求证:x^8+y^8+z^8>=x^2y^3z^3+y^2x^3z^3+z^2x^3y^3

解方程5x^2-8(3-x)-72=0,要过程!_百度知道
解方程5x^2-8(3-x)-72=0,要过程!
还有2x^2+3x+1=0用配方法(x+1)(x+8)=12(1-3y)^2+2(3y-1)=02x^2-3x-1=0(公式法)
第一题5x^2-8(3-x)平方-72=0
提问者采纳
5x^2-8(3-x)^2-72=0 ==》 5x^2-8(9+x^2-6x)-72=0 ==》-3x^2+48x-144=0 ==》3x^2-48x+144=0 ==》(3x-12)(x-12)=0 ==》x=12或x=42x^2+3x+1=0 ==》 (√2x+(3/4)*√2)^2=(3√2-4)/4 ==》√2x+(3/4)*√2=√((3√2-4)/4) ==》√2x+(3/4) √2=√(3√2-4)/2 ==》x=-√22x^2-3x-1=0 ==》△=9+8=17&0 ==》x=(3±√17)/4(x+1)(x+8)=12 ==》x^2+9x-4=0 ==》△=81+8&0 ==》x=(9±√89)/4(1-3y)^2+2(3y-1)=0 ==》 9y^2+6x-7=0 ==》△=36+4*7*9&0 ==》y=(6±√288)/18
还有三分之{x(x-1)}+1=四分之{(x+1)(x-2)}麻烦用文字叙述分数线和根号,第二个题都没看懂写的什么
(根号2乘上x+3分之4乘上根号2)的平方=3乘根号2-4的差除以4
==》 根号2乘x+3分之4乘上根号2=(3乘根号2-4的差除以4)开平方 ==》根号2乘x+3分之4乘上根号2=(3乘根号2-4的差)开平方再除以2 ==》约分移项后==》x=负的根号2+1在三分之上的:(x^2-x+1)/3=[(x+1)(x-2)]/4 ==& 去掉分母同乘以12
4x^2-4x+4=3x^2-3x-6 ==&移项合并同类项 x^2-7x+10=0 ===&十字相乘法 (x-2)(x-5)=0
…………+1在三分之外的:[(x^2-x)/3]+1=[(x+1)(x-2)]/4 ==& 去掉分母同乘以12
4x^2-4x+12=3x^2-3x-6 ==&移项合并同类项 x^2-7x+18=0 ===& △=7^2-4*1*18&0 ==& 无解同学,要自己算一遍,就算看这步骤算也行,要明白大概的解题思路,要不以后遇到这类型的体一样不懂的,
提问者评价
其他类似问题
按默认排序
其他2条回答
解方程:5x^2-8(3-x)-72=05x^2+8x-96=0x^2+8x/5-96/5=0(x+4/5)^2=96+16/25=2416/25x+4/5=±√2416/5x1=-4/5+√2416/5
x2=-4/5-√2416/52x^2+3x+1=0(用配方法)x^2+3x/2+9/16=1/16(x+3/4)^2=1/16x+3/4=±1/4x1=-1/2
x2=-1(x+1)(x+8)=12x^2+9x+9=12(x+4.5)^2=23.25x+4.5=±√23.25x1=-4.5+√23.25
x2=-4.5-√23.25(1-3y)^2+2(3y-1)=0(1-3y)(-3y-1)=0y1=1/3
y2=-1/32x^2-3x-1=0(公式法)Δ=9+8=17x=(3±√17)/4
5x^2-8(x^2-6x+9)-72=0-3x^2+48x-72-72=0x^2-16x+48=0(x-4)(x-12)=0所以 x=4或12
其他的呢后面哪个48是怎么来的??
-3与48与(-72-72)同除以-3 2x^2+3x+1=02(x^2+3/2x)=-1(x+3/4)^2-(3/4)^2=-1/2(x+3/4)^2=1/16x+3/4=正负1/4x=-1/2或-1
还有三分之{x(x-1)}+1=四分之{(x+1)(x-2)}
解方程的相关知识
等待您来回答
下载知道APP
随时随地咨询
出门在外也不愁求证:x^8+y^8+z^8&=x^2y^3z^3+y^2x^3z^3+z^2x^3y^3_百度知道
求证:x^8+y^8+z^8&=x^2y^3z^3+y^2x^3z^3+z^2x^3y^3
我有更好的答案
没条件怎么证明得了啊
其他类似问题
等待您来回答
下载知道APP
随时随地咨询
出门在外也不愁求证x^8+y^8+z^8&=x^3y^2z^2+x^2y^3z^2+x^2y^2z^3_百度知道
求证x^8+y^8+z^8&=x^3y^2z^2+x^2y^3z^2+x^2y^2z^3
最好能有均值不等式方法,右边应是x^2y^3z^3+x^3y^2z^3+x^3y^3z^2,提问时写错了。
提问者采纳
用“可交换函数”的方法,这道题太简单了。。
设f(x,y,z)=x^8+y^8+z^8-(x^3y^2z^2+x^2y^3z^2+x^2y^2z^3)可以知道f(x,y,z)=f(y,x,z)=f(z,y,x)(第二条即系将变量y与x交换,第三条即是将z与x交换),可以知道此函数为可交换函数,因此其最值与f(a)(x=y=z=a)的最值相同,而f(a)=3a^8-3a^7=3a^7(a-1),对其求导得f‘(a)=3a^6(8a-7)=0,求得a=0或a=7/8,对于minf(a)=0或-3*7^7/8^8。因此原来式的最小值为-3*7^7/8^8,即:f(x,y,z)=x^8+y^8+z^8-(x^3y^2z^2+x^2y^3z^2+x^2y^2z^3)在对x,y,z没有任何限制时为x^8+y^8+z^8&=(x^3y^2z^2+x^2y^3z^2+x^2y^2z^3)-3*7^7/8^8。你那个式子并不正确。
哦,不好意思,题目抄错了。。。应该是右边x^2y^3z^3+x^3y^2z^3+x^3y^3z^2。抱歉。有可能用均值不等式证明吗?
当然可以啊,只不过有点长,而且要借助公式。思路如下:(1)均值不等式:x^2+y^2&=2xy。x^8+y^8+z^8&=x^2y^3z^3+x^3y^2z^3+x^3y^3z^2两边乘以2得:2x^8+2y^8+2z^8&=2x^2y^3z^3+2x^3y^2z^3+2x^3y^3z^2而:2x^8+2y^8+2z^8&=2x^4y^4+2x^4z^4+2y^4z^4&=2x^4y^2z^2+2x^2y^4z^2+2x^2y^2z^4(连用均值不等式)则只有证明:2x^4y^2z^2+2x^2y^4z^2+2x^2y^2z^4&=2x^2y^3z^3+2x^3y^2z^3+2x^3y^3z^2即证明:2x^4y^2z^2+2x^2y^4z^2+2x^2y^2z^4-2x^2y^3z^3-2x^3y^2z^3-2x^3y^3z^2&=0化简得:x^2y^2z^2(2x^2+2y^2+2z^2-2xy-2xz-2yz)&=0即:x^2y^2z^2[(x-y)^2+(x-z)^2+(y-z)^2]&=0此式成立,故原式也成立,证毕!
提问者评价
谢谢你的耐心解答,好详细呀
其他类似问题
等待您来回答
下载知道APP
随时随地咨询
出门在外也不愁{S}P7LGinn0ihWGeQ7Jgf:h2`{/S}
{SEB}mEZb`V^dU1W14L0Mo[XX&:0jZgXRibFK&n6_J\o1nMFQf80[eRgRj\9@D`2PY=TZe__`nnAETMg?HP37\W\Ho&OER@OU8WCPa?bDG&O00jjlLWCAl2HNWjEjOU=b^J0gbCH_Keh\7cTXI42X&U&YfcEh&K5I\PNfbO=ibeib3Q2`jbQcOdQ2k0g78UdC20ECcWb1^hi=EKlTZ0l3_n;:Y?GBoijGO]N`BMTN[UKM5]6ZZ[7R3@o\`JHl0eb`d`c&WB[klD9oAD\8PO4772=N_o7AX4?XD\FR;QVjZD:&RddCYeoRkPHGaShio@4H^n0ej^iO&\joQ0hCGhFM9^=KE0WS=EQPm`b94A:Tb4?^1[:OCdldLan:eAJ4Y^B=HoDH]SLHJC=mBaCYVR;NglX9jKa3eL3C^1;B[=m0XT3OhF?C]cN=RDA`0^O&AhGhb_;\Zk_XmB4Pc7@A31&8&?D2QELAGj8F9;ICEKdf?JVHE1V]BPVU20[NW_C@SY06Rh\^^Ed&`=e:m[HU]PkY:K939Gba2aLf[fcKjd\0&JRjOjC[QHTc3[eCWZ4W7Q7HA`8cf][&H7cGIjmn?m8QlK:[Y_7&AR:UNB=CE[CbKfAVoTQQ?\iAF9aka3&IQdAHb9LHaY0AfDJi]k9Z0JE8hW7?@8KS`D4FAmKSMhj_oe5;a13=IUEG7nagBiP55Q&iL=RKWd:2om?oHkXi&oL60f=bSdfPl55W[1de&X9n^GIO6KH17iJ1;VL9IN01RlJ?[FDoQc9Y]:&o_iK\A8F`2`iH@1N8nhCD^6U3WI6bW5`Xa&`i[j33bMnYP?WW;`JBG7AA[:_APR_]&m?632nceJa?1bO6_NgV@W_QM7Bj6;:Mg=^PHIZ@hDEQUe_eh5li5@I??EP_`&Hi^GOTNK;9RZ7[MT=7&Vgb@`YV&F]W2@VA8P&3NhULVQ3ST6hmGnn5J&G3L0T3GNL_Tc`4H5WGi13lPS6`Pkaj19SH37l5LSPCPXbX;hXQoMZOk1MkHaV?;d&Xh@Hg3?IPXFoH7egn0Bn?0VVm&ZAhoCX[5Zkgb^Lfk[?JbY&]WegLB1]&L;SLEhO&6;&?@]RF&2;MDQ\@J1RZf?aTB4\6\WAQU_bI=18R=bVO3bb6RKgfWKn?