Василевич Г.А. (ред.) Сборник нормативных правовых актов о труде. В 2 т. Том 1

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ðàäèîàêòèâíîãî çàãðÿçíåíèÿ â ðåçóëüòàòå êàòàñòðîôû íà ×åðíîáûëüñ-

êîé ÀÝÑ, à òàêæå äîïîëíèòåëüíûõ îòïóñêîâ çà ðàáîòó ñ âðåäíûìè è

(èëè) îïàñíûìè óñëîâèÿìè òðóäà è çà îñîáûé õàðàêòåð ðàáîòû íå äî-

ïóñêàåòñÿ.

q 2 = 2 ü 162. Ñóììèðîâàíèå òðóäîâûõ îòïóñêîâ

Äîïîëíèòåëüíûå îòïóñêà ïðèñîåäèíÿþòñÿ ê îñíîâíîìó îòïóñêó

(÷àñòü ïåðâàÿ ñòàòüè 155), åñëè èíîå íå ïðåäóñìîòðåíî àêòàìè çàêîíî-

äàòåëüñòâà.

q 2 = 2 ü 163. p=K%÷,L ã%ä

p=K%÷,L ã%ä, ƒ= *%2%!/L C!ä%“2="ë 2“ 2!3ä%"%L %2C3“*, $ C!%-

ì›32%* "!ì…,, !="…/L C% C!%ä%ë›,2ëü…%“2, *=ë…ä=!…%ì3 ã%ä3, …%

,“÷,“ë ì/L äë *=›ä%ã% !=K%2…,*= “% ä… C!,ì= …= !=K%23.

q 2 = 2 ü 164. o!,%ä/, "*ëþ÷=ì/ " !=K%÷,L ã%ä

b !=K%÷,L ã%ä, ƒ= *%2%!/L C!ä%“2="ë 2“ 2!3ä%"%L %2C3“*, "*ëþ-

÷=2“ -=*2,÷“*, %2!=K%2=……% "!ì .

j -=*2,÷“*, %2!=K%2=……%ì3 "!ì…, C!,!="…,"=þ2“ :

1) "!ì , *%2%!% !=K%2…,* … !=K%2=ë, …% ƒ= …,ì, “%ãë=“…% ƒ=*%…%-

ä=2ëü“2"3 ,ë, *%ëë*2,"…%ì3 ä%ã%"%!3, “%.!=… ë,“ü C!›… !=K%2= ,

ƒ=!=K%2…= Cë=2= ë,K% "/Cë=÷,"=ë%“ü C%“%K, C% ã%“3ä=!“2"……%ì3 “%-

ö,=ëü…%ì3 “2!=.%"=…,þ, ƒ= ,“*ëþ÷…,ì "!ì…, %2C3“*= C% 3.%ä3 ƒ=

!K…*%ì ä% ä%“2,›…, ,ì "%ƒ!=“2= 2!. ë2;

2) "!ì C!ä3“ì%2!……/. ƒ=*%…%ä=2ëü“2"%ì ,ë, *%ëë*2,"…/ì

ä%ã%"%!%ì %2C3“*%" Kƒ “%.!=……, ƒ=!=K%2…%L Cë=2/, “ë, .2, %2C3“*=

… C!"/ø=þ2 14 *=ë…ä=!…/. ä…L " 2÷…, !=K%÷ã% ã%ä=;

3) "!ì %Cë=÷……%ã% "/…3›ä……%ã% C!%ã3ë=;

4) ä!3ã, C!,%ä/, … %2"÷=þ?, 3“ë%", ì C3…*2%" 1$3 …=“2% -

?L “2=2ü,, …% " %2…%ø…,, *%2%!/. ƒ=*%…%ä=2ëü“2"%ì ,ë, *%ëë*-

2,"…/ì ä%ã%"%!%ì, “%ãë=ø…,ì C!ä3“ì%2!…% "*ëþ÷…, ,. " !=K%-

÷,L ã%ä.

q 2 = 2 ü 165. Óñëîâèå, ïðè êîòîðîì ñäâèãàåòñÿ ðàáî÷èé ãîä

e“ë, “3ìì= C!,%ä%", "*ëþ÷=ì/. " !=K%÷,L ã%ä “%ãë=“…% “2=2ü

164 …=“2% ?ã% j%ä*“=, ì…üø 12 C%ë…/. *=ë…ä=!…/. ì“ ö", !=K%-

÷,L ã%ä !=K%2…,*= “ä",ã=2“ …= …ä%“2=þ? "!ì .

q 2 = 2 ü 166. r“ë%", C!ä%“2="ë…, 2!3ä%"/.%2C3“*%"

ƒ= C!"/L !=K%÷,L ã%ä

Š!3ä%"/ %2C3“*= (%“…%"…%L , ä%C%ë…,2ëü…/L) ƒ= C!"/L !=K%÷,L

ã%ä C!ä%“2="ë þ2“ … !=… ÷ì ÷!ƒ ø“2ü ì“ ö" !=K%2/ 3 …=…,-

ì=2ë , çà èñêëþ÷åíèåì ñëó÷àåâ, ïðåäóñìîòðåííûõ íàñòîÿùåé ñòàòüåé.

d% ,“2÷…, ø“2, ì“ ö" !=K%2/ …=…,ì=2ëü %K ƒ=… C!ä%“2=",2ü

2!3ä%"/ %2C3“*= C% ›ë=…,þ !=K%2…,*=:

1) ›…?,…=ì C!ä %2C3“*%ì C% K!ì……%“2, , !%ä=ì ,ë, C%“ë

…ã%;

2) ë,ö=ì ì%ë%› "%“ì…=äö=2, ë2;

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3) !=K%2…,*=ì, C!,… 2/ì …= !=K%23 " C%! ä* C!"%ä=;

4) èñêëþ÷åí;

5) “%"ì“2,2ë ì, “ë, 2!3ä%"%L %2C3“* C% %“…%"…%ì3 ì“23 !=K%2/

C!,.%ä,2“ …= C!,%ä ä% ø“2, ì“ ö" !=K%2/ C% “%"ì“2,2ëü“2"3;

6) èñêëþ÷åí;

7) 3÷=“2…,*=ì bë,*%L n2÷“2"……%L "%L…/;

8) ›…?,…=ì, ,ìþ?,ì ä"3. , K%ë ä2L " "%ƒ!=“2 ä% ÷2/!…=ä-

ö=2, ë2 ,ë, !K…*=-,…"=ë,ä= " "%ƒ!=“2 ä% "%“ì…=äö=2, ë2;

9) ðàáîòíèêàì, îáó÷àþùèìñÿ â âå÷åðíèõ (ñìåííûõ) îáùåîáðàçîâà-

òåëüíûõ ó÷ðåæäåíèÿõ è ó÷ðåæäåíèÿõ, îáåñïå÷èâàþùèõ ïîëó÷åíèå ïðîôåñ-

ñèîíàëüíî-òåõíè÷åñêîãî, ñðåäíåãî ñïåöèàëüíîãî, âûñøåãî è ïîñëåâóçîâñêî-

ãî îáðàçîâàíèÿ, â âå÷åðíåé èëè çàî÷íîé ôîðìå ïîëó÷åíèÿ îáðàçîâàíèÿ;

