ab702cce71
Obtained from: The FreeBSD Russian Documentation Project
276 lines
8.5 KiB
Groff
276 lines
8.5 KiB
Groff
.\" -*- nroff -*-
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.\"-
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.\" Copyright (c) 1993 Winning Strategies, Inc.
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.\" All rights reserved.
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.\"
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.\" Redistribution and use in source and binary forms, with or without
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.\" modification, are permitted provided that the following conditions
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.\" are met:
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.\" 1. Redistributions of source code must retain the above copyright
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.\" notice, this list of conditions and the following disclaimer.
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.\" 2. Redistributions in binary form must reproduce the above copyright
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.\" notice, this list of conditions and the following disclaimer in the
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.\" documentation and/or other materials provided with the distribution.
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.\" 3. All advertising materials mentioning features or use of this software
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.\" must display the following acknowledgement:
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.\" This product includes software developed by Winning Strategies, Inc.
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.\" 4. The name of the author may not be used to endorse or promote products
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.\" derived from this software without specific prior written permission
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.\"
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.\" THIS SOFTWARE IS PROVIDED BY THE AUTHOR ``AS IS'' AND ANY EXPRESS OR
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.\" IMPLIED WARRANTIES, INCLUDING, BUT NOT LIMITED TO, THE IMPLIED WARRANTIES
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.\" OF MERCHANTABILITY AND FITNESS FOR A PARTICULAR PURPOSE ARE DISCLAIMED.
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.\" IN NO EVENT SHALL THE AUTHOR BE LIABLE FOR ANY DIRECT, INDIRECT,
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.\" INCIDENTAL, SPECIAL, EXEMPLARY, OR CONSEQUENTIAL DAMAGES (INCLUDING, BUT
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.\" NOT LIMITED TO, PROCUREMENT OF SUBSTITUTE GOODS OR SERVICES; LOSS OF USE,
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.\" DATA, OR PROFITS; OR BUSINESS INTERRUPTION) HOWEVER CAUSED AND ON ANY
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.\" THEORY OF LIABILITY, WHETHER IN CONTRACT, STRICT LIABILITY, OR TORT
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.\" (INCLUDING NEGLIGENCE OR OTHERWISE) ARISING IN ANY WAY OUT OF THE USE OF
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.\" THIS SOFTWARE, EVEN IF ADVISED OF THE POSSIBILITY OF SUCH DAMAGE.
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.\"
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.\" %FreeBSD: src/bin/expr/expr.1,v 1.29 2007/03/04 19:52:07 ru Exp %
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.\" $FreeBSDru: frdp/doc/ru_RU.KOI8-R/man/man1/expr.1,v 1.2 2007/11/20 13:50:08 ru Exp $
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.\" $FreeBSD$
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.\"
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.Dd 12 ÉÀÌÑ 2004
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.Dt EXPR 1
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.Os
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.Sh îáú÷áîéå
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.Nm expr
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.Nd ×ÙÞÉÓÌÉÔØ ×ÙÒÁÖÅÎÉÅ
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.Sh óéîôáëóéó
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.Nm
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.Op Fl e
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.Ar ×ÙÒÁÖÅÎÉÅ
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.Sh ïðéóáîéå
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õÔÉÌÉÔÁ
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.Nm
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×ÙÞÉÓÌÑÅÔ
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.Ar ×ÙÒÁÖÅÎÉÅ
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É ÐÉÛÅÔ ÒÅÚÕÌØÔÁÔ × ÓÔÁÎÄÁÒÔÎÙÊ ×Ù×ÏÄ.
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.Pp
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÷ÓÅ ÏÐÅÒÁÔÏÒÙ É ÏÐÅÒÁÎÄÙ ÄÏÌÖÎÙ ÐÅÒÅÄÁ×ÁÔØÓÑ, ËÁË ÏÔÄÅÌØÎÙÅ ÁÒÇÕÍÅÎÔÙ.
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îÅËÏÔÏÒÙÅ ÏÐÅÒÁÔÏÒÙ ÉÍÅÀÔ ÓÐÅÃÉÁÌØÎÏÅ ÚÎÁÞÅÎÉÅ ÄÌÑ ËÏÍÁÎÄÎÙÈ
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ÉÎÔÅÒÐÒÅÔÁÔÏÒÏ× É, ÓÌÅÄÏ×ÁÔÅÌØÎÏ, ÄÏÌÖÎÙ ÚÁËÌÀÞÁÔØÓÑ × ËÁ×ÙÞËÉ.
