高三生物模拟试卷湖南省2023-2024
高三第三次月考生物试卷
时量:75分钟 满分:100 分
A.甲图中所示的化学元素只有大量元素,没有微量元素 B.若甲图中②是储能物质,则其可能是淀粉,也可能是脂肪 C.若乙图表示多肽,则其变性后不能与双缩脲试剂发生紫色反应D.若乙图表示核糖核酸,则其彻底水解后,产物种类可达 6 种
![](data:image/png;base64,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)
A.葡萄糖从肠腔进入小肠上皮细胞是不需耗能的主动运输B.Na+从小肠上皮细胞进入组织液是需要消耗 ATP 的主动运输
C.葡萄糖从肠腔进入小肠上皮细胞与 Na+从肠腔进入小肠上皮细胞相伴随D.Na+从肠腔到小肠上皮细胞以及葡萄糖从小肠上皮细胞到组织液均为被动运输
![](file:///C:/Users/lenovo/AppData/Local/Temp/msohtmlclip1/01/clip_image009.gif)
注:光合速率单位为 mgCO2·dm-2·h-1,密闭容器中每组的温度和 CO2浓度均相同。
A.由表可知,对该植株的光合速率影响较大的因素是光照强度B.气孔限制值增大引起 CO2供应不足造成“光合午休”
![](data:image/png;base64,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)
A.G1 期合成的蛋白质中包括 ATP 合成酶、RNA 聚合酶、解旋酶等
B.S 期完成了 DNA 和染色体的复制,使它们的数目均加倍
C.M 期合成大量纤维素,为细胞一分为二做准备
D.一次完整的有丝分裂包括 G1 期→S 期→G2 期→M 期
C.13、14、3 D.16、15、6
时量:75分钟 满分:100 分
一、选择题:本题共 12 小题,每小题 2 分,共 24 分。在每小题给出的四个选项中,只有一项符合题意。
-
甲图中①②③④表示不同化学元素所组成的化合物,乙图表示由单体构成的化合物(局部)。以下说法错误的是( )
A.甲图中所示的化学元素只有大量元素,没有微量元素 B.若甲图中②是储能物质,则其可能是淀粉,也可能是脂肪 C.若乙图表示多肽,则其变性后不能与双缩脲试剂发生紫色反应D.若乙图表示核糖核酸,则其彻底水解后,产物种类可达 6 种
- 寄生在人体肠道内的痢疾内变形虫是原生动物,能通过胞吐分泌蛋白酶,溶解人的肠壁组织,通过胞吞将肠壁细胞消化,并引发阿米巴痢疾。黏菌是一群类似霉菌的生物,在分类学上介于动物和真菌之间、形态各异,多营腐生生活,少数寄生在经济作物上,危害寄主,与颤蓝细菌一样没有叶绿体,下列有关痢疾内变形虫和黏菌、颤蓝细菌的说法正确的是( ) A.痢疾内变形虫细胞内无线粒体,所以不存在增大膜面积的细胞结构 B.痢疾内变形虫细胞膜上没有蛋白酶的载体,胞吞肠壁细胞需要消耗能量 C.黏菌和颤蓝细菌均是异养生物,虽然都没有叶绿体但是均能进行光合作用 D.黏菌和颤蓝细菌完成生命活动所需的能量主要由线粒体提供,遗传物质均为DNA
- 主动运输消耗的能量可来自ATP或离子电化学梯度等。如图为Na+、葡萄糖进出小肠上皮细胞的示意图。下列关于图中物质跨膜运输过程的分析错误的是( )
A.葡萄糖从肠腔进入小肠上皮细胞是不需耗能的主动运输B.Na+从小肠上皮细胞进入组织液是需要消耗 ATP 的主动运输
C.葡萄糖从肠腔进入小肠上皮细胞与 Na+从肠腔进入小肠上皮细胞相伴随D.Na+从肠腔到小肠上皮细胞以及葡萄糖从小肠上皮细胞到组织液均为被动运输
- 激酶一般是指催化高能供体分子(如 ATP)上的磷酸基团转移至底物分子上的一类蛋白质,底物分子通过磷酸基团的转移获得能量而被激活,所以很多激酶需要从 ATP中转移磷酸基团;最大的激酶族群是蛋白激酶,蛋白激酶作用于特定的蛋白质,并改变其活性。下列相关叙述错误的是()
- 炎热条件下,植物体内用于散失的水分多少与气孔开放度大小呈正相关。为了探究光照强度和土壤含水量对密闭容器中某植株光合速率的影响,研究小组进行了相关实验,实验处理及其结果如下表所示。下列说法错误的是
![](file:///C:/Users/lenovo/AppData/Local/Temp/msohtmlclip1/01/clip_image009.gif)
|
A.由表可知,对该植株的光合速率影响较大的因素是光照强度B.气孔限制值增大引起 CO2供应不足造成“光合午休”
- 炎热条件下,适当增大土壤含水量,气孔开放度提高,进入气孔的 CO2增多,光合速率提高
- 土壤中含水量越高,对植物的正常生长越有利
- 细胞周期包括分裂间期(G1 期、S期、G2 期)和分裂期(M 期),据图为某动物细胞的细胞周期模式图,分析。下列叙述正确的是( )
A.G1 期合成的蛋白质中包括 ATP 合成酶、RNA 聚合酶、解旋酶等
B.S 期完成了 DNA 和染色体的复制,使它们的数目均加倍
C.M 期合成大量纤维素,为细胞一分为二做准备
D.一次完整的有丝分裂包括 G1 期→S 期→G2 期→M 期
-
如图是某动物细胞减数分裂过程中某一时期的染色体示意图,该动物的基因型为MmNn,测交后代中绝大多数个体为mmNn、Mmnn,极少数为MmNn、mmnn。若图中染色体上的编号1 是基因M 的位置,则基因 m、N、n 的位置依次为( )
C.13、14、3 D.16、15、6
-
研究表明,尿苷能延缓人类干细胞衰老,促进多组织再生修复。下列分析正确的是()
- 干细胞衰老后细胞体积、细胞核体积都变小,染色质收缩、染色加深