10) " ä!3ã,. “ë3÷= ., C!ä3“ì%2!……/. *%ëë*2,"…/ì ä%ã%"%!%ì,

“%ãë=ø…,ì ,ë, 2!3ä%"/ì ä%ã%"%!%ì.

p=K%2=þ?,ì ›…=ì (ì3›ü ì) "%……%“ë3›=?,., C% ,. ›ë=…,þ,

2!3ä%"%L %2C3“* C!ä%“2="ë 2“ %ä…%"!ì……% “ %2C3“*%ì ,. ì3›L

(›…).

d%C3“*=2“ , *!%ì “ë3÷=", ,ƒë%›……/. " C3…*2=. 1$9 ÷=“2, "2%-

!%L è ÷àñòè òðåòüåé …=“2% ?L “2=2ü,, C!ä%“2="ë…, %2C3“*= C!%-

C%!ö,%…=ëü…% %2!=K%2=……%L ÷=“2, !=K%÷ã% ã%ä=, …% … ì… 14 *=ë…-

ä=!…/. ä…L.

q 2 = 2 ü 167. r“ë%", C!ä%“2="ë…, 2!3ä%"/. %2C3“*%"

ƒ= "2%!%L , C%“ëä3þ?, !=K%÷, ã%ä/

Š!3ä%"/ %2C3“*= (%“…%"…%L , ä%C%ë…,2ëü…/L) ƒ= "2%!%L , C%“ë-

ä3þ?, !=K%÷, ã%ä/ C!ä%“2="ë þ2“ " ëþK% "!ì !=K%÷ã% ã%ä= "

“%%2"2“2",, “ %÷!ä…%“2üþ C!ä%“2="ë…, 2!3ä%"/. %2C3“*%", “ë, ,…%

… C!ä3“ì%2!…% …=“2% ?,ì j%ä*“%ì.

q 2 = 2 ü 168. n÷!ä…%“2ü C!ä%“2="ë…, 2!3ä%"/. %2C3“*%"

n÷!ä…%“2ü C!ä%“2="ë…, 2!3ä%"/. %2C3“*%" 3“2=…="ë,"=2“ äë

*%ëë*2,"= !=K%2…,*%" ã!=-,*%ì 2!3ä%"/. %2C3“*%", 32"!›ä=ì/ì

…=…,ì=2ëì C% “%ãë=“%"=…,þ “ C!%-“%þƒ%ì, ë,K% …=…,ì=2ëì C% “%-

ãë=“%"=…,þ “ !=K%2…,*%ì " “ë3÷= %2“32“2", C!%-“%þƒ=.

c!=-,* 2!3ä%"/. %2C3“*%" “%“2="ë 2“ …= *=ë…ä=!…/L ã%ä …

C%ƒä… 5 …"=! ,ë, ,…%ã% “!%*=, 3“2=…%"ë……%ã% *%ëë*2,"…/ì ä%ã%-

"%!%ì, “%ãë=ø…,ì ë,K% “%ãë=“%"=……%ã% …=…,ì=2ëì “ C!%-“%þƒ%ì, ,

ä%"%ä,2“ ä% “"ä…, "“. !=K%2…,*%".

d=2= …=÷=ë= 2!3ä%"%ã% %2C3“*= %C!äë 2“ C% ä%ã%"%!……%“2, ì›ä3

!=K%2…,*%ì , …=…,ì=2ëì.

Ïðè ñîñòàâëåíèè ãðàôèêà òðóäîâûõ îòïóñêîâ íàíèìàòåëü îáÿçàí

çàïëàíèðîâàòü îòïóñê ïî æåëàíèþ ðàáîòíèêà:

â ëåòíåå èëè äðóãîå óäîáíîå âðåìÿ:

1) ëèöàì ìîëîæå âîñåìíàäöàòè ëåò;

2) âåòåðàíàì Âåëèêîé Îòå÷åñòâåííîé âîéíû è âåòåðàíàì áîåâûõ äåé-

ñòâèé íà òåððèòîðèè äðóãèõ ãîñóäàðñòâ;

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3) æåíùèíàì, èìåþùèì äâóõ è áîëåå äåòåé â âîçðàñòå äî ÷åòûð-

íàäöàòè ëåò èëè ðåáåíêà-èíâàëèäà â âîçðàñòå äî âîñåìíàäöàòè ëåò;

4) ðàáîòíèêàì, çàáîëåâøèì è ïåðåíåñøèì ëó÷åâóþ áîëåçíü âñëåä-

ñòâèå êàòàñòðîôû íà ×åðíîáûëüñêîé ÀÝÑ;

5) ðàáîòíèêàì, ñòàâøèì èíâàëèäàìè âñëåäñòâèå êàòàñòðîôû íà

×åðíîáûëüñêîé ÀÝÑ;

6) ðàáîòíèêàì, ïðèíèìàâøèì ó÷àñòèå â ëèêâèäàöèè ïîñëåäñòâèé êà-

òàñòðîôû íà ×åðíîáûëüñêîé ÀÝÑ â 1986–1989 ãîäàõ â çîíå ýâàêóàöèè (îò-

÷óæäåíèÿ), â 1986–1987 ãîäàõ – â çîíå ïåðâîî÷åðåäíîãî îòñåëåíèÿ èëè â çîíå

ïîñëåäóþùåãî îòñåëåíèÿ;

7) ðàáîòíèêàì, ýâàêóèðîâàííûì è îòñåëåííûì èç çîí ýâàêóàöèè (îò-

÷óæäåíèÿ), ïåðâîî÷åðåäíîãî îòñåëåíèÿ è ïîñëåäóþùåãî îòñåëåíèÿ, à òàê-

æå ñàìîñòîÿòåëüíî ïîêèíóâøèì ýòè çîíû ïîñëå àâàðèè íà ×åðíîáûëüñ-

êîé ÀÝÑ;

8) äîíîðàì, êîòîðûì âûäàíû çíàêè «Ïî÷åòíûé äîíîð Ðåñïóáëèêè

Áåëàðóñü», «Ïî÷åòíûé äîíîð ÑÑÑÐ», «Ïî÷åòíûé äîíîð îáùåñòâà Êðàñ-

íîãî Êðåñòà ÁÑÑÐ»;

9) â äðóãèõ ñëó÷àÿõ, ïðåäóñìîòðåííûõ êîëëåêòèâíûì èëè òðóäî-

âûì äîãîâîðîì;

â îïðåäåëåííûé ïåðèîä:

