=ED=E8=F0=EE=E2=E0=ED=E8=FF.
=C8=ED=F2=E5=F0=EF=F0=E5=F2=E0=F6=E8=FF =EF=EE=EA=E0=E7=E0=F2=E5=EB=
=E5=E9. =CE=F1=EE=E1=EE=E3=EE =E2=ED=E8=EC=E0=ED=E8=FF =E7=E0=F1=EB=F3=
=E6=E8=E2=E0=E5=F2 =E2=EE=EF=F0=EE=F1 =EE =F2=EE=EC, =EA=E0=EA=EE=E5 =E7=
=ED=E0=F7=E5=ED=E8=E5 =FD=EA=F1=EF=E5=F0=E8=EC=E5=ED=F2=E0=F2=EE=F0 =EF=F0=
=E8=E4=E0=E5=F2 =EA=E0=E6=E4=EE=EC=F3 =E8=E7 =E8=F1=EF=EE=EB=FC=E7=F3=E5=
=EC=FB=F5 =E8=EC =EF=EE=EA=E0=E7=E0=F2=E5=EB=E5=E9. =C2 =EF=F0=E8=ED=F6=E8=
=EF=E5 =F4=E8=E7=E8=EE=EB=EE=E3=E8=F7=E5=F1=EA=E8=E5 =EF=EE=EA=E0=E7=E0=F2=
=E5=EB=E8 =EC=EE=E3=F3=F2 =E2=FB=EF=EE=EB=ED=FF=F2=FC =E4=E2=E5 =EE=F1=ED=
=EE=E2=ED=FB=E5 =F0=EE=EB=E8: =F6=E5=EB=E5=E2=F3=FE (=F1=EC=FB=F1=EB=EE=E2=
=F3=FE) =E8 =F1=EB=F3=E6=E5=E1=ED=F3=FE (=E2=F1=EF=EE=EC=EE=E3=E0=F2=E5=EB=
=FC=ED=F3=FE). =CD=E0=EF=F0=E8=EC=E5=F0, =EF=F0=E8 =E8=E7=F3=F7=E5=ED=E8=
=E8 =E1=E8=EE=F2=EE=EA=EE=E2 =EC=EE=E7=E3=E0 =E2 =EF=F0=EE=F6=E5=F1=F1=E5=
=F3=EC=F1=F2=E2=E5=ED=ED=EE=E9 =E4=E5=FF=F2=E5=EB=FC=ED=EE=F1=F2=E8 =F6=
=E5=EB=E5=F1=EE=EE=E1=F0=E0=E7=ED=EE =EF=E0=F0=E0=EB=EB=E5=EB=FC=ED=EE =F0=
=E5=E3=E8=F1=F2=F0=E8=F0=EE=E2=E0=F2=FC =E4=E2=E8=E6=E5=ED=E8=FF =E3=EB=E0=
=E7, =EC=FB=F8=E5=F7=ED=EE=E5 =ED=E0=EF=F0=FF=E6=E5=ED=E8=E5 =E8 =ED=E5=EA=
=EE=F2=EE=F0=FB=E5 =E4=F0=F3=E3=E8=E5 =EF=EE=EA=E0=E7=E0=F2=E5=EB=E8. =CF=
=F0=E8=F7=E5=EC =E2 =EA=EE=ED=F2=E5=EA=F1=F2=E5 =F2=E0=EA=EE=E9 =F0=E0=E1=
=EE=F2=FB =F2=EE=EB=FC=EA=EE =EF=EE=EA=E0=E7=E0=F2=E5=EB=E8 =E1=E8=EE=F2=
=EE=EA=EE=E2 =EC=EE=E7=E3=E0 =ED=E5=F1=F3=F2 =F1=EC=FB=F1=EB=EE=E2=F3=FE=
=ED=E0=E3=F0=F3=E7=EA=F3, =F1=E2=FF=E7=E0=ED=ED=F3=FE =F1 =E4=E0=ED=ED=EE=
=E9 =E7=E0=E4=E0=F7=E5=E9. =CE=F1=F2=E0=EB=FC=ED=FB=E5 =EF=EE=EA=E0=E7=E0=
=F2=E5=EB=E8 =F1=EB=F3=E6=E0=F2 =E4=EB=FF =EA=EE=ED=F2=F0=EE=EB=FF =E0=F0=
=F2=E5=F4=E0=EA=F2=EE=E2 =E8 =EA=E0=F7=E5=F1=F2=E2=E0 =F0=E5=E3=E8=F1=F2=
=F0=E0=F6=E8=E8 =E1=E8=EE=F2=EE=EA=EE=E2 (=F0=E5=E3=E8=F1=F2=F0=E0=F6=E8=
=FF =E3=EB=E0=E7=ED=FB=F5 =E4=E2=E8=E6=E5=ED=E8=E9), =EA=EE=ED=F2=F0=EE=EB=
=FF =FD=EC=EE=F6=E8=EE=ED=E0=EB=FC=ED=FB=F5 =F1=EE=F1=F2=EE=FF=ED=E8=E9 =
=E8=F1=EF=FB=F2=F3=E5=EC=EE=E3=EE (=F0=E5=E3=E8=F1=F2=F0=E0=F6=E8=FF =CA=C3=D0 (=EA=EE=E6=ED=EE-=E3=E0=EB=FC=
=E2=E0=ED=E8=F7=E5=F1=EA=E0=FF =F0=E5=E0=EA=F6=E8=FF) - =E8=E7=EC=E5=
=ED=E5=ED=E8=E5 =FD=EB=E5=EA=F2=F0=E8=F7=E5=F1=EA=EE=E9 =E0=EA=F2=E8=E2=ED=
=EE=F1=F2=E8 =EA=EE=E6=E8; =E8=E7=EC=E5=F0=FF=E5=F2=F1=FF =E2 =E4=E2=F3=F5=
=E2=E0=F0=E8=E0=ED=F2=E0=F5 =ED=E0 =EE=F1=ED=EE=E2=E5 =EE=F6=E5=ED=EA=E8=
=FD=EB=E5=EA=F2=F0=E8=F7=E5=F1=EA=EE=E3=EE =F1=EE=EF=F0=EE=F2=E8=E2=EB=E5=
=ED=E8=FF =E8=EB=E8 =EF=F0=EE=E2=EE=E4=E8=EC=EE=F1=F2=E8 =F0=E0=E7=EB=E8=
=F7=ED=FB=F5 =F3=F7=E0=F1=F2=EA=EE=E2 =EA=EE=E6=E8; =E8=F1=EF=EE=EB=FC=E7=
=F3=E5=F2=F1=FF =EF=F0=E8 =E4=E8=E0=E3=ED=EE=F1=F2=E8=EA=E5 =F4=F3=ED=EA=
=F6=E8=EE=ED=E0=EB=FC=ED=FB=F5 =F1=EE=F1=F2=EE=FF=ED=E8=E9 =E8 =FD=EC=EE=
=F6=E8=EE=ED=E0=EB=FC=ED=FB=F5 =F0=E5=E0=EA=F6=E8=E9 =F7=E5=EB=EE=E2=E5=EA=
=E0.');" onmouseout=3Dnd(); href=3D"javascript:void(0);">=CA=C3=D0), =EF=EE=F1=EA=EE=EB=FC=EA=F3, =F5=EE=F0=EE=F8=
=EE =E8=E7=E2=E5=F1=F2=ED=EE, =F7=F2=EE =E3=EB=E0=E7=ED=FB=E5 =E4=E2=E8=E6=
=E5=ED=E8=FF =E8 =FD=EC=EE=F6=E8=EE=ED=E0=EB=FC=ED=EE=E5 =ED=E0=EF=F0=FF=
=E6=E5=ED=E8=E5 =EC=EE=E3=F3=F2 =EF=F0=E8=E2=ED=EE=F1=E8=F2=FC =EF=EE=EC=
=E5=F5=E8 =E8 =E8=F1=EA=E0=E6=E0=F2=FC =EA=E0=F0=F2=E8=ED=F3 =E1=E8=EE=F2=
=EE=EA=EE=E2, =EE=F1=EE=E1=E5=ED=ED=EE =EA=EE=E3=E4=E0 =E8=F1=EF=FB=F2=F3=
=E5=EC=FB=E9 =F0=E5=F8=E0=E5=F2 =EA=E0=EA=F3=FE-=EB=E8=E1=EE =E7=E0=E4=E0=
=F7=F3. =C2 =F2=EE =E6=E5 =E2=F0=E5=EC=FF =E2 =E4=F0=F3=E3=EE=EC =E8=F1=F1=
=EB=E5=E4=EE=E2=E0=ED=E8=E8 =F0=E5=E3=E8=F1=F2=F0=E0=F6=E8=FF =E8 =E3=EB=
=E0=E7=ED=FB=F5 =E4=E2=E8=E6=E5=ED=E8=E9, =E8 =CA=C3=D0 =EC=EE=E6=E5=F2 =
=E8=E3=F0=E0=F2=FC =F1=EC=FB=F1=EB=EE=E2=F3=FE, =E0 =ED=E5 =F1=EB=F3=E6=E5=
=E1=ED=F3=FE =F0=EE=EB=FC. =CD=E0=EF=F0=E8=EC=E5=F0, =EA=EE=E3=E4=E0 =EF=
=F0=E5=E4=EC=E5=F2 =E8=F1=F1=EB=E5=E4=EE=E2=E0=ED=E8=FF — =F1=F2=F0=
=E0=F2=E5=E3=E8=FF =E2=E8=E7=F3=E0=EB=FC=ED=EE=E3=EE =EF=EE=E8=F1=EA=E0 =
=E8=EB=E8 =E8=E7=F3=F7=E5=ED=E8=E5 =F4=E8=E7=E8=EE=EB=EE=E3=E8=F7=E5=F1=EA=
=E8=F5 =EC=E5=F5=E0=ED=E8=E7=EC=EE=E2 =FD=EC=EE=F6=E8=EE=ED=E0=EB=FC=ED=EE=
=E9 =F1=F4=E5=F0=FB =F7=E5=EB=EE=E2=E5=EA=E0.