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÷ÓÅ ÃÅÌÏÞÉÓÌÅÎÎÙÅ ÏÐÅÒÁÎÄÙ ÉÎÔÅÒÐÒÅÔÉÒÕÀÔÓÑ ËÁË ÞÉÓÌÁ Ó ÏÓÎÏ×ÁÎÉÅÍ 10.
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.Pp
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.Vt intmax_t
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ÑÚÙËÁ C (ÓÁÍÙÊ ÂÏÌØÛÏÊ ÃÅÌÏÞÉÓÌÅÎÎÙÊ ÔÉÐ ÄÁÎÎÙÈ), É
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.Nm
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ÓÍÏÖÅÔ ÏÂÎÁÒÕÖÉÔØ ÁÒÉÆÍÅÔÉÞÅÓËÏÅ ÐÅÒÅÐÏÌÎÅÎÉÅ É ×ÅÒÎÕÔØ ÉÎÄÉËÁÔÏÒ ÏÛÉÂËÉ.
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ÐÅÒÅÐÏÌÎÅÎÉÅ ÐÒÉ ËÏÎ×ÅÒÔÁÃÉÉ ÅÇÏ × ÃÅÌÏÅ ÞÉÓÌÏ, ÔÏ ÏÎ ÏÂÒÁÂÁÔÙ×ÁÅÔÓÑ ËÁË
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ÓÔÒÏËÁ.
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åÓÌÉ ÆÌÁÇ
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.Fl e
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ÎÅ ÕËÁÚÁÎ, ÔÏ ÐÅÒÅÐÏÌÎÅÎÉÅ × ÒÅÚÕÌØÔÁÔÅ ÁÒÉÆÍÅÔÉÞÅÓËÉÈ ×ÙÞÉÓÌÅÎÉÊ
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É ÓÉÎÔÁËÓÉÞÅÓËÏÇÏ ÒÁÚÂÏÒÁ ÃÅÌÏÞÉÓÌÅÎÎÙÈ ÁÒÇÕÍÅÎÔÏ×
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ÂÕÄÅÔ ÐÒÏÉÓÈÏÄÉÔØ ÂÅÚ ÄÉÁÇÎÏÓÔÉËÉ É × ÓÏÏÔ×ÅÔÓÔ×ÉÉ Ó ÐÒÁ×ÉÌÁÍÉ
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ÓÔÁÎÄÁÒÔÁ ÑÚÙËÁ C, ÉÓÐÏÌØÚÕÑ ÔÉÐ ÄÁÎÎÙÈ
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.Vt long .
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.Pp
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ïÐÅÒÁÔÏÒÙ ÐÅÒÅÞÉÓÌÅÎÙ ÎÉÖÅ × ÐÏÒÑÄËÅ Õ×ÅÌÉÞÅÎÉÑ ÐÒÉÏÒÉÔÅÔÁ.
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÷ÓÅ ÏÎÉ ×ÙÞÉÓÌÑÀÔÓÑ ÓÌÅ×Á ÎÁÐÒÁ×Ï.
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ïÐÅÒÁÔÏÒÙ Ó ÏÄÉÎÁËÏ×ÙÍ ÐÒÉÏÒÉÔÅÔÏÍ ÓÇÒÕÐÐÉÒÏ×ÁÎÙ ×ÎÕÔÒÉ ÓÉÍ×ÏÌÏ×
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.Ql {
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É
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.Ql } .
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.Bl -tag -width indent
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.It Ar ×ÙÒÁÖÅÎÉÅ1 Li | Ar ×ÙÒÁÖÅÎÉÅ2
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÷ÅÒÎÕÔØ ×ÙÞÉÓÌÅÎÎÏÅ ÚÎÁÞÅÎÉÅ ×ÙÒÁÖÅÎÉÑ
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.Ar ×ÙÒÁÖÅÎÉÅ1 ,
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ÅÓÌÉ ÏÎÏ ÎÅ Ñ×ÌÑÅÔÓÑ ÎÉ ÐÕÓÔÏÊ ÓÔÒÏËÏÊ, ÎÉ ÎÕÌ£Í.
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.It Ar ×ÙÒÁÖÅÎÉÅ1 Li & Ar ×ÙÒÁÖÅÎÉÅ2
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.Ar ×ÙÒÁÖÅÎÉÅ1 ,
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ÅÓÌÉ ÎÉ ÏÄÎÏ ÉÚ ×ÙÒÁÖÅÎÉÊ ÐÒÉ ×ÙÞÉÓÌÅÎÉÉ ÎÅ ÓÔÁÎÏ×ÉÔÓÑ ÒÁ×ÎÙÍ
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ÐÕÓÔÏÊ ÓÔÒÏËÅ ÉÌÉ ÎÕÌÀ.