1) ðàáîòíèêàì, îáó÷àþùèìñÿ â âå÷åðíèõ (ñìåííûõ) îáùåîáðàçîâà-

òåëüíûõ ó÷ðåæäåíèÿõ è ó÷ðåæäåíèÿõ, îáåñïå÷èâàþùèõ ïîëó÷åíèå ïðî-

ôåññèîíàëüíî-òåõíè÷åñêîãî, ñðåäíåãî ñïåöèàëüíîãî, âûñøåãî è ïîñëåâó-

çîâñêîãî îáðàçîâàíèÿ, â âå÷åðíåé è çàî÷íîé ôîðìàõ ïîëó÷åíèÿ îáðàçîâà-

íèÿ, – ïåðåä èëè â ïåðèîä ïðîõîæäåíèÿ òåêóùåé è èòîãîâîé àòòåñòà-

öèè, ñäà÷è êàíäèäàòñêèõ ýêçàìåíîâ, à òàêæå âî âðåìÿ êàíèêóë â ó÷ðåæ-

äåíèè îáðàçîâàíèÿ;

2) ðàáîòíèêàì, æåíû êîòîðûõ íàõîäÿòñÿ â îòïóñêå ïî áåðåìåííî-

ñòè è ðîäàì, – â ïåðèîä ýòîãî îòïóñêà;

3) ðàáîòàþùèì ïî ñîâìåñòèòåëüñòâó – îäíîâðåìåííî ñ òðóäîâûì

îòïóñêîì ïî îñíîâíîé ðàáîòå;

4) ó÷èòåëÿì (ïðåïîäàâàòåëÿì) îáùåîáðàçîâàòåëüíûõ ó÷ðåæäåíèé

è ó÷ðåæäåíèé, îáåñïå÷èâàþùèõ ïîëó÷åíèå ïðîôåññèîíàëüíî-òåõíè÷åñêî-

ãî, ñðåäíåãî ñïåöèàëüíîãî, âûñøåãî è ïîñëåâóçîâñêîãî îáðàçîâàíèÿ, ñïåöè-

àëüíûõ ó÷åáíî-âîñïèòàòåëüíûõ ó÷ðåæäåíèé, ñïåöèàëüíûõ ó÷ðåæäåíèé

îáðàçîâàíèÿ, ñïåöèàëèçèðîâàííûõ ó÷ðåæäåíèé ïðîèçâîäñòâåííîãî îáó÷å-

íèÿ – â ëåòíåå âðåìÿ;

5) æåíùèíàì ïåðåä îòïóñêîì ïî áåðåìåííîñòè è ðîäàì èëè ïîñëå

íåãî;

6) ðàáîòàþùèì æåíàì (ìóæüÿì) âîåííîñëóæàùèõ – îäíîâðåìåííî

ñ îòïóñêîì èõ ìóæåé (æåí).

q 2 = 2 ü 169. nK ƒ=……%“2ü …=…,ì=2ë 3"ä%ìë 2ü !=K%2…,*=

% "!ì…, …=÷=ë= 2!3ä%"%ã% %2C3“*=

m=…,ì=2ëü %K ƒ=… 3"ä%ì,2ü !=K%2…,*= % "!ì…, …=÷=ë= 2!3ä%"%-

ã% %2C3“*= … C%ƒä… ÷ì ƒ= 15 *=ë…ä=!…/. ä…L.

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p=K%2…,*, *%2%!%ì3 2!3ä%"%L %2C3“* C!ä%“2="ë 2“ ,…ä,",ä3=ëü…%,

3"ä%ìë 2“ " 2%2 › “!%* C,“üì……%.

q 2 = 2 ü 170. e›ã%ä…% C!ä%“2="ë…, 2!3ä%"%ã% %2C3“*=.

h“*ëþ÷,2ëü…/ “ë3÷=, C!…%“= 2!3ä%"%ã% %2C3“*=

…= “ëä3þ?,L ã%ä

m=…,ì=2ëü %K ƒ=… C!ä%“2="ë 2ü !=K%2…,*3 2!3ä%"%L %2C3“*, *=*

C!=",ë%, " 2÷…, *=›ä%ã% !=K%÷ã% ã%ä= (›ã%ä…%).

b ,“*ëþ÷,2ëü…/. “ë3÷= ., *%ãä= C!ä%“2="ë…, C%ë…%ã% 2!3ä%"%-

ã% %2C3“*= !=K%2…,*3 " 2*3?ì !=K%÷ì ã%ä3 ì%›2 …Kë=ã%C!, 2…%

%2!=ƒ,2ü“ …= …%!ì=ëü…%L ä 2ëü…%“2, %!ã=…,ƒ=ö,,, ,…ä,",ä3=ëü…%ã%

C!äC!,…,ì=2ë , ä%C3“*=2“ “ “%ãë=“, !=K%2…,*= C!…%“ ÷=“2, %2C3“-

*= …= “ëä3þ?,L !=K%÷,L ã%ä.

n“2="ø= “ ÷=“2ü 2!3ä%"%ã% %2C3“*= … ì%›2 K/2ü ì… ÷åòûð-

íàäöàòè *=ë…ä=!…/. ä…L , C!ä%“2="ë 2“ ä% %*%…÷=…, 2*3?ã%

!=K%÷ã% ã%ä=.

o!…%“,ì= ÷=“2ü 2!3ä%"%ã% %2C3“*= C% ›ë=…,þ !=K%2…,*= C!,-

“%ä,… 2“ * %2C3“*3 ƒ= “ëä3þ?,L !=K%÷,L ã%ä ,ë, ,“C%ëüƒ32“ %2-

äëü…%.

g=C!?=2“ …C!ä%“2="ë…, 2!3ä%"%ã% %2C3“*= !=K%2…,*=ì ì%-

ë%› "%“ì…=äö=2, ë2 , !=K%2…,*=ì, ,ìþ?,ì C!="% …= ä%C%ë…,2ëü-

…/L %2C3“* " “" ƒ, “ "!ä…/ì, è (èëè) îïàñíûìè 3“ë%", ì, 2!3ä=.

q 2 = 2 ü 171. o!="% !=K%2…,*= …= C!…%“ ,ë, C!%äë…,

2!3ä%"%ã% %2C3“*= " 2÷…, 2*3?ã% !=K%÷ã% ã%ä=

Š!3ä%"%L %2C3“* ì%›2 K/2ü C!…“… ,ë, C!%äë…:

1) C!, "!ì……%L …2!3ä%“C%“%K…%“2, !=K%2…,*=;

2) C!, …=“23Cë…,, “!%*= %2C3“*= C% K!ì……%“2, , !%ä=ì;

3) " “ë3÷= C!,"ë÷…, !=K%2…,*= * "/C%ë……,þ ã%“3ä=!“2"……/.

%K ƒ=……%“2L “ C!="%ì …= %“"%K%›ä…, %2 !=K%2/;

4) C!, “%"C=ä…,, 2!3ä%"%ã% %2C3“*= “ %2C3“*%ì " “" ƒ, “ %K3÷…,-

ì (“ë, !=K%2…,* %-%!ì,ë 2=*%L %2C3“* C!ä 2!3ä%"/ì %2C3“*%ì ,ë,

"% "!ì C%“ëä…ã% C%“ë C%ë3÷…, "/ƒ%"= ó÷ðåæäåíèÿ îáðàçîâàíèÿ);

5) " “ë3÷= . …"/Cë=2/ !=K%2…,*3 " 3“2=…%"ë……/L “!%* ƒ=!=K%2-

…%L Cë=2/ ƒ= "!ì %2C3“*=;

6) “ “%ãë=“, “2%!%…, = 2=*› " ä!3ã,. “ë3÷= ., C!ä3“ì%2!……/.