=D2=E0=EA=E8=
=EC =EE=E1=F0=E0=E7=EE=EC, =EE=E4=E8=ED =E8 =F2=EE=F2 =E6=E5 =F4=E8=E7=E8=
=EE=EB=EE=E3=E8=F7=E5=F1=EA=E8=E9 =EF=EE=EA=E0=E7=E0=F2=E5=EB=FC =EC=EE=E6=
=E5=F2 =E1=FB=F2=FC =E8=F1=EF=EE=EB=FC=E7=EE=E2=E0=ED =E4=EB=FF =F0=E5=F8=
=E5=ED=E8=FF =F0=E0=E7=ED=FB=F5 =E7=E0=E4=E0=F7. =C4=F0=F3=E3=E8=EC=E8 =F1=
=EB=EE=E2=E0=EC=E8, =F1=EF=E5=F6=E8=F4=E8=EA=E0 =E8=F1=EF=EE=EB=FC=E7=EE=
=E2=E0=ED=E8=FF =EF=EE=EA=E0=E7=E0=F2=E5=EB=FF =EE=EF=F0=E5=E4=E5=EB=FF=E5=
=F2=F1=FF =ED=E5 =F2=EE=EB=FC=EA=EE =E5=E3=EE =F1=EE=E1=F1=F2=E2=E5=ED=ED=
=FB=EC=E8 =F4=F3=ED=EA=F6=E8=EE=ED=E0=EB=FC=ED=FB=EC=E8 =E2=EE=E7=EC=EE=E6=
=ED=EE=F1=F2=FF=EC=E8, =ED=EE =F2=E0=EA=E6=E5 =E8 =F2=E5=EC =EF=F1=E8=F5=
=EE=EB=EE=E3=E8=F7=E5=F1=EA=E8=EC =EA=EE=ED=F2=E5=EA=F1=F2=EE=EC, =E2 =EA=
=EE=F2=EE=F0=FB=E9 =EE=ED =E2=EA=EB=FE=F7=E0=E5=F2=F1=FF. =D5=EE=F0=EE=F8=
=E5=E5 =E7=ED=E0=ED=E8=E5 =EF=F0=E8=F0=EE=E4=FB =E8 =E2=F1=E5=F5 =E2=EE=E7=
=EC=EE=E6=ED=EE=F1=F2=E5=E9 =E8=F1=EF=EE=EB=FC=E7=F3=E5=EC=FB=F5 =F4=E8=E7=
=E8=EE=EB=EE=E3=E8=F7=E5=F1=EA=E8=F5 =EF=EE=EA=E0=E7=E0=F2=E5=EB=E5=E9 &=
mdash; =E2=E0=E6=ED=FB=E9 =F4=E0=EA=F2=EE=F0 =E2 =EE=F0=E3=E0=ED=E8=E7=E0=
=F6=E8=E8 =EF=F1=E8=F5=EE=F4=E8=E7=E8=EE=EB=EE=E3=E8=F7=E5=F1=EA=EE=E3=EE=
=FD=EA=F1=EF=E5=F0=E8=EC=E5=ED=F2=E0.
=C7=ED=E0=F7=E5=ED=E8=E5 =FD=EA=F1=EF=E5=F0=E8=EC=E5=ED=F2=EE=E2, =
=E2=FB=EF=EE=EB=ED=E5=ED=ED=FB=F5 =ED=E0 =E6=E8=E2=EE=F2=ED=FB=F5. =CA=
=E0=EA =F3=E6=E5 =EE=F2=EC=E5=F7=E0=EB=EE=F1=FC =E2=FB=F8=E5, =EC=ED=EE=E3=
=E8=E5 =E7=E0=E4=E0=F7=E8 =E2 =EF=F1=E8=F5=EE=F4=E8=E7=E8=EE=EB=EE=E3=E8=
=E8 =F0=E5=F8=E0=EB=E8=F1=FC =E8 =EF=F0=EE=E4=EE=EB=E6=E0=FE=F2 =F0=E5=F8=
=E0=F2=FC=F1=FF =E2 =FD=EA=F1=EF=E5=F0=E8=EC=E5=ED=F2=E0=F5 =ED=E0 =E6=E8=
=E2=EE=F2=ED=FB=F5. (=C2 =EF=E5=F0=E2=F3=FE =EE=F7=E5=F0=E5=E4=FC =F0=E5=
=F7=FC =E8=E4=E5=F2 =EE=E1 =E8=E7=F3=F7=E5=ED=E8=E8 =E0=EA=F2=E8=E2=ED=EE=
=F1=F2=E8 =ED=E5=E9=F0=EE=ED=EE=E2.) =C2 =F1=E2=FF=E7=E8 =F1 =FD=F2=E8=EC=
=EE=F1=EE=E1=EE=E5 =E7=ED=E0=F7=E5=ED=E8=E5 =EF=F0=E8=EE=E1=F0=E5=F2=E0=
=E5=F2 =EF=F0=EE=E1=EB=E5=EC=E0, =F1=F4=EE=F0=EC=F3=EB=E8=F0=EE=E2=E0=ED=
=ED=E0=FF =E5=F9=E5 =CB.=D1. =C2=FB=E3=EE=F2=F1=EA=E8=EC. =DD=F2=EE =EF=F0=
=EE=E1=EB=E5=EC=E0 =F1=EF=E5=F6=E8=F4=E8=F7=E5=F1=EA=EE=E3=EE =E4=EB=FF =
=F7=E5=EB=EE=E2=E5=EA=E0 =F1=EE=EE=F2=ED=EE=F8=E5=ED=E8=FF =F1=F2=F0=F3=EA=
=F2=F3=F0=ED=FB=F5 =E8 =F4=F3=ED=EA=F6=E8=EE=ED=E0=EB=FC=ED=FB=F5 =E5=E4=
=E8=ED=E8=F6 =E2 =E4=E5=FF=F2=E5=EB=FC=ED=EE=F1=F2=E8 =EC=EE=E7=E3=E0 =E8=
=EE=EF=F0=E5=E4=E5=EB=E5=ED=E8=FF =ED=EE=E2=FB=F5 =EF=EE =F1=F0=E0=E2=ED=
=E5=ED=E8=FE =F1 =E6=E8=E2=EE=F2=ED=FB=EC=E8 =EF=F0=E8=ED=F6=E8=EF=EE=E2=
=F4=F3=ED=EA=F6=E8=EE=ED=E8=F0=EE=E2=E0=ED=E8=FF =F1=E8=F1=F2=E5=EC, =E2=
=ED=F3=F2=F0=E8- =E8 =EC=E5=E6=F1=E8=F1=F2=E5=EC=ED=FB=F5 =E2=E7=E0=E8=EC=
=EE=E4=E5=E9=F1=F2=E2=E8=E9.
=D1=EB=E5=E4=
=F3=E5=F2 =EF=F0=FF=EC=EE =F3=EA=E0=E7=E0=F2=FC, =F7=F2=EE =EF=F0=EE=E1=EB=
=E5=EC=E0 "=F1=EF=E5=F6=E8=F4=E8=F7=E5=F1=EA=EE=E3=EE =E4=EB=FF =F7=E5=EB=
=EE=E2=E5=EA=E0 =F1=EE=EE=F2=ED=EE=F8=E5=ED=E8=FF =F1=F2=F0=F3=EA=F2=F3=F0=
=ED=FB=F5 =E8 =F4=F3=ED=EA=F6=E8=EE=ED=E0=EB=FC=ED=FB=F5 =E5=E4=E8=ED=E8=
=F6 =E2 =E4=E5=FF=F2=E5=EB=FC=ED=EE=F1=F2=E8 =EC=EE=E7=E3=E0 =E8 =EE=EF=F0=
=E5=E4=E5=EB=E5=ED=E8=FF =ED=EE=E2=FB=F5 =EF=EE =F1=F0=E0=E2=ED=E5=ED=E8=
=FE =F1 =E6=E8=E2=EE=F2=ED=FB=EC=E8" =EF=F0=E8=ED=F6=E8=EF=EE=E2 =F4=F3=ED=
=EA=F6=E8=EE=ED=E8=F0=EE=E2=E0=ED=E8=FF =F1=E8=F1=F2=E5=EC, =EA =F1=EE=E6=
=E0=EB=E5=ED=E8=FE, =EF=EE=EA=E0 =ED=E5 =EF=EE=EB=F3=F7=E8=EB=E0 =EF=F0=EE=
=E4=F3=EA=F2=E8=E2=ED=EE=E3=EE =F0=E0=E7=E2=E8=F2=E8=FF. =CA=E0=EA =EF=E8=
=F8=E5=F2 =CE.=D1. =C0=ED=E4=F0=E8=E0=ED=EE=E2 (1993): "=D1=F2=F0=E5=EC=E8=
=F2=E5=EB=FC=ED=EE=E5 "=EF=EE=E3=F0=F3=E6=E5=ED=E8=E5" =E1=E8=EE=EB=EE=E3=
=E8=E8 =E8 =EC=E5=E4=E8=F6=E8=ED=FB... =E2 =E3=EB=F3=E1=E8=ED=FB =E6=E8=E2=
=EE=E9 =EC=E0=F2=E5=F0=E8=E8 =EE=F2=EE=E4=E2=E8=ED=F3=EB=EE =ED=E0 =E7=E0=
=E4=ED=E8=E9 =EF=EB=E0=ED =E8=E7=F3=F7=E5=ED=E8=E5 =E2=E0=E6=ED=E5=E9=F8=
=E5=E9 =EF=F0=EE=E1=EB=E5=EC=FB — =FD=E2=EE=EB=FE=F6=E8=EE=ED=ED=EE=
=E9 =F1=EF=E5=F6=E8=F4=E8=EA=E8 =EC=EE=E7=E3=E0 =F7=E5=EB=EE=E2=E5=EA=E0=
. =CF=EE=EF=FB=F2=EA=E8 =ED=E0=E9=F2=E8 =ED=E0 =EC=EE=EB=E5=EA=F3=EB=FF=F0=
=ED=EE=EC =F3=F0=EE=E2=ED=E5 =ED=E5=EA=E8=E9 =EC=E0=F2=E5=F0=E8=E0=EB=FC=
=ED=FB=E9 =F1=F3=E1=F1=F2=F0=E0=F2, =F5=E0=F0=E0=EA=F2=E5=F0=ED=FB=E9 =F2=
=EE=EB=FC=EA=EE =E4=EB=FF =EC=EE=E7=E3=E0 =F7=E5=EB=EE=E2=E5=EA=E0 =E8 =EE=
=EF=F0=E5=E4=E5=EB=FF=FE=F9=E8=E9 =EE=F1=EE=E1=E5=ED=ED=EE=F1=F2=E8 =ED=E0=
=E8=E1=EE=EB=E5=E5 =F1=EB=EE=E6=ED=FB=F5 =EF=F1=E8=F5=E8=F7=E5=F1=EA=E8=F5=
=F4=F3=ED=EA=F6=E8=E9, =EF=EE=EA=E0 =ED=E5 =F3=E2=E5=ED=F7=E0=EB=E8=F1=FC=
=F3=F1=EF=E5=F5=EE=EC".