- 组织再生修复可能与染色体两端的端粒修复有关,端粒是 DNA—RNA复合物
- 用 3H标记的尿苷饲喂动物,可在动物的线粒体、细胞核、核糖体、细胞质基质中检测到放射性
- 尿苷能延缓干细胞衰老,可能与其能阻止自由基攻击蛋白质、DNA、磷脂等生物大分子有关
- 玉米(2n=20)中雄性不育基因(ms)使植株不能产生花粉,ms的显性等位基因Ms存在时植株能形成正常花粉。种皮颜色由R(茶褐色)和r(黄色)控制。研究者偶然发现了细胞中增加一条带有易位片段的染色体的植株(易位三体),相关基因与染色体的关系如图所示。已知易位染色体不能参与联会,在同源染色体分离时,该染色体随机移向细胞一极,其中花粉中有易位染色体的配子无受粉能力,该品系的自交后代分离出两种植株(如图所示)。下列叙述错误的是( )
- 易位三体减数分裂时可形成 10 个正常四分体
- 三体的形成属于光镜下可见的染色体变异
- 若基因型为 MsmsRr的雌配子与基因型为 msr的雄配子结合后存活率很低,则该三体自交后代种皮黄色少于茶褐色
易位三体植株自花受粉后,黄色种皮的个体均为雄性不育,茶褐色种皮的个体均为雄性可育
10.某大豆突变株表现为黄叶(ee),用该突变株分别与不含 e 基因的 7 号单体(7号染色体缺失一
条)、绿叶纯合的 7 号三体杂交得 F1,F1 自交得 F2.若单体和三体产生的配子均可育,且一对同源染色体均缺失的个体致死。则关于 F1 和 F2,下列说法错误的是10.某大豆突变株表现为黄叶(ee),用该突变株分别与不含 e 基因的 7 号单体(7号染色体缺失一
- 分析突变株与 7 号单体杂交的 F1可确定 E、e是否位于 7号染色体上
- 若 E、e基因不位于 7 号染色体,则突变株与 7号三体杂交得到的 F2 中黄叶:绿叶=1:3
- 若突变株与 7 号三体杂交得到的 F2中黄叶占 5/36,则 E、e基因位于 7号染色体上
- 若突变株与 7号单体杂交得到的 F2 中黄叶:绿叶=5:3,则 E、e 基因位于 7 号染色体上
- 科研人员测定某噬菌体单链DNA的序列,得到其编码蛋白质的一些信息,如下图所示。据此作出的分析,不正确的是( )
A.谷氨酸(Glu)至少有两种密码子
B.D基因、E 基因的终止密码子分别为 TAA和 TGA C.一个碱基对替换可能引起两种蛋白发生改变 D.基因重叠能经济地利用 DNA的遗传信息量
-
人体造血干细胞中 9号染色体上原癌基因 ABL所在的片段,转移至 22号染色体上 BCR基因所在的区域,形成一个新的 BCR-ABL融合基因,该基因的表达使造血干细胞出现增殖失控而导致慢性粒细胞白血病。下列叙述正确的是( )
- 原癌基因 ABL 的表达导致造血干细胞增殖失控
- 造血干细胞中发生基因重组引发 ABL 与 BCR融合
D.BCR-ABL 融合基因在转录时会有两条不同的模板链
二、选择题:本题共 4 小题,每小题 4 分,共 16 分。在每小题给出的四个选项中,可能有一项或多项
符合题意要求,全部选对的得 4 分,选对但不全的得 2 分,有选错的得 0 分。
- 生物体中,细胞间的信息传递是细胞生长、增殖、分化、凋亡等生命活动正常进行的条件之一, 而蛋白分泌是实现某些细胞间信息传递的重要环节。多数分泌蛋白含有信号肽序列,通过内质网
A.两种途径分泌的蛋白质均在核糖体上合成,少数蛋白质没有信号肽序列 B.蛋白质的经典分泌途径与非经典分泌途径都伴随着生物膜的转化,体现了膜的流动性C.所有细胞都具备如图所示的4种非经典分泌途径D.非经典分泌途径的存在对经典分泌途径是一种必要和有益的补充
- 叶绿体进行能量转化需要依靠光系统,光系统是光合色素和蛋白质结合形成的大型复合物,包括PSI和 PSⅡ,将光能转化为电能,光系统产生的高能电子沿光合电子传递链依次传递促使 NADPH 的形成,同时驱动膜上的质子泵在膜两侧建立 H+梯度,其过程如图所示。下列说法错误的是
- 图示过程将光能转化为 ATP和 NADPH中的化学能
- 破坏 PSⅡ会直接影响光合作用过程中氧气的释放
- 质子泵将 H+运进膜内的运输方式属于主动运输
- 降低膜外侧的 pH有利于光合作用合成 ATP
- 图 1为真核细胞核 DNA复制的电镜照片,其中泡状结构为复制泡。图 2为 DNA 复制时,形成的复制泡的示意图,图中箭头表示子链延伸方向。下列叙述正确的是( )
- 图 1 过程发生在分裂间期,以脱氧核苷酸为原料
- 图 1中 DNA分子上的多个复制起点同时复制,可提高复制速率
- 图 2中 a端和 b 端分别是模板链的 3'端和 5'端
- 图 2 可知真核细胞核 DNA复制时具双向复制的特点
- 图为甲乙两种单基因遗传病的遗传家系图,甲病由等位基因A/a控制,乙病由等位基因本B/b控制,其中一种病为伴性遗传,Ⅱ5不携带致病基因。甲病在人群中的发病率为1/625。不考虑基因突变和染色体畸变。下列叙述正确的是( )
A.人群中乙病患者男性少于女性B.Ⅰ1 的体细胞中基因 A 最多时为 4 个
- Ⅲ6带有来自Ⅰ2 的甲病致病基因的概率为 1/6
- 若Ⅲ1与正常男性婚配,理论上生育一个只患甲病女孩的概率为 1/416
三、非选择题:此题包括 5 小题,共 60 分
![](file:///C:/Users/lenovo/AppData/Local/Temp/msohtmlclip1/01/clip_image031.gif)
(1)图1 中,类囊体膜直接参与的代谢途径有 (从①~⑦中选填),在红光照射条件下,参与这些途径的主要色素是 。