ƒ=*%…%ä=2ëü“2"%ì ,ë, *%ëë*2,"…/ì ä%ã%"%!%ì.

e“ë, C!,÷,…/, C!÷,“ë……/ " ÷=“2, C!"%L …=“2% ?L “2=2ü,,

…=“23C=þ2 "% "!ì 2!3ä%"%ã% %2C3“*=, %… C!%äë"=2“ …= “%%2"2“2"3þ-

? ÷,“ë% *=ë…ä=!…/. ä…L ë,K% C% ›ë=…,þ !=K%2…,*= …,“C%ëüƒ%-

"=……= ÷=“2ü %2C3“*= C!…%“,2“ …= ä!3ã%L “%ãë=“%"=……/L “ …=…,ì=2-

ëì “!%* 2*3?ã% !=K%÷ã% ã%ä=.

e“ë, C!,÷,…/, C!÷,“ë……/ " ÷=“2, C!"%L …=“2% ?L “2=2ü,,

…=“23C,ë, ä% …=÷=ë= 2!3ä%"%ã% %2C3“*=, %2C3“* C% ›ë=…,þ !=K%2…,*=

C!…%“,2“ …= ä!3ã% "!ì 2*3?ã% !=K%÷ã% ã%ä=, %C!äë ì% C% ä%-

ã%"%!……%“2, ì›ä3 !=K%2…,*%ì , …=…,ì=2ëì.

584

p=K%2…,* %K ƒ=… 3"ä%ì,2ü …=…,ì=2ë % C!,÷,…=., C!C 2“2"3þ-

?,. ,“C%ëüƒ%"=…,þ 2!3ä%"%ã% %2C3“*= " ƒ=Cë=…,!%"=……/L “!%*, , "!-

ì…, C!%äë…, %2C3“*=.

q 2 = 2 ü 172. o!="% …=…,ì=2ë …= ä%“!%÷…% C!ä%“2="ë…,

2!3ä%"%ã% %2C3“*= !=K%2…,*=ì

m=…,ì=2ëü ,ì2 C!="% ä%“!%÷…% C!ä%“2=",2ü 2!3ä%"%L %2C3“* "“ì

,ë, %2äëü…/ì *=2ã%!, ì !=K%2…,*%" " “ë3÷= …%›,ä=……%L C!,%“2=-

…%"*, !=K%2/ " “" ƒ, “ ="=!,L, “2,.,L…/ì Kä“2",ì, …%K“C÷……%“-

2üþ .…!ã%!“3!“=ì,, “/!üì , C% ä!3ã,ì ,“*ëþ÷,2ëü…/ì , ƒ=!=… …

C!ä",ä……/ì %K“2% 2ëü“2"=ì.

q 2 = 2 ü 173. o%“ëä“2", %2*=ƒ= !=K%2…,*= %2 ,“C%ëüƒ%"=…,

2!3ä%"%ã% %2C3“*= Kƒ ƒ=*%……/. %“…%"=…,L

, “%ãë=“, …=…,ì=2ë

e“ë, 2!3ä%"%L %2C3“* C!ä%“2="ë… “ “%Këþä…,ì 3“2=…%"ë……%ã%

C%! ä*=, …% !=K%2…,* %2*=ƒ/"=2“ ,“C%ëüƒ%"=2ü %2C3“* " %C!äë…-

…/L äë …ã% “!%* Kƒ ƒ=*%……/. %“…%"=…,L, …=…,ì=2ëü "C!=" %2*=ƒ=2ü

!=K%2…,*3 " C!…%“ %2C3“*= , … "/Cë=÷,"=2ü ä…›…3þ *%ìC…“=ö,þ

ƒ= …,“C%ëüƒ%"=……/L %2C3“*, *!%ì “ë3÷=", C!ä3“ì%2!……/. ÷=“2üþ

C!"%L “2=2ü, 179 …=“2% ?ã% j%ä*“=.

q 2 = 2 ü 174. p=ƒäë…, 2!3ä%"%ã% %2C3“*= …= ÷=“2,. n2ƒ/"

,ƒ %2C3“*=

o% ä%ã%"%!……%“2, ì›ä3 !=K%2…,*%ì , …=…,ì=2ëì 2!3ä%"%L %2-

C3“* ì%›2 K/2ü !=ƒäë… íà äâå ÷àñòè, åñëè èíîå íå ïðåäóñìîòðåíî

êîëëåêòèâíûì äîãîâîðîì, ñîãëàøåíèåì. o!, .2%ì %ä…= ÷=“2ü ä%ë›…=

K/2ü … ì… 14 *=ë…ä=!…/. ä…L.

Š!3ä%"%L %2C3“* ì%›2 K/2ü C!!"=… C% C!äë%›…,þ …=…,ì=2ë

, “ “%ãë=“, !=K%2…,*= (%2ƒ/" ,ƒ %2C3“*=).

m,“C%ëüƒ%"=……= " “" ƒ, “ .2,ì ÷=“2ü %2C3“*= C% ä%ã%"%!……%“2,

ì›ä3 !=K%2…,*%ì , …=…,ì=2ëì C!ä%“2="ë 2“ " 2÷…, 2*3?ã%

!=K%÷ã% ã%ä= ,ë, C% ›ë=…,þ !=K%2…,*= C!,“%ä,… 2“ * %2C3“*3 ƒ=

“ëä3þ?,L !=K%÷,L ã%ä ë,K% *%ìC…“,!32“ " ä…›…%L -%!ì, “ë,

,…% … C!ä3“ì%2!…% *%ëë*2,"…/ì ä%ã%"%!%ì.

j%ëë*2,"…/ì ä%ã%"%!%ì ì%ã32 %C!äë 2ü“ %K“2% 2ëü“2"=, C!,

…=ë,÷,, *%2%!/. ä%C3“*=2“ %2ƒ/" ,ƒ %2C3“*=.

m ä%C3“*=2“ %2ƒ/" ,ƒ %2C3“*= !=K%2…,*%" ì%ë%› "%“ì…=äö=2,

ë2 , !=K%2…,*%", ƒ=… 2/. …= !=K%2=. “ "!ä…/ì, è (èëè) îïàñíûìè

3“ë%", ì, 2!3ä=.

q 2 = 2 ü 175. q%.!=……, “!ä…ã% ƒ=!=K%2*= ƒ= "!ì 2!3ä%"%ã%

%2C3“*=

g= "!ì 2!3ä%"%ã% %2C3“*= ƒ= !=K%2…,*%ì “%.!=… 2“ “!ä…,L

ƒ=!=K%2%*, ,“÷,“ë ì/L " C%! ä*, 3“2=…%"ë……%ì o!=",2ëü“2"%ì p“-

C3Kë,*, aë=!3“ü ,ë, 3C%ë…%ì%÷……/ì ,ì %!ã=…%ì.