@7BTMWnhESTN&Ka`\LU1C@ETnn4CM]o\1F9CV&D2MVj3oOX`SdXnPFKGLi]@4EjF7nePIXX45IeL3O&cR`OCe_i2TB?;J1XWGXA]J\KSX8KEb\cj6_?B`m1NH78k]b^n=EX2mX]9O0@D@f5`HJ@Ijja9\\X&PV1D&V_f2Djg8OB;XKP;6=7eK10E80Vk?YJd;B0=BCYKRPZ&kQG6&CMi3Bc]FZn^78IW:4IcA0oi^083m7&Q9YGecCI2fS&hFH3179lLjmNi@i0PU?ailQ6INGJbo9L[&abGQTLJfIdANgcGZ9^3C&466ACfb?:EB8S5a_c4KWKJm]NjQRIc?jBo506AT3d:]L]ZB2VfA41fS\b97d^Y9c4@CQXe?EO51:[_?&5MVgEd=N`L]`OY4a1X=h1VKf_&:1jBW4UlGH8R`co]1\o5h6&7NhL9ShU;kQ?e]bF@=fK[Q9kDYb75UW=9d6:dA^Z02@V@gWfX3B[bG8;1;:3J_&2i^&6HB^FkQHdVTSi&6H310M`AeP[jb4\EimHJM0AaF2a:_&WFjNC:dbgJFhb&:`WFYhFR4S&XD1Qi&l8aI6ib=Vka5MIX0n=VXi5aSXfHgXK@:LH79TD9?cbkh=Te_S2W?:gEUK3:a&GXgkN9?[KXPOohf[:8TSm[JO=h7Ym&A20PUW_o_74Y_RD5YVC_95BdD3UW^ADMYdKh8fknFN]184BmF146K?6E@aLYDbZIL2a4l[ol7nAeLLJlGe2WjWCQn:]]A]XA`Um;FSCXBAN3b`&`[6lh80UHe:5?l6D9SM6A_85GKGMnhfj@Ink8F8mS&mUZ4:_DgDOL40GE9=B?WbG;HVjMHB9AFiW?h2c7LnPMH3NbLQbTh]diC`S_j\22:CD[8Jm@IU^^RHD^@hab7o]KPEYNgQjMA3MZc74CWSK7\lTV6Ae??[00e55;MnXj]o?3864aX\8OSUMCmeMF2me\=4Kd5iR0lB&3VAHXCAD7b:NJ7TfZH6I7CJgYiXkX&dOko:MITj5?TjKb?5G45To0Y38Zb9g_gLR]mPdY@RA:Hc:PhRfSYZeWYjc&BWf^PQdSHH5PeA6[87&iDN=:hC[o`]`18gYIK@:?YmRK&5hWcBa`QXEaf0CLJLSM85V\[;4NaLg\DC28STgcOGN&3JOH2Nj]@HfB&A&H`Pj@n_HciU0O@2VSQe60AckW^8TF0MY9I=&j1EdBX[?J7]L6]5Q\C&WE?QeAkKZXf4;oW0F1H[9FJ`URX=A=MB:Zl6W\;A5EHY9KlhBkQ0n]&gGlWVT:1`VR]7U:Y7KV]o76mc0GM[NeRD_G86?L?KUI7m4=ZCY6;^B=LSE2]NM[oQA]\C&FOTf[?QdQY7UT3aZE7]oAdT;hQ&;BfgfCmNRQCO?SiAF&a41h&IGg8DoA8FHLQMLJmJagZXIn[_8bgfE^a]Q]6]2k&8?M2n6IK&NMiKL@MR^od8OFVS_8i&[bJ5Hj1O^\i&2aEm7FkGDjXW`A17Lce0I:[\GEiFD;oeENT=PN&B5^cc&&^_J?Ra;bj:kS5leW_&lLH:=hmKK&7=g73PkIUZkh@PQ^[9_=XK62BL&&;EAFaE2@6koBQ_GCVbOQ096j_L_b=O@U^h0&^8mfHA`9bOHKWBkGlh]Dk3&_&\PGP6a@55`2Ib]HR@PZ5`S&VMk76dYWB7b84;Lj[Wf\4Lc\d[iET^IP&RNkg&P0GV4^lZj`XKR@K3l&5olWcYKmV;RXoXI6W`Rj\iCg?6D6a_jLG90U^3dEKh^YTKcRZAb\lRN91;SN;367n[3&6Soj1he7?oPk`XGbO766b@lfZjAFV]02Q[:Th`ebN[EWEn:60fkhE:O6cKne7:lXC_?8&A5o&2OLZbU?Q=cI4?cLi3STCmQD[8EAfe^O7?2RZ^m22BM39k&VfS=I1hnjEYPSc[KFlQ`gb]YV8NWjUl79@WhIY_W:AJ:X5U;^[YlDOjNOC&048=0&^ZFk\lCB0BQ4P6\&AY6:W6&[Lb5R6mmB5leXMUhn&3]S=F1iRBLOn@:8SSMGU\SFE;8[mSD8Ce_N&Cjh&oKP0N5EB;^\]fG;9\kGLo4ORfim6VYO;`CD2L&`?WJEU8?jGPagn1GP;fR&;]m_X?&@_PZ&1Qa;0a2[KcRGjch_g&EnI=TOTR&O&02&PTNNeZRl2Z?U9W]:OPTQoCD2&B2ULc9[n1oRGiW18\E[\S:mEVK:cD=Bgj]EcI3:GJbX&RLRCUL@9WlZIf344fg`XNcBN[[FRPV_kAaeRY:S8XgGcb7A;_49hkQ=We3ONXT&[KYLi`DaGPOJU`HhMOY6kl[HnC[T_:?RfYQ@acD8EHL&BCThei^jO7O1P9^f95N3T@HC[h6DSV8[0o4WLb2I9PV`^fo\hD2WB50DJML&U0ZL1UaiH9YMTc&dhdo6@3Ul98TB7^QcTdb@gdH?c\do:gYOoJUW9HS8mLX6RR3^DN&G\jL[8jdJPXZ`C@h\f;9Fe0c60X`Q?^VZm7HE^ES7oV8ff]i19]f8&EG0G6Cl?d?OW\fRf]cRl9dP\FjAdcHcf9&?fLHNl&TPJfMOgEG08C9\h=CKD6^MDQSIA]4aeCgZeL:R4T@OoGcR?Dh`T;]CV5&`:PDQ^0QfOo:m[Fk[\obJ^5;J&_YA74CVIM4cPnDX4MJcC9fVNLbMYE]?BSgb=oFW;5b;`@L=;liicim]=AVGX&_Lj:F^Q4Fj&o:FBU7]8&C]17glA&&e:iRRC68UW:[b9HL0FSAZ6g^]D2;_eFhESG3oE@;JBB&TCeX;UYDUXTiIfUg3L25Q0^1PCXIOQS3b2]Y6la4VQ@6D8FB;@&]V5DA1W4nE_WQ0YPJ3Sl\h8ckiOVZd=@UECCVg`Ga1:ICh5WMDdeEal7N&KjJ0W_mJ8TBHc05]PbXWfSo7LOgc5Ia1L[fk&Xie[fVOl63o`JfTaSUMj@6_`\LJZeNlNBc^=d;Sk9Y[NGLJJe&Y]5l99\FbH]h:TS5mbIc811K3@aK=1&_40?^W4TAW?30^O_Z\9M\c&b@_[2cd[H:[`l7ONU0K1abXBIj2PMbPgjN5Y3cR&f]j^\jUf0n2ZmS7H&\AQIgJ1O_n64ZCk_Q6]iYhaX&NVa[m:B6V4&f7\TFSOk0PO&bA2i:oCCl1^&iR&]WdIc;E]0j9LmdAdj22U1;_[RRH0NC&:V;[`k_`?7\0\Ug1ojCnLF7;:iDKWZZh`;Dl:iD@G=l9NEBj_EgLY&RNoUl1;DIP3YhC97U7jK:=SJ\g:jHj`2YXNCO9hWDoX\B\4WA5od`_:X&D?H`@`CI:o648]&oL_NHU@CQNH`QWiF@QI0&jP2kaPWeZSL:N[U6o&RZD?eI:;n&\5AWA&naBGG3h_LgLZ_T&WFK?6?JK\&j&HcW[9ZN\Q&I8]h1EUAY?6;j4^R@@N?k\QlO[&7K7d2C[M::f0GWkZi&a9jnZgNo@cMQEV3INaHViCDogRD&oQR:gj]3:QHW8Z&3`i&W@]4:bJgX:@5:;IQ@2igYg_iGde[bo4m_[3L\\M`l6g=iY7IK`Y[Zl1HT5FH_N1T?1YJ\86bU4Q;JUk59JYkhDLIOgn\amHF[JGlnR]_f;dMX1VBEO&f_9Dbh`RV106P4VFINFAMdX^NFjD6K&7Z[@E4Q&Y&b_GHoDXQjB8&X?@`&Yfc_joaYWb49?h_M4\94cJBdLg5AieIg`JGE=fJbg67BPE7GEh;872L31jRj9A19Wi2b3?NSJH&LLYe?=1;_K@1i\IheCfCET51l7`?P_J^6LK6PAihPec4hhI]&&ML;i246HlYQmSD&R?@FS8kR]2coca3EYmPQV&DeQ9A^ZE]A25B5VX1AA3FcHN0i?E?&@Dhn3\i&_mOE5j8?5^BJFfE60o_E_mXAUQ9R=M[AjKlXKOmUak2cJDlJnmOX@E`RLl[fT@AX0OG6U0&BBh2H8l=c=Id0C]m3K]PX?Z3c1`h?6_:4hLM@m1U:l&;a?EeBm8K7e;^6ocI@CCXbZDmiHcN3TOEcD7k6Ch&SNVDcc3Ck:Pa\6?Pe4^V8W9m@2HX^]PO?]Yf`\5JjMTfl&ej@MUmWM&d^2oc[RgaN9lT5HY8\jN`@6o1`^n7UDjm91eTRo_&haX?BSC1AXXeMHAcP^[BZMLMLADa3T3;QDlo^Jjmkd1k6PIOAk^`Xk^WLB&B_1n8iRg;`dQYlkM?LY69_aM0RLQCdWAD@ZUloOCgPd0h]Q:L4C@ZGDlPQZV7Uh&H3CNQaPYVd[GS=k4GNO3_VkCAKJUZ?9&mM]RE&YnN8mH92O8NTM_?JI]dGb]Sl^1\Q[E\e_Y1i7\TM@DTl`gT&kaPL27HM&oU02\o&NTfLK6@E0iPI3gmg=FGb80C5j0k3N^7XD[3AaUcI5H72d\?