(2)参与光呼吸的细胞器除过氧化物酶体外,还有 。过氧物酶体是一种细胞器的理由是 。在强光条件下,Rubisco催化底物 启动光呼吸过程,形成的C2 进入过氧化物酶体被继续氧化,C2 中的C原子最终进入线粒体放出CO2。线粒体中产生CO2的另一过程需要的原料是 。
(3)将叶片置于一个密闭小室内,分别在 CO2浓度为 0和 0.03%的条件下测定小室内 CO2浓度的变化,获得曲线 a、b(图Ⅱ)。
①曲线a,0~t1时(没有光照,只进行呼吸作用)段释放的CO2源于细胞呼吸;t1~t2时段,CO2 的释放速度有所增加,此阶段的CO2 源于 。
②曲线b,当时间到达t2点后,室内CO2 浓度不再改变,其原因是 。
18.
(蛋白质合成)、S 期(DNA 复制)和 G2 期(蛋白质合成)。肿瘤的研究经常涉及到细胞周期长短的测定。下面介绍了两种测定细胞周期长短的方法,请回答下列问题:
②下表数据为科研人员实验测得体外培养的某种动物细胞的细胞周期各阶段时间。若在细胞的培养液中加入DNA合成抑制剂,处于 期的细胞立刻被抑制,再至少培养 小时,则其余细胞都将被抑制在G1/S交界处(视作G1 期),此时处于S期的细胞占全部细胞的比例为 。然后去除抑制剂,更换新鲜培养液培养,时间要求长于 ,但不得短于 ,再加入DNA合成抑制剂,则全部细胞都将被阻断在G1/S期交界处,实现细胞周期同步。
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAqYAAAC4CAYAAAAxOC5dAAAgAElEQVR4Ae2dBXRURxuGg7u7tsWDU9ytuBUpECjuWry0eItLgQIFipcWtxbrD8UpFNfiXtw9EJK8/3kv3XSzSSDZvTKb/eacPbt79+7cmWfmzn1n5ptvvCBBCAgBISAEhIAQEAJCQAgoQMBLgTRIEoSAEBACQkAICAEhIASEAESYSiUQAkJACAgBISAEhIAQUIKACFMlikESIQSEgBAQAkJACAgBISDCVOqAEBACQkAICAEhIASEgBIERJgqUQySCCEgBISAEBACQkAICAERplIHhIAQEAJCQAgIASEgBJQgIMJUiWKQRAgBISAEhIAQEAJCQAiIMJU6IASEgBAQAkJACAgBIaAEARGmShSDJEIICAEhIASEgBAQAkJAhKnUASEgBISAEBACQkAICAElCIgwVaIYJBFCQAgIASEgBISAEBACIkylDggBISAEhIAQEAJCQAgoQUCEqRLFIIkQAkJACAgBISAEhIAQEGEqdUAICAEhIASEgBAQAkJACQIiTJUoBkmEEBACQkAICAEhIASEgAhTqQNCQAgIASEgBISAEBACShAQYapEMUgihIAQEAJCQAgIASEgBESYSh0QAkJACAgBISAEhIAQUIKACFMlikESIQSEgBAQAkJACAgBISDCVOqAEBACQkAICAEhIASEgBIERJgqUQySCCEgBISAEBACQkAICAERplIHhIAQEAJCQAgIASEgBJQgIMJUiWKQRAgBISAEhIAQEAJCQAiIMJU6IASEgBAQAkJACAgBIaAEARGmShSDJEIICAEhIASEgBAQAkJAhKnUASEgBITAvwQCAgJw8+ZN8F2CEBACQkAImE/AJWF6584d3L9/3/xUyxWFgBAQAgYQuHbtGry9vcF3CUJACAgBIWA+AZeEaZs2bdC/f3/zUy1XFAJCQAjoTODRo0fo3r07vLy8tHd+lyAEhIAQEALmEnBamC5cuBAZM2bURhfWrFmjQ6r9cPfkMVy++gBP3+gQnUQRKQj8888/OHv2bKTIi2RCbQJ79+5F9OjRNWHKd36XIATclcD58+dx9epVd02+pNuDCTglTJ8/f44qVapoDThHF5o0aYJXr165hPHSn5PRJFUMlO+2FJtvuxSV/DmSEHjz5g369OmDOnXq4OXLl5EkV5INFQlcuXIF9evXD2rT2K7xO49LEALuRoDP40aNGqFr167w8/Nzt+RLej2cgFPCdOTIkUiZMmVQI54hQwZMnTrVJZQ/NauB3F5eKNNnBXbedSkq+XMkIbBs2TJkyZIFKVKkwKRJkyJJriQbqhHw9/fH4sWLg9ozilLbi8f5uz7hCU6tXoH95x7LrJA+QCWWMAhMmzYNqVOnxocffohffvkljLPksBBQk0CEhSmnVnPlyhXUcNsa8NKlS4OLoZwPpzAhZ0o06rYIW0SYOo8xkvzz8ePH8PHxCapnxYsXx+3bMpQeSYpXqWz89ddfKFiwYFBds7VpfOdx/u5qCHjzGn9MbI0iUb1QefwJ/P3Y1Rjl/0IgdAJ3795F2bJlg+ozR/7FXjp0VnJUTQIRFqbNmzdH3Lhxgyq9rRFPmDChNm3gfDb3YaR3CrQcOgszF6zBzC+6Y8iMZdh63fkYQ/vno9O7sXp0N/To8yX6fzsB43feQUBgaGfKMSsJjB8/HmnSpAmqZ4kSJUKvXr1cSNJTHJo9Fb/+fhyXXrgQjfw1UhGgW6ilS5ciZ86cmgjNnz+/Vuf4TlHK4/zdVfdR/q9fYVHnWsjn5YVPJ5/EmSeRCqNkRiECX375JZIkSRLUdqZKlQqjRo3SKYW+OLduCX77eSOOyNpAnZhKNI4EIiRMb9y4odn7cfSqXLlySJ48OdKmTat9Llq0qGZr6rz7qH0Y93F65MtcGz5dRmFc5+qoWqIIcrRahos6Ccd7++Zi3oCm6NB9CAb1aotOFTIgWppO2HgjALLeyrFqWPf98uXLKFWqVFDDauv8cFrq+PHjTiVs45CWKBzTC0W6LMKmm05FIX+KhARoi8f6tm/fPhw5cgTbt2/X6h3f+Z3H+burNvQA/aLuwVfxo6HJxOM4JcI0EtYm67P0999/I2vWrCHaziJFiuDixYsuJ3DfnG9RK6UXclTugZmyJtVlnhJB6AQiJEw5HcCKf/LkSVCkVqpUCU2bNsX169e1Y6dPn8aTJ862uPswNn9qFMrXDzN2PwNwB3vmdEZ570Lotl0H4+3H2zCmW1PU7fk9DmssXuDZ1Z2YNX0lDj4IxBudxG/omOVoRAi0bds21FH5mDFjolq1aggMjHhhHfxlKOomjoLK3X7BFlcsTiKSETnX7QiwjWNHSP+pTwrTTegVLzraL9qEaX0HoEuVKmgzbhm2RHBW6MmlA1jcvTJq1qmLuo1boPnPp/DIVy87WLcrMkmwHYHatWuD7aStM297jxMnDpo1a2Z3pnMfz/0xB51yJkHJSt0x94Jzcci/hMD7CERImDpGRtuVbt26OR528vs+jPJOhsZ9FmP7w7dR3NszB+N8PkDVOa4bnQbuGAifBs1Re8wBSBPuZBGZ8DfaKXMlKQUo6xd7/1xo16BBA9SsWVMblecIVsTF6QlMyJsaDTsuwCYRpiaUpHtewmhh2i9pHKRP64Nuo+djxZjG+KRIeZTotgLnw4nr7sGFmNejKjqPWoZf5k7H3A55ECVmDUzd/wDszkvwTAJsD7kpBMVnjRo1tPaSplAfffSR9rl69ero0KGDDnb6V7G8VWk0LNMRP4ow9czKZkKu1RKmOZPhs26LsfVfHfrPlkkY+WkOdNqkA4mj36FNuQYo32ktRJfowNOgKOgWiltCcpEd3ZJ16dIF5cuXx4sXL7SReY7O83jEwwGMyZMGrYaOxzcDv0GrTB+ieLM+mPJ2+Dzi0dn949CkNvi8VHbkyJUbeRv2wVf/kxpmh8etPhotTPskjI6yzVdgh7ax1E2sG1oHVcvXxaA94eguP/oTC4d3QNEmY/HWoMUfgc8uYNvmvTjz4DVeR3wiwa3KRhL7bgK2NpJtJz+zc9+6dWutveQxtquuu907j8UtS6FZnSb4es4i9MmSGR9XaYCvt7nuzu/C6jHo+0lmZM+VF/mr+KDxL5fenWH5NdISUEiY7sEw76RoyBHTpwBe7cGSr3zwoXcvbNYF/1H81KEsPshUGy023nsbY8BzvLm9CD9tD4SvDtYCuiRTIglGgIb8VatWDXbMuS8HMKn4h0jnVRwNh6zA7i1T8M1npZCixFBsdXox1DNs/bIoug+ehrmbTuPsr9/giwoFkL7oQGxxOk7ncif/0oeA0cK0V/yo+HzqcZz+d3jz6oru6N26Atqvef94Z8CRmRjcqiZyddkEqV76lHdkjqVevXo6zmjaSJ3Hyi4VkdvrAxRrMgO/712JZT3KIGqGdlh2C06axPnj8NQmGPBFd4xZcwZ/b56Dma2LIGbyplh6G5D+lo2957wrJEyBf+Y0RrlcqREzSXIkj1sA5etNwcan/vpVzDeHsGJQYxT0io2U6VIjdYZs+OjT77H/cYBM7yta5/UUpmPzp0K1+pOx8hwz+wKnfxuMlgWzotEKJ+2iDw5D7jJd8d32C9DGcANf4sm9m7h05S6ehGMATFHkHp0sM4Spj93ip6MzmqP35/UxKjwj91dXYlKzuviwzHTIuhOPrqbhyrxRwnRpmxKoka8Zxmte1Pzw8NxS9MwVB5/8eBUv/JyQkeemo+FnHdBm2nY80HLmh1dP7uDihRt4KANG4SrryHaSUsIUb57h0f3buHnjBm7cuIcHj3z1E6X/ltybF8/w6OYN3Lh5Ezdv3satB77aetnIVrCRJT96CtMxeVKgYZcF2Pyvqcj9Az9hYosMqD7v3xH0CEK7N68KUpT4Gj/uuyl1KILsVD3dWGH6P/SMHxVNJh/HaV8Atxbhy+r1UKThrH+n5t9H5Rr+nNoSBWN74+Opf789OTAAuPYj5m5+hjtO9q/ed1X53T0JGCVMF7cshgZlO2L25bdcXt45jWUto6HYxPN47oQ9ycu1bVGqclt0mHdcvOO4Z1XTPdVqCVPdsycRujsBXYVp3hRo0Mm2+OkNLmwaha8r5UC/