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÷ ÐÒÏÔÉ×ÎÏÍ ÓÌÕÞÁÅ, ×ÏÚ×ÒÁÝÁÅÔÓÑ ÎÏÌØ.
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.It Ar ×ÙÒÁÖÅÎÉÅ1 Li "{=, >, >=, <, <=, !=}" Ar ×ÙÒÁÖÅÎÉÅ2
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÷ÅÒÎÕÔØ ÒÅÚÕÌØÔÁÔÙ ÃÅÌÏÞÉÓÌÅÎÎÏÇÏ ÓÒÁ×ÎÅÎÉÑ, ÅÓÌÉ ÏÂÁ ÁÒÇÕÍÅÎÔÁ Ñ×ÌÑÀÔÓÑ
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ÃÅÌÙÍÉ ÞÉÓÌÁÍÉ.
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÷ ÐÒÏÔÉ×ÎÏÍ ÓÌÕÞÁÅ ×ÏÚ×ÒÁÝÁÅÔ ÒÅÚÕÌØÔÁÔÙ ÓÒÁ×ÎÅÎÉÑ ÓÔÒÏË, ÉÓÐÏÌØÚÕÑ
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ÚÁ×ÉÓÑÝÕÀ ÏÔ ÒÅÇÉÏÎÁÌØÎÙÈ ÎÁÓÔÒÏÅË ÐÏÓÌÅÄÏ×ÁÔÅÌØÎÏÓÔØ ÓÒÁ×ÎÅÎÉÑ.
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òÅÚÕÌØÔÁÔ ËÁÖÄÏÇÏ ÓÒÁ×ÎÅÎÉÑ ÒÁ×ÅÎ 1, ÅÓÌÉ ÕËÁÚÁÎÎÏÅ ÓÏÏÔÎÏÛÅÎÉÅ ÓÐÒÁ×ÅÄÌÉ×Ï, ÉÌÉ
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0, ÅÓÌÉ ÓÏÏÔÎÏÛÅÎÉÅ ÌÏÖÎÏ.
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.It Ar ×ÙÒÁÖÅÎÉÅ1 Li "{+, -}" Ar ×ÙÒÁÖÅÎÉÅ2
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÷ÅÒÎÕÔØ ÒÅÚÕÌØÔÁÔÙ ÓÌÏÖÅÎÉÑ ÉÌÉ ×ÙÞÉÔÁÎÉÑ ÃÅÌÏÞÉÓÌÅÎÎÙÈ ÁÒÇÕÍÅÎÔÏ×.
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.It Ar ×ÙÒÁÖÅÎÉÅ1 Li "{*, /, %}" Ar ×ÙÒÁÖÅÎÉÅ2
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÷ÅÒÎÕÔØ ÒÅÚÕÌØÔÁÔÙ ÕÍÎÏÖÅÎÉÑ, ÃÅÌÏÞÉÓÌÅÎÎÏÇÏ ÄÅÌÅÎÉÑ,
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ÉÌÉ ÏÓÔÁÔËÁ ÏÔ ÄÅÌÅÎÉÑ ÃÅÌÏÞÉÓÌÅÎÎÙÈ ÁÒÇÕÍÅÎÔÏ×.
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.It Ar ×ÙÒÁÖÅÎÉÅ1 Li : Ar ×ÙÒÁÖÅÎÉÅ2
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ïÐÅÒÁÔÏÒ
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Ó
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ËÏÔÏÒÏÅ ÄÏÌÖÎÏ ÂÙÔØ ÂÁÚÏ×ÙÍ ÒÅÇÕÌÑÒÎÙÍ ×ÙÒÁÖÅÎÉÅÍ.
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òÅÇÕÌÑÒÎÏÅ ×ÙÒÁÖÅÎÉÅ ÐÒÉ×ÑÚÙ×ÁÅÔÓÑ Ë ÎÁÞÁÌÕ ÓÔÒÏËÉ
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.Pp
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åÓÌÉ ÓÏÐÏÓÔÁ×ÌÅÎÉÅ ÐÒÏÈÏÄÉÔ ÕÄÁÞÎÏ É ÛÁÂÌÏÎ ÓÏÄÅÒÖÉÔ ÐÏ
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ËÒÁÊÎÅÊ ÍÅÒÅ ÏÄÎÏ ÐÏÄ×ÙÒÁÖÅÎÉÅ
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.Dq Li "\e(...\e)"
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ÒÅÇÕÌÑÒÎÏÇÏ ×ÙÒÁÖÅÎÉÑ,
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.Dq Li \e1 .