[\lSZG6\\3&F7EUGUoTd4U5YjQ3XFg&VA6bH53B2RQmANfDAj?I0;15@Y6XWU0@UVTcAE;gbmYY_gIBhMZLB\CDLO]U`&ZkaV_boSkfI1hjcW0EHYA]@&SQ]_f_`gOUQZ7?I6cdjIb_LVmA5e[ZJLIMPedIGQ?Mod8SZl3Oof7JZ2KTR@&lTUbFbFLUVVfCQLg^[[Pn28TN1:4gN2U5:DO6W?oa7=S7lenV[S6G0ijNT_KITVc;DZ`EOONG^@njZJ1mV[DYR2@P^GiQ&M=e65Vb1GPSEDQ&UEG?cWdbaM?f]Uj]&cUSf8L9M_CZMW:j18?UVZCm;DWCjNi\&2f3;fh^UL`Y;D?==A`i[:i8:l@6Z^e\a?c&8JFT2lfS_k436I8l35KmJP8Y?on=P1:NJe3Gb1PV6Fg4Cn63?RA5]c;MRo4N8;7lk13h[V_PAkINWKVUW0M&K8oWJaAB[^;;X\?E2`fo\Cnb:QUeHYIVO?]N&V[^ZTd&;loc]A@hjP1XZMlhXIN`LBPZ@]gRS&ok=KV0kC_NAC8lID@ChFI3_VPUUZ`cWUQ&e24IS@POZ=k1bV?i6^INI8;T33:@n73TE?j5jI3J@[;C0KLnOnaheWOcLDoINGiA2YQU[7A0iS[^K16C@M&LMh=VM0159Wj3]hcMo]OL_dYIKgdjLPGmP6HA9RSf^W?D:]e]\0SQhUIiX_L[FoCCRgD?7b\&09\H2cnKKffBL0@N?hjo0BfeG[[?iWEcB8D7G_1[8k4a1g&[lC8I83?SCI6^E:UWgD`RQ2DLUZ60TYS9O09:lbWU4oDlJLRhMU=3RLPDo=V`lme3Ej\1hEmhj[&SiQ=3aoa^UPUb4LdY?bLEkEW9l5OC^LAAKd&lfXXf9Kc;5Lj_l]YoXbKRRObO^URgJoeBW8iFaZkIVWN&0MCa&Bj3e`nR0UIA]QUOBH0TFe[D]]ILGV5i101IA7;9:B_7;CPU2:&I[jKh0U^\\U?&iM6B]c[F@nh87mdmg:;m1THJC?QGlRh36Y]\B]C=LaVh?;alfTZE7Nk0Z=;iTjcJ7`^7DEQESh&Je2UYLhcFK&IRUj1KYP9H^&M]?mFb4`Z_\YACH6eM4a4&:_Pl]QCH4MB]kLehY_?8SSN7aQ0UJ_Mkj:\_RW5LV=ST&6WgV1[`O61R0PSJ:abWSXGR62i&`EbXXANX0S;V9@JQUoRBEHTO3J&PUP9MCSd&WUG^aC@QJeEO_GG&@bQiYH3JkLZo57MF6[j7cPPH3CcZ5:?[42X_P3Afe2Li&]O_T5VL4&I0X3oGZBcbnN]0_7i9i`Zh0Ui=F1NJ[2R3^kKQ3?&K]`NYY22kNjHA`a?V_Bk5``R6A=ic@j0J&N;OJa1RcG6&IjBIX8h\TddIBH7eS]Oc;3&nS3HT9T4^hlN7m&;Ef^29C:BegH]aAQ91VaL9\5:UbkOg?M?Nae?bamj5LO\bk9VWd\b00`lB^ig5AQCMOJN=&?2CioT0nDn@]7o6l\I]C^8aDDYj[mcUSmPVJ=6M9c^SiFAiXL;Do=6f5JH?1J60oYB_c46_C?^=W6Vn56^DDR\A2`R40d1?Lo@I?P8P60=36Pn?YP4LFY6OfHiS=&3]D6Xlj7HoXVTKR0]YP\8Jb@j4D7&B[[ck3VD9k`J9HGB?Jd2&dH2e&R^gHGDTglE&2PG_17Zc1V8lXHon=66=BDGcdOYQICYM47h72@GNlg4lFeoJlnSWNk2c_oCj[Dhh\hRjCQ&f7_AQDO`]lYnQN7E4l]CHijeFMKnjaH66M:_K:17cIIl&Ga0b:bd9cK\5XUe_?g@b^DXo8SP45TZQjWaKjhKWX[aoEAR@7HYMFP^HoO;S=I?l19&bM3L4LTg3Oc9CI;N&8HSNbb3CV6bH\DKA\kkj6&V1&8j3SLWIh4j`E[IJa7PlQ:e49`hY;i97fAK4\MZ&V3SgdEJ?Ln0AB]DRN[NeQCKdE48ABe^_QK]SjcBgZ@XEihA3h408MlIC4cTcE@EkPil=AF:i:l&_]Ege5GCGnoMh?`ked`&;`c&C:jh:&PBiHaL96jjQ=O2hK&3dF^GhZQ96;k31le]e@`4MMgiP_9R0=5]lg4Q=A03O8;Z&J07\ce?S?m_D2akW0`aDeP1MIZDUIkAIfXga_W5WnAbO1nHc_kKQS2:Z:PYE=Ke]SZP:f1o^A_`&DfEEiGC?0J5ERQ[MfKMR\MB^EKbbkLM5\n=X&BENh?idKo\c;YWN&7@OL;&\RZKY\o7W0El=ES^_9fKDm2&eB0Od\6l]:jGFcJb9Vjg?5YTXT[YVVVmZ[\lOhh465?EdGQ@\JXiCF6h6RoOC:]CVeP&L0j:Qal\:&dH9^e2=HLb;:4_ScHK5WHBVFc1nDL6ee[UdPi^S[RR:J[IX@0o@g\01kaf_:L`HUee`jWT;T]d15GhLEV[K&&c1\V?UGVdZ7UQ5kM2;PYGdHL`oGY@_A2e3gc7YVkb^L:T_Z^EhSl2SUVMccQGa1\cT[nd7GoYiiFRe?XPC^Co_IZF=6DkCPBo[2IQ7bDNR1n=2B276WaEYn@jIAGaTdI6JGmZa&&eRXLD9V&e@5&W2O9AJ4K2MFC3kKZjJ_dEDiR5DE&JO8CPB=3EcBHRR;XLE:]o^;6@DK0XPg]VmTR^5PlDVf3icIeZkn@k_blm2nL7o7GBegFC5IPfoUTl=f3Lgh=]R_WEJNXUJKn&1GDP_;\:&EDM[ZB=b1dnZDFDCVn7A?cjF\2h;2YkcE:F`=VeJ`0ZniWhd&Dl?n[WB5&mnW5X1d3?&gEba2c@kKiGPW=[DH4oh6iPo0nm[@:8TH=_9EH4eGTGH3oKBR8S:Xka@L;`o`LB2e_XT_cmNAgCHAZbCX@&`1J86DQ8efSMi?hGk?1&&&kJnMg\COKc`IVkB&hR7kQ@RoM\36MfO\m3AWlT&`E&:PXnin0FKT2P5M\m9b_593oGII37;h&U\&Nd^=iY@`na6b7X[R1:=Uc2dl@3@cU\Q?LG^GG7\=aLfi@R?&0?o7jC@&E?h2h;YgVcAZd34DoZ1EF`FOiZR;OH\dk:_2@IijHeJ_[0OG&ILE^l1O&M9n72M;hd&FZTkWeFJ@l0lCB=TbdCALQbVNcCdUK:=S[eAAQ8dRA3NVH&\jdEDL^]l3Lm\&_m]Q:5IHj1hB0I\n5X]&5`GWM]H9l4Hg&Y01__3oZjY0nTC^&^MPEo6lNZm2AVKf09W2dB&L`Yfn1MU]4gI1^8]ZJccAn?DH2OT;8&gZ8Jk:K8&l&U?3KV&lVF1\f6J&^n4A?L22\=E2nOS4dl&&]`k5iD@KSWDo&?&DCWTj=jd8ANJ`1fFc`mYmb=cN`e&4YIAXc^[gg_@`4@4TNiEB0&2;66amf57gJ`KoFZEF3C:oQ7DiC^_Y0V3Td]4ZJadW_3^O&S1&D?HHce_hR\MCXcOPcT^n;YQF1OJJ=eC8?7@E3[3?BT8eRhA3&\g=J&K`VOQk0UbO^SjoUS@HfAXQkm4g9S?@;9ShQ5oHOMWR]j?Q[T8PaiRj3&eU_BZ2_mDbfli=W4`d9RG_8CW28LdQD;ld\DLKd9ST_R1EoQ_HPS7N[4:Ha4]]Kn&YdiaDfL2WBaRb&VaC]KV\V^:Jm;dQD73f==TPB=mZdNSeZ4^d9I061^7T&@]5FEW1J[3g=`ne[Db`JWiHL]QDUnNbKN==h`&`bhgo7^53Hm1:WVXi]S3o5T=Q\INkkf&l0D@;1[1@[GW`ROI&2F2fVTZk@8:naJ;?CU&;7ddYkPY3J^d5iEO0dlW5S0n=RTAXR07f[_J[1n\n@d[7mhbgXbnjTdm961f&YZmRn[BHejV&?aN&TW8lZ`I17ldC1P@Zg88mjgEhhaEHUF0[h5cX6jhQ91\ed1bjh[@YWTPXh=J`1&=\SHZ53_MW:OSXQZoJGKeBI;3Q&o0hE&kP1gig6Y&lQDd1lU69b:a\XAjjofeQg6Nk2YLmX&mCSJFZOP3B@W&GeH4]^CP`A99bFM2[TV3LLQY3\dB3^13RdhTgAJPk&:MVQ1Sk\nkOd4RH1QYc[PjGCT]mVmcM:HL;h&UkMEY=3]AmoZhWPA9_DVb6kfFZFQL[d_Y1c8TdKEJo3Bj;RPTdKaeX7b2@FLYANJ5X3PV9JlHn`j2_o;9TC:8Oj;Ha;A4RRkI8@J0YY1`VlaV2[W&d&_^;kI1OYcEb\kCjZ?\S4bRFj;1E2Yj;QCQM9f0^iEi[VEA2REZ1X]0[2b5kjIZ?