PU5S2tUTHyRojP7rT+N+UBSBCESA+MYN4uFeH4wTpm85XJ9VE94fJEPMuLEQ3asUmg7biDMRQnQLJ9YOQg2vKIiXKCESJU6CuKXHYvvt5zLrEyGOkf9kw4Rpq2KoX6YjZmnepwLw+OoGjCoeG+02BsIp5xAnx6JmzvqoNeh3BN8AWNrRyF9LQ8+hCNPQuchRRQjoJ0yPYGLBNKjXZjpW0qb+8m+Y06kRMhadgINO53UvxudLh7jF+mHK1osI8HuN59d34diepfjpT6cjlT9aSMBoYYrAAAT4+2vbnPr7B8AJz2fgnwIDbHH4w192CLGwxqh7aWOE6SWsaFcK9Uu1wsRjAG4fxsEJTREvZT9wjbJzFkynsbhpMWTIVA8tfzoBvHmFJ3fO4p+D0/HDH1p1VxeypMwQAiJMDcEqkepFQD9hCrzcMgBNyn6IuAniIm7soqjWeik0c1OXEnsKCxqUx8dxEyBh4niI+2El1P5m51ubU5filT9bQcBwYWpFpuSaHknAGGEKvDk6F9/45ECsePGQKGF25Cr6HQ64TPga/vi2FSrGjIMESRMhUbq8yNV6FW65HK9E4I4ERJi6Y6l5UJr1FKYehE2y6iQBo4Xp48ePNef9vI79i8dDc+XDrVCfPn2Khw8fBjuf/+V/fH1prCpBCIQkYJQwDXklOSIE9CWgrDDlFoBXrlzBX3/9pW0TuGPHDvDFbdXevHm7geiDBw9w6NAhbNu2TTtn7969mq82GyL6bvvzzz+133gOz+X/nd821RazvJtFQISpWaTlOiRglDClA3S2R3Ry/tlnn6FRo0ZBL35v0aIFZs+eHaIQuMPeV199hbp16wadz/82bNgQzZs3x+LFi3H48OGgNjFEBAoeYLu+YcMG/PHHH9i5c6fWfh88eBD37r1dhOjv749Lly5pv7HNZ9vNHQfpm5OB7/zO47bnwu7du7X2XYT6fwUuwvQ/FvLJvQgoK0wPHDiAli1bIn/+/ChcuHDQa9KkSXj27K3Pv127dmk7XeTNmxcFChTQ/F2uXLkyqAR++eUXVKhQAR9//LH2Ox8An3/+OUaMGBF0jsofOErCxvenn37CmjVrsHr1au3FLWH9/N760bh16xa2bt2KFStWgHnfuHGjtre3LV/nz5/HunXrsGrVKu3Fz1u2bMG5c65PYtuuYeS7CFMj6UrcjgSMEqbsaFesWFHbLjJTpkzImTMnvL29tVe2bNlQsGBBDBs2zDE5mkDjrmfcwcd2Pt+zZ8+utWmDBg1CuXLlcPeu67vjhbi4QQeYT6a5UKFCWrvO9tvHx0dr63hJjhxPnToVRYsW1c7h72wHbHu9853feZzPBu4D3717d5QpUwZs7yS8JSDCVGqCuxJQVpguWrQIrVq1wokTJ3RlO3z4cG2LNl0jNSgyilKK6bJly6JSpUpBr5kzZwbtfsRR4o4dO2rncIckjqasXbs2KEXLli3TRlso0Pl7mzZttHP69+8fdI7KH4wSphy9IqclS5Zg1qxZ2mgVR6w4Qk8RwcAt/tghIO8ff/wR7OhwpMYWWDcXLlyo/cY4fv75Z/z22284fvztvjy281R+50geR6gkvCVglDBlXYoWLZomntjpZoeSx2wv1kd2RB0DZ4du376Nq1evBp1r/5+zZ88iXbp02mis439V/V65cmWwXbKNgOqRTpo7ZM6cWRs91iO+yBCHFcKUAyBsJ/n8tr34neXNUXHHQHMUjp6zHbWdz3f+hwMtvE9UDGw3+dIr6BmXXmmyMh5lhemQIUO0EQbbtL1ekCZMmIASJUqEas+l1zX0iodihyO8fBDpGUaOHIlPP/1UzygNi8soYTpt2jR4eXlpo1AcreHUKDsBCxYsCBL9nCKlgCer+vXro127dvj999+D8rp+/Xptyz/+xtcXX3yhjeDz3R0CG0MKcTIeM2YMRo8erb04om6bEr1w4QLmz58PduhYb6ZMmaJNmdryt3//fnAWg7/xHD5Q+JCh4HfHYIQw5ewGO0FRokTB4MGDNXMBvdgwbgrTTZs2ucV0PtvzJEmSaCZWejGwxZM1a1at3r1+/dp2yKPfzRSmZM42NXbs2Fq7yrbV/hU/fvxQd6Fi5z537tzBzrX9j//hSDhnOG2zpCoUKEfs582bh2+//VZrL9n2sQ3ct29fUPL47GBbaWsXeb5tNJ8DH2xjbe0tz+GgyNKlS4NmBYIi8tAPygpTPtz4sNQ70Ob0u+++0+xX9Y5b7/hoW1alShW9o9VuGE6l0X5N9WCUMKXgjBcvntag6MmAdUufLVT1TFXocXHv7IEDByJHjhzo2rWrNvLO0ffly5cHjWbxwcGGkyPtFOb9+vXTbLZtMdJOsFevXmjfvr12zowZM7