585

q 2 = 2 ü 176. q!%* "/Cë=2/ “!ä…ã% ƒ=!=K%2*= ƒ= "!ì

2!3ä%"%ã% %2C3“*=

m=…,ì=2ëü %K ƒ=… "/Cë=2,2ü “!ä…,L ƒ=!=K%2%* ƒ= "!ì 2!3ä%"%-

ã% %2C3“*= … C%ƒä… ÷ì ƒ= ä"= ä… ä% …=÷=ë= %2C3“*=.

q 2 = 2 ü 177. o%! ä%* ,“÷,“ë…, C!%ä%ë›,2ëü…%“2, 2!3ä%"%ã%

%2C3“*= C!%C%!ö,%…=ëü…% %2!=K%2=……%ì3 "!ì…,

o!%ä%ë›,2ëü…%“2ü 2!3ä%"%ã% %2C3“*= C!%C%!ö,%…=ëü…% %2!=K%2=…-

…%ì3 " !=K%÷ì ã%ä3 "!ì…, ,“÷,“ë 2“ C32ì 3ì…%›…, "ë,÷,…/

%2C3“*=, C!,.%ä ?ã%“ …= %ä,… ì“ ö, …= *%ë,÷“2"% %2!=K%2=……/. ì-

“ ö" " !=K%÷ì ã%ä3.

o%ë3÷……/ C!, !=“÷2 %K?L C!%ä%ë›,2ëü…%“2, ä…L %2C3“*=

C!%C%!ö,%…=ëü…% %2!=K%2=……%ì3 "!ì…, ä“ 2/, !="…/ 0,5 , K%ëüø,

%*!3ãë þ2“ ä% %ä…%ã% ä… , = ì… 0,5 $ ,“*ëþ÷=þ2“ ,ƒ C%ä“÷2=.

p=“÷2 %2!=K%2=……/. " !=K%÷ì ã%ä3 C%ë…/. ì“ ö" C!%,ƒ"%ä,2“

“ëä3þ?,ì %K!=ƒ%ì:

1) C%ä“÷,2/"=þ2“ ä…,, "*ëþ÷=ì/ " !=K%÷,L ã%ä;

2) C%ë3÷……= “3ìì= äë,2“ …= “!ä…ì“ ÷…% ÷,“ë% êàëåíäàðíûõ

ä…L ƒ= ã%ä;

3) %“2=2%* ä…L, “%“2="ë þ?,L 15 , K%ë *=ë…ä=!…/. ä…L, %*!3ã-

ë 2“ ä% C%ë…%ã% ì“ ö=, = “%“2="ë þ?,L ì… 15 *=ë…ä=!…/. ä…L $

,ƒ C%ä“÷2= ,“*ëþ÷=2“ .

q 2 = 2 ü 178. Ïðàâà ðàáîòíèêîâ íà ïîëó÷åíèå îñíîâíîãî

è äîïîëíèòåëüíûõ îòïóñêîâ ñ ïîñëåäóþùèì

óâîëüíåíèåì

Ïî ïèñüìåííîìó çàÿâëåíèþ ðàáîòíèêà íåèñïîëüçîâàííûå îñíîâíîé

è äîïîëíèòåëüíûå îòïóñêà ìîãóò áûòü ïðåäîñòàâëåíû åìó ñ ïîñëåäóþ-

ùèì óâîëüíåíèåì (êðîìå ñëó÷àåâ óâîëüíåíèÿ çà âèíîâíûå äåéñòâèÿ). Ïðè

ýòîì äíåì óâîëüíåíèÿ ñ÷èòàåòñÿ ïîñëåäíèé äåíü îòïóñêà.

Ïðè óâîëüíåíèè â ñâÿçè ñ èñòå÷åíèåì ñðîêà òðóäîâîãî äîãîâîðà

îòïóñê ñ ïîñëåäóþùèì óâîëüíåíèåì ïðåäîñòàâëÿåòñÿ â ïðåäåëàõ ñðîêà

òðóäîâîãî äîãîâîðà.

Ïðè ïðåäîñòàâëåíèè ðàáîòíèêó îòïóñêà ñ ïîñëåäóþùèì óâîëüíå-

íèåì ïî ñîáñòâåííîìó æåëàíèþ îí èìååò ïðàâî îòîçâàòü ñâîå çàÿâëå-

íèå îá óâîëüíåíèè äî äíÿ íà÷àëà îòïóñêà, åñëè íà åãî ìåñòî íå ïðèãëà-

øåí äðóãîé ðàáîòíèê, êîòîðîìó â ñîîòâåòñòâèè ñ çàêîíîäàòåëüñòâîì

íå ìîæåò áûòü îòêàçàíî â çàêëþ÷åíèè òðóäîâîãî äîãîâîðà.

q 2 = 2 ü 179. d…›…= *%ìC…“=ö, ƒ= …,“C%ëüƒ%"=……/L

2!3ä%"%L %2C3“* C!, 3"%ëü……,,

o!, 3"%ëü……,, …ƒ=",“,ì% %2 ã% %“…%"=…, !=K%2…,*3, *%2%!/L …

,“C%ëüƒ%"=ë ,ë, ,“C%ëüƒ%"=ë … C%ë…%“2üþ 2!3ä%"%L %2C3“*, "/Cë=÷,"=-

2“ ä…›…= *%ìC…“=ö, .

d…›…= *%ìC…“=ö, ƒ= C%ë…/L 2!3ä%"%L %2C3“* "/Cë=÷,"=2-

“ , “ë, *% ä…þ 3"%ëü……, !=K%2…,* C!%!=K%2=ë "“ü !=K%÷,L ã%ä

(12 ì“ ö" ì,…3“ “3ìì=!…= C!%ä%ë›,2ëü…%“2ü 2!3ä%"%ã% %2C3“*=, …=

*%2%!3þ !=K%2…,* ,ì2 C!="%).

