2016高考理综生物复习:基因工程原理及应用
高考理综生物现在大家都在进行冲刺备考,为了便于大家掌握书本上的重要知识点,下面学大教育网为大家带来2016高考理综生物复习:基因工程原理及应用,希望大家能够认真阅读,从而记忆好这些重点生物知识点。1.概念:按照人们的意愿,把一种生物的某种基因提取出来,加以修饰改造,然后放到另一种生物的细胞里,定向地改造生物的遗传性状。
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
2.原理基因重组
3.工具:
A.基因的"剪刀":限制性内切酶
①分布:主要在微生物中。
②作用特点:特异性,即识别特定核苷酸序列,切割特定切点。
③结果:产生黏性未端(碱基互补配对)。
B.基因的"针线":DNA连接酶
①连接的部位:磷酸二酯键,不是氢键。
②结果:两个相同的黏性未端的连接。
C.基因的"运载工具":运载体
①作用:将外源基因送入受体细胞。
②具备的条件:a、能在宿主细胞内复制并稳定地保存。b、具有多个限制酶切点。
c、有某些标记基因。
③种类:质粒、噬菌体和动植物病毒。
④质粒的特点:质粒是基因工程中最常用的运载体。
4.基因操作的基本步骤:
①提取目的基因:人们所需要的特定基因,如人的胰岛素基因、抗虫基因、抗病基因、干扰素基因等
②目的基因与运载体结合(以质粒为运载体):用同一种限制酶分别切割目的基因和质粒DNA(运载体),使其产生相同的黏性末端,将切割下的目的基因与切割后的质粒混合,并加入适量的DNA连接酶,使之形成重组DNA分子(重组质粒)
③将目的基因导入受体细胞常用的受体细胞:大肠杆菌、枯草杆菌、土壤农杆菌、酵母菌、动植物细胞
④目的基因检测与表达
检测方法如:质粒中有抗菌素抗性基因的大肠杆菌细胞放入到相应的抗菌素中,如果正常生长,说明细胞中含有重组质粒。
表达:受体细胞表现出特定性状,说明目的基因完成了表达过程。如:抗虫棉基因导入棉细胞后,棉铃虫食用棉的叶片时被杀死;胰岛素基因导入大肠杆菌后能合成出胰岛素等。
5.常见的转基因生物
6.转基因食品的安全性
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K+HfFXgjwlonwj+K3xEs9I03S/ihZ+MtW/sDxHZ20cWqy6h9taO1tlmXEkiysRCYixV0dlIxmqnxf8KxX/AMY/iPr2oeFdAgt7TxB4cjuPiAZf+Jz4czFaNvt0EQbyS2Fd1uU2CVmMciqwaYPnVN/zKL9OZJ/hfy/EcvdlNdub/wAlbX49N76q2h920UUVQgoorB8ZeAvDPxG0gaV4s8O6T4n0tZVnFjrNjFdwCQAgPskVl3AEgHGeT60Ab1FeVf8ADJ3wQ/6I38P/APwl7H/41R/wyd8EP+iN/D//AMJex/8AjVAHqtFeVf8ADJ3wQ/6I38P/APwl7H/41XxhfeGfgw3xuj8Sp8I9Jj8OW3jVfCLxL4FkOhyaf5bWjXRuBafYxINScDcZN22MDPahe9JQW7/zS/Nr5XeyYPSLm9l/k3+Sfz06n238f/j74a/Zt8Bp4x8XJenQxfQWU0lhCJXiMpIDlSQSoI5xk46Anitn4X/F/wAF/Gnw2mveB/Eun+JdLbAaWxl3NEx5CyIcPG3+y4B9q/Mn9oj4GfC74w+IrxPD/hb/AIV3p/8Awndr4VGtaF4LuI9Nj01CLea4FzHbpaeY1+xj3GXO1QOfunvPgR+zxpP7PWvaHrOkeHdPt9I0f4kyaLJ4wGrST+Ib5GklsIbZrYwJEkLSTIZdkpyqFvLyBtKf7yUUutrfPk/+TWnqt9Aqfu1Jvpf71zf/ACL/AAezufpVRXwdovhh9B+J8HjtvCXhvS7OD4r3tpceLdMuM+Ib77RcTWkdo8f2dAbfzJ49+bh/kjJEeQNt/wAVeCPCWifCP4rfESz0jTdL+KFn4y1b+wPEdnbRxarLqH21o7W2WZcSSLKxEJiLFXR2UjGamk/aKMu8b/8ApGn/AJOu23miprllKPZ28vt6vt8Gu9r+TPuKivkvxP8ADn4deIvGXx/8UePNI0m3vNG+wzReJ5YUjv8ASdmmQyLJbXX+shdHwylGB3Yx1ry74m6Jrnj20stX8WfD/QvF3iCH4Rafd6tda0AuoaLM7z+fd2UPlOXuEO6Ty1mgYmMBZASMSp/1/wBuzl/7ZZ3sldO4JXSff/OK23+10u9LW1R+gtFfCv7Q3hS38T+KL+6i8LaB8TrOw+F9rN/wkGryb76yiM1wDqNivlOZpwuZdomgZigCybiCPpLRviPqen694f8ADtho2o+K9Hbw9Hew69DLCX1MjyVEyNJMq7cPlssXLSKcBfmbVK6b7Nr7pSj8vhvr3sr2ds+bVLuk/vjF/P4unq7XV/WKKyvCen32k+FdGsdTuftmpW1lDDdXPmNJ5sqoA77m5bLAnJ5Oea1aRQUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAFDXdA0zxTo93pOtadaavpV5GYrmxv4FngnQ9VdGBVgfQjFZGifDDwb4a0fT9I0fwloelaVp119usrGx02GGC1uOf30aKoVH+ZvmUA/Meea6aijZ3DfQKp3OkWF5qFnf3Flbz31lv+zXMkStLBvGH2MRldwABxjIHNXKKAMY+DPD58S/8JEdC03/hINgi/tb7JH9r2AEBfNxuxhmGM9CfWs7xV8KPBHjpbtfEng7QPEK3hha5Gq6XBcicxBhEX3qdxQSPtz93e2MZNeafEb9orXfB3xV0Pw3o3w91jxZptzqcuhXU+m3mlBmvTpx1GNYjJqCPGyQxPviuIotyyLIkg2olxa+BPx+1f4raxqlnrfgvUPCW691VdMF7dac2+HT7xbGeMiG9lmllWbLO6wpCnmLGHkwks6smGx3Fz8Fvh7eeDLbwfceBPDM/hK1l86DQZNHt2sIpMs29ICmxWy7nIGcsfU0XPwW+Ht54MtvB9x4E8Mz+ErWXzoNBk0e3awikyzb0gKbFbLucgZyx9TXiXx7/AGg/HXwd+Hel395c6PoviyCHVLy+0w+E9R11dR0+xuYo5b+E2dyq2StBIk4jupCoa5iiknj2SS16B+y/8Ute+LHgDUNR8UzW6+IbPU5LS702Lw5faHNpoMUU0MFxb3ckj+f5M0MjsjNEDLtRpAnmu3re/UDuIfhZ4Lt/BDeDIvCGgx+D2UqfD6aZCNPIL7yPs+3y8F/m+71561P4K+HnhX4a6ZLpvhHwzo/hXTpZjcSWmiWEVnC8pAUuUjVQWIVRkjOFHpXK6N8YrHU/iXrWmHVNHPhOLw/4f1XTNWjuF23cupXeoW8arLv2OshtrYRBRlmlIBbcoB8b/jppnwI0rTNT1rSri8029ma2+2Lq2k6dDDKF3JGz6he2wZnUSFVjLnETk4wMu7u33DyPS6K+VfgR+3fpXxg1iy0BdA+0a9f61qFlBHpniLw++y1ivJ1ilaAaq9w+y2jWSRoo3V9rvEHjKE/VVIArHv8AwboGq22sW97oem3lvrKhNTintI3W+UIEAnBGJBsAXDZ4AHStiigNjGvfBfh/UrTV7W70LTLq21hBHqUM9nG6XyhBGFmUjEgCALhs8ADpWwqhFCqAqgYAHQV5r8cfirq3ws0/w0dD8PW/iTUtb1OXT0trm8uLdY1i0+8vpHH2e1uZZG2WTKsccTMzOoHv4rrH7ZvjLSdD8XaqngjwPqdv4dhubrbpfjm7ujqNvBpNvqslxbFNIKmDyLu3QTSNHH5ssabsyxbwD61orx/43/tL6J8BdV0y01/R7iS31GFpba+bXdD06GRlbEkajUNQtndkBjLFUKgSp82SQOK/Ze/bMsv2hLPwrpo0L/ipLvRYdQ1eXTtb0Wa3tH8lDK5tYtRlvI4vNZY1EkO9TIgkCndgA+laKKKACiiigDHfwboEvhuTw8+h6a+gSIY30prSM2rKTuKmLG0gkkkY6msSy+Cvw80zxm3i+z8B+GbXxY0jzHXoNHt0vjI6lXfzwm/cwZgTnJBIPWuzrz/xTrXxTtNduovDfg3wfquirt+z3mqeLbqxuJPlBbfCmmTKmG3AYkbIAPBO0C0d0G6sXbP4LfD3TvGbeMLTwJ4ZtfFrSvM2vQ6PbpfmRwVdzOE37mDMCc5IJz1rbv8AwboGq22sW97oem3lvrKhNTintI3W+UIEAnBGJBsAXDZ4AHSvLPhb8VPin8StO0zW/wDhX/g+w8N3d7LF9tTxldTSy2sdw8X2y3T+ylSaKVE86E+YqyxyRNuUPkZV9+0b421XXZdK8L/BPxheX+jXtqNctry60QIkEysTElwmqFEuVRo5/LIclDErrEtzHOpskuw7636nv6qEUKoCqBgAdBS15p4T+MOq+KrnxBb/APCs/FGmXGiwuZornUNElaS6EccqWQEGoyGOeSOaN183y02spZ1DKTwGjftU67deLdQl1L4V+KNM8CJqemeGYtZkl0qQwavPfG0uBKYtQcSwJJPZRboFkKSrdo+GiKqC2PoqivNPib8aV8D6Lp+oaNoFx4wt7/U10Nb/AE++tUsbHUJL2Oxiiu5Gk81FN1KInMEM7R+XJuTKhTxXjj9q6w8F+NPCHhe40/ULjWn1pdK8U2+jeHdX1eCxdtGnv/JtbmG1CzyhhaHCqX8l3dokAYoAfQFFZPhPxTpfjnwro3iTRLr7bousWUOoWNz5bR+dBKgkjfa4DLlWBwwBGeQDWtQAVjv4N0CXw3J4efQ9NfQJEMb6U1pGbVlJ3FTFjaQSSSMdTWxRQBjN4M8Pv4afw62haa3h90MTaSbSM2jITkqYsbSCSTjHWsWy+Cvw80zxm3i+z8B+GbXxY0jzHXoNHt0vjI6lXfzwm/cwZgTnJBIPWuzooWjug6WOMs/gt8PdO8Zt4wtPAnhm18WtK8za9Do9ul+ZHBV3M4TfuYMwJzkgnPWiz+C3w907xm3jC08CeGbXxa0rzNr0Oj26X5kcFXczhN+5gzAnOSCc9a7OihaWt0B63v1OM1f4LfD3xB4uh8V6p4E8M6l4ohkili1u80e3lvY3jx5bLOyFwUwNpB4wMYxXSyaFpsuozag+n2r381uLSW6aBTLJACWETNjJQFmO08ZY8c1xvxz+Jn/Cr/hZ421uwn0+TxJpHhnVNe0/Tr18/aPskG8sYwyu0Su8KuVIx5qjILCu1stWsdRub+3tL23uriwmFteRQyq7W0pjSURyAHKMY5Y32nB2yIejAlWVrdP89x31v/WhR0zwX4f0SOFNO0LTLBIbFNMjW1s44wlomdluoUDES5OEHyjJwKvaRpFj4f0qz0zS7K303TbOFLe2s7SJYoYIlACoiKAFUAAAAYAFfKuj/tm+MtW0Pwjqr+CPA+mW/iKG2utuqeObu1OnW8+k3Gqx3FyX0gKIPItLhDNG0kfmxSJuzFLs9K8G/tCapqnw98d+JPEHg3+z7vwjexwXWnaZqi/PA9hZ33ntJqUdgINkN6DIk4jKeS/U4Wqu/wCv68394v6/r7j2uivjWy/4KUeFJfH+s6fNpVuNCg0yxuLV18W+F1mNxJLdrOGlbWfJdQkVvtSNjIpLmQBXiLfX+k3s2o6VZXdxYXGl3E8KSyWN20bTWzMoJjcxu6FlJwSjsuQcMRglAW6KhtruC9jMlvNHPGrvGXicMA6MVdcjurKVI7EEdqmoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA/Or9rYaB4F/aanRb/8Asq/fRbHXU1TVPF93FcefLcapCVg+0eJ9LSKKNGmVEgVwgu5l/drIFfoP2H/DnhL4h+P/AIjxTwW+tW9npll57W3iK5vrTUFvpdV+0wXtuuvara3C7mmlCysGD3UzmMF1dvuqPSbGHVbjU47K3TUrmGK2nvFiUTSxRtI0cbPjLKjTSlVJwDI5GNxzU1Lwnoes/wBq/b9G0++/tayXTdQ+02qSfbLUeZi3myD5kQ8+bCNlf3snHzHIB+dfjz4bah44+EUmn/Dfw3/belaXovxNhitfD+r3mmwW0N3q1tdadHEtjG63Pn2kkM1vZSBYbmF0cEoFJ+iv2ePh34mvND+KWk3/APbHgi3vfHJN0x1LU9Ru72yj0mwgkFpqd+kNyVeaFk+1BDhFkW3ZSIp09r8a/BD4dfErVYtT8X+AfC/irUooRbR3mt6NbXkyRBmYRh5EYhQzuducZYnuateBfhP4H+F/27/hDfBvh/wl9u2fa/7C0uCy+0bN2zzPKRd23e+M5xubHU0Aef8Ahzwnof8Awv34h+GP7G0//hG/+Ff+GtN/sb7Kn2P7L9q12P7P5ONnlbPk2Y27eMYrgP2ifhVrGj/Ce5ji+IWoaDqtvZX1vbePtd8baloul6NAZ3OnxXEcN4v2m5/0iC2FxMrl/KaaZpHVLef6K8N/D3wr4O1XWtT0Dwzo+h6lrc32nVLzTbCK3mv5dzt5k7ooMrbpJDuYk5dj3NF78PfCuo+MrDxfd+GdHuvFlhCbaz16awie+toiHBjjnK70UiWQbQQP3j/3jkA+Kv2ePh9H4y8f2Oiw+N7iPw8+mTeIL7SrXXfE+jalcvcSlvNtFPiG4S4gM0ryS38ayW0rOohlnMkjw/etc/41+HvhX4laVFpni/wzo/irTYphcx2et2EV5CkoVlEgSRWAYK7jdjOGI7mugoAKKKKAPn/9r7wlefETR/BXhK307w/f/wBr6062667NbjddR2dxMscaXOj6lDzDHduXZImXylVXPmFT8a+E/wBlq5nufEF7b6V4H1MX0L+ILewittNa5S1gjjtbiGOB/Bjs88M8DrLbQRxvFJNGksCyy75v0/k0mxm1W31OSyt31K2hltoLxolM0UUjRtJGr4yqu0MRZQcExoTnaMVLHwnoel3kV3ZaNp9pdw/avLngtUR0+0zLPdYYDI86ZVkkx991DNkgGgD5L/ajs7vVPBumeN9M8a2/gN9Rh0zU5tfk+JeoQ6LqTEo76bpcSahZwSNJbwzN5zi3Vw0e0q00txaH7Kfwyju/GWo2a+Lrifw54OhsYbHQLTVfE+j31tLgPF9p0u81mcwWgjjCRxXECGfDkIIVje4+n/Dnwn8D+D9dbW9B8G+H9E1prKPTW1HTtLgt7g2saxpHbmREDeUqwwqqZ2gRIAMKMW/Enw98K+MdV0XU9f8ADOj65qWiTfadLvNSsIriawl3I3mQO6kxNujjO5SDlFPYUAdBRRRQAUUUUAFef+KfC2qfEvXbrRdatfsPw/tdoubRpFZ/EblQxikCk7LFd2142w9w4ZHVbdWW89AooA+dfgBpniLTf2efgN4j8NPcai7eEvDmm6poM1yBbT2TwwK91HvYCGe2WWSbcgPnxo8LK7fZ3g+X/jX4Ct9b/aH+KsVn4C0+9tLLWoESXT/BMN1ueXTbK6maWaPwnqhklaa5ldmkuA/zjMajaz/o/pOk2OgaVZaZpllb6dptlClta2dpEsUMESKFSNEUAKqqAAoAAAAFFlpNjp1zf3FpZW9rcX8wubyWGJUa5lEaRCSQgZdhHFGm45O2NB0UAAHxB+zH8OrN/g/8cZUl0/4a6nFrVtYXWtS2NxoqWlhaWVpfK06WcGhyrtN5dkzeXbsUkUO00SLu6C4tvizqHiHwhoNtfeF18PXngbxF9m8Fy+AJrS2u7KC40uGKCTTpdZWMNJFKoiWZ4fJjlkjljQyOsX1V4K+HvhX4a6VLpnhDwzo/hXTZZjcyWeiWEVnC8pVVMhSNVBYqiDdjOFA7Ciy+HvhXTvGV/wCL7Twzo9r4sv4RbXmvQ2ESX1zEAgEck4Xe6gRRjaSR+7T+6MAHxr8afhZb+MfgJ8NtKtND+H+q6D/wmemW/wDbeieDIdJTw/ZT6xZ29xaW1jdS3LRXz3b4mjlj8vZDcxzxrIqrJ0HiL4PfEX4efFPwGujeIvA+kabq/jmKfTLS38L3Lw2ssPgueydvKW+jEcBWymWO2UsUDRMZ2wY6+v8AU9Jsdatkt9Qsre/t0mhuViuYlkVZYpFlikAYEBkkRHVuqsqkYIBovdJsdRubC4u7K3uriwmNzZyzRK7W0pjeIyRkjKMY5ZE3DB2yOOjEEA5X4IeCr74a/BfwD4Q1OW3n1LQPD+n6VdS2jM0LywW0cTshZVJUshIJAOMZA6V2tFFABRRRQAUUUUAFFFFAHz/+0l4F+w/AL47eJ9Xvv7a1648Ga7a2k5i8qLTrA2srLa28e5tu7ZG80mS00iKTtjjghh9L8X+Cr6bxNp3i7w1Lb2niGyhlt7q3nZoodbtfIn8izuJFV/LVLmSOZZvLkeICZUXFxKH1fGvw98K/ErSotM8X+GdH8VabFMLmOz1uwivIUlCsokCSKwDBXcbsZwxHc1q6tpNjr+lXumanZW+o6bewvbXVndxLLDPE6lXjdGBDKykgqQQQSDQB+W2rfs4xarZ+EvEUVt8P7HRRZQ+K1mmj0uJLzSp4XgE/y+DY18qJrmCWdplkS2QxvMkJaKZPp/4UfCq+8NeAPGfw/uNAt01jStTtdTg0vwb4qbQJpZbmIRLLcS6dpmkgWgVMmVEuS5huFAkltlhH0/rfhPQ/Evmf2vo2n6r5llcaa/221Sbdaz7PPtzuBzFJ5ce9PutsXIO0VleMfhP4H+Im/wD4Svwb4f8AE2/yd/8AbOlwXe7yfN8nPmI2dn2i42/3fOkxje2QD89vCXhm/uvEIi0/4z6Pr+t6v4gXQo/FMeveJH0y6tDcSz2sC6nD4jWOSeOK4eOLTsG68xiSrQu9833Jf+A/Ffh3U/Bth4P1uSLwzp73P2xdburrVLlndJSrzTT3BmuEDPtVDINhKH5lUCP0XVtJsdf0q90zU7K31HTb2F7a6s7uJZYZ4nUq8bowIZWUkFSCCCQaqeFvCeh+BtCtdE8N6Np/h/RbXd9n07S7VLa3h3MXbZGgCrlmZjgcliepoAXwxoX/AAjukLZmf7TK0091NKE2K0s0rzSbVydq75G2gkkDAJYjJ1aKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAoorz/Wfh1rOpfE2PxHB4t1DT9PGmPZLaW6QFoHMkbfuxJE6lX2ZYkb8ouGK4VQDtdJ1S11zSrPUrGXz7K8hS4gl2ld8bqGU4IBGQRwRmrdVNJ0u10PSrPTbGLyLKzhS3gi3FtkaKFUZJJOAByTmrdABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHmviH4/wDhrw74lvPDTWmuaj4otgJDommaRPc3LwH7twNilRATlRKzBdwZM7gVD/DPx78M+KPE9r4Yjt9a07xROjTHRdU0me1uYoADm4YOoUw7gE81WKl2CAljivCPFOq6db/Fbxj4P+32WlfE6/18aro3iu5u44V020a0tkU7yf3jKEMf2EZ80bWcLHJ5gd4M1bTbz4t+CfCMd7Zaj8StK1ubVtf8UW15HOuqWgsbmJiJAflZ2khX7CceSELIrRxJIwB9eUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFITgE+lJuyuwForwDwX+0p4j1LS/B3iPxT4H07QvBniu6isLHVdM8QPfz2txM+y2F3BJaQCNJG+TdG8uHZARhiyl7+0n4l0e28SeJtR8Dacvw58P61daTqOr2mvvLqUEUEpie7aza0SPylYBmAuCypuYBiNpcfedl5/ha9+3xLfuD93f+t9u/wAL27Hv9FeKa78WviZp3xb0/wAF2XgPwleQ6laXmp2WozeMLmItaW80EbNJGNMbZK32mMhFZ14Yb+AS7wt8WPiZrHxa1DwVqXgLwnYR6XaWWo39/a+L7m4K21zJcIhijbTI98g+zSEqzIOVw3Jw4rmSa6/o7fmgeibfS347HtNFFZPin+3BoV03hv8As9taTbJbxapvFvNtYFondMtHvUMglCv5ZYP5coXy2QGtRXmmk/FW+8earZaV4X0i4sby0mQ+JH162ZBooVgXsmVGxLdyL9zy3aJYnS5LvHJbJd+l0AFFFeLeLf2lNFtPHnhjwr4euRf3t54lGh6hNPp10LQbYZnmjguyqwSTxtEoZEdymHDKCpwrrmUeraX3tL7rtXB6Rcnsrv7k3+h7TRXzn4v/AGyfD+m69Z/8I8lzr+iro+rapcOmjX6vdi1EPlNZSeVi4hZpGDTQrKgGG3AcnWs/2tdDvNS+GlqPDnidB4ztpZg58O6oDZsiKQNptMupZiC/yqEAkPyMDRF810vL8b2/JhL3d/P8LX/NHu1FFYPjK88TWOkCTwnpGk61qnmqDbazqsunQCPBy3mx21w24HGF2YOT8wxywN6ivKv+Ej+N/wD0Tz4f/wDheX3/AMpqP+Ej+N//AETz4f8A/heX3/ymoA9Voryr/hI/jf8A9E8+H/8A4Xl9/wDKaj/hI/jf/wBE8+H/AP4Xl9/8pqAPVaK+Ff8AgoJ8Uvjv4F/Z/Gr2ekaH4MvYtaslt9T8K+Lbu+vTIzkCIQvp0Cur5wQXwRxtbOK9I/Ye+Jf7QnxD8Gm4+Nfgiy0GFYQ1nq0j/Y9QvDx/rbEKQncliYugxGQchN2V2B9RUV5b8DviZ4x+K+hWXiPVvCmh+H/Deo2puLGWy8QTX14x3YVZYWsoUTgEkrK+DgYOcj1KmHWwUVg+MrzxNY6QJPCekaTrWqeaoNtrOqy6dAI8HLebHbXDbgcYXZg5PzDHPEf8JH8b/wDonnw//wDC8vv/AJTUAd9qng/Qdc0660/UdE07ULC6kM1xa3VpHJFM5GCzqwIZiO55pdM8I6FothaWOnaLp9hZWcnnW1ta2scccD4I3IqgBTgkZHOCa4D/AISP43/9E8+H/wD4Xl9/8pqP+Ej+N/8A0Tz4f/8AheX3/wApqAPVaK/Kvwv+0L+1pa/tj/EPw34M8OL4x0eDWmS/8P3N093o+m5VSVi1CSOFoRglgMKCST5THr9/eNvif4z8P614H8O6R4Q0PUvE/iG0urm5gv8AxDNaWdmbdYjIqzpZStLkzYBMSZ25OM4pN2Glc9Woqtpkl5Lp1q+oQQWt+0Sm4gtpjNFHJgblSRkQuoOQGKKSOdo6VZqmrOxKd9QorzfW9e+L0Gr3kekeB/BN9paysLa5vfGd5bTyx5+VniXSpFRiOqh2A/vGqX/CR/G//onnw/8A/C8vv/lNSGeq0V5V/wAJH8b/APonnw//APC8vv8A5TUf8JH8b/8Aonnw/wD/AAvL7/5TUAeq0V5V/wAJH8b/APonnw//APC8vv8A5TV8AeF/2hf2tLX9sf4h+G/BnhxfGOjwa0yX/h+5unu9H03KqSsWoSRwtCMEsBhQSSfKY9QD9VKKp6PNf3Gk2cuqWsFjqTwq1zbW1wbiKKQj5lWQohcA5AYqueuB0rzibxF8bFlcRfD7wC8QY7Wfx1eqxHYkf2OcH2yfrQB6nRXlX/CR/G//AKJ58P8A/wALy+/+U1H/AAkfxv8A+iefD/8A8Ly+/wDlNQB6rRXlX/CR/G//AKJ58P8A/wALy+/+U1H/AAkfxv8A+iefD/8A8Ly+/wDlNQB6rRX5V/saftDftZ+IPilrmjad4c/4WB4Eg1i5guLnxDcvDbaeBMwZINRZN7heAE2SkKBiNe36EftCeKfEfg/4W3mp+HtW8LeG7pZoYrvWvFmsDTbPT7d3CPIkzW86eeSypF5sZjDyKzLIF8qQA9Mor41h+KfxO8VaHo2peGL7wu3hPwt4gtVHiHwRrF/49hksm0m9t5bS+ghMF5ezx3LWUpI7XcErBvs8shtQfEDx9d+KvgmlwvxQutB1zxNd6Verq0Wk6at9Dbvqs1tcToIbK+hlKWVpctEsaQtaqYmWeR2WUA+wKK+ID+0R4g8B/tL6Po/ifxDrFhcar4gjs9b8Jw674cvLGOW6WCy0+KytGuP7USA+bBcvPiMt5TyfY4xdOIO1+PHjr4ieFNO8QW3iL4haf4K05ftGp22p+Hfhl4h1j+y7KK4ke2mm1C3uhb+ascMck0UkYjPzq8ckLfOAfVVFfP8A8P8A4l+PNX1FtX1fxX4f/wCEM0ffP4hk1r4d634Rlt7X7POyzQT6hcvG+yWOPzBt2rGXJZTsDeK/tF/E74p6t8J9Mi+HPjjUPFUk+i69G2r/AA/066vBq+ZzDpkq39ppF3brcrHBMJ4opLPE8mUkiQIQAfdVFfJXgb9pHXvhb8C/iP4s+JN5rGvavpE015o2napo99Yz3cQsBIloksmj2AnbzLa8ld4rZhBCd8p2Rlq5XxX8TfH/AIK8b/DPwDp3j/WLx/DkMj31/ffCnxLezamLKwFjcSzyQ3H/ABMFlubuOceWoiU+W7TsyRLcAH2/RXzr46+InjrxpJ8LvDXgq1t7jUtWhn8Rate6w2o+E5JItKurJZIIoJbaeeBbi4uYtySqwa2Eybm81ZV4m5+MvxL174WeJvjn4e1bw/4TjX4f2niJfh54gik1qVYIoLy6jut1veW6232pmmiDGOQvHaQs2xw8EQB9gUVla/4msfDulavfXEnm/wBl2TX9xbQFWmEQVyCFJH3vLcDOASp54NatABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUjDKkeopaKTV1ZgfNPgr4I/Ei48I+A/AniuPwxpXhHwte2uoz3ujatc3t5qr2s4mtovKe1gW3QyKjuweUkR7APmLBdR+CfxK1vw/41+H8yeGNO8EeKtc1C8vdfg1W5m1IWF1M0kkCWZtUjWRlPl7/ALQQm4uFYgKfoqy1ax1G5v7e0vbe6uLCYW15FDKrtbSmNJRHIAcoxjljfacHbIh6MCTVtWsdA0q91PU72307TbKF7m6vLuVYoYIkUs8juxAVVUEliQAASacfdd15/O/L/wDIx8tPNjbb/Tytzbf+BPz+5HG6l4Avrr41eF/F0MtsmlaVoGpaVLCzt5xkuJ7KSMqNuCoW2cElgclcA5OHaL4Ev9O+NfivxhLNbNpmraJpmmwRIzecsltNevIWG3AUi5jwQxOQ2QMDPYaTq1jr+lWWp6Ze2+o6bewpc2t5aSrLDPE6hkkR1JDKykEMCQQQRVumm0ku1/xbf5ti6OPR2/C1vyQVk+KdO1TV9CurLR9X/sG/n2oupLbLcPboWHmNGj/J5uzeEZw6K5VmjlVTG2tRSA8/tfg5pfhm80S+8ISf8I3f6ftt7mXa1yNVs2maWaK83vvnlZ5Z5kuHcypPLJIWdZriOf0CiigAr4/sfD+oDVPDugzeJfCFp4J03xPqXjCPUbi9uYdSkt5XvpJLeeF4FS1mhaW6B8yVncWc5KIYpdn2BWL9m8PXmq6jpnlaZPqW+21W9s9sbTbt222uZU653WmEkYdbbCn93xjUjKVrW+fk01+K/rr2UJYdRlGupa7OLSto090+j/DzTXyX4U8I6rcaf4K0DxF4o8GaVofhzwbq2gWt5bXNz9puIngEAubmKaGJLORFs5i9qzMwMFzhiIJAvYaXqV8kPwZ1K41Dwja6x4Ys7qLUbGfWrmK3Wz8loZZvPks1aOdBazMbaaOM5guV3j7PIw96kvfCE3iq48MST6I/iS5ji16fR2eE3kqRvHHHetD99gjwxIspHDRoAQVGDVb3whp2u2GianPolrrXiG5N5Z6ddvClxqU9qsbmWONvmmeFYoW3AEoI0OQFGF++blJtNu19HrZt9+rb+/TZHRfLmkuSate3vR0vb+70svXl/vO3SUUUVueWFFFFABRRRQBHNbxXBjMsSSGNt6F1B2tgjI9DyefensMqR6ilopNXVmB8xW3wK0b4Bfs3ambHQk0nx6dJa1vdc+H+iyTapfzliyr5lvbm4dWfbufAKjLbkxuH0fompxa1o1jfwpcxw3UCTIl5bSW0yhlBAeKVVeNueVdQwPBANXqKpbWB6u/9MKKKKQBRRRQBHDbxWwcRRJEHYuwRQNzE5JOO59a8u+K3wM0n4u/ELwTqXiTQ9B8SeG9Eg1BbjTdctEuleWYQiJ0jdGQlfLfJJBGRjOTXqtFJpPcadtjxTwD9ht/j74j07SLHxboenabpq2Zs7+21T+xbxgINklkZQbKBIUHlhICrSM0xKbY1d/a6KKq/upPp/X9f5E2V20FFFFIYUUUUAFRw28VsHEUSRB2LsEUDcxOSTjufWpKKACiiigAooooAKKKKAI7e3itIUhgiSGFBhY41Cqo9gOleR/tX+EtW8dfBmXQ9DFwNSu/EHh/ZNbR3DtbqutWTyTn7PJFKFiRWkZo5Y2VUZhImNw9gqpJq1jDqtvpkl7bpqVzDLcwWbSqJpYo2jWSRUzllRpogzAYBkQHG4ZAPiDQPhj4s8M2OpXN1qvjCCHQvizJqV14o0bQr+51FrUeFxp/2i1tdS/tC4uojdSLb7x9oUrvkQpEgaPoPEnwr8NfEOP4MeM7zwL4osdE0DxBrtsmlS2V+17YWK2usM2qlRCl8Lu8nt9OuRLJunE3kGNhNI7y/Wmo+LND0fXdI0S/1nT7LWtY87+zdOuLpI7i+8pQ83kxkhpNikM20HaDk4FGv+LND8Kf2b/bes6fo39pXsem2P9oXSQfarqTPl28W8jfK207UXLHBwOKAPjbxV4f8Xah8ULG9ufh944l1u7hh16Hwle+KtZ1PQ01S2S31SE/aEmj0+1VrmO/sNkzOsctvp08dt5LyB+1/aO1zxJfeFfjiI/D3jDUfD/iPwZceE9BtbLSrm836tCmoLLILSJXliiuDdwxpctGqP9hYsyxtavP9VVk/8JZof9nf2h/bOn/YPtv9m/avtSeV9q+0fZfs+7OPN+0fudmd3mfJjdxQB5B8Mvijp2kXOoQX3ib4seMnlha4Q+Jvh1e2a2ywxySSCNrfSLYMzqMBGLs7KiRjc21vn/xt4Ehn1zwvpHjrwBrDFJvFd/JPdeBJPFVpp1vrGrQajHLCbaK6h/tCNA9qI5FMaOLiVjLEkCX33Vq2rWOgaVe6nqd7b6dptlC9zdXl3KsUMESKWeR3YgKqqCSxIAAJNVPFPizQ/A2hXWt+JNZ0/wAP6La7ftGo6pdJbW8O5gi75HIVcsyqMnksB1NAHyB4Q8NJL+y7+054f8N+DdQ0a/1Oy1Ka10fTvBN9oNldPJocNrG2n208Su/nPas7RAF45ZXjzKojuJ/Vfjj8HILrxUfE+i6V4gl17xD9m0i91rT/ABhrlpFp+11jtZJbGxuI/Nto/OuXZYymJHBcxxzXF1B9AVU0zVrHWrZ7jT723v7dJprZpbaVZFWWKRopYyVJAZJEdGXqrKwOCCKAPmr4u/C20i8f/CHT9X+GWsfHfQtC8Jaxpsj6pb6fqEwuPN0dYrq5lv5YYTO6Qz5YN5jEyFV2hyuVqXw9Y/sNeENMufDOsSfEW7+FjeBtMs4rC6ea3ur7TIFe3uEVSlupmtIA81wESIphnQMc/VUmrWMOq2+mSXtumpXMMtzBZtKomlijaNZJFTOWVGmiDMBgGRAcbhk0zVrHWrZ7jT723v7dJprZpbaVZFWWKRopYyVJAZJEdGXqrKwOCCKAOKt/gvo0fjLxDr09zqF2mteQ09hJeziEsgcMrqHAliZWUeVIGVQGA+Vto9AoooAKKqanq1jotslxqF7b2Fu80NsstzKsatLLIsUUYLEAs8joir1ZmUDJIFW6ACiiigAooooAKKKKACiiigAooooA8p+P2r69Zw+BdL0DxHe+Fpdc8SwaZc6jp0FtLcLA1vcSMEFzDLGCWjXkoT1qL4S+JvEVj8RfGvw78Sa2/iqXQrax1Sx124gggup7W7NwoiuEgVIjJG9tIAyRxhkZMruDM1n48+FLnxXp/h7yT4htTpmpDULfUfCptZL+3u1Ro4B5N1DJC8T+bIjO3EZaNmxH5kkXD6R4LvdB8Pa/aXGnePbnXtWuYW1/xXaahb/2pcXkbqbaK2ZI4omtdirHvjjhjRbhfMVWN21vjGrGHPGe9+z2tH8mpP8Ap2xq1oRkl2S6Pe8m3trdNL8fsn0VXFfF6z8JTeDZLvxv4iuPCvh6wmjuJtUh8S3OgrExPlIJLmCeE7S0gXYz7SxTgkLiD/hYmuW//H14F1dvs/8Ao959idJf9Kb/AFa2+4p50LfLmc7FTzot4Tbc/ZuK+L1/4q8b+FLDTIPBd/HcWHiDQ72+ZJVkUy2mq2t4Y7Y4BmjeO3IE5Eao08Ak8sLdG1Xtoef3P/L+vkR9Yp+f3P8Ay/rXsz4R8F/EeGbxD4f1LWvGOj2OpajNpdn4gnj+KMkKxWS3ANwq3qeNZpXWBJ7t4s2zZZj+7XzGx9AftfRad4W8KfB+/wDDOp6P4i00eINGufD99faHe+MNatVfVba4l1GK+N+bhrRs2kJWJJGkM9vArr58Rj2dJ+Hfxe8I/FCfxq2qa94gt7HU9VvZfDjX2piG7uLpLr7FpweTUZbVrKNp7f8A0qOwj8sJbFkUrd/Z9WX4V6to3wq+H3h2Lwff6n4h8GQ+F9Fu9ZMhKsum6jZXUiWURYjy7hbNS0w2Dc9ks7AW8xsz20PP7n/l/XyD6xT8/uf+X9a9mc3q8mla/wDtNfD3xXN8Cf8AhOdak8M6nfp4m0ez8PhNemhuNGFtq9o8uoswijX/AFRll85EuUCbh5hX7VrxjUrrXLj4p+HvGV14T1df7A0XU9AvLKyVJvNur2ewlja3dmTzYR9gUGYqqr9riL+X5dyLf1jQry+v9Kgm1LT/AOy787lmtROsyqysVJRxjcjY3KSFYqy7kRsqLjUjN2X5MuFWM3aN/ua/P+vuL9FFFaGwUUUUAFfH/wAZ/GXhj4f/ALVh1nUvEvjDQbt/BmrrcXqiXTtNjkh+wDT4457hI9Nn2Nf6gUe7eWNLm+WOR1Jt41+wK8f8W/DPxVe/FC8+IOnTW95qWlQ2ln4f0KbWJbK0niCXIvDdTLbTGNZmu42MMcbhn0mxkaQ4CQgHyB+x54zsPhX8RNSs7P4veF/EHhjxB4t+x2fhHwnf+G9PU3D21tam4aAw28lxAsqvEHtVtpJWsop47adL0+X1Xw81+bRP2o/jFoMuleF/FNvqmmafZ6vovhvwRHpsPjG4Mmqm6W3nudUNq88bSXIuPtDtJMLK7jWMG1kc/QHwb/Z51b4N+IdP1Fdet/EyTQ3VpexXi3CLpqzXEt282ntNLcz7ri4cNdLcTytM3lOJY1tY7duq8AfCGH4efEvxBq2lR29t4evfD+laXbwCaSW5Nxb3eqXFxNM75MjStqCOZWdpJJDKznJ3MAeVfsP6fpmiaB4kg0n4P3HgBLrxBr5uNaW30mGG4EOt3qQWTfZbl5Wa3R2iXcnlKIXCOVKF/qCuK+EPgq+8AeFL/TNQlt5rifxBrmqq1szMoivNVuryJSWUHcI7hAwxgMGAJGCe1oAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAr5f/aY1zw14X+P3wW1nXdY8UaWbbU5Ibi4s4b+20q309rG/uJvPu7eNYmV7iysJJop5WVIrJZGSOLz3f6gryr4o/C/XPHfjbRtct7/AOzWnhmye70qyh1F7Y3mqm5t5VMziFxbxCG1e1aRFld4NUvE2oMiYA+FfhZ8SdN+HXxx8a+PbH41+H5dBv8A+zJdV8N6dqnhGw1TVZ/Mup2Sa5MUNrdyos8TTyQtED9umjS8mksAJvYPF3im+8Dft7W1xbTeF21Kfw/freXul+C2im1ESXemfZ9HuNQOpLGdQMSWqRy3PkxRm8tQEb7XEq+v+Dv2ffEnhvx2nj261bT73WrzWptUvfDTTXMumWxuoooJ7iGedpZmvoYIlhjmCxQNAjwJa2guJJV7W2+EMOjfGjR/GGkx29vYppmuRamZZpJLu6vb650yRJCzbiyrHp7RgMw8tFgjRRGgVADwD4Baf4c8H+PPjbc2PwfuPg/bjU3tpvGENv4dtV8M2g0LTZ3jkdLmUKvmL9p2rHNDumRpOfNCc/4C1Yap8CbfTtO8Z/EDxraeJviB4r0KG28P6b4dli1xJbrULpm8zULRLWe2eC2nlLxMUaS5mjGQqxQ/VXhbwdrng/Vvitq9umn6hd+ItaXV9KtZbp4UOzSLC0WOeQRMYszWb5ZFkwjKcE5UcV8Kfgz4q0zUPDd14xbR4LfRNT1/xFDp2kXkt0v9qanqF5Ij+a8MLbbezu54RlSsrXkjFENvEzgHlXxO+IB0z9kvxf4s8Q+ONY1TSLya+0nUfC/xHutH0q7vVs5by3vtJtbnT7fYk9wbeVQyidnRCsRgd/Pi8q+NUsGqfGb4d+KdC+NXgfwRq/hyGzi83VvE2g39ytrJos0gNtqNzbtetaSGdYhNdC4eWS/e5+zKkEZn+n7P4B+L7zwh8ZvAOqeIdPi8GeLLLU4NEuLeIy3FrPqd3qdzeTzRFE+59vt4lQTOHFpv/dGVkFv4i/ArVvHlt4iOuJb+Nk/4R+HwxpVhqGuXGjNd28skMupz3d3Y26mNrpobdWhjiePbZAKUW6mjQA80/aI8ca5Y6Z8KLHxN4i1DwLot7/ad1qa6lqT2viBP7O0XVJpLq5TRbpVu7ZmW1nkjtZYdjJGvzG4CweFxyJ4a8ZeNILrxx4o0HTbLTLPxDqeuP4R+JMTStILmGSS6j/tkPGsUOnwgXEp2uoKKf9HbH0/8Rf2Wtc8cfD2Pw9daxp+sarpvw/uPD0HiDUg63mr6zJYXFjFe3cgDSJFDFdXxCF5w7anOxVXhRpOg/aA+ALeL/hp4n0zwPoGjyeLNfh1W1l1bWtZurNohqFo9vPLJLHDO9yoAtgtrIBEFtrcKU+zQBQDxX4qeN/EVj8efG2p6N418UaX4s07xb4d8H6Jav4UGo+HLfTrz+x5LlJ7j7JiJpJL2ZpFW8gkk8q1Un5IMdVDZ+Evhd488G3+l+IvFGjPp/jnVdN8YnX/EtytjKzaFqeqT3U1qJ/sEazFre+3RRoqeaMrCyvGnV+LPgP8AEXWPGXiy50/xH4XtvCet+OfD/iltLudNuZL54rAaR5oF2swSJidNfbH5EgPy5kXzD5Wr+1D8GfFXx30OTw9pjaPpum22mapLa6hd3kpmm1C60nUNNS3eFYSI4At+JjOJHbMZQQndvAB866NF8LPP8Y3cvh/9mD4i/wDE61bXrnxJrPjS1+2fZbzVJZYWus6XP5ez7XBBkysu7YoPzKKteKPEOjeG/wBhDxpB4K8YeBzqXhibWtakHgH4hz2FpoAvbnUJ7GKCazjQzsrTxRRWsqRRTOmONq16r8UP2fvjD8RPFGg6vd+NPA93caRDGtnLD4evLFYJV1zRdQLyRG9nNwvl6XINokgO4ou7Dl4j4hfsveMvirpXxci8aa14X8R33iXwlaaNojWFhd6XaQXsC6r5T3Vu1xciRUk1CKVGLPh41cRLJDG5APCvif8AEvR4bDSPDR8d+H/gp4btP+EQ1PT/AAh4Yn02GySeTxXdLfzD7bp8U4ltRaRSyxGKIQyxyLPGwDhvsD9mLxleePfhFBq954l/4TH/AInWt2Vtr+Lf/T7W31a7t7aXNuiQtmGKL5o1Ct1A5rV+LPwz/wCE50mH+y4NPtdaOteH725vp02PNa6dq8F8Yi6qWbCrceWp+UPKeVDM1drpmk2Oi2z2+n2VvYW7zTXLRW0Sxq0ssjSyyEKACzyO7s3VmZickk0Ac1q/xb8J6D4uPhzUdbs7HUUtTdSm5nSKKEZQKjOxADsH3BRk7VJOAVzt+E9QvtW8K6NfanbfY9SubKGa6tvLaPypWQF02tyuGJGDyMc1K2gac+vx62bSP+1o7VrIXYGHMLOrlD6jcoIz0ycY3HOhQAUUUUAFFFFABRRRQAUUUUAFFFFABWTbeKdLu/FWo+G4rrfrWn2VtqFzbeWw8uC4eeOF9xG07mtZxgEkbOQAVzrV8VeKL7w5oPxg/aR8Q2+mfEC/tND+H9tqt+03iLWdHRrm3vdWuHt7eSSZJVilMKiGW1R7dES5VGUSukoB9f8AhbxTpfjTQrXWNHuvtdhcbgrNG0To6MUkikjcB4pUdXR43CujoysqspAwNQ+NfgLRfDJ8Rav4v0fQNC/tO60Yahrd2lhC17bzzQTQBpygLLJbTjj7wjLLlea8U+HfhyfRfGXjbTfEFt4o8La74b8P22sQXuh/EbXvFytFeDUINyWd7FslnjNk7JG1vOGZo8KWGK+dfFUNr8QP2YNS0y4vdQ8EtqeteI9GOreFvDHivTP7RvVmisLVNRgQXJupb2YQ+fcXplk+aW1SN7gyyxAH6KeFvE1n4w0K11ewh1C3tLjdsj1TTbjT7gbWKnfBcRxypypxuUZGCMggk/4SnSx4q/4Rtrry9aNl/aEdtJGyedAH8t3iYgLJsYoHCEmPzYd4USx7viv4i6nLoH7DvxNFj421C70Sey1ax0rWNfn1TU9Y8QSJbXlreWV7YX0Yns5YhBIWa3kWNXtpbpooYFlgbzX4h/DbwOfH+jJ4b+HesRaJqfi3VNHlWPwp8PUheK1lubN1sRcQCZVXUBZwLJd4DCZE3NNPCHAP00oryr9l9NHtvgrpFloVhqGlWGn3upae1lqljptncQTwahcQ3CPFpqraDE0coBhGGGGJLMxPqtABRRRQBk+LPFOl+BvCus+JNbuvsWi6PZTahfXPltJ5MESGSR9qAs2FUnCgk44BNea6t+1Z4D0DSr3U9TtPHGnabZQvc3V5d/D3xBFDBEilnkd2sQFVVBJYkAAEmug+PH9h6j8LPEHhrXf7Qnh8VWVx4eg0/Rth1G+kuYJEMNqJPk83Z5j7nxHGsbySlYo3dfz10P4G+G/EfhLR9B8U/DHxwfEerzSeF76Xw34Y+HcFpLq8djJNexWV0IVdVjEF0BKrgxvC0ZdZkZQAfppr/inS/C39mnVbr7HHqF7Hp8EzxsYvPkyIkdwCse9gI1LlQ0jxxgl5EVjRvFOl+INR16wsLr7Rd6Herp+oR+Wy+RO1vDchMkAN+5uYWyuR8+M5BA8A8fftKfD9rP4YeMhqXh/RNVv9FXxPZHxJr1lpt/FpdxCjtaLA93F50t1hY1WR/sqSW/nyOXtoUk+f7PXvgR8N4NH+J3gDVPg/eePtN8TXur3fh/Q9a0vRfk/su60tdOsp7jyiLZZjbzPK+1JsT3Mcf72KCgD71vfH/h3TNV13T77VrewuNC0yHWdTe7JhhtLKVrhUneVgEC5tLjPzfKIyWwCCangX4peGPib9uk8K6n/btha7P+JrZ28radc7t3/HtebfIudpRlfyXfy2BV9rcV8q+ItZOofGz40aYkWoahd2ui2UsOvN4Q8RW2u2yXGptC1vDfWGyWWxtzaCWO3s0iS7DOWmyl3dPlfsgaXYeEtO8TyaJ8T/ABBrnh+Syv8AWtQ8S+L9T1ewn0TTb64vJ7LUraDULRbG785IBLJO0SeXMl25luI5hEgB9qa/4p0vwt/Zp1W6+xx6hex6fBM8bGLz5MiJHcArHvYCNS5UNI8cYJeRFbWr8q9e8NaF4k+HXjHXLTwbqHiD4iQ/23qtxf2Xgnwylnc3t14h1m30/wC0QazFJqPmyzWwhFpG0kiqsUSgynDfWn7Gei+FPDOq+LdP8PaHrGjXF3pmkayX1LTPC9tDeWVw14trPBLoSBJlYwz/AOtZsDaUwHYsAfUFFFcV4y+Ken+DPFnh7Qbix1C5uNX85/NtbOWZY4442YkBEYyNuCjYoJUEs20bdwB2tFYng+51G90P7RqYkWea6uZIhNH5bi3M8ht9yYBU+T5eQwDDow3ZrboAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACvFNX+AeueLvG3ivVfEnizT7rRfEH9lWNxpOnaK9uX0qwub25Wymke6lWXz2vFinYxhJIFmj8pTNvj9rooA80134RX1/wDG3Q/H+meKLjSreGGG21nR1hZl1OK3h1FLWMOsihFWTVJpXV1lDtBblfLMZL1dK/Z90vRbzTorfVtQn0GHxNqPjC70u/ma4F3qVzNJNEPmby47aCWZ5khSMfv4rabeJI5Gm9VooA8K8Ifst2PhjwDqPhVLrR9O03X/ABBFrfiHT/Dehrpmm3UUcUEZsre182QQwTLaW63CyNMJlku1wvnqYuq8OfBWx8NeCPFujRpo+pal4gm1iSe+1TSFnhlivL++vI7a5h8wG4gia/lUxmRQ4aQjy/MOPS6KAOK+D3gG++GvggaNqerW+t6lLqep6rdX1pZNZwvLe39xeOqQtLKUVWuCoBkY4UEnmu1oooAKKqXurWOnXNhb3d7b2txfzG2s4ppVRrmURvKY4wTl2EcUj7Rk7Y3PRSQXurWOnXNhb3d7b2txfzG2s4ppVRrmURvKY4wTl2EcUj7Rk7Y3PRSQAVPFPhmz8YaFdaRfzahb2lxt3yaXqVxp9wNrBhsnt5I5U5UZ2sMjIOQSDwHhz4Ra54X0Jrqy1rw+vjiGyj0vTb7/AIR500bR7BGj/wBEs9OS6VoYmWJS+Lgs7rGWYxwwQxeq0UAeVWX7OuhweFfCnhO71zxBqfgzw7otpo0Phua7SKzvVt08pZbzyY45LnfFmOS3kc2sin5oCcEVNJ/ZxsdJsZ5rPxJrGh+J21PVb6PxFoEi203lXmpXV8LeaCQS290sX2yaNPtEUgQySSRiJ3JHqk+sWFrqVpp017bw6hdrI9taSSqssypjeUQnLBdy5IHG4Z60LrFg2rPpa3tudTSBblrISr5yxMxVZCmchSysA2MZBHagDgPG3wTh8T+IfE/iLTPEWseHfEOv+H7bwvNe2V3Iq2tlHcTyvLbxo6BbvbdTCO4ff5LbGVSPNSXK0r9nqx8M/FDVfHHhyDwv4c1JPD7eH9FTTPDiwCGJktQv29kmU3ixNZQLCifZxHEZI8tuV09gooA8q+Hf7PWh/DvxUmrxTf2v9n0XTdNtpNTt0lvFurZ9SabUZJwBvubn+1Z/NkCqzM8pJbzWAtfDv4TX3gz4l+NvFV3qWjy2+uw21pZ6bo2jNp62kUV3qF0XmYzyieeSTUZGklCxhmBbZljXpdFABUM1pBcyQSSwxyyW7mSF3QExuVZSyk9DtZlyOzEdzU1FABRXm3x/+Pvhr9m3wGnjHxcl6dDF9BZTSWEIleIykgOVJBKgjnGTjoCeK2fhf8X/AAX8afDaa94H8S6f4l0tsBpbGXc0THkLIhw8bf7LgH2oA7CiiigAooooAKKKKACivBtE/bc+EupfGDxD8MdR8RJ4a8YaPfGxNtrWLeG8YAEGCYnY2dwAVirk9FPWveaACivKviB+074B+F/ipfDviOfxBaaq+zyUtvCmrXcVxveCNfJmhtnjl/e3VtEdjNiSaNDh2C1q2vx08KXPi/RPDLr4gsdV1raNP/tHwxqdnbzubRrvyhcS26wiUQxyM0ZcOpjdGUOrKAD0CivNNW+LHijTtVvbS3+DHjjVLeCZ4o760vNCWG5VWIEiCTU0cKwGQHRWwRlQcgW/hN8W3+K39vn/AIQ7xB4Wj0e9OnvNrT2MkV1OuRMkD2l1Or+Uw8uQ5AWQPHkvHKqAHoFFFFABRRRQAUV5t8f/AI++Gv2bfAaeMfFyXp0MX0FlNJYQiV4jKSA5UkEqCOcZOOgJ4rZ+F/xf8F/Gnw2mveB/Eun+JdLbAaWxl3NEx5CyIcPG3+y4B9qAOwoorz//AIXXof8Awhf/AAk/2XUPsH/CTf8ACKeX5aeb9q/tn+yN+N+PK+0fPnO7y+du75KAPQKK8/8AjN8ePA/wD8K3et+MvEGn6V5dldXtpp097BDeal5Cb3itI5XTzpTlFCg/edASNwrlNZ/bQ+CGjajoVp/wtLwfff2tetZefZeIbGSKzxbzT+bcN5w8uI+R5Ybn95LEuPmyAD2uiqmk6tY6/pVlqemXtvqOm3sKXNreWkqywzxOoZJEdSQyspBDAkEEEVboAKKKKACiivBtE/bc+EupfGDxD8MdR8RJ4a8YaPfGxNtrWLeG8YAEGCYnY2dwAVirk9FPWgD3miuf8SeNbHw3qui6S0VxqGsavN5drp1kqvMYlZBPcvuYBIIVdWeRiBlo413SyxRycVq/7Tvw80XxUNAm1r7Vf3Gi2OvabHpUR1GXWLW6e4VGsILbzJ7rYLV5JDFGypG6OTt3FQD1WivP7H44+GL7xV4n0QnUNP8A+EXsnv8AXNR1mwl02zsYQ7okhkuhH5sUnkXTLNCJIdtrIWkXMe+p4B/aE8JePdK1a7cax4SuNF0y31fWbHxjo9zo02mW8yzFXlNyiIVU21wGkjd4wYX+cjBIB6XRXimo/tofBDTdd0jTX+KXg+aPUvOVdQt/ENjLb28iKHEcxWYtHvUSFXK+XmPYzq8kSSdXp37QPw01vQtX1rR/Hnh/X9K0fyTqd3omoR36aekrFVluDAX8mIYdmkfCIkcjsyojMAD0CivH/Gv7VPgbwL43i8J3UHijU9X/ALTGkXH9ieFtRv4ba4Ng1+EMsMDLI3kBG8uEySASBmQIsjp1d58XvDsPw78O+N7SS41Pw9r82kRafPbQlWlXUrm3t7aQpJsKruuo2YEBgu75SRtIB2tFeP6B+118HvE/j+TwhpnxG8L3mpGGyktZYNcs5Ib6W5lniS2tyspMk6tAC0YGQJ4cZ34HoEnjWxTx/b+EI4ri41KTTJdVnlgVWhs4lljijWc7sxtMzSmIEYcWtzg/uiKAOgorzTwP+0d8OvH/AIhufDmn+LdHh8WQanqOlN4audStl1My2dxNDKwtlkL7SLd5VOMmMqxA5A9LoAKKKKACiiigAooooAKKKKACiiigAooooA4L4/f8kK+Iv/Yuaj/6TSV4n4d8FeFfhV8TfglB8PdG0zwxqniCxn/4SLTNCto7WK906OwdxdXMMe1WaO6NuqSsCwM7qDhyK+odQ0+11awubG+tobyyuY2hntriMSRyxsMMjKeGUgkEHgg1zngb4S+B/hgb3/hDfBnh/wAJfbdn2r+w9LgsvP2Z2b/KRd23c2M5xuPrUxVnN/zJfhzfnzfhbro5+9GMe1/x5dfVcunnY+R/Avgnwr4C+EPwL8V+E9G0zQfiTrOt6fZm60q2jt7vWbeW4/0+K5KbTcRi3EszeZuCtEj8FRXoPhX9nL4Tf8NO+PbL/hV/gz7Hb+GdFnht/wDhH7Ty4pJZ9SWV1Xy8BnVEDEcsFUHOBXt/hH4LfD34f63caz4X8CeGfDer3EbRTahpGj29rcSozBmVpI0DEFlUkE8kA9q6eLR7CDVbnVIrG2j1O5ijgnvUhUTSxxlzGjPjLKpkkIBOAXbHU1cbKNvNv0ukreitfpq3p3JPm5vNJfdLmv8Adp+vb58/Zw+DXw/8KfFX4vajongbw3o+oaX4oW0sLuw0i3gltIG0mwZ4onRAUQtJISqkAl2OOTX0fVOx0ew0y4vrizsba0nv5hcXcsEKo1xKEVBJIQMu2xEXJycIo6AVcoveMV2SX3JL8XqJ2u2urOK+L174di8GyWHiKwuNZTU5o7Ww0jT2K317eg+bClowdDHOjRecswePyPJM7SRLE0icT8NLfVPC3juCL4lzfb/HGpWS2mi66Zlls5YFiSS4sbcrDCsdyGhaab92huljWZAscH2Ww9ropAFQ3s7W1nPMkZmeONnWNerkDIA+tTVX1C2kvLC5t4bqaxlljaNLq3CGSFiCA6h1ZSw6jcrDI5BHFRNNxaT1KhbmV9j4V1T4qeKtI0/wB8ULrxlD4q8QXvw98QeKYdGubW3S302X7PbSbIVhWOU26N8hErSSHy/9YDkGH42eH9Yk1bx7YT/FHU/EN7H4Q0G6k1JbbTUugr6pJiN1jtxEIjkOmIw/Ay7jNfSOifA660LU77UtN03wRoGo6vJJHqN3ovh6GGVA2d95G5UmS4m+fckxdE82LmXyJPtcOifABtC0a90jTtF8CaBpOrwPpmo2Gi+G4IYEtT96aOMqVkkl+fdDMHiTzIv9Z5En2vJ1G58yg1vb5qStv/eWu7tr2XqPAwcOV4iHn8XeL6R/uy0Wnb7LliaX4I1mx/a3sZJ/iB4j1FLXwZG00Vzb6aFvALpkKy+XZqQGb94fLKHdwCF+WvavGXgLwz8RtIGleLPDuk+J9LWVZxY6zYxXcAkAID7JFZdwBIBxnk+tcJpXwkv7PVfCt9PpXgjOgf6Hp8NvoSouj2ygK0lg334nmVWRotwRFkiAL/Z3+1es1rTl7ijZ6OX4ycv1/rU4cRQVGpdTUrpbXdrJR6pdt/0s35V/wyd8EP8Aojfw/wD/AAl7H/41R/wyd8EP+iN/D/8A8Jex/wDjVeq0VZznlX/DJ3wQ/wCiN/D/AP8ACXsf/jVH/DJ3wQ/6I38P/wDwl7H/AONV6rRQB8tftF/8E+Phn8Zvh6vhvwx4W8J/Dm+kvoJ5dc0bw5bR3SwISXjQxqhy3A5bHcg4we0/Zt/Y0+GH7LFi/wDwhujO+tTw+Td6/qUnn3twuQSpbAVFJAO2NVU4BIJGa9xooA4L4/f8kK+Iv/Yuaj/6TSV5r8EbSz+CfgHSbq6+FfhfwWdcm0yxVvAP+km7aXCLPesbO1WMKXzkl/vEKSxCt7/qGn2urWFzY31tDeWVzG0M9tcRiSOWNhhkZTwykEgg8EGuV+Inw3bx54esNHs/Eur+DrezuYLlZNAisyzeSweJCLm3mUIrojYVQflAzjIKguWUn/Ny/cm7/n/TsOXvKK7c34pW/L+lc1PGXgLwz8RtIGleLPDuk+J9LWVZxY6zYxXcAkAID7JFZdwBIBxnk+tcR/wyd8EP+iN/D/8A8Jex/wDjVeqKCqgEliB1PU0tMR5V/wAMnfBD/ojfw/8A/CXsf/jVH/DJ3wQ/6I38P/8Awl7H/wCNV6rRQB8QaZ/wSe+FV78ZvEnjjxPGuoaRe3xudN8H6VANP02ziwNqOI8M/Izhdi8kENX2no+j