=D2=E0=EA=E8=
=EC =EE=E1=F0=E0=E7=EE=EC, =E2=F1=F2=E0=E5=F2 =E2=EE=EF=F0=EE=F1 =EE =EF=
=F0=E0=E2=EE=EC=E5=F0=ED=EE=F1=F2=E8 =EF=E5=F0=E5=ED=EE=F1=E0 =E4=E0=ED=ED=
=FB=F5 =EF=EE=EB=F3=F7=E5=ED=ED=FB=F5 =ED=E0 =E6=E8=E2=EE=F2=ED=FB=F5 =E4=
=EB=FF =EE=E1=FA=FF=F1=ED=E5=ED=E8=FF =EC=EE=E7=E3=EE=E2=FB=F5 =F4=F3=ED=
=EA=F6=E8=E9 =F3 =F7=E5=EB=EE=E2=E5=EA=E0. =D8=E8=F0=EE=EA=EE =EF=F0=E8=ED=
=FF=F2=E0 =F2=EE=F7=EA=E0 =E7=F0=E5=ED=E8=FF, =E2 =F1=EE=EE=F2=E2=E5=F2=F1=
=F2=E2=E8=E8 =F1 =EA=EE=F2=EE=F0=EE=E9 =F1=F3=F9=E5=F1=F2=E2=F3=FE=F2 =F3=
=ED=E8=E2=E5=F0=F1=E0=EB=FC=ED=FB=E5 =EC=E5=F5=E0=ED=E8=E7=EC=FB =EA=EB=E5=
=F2=EE=F7=ED=EE=E3=EE =F4=F3=ED=EA=F6=E8=EE=ED=E8=F0=EE=E2=E0=ED=E8=FF =E8=
=EE=E1=F9=E8=E5 =EF=F0=E8=ED=F6=E8=EF=FB =EA=EE=E4=E8=F0=EE=E2=E0=ED=E8=
=FF =E8=ED=F4=EE=F0=EC=E0=F6=E8=E8, =F7=F2=EE =EF=EE=E7=E2=EE=EB=FF=E5=F2=
=EE=F1=F3=F9=E5=F1=F2=E2=EB=FF=F2=FC =E8=ED=F2=E5=F0=EF=EE=EB=FF=F6=E8=FE=
=F0=E5=E7=F3=EB=FC=F2=E0=F2=EE=E2 (=F1=EC., =ED=E0=EF=F0=E8=EC=E5=F0: =CE=
=F1=ED=EE=E2=FB =EF=F1=E8=F5=EE=F4=E8=E7=E8=EE=EB=EE=E3=E8=E8 =EF=EE=E4 =
=F0=E5=E4. =DE.=C8. =C0=EB=E5=EA=F1=E0=ED=E4=F0=EE=E2=E0, 1998).
=CE=E4=E8=ED=
=E8=E7 =EE=F1=ED=EE=E2=E0=F2=E5=EB=E5=E9 =EE=F2=E5=F7=E5=F1=F2=E2=E5=ED=
=ED=EE=E9 =EF=F1=E8=F5=EE=F4=E8=E7=E8=EE=EB=EE=E3=E8=E8 =C5.=CD. =D1=EE=EA=EE=EB=EE=E2, =F0=E5=F8=E0=FF =EF=F0=EE=
=E1=EB=E5=EC=F3 =EF=E5=F0=E5=ED=EE=F1=E0 =F0=E5=E7=F3=EB=FC=F2=E0=F2=EE=E2=
=E8=F1=F1=EB=E5=E4=EE=E2=E0=ED=E8=E9, =E2=FB=EF=EE=EB=ED=E5=ED=ED=FB=F5=
=ED=E0 =E6=E8=E2=EE=F2=ED=FB=F5, =ED=E0 =F7=E5=EB=EE=E2=E5=EA=E0, =F1=F4=
=EE=F0=EC=F3=EB=E8=F0=EE=E2=E0=EB =EF=F0=E8=ED=F6=E8=EF =EF=F1=E8=F5=EE=F4=
=E8=E7=E8=EE=EB=EE=E3=E8=F7=E5=F1=EA=EE=E3=EE =E8=F1=F1=EB=E5=E4=EE=E2=E0=
=ED=E8=FF =F1=EB=E5=E4=F3=FE=F9=E8=EC =EE=E1=F0=E0=E7=EE=EC: =F7=E5=EB=EE=
=E2=E5=EA — =ED=E5=E9=F0=EE=ED — =EC=EE=E4=E5=EB=FC. =DD=F2=EE=
=E7=ED=E0=F7=E8=F2, =F7=F2=EE =EF=F1=E8=F5=EE=F4=E8=E7=E8=EE=EB=EE=E3=E8=
=F7=E5=F1=EA=EE=E5 =E8=F1=F1=EB=E5=E4=EE=E2=E0=ED=E8=E5 =ED=E0=F7=E8=ED=E0=
=E5=F2=F1=FF =F1 =E8=E7=F3=F7=E5=ED=E8=FF =EF=EE=E2=E5=E4=E5=ED=F7=E5=F1=
=EA=E8=F5 (=EF=F1=E8=F5=EE=F4=E8=E7=E8=EE=EB=EE=E3=E8=F7=E5=F1=EA=E8=F5)=
=F0=E5=E0=EA=F6=E8=E9 =F7=E5=EB=EE=E2=E5=EA=E0, =C7=E0=F2=E5=EC =EE=ED=EE=
=EF=E5=F0=E5=F5=EE=E4=E8=F2 =EA =E8=E7=F3=F7=E5=ED=E8=FE =EC=E5=F5=E0=ED=
=E8=E7=EC=EE=E2 =EF=EE=E2=E5=E4=E5=ED=E8=FF =F1 =EF=EE=EC=EE=F9=FC=FE =EC=
=E8=EA=F0=EE=FD=EB=E5=EA=F2=F0=EE=E4=ED=EE=E9 =F0=E5=E3=E8=F1=F2=F0=E0=F6=
=E8=E8 =ED=E5=E9=F0=EE=ED=ED=EE=E9 =E0=EA=F2=E8=E2=ED=EE=F1=F2=E8 =E2 =EE=
=EF=FB=F2=E0=F5 =ED=E0 =E6=E8=E2=EE=F2=ED=FB=F5, =E0 =F3 =F7=E5=EB=EE=E2=
=E5=EA=E0 — =F1 =E8=F1=EF=EE=EB=FC=E7=EE=E2=E0=ED=E8=E5=EC =FD=EB=E5=
=EA=F2=F0=EE=FD=ED=F6=E5=F4=E0=EB=EE=E3=F0=E0=EC=EC=FB =E8 =E2=FB=E7=E2=E0=
=ED=ED=FB=F5 =EF=EE=F2=E5=ED=F6=E8=E0=EB=EE=E2. =C8=ED=F2=E5=E3=F0=E0=F6=
=E8=FF =E2=F1=E5=F5 =E4=E0=ED=ED=FB=F5 =EE=F1=F3=F9=E5=F1=F2=E2=EB=FF=E5=
=F2=F1=FF =EF=F3=F2=E5=EC =EF=EE=F1=F2=F0=EE=E5=ED=E8=FF =EC=EE=E4=E5=EB=
=E8 =E8=E7 =ED=E5=E9=F0=EE=EF=EE=E4=EE=E1=ED=FB=F5 =FD=EB=E5=EC=E5=ED=F2=
=EE=E2. =CF=F0=E8 =FD=F2=EE=EC =E2=F1=FF =EC=EE=E4=E5=EB=FC =EA=E0=EA =F6=
=E5=EB=EE=E5 =E4=EE=EB=E6=ED=E0 =E2=EE=F1=EF=F0=EE=E8=E7=E2=EE=E4=E8=F2=FC=
=E8=F1=F1=EB=E5=E4=F3=E5=EC=F3=FE =F4=F3=ED=EA=F6=E8=FE, =E0 =EE=F2=E4=E5=
=EB=FC=ED=FB=E5 =ED=E5=E9=F0=EE=EF=EE=E4=EE=E1=ED=FB=E5 =FD=EB=E5=EC=E5=ED=
=F2=FB =E4=EE=EB=E6=ED=FB =EE=E1=EB=E0=E4=E0=F2=FC =F5=E0=F0=E0=EA=F2=E5=
=F0=E8=F1=F2=E8=EA=E0=EC=E8 =E8 =F1=E2=EE=E9=F1=F2=E2=E0=EC=E8 =F0=E5=E0=
=EB=FC=ED=FB=F5 =ED=E5=E9=F0=EE=ED=EE=E2. =CF=E5=F0=F1=EF=E5=EA=F2=E8=E2=
=FB =E8=F1=F1=EB=E5=E4=EE=E2=E0=ED=E8=E9 =F2=E0=EA=EE=E3=EE =F0=EE=E4=E0=
=E7=E0=EA=EB=FE=F7=E0=FE=F2=F1=FF =E2 =EF=EE=F1=F2=F0=EE=E5=ED=E8=E8 =EC=
=EE=E4=E5=EB=E5=E9 "=F1=EF=E5=F6=E8=F4=E8=F7=E5=F1=EA=E8 =F7=E5=EB=EE=E2=
=E5=F7=E5=F1=EA=EE=E3=EE =F2=E8=EF=E0" =F2=E0=EA=E8=F5, =ED=E0=EF=F0=E8=EC=
=E5=F0, =EA=E0=EA =ED=E5=E9=F0=EE=E8=ED=F2=E5=EB=EB=E5=EA=F2.