586

e“ë, *% ä…þ 3"%ëü……, !=K%2…,* C!%!=K%2=ë ÷=“2ü !=K%÷ã% ã%ä=,

ä…›…= *%ìC…“=ö, "/Cë=÷,"=2“ C!%C%!ö,%…=ëü…% %2!=K%2=……%ì3

"!ì…,.

d…›…= *%ìC…“=ö, ƒ= …,“C%ëüƒ%"=……/L 2!3ä%"%L %2C3“* C!,

3"%ëü……,, "/Cë=÷,"=2“ " ä…ü 3"%ëü……, .

q 2 = 2 ü 180. Èñêëþ÷åíà.

q 2 = 2 ü 181. q%*!=?…, C!%ä%ë›,2ëü…%“2, 2!3ä%"%ã% %2C3“*=

ƒ= C!%ã3ë Kƒ 3"=›,2ëü…%L C!,÷,…/

g= C!%ã3ë Kƒ 3"=›,2ëü…%L C!,÷,…/ …=…,ì=2ëü "C!=" 3ì…ü-

ø,2ü !=K%2…,*3 C!%ä%ë›,2ëü…%“2ü 2!3ä%"%ã% %2C3“*= …= *%ë,÷“2"% ä…L

C!%ã3ë=. o!, .2%ì C!%ä%ë›,2ëü…%“2ü 2!3ä%"%ã% %2C3“*= … ì%›2 K/2ü

ì…üø îñíîâíîãî îòïóñêà.

q 2 = 2 ü 182. eä,…%"!ì……= "/Cë=2= …= %ƒä%!%"ë…, C!,

C!ä%“2="ë…,, 2!3ä%"%ã% %2C3“*=

b “ë3÷= ., C!ä3“ì%2!……/. ƒ=*%…%ä=2ëü“2"%ì, *%ëë*2,"…/ì

ä%ã%"%!%ì, “%ãë=ø…,ì, 2!3ä%"/ì ä%ã%"%!%ì, …=…,ì=2ëü %K ƒ=… C!,

C!ä%“2="ë…,, 2!3ä%"%ã% %2C3“*= (= C!, !=ƒäë…,, ã% …= ÷=“2, $ C!,

C!ä%“2="ë…,, …=,K%ëüøL ÷=“2, %2C3“*=) C!%,ƒ"%ä,2ü !=K%2…,*3 ä,-

…%"!ì……3þ "/Cë=23 …= %ƒä%!%"ë…, " !=ƒì!, %C!äë ì%ì ƒ=*%…%-

ä=2ëü“2"%ì, *%ëë*2,"…/ì ä%ã%"%!%ì, “%ãë=ø…,ì, 2!3ä%"/ì ä%ã%"%-

!%ì.

q 2 = 2 ü 183. q%ö,=ëü…/ %2C3“*=

q%ö,=ëü…/ %2C3“*= !=K%2…,*=ì C!ä%“2="ë þ2“ " öë . “%ƒä=-

…, Kë=ã%C!, 2…/. 3“ë%",L äë ì=2!,…“2"=, 3.%ä= ƒ= ä2üì,, %K!=ƒ%-

"=…, , 3ä%"ë2"%!…, “ìL…%-K/2%"/. C%2!K…%“2L , äë ä!3ã,. “%-

ö,=ëü…/. öëL â ñîîòâåòñòâèè ñ íàñòîÿùèì Êîäåêñîì.

o!="% …= “%ö,=ëü…/ %2C3“*= !=K%2…,*%" … ƒ=",“,2 %2 C!%ä%ë›,-

2ëü…%“2,, ì“2= , ",ä= !=K%2/, …=,ì…%"=…, , %!ã=…,ƒ=ö,%……%-C!="%-

"%L -%!ì/ %!ã=…,ƒ=ö,,.

m= "!ì “%ö,=ëü…/. %2C3“*%" “%.!=… 2“ C!›… !=K%2= , "

“ë3÷= ., C!ä3“ì%2!……/. …=“2% ?,ì j%ä*“%ì ,ë, *%ëë*2,"…/ì

ä%ã%"%!%ì, “%ãë=ø…,ì, $ ƒ=!=K%2…= Cë=2=.

q%ö,=ëü…/ %2C3“*= C!ä%“2="ë þ2“ “"!. 2!3ä%"%ã% %2C3“*=.

q%ö,=ëü…/ %2C3“*= C!ä%“2="ë þ2“ ƒ= 2%2 *=ë…ä=!…/L ã%ä, "

*%2%!%ì !=K%2…,* ,ì2 …= …,. C!="%.

b “ë3÷= …,“C%ëüƒ%"=…, “%ö,=ëü…%ã% %2C3“*= " 2*3?ì *=ë…-

ä=!…%ì ã%ä3 %… … C!…%“,2“ …= “ëä3þ?,L !=K%÷,L ã%ä , … ƒ=ì… 2-

“ ä…›…%L *%ìC…“=ö,L, " 2%ì ÷,“ë C!, 3"%ëü……,,.

q 2 = 2 ü 184. n2C3“* C% K!ì……%“2, , !%ä=ì

f…?,…=ì C!ä%“2="ë 2“ %2C3“* C% K!ì……%“2, , !%ä=ì C!%-

ä%ë›,2ëü…%“2üþ 70 *=ë…ä=!…/. ä…L ä% !%ä%" , 56 (" “ë3÷= . %“ë%›-

………/. !%ä%" ,ë, !%›ä…, ä"3. , K%ë ä2L $ 70) *=ë…ä=!…/. ä…L

C%“ë !%ä%" “ "/Cë=2%L ƒ= .2%2 C!,%ä C%“%K, C% ã%“3ä=!“2"……%ì3 “%-

587

ö,=ëü…%ì3 “2!=.%"=…,þ. n2C3“* C% K!ì……%“2, , !%ä=ì ,“÷,“ë 2“

“3ìì=!…% , C!ä%“2="ë 2“ ›…?,… C%ë…%“2üþ …ƒ=",“,ì% %2 ÷,“ë=

ä…L, -=*2,÷“*, ,“C%ëüƒ%"=……/. ä% !%ä%".

f…?,…=ì, !=K%2=þ?,ì …= 2!!,2%!,, !=ä,%=*2,"…%ã% ƒ=ã! ƒ…-

…, , C!ä%“2="ë 2“ %2C3“* C% K!ì……%“2, , !%ä=ì C!%ä%ë›,2ëü…%-

“2üþ 90 *=ë…ä=!…/. ä…L ä% !%ä%" , 56 (" “ë3÷= . %“ë%›………/. !%ä%"

,ë, !%›ä…, ä"3. , K%ë ä2L $ 70) *=ë…ä=!…/. ä…L C%“ë !%ä%".

o!, .2%ì %K?= C!%ä%ë›,2ëü…%“2ü %2C3“*= … ì%›2 K/2ü ì… 146

(160) *=ë…ä=!…/. ä…L.

d%!%ä%"/L %2C3“*, C!ä3“ì%2!……/L ÷=“2üþ "2%!%L …=“2% ?L “2=-

2ü,, C!ä%“2="ë 2“ “ “%ãë=“, ›…?,…/ ƒ= C!äë=ì, 2!!,2%!,, !=-

ä,%=*2,"…%ã% ƒ=ã! ƒ……, “ C!%"ä…,ì %ƒä%!%",2ëü…/. ì!%C!, 2,L.

q 2 = 2 ü 185. n2C3“* C% 3.%ä3 ƒ= !K…*%ì ä% ä%“2,›…, ,ì

"%ƒ!=“2= 2!. ë2

p=K%2=þ?,ì ›…?,…=ì …ƒ=",“,ì% %2 2!3ä%"%ã% “2=›=, C% ,. ›-

ë=…,þ, …=…,ì=2ëü %K ƒ=… C!ä%“2=",2ü C%“ë C!!/"= " !=K%2, "/ƒ-

"=……%ã% !%ä=ì,, %2C3“* C% 3.%ä3 ƒ= !K…*%ì ä% ä%“2,›…, ,ì "%ƒ!=“-

2= 2!. ë2 “ "/Cë=2%L ƒ= .2%2 C!,%ä ›ì“ ÷…%ã% ã%“3ä=!“2"……%ã%

C%“%K, , !=ƒì!/ , 3“ë%", "/Cë=2/ *%2%!%ã% 3“2=…="ë,"=þ2“ ƒ=*%…%-

ä=2ëü“2"%ì.