2Hh7SbPS9Ls4NO02zhW3trS2jEcUMajCoqjgAAAACrlFAH56/GrwhH8Rf2i/ihea1qPjiR/C+p2MWh2miW3ie8tJT9n0DUWtjJp0LxWK77OQb4/Ml33onMYa1tzJ6V+yxc+OPjtonw213XvE2nvovw//ALInW3l06efVNUurjwjbtJNPfPdFeW1mViPILHyly2STXteofs2eFNV8X+J/ElxqnjCG/wDEF7FfXUWl+LtT0u3R0tLe1UJDZzwofktkJZwzkk/NtCqvP6R+yNoPh3SvD+jaR4t8Uab4e0ybRLu50eJ7F4dVutKWzS1nuHktWlVimn2ausEkSEQ5CqWcsAc/8dLb436J8P1z8R/B8Meo61o2iyvpfhC+s7hY73U7WzcpMNXZo/lnbLR7ZMZ8uSJ9sidxo3wW1HWNItvDXxHi+HPjLwPZW6R2Hh2y8DtZwWskYVYWVZ725jCJHvQIsakbhhgAQ3UfEn4Yr8TJPD8d14j1jSdN0rU7TVZdN00Wvk6jLbXUF1brO0sEkgVJbdDiF4yQzBieMdrQB5V/wyd8EP8Aojfw/wD/AAl7H/41R/wyd8EP+iN/D/8A8Jex/wDjVeq0UAeVf8MnfBD/AKI38P8A/wAJex/+NUf8MnfBD/ojfw//APCXsf8A41XqtFAHy1+0X/wT4+Gfxm+Hq+G/DHhbwn8Ob6S+gnl1zRvDltHdLAhJeNDGqHLcDlsdyDjB7T9m39jT4YfssWL/APCG6M761PD5N3r+pSefe3C5BKlsBUUkA7Y1VTgEgkZr3GigDlPiqdUX4ceI30fxZp/gS/jspJF8TapZrd2+loozJcPG8kaHYgdgXbYpAZgygq3yXN8N4fE3we0rQ/FcWj+Ibe18W+EPDnh3wj/Z8kaWenWV3bzFpNNup7qa3u5NPuLySYPKZDYpC0yRFZkX7J8U+E9D8c6FdaJ4k0bT/EGi3W37Rp2qWqXNvNtYOu+NwVbDKrDI4Kg9RXAeDf2Xvhp8PfiPP408M+FdP0C/ksoLSOw0u2jtLCB4jc/6UlvEqp9pZLuWIzsC4jJRSqvKHAPnXxNop8C3njTwF4C0O40nw9r/AMUxo154e8G6Zo6tcWT+CoLqaCOHUE+xqryQq8m8DcvmAZLYPKeM/Hnxeg8L/F7XZp/ixJffDua5udHu9QsvA0kWlSrocNx5l3tQuWxdzbmtck28wQZkMi19VXv7MXh3WtPsItZ1/wAUanqUPiA+JrvWodUOm32oXv8AZ76cpklsVg8pVtmSPbbiLd5KF926XzMrxB+xh8O9f8PeKNJ+2+OLJPEkMsWozw+O9akadpLdbcySJLdPHMwiSNMSo6lY0VlZRtoA63W/2avhD4l1e81XV/hX4J1XVLyVp7m+vfDtnNPPIxyzu7RlmYnkknJql/wyd8EP+iN/D/8A8Jex/wDjVeq0UAeVf8MnfBD/AKI38P8A/wAJex/+NUf8MnfBD/ojfw//APCXsf8A41XqtFAHlX/DJ3wQ/wCiN/D/AP8ACXsf/jVfOumf8EnvhVe/GbxJ448TxrqGkXt8bnTfB+lQDT9Ns4sDajiPDPyM4XYvJBDV9v0UAfFP7adz4K+Gnin4aaVJ4C+GE1rd6NqEEV54u8PaVdG1hs5LMQWtu19qOnxpH/pkzbFlduMrHjew5bw1oWh+PfAmleCvCug+IPBuq+NfhlpGoX2m+BYUTR7+PVpdUnltZ5rqzu49LtoJZr6RWR1kZLp44kmeGGOvtTxH8PbfxB4qsvEkeqahpOtWOi6jotpc2XknyEvHtZHmCyxuplRrKEpuBTltyOCMea63+yNoOo+ALbwhpvi3xR4b00+ErbwTqUumvYyTatpdvFLFDHObi1lCMq3Fyd8AiYmdsk7YwgB5Vovh9tb/AGr/AI1xT/D7xRrnhyXw/pkaPN4quvtM8q3Wp3CXNta3c0S2yi8tZYbeSORDBJFDNb7YbqSaPn/2VvCuuXvxx8R2HiSx1BPD+p6LrFh4h0LxLeO51C/jk0uHdPZXOv6o82LUqvnGOJTBPb/NLHPDX1V4l+Cmh+K/G0niS/utQMk/9j/aLCORFt5/7Mubq7s93yeYNtzdCU7XXcbeJT8hlSTlPBv7KXhvwLLO+ma94gXyPIOho8lts0B4LG50+CW2RYAs0qWl0YPMvBcu6QW4kZ/KXAB5r8RfHOu2tz4U8RaX8V/iRYeHtd8c6v4ZvdM0/wAO6VqM9qtpHqoYWkMOmTzuouNOQKzea3kks+Dll6v4nXt9o37Lni/xtoF1b+I9StPD99Pql38TPB7Jd65p9rHeSfYbm1RbAxrukkVC0W0I7t5b+aXO/rP7Lmnz6joVx4e8deMPBttot62qWdjplxZ3kS37281tNds1/bXMjSyxXE3mZfbJJI8zKZpJJW6CP4MXOo6VcaT4q+IHijxxo91NFJc6drEWmww3MSLIGtpfslnAXgkZ0aSNiRIIVjbMTzRygHxr8cvg/ZfEn9ofxG10vh+71G18TR6faXPiO70W2nu53020kVHX/hGLtnto11O2tYzdTyAzNarnzngz6roWmav4l8J/snana+KdQ0rRdUw1hZQ2OnLcWElz4Z1eVJN8drHbt9mjaKGBEtoowFkMqTF0EXpcv7KxNz4kMXxU8cfY9fhSyvbK/i0fU1eySMxR2bSXunzSyQKjSfJJI+5pZpHLyTSu/a6N8HrfT9H+HtlqXibxB4mu/BN699ZarrM8Ml5eObO6swLp0iUSYhvHG4BXZkRnZjvLgHzB4YsviX4W8ZXeo+Lb/wCNGgal4x8QW2kWl5Gvgm8ZbcDy7ZH2pJK6ogubuSO3hEcCyXL7H2TXEuT8YfhvD4o+KHxN1W48B+F7y3HxT8H2EnjQ6hJa+I9PV08OKYrRo7XeikS48xLuJl86QgZA3/ZVv8M9DsviPN42tYPsutXNlJZXXlomy43GD962VLLLttooyyMvmJHEsokFvb+VxWv/ALLnhLxJ4y1XxPdan4oj1LUfEGmeI5ILbX7mGxFxYiyEKmyVhbyKfsEO4yxvJ8zbXXbH5YBzXi1NX0Dxd8I9JufDlnYabofj27tNBg0VYoIrzTl8L6o8Cxwb9sBj3ta7WZQzWxkAjSRUTtfAXjDxJ8SbXw9qVzoV54djt9Qu5b3zJUWKSNBcwLb7Q5lZ1doy3mRou6JiMYUHpdZ+Htv4g8d6F4lv9U1C4j0PdNp+jfuVs4LxopoDeZEYmaXyLmaLa0pi2vu8veA46ugAooooAKKKKACiiigAooooA5f4g/ErQfhfpdnf6/LepFe3aWNtFp2mXOoXE87KzKiQ20ckjHajHhccGtLwt4ms/GGh2+rWEOoW9rPu2R6rptxp9wNrFTuguI45U5BxuUZGCMgg15H+1hZX9xoXgS6spvEdklh4qtrq51HwrpDapfWUQt7lTKluLe43DLKpzE4G7p3HY+B/HkdxY+E9Ojh8Y+IBqcVyDr2uaA+nSRmDGTeRtBb+Sz5wmIVD7SQMclQfNGTe6lb5cqf5t/d6jn7ril1V/ndq33JP+keg15p8XvjWfg5bSahqHg7WNR8PQQxy3PiCHU9HsrG2Z5PLWOR76/tyG3FOdpU+YgDE5A9Lr5q/bJ8Rah/ZyeHPtGn2fhuHwzrHjXVZ57G8uLz/AIk1xps8K2jWt/ZPFLvm3h/NHzRIOASaYip8If205PiTbR6TaeCLjxZ4stoZJbyDwh4n8MXavEkmwXIhGss8SsGjYoS4jaTy/MlwJH1tc/aosX/aG0v4aaf4x+G+m2800m69l15dQvppYJraCXS5LNWgFpdyyXLiJvNnP+jSZhJJCfOnwL+Imof8JjceLNE8R6f4gv8AQ73QNBvhql1ea1/oGt6xBayLbXKeKNTgglBthIwZA37qLIKtmva/Engnxf4v/bE0jUtQ13UPDNheeGde02y0iC4JSXSYLvRkmkfypA9vc3D3NzIk9vMjokOnFwGimhcA9V+EnxL8ceOfF/jHSPEnhDw/4ftPDN6ul3F1pfiOfUXmumtLS7UJG9jAPK8m8XLltwdCNhB3V6rXzr+z/wDCHQvD3xa+L2oWt/4oluNK8WxW9ul94s1W7hdX8P6UxM8U1yyXDZmfDzK7KBGFIEcYX6KoAKKKKACiiigAr5qj/a41DTPhx8QvEGs+DNQ0+78Ka1LZedf2N5DZS2rg3tvLKLWG8u7XZpklrNM1xbRqssvlkIdwj+la/PXxVH450Twb8b/FOjeNLi+hsvEH9q2GoePtM06K2uNRtidDhkFwJ7CySeG80x5StwlxGsY0uZIftO5XAPoD4IftYad8TfgNqfxJvtY0ewtxCt5FJrFje+H9IsWl/dx2MupXSvFdNHcK8El1brtLbcQqSqtz/h79rrXPEfwa+IPxI0Rvh/4v/wCEV+2T33hPSPELiXTrWzN4kkxvkil+1fafsgltw1raqY5DlnxuOT+z34e8aaX4V8Ua/wCEofD5