SZjpIlS9pOcat3I4QpH6pDhw7VHr7szNjMcPQAw8VRfAByFNYdBBk7PLz3WPf0Dqx7tDUNbRGZ3tdyh/jMFKZct8EZAXYOJk+erHVO2aHli6KMHVZ2Yh0D7zfOSs2ZM0c71/Yfmq+xPGvXrq3dNzTbU2VmhzNoHIjgoFGnTp20to9t4ObN/22eTttntpVsM9l2UlzbZtJYP2l6x7aWL7adbGM5k8D8SwCUFKYcyWHhGdHAsHKzcbRN16pcCf73v/9p0xt6p5E3CEe0VJ0msc+vEcKU9rUcBaXdHkea9Azs+ZYqVcotOj7spHF0lw8FPQMfQjVq1NDdDEfPNIYVlxHClA9tPnT44ObCHwlCwAwCZglTPlMpHDnSyQ4u7yE9Ap//FKeM135tiR5xuxIHhSQ7mjRD0DPUqVNHm3XSM053jUtJYequMCXd+hMwQphylI8LJ2jSobeHBoreX3/91S0Wo9BsgT1/ve24OVrAVeYcWXC3YIQwZQeQnaAsWbKEakfqbowkve5BwCxh+vz5c22UlAKSI356DShxNuDo0aOaCQw9UKiywI8DD5zG1ztwsXfnzp2Vyafe+YtIfEoKU64yp02Wnsbx9lA4YkhbUwnqEzBCmE6fPh20X+JqZ08OFNHbt2/X/T7jYh2OxtI+1d2CEcKUszNcyEh7Xr1t5smXD/CmTZvq3sHQu+xoakCbQYoNIzgwvRzNYsdIAmCWMGXnvlmzZpqApMcYPRfy0AwmRYoUmhcLVWYbuFhL78486ytNHWinSqHv6UFJYWqzvTCqcFixSpcurXTPhKvAx44da9gIC91K8WGmejBCmHIkj6OlnB6SoD8BPpgoltwxGCFMzeCQJ08e5Rf+cMQrevTohi7w4GgWXU3ZFu+ZwV7Va5glTOkx4sMPP0SaNGnw5MkTXXGwHOlmjaOx7NBI8AwCyglTuv3gkPaAAQMMKwG6WOIqbE65qhoaN26Mtm3bGpY8ujUqXrx4MJ+nhl3MhYiNEKYUH/R0oHcjassmV+5Xq1bN9lXe3YiAuwrT3r17awss6HZKxcARUra79CkdmlssvdJMrwd80Y2WpwezhCk3RujRo4dmd6n32g3Wmx9++EFbQMRNFyR4BgHlhCmnvDhiylX5RgW6e6BjarqkUjFwKpSr+ThialSgOwtegwtVVA5GCFOj88vVmRyRVXkTA260wBX5vN+MCJyS4vQep6/dKbirMOV9zNW/qo4qcUqW5lOcajfS9Q/9aPIaNFHx9GCWMOXsCMuUU9B6TuPbyo82q4xfhVX5HDTjYlGjzAzpsYLmLp4elBOmXOnG3i7FmVGBtk7Xr19XdoUsTQ24upGNrFGB0y90UcEbQeXgjsKU9kfcelJl1x803ucGFkbZbdHWjAzczVxCb2HKB+qePXt0X2TneM+yTeO1jLLddLxeRL9TsPBhbpR4saWHrrjIQU+XXLa43e3dLGHqblxcSS/dYXEDAKMCfUGzXTbCnZpRaTYiXuWEqRGZdLc42TPkg8bIHiIfFHyIqd6A6y1MmW8jevX2dYz+YTk6pLLo52g5RzSNCpzeoyjlpgXuFPQUppzWpD/GWLFiaTM07mp3607lJ2n9j4AI0/9Y6PGJu/7RDR4XZxsVuO14t27dQH/HnhyUEqZsuDlsb4ZY4rVoWK3qCIMnV0r7vOstTLmbFh0+UzgZHYwWwM6mn6to6RjaCJcntjTx/qK5QK5cuWyH3OJdT2F6584dcJMM7obDXV2Mrg+0z+cCI9UW/rAu0J7brA09OGJKDp6+utkMYWp7Zhv9HGX8Vj+vueU0HelzNsiocOzYMc1Wl4ufPTkoJUzPnDmjjeKwETc6cPELFwxwWN7oB0ZE8kJhfvnyZd2cFL/r2uwA8GFhpNnEu64fnt/0FKY03yhWrBjy58+vbQkXnuvLOZ5FQE9heurUKW3nNm7BSbt2o9sZTgPyfjHywelMbaBApA0sPaFQyBgduPMQBYT9FpFGX1PF+M0Qpjt37tR2ZzJ6ITHdz9GLDNee6O3YXsWy8/Q0KSVMly1bpq1EpwN0owNHzLjlKR3amtFYhjc/R44cQa1atcDemdGBqxxbt26tuVcx+qHpbF70FKYcwcuYMSN8fHw0G2Nn0xSe/9EUg2KEq6RVZRuefHjaOXoKU9qW0rF+tmzZTMFI23Tap3HHOJUC7eW+/vpr9O3b15S2lgufaN+8ePFilTCYnhajhSlHwbnfe4wYMQy3JefOUsmSJdO86ai8qNT0Qo6kF1RKmLKX26dPH5w+fdpw3LT/osskPjSMtOWMaEa4pSW9EvBGNDo8ePAA33//Pbirhkri3D7fegrTiRMnIl68eNr0qv01jPjMEXmukv7uu++Uql/MKx05