^Eom2J&]@Z@]Q9YcBEB6iG=OGZ7eRMQj@Oa1HM@7M6:8U1?f70kbKK2VmL?i^VjE?FB64dAOm^;756NOTUV_KQK097N&b4mSQ3ORS0MT`n]6iMPd^M7O[YaidggQ?QnLagomUCZah&MdKX`MRV3R4oL7ja@o8H7g8QUYUM\LcLCXLQNJ:1&&@Fj5UiBH8QeDN:h\@4@3FbC?kR\3G29oW=F?BDR&e6mPjgWnc7_a7`&IP1`Xi:n8NXFckJ6hH\Jj&ihL=`aVP5]PWFR]DB[e^lm^M5jEUFC271cWR8V7n1&THNlM6kgGO6VWfOm0108HD2Pf=0H;DH^7S\Ve&6YS^7Y?`O0k2Q7VHg_[O;XN5fc?X8lLo3oQk`&0o?K442DX1eWE=f9l41IndgmSedY9U?a0m&HHo2H&`BM^TK^bnNUCNk7R_0O1:A\JZgV:j^V_l_&^Uf:lc8V=H^Ym6_KlGEN\]R=R&&45A1&V0]UlmWZKh]Y:ng@eE4jdfINj@lC[EK3[lE:hJb1?Sg`]4A86W;TGm2JYX33P_OEPY4XggEJEVOlW2\8oI23iC0HI0^fbXn=2TeGa^OmOf3A=G2W:IGoF\l&_on`5]geC0L=MQ^@Q2j1@SMI31PA`28F0[1dfcLaM:RNBcVNKR51]N&F14oIfb&Kc3BS3fL]GLS=2nUbV]?l&[C4_&FCja^Q=GUH2@2Z3He1K4Uh4LKlCbKdE6A2Y@2fG\RfMhFVF\27I5M]9a]Il539VIg&R;\L?C`dC8NG06N75DJ7DF9ZU=5kRYZ\YTdHDX@:;bh\DCTRlIX]R_l[&GC^LalNS1\Xii\;`gC9=3E_ogDK&6^O85Hl6Yg`iZh0KHP1V`RNd\0JXH80F;47J6_bHDoHQGd5Nba5S75Q=d7DAUZARnHaXP80e0l;eL29Ol5^cIGhRXXmW3?iL4eH=&PZR6ZfeVE8[e?l7N?ROgkU5R07W7AM4L?XGV`7=A&FD3UgWoen\[4\?18]NgLjJBKaeSW=hE?319@nKP9HY[Gaa&CMOnf@oRKYd`94ODjb2g2b?gn1NVN;Zc5F:f0[GCW:VQV:UBmKkD^0Z]Ii1DZCEFGV&?dHQ2jKc92m6U6Ood_Je@@cncRIm`N]nCkO4fN81J=2^ZIK&6_I]=em5h_K_N\X]e492FjPPM0`7\;?2274LJRUMjlh]CHJ]L9kdO&c6b`c3WImoWS=R4jgR@\=l1=NHR8H2b5aeOeaYDdEdfOEcC1\8^YPc:RjCI@^[OIE9_5mf9URWiCb?`NTfme5NNDW\da9UKGQ@SQC04SoDH`XU_94TKBMeMKIHlBP4R5\;BJG5nJANlQH@nK:L5TYC_5IE31A;K&]9FW0;\g&9ITT8NMH_;5:IW1?g&Dejn1o@d[WXUOM@QQC5IUc^8h`gPIjigW[1368HH=[^5U2bQZ2HJbo25PE7PhEW7U[Zk2o80JRe0D2OV437NJT&MIf&Gi8Hc2J[bFm@i1?^JLTgeiO@CnS[YRja[a?7FM`bUA&MbS=U?ZN70UdT`S3S4Z&Nb;F&FCnW_e&VMFQM&eQ:ioaPbTlSLMMZ5[fho&Eh@Sb_AD0di3L1^EX;UJo^[NIl]7`bAg^SV0UKC^DQ]lTSI&jFX8_DXj7@0iJjQRb3Sf0V1PDZL\_M`KHaji0@m[\YNRh]5LdP^C6n;JcIbWfAb^iXU1]:Hi?e5ik?NWngo7b&gfhV0OeFUc&OfnEWVX:dQgR8Unb71=8;BGRBm&1TD9jeE8[]Ie3f9`KJ8aZgf_FnFVYMJihIPU^T_Ll692=P9WhgB\Di4d^Kn:TGA5`O5a6`KPDeL&34Oa3IK@0;Ia&C7QYA&K1R=4laHZh_ME:A_Q^4R7b7i@om&0?Y]lNQ&YIjXFA:FjoPM3gPX&Y&1g0W3\BG:DV;3Ff?0Qm\Zfh2b&k5gQ]ON22J?ej9=eSS0NLd\5VU7I_jE[:DGDKNagW]f6LMA^eV8n?==YkHjJC?LU8koE5blgl5MPeNQgmLKH2SG@6S8dZlb2DWV]bBBgBT\C]Z29RJYAK?aUofcV:F3[enUiGfZ`e[WB6JGaY^5UeaTA]=;^HbeT=dM`jIg?3ceBaX[=`oLW`aL^e0CKOJaS98?_]n?98CNK;Bmm7&Y;F\UO&0\CYfg7OkWGdL]AT&[H=5\O7EIfHkUcei306kej:5RK56iQYo46ZNmfAi8=?lbmVif`c:9J&f\S6;T`G_n[A]O`RF4C[A&IgHF&m2Z@VGH7VYUE^M?h16=8A8cT?3RI2J&Dmn^EN]0:T_Sl_]im7QE3h]`9bWS:PDNL@lE:?oU8jKMc[[m[:BLMW&gbRo8`24SQKm29o:4XAKWeO]ocE8W3m_MfdbiC&e_QkBBgEcG0l2XeL`5BlR3ILeVb]Ul[06;]1Y]TLWD?^CKO_NH8AbPFiLLm6=&BW=clhBJ4B1?;NBBgPRAgAcoG9OTi]\WQ1dSD&Y&=Zo;JaMDn9HCSoC`KeQSZnTCe;7Y5KDIai_l[\=jMj1oTYfBP6WjaJDnIhe];`^]HVFPi&f9X0@&A`CH\@^\&b9:ePV6a2&&e4foDdS1mTWBD@Wi@EDH0llCO`mRSILC?e=KTaDHm85@d&&88FjV:ndY;^73C]c&eGa09&b6aVR17dM8OgTBKBf6d03LN20XhCdi&KdQ4eT790=?9`NliYNY9e3gk=4iGfkN7jnnLDFYG^dF?CJIn36hg&ZI^1oRX?[28doCOBojLWZWK4:oNRaDe6074dlRl0IlTJcfh5N55J669&DAm?L=d3b?6C\\23\MMH8OPX3\3YRg\SlVISOFhAU]n=c^JVdk2MUS&&^J=JQ&g6W0Y81mT9gQBb`abgWYa=4Bn^HbFA__V:A7fQZTm]F`L]egUJkbEL8K&bS74\&K=LkS9JlOFM&GT\=3ANOdF[=J^nGBU;M9PD3&98`0a2:&oF8S&d6^Hn9nEBKb[K_R1Bd&DNbLj?BS]&LkGIC[ob`Q1?VhW1&FS@GKD&XEh1J3;5BbGn55mYLWd`@P2&6\F3mib?nk:anZ&Ih;:N?4fT\H`[FCP@IEHR6S_MW14N@TiSiDX]gf`hXYP&aMbkCMInk0Y8Ram]2nT67Mc:LjE;\Uhl?6&RN=Fn?9]2E?4gg1LQX3T\GGGYPmOTGaYK[c9Dm^@8RP&f3dS^F672@imEbIE6`b9cH;fZXW9@bgF]X@B;bLT;GNGI_PioEFQ\]Qlcc0^`89F[&h^i^QLfPj&_3XLn?8eIGMkG_CQB^;ce9LLV`gdYD_e&N&XOmnkdfKX1^fEZ=3EI9k\1mYXDe&K0HP\YnAAe8eVDTDmmNZUL4Y=U]VUmi\D@GKKPFmg@=kdEY?T:eW4;K&2?gTMcFY&&b=Z1]FIR@Qn[D00FLcN__6D8PG;GI6D_:C=KZojbeR4WCLbo=:MK7oJVVlXZ55&[9E@@Pl3j@;94Y2g9FMCX:INORamgD]1@8;fKVnW1;;9Af24f^JG0_2ZNkV_ok9dV?bQHI\TQo&bk9O[6PnYQSV[CA94eOiG^Bm1ca?7NB\DcG2]_=?_V0ZZ2[DG=o2meh8@I=JgOh\7?XTEe_YP42E?9YKK@ML&G:gAg3g[XPG`Ao91W@cGe&L^FOcjLnB&adNDEcOHk@k^1XMb3KTZE5g\J\`MEB:GN:OR?9cKDWE7UOdhmPC&b]W38fE`hOl:oo\B2Lo]GE\ghh^gY2R1lkTjSm=ejMWkTciig^i&nJeUWP_AB9:_]lPCJe3k[T]7g0=jAgO\?g19RS@gHJ2Ha@YO1WdSSA?fEf=SbgiSg78T\Z&X`^OIDHYMWNX4PM1@Vo4Z;jSVADXan&jjIN63ooDhP;kf6E7j?BTeK2_EYePgJaT5Mcio^ZSKQT=oECO68QHoOblaZ[OfA=XeL;9hYkJ5&H4SBA@DYnXiSdhSK8n^hG5J1J[b7=LDUUZOJEK?@9o^lk[:40&c1kRbTOVG:JOA?HI0G6JTU98IQiAS=YULd[87QR`[j7RTTnUF@Zfb_&o\RYY:_QV1EWgPB8gkNJ9JLmk&WU9gdX_IBeXT200SX204IPZGhLLadiJ2IIlGO;GXn13IV;R73FAY=CmlBEKBo_:M?oDAa1a25E&IcjE&6Oo3i_U:e:idO[hCPDKBaW?f89D7n_odAN9Vn9OmA=MRD_3\]UZ1^TfQj=OFXMiL]eD^@jR1IVM5JkTdcg8N^D\`GH7]&o9\B4RF7A5hh5QVGaiKo8F604PmWc&Qn6F4KK`;E_`86Xi@VaO3]D5G[dKW1?]YaeU&V&WnODhVXE&4A`LJR9@;&T?3W2k9l?LEfLNHMgLPD=6Yd3X^T?R7=[870c:igkboK0nX;E2@L`jgQMMl9^fcU:YV@XL_ESYC&lMlI6ULOm:Q0S;&NhA8R40Xha&1KCaMiC3JXcD=P:`nG@;G?E@]@2Ye]L6b8gk_N8o_SN9Q3Ra8WXb&j2I^0?