601
…,ƒ=ö, ., …= =.!%-%2%“Aì%÷…/. !=K%2=. C!, "/“%2 C%ë2%" “"/ø 4000 ì,
=.!%ì=ã…,2…/. , =.!%ã%-,ƒ,÷“*,. “Aì*=.>$ C% *%.--,ö,…23 2 (%ä,…
÷=“ ƒ= 2 ÷=“=);
C!, C%ë2=. …= 23!K%",…2%"/. “=ì%ë2=., C%ë2=. C% ƒ%…ä,!%"=-
…,þ =2ì%“-!/ , …= =.!%-%2%“Aì%÷…/. !=K%2=. C!, "/“%2 C%ë2%" ä%
4000 ì>$ C% *%.--,ö,…23 1,5 (%ä,… ÷=“ ƒ= 1,5 ÷=“=);
C!, “=…,2=!…/. C%ë2=., ë“%=",=ö,%……/. !=K%2=., =.!%“" , ä!3-
ã,. ",ä=. C%ë2%" C% C!,ì……,þ =",=ö,, " %2!=“ë . .*%…%ì,*,, C!,
"/“%2…/. C%ë2=. “ ä%C%ë…,2ëü…/ì *,“ë%!%ä…/ì C,2=…,ì>$ C% *%-
.--,ö,…23 1,3 (%ä,… ÷=“ ƒ= 1,3 ÷=“=);
C!, …%÷…/. C%ë2=. , 2!=…“C%!2…/. C%ë2=. …= ëã*,. “=ì%ë-
2=.>$ C% *%.--,ö,…23 1,2 (%ä,… ÷=“ ƒ= 1,2 ÷=“=);
1.2.5.>,…“2!3*2%!=ì-C=!=øþ2,“2=ì, ,…“2!3*2%!=ì ("*ëþ÷= “2=!-
ø,.) C=!=øþ2…%-ä“=…2…%L C%äã%2%"*,, C=!=øþ2…%L , ä“=…2…%-C%›=!-
…%L “ë3›K/, =",=C%›=!…%L *%ì=…ä/, ä“=…2…%-C%›=!…%L (C=!=øþ2…%-
C%›=!…%L) ã!3CC/, C=!=øþ2,“2=ì (ä“=…2…,*=ì)-C%›=!…/ì C!, "/C%ë-
……,, ,ì, C!/›*%" “ C=!=øþ2%ì C% 1 *=ë…ä=!…%ì3 ä…þ ƒ= *=›ä/L
C!/›%* “ C=!=øþ2%ì, “C3“* (C%äAì) …= “Cö,=ëü…/. “C3“*%"/. (C%äAì-
…/.) 3“2!%L“2"=. “ "!2%ë2%", …=.%ä ?,.“ " !›,ì ",“…, …= "/“%-
2 … ì… 10 ì2!%", C!%ä%ë›,2ëü…%“2üþ ä% 14 *=ë…ä=!…/. ä…L;
1.2.6.>!=K%2…,*=ì %!ã=…,ƒ=ö,L p“C3Kë,*, aë=!3“ü:
…=C!="ë……/ì …= !=K%23 " “2!=…/ “ 2 ›ë/ì, *ë,ì=2,÷“*,ì,
3“ë%", ì,, C!%ä%ë›,2ëü…%“2üþ “%ãë=“…% C!,ë%›…,þ 5;
3÷=“2"3þ?,ì " =!*2,÷“*,. , =…2=!*2,÷“*,. .*“Cä,ö, . C%
4 *=ë…ä=!…/. ä… ƒ= *=›ä/L ì“ ö C!K/"=…, * “"!3 %2 q"!…%ã%
C%ë !…%ã% *!3ã= ,ë, þ›… 500
þ›…%L ø,!%2/;
1.2.7.>!=K%2…,*=ì ë=K%!=2%!,L =…=ë,2,÷“*%ã% *%…2!%ë “,“2ì/
l,…,“2!“2"= C!,!%ä…/. !“3!“%" , %.!=…/ %*!3›=þ?L “!ä/ " ƒ=",-
“,ì%“2, %2 ",ä%" !=K%2, C!%-““,L , ä%ë›…%“2L C!%ä%ë›,2ëü…%“2üþ
“%ãë=“…% C!,ë%›…,þ 6;
1.2.8.>!=K%2…,*=ì, ƒ=… 2/ì " ë“…%ì .%ƒ L“2", " ƒ=",“,ì%“2, %2
C!%-““,L , ä%ë›…%“2L C!%ä%ë›,2ëü…%“2üþ “%ãë=“…% C!,ë%›…,þ 7;
1.2.9.>!=K%2…,*=ì 2"%!÷“*%ã% %KAä,……, &m=ö,%…=ëü…/L =*=-
äì,÷“*,L a%ëüø%L 2=2! %C!/ , K=ë2= p“C3Kë,*, aë=!3“ü[, ã%“3-
ä=!“2"……/. 2=2!=ëü…%-ƒ!ë,?…/. 3÷!›ä…,L &m=ö,%…=ëü…/L =*=-
äì,÷“*,L a%ëüø%L 2=2! %C!/ p“C3Kë,*, aë=!3“ü[ , &m=ö,%-
…=ëü…/L =*=äì,÷“*,L a%ëüø%L 2=2! K=ë2= p“C3Kë,*, aë=!3“ü[ "
ƒ=",“,ì%“2, %2 C!%-““,L , ä%ë›…%“2L C!%ä%ë›,2ëü…%“2üþ “%ãë=“…%
C!,ë%›…,þ 8;
1.3.>C!%ä%ë›,2ëü…%“2ü %2C3“*=, C!ä3“ì%2!……%ã% " C%äC3…*2 1.2
…=“2% ?ã% C3…*2=, %C!äë…= “ 3÷2%ì "!ä…/. , (,ë,) %C=“…/. 3“ë%-
",L 2!3ä=. dë ã% C!ä%“2="ë…, C!%"ä…, =22“2=ö,, … 2!K32“ ;
1.4.>" “÷2 "!ì…, !=K%2/, ä=þ?L C!="% …= %2C3“*, C!ä3“ì%2!…-
…/L " C%äC3…*2=. 1.2.1, 1.2.3, 1.2.7 , 1.2.8 …=“2% ?ã% C3…*2=, ƒ=“÷,2/-
"=þ2“ ä…,, " *%2%!/ !=K%2…,* K/ë ƒ=… 2 …= 3*=ƒ=……/. " .2,. C%äC3…-
*2=. !=K%2=. C%ë…/L !=K%÷,L ä…ü.