m9G4877iiDxX5ruLONdTmLKjTf+LZvkL5sxH1apVdd9i1tX7g4tZuec5eZhRD9iuNWnSxOO3dzRamLINodvFpEmTGu59g6Pu9JXK2S66HTM70MUZO5o0lzE6sP5y1sMs0xej8+NM/EoJU7pv4h7utBEyI3BFcs2aNZUSDl26dNH88HE63+hAu50tW7Yge/bsSjGwz7eewpQjpVyIYob9DqebuMMU/dEabX9lzys8n+mwetiwYeE51aVz2IiTdZkyZZRjEFbG9BKmFOWc9ciXLx9o12xWoIs5uitTKdCEhrNTfDcrsN6ZYRJmVn6cuY7RwpRCjTbkFIxmtHEVKlRA3LhxDfVWExpndqa4IQ1dAJphJsPFVRzUMNJlZmj5VOmYUsJUJTBWpYWVcffu3dDbUXFY+eFCGC7Q8IQRU/a2M2XKBDrANzpQmLAcuT+6GYv5wpsfjl7Vr19fWwAW3v+4ch795SZPnly3/bNdSUt4/quXMOX9xHuLdqZmCrLw5FHO8QwCRgtT2pVyBsqszUT4nIoWLRo482Vm4L3MTRu4iYAZ9zIHpThIx+t5ahBh6qkl7yb51mvElPZQtt1JaPtpRuA1R40apdRo9IoVKzRTETPsuMmY01Hp0qXTTAdU7fzY1wW9hKl9nGZ+pm2z1auX7fPLMmcn26yOtu3a7AyqxMGWLjPfjRam3Po1SpQo2kYdZuSLs6m0M6U7JTO8qtjyxEEGmqLQsT7bdKMDR5+52xVHiD01KCNMuepu06ZNhjuiti9oVgD6JuOKUbMbTvt02D4zDXRCzRvBrMBpCnoC4MsM+6+I5ksvYcrr8mHFB7c7CKSIcgrv+azvtF++detWeP/i0nmsz7QtpM2tO3B3d2FKzjQdoImOCoGL/xYsWGC6eQHrN2efjF4trgLjsNJgpDDlvcx2hJu0HDp0KKwk6Hqci+jGjx8P+vo0w9bTlng+F9mG0fTPrGczPRSZsQDalkfV3pURptzqa8CAAeCORGYFVjIuzEidOrWpgjis/LFHyEbczF0fKNZoTM6pA6O2WQsrv+E5rqcwDc/19DyHDRqN9vlSUfTrmdfIEpe7C1OO6HB0hyvgVQg7duzQpnrpMcDMwHuOm0iYtfDMzLyF91pGCtPwpkHOEwLOEFBGmObNmxfLly83rUdig8WFVilSpDBllbLtmmG9161bF1y8QMfcZgX2fOmiKmHChEqIc8d8u7MwpejnTAD95ZrZw3dkaPvOjhjtHs12wM6ZAK4Y95QRU04z0mSCU39m3su2cqarJHr2YP2zOrBN9/b2Nr3OMd/ffPMNKM5UmA2zohxEmLpOnQMK1AhczGpm+8XZXHYyzVoI7jopfWNQQpiyEDJnzqy5Y9A3e++PjQ9pOl2nGQGnea0MtMUze2SB+eUNkCFDBm1KxsybLzys3VmYslHj4pf48eObNnX+LqaccuvXr59pU2+2tHAknvZS7uD+RI8RU87CML9FihSxpMPLFemcYlWB95o1ayzblpadA/pP5RSsJwYRpq6XOk3cuL303LlzTZ1R5DOZnTq2154YlBCmFEPHjx+3ZAs5Xpt+U+mnzEpRxl49VzeeOHHC9HrIa3OUhY6pVRtd0EOYcjrxk08+wfz5800fuWTDRk8AHDk1yz4prArE1aws56NHj4Z1iiHH2fnLnTu3ZmdodefvfRnUQ5jSHi1NmjQoX778+y5nyO9syzhSqwJrjjTR7tWKwIc7bU1Va9PMYmGUMGU7xjpGf5tWBJppcFaC70YHtgd0E7Vy5UpT6xEHNShM06dPb3QWlYxfCWGqJBmTE0VRzEbUiocJbwLe6CougNJDmHKrRroZ4VaFZjRm9lWH06lffPEFtm3bZsl0pn1amjVrpjn8N3sLWjLg1PKIESMse5jZc3jXZz2EKXfDob9c5lmCELCKgFHClLNAbEtq1KihzQiZmT9ObXM9StmyZU1x+8fnIn2nmrnuw8bzwIEDyJMnj7ZFue2Yp7wrIUzPnz9vuT0Ue/Uq2GR5SsULbz71EKb028kdeDgibEXgyA1HbdgBsDJwMQhX0pqdDo6wcGEfp8Ro46py0EOYUpDSZnvKlCmWZZWzQHywWRk4hc5dxsyub6nGojwAACAASURBVPZ5ZhrM2EXP/pqqfDZKmK5duxZZs2ZFuXLlLNm3nqI4duzYpvgzpVcJrv2wYtSd/ky5iJGzyZ4WLBemHCnkftJWTGHbFzZ7JtzdgfauZgc23Lw2H4pWBtqDUUSpFPQQph988IG2O8mxY8dUyprpaTHbFZl9BtnpU0Gc26cptM+uClMKoerVq2u7qVm5Zz1FMbflvHv3bmjZNOUYF3JWrlzZlGuFdRGaVbA8VLC3DSuNRh03SphyG