=C7=E0=EA=EB=FE=F7=E5=ED=E8=E5. =CF=F0=E8=E2=E5=E4=E5=ED=ED=FB=
=E5 =E2=FB=F8=E5 =EC=E0=F2=E5=F0=E8=E0=EB=FB =F1=E2=E8=E4=E5=F2=E5=EB=FC=
=F1=F2=E2=F3=FE=F2 =EE =E1=EE=EB=FC=F8=EE=EC =F0=E0=E7=ED=EE=EE=E1=F0=E0=
=E7=E8=E8 =E8 =F0=E0=E7=ED=EE=F3=F0=EE=E2=ED=E5=E2=EE=F1=F2=E8 =EF=F1=E8=
=F5=EE=F4=E8=E7=E8=EE=EB=EE=E3=E8=F7=E5=F1=EA=E8=F5 =EC=E5=F2=EE=E4=EE=E2=
. =C2 =F1=F4=E5=F0=F3 =EA=EE=EC=EF=E5=F2=E5=ED=F2=ED=EE=F1=F2=E8 =EF=F1=E8=
=F5=EE=F4=E8=E7=E8=EE=EB=EE=E3=E0 =E2=F5=EE=E4=E8=F2 =EC=ED=EE=E3=EE=E5,=
=ED=E0=F7=E8=ED=E0=FF =EE=F2 =E4=E8=ED=E0=EC=E8=EA=E8 =ED=E5=E9=F0=EE=ED=
=E0=EB=FC=ED=EE=E9 =E0=EA=F2=E8=E2=ED=EE=F1=F2=E8 =E2 =E3=EB=F3=E1=EE=EA=
=E8=F5 =F1=F2=F0=F3=EA=F2=F3=F0=E0=F5 =EC=EE=E7=E3=E0 =E4=EE =EB=EE=EA=E0=
=EB=FC=ED=EE=E3=EE =EA=F0=EE=E2=EE=F2=EE=EA=E0 =E2 =EF=E0=EB=FC=F6=E5 =F0=
=F3=EA=E8. =C7=E0=EA=EE=ED=EE=EC=E5=F0=ED=EE =E2=EE=E7=ED=E8=EA=E0=E5=F2=
=E2=EE=EF=F0=EE=F1, =EA=E0=EA=E8=EC =EE=E1=F0=E0=E7=EE=EC =EE=E1=FA=E5=E4=
=E8=ED=E8=F2=FC =F1=F2=EE=EB=FC =F0=E0=E7=EB=E8=F7=ED=FB=E5 =EF=EE =F1=EF=
=EE=F1=EE=E1=E0=EC =EF=EE=EB=F3=F7=E5=ED=E8=FF =E8 =F1=EE=E4=E5=F0=E6=E0=
=ED=E8=FE =EF=EE=EA=E0=E7=E0=F2=E5=EB=E8 =E2 =EB=EE=E3=E8=F7=E5=F1=EA=E8=
=ED=E5=EF=F0=EE=F2=E8=E2=EE=F0=E5=F7=E8=E2=F3=FE =F1=E8=F1=F2=E5=EC=F3.=
=D0=E5=F8=E5=ED=E8=E5 =E5=E3=EE, =EE=E4=ED=E0=EA=EE, =F3=EF=E8=F0=E0=E5=
=F2=F1=FF =E2 =EE=F2=F1=F3=F2=F1=F2=E2=E8=E5 =E5=E4=E8=ED=EE=E9 =EE=E1=F9=
=E5=EF=F0=E8=ED=FF=F2=EE=E9 =EF=F1=E8=F5=EE=F4=E8=E7=E8=EE=EB=EE=E3=E8=F7=
=E5=F1=EA=EE=E9 =F2=E5=EE=F0=E8=E8.
=CF=F1=E8=F5=
=EE=F4=E8=E7=E8=EE=EB=EE=E3=E8=FF, =EA=EE=F2=EE=F0=E0=FF =F0=EE=E4=E8=EB=
=E0=F1=FC =EA=E0=EA =FD=EA=F1=EF=E5=F0=E8=EC=E5=ED=F2=E0=EB=FC=ED=E0=FF =
=E2=E5=F2=E2=FC =EF=F1=E8=F5=EE=EB=EE=E3=E8=E8, =E2 =E7=ED=E0=F7=E8=F2=E5=
=EB=FC=ED=EE=E9 =F1=F2=E5=EF=E5=ED=E8 =EE=F1=F2=E0=E5=F2=F1=FF =F2=E0=EA=
=EE=E2=EE=E9 =E8 =EF=EE =F1=E5=E9 =E4=E5=ED=FC, =EA=EE=EC=EF=E5=ED=F1=E8=
=F0=F3=FF =ED=E5=F1=EE=E2=E5=F0=F8=E5=ED=F1=F2=E2=EE =F2=E5=EE=F0=E5=F2=E8=
=F7=E5=F1=EA=EE=E3=EE =F4=F3=ED=E4=E0=EC=E5=ED=F2=E0 =EC=ED=EE=E3=EE=EE=E1=
=F0=E0=E7=E8=E5=EC =E8 =E8=E7=EE=F9=F0=E5=ED=ED=EE=F1=F2=FC=FE =EC=E5=F2=
=EE=E4=E8=F7=E5=F1=EA=EE=E3=EE =E0=F0=F1=E5=ED=E0=EB=E0. =C1=EE=E3=E0=F2=
=F1=F2=E2=EE =FD=F2=EE=E3=EE =E0=F0=F1=E5=ED=E0=EB=E0 =E2=E5=EB=E8=EA=EE=
, =E5=E3=EE =F0=E5=F1=F3=F0=F1=FB =E8 =EF=E5=F0=F1=EF=E5=EA=F2=E8=E2=FB =
=EF=F0=E5=E4=F1=F2=E0=E2=EB=FF=FE=F2=F1=FF =ED=E5=E8=F1=F7=E5=F0=EF=E0=E5=
=EC=FB=EC=E8. =D1=F2=F0=E5=EC=E8=F2=E5=EB=FC=ED=FB=E9 =F0=EE=F1=F2 =ED=EE=
=E2=FB=F5 =F2=E5=F5=ED=EE=EB=EE=E3=E8=E9 =ED=E5=E8=E7=E1=E5=E6=ED=EE =F0=
=E0=F1=F8=E8=F0=E8=F2 =E2=EE=E7=EC=EE=E6=ED=EE=F1=F2=E8 =EF=F0=EE=ED=E8=EA=
=ED=EE=E2=E5=ED=E8=FE =E2 =F2=E0=E9=ED=FB =F7=E5=EB=EE=E2=E5=F7=E5=F1=EA=
=EE=E9 =F2=E5=EB=E5=F1=ED=EE=F1=F2=E8. =CE=ED =EF=F0=E8=E2=E5=E4=E5=F2 =EA=
=F1=EE=E7=E4=E0=ED=E8=FE =ED=EE=E2=FB=F5 =EE=E1=F0=E0=E1=E0=F2=FB=E2=E0=
=FE=F9=E8=F5 =F3=F1=F2=F0=EE=E9=F1=F2=E2, =F1=EF=EE=F1=EE=E1=ED=FB=F5 =F4=
=EE=F0=EC=E0=EB=E8=E7=EE=E2=E0=F2=FC =F1=EB=EE=E6=ED=F3=FE =F1=E8=F1=F2=E5=
=EC=F3 =E7=E0=E2=E8=F1=E8=EC=EE=F1=F2=E8 =EF=E5=F0=E5=EC=E5=ED=ED=FB=F5 =
=E2=E5=EB=E8=F7=E8=ED, =E8=F1=EF=EE=EB=FC=E7=F3=E5=EC=FB=F5 =E2 =EE=E1=FA=
=E5=EA=F2=E8=E2=ED=FB=F5 =F4=E8=E7=E8=EE=EB=EE=E3=E8=F7=E5=F1=EA=E8=F5 =EF=
=EE=EA=E0=E7=E0=F2=E5=EB=FF=F5, =E7=E0=EA=EE=ED=EE=EC=E5=F0=ED=EE =F1=E2=
=FF=E7=E0=ED=ED=FB=F5 =F1 =EF=F1=E8=F5=E8=F7=E5=F1=EA=EE=E9 =E4=E5=FF=F2=
=E5=EB=FC=ED=EE=F1=F2=FC=FE =F7=E5=EB=EE=E2=E5=EA=E0. =CD=E5=E7=E0=E2=E8=
=F1=E8=EC=EE =EE=F2 =F2=EE=E3=EE, =E1=F3=E4=F3=F2 =EB=E8 =ED=EE=E2=FB=E5=
=F0=E5=F8=E5=ED=E8=FF =F0=E5=E7=F3=EB=FC=F2=E0=F2=EE=EC =E4=E0=EB=FC=ED=
=E5=E9=F8=E5=E3=EE =F0=E0=E7=E2=E8=F2=E8=FF =FD=EB=E5=EA=F2=F0=EE=ED=ED=EE=
-=E2=FB=F7=E8=F1=EB=E8=F2=E5=EB=FC=ED=EE=E9 =F2=E5=F5=ED=E8=EA=E8, =FD=E2=
=F0=E8=F1=F2=E8=F7=E5=F1=EA=E8=F5 =EC=EE=E4=E5=EB=E5=E9 =E8=EB=E8 =E4=F0=
=F3=E3=E8=F5, =E5=F9=E5 =ED=E5=E8=E7=E2=E5=F1=F2=ED=FB=F5 =ED=E0=EC =F1=EF=
=EE=F1=EE=E1=EE=E2 =EF=EE=E7=ED=E0=ED=E8=FF, =F0=E0=E7=E2=E8=F2=E8=E5 =ED=
=E0=F3=EA=E8 =E2 =ED=E0=F8=E5 =E2=F0=E5=EC=FF =EF=F0=E5=E4=E2=EE=F1=F5=E8=
=F9=E0=E5=F2 =EA=EE=F0=E5=ED=ED=EE=E5 =EF=F0=E5=EE=E1=F0=E0=E7=EE=E2=E0=ED=
=E8=E5 =EF=F1=E8=F5=EE=F4=E8=E7=E8=EE=EB=EE=E3=E8=F7=E5=F1=EA=EE=E3=EE =EC=
=FB=F8=EB=E5=ED=E8=FF =E8 =EC=E5=F2=EE=E4=EE=E2 =F0=E0=E1=EE=F2=FB
=D1=EB=EE=E2=E0=F0=FC =F2=E5=F0=EC=E8=ED=EE=E2
- =E0=EB=FC=F4=E0-=F0=E8=F2=EC
- =EF=E5=E9=F1=EC=E5=EA=E5=F0 =
- =F0=E5=F2=E8=EA=F3=EB=FF=F0=ED=E0=FF =F4=EE=F0=EC=E0=F6=E8=FF
- =E0=F4=F4=E5=F0=E5=ED=F2=E0=F6=E8=FF
- =EA=EE=F0=F2=E8=EA=EE-=EB=E8=EC=E1=E8=F7=E5=F1=EA=EE=E5 =E2=E7=E0=E8=
=EC=EE=E4=E5=E9=F1=F2=E2=E8=E5
- =EA=EE=E6=ED=EE-=E3=E0=EB=FC=E2=E0=ED=E8=F7=E5=F1=EA=E0=FF =F0=E5=E0=
=EA=F6=E8=FF (=CA=C3=D0)
=C2=EE=EF=F0=EE=F1=FB =E4=EB=FF =F1=E0=EC=EE=EF=F0=EE=E2=E5=F0=EA=E8=
- =CA=E0=EA =F1=E2=FF=E7=E0=ED=FB =F0=E8=F2=EC=E8=F7=E5=F1=EA=E8=E5 =F1=
=EE=F1=F2=E0=E2=EB=FF=FE=F9=E8=E5 =FD=EB=E5=EA=F2=F0=EE=FD=ED=F6=E5=F4=E0=
=EB=EE=E3=F0=E0=EC=EC=FB =F1 =F1=EE=F1=F2=EE=FF=ED=E8=E5=EC =F7=E5=EB=EE=
=E2=E5=EA=E0?