n2C3“*, C!ä3“ì%2!……/L …=“2% ?L “2=2üL, C!ä%“2="ë 2“ C%

C,“üì……%ì3 ƒ= "ë…,þ ì=2!, !K…*= , ì%›2 K/2ü ,“C%ëüƒ%"=… þ

C%ë…%“2üþ ë,K% C% ÷=“2 ì ëþK%L C!%ä%ë›,2ëü…%“2,.

n2C3“* C% 3.%ä3 ƒ= !K…*%ì ä% ä%“2,›…, ,ì "%ƒ!=“2= 2!. ë2

"ì“2% ì=2!, !K…*= ïðåäîñòàâëÿåòñÿ !=K%2=þ?,ì %2ö3 ,ë, ä!3ã,ì

!%ä“2"……,*=ì !K…*=, -=*2,÷“*, %“3?“2"ë þ?,ì 3.%ä ƒ= !K…*%ì,

= C!, …=ƒ…=÷…,, %C*, $ %C*3…3 !K…*=. o!, .2%ì ƒ= …,ì, “%.!=… 2-

“ C!="% …= C%ë3÷…, ›ì“ ÷…%ã% ã%“3ä=!“2"……%ã% C%“%K, .

o% ›ë=…,þ ë,ö, 3*=ƒ=……/. " ÷=“2 . C!"%L , 2!2üL …=“2% ?L

“2=2ü,, " C!,%ä …=.%›ä…, ,. " %2C3“* C% 3.%ä3 ƒ= !K…*%ì %…, ì%ã32

!=K%2=2ü C% %“…%"…%ì3 ,ë, ä!3ã%ì3 ì“23 !=K%2/ …= 3“ë%", . …C%ë…%ã%

!=K%÷ã% "!ì…, (… K%ë C%ë%",…/ ì“ ÷…%L …%!ì/ ÷=“%") , …= ä%ì3 “

“%.!=……,ì ›ì“ ÷…%ã% ã%“3ä=!“2"……%ã% C%“%K, .

n2C3“* C% 3.%ä3 ƒ= !K…*%ì ä% ä%“2,›…, ,ì "%ƒ!=“2= 2!. ë2

"*ëþ÷=2“ " %K?,L “2=›, = 2=*› " “2=› !=K%2/ C% “Cö,=ëü…%“2,,

C!%-““,,, ä%ë›…%“2,, *!%ì ä=þ?ã% C!="% …= C…“,þ ƒ= !=K%23 “ %“%-

K/ì, 3“ë%", ì, 2!3ä= , "/“ë3ã3 ë2.

b “2=› !=K%2/, ä=þ?,L C!="% …= C%“ëä3þ?, 2!3ä%"/ %2C3“*=,

"!ì %2C3“*=, 3*=ƒ=……%ã% " …=“2% ?L “2=2ü, … ƒ=“÷,2/"=2“ .

q 2 = 2 ü 186. Èñêëþ÷åíà.

q 2 = 2 ü 187. Èñêëþ÷åíà.

q 2 = 2 ü 188. Èñêëþ÷åíà.

588

q 2 = 2 ü 189. Êðàòêîâðåìåííûé îòïóñê áåç ñîõðàíåíèÿ

çàðàáîòíîé ïëàòû, êîòîðûé íàíèìàòåëü

îáÿçàí ïðåäîñòàâèòü ðàáîòíèêó

Íàíèìàòåëü îáÿçàí ïî æåëàíèþ ðàáîòíèêà ïðåäîñòàâèòü îòïóñê

áåç ñîõðàíåíèÿ çàðàáîòíîé ïëàòû ïðîäîëæèòåëüíîñòüþ äî 14 êàëåí-

äàðíûõ äíåé ñëåäóþùèì êàòåãîðèÿì ðàáîòíèêîâ:

1) æåíùèíàì, èìåþùèì äâóõ è áîëåå äåòåé â âîçðàñòå äî ÷åòûð-

íàäöàòè ëåò èëè ðåáåíêà-èíâàëèäà â âîçðàñòå äî âîñåìíàäöàòè ëåò;

2) âåòåðàíàì Âåëèêîé Îòå÷åñòâåííîé âîéíû è âåòåðàíàì áîåâûõ

äåéñòâèé íà òåððèòîðèè äðóãèõ ãîñóäàðñòâ;

3) îñóùåñòâëÿþùèì óõîä çà áîëüíûì ÷ëåíîì ñåìüè â ñîîòâåòñòâèè

ñ ìåäèöèíñêèì çàêëþ÷åíèåì;

4) èíâàëèäàì, ðàáîòàþùèì íà ïðîèçâîäñòâàõ, â öåõàõ è íà ó÷àñò-

êàõ, ñïåöèàëüíî ïðåäíàçíà÷åííûõ äëÿ òðóäà ýòèõ ëèö;

5) èíûì ðàáîòíèêàì â ñëó÷àÿõ, ïðåäóñìîòðåííûõ çàêîíî-

äàòåëüñòâîì, êîëëåêòèâíûì äîãîâîðîì, ñîãëàøåíèåì.

Îòïóñêà, ïðåäóñìîòðåííûå ÷àñòüþ ïåðâîé íàñòîÿùåé ñòàòüè, ïðå-

äîñòàâëÿþòñÿ â òå÷åíèå êàëåíäàðíîãî ãîäà â ïåðèîä, ñîãëàñîâàííûé

ñòîðîíàìè.

q 2 = 2 ü 190. Êðàòêîâðåìåííûé îòïóñê áåç ñîõðàíåíèÿ

çàðàáîòíîé ïëàòû ïî ñåìåéíî-áûòîâûì ïðè÷èíàì,

äëÿ ðàáîòû íàä äèññåðòàöèåé, íàïèñàíèÿ

ó÷åáíèêîâ è ïî äðóãèì óâàæèòåëüíûì ïðè÷èíàì,

ïðåäîñòàâëÿåìûé ïî äîãîâîðåííîñòè ìåæäó

ðàáîòíèêîì è íàíèìàòåëåì

Ïî ñåìåéíî-áûòîâûì ïðè÷èíàì, äëÿ ðàáîòû íàä äèññåðòàöèåé, íà-

ïèñàíèÿ ó÷åáíèêîâ è ïî äðóãèì óâàæèòåëüíûì ïðè÷èíàì ïîìèìî òåõ,

êîòîðûå ïðåäóñìîòðåíû ÷àñòüþ ïåðâîé ñòàòüè 189 íàñòîÿùåãî Êîäåê-

ñà, ðàáîòíèêó ïî åãî ïèñüìåííîìó çàÿâëåíèþ ìîæåò áûòü ïðåäîñòàâëåí

â òå÷åíèå êàëåíäàðíîãî ãîäà îòïóñê áåç ñîõðàíåíèÿ çàðàáîòíîé ïëàòû

íå áîëåå 30 êàëåíäàðíûõ äíåé, åñëè èíîå íå ïðåäóñìîòðåíî êîëëåêòèâ-

íûì äîãîâîðîì, ñîãëàøåíèåì.