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÷ ÐÒÏÔÉ×ÎÏÍ ÓÌÕÞÁÅ ÏÐÅÒÁÔÏÒ ÓÏÐÏÓÔÁ×ÌÅÎÉÑ ×ÏÚ×ÒÁÝÁÅÔ
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ËÏÌÉÞÅÓÔ×Ï ÓÏÏÔ×ÅÔÓÔ×ÕÀÝÉÈ ÛÁÂÌÏÎÕ ÓÉÍ×ÏÌÏ×.
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÷ ÐÒÏÔÉ×ÎÏÍ ÓÌÕÞÁÅ ×ÏÚ×ÒÁÝÁÅÔÓÑ 0.
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.El
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.Pp
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ëÒÕÇÌÙÅ ÓËÏÂËÉ ÉÓÐÏÌØÚÕÀÔÓÑ ÄÌÑ ÇÒÕÐÐÉÒÏ×ÁÎÉÑ × ÐÒÉ×ÙÞÎÏÊ ÍÁÎÅÒÅ.
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.Pp
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õÔÉÌÉÔÁ
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.Nm
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ÎÅ ÄÅÌÁÅÔ ÌÅËÓÉÞÅÓËÏÇÏ ÒÁÚÌÉÞÉÑ ÍÅÖÄÕ ÁÒÇÕÍÅÎÔÁÍÉ, ËÏÔÏÒÙÅ ÍÏÇÕÔ ÂÙÔØ
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ÏÐÅÒÁÔÏÒÁÍÉ É ÁÒÇÕÍÅÎÔÁÍÉ, ËÏÔÏÒÙÅ ÍÏÇÕÔ Ñ×ÌÑÔØÓÑ ÏÐÅÒÁÎÄÁÍÉ.
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ïÐÅÒÁÎÄ, ÌÅËÓÉÞÅÓËÉ ÉÄÅÎÔÉÞÎÙÊ ÏÐÅÒÁÔÏÒÕ ÂÕÄÅÔ ÒÁÓÓÍÁÔÒÉ×ÁÔØÓÑ, ËÁË
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ÓÉÎÔÁËÓÉÞÅÓËÁÑ ÏÛÉÂËÁ.
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óÍÏÔÒÉÔÅ ÐÒÉÍÅÒÙ ÎÉÖÅ ÄÌÑ ÏÂÈÏÄÎÏÇÏ ÐÕÔÉ.
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.Pp
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óÉÎÔÁËÓÉÓ ËÏÍÁÎÄÙ
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.Nm
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× ÏÂÝÅÍ Ñ×ÌÑÅÔÓÑ ÉÓÔÏÒÉÞÅÓËÉ ÓÌÏÖÉ×ÛÉÍÓÑ É ÎÅÕÄÏÂÎÙÍ.
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÷ ÎÏ×ÙÈ ÐÒÉÌÏÖÅÎÉÑÈ ×ÍÅÓÔÏ
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.Nm
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ÒÅËÏÍÅÎÄÕÅÔÓÑ ÉÓÐÏÌØÚÏ×ÁÔØ ÁÒÉÆÍÅÔÉËÕ ËÏÍÁÎÄÎÏÇÏ ÉÎÔÅÒÐÒÅÔÁÔÏÒÁ.
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.Ss óÏ×ÍÅÓÔÉÍÏÓÔØ Ó ÐÒÅÄÙÄÕÝÉÍÉ ÒÅÁÌÉÚÁÃÉÑÍÉ
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åÓÌÉ ÎÅ ×ËÌÀÞÅÎÁ ÓÏ×ÍÅÓÔÉÍÏÓÔØ Ó
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.Fx
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4.x,
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ÜÔÁ ×ÅÒÓÉÑ
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.Nm
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ÐÒÉÄÅÒÖÉ×ÁÅÔÓÑ ÕËÁÚÁÎÉÊ Ë ÓÉÎÔÁËÓÉÓÕ ÕÔÉÌÉÔ, ÏÐÒÅÄÅÌ£ÎÎÙÈ ×
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.Tn POSIX ,
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ËÏÔÏÒÙÅ ÔÒÅÂÕÀÔ, ÞÔÏÂÙ ×ÅÄÕÝÉÊ ÁÒÇÕÍÅÎÔ, ÎÁÞÉÎÁÀÝÉÊÓÑ ÓÏ ÚÎÁËÁ ÍÉÎÕÓ
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ÒÁÓÓÍÁÔÒÉ×ÁÌÓÑ, ËÁË ÏÐÃÉÑ Ë ÐÒÏÇÒÁÍÍÅ.