- =D7=E5=EC =EE=E1=F3=F1=EB=EE=E2=EB=E5=ED=E0 =EA=EE=E6=ED=EE-=E3=E0=EB=
=FC=E2=E0=ED=E8=F7=E5=F1=EA=E0=FF =F0=E5=E0=EA=F6=E8=FF?
- =CA=E0=EA =F0=E0=E7=EB=E8=F7=E0=FE=F2=F1=FF =EF=ED=E5=E2=EC=EE=E3=F0=
=E0=F4=E8=FF =E8 =F1=EF=E8=F0=EE=E3=F0=E0=F4=E8=FF?
- =D7=F2=EE =E4=E0=E5=F2 =EE=F6=E5=ED=EA=E0 =F1=EE=F1=F2=EE=FF=ED=E8=FF=
=EF=E5=F0=E8=F4=E5=F0=E8=F7=E5=F1=EA=E8=F5 =F1=EE=F1=F3=E4=EE=E2?
- =CA=
=E0=EA =E8=ED=F2=E5=F0=EF=F0=E5=F2=E8=F0=F3=FE=F2 =EF=EE=EA=E0=E7=E0=F2=E5=
=EB=E8 =E4=E5=F2=E5=EA=F2=EE=F0=E0 =EB=E6=E8?
=D1=EF=E8=F1=EE=EA =EB=E8=F2=E5=F0=E0=F2=F3=F0=FB
- =C0=ED=EE=F5=E8=ED =CF.=CA. =CE=F7=E5=F0=EA=E8 =EF=EE =F4=E8=E7=E8=EE=
=EB=EE=E3=E8=E8 =F4=F3=ED=EA=F6=E8=EE=ED=E0=EB=FC=ED=FB=F5 =F1=E8=F1=F2=E5=
=EC. =CC.: =CC=E5=E4=E8=F6=E8=ED=E0, 1975.
- =C1=F3=F0=E5=F8 =DF., =C1=F3=F0=E5=F8=EE=E2=E0 =CE., =D5=FC=FE=F1=F2=
=EE=ED =C4.=CF. =CC=E5=F2=EE=E4=E8=EA=E8 =E8 =EE=F1=ED=EE=E2=ED=FB=E5 =FD=
=EA=F1=EF=E5=F0=E8=EC=E5=ED=F2=FB =EF=EE =E8=E7=F3=F7=E5=ED=E8=FE =EC=EE=
=E7=E3=E0 =E8 =EF=EE=E2=E5=E4=E5=ED=E8=FF. =CC.: =C2=FB=F1=F8=E0=FF =F8=EA=
=EE=EB=E0, 1991.
- =C1=E5=EB=E5=ED=EA=EE=E2 =CD.=DE. =CF=F0=E8=ED=F6=E8=EF =F6=E5=EB=EE=
=F1=F2=ED=EE=F1=F2=E8 =E2 =E4=E5=FF=F2=E5=EB=FC=ED=EE=F1=F2=E8 =EC=EE=E7=
=E3=E0. =CC.: =CC=E5=E4=E8=F6=E8=ED=E0, 1980.
- =C1=E5=F0=ED=F8=F2=E5=E9=ED =CD.=C0. =CE=F7=E5=F0=EA=E8 =EF=EE =F4=E8=
=E7=E8=EE=EB=EE=E3=E8=E8 =E4=E2=E8=E6=E5=ED=E8=E9 =E8 =EF=EE =F4=E8=E7=E8=
=EE=EB=EE=E3=E8=E8 =E0=EA=F2=E8=E2=ED=EE=F1=F2=E8. =CC.: =CC=E5=E4=E8=F6=
=E8=ED=E0, 1966.
- =C1=E5=F5=F2=E5=F0=E5=E2=E0 =CD.=CF., =C1=F3=ED=E4=E7=E5=ED =CF.=C2.=
, =C3=EE=E3=EE=EB=E8=F6=FB=ED =DE.=CB. =CC=EE=E7=E3=EE=E2=FB=E5 =EA=EE=E4=
=FB =EF=F1=E8=F5=E8=F7=E5=F1=EA=EE=E9 =E4=E5=FF=F2=E5=EB=FC=ED=EE=F1=F2=E8=
. =CB.: =CD=E0=F3=EA=E0, 1977.
- =C3=ED=E5=E7=E4=E8=F6=EA=E8=E9 =C2.=C2. =C2=FB=E7=E2=E0=ED=ED=FB=E5 =
=EF=EE=F2=E5=ED=F6=E8=E0=EB=FB =EC=EE=E7=E3=E0 =E2 =EA=EB=E8=ED=E8=F7=E5=
=F1=EA=EE=E9 =EF=F0=E0=EA=F2=E8=EA=E5. =D2=E0=E3=E0=ED=F0=EE=E3: =D2=C3=D2=
=D3, 1997.
- =C4=E0=ED=E8=EB=EE=E2=E0 =CD.=CD. =CF=F1=E8=F5=EE=F4=E8=E7=E8=EE=EB=EE=
=E3=E8=FF. =CC.: =C0=F1=EF=E5=EA=F2 =CF=F0=E5=F1=F1, 1998.
- =C4=F3=E1=F0=EE=E2=F1=EA=E8=E9 =C4.=C8. =CF=F1=E8=F5=E8=EA=E0 =E8 =EC=
=EE=E7=E3: =F0=E5=E7=F3=EB=FC=F2=E0=F2=FB =E8 =EF=E5=F0=F1=EF=E5=EA=F2=E8=
=E2=FB =E8=F1=F1=EB=E5=E4=EE=E2=E0=ED=E8=E9 // =CF=F1=E8=F5=EE=EB=EE=E3=E8=
=F7=E5=F1=EA=E8=E9 =E6=F3=F0=ED=E0=EB. 1990. =D2.11. =B9 6. =D1. 3-15.
- =C5=F1=F2=E5=F1=F2=E2=E5=ED=ED=EE=ED=E0=F3=F7=ED=FB=E5 =EE=F1=ED=EE=E2=
=FB =EF=F1=E8=F5=EE=EB=EE=E3=E8=E8 / =CF=EE=E4. =F0=E5=E4. =C0.=C0. =D1=EC=
=E8=F0=ED=EE=E2=E0, =C0.=D0. =CB=F3=F0=E8=FF, =C2.=C4. =CD=E5=E1=FB=EB=E8=
=F6=FB=ED=E0. =CC.: =CF=E5=E4=E0=E3=EE=E3=E8=EA=E0, 1978.
- =C8=E2=E0=ED=E8=F6=EA=E8=E9 =C0.=CC., =D1=F2=F0=E5=EB=E5=F6 =C2.=C1.=
, =CA=EE=F0=F1=E0=EA=EE=E2 =C8.=C0. =C8=ED=F4=EE=F0=EC=E0=F6=E8=EE=ED=ED=
=FB=E5 =EF=F0=EE=F6=E5=F1=F1=FB =EC=EE=E7=E3=E0 =E8 =EF=F1=E8=F5=E8=F7=E5=
=F1=EA=E0=FF =E4=E5=FF=F2=E5=EB=FC=ED=EE=F1=F2=FC. =CC.: =CD=E0=F3=EA=E0=
, 1984.
- =CB=EE=EC=EE=E2 =C1.=D4. =CC=E5=F2=EE=E4=EE=EB=EE=E3=E8=F7=E5=F1=EA=E8=
=E5 =E8 =F2=E5=EE=F0=E5=F2=E8=F7=E5=F1=EA=E8=E5 =EF=F0=EE=E1=EB=E5=EC=FB=
=EF=F1=E8=F5=EE=EB=EE=E3=E8=E8. =CC.: =CD=E0=F3=EA=E0, 1984.
- =CD=E5=E9=F0=EE=EA=EE=EC=EF=FC=FE=F2=E5=F0 =EA=E0=EA =EE=F1=ED=EE=E2=
=E0 =EC=FB=F1=EB=FF=F9=E8=F5 =DD=C2=CC. =CC.: =CD=E0=F3=EA=E0, 1993.