Óâàæèòåëüíîñòü ïðè÷èí îöåíèâàåò íàíèìàòåëü, åñëè èíîå íå óñ-

òàíîâëåíî êîëëåêòèâíûì äîãîâîðîì, ñîãëàøåíèåì.

q 2 = 2 ü 191. n2C3“* Kƒ “%.!=……, ,ë, “ ÷=“2,÷…/ì

“%.!=……,ì ƒ=!=K%2…%L Cë=2/, C!ä%“2="ë ì/L

C% ,…,ö,=2," …=…,ì=2ë

Ïðè íåîáõîäèìîñòè âðåìåííîé ïðèîñòàíîâêè ðàáîò èëè âðåìåííî-

ãî óìåíüøåíèÿ èõ îáúåìà, à òàêæå ïðè îòñóòñòâèè äðóãîé ðàáîòû, íà

êîòîðóþ íåîáõîäèìî âðåìåííî ïåðåâåñòè ðàáîòíèêà â ñîîòâåòñòâèè ñ

ìåäèöèíñêèì çàêëþ÷åíèåì, íàíèìàòåëü âïðàâå ñ ñîãëàñèÿ ðàáîòíèêà

(ðàáîòíèêîâ) ïðåäîñòàâèòü åìó (èì) îòïóñê (îòïóñêà) áåç ñîõðàíå-

íèÿ èëè ñ ÷àñòè÷íûì ñîõðàíåíèåì çàðàáîòíîé ïëàòû, åñëè èíîå íå ïðå-

äóñìîòðåíî êîëëåêòèâíûì äîãîâîðîì, ñîãëàøåíèåì.

589

p=ƒì! “%.!=… ì%L ƒ=!=K%2…%L Cë=2/ %C!äë 2“ C% ä%ã%"%!…-

…%“2, ì›ä3 …=…,ì=2ëì , !=K%2…,*=ì,, “ë, ,…% … C!ä3“ì%2!…%

*%ëë*2,"…/ì ä%ã%"%!%ì, “%ãë=ø…,ì.

q 2 = 2 ü 192. o!ä%“2="ë…, ÷=“2, 2!3ä%"%ã% %2C3“*= "ì“2%

%2C3“*= Kƒ “%.!=……, ƒ=!=K%2…%L Cë=2/

o% ä%ã%"%!……%“2, ì›ä3 !=K%2…,*%ì , …=…,ì=2ëì, = 2=*› "

“ë3÷= ., C!ä3“ì%2!……/. *%ëë*2,"…/ì ä%ã%"%!%ì, …=…,ì=2ëü "ì“-

2% %2C3“*= Kƒ “%.!=……, ƒ=!=K%2…%L Cë=2/ (“2=2ü 190) ì%›2 C!ä%“-

2=",2ü ÷=“2ü 2!3ä%"%ã% %2C3“*= C% C!=",ë=ì, 3“2=…%"ë……/ì ÷=“2üþ C!-

"%L “2=2ü, 174 …=“2% ?ã% j%ä*“=.

12.3. n dnonkmhŠek|m{u lep`u

on qnbepxemqŠbnb`mh~ Šprdnb{u nŠmnxemhi,

rjpeokemh~ Šprdnbni h hqonkmhŠek|qjni

dhq0hokhm{

d*!2>o!ƒ,ä…2= p“C3Kë,*, aë=!3“ü %2 26 ,þë 1999 ã. 1 29,

“ ,ƒì. , ä%C., "…“……/ì, r*=ƒ%ì o!ƒ,ä…2= p“C3Kë,*, aë=!3“ü

%2 27 -"!=ë 2002>ã. 1>145, ä*!2=ì, o!ƒ,ä…2= p“C3Kë,*,

aë=!3“ü %2 4 =C!ë 2002>ã. 1>10, 30 ="ã3“2= 2002>ã. 1>22, 2 =C!-

ë 2007>ã. 1>2, 30 ä*=K! 2007>ã. 1>10, 28 ì= 2008 ã. 1 9

(Íàöèîíàëüíûé ðååñòð ïðàâîâûõ àêòîâ Ðåñïóáëèêè Áåëàðóñü. 1999. ¹ 58. 1/512; 2002.

¹ 27. 1/3550, ¹ 43. 1/3611, ¹ 100. 1/4003; 2007. ¹ 83. 1/8464; 2008. ¹ 5. 1/9263,

¹ 132. 1/9725)

Èçâëå÷åíèå)

b öë . “%"!ø…“2"%"=…, %!ã=…,ƒ=ö,, 2!3ä=, C!ä3C!›ä…,

…=!3ø…,L ƒ=*%…%ä=2ëü“2"= " “-! 2!3ä%"/. %2…%ø…,L , " “%%2"2-

“2",, “ ÷=“2üþ 2!2üL “2=2ü, 101 j%…“2,23ö,, p“C3Kë,*, aë=!3“ü

C%“2=…%"ë þ:

2.>j%…2!=*2, ƒ=*ëþ÷……/L “ !=K%2…,*%ì, ä%ë›… C!ä3“ì=2!,"=2ü:

2.5.>ä%C%ë…,2ëü…/ ì!/ “2,ì3ë,!%"=…, 2!3ä=, " 2%ì ÷,“ë:

C!ä%“2="ë…, ä%C%ë…,2ëü…%ã% C%%?!,2ëü…%ã% %2C3“*= “ “%.!=-

……,ì ƒ=!=K%2…%L Cë=2/ ä% C 2, *=ë…ä=!…/. ä…L;

C%"/ø…, 2=!,-…%L “2="*, (… K%ë ÷ì …= 50 C!%ö…2%", “ë,

K%ëüø,L !=ƒì! … C!ä3“ì%2!… ƒ=*%…%ä=2ëü“2"%ì);

2.7.>3ì…üø…, !=K%2…,*3 2!3ä%"%ã% %2C3“*= " “%%2"2“2"3þ?ì

ã%ä3 …= ÷,“ë% ä…L C!%ã3ë= ,ë, 3ì/øë……%ã% …,“C%ë……, ,ì 2!3ä%-

"/. %K ƒ=……%“2L K%ë 2!. ÷=“%" " 2÷…, !=K%÷ã% ä… Kƒ 3"=›,-

2ëü…/. C!,÷,…. o!, .2%ì 2!3ä%"%L %2C3“* ä%ë›… K/2ü … ì… ä"=ä-

ö=2, ÷2/!. *=ë…ä=!…/. ä…L;