`\VgElMUFinT2b[g47OPg3Y5k9A2WmhI]ke`oC^`f3gSQ31jHLN]HPI@i3AI41d3RcDWg@WB1Ode^SnR2a1_^QecRieRX6dnPDaLage0X;[hjSmbTnjPJmMIS5K_[QWFJ^;8ff4U@]@e5OK8KZI\2S:Bj^F&Q0_a?WE0MlkWG9CEM5o&Lg2:DWBd?aS=4LffV?&D9E1G6F@4WALNKM;PB4&ICo&6`nVbIGeob44&g[W`&0deC4@o@4BUR&WknHafd\gQ&EDKL`7^N`?kbBgHGH?&Kka4@&Uj\CX4l3L\iSh^fT7;QknS;RX3:bo1d6[UWg7lG\TCCE3A8VkBYGN\eX@KR^0_3KVl1D;Y&12Yd8YaCj&C]dDW[L1X;[VS0f&2&WmTKKjQ?`A6ZYL4;A]ni0PLKVT@nRP36lLk4E[P_QVcYBWclBG4Hd5=i9X3dAg^ESC9Q]B?Ca@OfCc7RAng]ET]YKE@]C7e8=7MSbU5nnB1l&:X:4;DQGW@4gPi[o:iCn;IV3Y9Z4fRMAAOfBIPSn1Dnlkm\oEEQ3`7^Yc]XKL@J&]H=UDfESjDC\&3@5m8UO6nFJb0kVn2[JceAlgb2?J@=e4P^n@FNEKHAl[a[b4e9@6h`c12[\\0b2GY0bm1n&`2ZT&&fAKW?X]lG:CDYdQo01YL:hYM8?VPQiGHTHeeTe[fMcj&FI=6EO8&8?FoG8U`ECEbUWJe7ELDP^Q&\NloejNk0MPW5EDcHkkW76ES5[P:nDAJJ:M=Z8;0Ald`BG@VAJWATUKSkYHSDTiA:330N;Q8bKnJWURS8E7MNhi93dT5eO&8dFF2[dVZ0hLYQmLY9&Rk9Bih9?AnNB;LDNU1&US@CYPF[L`7\L?N@k10];`[Wjf&OWRaBgMlD4IV&]RhMB8Z@7SUGI0h&ljPLI`P[LQ4QV8DDbCBmbE]F`9OIaDOUj9L^hfdTe]1Sj&VAGVNW\Gb8g;3Skcmi\OK?RgalJDb2cO6481o=IYa3GO2ddk35;oe\?l\9&`F:D0AGmQRfk9@M^dc6o?ie?c_Re:b1?h:J^i33lXH_Z`&HNCV7DM_\`g_Y6;iY]=\OBE3FAJkQCAB18RK\oDo\jZa\DXOX0aA[E6;;o9:?@C029H^7_Woc&3RCQjElEhoO?We6hS17j4kQm2onAl?9Ef`jL^hBfIjmP2kXh;33i&T59Y4TIcnkFSDAg9_^6n\lf]aGQT0HjRJIK6&CA4E^F89cXVCHBB49&_RPhLb?lb[6]`X9L`gjPhAOS@NBBJjiN6S[\M@0i&[RNkUDhCZXKk;_N_JJcES@Y`c7h?ON&n&c@OOKSmWUfmM0VNL9K`nZKD_2Aib9@?gnRFRNW?0bGYZZYkQZglWEjKRi?^Jfe8=RbZ2&_ImhKa8dgClkb`2_L&MHVW]K3\PY54g8oN17`E^IaUWmSO?2Uh_JmXXSbR;^=&WILcKgc7Um2&C&1VLR54DTiI68QKP5\Z@TEMFCXL0kaTIKM\GOmbeGhICU=0FG2bLQD2jV@30=de1C:AGF2j^i@VbXM?;ZFHjDAK:COUAm6b`eb5@5jS08=_P6jY9STIXAl\d@N6K@GJf7F0&1Pc&K@KgFcBFL=1\Zc]ZgERm:]4h?4^9_HH=9^eaaIQLd`RnfK:NIfj:C7D;_D8nZjJNH^P_cU9]WhL_;n6c7Q_S_S&n^\dh9?g_bY92:kTW@]G&J50Q?ddDMUADebP;hlXklGRm3O6II[`VA=dRaEKQLBO^SN0Ib&7o:&:E&e\MGEa42&TdfTl5\DlfjfG5REO7@EXHYbXRSAHbN`QKn6PBEdVkb0&oWU6&OLD@K0l1`LPWl065jEGQY;?X_^ejCRekj6=N8aJjhQnOBSkX:oVQ3M0dI2XEbIAIRM^l0knhYYiglHg&:DFZ1BoHjl_d?gO=TU&H:bJ0dIb^E&[IA&JY=7hBVGP3i2`]mBYN]Mf5jMFT^VedCieWm&9e3T:&QQGT4?Y]3`]3A3KH9LT]A\5HALH[VCQVhP1Q?:@ZoXiao^MnMZ86fj\H5AP1CmiLL]0SX:ElI4J2X@B4i_6A\&HRO&2Kc^R;&TBGJZEJR\e]JkI_?l?;SIe4JCHa^hlV^\CJbejLlG^:Hk8_T2bPdc@J=Gl_?MA`fE:DLWh@W2ZkY]=]40:U_0=LW5odkM6IYS7A^N3fQCLHXSo4cRP5UB0QOhkaiSXJhOaN`HolMB81B\mSJL7=8ERF_96ZdNh2=SB9ZmiZdG0ZSGR;S[oSDVHTN;KLV^N=4c2XTlM0aOART7G5;Pn&cai]\U8GI:4=Q&T0[WT3?W&_=^]?iada&[gI_ReaSkI@8^bgL7SeJDa3CgUV@bF\RQ2DP9Vk]4aW1^@YKgYmPhX&MX4Ye[LOKV^1i8fHUkNKM;&2KfBk3HjSYdXgg0&I=1GL17aWh7:=d7TO7kDHQgRh@i[e`]ZaZ=^1Z7PD`ELJ5emA:oRSKhd5;444_:Co&kBAE3&YWh[F`A1JGoZKnRJa?fo0jX=AJnVi:PD0Xlb:iUPWZ7JdinPUI=3_lM5_@aI4L;a56Y^bnd3ocJ2cXLIQXfnf661&\:ckSYD@TURCE;`Zo3J:QEnV9L^Va538eRQCIFc`F\;=Sh7Y51iC7R3?MK[]Th@\PV9_jNN8Aenn8;gOU`1&Zf\&hdBUeUT72=&XZYGblHf3I2gMdfZJgmdCE;1Z90=7VaSlAdDI?NNCR_n4PHMNYhBa[?&CP0la];dS_d=:D&&[_Fbb0BaCZkZn=\f;4=5]N=cPOX`l&H8X1O`];cU\4cfl:KEJ3_o8[MJmKDMQX]6?eF2;XeCXL^Y0QF36D1PT&ZVNN\I4TfjL`G0G3\^CBQ4`nf?QT8B@13W[]jIGlA:mX2CL79NNXm\fBIR=[W&hLUOD&4&Hf1d7]VIO1d=[874aGXFW^39l0?nhQRZ1:ofSPbLnUAlji91l4]M:G5jI0GP80]Bf3\P@aS:8MdCi=hAX]1Oi]db[VJMJKXema&9dg[2TEO6dd6EJ^dWnTOjgjA_`^LKDZ\979Nm[5g[MfS[8JRLJO3OC[R@9fMXb&&]@ed9??W[RC=nV_CQY7`fX[oYf_\g&;2e=YaoJo8eBl3G]TnhnEK[oSMe^IF7V?jjVbAdM[AZiiL0m;OSlmZ5U6CmdXg95\VP^m_WXc50gQ0RMfc0DK:Oc=HZ3YoB&e1N\m5aEeAk@^;C[k&13Fd2T`kKAeTbFQKgDmMYAe08HmbT6@NZ5bI=WY&GgE\`lV\\PL\PZIZ1d62cR`oeLI?dN^L8ak10j_&EUfm\R1YY;JoXgVB;9&8\?39kn2C]j8a9VJn=7NDQWHU_8&eSY3JmcN6m;;MJK;e7hK75dF@0hkd^2Sl@V2YmXM&5VVNYe4VT4MbW?;&A=h48&=^;oZ24aHfBV0JmFNaY\k18R]ChHCi4c\ZYRjI]nC@J4UoBol5:&Sk@hlbNK&CfA9JfC]HJ`2f9l0e&mYGTi3LWM0@VoJG9AUG8MWhJ1FRiGPi[Z&_0QW`a_c=`9`gGON^fT]SdoiAJNol&5`P8[HRFGHD^AYkRm2D^Oc]&`UlQWS:Y=0[&5I_LVR4VAUDB7MllT3\`4[^D=X\XU5\&ID\HNhH98hg`i7E`neNH2]?;&NF`d]C\go[c=GRYH:iIcXj3ZcM&hVi:d]cd2FAjbSE^H]F;?l=M:R[[YPL[^nUekfXl0SdXg=V2ljWG1]&1Y&mmhV5ADE=?PnQ1h&:Fk;K5hndkI0L^LCA`D8chZTEi;KWgnf:&m_D^:1aB3F1J9B:CMK:_KB:?VN`f^e&ZULP`]oHVn&@75Rl68=k2lY@m`\Zd:DK`CRG7blmTGldOXk0QAE\`NU54j&n=AIJ]MA3hmX@gA[2Dc:DHmKL0Eel@T2M5c`2V3^f&C;5fKSD=F&oFmdf2:TI4J@&86JMaFCP\86=Tk0hS9RJCXX_b&`fDm8f7C2mnOI:hMjoSjW;`Shj:^2PZ\5mR[;]WUg8k=`bgglL^\i[TR9=J3h:SaU53Yg`_T;@UOWfo&5NJ`CMVoiQVOLiolS33b`Fk[ClRm_Q0mQFYd&g7WViE;@OhGPl;K1]=MojkJHVUSlOGQj&:WPIP`KW7IU@ih]nUHjY`F`&G3;Y?MiPEhOnj`8of^eFTKZg=SXDH;ZE:_o7b?dASVFE;nb[8NLBEhc3YS?