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óÔÁÎÄÁÒÔÎÁÑ ÓÉÎÔÁËÓÉÞÅÓËÁÑ ÓÔÒÕËÔÕÒÁ
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.Fl Fl
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ÍÏÖÅÔ ÂÙÔØ ÉÓÐÏÌØÚÏ×ÁÎÁ ÄÌÑ ÐÒÅÄÏÔ×ÒÁÝÅÎÉÑ ÔÁËÏÊ ÏÂÒÁÂÏÔËÉ.
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.Fx ,
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ÎÅ ÒÁÚÒÅÛÁÌÉ ÉÓÐÏÌØÚÏ×ÁÔØ ÄÁÎÎÙÊ ÓÉÎÔÁËÓÉÓ.
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óÍÏÔÒÉÔÅ ÎÉÖÅ ÐÒÉÍÅÒÙ ÐÅÒÅÎÏÓÉÍÙÈ ÓÐÏÓÏÂÏ× ÄÌÑ ÇÁÒÁÎÔÉÒÏ×ÁÎÉÑ ËÏÒÒÅËÔÎÏÊ
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þÔÏÂÙ ÏÐÒÅÄÅÌÉÔØ, ÄÏÌÖÅÎ ÌÉ ÂÙÔØ ÁËÔÉ×ÉÒÏ×ÁÎ ÒÅÖÉÍ ÓÏ×ÍÅÓÔÉÍÏÓÔÉ,
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.Ev EXPR_COMPAT
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ÔÁËÖÅ ×ËÌÀÞÁÅÔ ÒÅÖÉÍ ÓÏ×ÍÅÓÔÉÍÏÓÔÉ.
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.Sh ïëòõöåîéå
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.Bl -tag -width ".Ev EXPR_COMPAT"
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.It Ev EXPR_COMPAT
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åÓÌÉ ÐÅÒÅÍÅÎÎÁÑ ÏÐÒÅÄÅÌÅÎÁ, ×ËÌÀÞÉÔØ ÒÅÖÉÍ ÓÏ×ÍÅÓÔÉÍÏÓÔÉ.
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÷ÙÒÁÖÅÎÉÅ Ñ×ÌÑÅÔÓÑ ÐÕÓÔÏÊ ÓÔÒÏËÏÊ ÉÌÉ ÎÕÌ£Í.
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.It 2
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÷ÙÒÁÖÅÎÉÅ ÎÅËÏÒÒÅËÔÎÏ.
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.El
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.Sh ðòéíåòù
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.Bl -bullet
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.It
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÷ ÓÌÅÄÕÀÝÅÍ ÐÒÉÍÅÒÅ (ÉÓÐÏÌØÚÕÅÔÓÑ ÓÉÎÔÁËÓÉÓ
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.Xr sh 1 )
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ÄÏÂÁ×ÌÑÅÔÓÑ ÅÄÉÎÉÃÁ Ë ÐÅÒÅÍÅÎÎÏÊ
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.Va a :
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.Dl "a=$(expr $a + 1)"
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.It
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üÔÁ ËÏÍÁÎÄÁ ÎÅ ×ÙÐÏÌÎÉÔÓÑ, ÅÓÌÉ ÚÎÁÞÅÎÉÅ
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.Va a
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Ñ×ÌÑÅÔÓÑ ÏÔÒÉÃÁÔÅÌØÎÙÍ ÞÉÓÌÏÍ.