- =CC=E5=F0=EB=E8=ED =C2.=D1. =CE=F7=E5=F0=EA =E8=ED=F2=E5=E3=F0=E0=EB=
=FC=ED=EE=E3=EE =E8=F1=F1=EB=E5=E4=EE=E2=E0=ED=E8=FF =E8=ED=E4=E8=E2=E8=E4=
=F3=E0=EB=FC=ED=EE=F1=F2=E8. =CC.: =CF=E5=E4=E0=E3=EE=E3=E8=EA=E0, 1986.=
- =CC=E5=F2=EE=E4=E8=EA=E0 =E8 =F2=E5=F5=ED=E8=EA=E0 =EF=F1=E8=F5=EE=F4=
=E8=E7=E8=EE=EB=EE=E3=E8=F7=E5=F1=EA=EE=E3=EE =FD=EA=F1=EF=E5=F0=E8=EC=E5=
=ED=F2=E0. =CC.: =CD=E0=F3=EA=E0, 1987.
- =CE=F1=ED=EE=E2=FB =EF=F1=E8=F5=EE=F4=E8=E7=E8=EE=EB=EE=E3=E8=E8 / =CF=
=EE=E4 =F0=E5=E4. =DE.=C8. =C0=EB=E5=EA=F1=E0=ED=E4=F0=EE=E2=E0. =CC., 1=
998.
- =D2=E8=F5=EE=EC=E8=F0=EE=E2 =CE.=CA. =CF=F1=E8=F5=EE=EB=EE=E3=E8=FF =
=EC=FB=F8=EB=E5=ED=E8=FF. =CC.: =CC=C3=D3, 1984.
- =D7=F3=EF=F0=E8=EA=EE=E2=E0 =CD.=C8. =CF=F1=E8=F5=E8=EA=E0 =E8 =F1=EE=
=E7=ED=E0=ED=E8=E5 =EA=E0=EA =F4=F3=ED=EA=F6=E8=FF =EC=EE=E7=E3=E0. =CC.=
: =CD=E0=F3=EA=E0, 1985.
- =D5=FD=F1=F1=E5=F2 =C4=E6. =C2=E2=E5=E4=E5=ED=E8=E5 =E2 =EF=F1=E8=F5=
=EE=F4=E8=E7=E8=EE=EB=EE=E3=E8=FE. =CC.: =CC=E8=F0, 1981.
- =DF=F0=E2=E8=EB=E5=F5=F2=EE =D2. =CC=EE=E7=E3 =E8 =EF=F1=E8=F5=E8=EA=
=E0. =CC.: =CF=F0=EE=E3=F0=E5=F1=F1, 1992.
=D2=E5=EC=FB =EA=F3=F0=F1=EE=E2=FB=F5 =F0=E0=E1=EE=F2 =E8 =F0=E5=F4=E5=
=F0=E0=F2=EE=E2
- =C8=F1=F2=EE=F0=E8=FF =EE=F2=EA=F0=FB=F2=E8=FF "=EC=EE=E7=E3=EE=E2=FB=
=F5 =E2=EE=EB=ED" =EC=EE=E7=E3=EE=E2=EE=E9 =E0=EA=F2=E8=E2=ED=EE=F1=F2=E8=
.
- =CA=EE=E3=E5=F0=E5=ED=F2=ED=EE=F1=F2=FC =FD=EB=E5=EA=F2=F0=EE=FD=ED=F6=
=E5=F4=E0=EB=EE=E3=F0=E0=EC=EC=FB =E8 =E5=E5 =EF=F1=E8=F5=EE=EB=EE=E3=E8=
=F7=E5=F1=EA=E8=E5 =EA=EE=F0=F0=E5=EB=FF=F2=FB.
- =C2=FB=E7=E2=E0=ED=ED=FB=E5 =EF=EE=F2=E5=ED=F6=E8=E0=EB=FB =EA=E0=EA=
=EF=F0=E5=E4=EC=E5=F2 =E0=ED=E0=EB=E8=E7=E0 =EE=F1=EE=E1=E5=ED=ED=EE=F1=
=F2=E5=E9 =EF=EE=E2=E5=E4=E5=ED=E8=FF =EE=EF=E5=F0=E0=F2=EE=F0=E0.
- =D0=E0=E7=E2=E8=F2=E8=E5 =EC=E5=F2=EE=E4=EE=E2 =EA=EE=EC=EF=FC=FE=F2=
=E5=F0=ED=EE=E9 =F2=EE=EC=EE=E3=F0=E0=F4=E8=E8.
- =D0=E5=E7=F3=EB=FC=F2=E0=F2=FB =FD=EA=F1=EF=E5=F0=E8=EC=E5=ED=F2=EE=E2=
=F1 =FD=EB=E5=EA=F2=F0=E8=F7=E5=F1=EA=EE=E9 =F1=E0=EC=EE=F1=F2=E8=EC=F3=
=EB=FF=F6=E8=E5=E9.
- =C8=F1=EF=EE=EB=FC=E7=EE=E2=E0=ED=E8=E5 =E4=E5=F2=E5=EA=F2=EE=F0=EE=E2=
=EB=E6=E8 =E2 =EF=F0=EE=F4=E5=F1=F1=E8=EE=ED=E0=EB=FC=ED=EE=E9 =E4=E5=FF=
=F2=E5=EB=FC=ED=EE=F1=F2=E8.
- =CF=F1=E8=F5=EE=F4=E8=E7=E8=EE=EB=EE=E3=E8=F7=E5=F1=EA=E8=E5 =EA=EE=F0=
=F0=E5=EB=FF=F2=FB =FD=EC=EE=F6=E8=EE=ED=E0=EB=FC=ED=FB=F5 =EF=F0=EE=F6=E5=
=F1=F1=EE=E2.
- =C8=F1=F2=EE=F0=E8=FF =E8=F1=EF=EE=EB=FC=E7=EE=E2=E0=ED=E8=FF =F0=E5=
=E3=E8=F1=F2=F0=E0=F6=E8=E8 =E4=E2=E8=E6=E5=ED=E8=E9 =E3=EB=E0=E7 =E2 =EE=
=F2=E5=F7=E5=F1=F2=E2=E5=ED=ED=EE=E9 =EF=F1=E8=F5=EE=EB=EE=E3=E8=E8.
------------phKHc2RevnmvAvs3ij9W6D
Content-Disposition: inline; filename=disk.gif
Content-Type: image/gif; name=disk.gif
Content-Location: http://www.ido.edu.ru/psychology/psychophysiology/main/disk.gif
Content-Transfer-Encoding: Base64
R0lGODlhCgAOANUgAGBeUF9dT3p3ZcnEp+Hbuu7oxenkws7Jqu3nxcO+oufhv9vW
tujjwdzXtwAAAOznxPHryOjiwOvmw+3nxMC7n+zmxHh1ZHl2ZerkwiUkHt3YtwsL
CbOulPTuysrFqPDqx////wAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA
AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA
AAAAAAAAAAAAAAAAACH5BAEAACAALAAAAAAKAA4AAAZLQJBwSCwaj8ik0tjpIDAK
Q+XzAXUKDQ9loMFUPwSOAHDhaCqgycGS2WQuAwNIkgBsHJsAJQJ6rNsZFh4MIBBh
FwECZmhXGloeC15BADs=
------------phKHc2RevnmvAvs3ij9W6D
Content-Disposition: inline; filename=empty.gif
Content-Type: image/gif; name=empty.gif
Content-Location: http://www.ido.edu.ru/psychology/psychophysiology/main/empty.gif
Content-Transfer-Encoding: Base64
R0lGODlhCgAOAIABAAAAAP///yH5BAEAAAEALAAAAAAKAA4AAAIWjI+py+2vgJzg
VHRDNnlrm3SUZI1VAQA7
------------phKHc2RevnmvAvs3ij9W6D
Content-Disposition: inline; filename=square.gif
Content-Type: image/gif; name=square.gif
Content-Location: http://www.ido.edu.ru/psychology/psychophysiology/main/square.gif
Content-Transfer-Encoding: Base64
R0lGODlhCgAOAIABAAAAAP///yH5BAEAAAEALAAAAAAKAA4AAAIRjI+py+0PE5gU
0XrutJpfXxUAOw==
------------phKHc2RevnmvAvs3ij9W6D
Content-Disposition: inline; filename=main.css
Content-Type: text/css; charset=windows-1251; name=main.css
Content-Location: http://www.ido.edu.ru/psychology/psychophysiology/main.css
Content-Transfer-Encoding: 8bit
body {
background-color: #f4eeca;
}
A:active {
text-decoration: underline;
color: #cc3314;
}
A:link {
text-decoration: none;
color: #cc3314;
}
A:visited {
text-decoration: none;
color: #80331a;
}
A:hover {
text-decoration: underline;
color: #cc3314;
}
p {
color: black;
font: small "Times new roman cyr", serif;
line-height: 100%;
letter-spacing: normal;
word-spacing: normal;
text-align: justify;
text-indent: 40px;
}
tt {
font: small;
}
.noindent{
text-indent: 0px;
}
h1 {
color: black;
font: 110% "Arial", san-serif;
text-align: center;
font-weight: normal;
}
h2 {
color: black;
font: 100% "Arial", san-serif;
text-align: center;
font-weight: bold;
}
h3 {
color: black;
font: 90% "Arial", san-serif;
text-align: center;
font-weight: bold;
font-style: italic;
letter-spacing: 1px;
}
ul {
color: black;
font: small "Times new roman cyr", serif;
line-height: 120%;
letter-spacing: normal;
word-spacing: normal;
list-style-type: none;
}
.menu {
font: x-small "Arial", san-serif;
line-height: 120%;
list-style-type: none;
}
.disk {
list-style-image: url("main/disk.gif");
}
.empty {
list-style-image: url("main/empty.gif");
}
.square {
list-style-image: url("main/square.gif");
}
.arrow {
list-style-image: url("main/arrow.gif");
}
span {
font: x-small "Arial", san-serif;
text-align: left;
}
.emerwin {
color: #1F4799;
font-weight: bold;
text-decoration: none;
}
#menu {
position:absolute;
width: 100%;
height: 40px;
z-index: 100;
top: 0px;
left: 0px;
visibility: visible;
}
#overDiv {
position: absolute;
z-index: 1000;
visibility: hidden;
}
#margin {
margin: 60 10 10 10;
}
------------phKHc2RevnmvAvs3ij9W6D
Content-Disposition: inline; filename=main.js
Content-Type: application/x-javascript; charset=windows-1251; name=main.js
Content-Location: http://www.ido.edu.ru/psychology/psychophysiology/main.js
Content-Transfer-Encoding: Base64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------------phKHc2RevnmvAvs3ij9W6D
Content-Disposition: inline; filename=cont.gif
Content-Type: image/gif; name=cont.gif
Content-Location: http://www.ido.edu.ru/psychology/psychophysiology/main/cont.gif
Content-Transfer-Encoding: Base64
R0lGODlhEAAQAIABAOCFcv///yH5BAEAAAEALAAAAAAQABAAAAIhTICmu+gMXYK0
UmAje1Ee32yggmWhSaJpM4mPVFqwSkMFADs=
------------phKHc2RevnmvAvs3ij9W6D
Content-Disposition: inline; filename=up.gif
Content-Type: image/gif; name=up.gif
Content-Location: http://www.ido.edu.ru/psychology/psychophysiology/main/up.gif
Content-Transfer-Encoding: Base64
R0lGODlhEAAQAIABAOCFcv///yH5BAEAAAEALAAAAAAQABAAAAIkjB8AyLjZ2DOz
VRrv0RpL5YCZE21kCZlo1aleyaLpO7qZgjMFADs=
------------phKHc2RevnmvAvs3ij9W6D