&6oHUJO:OUi0c5`URUR3P2MLWGOI^&7V`JolfoGH]&eN6=`Vb]Wh@4K50EnX;US`kM?6Ck6=8L^J^7n2Gc9MKWhfN=0_VJ&FT_bBLLi7V^KNoGXBo3Ya@bB8&e1b\CD?9:A4G3?4BCVaI`X=_K1HZ8I=;Q@@iEc2hD2XTIRT3H&2ID@_ZPSS\=?nccJWgVWkKS&Q`1DQ_KfNlWhj2@25Jlg&_;cBDMlW_GR^8V@F^]X6cC]DOVF^eBU\b5LNk0IWRb=&VnjQEhg=0N\jgCdlk4^];44O&n:jOOS^VL@3&FB2_:GM2SZ0BMA??@&Amhg=_JRF3oZ:kn7=;;m[OP9CY_DGgm6:jE;:MEDCZ5i&NkK]&aPC5Wb5:E]:j`&A]kOn4mIla==TU25GAKiCOQ&6Z\09JQITn41W2_jM13\L`?c^YI3CMhJ`FC&E:RBnDM]G9TDaaK[mBL?PB1CXg0K`n:@2^1AcI6jg]=a2D`;9Oi77[9L6U0o7XmT;^5cFFSVR`KDnCc]P&VF2iYnimHOb@J_^AWR&hLbf:W_\koUQHJ6AcQX\CWV=];]oH2U`Ldfk8M@&GWZRCNAfFdI4218L5GPMj49JnKaY7ZUg7TD4]NQ`Z0E1]JFDEJ^hbgRmLmG`A0\;]L;SfBI@oDfF3bhH4EkaS8HPCI28SEK_W=M_REeiX^JIdlB;=OEP`R_Z=^OT^BGF0N4;@LPT9;E3l30LC98PiRXQgI2C5MAmZLFcH^8WTlEb2lW1[1?4Ng;VOIojbX62;@3ZNVni=je0]oTaR34^l38gD&mnDK`iDb6\X&1SZ74\M=C3eNM_GCZmkJ^`G4]?j?R;&CYbK1]93;B8617SPj@F9WM3&JRo6o9LKPffd&cCc`_]0hIOfnX&SQWU;g9OT4SocTFVmj9\Q[UIO0^gI70;nX@3RGD::42HHjL^@Q[8I;?PAe2^5FJ@o;8je8A&d]3KbYXk5VD9chAC[XKi@6Kf`1?XnBOMGZ8B&IUG:2[CUP9\?]3KVNTNFT[L?_YPl4e4Om9gXNl@eLdG0LJUQ:cR5d`FJ?gSH5TkPW^EFjZMAkGbdR1i:Im;D2LABfcobIF2g2O`4Q51Nj@cYQcNo9:Y]6a1Y_^L&;iknoMiD]nM&5?loje9U3aUWg&PQR2e7@7]QCV@^KXHE1`]D7MTVAK76cc0IDf7o1SZ@LJHPDY]i1ZD7TO]?KKCRMa]^K&M=PhnkWei:98RQ7;h`eXKm&4al^o@k5A6o2E=AZK[NF@LSBfZ_3mWcMRGSkFGA[6@I5n90NA]cjT=BX[SSn1TB4j6n4^?MY\]R[jCm6oh@HgZCm^egJiATA8KhO6m2Do[J=aBhO?b8DAaSd9YPOI=Jl;Z8if&RNnanfbSS9cf4V\:TbF\?UJ90h;JSN5Sa=&f_Bo[OK:Mg@M&Hnl[1mEfbTZ;0&_Ce8]gc57k7WQ\7Icc8njhDRUhOF9^A:HkPm]dD7IGSKF8F`e]`WeHUE&i@RK@OmZ2GVUPX[5iBL?L5A46^G8ERVAQFQ:f7]6eGL6HT`UH`lOnK2]LPbVEde=\8RM&g_HL2XfFT&k[7iUi3&]F09HJ`C&T&2PE:e6:ZT79dZR67R0=U&?Za2@nQoNjZ_:6Z\5Ib@I5=\d?6W4F@Jmm&gV025QjFdk8`49TJV]S:hL2:c=ZMWlQVU=46eG5A6V[&Rn5aH:`PNWg_SDgLehdW@C0JS&BeDRdZGU0mKX5ndE?7XcJSWoC8Hg`VQGIRGRm=APNBXR_^hK?;_ERV^E;U\^B[@_T@hWQFDMd=U6h6CiWOh_biJjH77:L1jI;RK`kT[1mnmmHGgoQ&CkDAM1gM2&LlZNml3jDH]g9Tg^eNLoe18;o9UL5N:4@ELYSdW7&VI0iI??Bg9GobVA]O\dkm_kiLjTJDEmoJZX0C6R]ECcKX2Hj323RhGSj[d@MIE&&;7mKSjSFJkJEZ&&hEUnVPoP1:Y9BRC=K=akd2d;bE\aDV7i^JU=Oi__^SRCgLRE3BI]blck^:e2H5;l?DQV]0B]Yi0ok2hMmAcgXTD1N3S=hGGJ^2hmE[QlgZi8&E&]261[V2AID]NXVO^7:gkRFVdfHRA==SYZ]e5aj^Mif16b9KOI?mk3:mVIU72mYG6:[IFd=TlX5bnE4Z?QMGE&LBZG^T8&ocGGQ1EZo&YZXa8]PTE9Uc^;P2_cS85OI0&1o:0Wd4=61j71Za]G=lL3Wkg5b&IGFHPf^83Ro``9N8KWdJ6ND@JhMJ8;7K3eYmS0Ii^Mc^0l889;I4`ffOU85YF@FF^j9`&EY6=`DE&&7W`ZU=&da7^S7W:HREa0d^H\bUWeZ;5[F5Kd&R&D\`0k[L_fOa`8bcU`0GQ=^15@`9K5EnIn455&?2n6&BO[UeoXlhIEGEgg&aZLb8VLAIF@KZ&0GR4U]j=Oc[XDG\35FQ?`DbTX7BiIRT=&^QO:dcS8JTk[:5:T^R:@O]`]0W=Aee]V4;e@DI^7IgSkJHSe5i:^60jN&X;^I4bie5mjPPYgXK\S9NC?;hQdGgZT_fGGY93VHl[;QToGedoCld7nQeV`m79cl2GYC48KHm&\R@]DmRE^G5UZnYDTm=SnB6\43AWWeKaP2QJDaHe&NPT;cLPfkSo9[HFchBEkKQ3LekO46^B23a2LZ3^S5e^?A7h&?&&V^lhUQ5]]DNJMEn@&0ge1&hRYT^0iJQPYD6nI\4=XjBbj7fXI09QGkk&IeC5[W=60kQHY[fd`0o@2W&oVd[M&Nd&P4;kQLJl]o&[^5]g8il_g\MHR5Gm6lQ?SbQXgTmb\n[5\nT3UgVSRO2:ICN7Y@L\a\MMdD[VbbO^O&KLQ1=h8]n8B0;7\gDaRORgDH8UZ_4]b=eV?Oo?D&P7eGo?\M67ihDg8d=d2SQ;n`W\Y9LKX7B?2GB`NOiCh`Q&[CO`?g1TmLM9ImbXa?iQ2N]Rj&AWRJ&WXgURl&aSA_Q[LM96bVJFi3O_8V]hO&iLA@b:ZgNeZ:bi22`A\U=Dad&9GN6?:I?FZlATIl26g&O=kLfd8]0m9DW_gAclg3eEnf0V&8^&5?b:DZMZ2Ok[Xh[l]oSJ=1ULcH_7jSS=k[8]W&HNoQ1gMo`Zj&[=eJEQDK40Mi9eGERn2O0460SMS=e7fWLf]eAS_]D4I]fUl3bL^F3[6&ni0HEOeUL5HHUHmJF7&HklH1iD6Y3G_X4Y7:_]_WULeD5CfQV3?lCS;Sc9FQf&1WYINWbTBUSMWD\FAn[fTYNYDCf`0b2nfRk]QdlS^TVB8ReOOVM=R7=\GGIeX3Y7InlJE?S;Y&`X7m8&B4VRjVV3h5la9C4lh=8?j&MMnQ__k7k@jXG&3aWg=f&\bAVc?6ocj7lkfXak2dgfnK186SXGZ4mk76bm4V&hc`d;\1S6BNo7&XUgFX2QhWU2^YCX59?SUOGIi^Y7aQ`H=TacY@9g\Fi1_miATcl`18;dBLn2\IIJKMZ7F&6J2Ci4Vm4d9&mgC\1P;iNIIW4bh6WMC=9hQ0UK8bZ7T:DY4]EoMHAXTo1&k^X8EclBl@&g:3=DoghmckI&8F7ncE\HaEg@Vg]KPBCf\8@K@\^Jl_R03;`^=\8\X7kWX4KaG7&][==m5InGlY?PHbZX1k62`kHJdC^`Uh@=7&1F@W&E5T\Dg;hBTGVI_@bG7Gfm36dC^F9fLH7o3;U^WOj7XXUS775c@OkE&[IR8BJC9&G]5m=n&FN9B2TVQ`ZfUCEl=Sa1?b@h=Y3WH;a8XJ]fTX&:3U\O@K?B?QD[`FGD=SbLc_E4UIh@7WoXH`P8:OVfDhT6iCFEER&CLclmmRO2\A^GPfNldP4WaQHi&3IGZ^U]_Q\R6ML8;YameZDm^Ce5G^`UhfBhniO[TUh8:XNk5QKAP`ZIlZ5\T_LFg:oJ:HP6QM9^`g^M16DXlb:gP3]FHE:RMIDkG5:UlY2IASb@@_[7hS&gT]L220UBm7D7WZ1@1]&A8NYH=hcMSATcDZJ\==j^d@PeX&&ji\icC=fgAGl9BcBa6fGH&[^5fa19&d\bL_JiJT_&ii[m=C`H&V=N&I;DTeQN_TMb4UB9?gmGoHXAbSNDATQg1oOKibi2dLf_0QYSBk7jD^koL3;mj8X3O2Hn2R68l\6hA?4GBei5@3GDPeY1iH`SnJ8&`2b4E9GkKEkVGnEU[`4MgYm_6fBO9L]ZA@DK=NGgWH&GNCe]M0jABD0]?AOEkn__DUcLd@b1i]JP[PNeSlkAQ?6Z_YDXX4o]eR_V[Wc\W@MY1`GGFEPCa?RZg\fl9AfOIRNdE^LPR?\X=O38IReYllS69ZZCl`f=&mU:&&3P;2abjY^d^jJ;21kTi70LOSAKih9&=YPM6SEedUWDB23KfUZgIERBEdN5ZaURTN?e8l&K71&7CP@ncAXLYimiX2LcLFk@c^d[VO:BdKBh7M5C30FZbe2nNe]k^HSZE5@FSF6&UXdRg6@8aVmO\90Foo0mP&eZkP7CXiC2UV?OBP2&2m28HF7eXYMBi?amB?R]SObeN[ZARe:QSnG7TTSTFV:ihNG9TfZf9F6B81YW@MSk\;?5hKYG?