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þÔÏÂÙ ÐÒÅÄÏÔ×ÒÁÔÉÔØ ÏÂÒÁÂÏÔËÕ ÏÔÒÉÃÁÔÅÌØÎÙÈ ÚÎÁÞÅÎÉÊ
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.Va a
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× ËÁÞÅÓÔ×Å ÏÐÃÉÊ ËÏÍÁÎÄÅ
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.Nm
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ÍÏÖÎÏ ÐÒÅÏÂÒÁÚÏ×ÁÔØ ×ÙÒÁÖÅÎÉÅ ÔÁË:
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.Dl "a=$(expr 1 + $a)"
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.It
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÷ ÏÂÝÅÍ ÓÌÕÞÁÅ, ÚÁËÌÀÞÁÊÔÅ × ÓËÏÂËÉ ×ÏÚÍÏÖÎÙÅ ÏÔÒÉÃÁÔÅÌØÎÙÅ ÚÎÁÞÅÎÉÑ:
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.Dl "a=$(expr \e( $a \e) + 1)"
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.It
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÷ ÜÔÏÍ ÐÒÉÍÅÒÅ ×Ù×ÏÄÉÔÓÑ ÉÍÑ ÆÁÊÌÁ, ×ÙÞÌÅÎÅÎÎÏÇÏ ÉÚ ÐÕÔÉ, ÈÒÁÎÑÝÅÇÏÓÑ
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× ÐÅÒÅÍÅÎÎÏÊ
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.Va a .
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ôÁË ËÁË
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.Va a
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ÍÏÖÅÔ ÓÏÄÅÒÖÁÔØ ÐÕÔØ
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.Pa / ,
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ÔÏ ÎÅÏÂÈÏÄÉÍÏ ÐÒÅÄÏÔ×ÒÁÔÉÔØ ÅÇÏ ÏÂÒÁÂÏÔËÕ × ËÁÞÅÓÔ×Å ÏÐÅÒÁÔÏÒÁ ÄÅÌÅÎÉÑ.
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ðÁÒÁ ÓÉÍ×ÏÌÏ×
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.Li //
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ÒÁÚÒÅÛÁÅÔ ÜÔÕ ÎÅÏÄÎÏÚÎÁÞÎÏÓÔØ.
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.Dl "expr \*q//$a\*q \&: '.*/\e(.*\e)'"
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.El
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.Pp
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÷ ÓÌÅÄÕÀÝÉÈ ÐÒÉÍÅÒÁÈ ×Ù×ÏÄÉÔÓÑ ËÏÌÉÞÅÓÔ×Ï ÓÉÍ×ÏÌÏ× × ÐÅÒÅÍÅÎÎÏÊ
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.Va a .
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é ÓÎÏ×Á, ÅÓÌÉ
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.Va a
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ÍÏÖÅÔ ÎÁÞÉÎÁÔØÓÑ Ó ÄÅÆÉÓÁ, ÔÏ ÎÅÏÂÈÏÄÉÍÏ ÐÒÅÄÏÔ×ÒÁÔÉÔØ ÅÇÏ ÏÂÒÁÂÏÔËÕ ×
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ËÁÞÅÓÔ×Å ÏÐÃÉÉ Ë
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.Nm .
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.Bl -bullet
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.It
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åÓÌÉ ËÏÍÁÎÄÁ
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.Nm
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ÕÄÏ×ÌÅÔ×ÏÒÑÅÔ ÓÔÁÎÄÁÒÔÕ
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.St -p1003.1-2001 ,
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ÔÏ ÓÄÅÌÁÔØ ÜÔÏ ÐÒÏÓÔÏ:
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||
.Dl "expr -- \*q$a\*q \&: \*q.*\*q"
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.It
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äÌÑ ÐÅÒÅÎÏÓÉÍÏÓÔÉ ÎÁ ÂÏÌÅÅ ÓÔÁÒÙÅ ÓÉÓÔÅÍÙ ÔÒÅÂÕÅÔÓÑ
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||
ÂÏÌÅÅ ÓÌÏÖÎÁÑ ËÏÍÁÎÄÁ:
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||
.Dl "expr \e( \*qX$a\*q \&: \*q.*\*q \e) - 1"
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||
.El
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||
.Sh óíïôòé ôáëöå
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||
.Xr sh 1 ,
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.Xr test 1 ,
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.Xr check_utility_compat 3
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.Sh óôáîäáòôù
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õÔÉÌÉÔÁ
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.Nm
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ÓÏÏÔ×ÅÔÓÔ×ÕÅÔ ÓÔÁÎÄÁÒÔÕ
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.St -p1003.1-2001 ,
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ÅÓÌÉ ÎÅ ÁËÔÉ×ÉÒÏ×ÁÎ ÒÅÖÉÍ ÓÏ×ÍÅÓÔÉÍÏÓÔÉ.
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æÌÁÇ
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.Fl e
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Ñ×ÌÑÅÔÓÑ ÒÁÓÛÉÒÅÎÉÅÍ ÓÔÁÎÄÁÒÔÁ.
|