Content-Disposition: inline; filename=term.gif
Content-Type: image/gif; name=term.gif
Content-Location: http://www.ido.edu.ru/psychology/psychophysiology/main/term.gif
Content-Transfer-Encoding: Base64
R0lGODlhEAAQAIABAOCFcv///yH5BAEAAAEALAAAAAAQABAAAAIojI+pq+AfHjQg
VXRjdAfmTFnd9nGfiI0TqYXpq63eCLukJ4Eow/d9AQA7
------------phKHc2RevnmvAvs3ij9W6D
Content-Disposition: inline; filename=quest.gif
Content-Type: image/gif; name=quest.gif
Content-Location: http://www.ido.edu.ru/psychology/psychophysiology/main/quest.gif
Content-Transfer-Encoding: Base64
R0lGODlhEAAQAIABAOCFcv///yH5BAEAAAEALAAAAAAQABAAAAIjjI+pAQ2L3pGL
zjqbsbszn2gfiJEKxZ1mmVatOkLeG9JyUgAAOw==
------------phKHc2RevnmvAvs3ij9W6D
Content-Disposition: inline; filename=liter.gif
Content-Type: image/gif; name=liter.gif
Content-Location: http://www.ido.edu.ru/psychology/psychophysiology/main/liter.gif
Content-Transfer-Encoding: Base64
R0lGODlhEAAQAIABAOCFcv///yH5BAEAAAEALAAAAAAQABAAAAIojI95wM1qQJJS
1XftXDtgVEWTE3pRKXJQmpKZupYXyZqrXWuLS99rAQA7
------------phKHc2RevnmvAvs3ij9W6D
Content-Disposition: inline; filename=theme.gif
Content-Type: image/gif; name=theme.gif
Content-Location: http://www.ido.edu.ru/psychology/psychophysiology/main/theme.gif
Content-Transfer-Encoding: Base64
R0lGODlhEAAQAIABAOWZif///yH5BAEAAAEALAAAAAAQABAAAAImjI+pG8DqXJIn
wlbxzHbrjlAGmH2YOKYAhWph6oktLM2l+5APjhQAOw==
------------phKHc2RevnmvAvs3ij9W6D
Content-Disposition: inline; filename=2-1.gif
Content-Type: image/gif; name=2-1.gif
Content-Location: http://www.ido.edu.ru/psychology/psychophysiology/2-1.gif
Content-Transfer-Encoding: Base64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------------phKHc2RevnmvAvs3ij9W6D
Content-Disposition: inline; filename=2-2.gif
Content-Type: image/gif; name=2-2.gif
Content-Location: http://www.ido.edu.ru/psychology/psychophysiology/2-2.gif
Content-Transfer-Encoding: Base64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------------phKHc2RevnmvAvs3ij9W6D
Content-Disposition: inline; filename=2-33.gif
Content-Type: image/gif; name=2-33.gif
Content-Location: http://www.ido.edu.ru/psychology/psychophysiology/2-33.gif
Content-Transfer-Encoding: Base64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------------phKHc2RevnmvAvs3ij9W6D
Content-Disposition: inline; filename=2-3.gif
Content-Type: image/gif; name=2-3.gif
Content-Location: http://www.ido.edu.ru/psychology/psychophysiology/2-3.gif
Content-Transfer-Encoding: Base64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------------phKHc2RevnmvAvs3ij9W6D
Content-Disposition: inline; filename=2-4.gif
Content-Type: image/gif; name=2-4.gif
Content-Location: http://www.ido.edu.ru/psychology/psychophysiology/2-4.gif
Content-Transfer-Encoding: Base64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------------phKHc2RevnmvAvs3ij9W6D
Content-Disposition: inline; filename=2-32.gif
Content-Type: image/gif; name=2-32.gif
Content-Location: http://www.ido.edu.ru/psychology/psychophysiology/2-32.gif
Content-Transfer-Encoding: Base64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------------phKHc2RevnmvAvs3ij9W6D
Content-Disposition: inline; filename=2-5.gif
Content-Type: image/gif; name=2-5.gif
Content-Location: http://www.ido.edu.ru/psychology/psychophysiology/2-5.gif
Content-Transfer-Encoding: Base64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------------phKHc2RevnmvAvs3ij9W6D
Content-Disposition: inline; filename=2-6.gif
Content-Type: image/gif; name=2-6.gif
Content-Location: http://www.ido.edu.ru/psychology/psychophysiology/2-6.gif
Content-Transfer-Encoding: Base64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------------phKHc2RevnmvAvs3ij9W6D
Content-Disposition: inline; filename=2-31.gif
Content-Type: image/gif; name=2-31.gif
Content-Location: http://www.ido.edu.ru/psychology/psychophysiology/2-31.gif
Content-Transfer-Encoding: Base64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------------phKHc2RevnmvAvs3ij9W6D
Content-Disposition: inline; filename=2-7.gif
Content-Type: image/gif; name=2-7.gif
Content-Location: http://www.ido.edu.ru/psychology/psychophysiology/2-7.gif
Content-Transfer-Encoding: Base64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------------phKHc2RevnmvAvs3ij9W6D
Content-Disposition: inline; filename=2-8.gif
Content-Type: image/gif; name=2-8.gif
Content-Location: http://www.ido.edu.ru/psychology/psychophysiology/2-8.gif
Content-Transfer-Encoding: Base64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------------phKHc2RevnmvAvs3ij9W6D
Content-Disposition: inline; filename=2-30.gif
Content-Type: image/gif; name=2-30.gif
Content-Location: http://www.ido.edu.ru/psychology/psychophysiology/2-30.gif
Content-Transfer-Encoding: Base64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------------phKHc2RevnmvAvs3ij9W6D
Content-Disposition: inline; filename=2-9.gif
Content-Type: image/gif; name=2-9.gif
Content-Location: http://www.ido.edu.ru/psychology/psychophysiology/2-9.gif
Content-Transfer-Encoding: Base64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------------phKHc2RevnmvAvs3ij9W6D
Content-Disposition: inline; filename=2-10.gif
Content-Type: image/gif; name=2-10.gif
Content-Location: http://www.ido.edu.ru/psychology/psychophysiology/2-10.gif
Content-Transfer-Encoding: Base64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------------phKHc2RevnmvAvs3ij9W6D
Content-Disposition: inline; filename=2-11.gif
Content-Type: image/gif; name=2-11.gif
Content-Location: http://www.ido.edu.ru/psychology/psychophysiology/2-11.gif
Content-Transfer-Encoding: Base64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------------phKHc2RevnmvAvs3ij9W6D
Content-Disposition: inline; filename=2-20.gif
Content-Type: image/gif; name=2-20.gif
Content-Location: http://www.ido.edu.ru/psychology/psychophysiology/2-20.gif
Content-Transfer-Encoding: Base64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------------phKHc2RevnmvAvs3ij9W6D
Content-Disposition: inline; filename=2-19.gif
Content-Type: image/gif; name=2-19.gif
Content-Location: http://www.ido.edu.ru/psychology/psychophysiology/2-19.gif
Content-Transfer-Encoding: Base64
R0lGODlh3ACCAMQAABocHsa0euPJfpeNacDAwHBrWVRTSryqcqKWbeXMgbOjb8y5
fHl0X7amc4J7YrmqednDf6yectXAfElJRMCvd7KlemFfUYyDZT4/PTAyMQAAAAAA
AAAAAAAAAAAAAAAAACH5BAEAAAQALAAAAADcAIIAQAX/ICGOZGmeaKqubOu+cCzP
tAwA4j3eeN77Pd5PSNABh8Hk0Wgs8pxIXbNGrVqvqSl2y4IkuOCweGwSBBYHCiWg
pjQQBcxNo8kgAtUE5cDvf8lUCQsLbW4IFwYZGRiKGBgTE4wWBQ4DAwp9FIAthGoH
eJuhoqOkpaanqKmqL1phflcJF3R0ExF/MxIMs7uzGRGfCwIsCRJ7e31wGXO8zLMA
Dg1fZgoWAM3X2HTW2RoOq9/g4eLj5OXm5+gmDQMRoDQOdAwkBfHpLk+ACPUlBnQG
5PA0PGjRBwyCbRoKaLIHw8KsCykgNNA1y9uMWM0wGJiAkM4FCgsSQCDEppAaCAxT
/6pcybKly5cwSbQqR+Egt2sA7tBY4C6FBGYGMAUIMKBjRQoiHzj0eMrNUl7C0MnS
YKGEAm0SYmrdyrUrICZJwj7BBwXJjrAlwPqAchYf2bdmvZKbKbfuyp5Y+vUqYOlp
