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глобальными и региональными процессами социального и экономического развития ПРОГНОЗНО-АНАЛИТИЧЕСКИЙ ЦЕНТР Тринадцатый присяжный Отзыв на фильм Н.Михалкова «12» 2008 г. document.doc

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Hnt n, n t (x B.I])3 n n ex 12- x n n n 100. On x xntm n, n yy n n nt +xnnn xyny, xtxynx nxn n, xx x xn (ymm x nntm C.I Px I)4:7" T7SU[ b>Mb " , + :+" 8 . ! " \#" S[ 9 % , [ * ,, f . 6+, +. !, ) , :+ ). $ J.7S[ ! " "\S[ Q. O , ".7S[ ,\S[ 9 , ( [#F13 n xxnx 'n (n x '+n y]) mny me ynt. 2 H www.kinopoisk.ru .3 Kx n, n ]t t n t xn nm. B Hx Cn, %>? ,n ntnntx . 4 Px 05.09.2007 (N 4458).5C.Ityx, ] x xyxxnx) %%%. K y x me n, nttnt n ynnnnnt nx. B m,xe x x ym nt yx mn. Vtn, xeC.In xxnxymm xn, (nnymtyx xxn) y xe C.I ]t ny y x. 26, 88 . ( , .7S[0;(!;, !?; @ 8S[ 9. ; , . [ , ,, 8"", . 9), )*, +", +,. ," , * %8"[ I7 f &.B xet n ymnnt xe ex, xt nx t nyxnt 1. H.Mxxn y ynx ex,/ 2 )H V[ 5E, ,) ) , 8% F"" , " . ' \(.[ 5 E , 5*, ", (, ), * . ( ), , , ) ,,.3 , &, * , * &2. Tx n xn (en) t ntnn n mt (n y) xnxx x- n nn xnt xtntn n mnymy n-nnx. Kx'xnxn, H.Mxxnx, xy, nnen.! *Cny nx xxnx mn tnxt n nyxtymx nx. 3 nt n ]t n PC.Mxnx. E x n xnnn , x n )),2tyxn. ny n x ntn. Cx n n nt , ntyxxxnmnx, xtnnn yxnn m 'xnx nt, x t x+ x m ny mny ( ). Tx ) %B E.I.Otnt yx ( xxnm) ]t xyx .1C4 , xt nn xnxntxnn txnnny nm (nnt n x y tx n), n ntntmymn n nym t xe, yx xennx, n n n mmx ynt - n + n. 2H nntm H.Mxxn Kn N 170 19.09.2007 ., t Be + mnntn.27Cymm nx-xnt, xt t nxt, n n x mt n (B.I]). Onx nt yn,xtxy n n m nn. E , xx y(xtnx), ynxnnnmnxnynxy1. xny+ynxymtH.MxxnHnn:#, % T SU " . F, ), 8. E % *, "&2.ntn, tn-+ntnt xnx xxnx xn mnt n xytn nnx xm(xnnnn) yxm yx xxnm x xm (xe AxIynn) nntm n. Bt)#8 # 1 % 1 '28 1 '#. H * 8?x n n n + nnm. H, x n n xt n nx n nn (nt nF ne nn)nyxn nnymm t n xyym. H n nym t n nn n xyxxntx x. Cx-n n yx yx me ny m n nnxx (x yx xxnm, xnn). 3, nxnx ], n nt ynxt n nexy nx, xx-1 O xtt n, y H.Mxxn n n nx (nm x y nxn)? Bt n n n nn nn nn ( nm yxnn n) x yx nnx x. C * B9 H x H.Mxxn B1 . 3+ y?u+?Otntn?HHxCnxntnyt, xnyty]x xx ]t?Ttx mtm y] xn t Pm tm nxxytyt, x? Bt xxnxxP, yxxnnenCCCP.x n nn y] yx n n Enm HATO.Axnx m n nxnnxxn2nx ntx y]xxx]t,n tnxtny nyxy ny,nt nx x y x t mnn nx ], x x nm. 2 H n n ]t 12 n tn http://dvenadcat.ru/ ( nmen +y]ty). 28n n xn, . x n x ynnnnnt ynt, , m ntt. Kx- n n n , n x n ntt. On xn xnxn, n e, xnt ntnxP3V(3yxnt, nyt?x]n)yn, . H m yxnnt ntnx xy(nnx nn ntnx) m mtt. nt nny xn . Ennt+x x-nnnmxy]t nx mn, yxenn nnnn, y, nt x, yxx. exnt+mnnn, yn, xnt nnxx n ntx nn, x, tnn, y. K yx nx mn n nnnnn. A n nnxx ny n ntxym tm VK). unx mn nn n y, n 2; nnxx nn my yxy x ]xy, nx y, ).Btn, xt xnt t : yx n tx nxyt, n nnnx . Any meyx ] (nt ), x nm nnxn y nnt n yxnn Pu. 3 yxnm t (nt n yn x H.Mxxnnx + n n y x-n, xn nnxx ),x n t. A, x ntn n Mxn ( nn yxt)1 xynnx nnn, nxntunx nnt, xym yn , nn xynym xy(H.Mxxn n nenntm+yxyn)2. Hnx nt,xt nxt yx nt nnm xx n nx , y n e (nt y x n ux, x n nx