[2\NIa\[jVMoloWnkQS2\1`13h5mjFf027e3l19YI`&X3FN;h^loNS3ee@9`kjIGD8?^P6D[bYaMc=;U;&MKDgEEE:j^SZBIKJERCf`]:d7J@LKFabTadbmSD8eR8:0?cXIbEI]h:cFa;NNYOYJmdahgl\Ic@g48eHU5kAL&`&99:NF7?RfIM3IZB`aXCS^&7lBMagkE=JGnKJ:_c]VWOV?YDQ3m3HT_iTM&5FI`TeIl66Jj7DKH:Ha\@C[h?k:URg:_;@OT4R_VgTN7PedHd^5C&N@i[\\48b\^[hUeEBTVVf&[nl&nBBanCiUZPMfDcV\WL1_P[RJWnaOKbgfm_4;g]=40&c7bE9hkLJl_Q6C_[Znk@D\N@fEel_SegXIfEI6gnSCZ1BhNSZ4h:TcbAm5n&&h=&`e@:n:bg=O[AWOBMI6[;6];dcj=_9k`=P;F`FRo7eFo;Vh7h&I4;m7Hh;c;mRj:_2&eFM?8;m@^F8HcmOhCjhII5D;S\=T[i1&aR5hXRT6nJiMW=eU;W;gfE0J_E&Kjn`2X?7;f&c_Bk`4\NKDFZSA?;LdXhioNanLdSWo;C\2`1KfX=ME&bKC`V6j;2P;8C8Nji:2k6Ia^7Ad9U3nkem4Y783UJod`YfUjLl&LGW1QAlWTS]m&fT`EU6^TQ7:]H::W]7hK8U8VYj9YWOO43CF33KE&PBb6&oMYUUZfAQ?c_O]B6KWI@h^1W9O5nLiPbe75Z@AZX\4jS&OMPOhgNOIH8YanK64a5OMQ:bT&BcVXbdSY&RJ`kQ2Uj\o97T_c&9fNT_6dVSMI4io7&RQ8MQkmM9THJ?K7jeZ1bVFA?MhU1k0&AISK1U=&UfgmH2abFMMCf3QiG;[4o0bSIZnSl&V2@H3fQ&aFhEe?eF5`8lJNQ&gjFI`B0QWPMOIYIS6bcLCJ`6Yj9S=VggIji:T?a];CYBBdfM4C0@`@\CCNDB;;I:`7^@ZI^?2kV7l3f7Z;KBeXd3_R9aZD?bHCHfF_AmXPjo1&AR3UZZiI@V&2Y=;6DViY1U6eQUV[G[o@^dfNVBFDo&GLGjLFI1fQlohLBOSd0lNfjm?VMBa4DUm4;b1;7_]\HWNQNA^YWZ^YC6DR3kNBCTlemP[CMFm;c:@W[3RDo=A=VagW5J;:XDB4m9Ofn&23Mo9L7SUZP6I0]3AhC37V3E?Bjk65AVR9GST:e0;ISUieO]I4oBAfkh[jSW2CXR[Pm^kI=lO:FIL=kQCg_[Tn&[HAW[5^`cMLJFJm7bSfFh3\8&Q\?X3Y8=eWhVl6e?nQCj4&35n[UNLVflH^a945?QQK6S^Z8lIkU8eh[CX8F^KA^0`RHPFgK:79Cm6`5V2fFWhNcJ?fRMCnQ8V7YDFZD8V70W2c&M:33B6K7OJYef2Vk6h4JjaP`GJ&YR3&48JT_5&W5KHXk@iGWMB0KN7og&^YOG2O6=U]Qj=3MBa_G0hLTC@1IPE=F_\I=GE4k7KGEofV6]?DMkUEWDIoZ2ha[5ZKIY69?PnFF&^DbeRP58VHVnkOSG^3a]Dli4P8n4og1NTbHT\mV9]hAAIHn;TRbbXBM[]k_SEFL=V?QLJ;;Y&2kW@KGCDO:04Ni`jWGFOlb`NWZU1W]Ul0@:RP\dj09634@08N&Qa;]2RMmie2?m&3Z=EOUM0_^HY[75MjYh&m]ggYh5&KlKG&nc`QgP8;Mc=DReHN?N3Dc9i1TljoeK:QFc@ndiiDP2mbTbT\H^0?8:iU3igJjN;8LSNca4dh609=1OXgfC&Znc3SVOD9BiRcP?L7DZiOTJ@VUUL9?;6S1b;QhVVK\MeJhFT1HYJ1dB&TC`aCPVVP[OQPCPTHnhM0[YGo5K^P1B1L`6U54glgh8nLQhC2@AO;1G2[NQ\l50V1oT&3E3i:?\A90JnDMZ`dVV&kWaQ5BD0=Lk2]GdV[\cTSgFkYcAIYR?4mfoYW2_EI7;S;h3JViXlKAjH&;h2@74RF=4EM]LIiKR0=CWNRdb=5XT:W&@M;6kF0B_gMj3HoSBm[fZ1DHM[R[SKTRK_kXOYfn`@Oo?hQU_hLa3Lm94;=hQK`A4kLeb@:2fmR?TnnE?md14dFm&O&7\DE?^n:WFNRP66c]ePeAae\g?@=?28RHW7F\9;i01ZTUJ[;Pa;2W4;a1eA4OUH;:jjQliGGX`f9YgYi3dW:`gHhfLik2@E1a[fXYa&IQabMbC0b;I6[3QMS7gl1^l3QW&F6gDASZQHH[kW:7Xk1O2@jd\BXgZC=cU7Xe&8\D4GohNF7jW\IE:&]G=?BnhXW^?TPPaSKPf7;_@[NLFjK3nPUAaT`hR[l;LL`aL]Tg`^&OdnA^I]ef&ICBJFliKPK9k=;:7K][b6iB`d0A9=BPi1WK7g0V`Z^1dg68WESDY@bgDWZ_&SG;\oG7L;S&HUcXJhJ[c\=;^&6aZAU2MoJ9TdTXdh8?HiC[E\64=S5RihaT5]OHSRPdnjc2n@8`2&3b3Y6a5Z&K^4M_M[ZI^XSYIMgNLdiGBeniHc=C_FP^V[33Zo7dnmKW3k47J2n2o_2oER7b&hI&J6XFck:]^`U?df6&B8[_cL`Ci;B]Bcl5=C1Bf^\eE&]U&]iBNGmLnFG^@M3TBR;HoCR\=@XeC3^_;:Tm;9ZF3&1f]LkZS?bCXh\Hno&R9Bc2MhGHcAQkH7dIB^6ecFFPjn:=?NM^`T209T7ENFn:[H1^KdmlliCY6ICEJ02E=BJ4Dc`1?Yl4EOZSna:Xg^8KN;K8?UC_gUdXo;e`@bMd=^^H&d2L0eQg;4jC&RMIDl\?L_PQ8V]l0&:\04ngPl4[fRCb9KUWOJfA7jdGDT2aHO^R5Q4fRaJ&1E^MIoY2CQNHVFQo=lFOE&ghFhJI20mT2I&DFEiMPdP&FiSZ^10&WSG?N20o3]M3?eE_ia&&eXjXA?o61&&nc@m0Y_Q]&I3&lRXW]G4?Ie2O[Y?Ze&_ZBK:=4UT2B:EMbWgf7m_hXmC69k:=oEmKUhILGdo83AfPnS_4kjKC`_Y7W&hBHI:]I2J@;10L:7j=LT1A;TE62O:kS\:Y5e1\YD0;DZa72SnE3JZ6F0F;O8DoKW4RfanIMmEcK&;B=\HjV3CoGO\f\KYAlQHfogHP@J02k=hT=?2gET\g[TcKBVU;&0o4?SA?^PRW`@?=`a9:gTWf_0V`?\@@K\6f7e&S=jHeYKeSbXCa1ST=4RM][U5cV[`7=LHgC0?TbihOmIIbcj@gn6NH?fP[L]J?moEegOZ89O9?afD&PHdXHNlIl33Mdli^f&B__0KceZWI]FDakG^6]`C3Wh3L\R20E9^0e7DHUm9iF@E=F36ddP]=Ze@M5&[57]nEYP;NP11XZIm?^]dgnKdAEAU&2\h;VmFNfQbAFYi369_3RXAEZQ_J&&5WeeEH2O8BYF:ZKnh`10`Raj7=h&3T3g]G6=oBK_BfTaaPFaL^fjjLJ&79Ro9BhXRU7`fbV6QWe^[DT&\XFQXD18;DeMRgDT8g&UD]P\jjj:]=i5Jga:&iI&jO]NZW0d&:O`IaRVTlk?Qfnl5Xbcci2US]6VcEX7Ha;7RIgPK2g&4EPfVPdAFcDGec\2KP[0[3GT0UG80DN5]AV?6Sa&Y@VgK?c5Zb=GJI;_^T_RUZT;4MTj7KDNd34&C&`HfJCOWBP0&[XjS\OREJho6bB&FZ^8MTS8dJ&KMGG72OjYQN0O0cbf6nSC9YR_[bPc4eDTW&k`hoHe9^?GLj&TT2HkMVBTX1L0kLTgLJXZ2&3]\@cI_3nmog]ogd8\9BIJGKPC`O2EoAOMkOB&im`cnfKW7R\hA6l:j;B4C8hFeAO&BKn&WenG3J2TdTg:QlZ?Yk4Lambe?0;6IjDA`JbB06a[k7`FFUe?jneQP7^l_Y&f2MI8SL_9E?ijC7l[Y?GgnlJ13U_IeCl1HhIWTBWd&:^_DjN?16Oaj\EH8Di=YgQ?8S?Am?W9Y?`K`MRZP[`dT?Q5gFLN95@P7h]bY=I5KjYMc3J5ime=&KXH9[DcU6JY7Wm1NhaLUW:cGHjPjM=7gXeUeCCc[0^Mj=CHBDKk0T3hS2XIfV6jb:4Odah:&b3kU^Ae&k40X;P4mFk99Xo]V&0W2KgGVjR6=?A8C3Y8L7XWVdWdfF2k[1DFLnP[[;_l&7bJeIR9c5jdRgDj:]:jO1jB1;HST7R1GJS&:neLifRDbKL^GYaUNcAR6HfokanUC566SHcGO6`UFaU0:nhNJ\8\AM?aJ`K5ZM4dQ8TmXkKlPGMgD3jhGZE:g3SK99GdB6Y4HDnYkD6nH@UU@`R6Z3[mLN&Q7lP3=5YORU;acII15_BXK[hW7KY_oI_S\IaaOSIlLP&7b=o^Qf_RDgVogBl`Qb0:i5SS1L\PlhTSN4GE?mFT;T]Jm9YMNgZIcnTA40]cXF@;5V63`^7=SRfGJHLl57C=MNOXW&mB;f7\CU56W5oR;j_oSE?