rwEgVwxwNuAEhQsZeGUYcCDqiANPfS0gQSGC3lkMDmQNFZBOhgu/DkRAzGwxn1ss
HNtdzbq1a7lKXssm51iAbQkCJJxZIEH30AASeOp+MMBC4l0ZGhBAvSAChpvNGKBM
0fz4zQt4Z2vfzr27vQDTvXOZqsFAdnIV6GAwQTFDicG7AAyQEPCfCr0FtNJNoacQ
ahIL0IEACxTlBEgCz9FRQP8DbiBiQQTp6GHTNRggEEEDaYA0SBsN0AOdBhPEIJIg
FAzggAMMOBDBQuK16OKLK+GwH4zfwDeLBSmGdkElDCTyIQAYWKDiSWBMAB0G7XgR
wIQaYFABUiUsQNFDLBywjQGTYZFABdYl1E5wEig1S2HLHWcRAQEBoBqNq0wFAERs
wibED3HWGYNaUsSV5xFtrTVnWnOKpUSebjVRqJ2IJhrOjIo2KhNZXCxppGd3/AeD
jdfYcQAMDVzGy5ubqiIBk7NUGKo4Hn7ozASVIFBBBQ9MmRALC8SqKgAQvjDqpM3I
90JzCWaTwQQGFHCBJcgigICJDBTAgAWMGKVglqkdMED/l6pmQ6ej3Hbr7bfghivu
uOSSwuh2EKgREjh6yLqLASvGIEC6bRyA4QEK5NsHvnyEgwC2uzCg3AsCTJiTkp0p
SMGaJRRsnS8nSKDABcFm68ywxq6YBh8mDcJwC7kF8AlIXpxSscXxWYAAlDIIAsHL
L1sqQ259bFbuzTjnrPPOPOt88qw9pzTlMhrACYORVZ1AUX7fCnDlxDeeo48GZCqt
zWUWKKDbv7vYvMJSGbDI0rk1PEDHwCcsJQ8pElwb3zbbrkJqQg1Qa8VIxux7aguQ
qrCAp5lewKBeRrNQAUIX2I2CRKl+ygMvhXclgBrFTaAMNgCw2sB5VGBahwEOFMAr
/1WroDERsdCIHfTqrLfu+usukQ07yPg6IMcNw14AzCAyjxLoS4TofQAEH4vi9QkQ
wDEgCgtsg8HxNBATHCEDGCCtBs9QAP0WCSzZpS+9RywDqQuGR2sFjWvAwPbsxXee
mwqMwPUutbzHTNUwionNmYmpiUKBqhNDBEZHiwr8jxf2md0LlmKBXGgjfAqMoAQn
aBe1ULA1eJKRnjTop9g44YNa2JMIB8XBKVjwg66z4J5QCMISkvCEj2rhWs6CwlZk
UHYXzKEOd6iCvvGwLjj8YUuCOIPcFG8G1rJO5n5RAzcw4BEDwBA5RFYz7yjgZ7v4
iOJWkABPYeACyiqAUYLCvv8RNOBkAACYHY44BgGk7xpBYeMoJJBGjTgLAZi41ycO
sICSqSBhA2BYiaSVgSFpTwR6SBXTVBCACxDSABtBCMRS4DDFICBD67qCGchDFc4J
4ACkKY3g9rCOC0CLkAy4ZBoyGQN72esNYkQZcnL1AjVYBhuRg8EnFYAAC7AKEzRI
VxJl+aEBcI4FVHzAIRKBI1f9Zg2FAKW00EYKCArxmtjMpja3yc1uevOb4AynOFXh
w3GmhIg5pIACTvQLOa4Cnd/QAyurQIH0WaBuZEiASGDWicoALhsFCM1vOMYHOGDx
Q+65BxEM0iUHHLMFnOSFQmIQgFQt5gsJcA5OiIUjFBX/IA7XkyUAHmQ+E6jTASEt
VQFUKRwS2IZh+rTmJqyFkAUVQ6PxAd0vjGHLCFSvI2srQQUIOFIFYOio8/MMLVVg
hn2BhmNruFAhgtGiqRHzGg4IYMMW0CGAIUd3JVWBxBhwPQs8QKY6s8AkmtWsY0Xg
AdCEKzSfGQC0mvOueM2rXvfK17769a/osJGTAAuOSVmgMsdZJGFb4LkMDEQGP+lG
+4BGLvCoZCoYAAUF9BKiE/ShJx7SqgiWolhuQUBapSXHccJKAIqshwARSKk2WpCg
pDnKTCNAkD/MYY3XpoCTYTOBBKQIgykFlSEeFENvUcDAVIgkkwFJ7SmKsgudoKOc
/1twSNxK4CHbbsJdzNjiNybSjAlo0a4joJ5svdvDGbagQ82AV0kThNYpSZdWPMkv
avRAHgOwdiUQeIADvJotABhAcLy5DRXHMCUkhUSflSHgLBL4goTJh48lyOhBs8EA
d8qFn30k3ibU0LsJZeC/JiCEh1Wgh4SVxhbcTMBNDLTYGtv4xjjOsY53zOMemwue
E3RbgVk1ALgOwo9kSK42eVWA+HFiJA+4QBx+JDDx2mC750hXKLGBAcZYWQxLucDH
LExNEZDnvlzo3gPeiD0DIKCMVpgeisMQAYAdWAE8bcM6/wk+GEylsyiw6kayYYBN
za1UcBaFE5VB4RY8wBEGUISrLx9B4IB9WQQLmBT+VsArA5RZRALexWBRwKV4TGjT
8AEA9NR5ieIFgEFpqEuG5GoSlpkgqVcTnSSLQwcno4A8ucSCrbKBgZLqZaTOg126
BAwJAzAgAqqJbEJL4CbRigECbBjKnAlAgSc2eZvNFUEEtLFiH9MAcKo29yi2re52
u9scIQAAOw==
------------phKHc2RevnmvAvs3ij9W6D
Content-Disposition: inline; filename=2-12.gif
Content-Type: image/gif; name=2-12.gif
Content-Location: http://www.ido.edu.ru/psychology/psychophysiology/2-12.gif
Content-Transfer-Encoding: Base64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------------phKHc2RevnmvAvs3ij9W6D
Content-Disposition: inline; filename=2-21.gif
Content-Type: image/gif; name=2-21.gif
Content-Location: http://www.ido.edu.ru/psychology/psychophysiology/2-21.gif
Content-Transfer-Encoding: Base64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------------phKHc2RevnmvAvs3ij9W6D
Content-Disposition: inline; filename=2-29.gif
Content-Type: image/gif; name=2-29.gif
Content-Location: http://www.ido.edu.ru/psychology/psychophysiology/2-29.gif
Content-Transfer-Encoding: Base64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------------phKHc2RevnmvAvs3ij9W6D
Content-Disposition: inline; filename=2-22.gif
Content-Type: image/gif; name=2-22.gif
Content-Location: http://www.ido.edu.ru/psychology/psychophysiology/2-22.gif
Content-Transfer-Encoding: Base64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------------phKHc2RevnmvAvs3ij9W6D
Content-Disposition: inline; filename=2-13.gif
Content-Type: image/gif; name=2-13.gif
Content-Location: http://www.ido.edu.ru/psychology/psychophysiology/2-13.gif
Content-Transfer-Encoding: Base64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------------phKHc2RevnmvAvs3ij9W6D
Content-Disposition: inline; filename=2-23.gif
Content-Type: image/gif; name=2-23.gif
Content-Location: http://www.ido.edu.ru/psychology/psychophysiology/2-23.gif
Content-Transfer-Encoding: Base64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------------phKHc2RevnmvAvs3ij9W6D
Content-Disposition: inline; filename=2-28.gif
Content-Type: image/gif; name=2-28.gif
Content-Location: http://www.ido.edu.ru/psychology/psychophysiology/2-28.gif
Content-Transfer-Encoding: Base64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------------phKHc2RevnmvAvs3ij9W6D
Content-Disposition: inline; filename=2-27.gif
Content-Type: image/gif; name=2-27.gif
Content-Location: http://www.ido.edu.ru/psychology/psychophysiology/2-27.gif
Content-Transfer-Encoding: Base64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------------phKHc2RevnmvAvs3ij9W6D
Content-Disposition: inline; filename=2-14.gif
Content-Type: image/gif; name=2-14.gif
Content-Location: http://www.ido.edu.ru/psychology/psychophysiology/2-14.gif
Content-Transfer-Encoding: Base64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------------phKHc2RevnmvAvs3ij9W6D
Content-Disposition: inline; filename=2-15.gif
Content-Type: image/gif; name=2-15.gif
Content-Location: http://www.ido.edu.ru/psychology/psychophysiology/2-15.gif
Content-Transfer-Encoding: Base64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------------phKHc2RevnmvAvs3ij9W6D
Content-Disposition: inline; filename=2-24.gif
Content-Type: image/gif; name=2-24.gif
Content-Location: http://www.ido.edu.ru/psychology/psychophysiology/2-24.gif
Content-Transfer-Encoding: Base64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------------phKHc2RevnmvAvs3ij9W6D
Content-Disposition: inline; filename=2-16.gif
Content-Type: image/gif; name=2-16.gif
Content-Location: http://www.ido.edu.ru/psychology/psychophysiology/2-16.gif
Content-Transfer-Encoding: Base64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------------phKHc2RevnmvAvs3ij9W6D
Content-Disposition: inline; filename=2-25.gif
Content-Type: image/gif; name=2-25.gif
Content-Location: http://www.ido.edu.ru/psychology/psychophysiology/2-25.gif
Content-Transfer-Encoding: Base64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------------phKHc2RevnmvAvs3ij9W6D
Content-Disposition: inline; filename=2-17.gif
Content-Type: image/gif; name=2-17.gif
Content-Location: http://www.ido.edu.ru/psychology/psychophysiology/2-17.gif
Content-Transfer-Encoding: Base64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------------phKHc2RevnmvAvs3ij9W6D
Content-Disposition: inline; filename=2-18.gif
Content-Type: image/gif; name=2-18.gif
Content-Location: http://www.ido.edu.ru/psychology/psychophysiology/2-18.gif
Content-Transfer-Encoding: Base64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------------phKHc2RevnmvAvs3ij9W6D--