u9Nsv+ES0Lw2mkarorpLAlrBaXur2d3qcgj2wpE5LRtePYi2ZZMuttXFH4LtZfsOfGBNV8ZeKPEFjoEPjldL+0axdWtz5sV/qaSveSW0sSX6ymCKQrcxORI9z8zRyrHGAfb/AIWudcu9CtZfEmnafpWtNu+0Wel3731vH8xC7JnhhZ8rtJzGuCSOQNx1q5/wV4H07wBpUun6Zc6xdW8sxuGfW9bvdVmDFVUgS3csrquFHyBgoOSBliT0FABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBynxV1/XPDHw48R6l4X03+2PFMVlIujae0DzJcX7jZbRyBCCsRmaMO5ZFRNzu6KrOvzr8Yv299O+Hnwv8BeM49CuPD+keMYbaaK+8UWV640+G6cC3uMWUE9tcsIRLdNaG8gmMUQAw74X6A+NeuL4V+Efi/X5dY1jQLfRdMn1We/0CG1lvo4rdDNIsKXUckLMyRsmHXHzHlThh8K+IfD/j34T+DfgvpmoX9vq95pELaUNLuvCz32sSLoZaVY7G2j1K2mvIJdQt7GaJrW2hZ7eCzkvpjHC3mAH0/wDFz9qaz+D/AMDtP8ZXF14fu9aeyuLn+yvFd1ceD7jVPs0bfaPsVndQy3BlaQII4HXkTIfNIKly5+N/ji0s/h0PDcXw/wDiraeLr2fS7fxPpevT6VZSXUcN9csEhSC/AiWGxZC4uHYy5GxByPIPi78PvGVn+w14q0mDWtHl0jVPD+o+JNS1bwVeXcel2VjFpgmh0/TTcXlw3kSzpCgSJI7Y2YuVEcDtHv7/AOLHwQtrvx58GJPEfibxRrOr3/i24tLq/s/EepaYskSaFqzROtvbXKw28+yGISS2yQiRjMQiJM0dAHoHij9oC28N/HnSvAb6drEtm/h/VtVvZ4PDWpTky232F4lt5o4THMpiuLgMI9580QxZWR1jkPBX7QdlrGqy6XqeleKBcXOpm3026i8A+IbSF7eRl8o3DT2QSBkLmN3MhjIj80mIOYouK8am4+GX7R3hHXdd8WfY/APhj4f+JL6OKOzmuLxLO3bRhcC+uppJ5bvJ2zBo0il3RAM0u593P/DGzu/gL4t+DUXjXxF4oj1fWvA01v4jt9b8S6hrMMmttfaBaRERyTzRI32i+lj3xAIBMTkIMgA7XxF+0zqHhjwT488aS+HvtnhCxvYX8Ma6ILw2Gp6d9mR7i5lezgvLiKKOSK9YXLWywSRm1aN3WXzKt/syftK6d8cfhfD4yvtTt7a3v5rcxbtFvdMtLRrlxDHp63d0fK1CeO4DwNNblVdygESFlDfP8HhzXvBF9+0LqVmPA914207xzo19bovgi+tNP1rVJ9NtRY27Mt+I3aS+vIXXzZJVtp3e6kAM0TxdX4Ds2+HHh74x+HvE3hrR9BuPBvh+1gFzdQ3Q8Paj4YNubZb640uPUL03U8cemXaYlK3E0EFtC0kQkbywC1ff8FEtCXUfDF3D4e+waLf2SXt5Za74o8M6fqKQXFulxZ3EccusBlyrJmGWNCy3CuHUxeXN22rfth6TqvwXvfFfhXTbi61291N/Dmhafbm38QibUzbGdGlXRri6PkRxh5pQrCURQyFULNGH8U8CfCj4weOvhzafD9fFOsaBceB5vDtg+mLJpKabp82m6NomoLE0psri4knkvpGCyKzwoqO7CQRpb3Ot4s8YarBeeH4PHfxP1jwlb6B8U0tIvFGvnRLW+0qKbwVJdeRM6W5sS3n3csW7Y4O8BWY7WoA9qtf2l5vGfiGxn+G/hTWPiN4Ytob+118abbR2F9pepx3EUcFvIuoz2gRgqXplhw0qf6M7KiTI0lqX4+a54r/4Vn/wr3wnp+s/8Jv4ZuPFcP8Awk2tPpX2W1j+wbUbybW63St/aMeQMKPLb5jkVgfstaLN4g+G3hjX9G8a3Gp2Nl4t8WvcXyvHPD4hsptX1IBmEOyAM0otrhZ44+BG6R7I55Afkq2+LOh3v7N9lH4q1f4H3F38O/Bml/8ACP8AhP4g+HU1HVNQ3eG9NvT5LSahEV86aUwjy4Tnyl++RigD7q8L/Evxx/wtPS/BvjLwh4f0T+1NFv8AV7S90LxHPqX/AB6T2UTxyJLY223d9uQhgzfcYEDINZOmftJ/8jTqniPwlqHg7w34avbbRL8ahJ9u1j+1bj7I1vBFZaetyksUiX9ttkScvvYoYgBvr518FfEPwr8NfGkt94Qu/gP4V8Qy+OT4Lk8G6J4Yis/Eb6efES6cQZo79XLGFEuv+Pfb8oO3ABo+FX7NGs63qvxkvvD2h+B/h34hj8c6R9j0tPD0Aj0q0tW0HVYI/MtmVyxhQ/abdJWhluQrRSQjfJKAfRXwD/aW0j4wz3OkXEeoaf4kF7rjW9rdeH9R0+KawstUe0WRZLmJUaVUe081FbckkjBkQgqvtdfKv7LHw88cSeLLfxhr2veH9T0XTL3x3pC2+naXPY3C3Vz4mWSSQl7iZZImaxlZV+RogyKTMSXHvXxZ03xRq3gPU7Xwfex2OtunyO3yu6fxJG+QI3I4DnOP9kkOoB1S3cD3Ulqs0bXMaLI8IcF1RiwViOoBKOAe+0+hqauf8PeHr6w1W/1XVb+3v9Su4YbUtZ2rW0KxRNKyfI0kh3bppMndgjaABgk9BQAUUUUAFFFFAGD4p8GWPiv7LJPNd2N5bbkjvtOuGt7hYnwJoRIvISRVAYDkFUdSskcbpg/8KZ0OP/j1u9XsPK/dWf2K/eH7Ban/AFlnb7ceXC+WyB8y/utjJ9mtvJ7yispUoSd2tTCVCnN80oq/9f193Y4P/hTOhx/8et3q9h5X7qz+xX7w/YLU/wCss7fbjy4Xy2QPmX91sZPs1t5J/wAKZ0OP/j1u9XsPK/dWf2K/eH7Ban/WWdvtx5cL5bIHzL+62Mn2a28nvK8Ks/jP4w/4Xp8RdA/4V/4o1DSNE8P6Vd2FhBLpCtcyyX+oQyTxO14p2zRxRuqyshVbOXcsbuiyz7Cl/Kv6/r+rE/VqP8q/r+vy7I6PX/2bfBHif+zf7SsZ7n+yL2O80XfLn+xdmf3dlkfuFO58MmHTMflvH9ntvJ1v+FM6HH/x63er2HlfurP7FfvD9gtT/rLO3248uF8tkD5l/dbGT7NbeTzfgP4m+MNP0qCz8X/DvxwiWcNxJc+I7u30iQvFGrvGXtdPv55ZZ2RUQi3gxJKSUiiVgieFfEH9sLxn4K/Zx1Hx1oM3h/xlfjWtVe2utFnstfgt7ULJd21heR297amO5ht5EErWpvVjhspp2Lq24HsKX8q/r+v6sH1aj/Kv6/r8uyPo6y+AfhXSbm/uNLF/o1xdzBxLpl01u0EXlpE9vGUwVjeONE7sqxwCNkFraiD0evnWw/aYtPAn7LmpfEfX7bxRKNMhvvIPjT+z7e9vriKOWRYLltODwWbGVGswsqRyLMixNGZWVZOJ8R/tWfE3wj8R1tdR8F6fHaXHmaRHo3k+J50uL+IyS+ZZ3UXhrEuYY7guqmVXSGOSMxhJTLpGEYfCrGsKcKfwKx9gUVynwt8Xah478CaZruq6R/YV/deb5mn7LxfK2yug4vLW1n5ChvngTrxuXa7dXVmgUUUUAFc/F8PfCsFz4buIvDOjx3HhqF7bQ5UsIg2lRNGInjtTtzCpjVUKpgFVA6DFZXxv1PxFovwX8fah4QS4k8WWnh/ULjR0tLYXMzXq20jQBIirCRvMCYTadxwMHOK+FdW+Ofx11PwBe614Q8ReONauLjTHvNHmtNFuruG7Zoi8DJnwRCkquShH76NWBH7xAdwAP0Uj0mxh1W41OOyt01K5hitp7xYlE0sUbSNHGz4yyo00pVScAyORjcc1H8J6HLoV/oj6Np76LqH2n7ZpzWqG3uftDO9x5keNr+a0kjPkHeXYtkk1gfEPVtZ0nVfCb2V7b6To8mpxxahqNxLAY8uyxxW0kUpQss7SNGjwyiVLk2n7uaJplHj/AMN/jp8S5/ijcaT4u8NeH28N614zn8N6bqOj+IJLoWTwaJ9rmjhBsIRdRLcWd5G8jOrxztLFtIg5APpWivnXxD+0JqNn4/8AipDpOpaPdWPhvw+vlaBd39lDq9lewSv9p1F7K4mtidPMdzbkyz3VvlbQtEGjuI5n5/8AZH/aY1/4t6d4z1bxdpHjC1u9M+0vd2lzodpZ2tmltcTwItpp8Us2pGWZYX3rJ56faLW5iikzGUIB9VUV8a+M/wBs3xdc6Kvinw1oOjw+DbDU765XX0n1nU7HUNLs726tJ5J5bLQ7iGBZEt5J0Z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2016高考理综生物复习:基因工程原理及应用是学大教育网为大家带来的,大家一定要掌握好这些重要内容,这样就能在高考中取得好的理综生物成绩。
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