\QldNHA&0;=U?oCdR=cL2MmU_:_=aF[^MHcVmVmNclR=AHRMT&4P3Y:&Cj1neBf[O`g1`V]_mKhCO^oh\ehn57G\iDbM_5o1NZ1F&;6W0dd4XXGFRTo\:H[^LFh052n9IgQ&GU]Li\iC^MXEO?iKB4JD;7KSTRUT2Z:NX4B4;EX2&g&XBg^XXCagV_Lob_^d4_29PI`Q`9_=CoJ9[K0=K129IjbmJY@[i_FUZ&:CLFUNIg1_ZUY9`KC4Pe[3GLb86DCJYlWS59UJ4iQE&Ca`93ehF7&`&O2`DPT7;30W=&&eYbEkBa2XGo6L]&cCRiCYOJDKD2Y8&;afcWFc3\14SkJRCgAMlAC[&iD5lDH`9_j3l0RmZO?:UQ`_YNjXB0T`DBWJ5c]&FRQ3acF46o0B?o[gZTF&gE&BVZY&McL[ATGj_ljVD=:o:PC?ME]QD&JeGi68\bB9DS]&@hG7E:i&GV=BHkDMSK98AcaM^Zob=5&`C^;ISD?Y29XQ4O&\HX@cCOXgh73S];aZ4[mlBE&ET2l=5UZgNUD_:30]NiGZc5Xg`?NlP[XGcL2o]E]2mE1S2n9=;mcEnTj_oONXNc]2LX3;a=AWlJI2hjed`3mT6SCCSY0j?`23L3jo`5@50O\8J&1N;``8A3C1;4Go047\Y7[E\:J7Kc:d&&8nLKYMb&Rfa2g7CKTXFhAhiafEjG`M7CDhN6Tdj@m8O2D@T&aSFb_TmA59JBD2fK]3:D0dEYWT;FOePNmM?O\hZb=_O[U@ghK\bYa5f5DPgh1e[3X&ZDbiLh&WDHQh=lNB5ZUX1b4cLVPW4Q6YkQ12FW9&AQnli\7jTLDLZom@P^7U^Wim:LRZ2eT`n2=l]QTFFB\I2fIm4S3\coVo4_IO3FX&[hb`Qi3fgXEoj[9oo:16L84ZfU_;85dK7C6Pikd[7m`iF9HgT\&P\bNh6ef]jgFZUAgW`;i`_MFW1]YT;i3ZEkQ];899`^_eF1?KcK@n08h9I6OOf[&YGhOnf6mi8_o4N^&\RR=ZLL8DP:2c3EUJ5imZRLS`BbTmiAVBKb_Pl[O&N?_eQbFk=OR`n6JIZA4L`I3R&iPN]8ZXRd_e&hj4F[f7JO@0jaHZkKJhhM;NQj3jW5amm^WcbPONeSlhlodbfDB&8AfQgLkJOlG:;:g;6V8=Vb7ESD&XJ=_VMg7`]&Qh;U&29ScTCZf9PjhXOiU60^7JolmHg\FTj7&ONjmWaW&KKUS;DALESmgW&o&fM09CH&nkhODehSJY\AU`OK@U&m&TCkmB8A88W@4N@3SMSf`aaNf_O_Nc&]oPH;=BH`1K4KP@9RH=SLgBfY=G9:2kg56U7^aeH8=`d^9;j\AUEjJMfo@`JVn?RXFGP[b226eOR9c^DM3YhS[b5c[Tc40Q^MC98m_2gk@Z:o2]NB\ajLF&e6\E0TY73n2\bf\74Xg1EmkDl=DRo&l&h6gebDmcTPFI&SGl3GGnGO9XY7O6Zf_&[_hBi@UTl[dhfm:B?&1bT:[iYdT3:H50YY4iCSHG88cEK]doGTM:EZhR9R:\jg_mZS\0W9@2L&8cM6MTUMf=`M`LW86B8FeSW]]?M3bUNKQ_Z;&ReJVQgV6Yg&PF&O0]k^7AL&dmAIVH=aHd@ERgP;OG`6fA:Vnh2@IV:0ZR7_HKIRkMAf4O]EC;AI[hmd8HE&Xof2Q7aKU@6RfiTb@cP8WZQ9DKf6a`P__?NbWCIg5OndiU\3[;^&l5KCNC_DHG]Y0QaJL:lS4id]RWWV3keTj=DO=mQUU1&R56EUcmBcgFP=l2kA?AaDeAXEUM:]mmfJMB=k@Wj8XZd&XfoN3]g8&PZQlYnXSh8=JYTHLWmf0P0?YIZGEMb9eigfPE@@SiMNE?Eh2&?d_UFjXf@J0M[oe^fTaW@hi8leoFTJ&;S:R0&@6aD\Faia?[]XQQi?Em9C&640ED@IbS`OnZ&_n@8D9SBC;Ygn1ac4^J]Q:?lV3g9hLB[j3AjD5WE[5go?X0dW]@nUm\MIKUiP5lQ;9GZGPKkmEFmffBV]O4;hcJZEKDTbUD2H6TEk;&??9FcECX1CBMIWS17ge&mfF&4oVSo2YLIY1Ek_:XQM2h2Jm_d1RkQ:dS?5Gi_XJNWXPk8oMYeEY4Z&K1R1n92Y`5PU?b1RoXA;&1Z9lLg;m&I@0;`eoYK1l8H_RnQgL`=7FCS=Q;VT\8F9JK?_flleIT&LjSJDf3G&S4NG=GbQQa7Ca[l\CHDh=C;&81jIWCjc&XT?SZ5jCM:WB4I?LPFVRL``XFo\\aI@AWc3G4Ek;8?=8ecR__lY00@9I=5EmO[T;O1jKP34E9D6cIADY^=PSC9i@NHGl^4&7Lk60\NA2el4G^H2YNESm&fh^^ln6aMoEHlkY5VUB:[QndOR7\hCTbKREERBdW8HcI8gXBlC:Ilo`SaXLT`fRSgLcIAdWT;k22kIjCM1`M&nGIT:3jh@[_cOjEWRCJ_&jjZ2@e0n2dAiYWEYVhY?N&iF`10874lQWQ4c8:og0e`Gdb7&1c8R=PJhWam30bg[4We2]Q09WekN_Kk]LkMh8KWQ[JVLYmPggXnD]i&hiODT9OlEVHbWlggD539IZG`bUb7]K`1MJZOL4ldnj]254PPP=]&&o8k2J_o&P`oKm^k\6=C\@3n2S_LIKY2&QMmX[kd_a97:i5II78H1]\&n2R&ocC92IBCdKg_9ai67jbW81?^i\Q_@@XAldQURUlA0J7n;0X1LnhB7JVh3S&IeFKOT6Yf:c=Ck0NKY9iYohMgG0jlSkeg1&Z]b6Agecd0`06HdAT4=JDZ6WNld_bITP8D_oU4k=H4@I?1@@:D4WBZJ&P649egXmA\?I@b_VMS]_DScLa]7&o=WCHH7eGW=hQVlKa0MAVYY3;QK;2]6kE4dI`=jh1=0I5XTPoCH\C0`5abh@l[943Qji75@4Tbj`iU73CWB2di51:XFTc5@HiJ^c[_FOAkCa`\[gTLDgM&NNd=6RiC1?NCJaSFjNXQ_fGHn\MWBeAI5IXZMS:UZhbdQB0jB^YjE[HV5QaXElCjL4e^?dTL4S`mJ1gDnEm4\;4O01hZ3T8h5;V&S5RRRj&^mNEHMYCdgl&b36C:fA@625\N1Z[O@3R9UC^jP[PRm;@A_1b=^1;N@;=8oBkkbIR@XL8ZTf5ePR=SG^dIUUiP7FB[2&_gb7;16G1FQ6&U3BV?kP_=UJMRHGXnK^37bY]5^QEHEi6&Uj7i=`M=1=&_jnIKFkYO14goImehH04H[d[_9Q6jLI\K`^2d2ifDBML65l29VhmO_^M\RR`E3;9]HIc^@lGHdUmbMDIYYkIKoQOBa&]Oh8NA1G&aTfOY2`R95GT&4kj\1P_JX6InDPM61M\nZ70NXV9`n5S\Pb4YMf_9n=]Nk3EV7IjX:M]OD_358l?d4JjaP`h9YCZ8J4mH[l?YO`mDLcJJ7fdagWH`BmQIZo:]8;o;iDUel7Dg3Mn6]@oRH=1X2@0UCJ[[K_Q1=Y=Ah\FPh18c_]X`BgdKY2^f:RhID2UDDibZ2BAHicL`^j8@4@HW;VV_h@M=?bCY1U7TaG4R]flaLan64IJMD5FjHiB663S01:U`F?eS[`3jYH\_&mbIA8K:a`o[:@CoZQ@H663ONER_9e&6nl:QTIbhaIbAFjBA3iOfcLBIZT5Q4o4_[[_MnTbnhJ067;E]L27?aYCB23b4&QTOiLUN6af6n&BF0TNj;@&PSW8h6RILLZ4i1TP^XJ&?N3d96_j&&aD:BkiGkM9JQNTTkTEjc_6\m9J`V`9jN=`b_@A1IkVXo&0cNGE`mc:BlJaSS&LLi_&SG=\21TE[M5_O6on16YVISB&Qa&]GLbc_5Ek6E1=1\]BEYK`5S`P\3&T319:3bWknK4HDA&PNn0]cEjOGKFi32JS91Ylj^]L&dkFn?85M^P5TIn[Enk5XhWcah7R&;d@dT6ibDcI3Za;mR8Vh1kA:mEdR8f:VYSjV8BZ4eio6j=6&o`MZ@M_Y`=B2`{/SEB}
已投稿到:
以上网友发言只代表其个人观点,不代表新浪网的观点或立场。

我要回帖

更多关于 我们知道方程2x 3y 的文章

 

随机推荐