n). C yx nnnt n ne. Hnn,xx + nnt B.B.yny, x n 12. Bt nn nx, ntn nx y.3 ), B ) B, 1 ) .H +y y x t nnt yxn n Hnn:! % "E$ :%; )?.Knn, xn x xn n y t x n , n nn n , xt + t 'xnx n. Etnnn, xnxxntnnnnntx ytn . H n n t, n xy, xnxxn, xnnnxyx, n)/1 / 1, & nnn x, xt ntnt n mn n. Tx x nny x n t nt xxn. X] V nn ntxnym nnn-]nnnym y, nx ynnn xn nt ye nn ntx nn, nxmnttnt, net(), nxnnynnnymnm3.!' = % 3 .nt ynnnt nn nnnx x Myx,xt n , t xxen t, nnn . V t 2 ) ) I% , /2 ) +. Vt tn nn -n ntx nx .tx], Vn(644656.), xyytntV(nCnnn), tnnnenxnnxxKn. H nx nntx nntx ntxtnn x Myx tnt nnt xt nn Cnmnn n. X xMyx xn n n n nm. Vn, xx xx V, t y n656 y, n xnn n (x 80 ), y nntntx xnxn. Knt1n . neym xny yn Cnntn n n www .vodaspb .ru 2 n y, xx n ]t 12 nm H.Mxxn nn yn xtn .3 Ot ntx ynnntx nyn x y nn yx t nn nen xn. 46y Vn xm Kn, ntn n xn, nntx Myx, xt txnnnntnntxx Cnmnnn Vn n 652-653 .Tx nt +x x xn , Cnmnn xn x Kn1. +yxnxt, V Pyny yxe(nnn x ntn?) xx n/ , xtnnmexnxMyx. BPmnntnexxyxyty (t) Pyx n Hnn In, , xx nn Knt. Tx Pyx xyty n yxnt /.*0)( ntA.C.yxnn + PynHm). +y yytnxPynyxtn n yytnxym t Pyx n.+/ x n x Pyx xyty. xtxy xnx ( ]ty Pyn), n x xn ( ]ty V), t xxttn"5$ n nn nnntx x]n, yxnn n x Myx tn nntx x]n. B 12- x ynx xnt n xn xx n, nn,mmx n xynn . 3 B/ % , xt ne n nx ntx x x Myx(t ntxtnn n n Kn). = * ) / 2 : n, nnn, x n'. H x xn , n nny xytyKn. Onx, nnxnnx(nyx1200)nenKn, xxn nt ny xy xnx ytnt x2. ( + /, 4 * 1 )). ( 1 )1, + >/ *) // ) B? :5; 01))-*. + / ) > + ?i , , %5 %),>?N [ b %, G, ,Qb. T, Z , , , *, +Z ,# +, , >?j , Q + #[ Q , I1 n . neym xny yn xy Cnntn n. 2 V x ntn ytnt nt: tn yxn nt t. 3 C. t www .vodaspb .ru .4Myytn xtnm+, nnnnm+nmnnytn+. T, nKntmtnnnnxyty x . Anmennt tm n nt 'xn +Kn, t n t nn . 5 Mt Hy.47utxnxnx n nnn n mn xnx Pyn n n ]t 12 y n ny xntyx, nnn xy . u + x xtxe? Btxn ytnxynnnnxn: x n, nnxn xnt mntx nxn.B n] yn xxy xnny P(nn nHnn). xtxytxPyx yxymy ntxytyy Kn (n, yytn)ynxn (nn, n ]ty)xn tt nt x ]x, nnnt n . T t, n1, %: n n(nn xxn) ntnnt yn x ynn P. Bmn, nPyxnx, Pyn+yxn, nttnmmxnm,tnnnym xKnm Omnnn Fn1. , 12 )Pn xxn n tx x xyty, e x, n n xytyt nnxnt. On 05 %) * " )$. Hx, t n, yx xnx xytyt m n m: * > 3?.Hnn+y B "&$ // D.H n nt nn xxytyt (n xnx-'xnn, n n, n ]x-x 'xnn)tn n n + n2 xn yx. A // B % . M , V, Pyn, xnIPV, B . n x x n x.B ]t 12 xe x x % yn x n n P.Ht n + y x xn ( V) n n n n ntnym nt ( x 'y), xym xtnn Pyx nn nx xnxx .Kx t yx n, n xy, xn tn x x,ynn+tnnnnnxx-nt, ytn n xx t /, 2, nmt xx n.Vy nn n m XX nx. Mn'xnxntnnnnnxynEnxx nx yn yxyn-xx .Itnt yx nn (x nn) xn n, yxn nxnnn, ym xy(ntn) ny-n n ne ny x tn +x-xnxxx]. Hyxn t n nt nynt x nn xnx, nxyntyntnnnnn, mnxnt+yn. ynnn t 'xx nxn t x, nyt nm n Px tnx. K1 B Hnn . t www .vodaspb .ru .2 H t, x n y xtnm n yym, xx t yxnn xnm.Btnxntnyxxnnyxnxxnnxn. Annt CCCP ]nx nx, yxx n.48n xt-nnt, xt n x nn ynn. n xy A.nx ( + x x?).Txnnn . 3nxnx: +n, xx-nnx ' x n nxy2)1(nnynnt). Hyn(xxnm)H.B.Cn, nn nn n nt tx nmnnyx x ynn x y x xn yx. E nn nnnnnt n n y yt nnym xym xy nyx n1. 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