2vazXMraysCfUNzRqJz586GX576xCpvNbw2zaCsNgEzHHIoF7BUmBI8/SrSXZPVBuqNGjXStpC0wm6G08uJEye2XJwXLlwYFKdW9A5DqZvaIVeEKQU/e53sXTdo0MBUV2SO+aG9kBV1y5YOK0etbGlwh3dXhSntd+miiKPTHG2xKlCQccrTKn+mtC3t37+/NuVrFQNel/mnQF+3bp2VybDk2kYJ0+7du2vT2+PGjbMkX7T35GBDrVq1DF+1rkK7qUIazC5oS4Up7SnpRJZD5Va4VbGHzVWsXbt2Bc0KzAzsDe3bt09zqWJ1r57789I+zmwbxHfxdkWYcvSbzpgpTGlnSoN9qwJFP6ezzXbVZMvvzp07ceHCBUvNVbgAjDMjtGVWNbgqTFXJF6fQ+/TpA+7OY0WgQOc0pFXixZZnDnxQIHOUzdOCEcKUNpc1a9bUvOhYtXkBbVzp9aJAgQLas9OocmVbsGjRIsvabOaLbga5aNfTRk0tF6Y2p/JmL0pxrMz05TlmzBhcunTJ8SdDv3N0kq4oWrVqZemIGjM5c+ZMTZyfO3fO0DxHJHJXhClv5j179mgPaNrbWWlD3KlTJ3z77bem7LXsyJc9bo4usJ5ZaarBsuR+11bPjjjysf8eWYQpH2i7d++GWVvP2jPkZ26UQm8YZ8+edfzJ1O+chqVIX79+vanXVeFiRghT2jvStpQLn9jRtSLwmdm+fXvN2wn1g1GBbt9oK26lNuGsS86cObWNgDxJnFoqTI2qUO4UL0f12HAePHjQkhX59qw4YkvDdivt0uzTw8+uCFPHuKz8zl4vp8C4KMXswJmJVKlSme6/1DGfnE797LPPcPjwYceflPkeWYSpMkAlIZYRMEKYUqT9/vvvmomEFR5kbDA5+7Jq1SrDFl+xQ8OtyosWLWq7pCXvHKH+/PPPtYWUKpnYGQ3DcmFqZeV2hMsRNU/qlTjmX8XvkUWY0lSFmziYbbJCO26apxQqVMgyf5K2ekV3aFWrVtV8utqOqfbuijBlW0ZTDSsWUIbGkQ8y5sfsmQKO0HPEVpVda5h/mvGo9KwJrbz0PmaEMNU7jarGR3O2SZMmaWYgVqaR99C0adO03QOtWoRlRf4tE6YUgJw2Z69ElYacbkXob9JMlzZsLPnAVsXAmQt0+FBRRaBHFmFqxc3Na7JesZFl3bbKvtU+77/99pvSK6RdEaZcaMNtMDdv3myfZcs+s0Mya9Ys092kccaFZiNW2SA6AudMEDmwY+hJQYSp86VNQUg7abPXnDimmAMLrL9sW8zuYDqmxczvlglTrtrkTjRcManCA5PQZ8+ejbZt22Lv3r2mlAFFKRc+DRo0SJnePFfzctrZqt1aHME7K0wprGmfY/WCH/v8UCBS+KvSEbNPm3x+S8AVYUpTDfrLHTx4sBI4WfcHDhyInj17mpoeCnPaVC9cuNDU64Z1MTpH5+JHekrwpCDC1JNKO3Ll1TJhyl4ARSkX3KjSE2BDXqlSJVCcmRE4vURvAHTIrco0E+12fHx8TB9lCYu3s8KUbHv37q2t3qSdjgqB9WrGjBm4ePGiacmhQOdKeE4DqTAqT+HHhTGqTPM6FoQrwpQ+O5MlS6at5HWM14rv9H7w448/mm4nxx2+6OFEFb/BbFvpYoiLSDwp6C1MuWiRvnnPnDmjBMbr169rsxN62+2zneTAGV0NqhA4asq08JnGz54QLBOmHJH79NNPtQUZKsGuU6eOaT193ui0uVu6dKkyo2g0KyhevLhmYqHCDeCsMGX94j7DdARtpf9Qe4ZcWEbRb6bjddq0chWtKuKcq7TZYbBqFy778gjts7PClHUsd+7cKFKkiLYaPrS4rTjGlcWsc2YGzoT98MMPlnqAcMwvPY2wbVfFRMkxfUZ811uYchCFPset3NHMnhNdAWbPnl1boW9/3NXPbAM4iEAvKioEDtxxQIPmKFZ6VTGThWXClCM4XFmn2kozuhUyaxqbo8bcvYK2tiqMZtkqHqf+VHGv4qwwpVsTTqvSrYkqRuO0XS5ZsqRmMmJjbeQ7GzQKQG4fqMoIJe/3fPnyaQb9Rubd2bidFaa0AUuTJo3m1J4jwqoE1n2O0JvZ+efUuUqePVgWrHe0F/QkMxq9hSldzkWNGhVz5sxRonqzg09H+9y1Uc9w8uRJzcUgzT9UCKyzCxYs0AbyrNy0w0wWlglTMzOp6rUoHFjRVOvFc9RUlZ6ZM8KUNstcVEdhSvtdlTo/TI9Zu9BwOorbQtJuWhU7bt6LNJehHaZKabK1Ec4KU+aHD236QjZTBNrSLe9CwJGAnsKUbSgFIM0htm7d6ngpS75z84TatWsjXbp02g6SeiWC7TNFOP3wqhA4aMXBK3Z8VTGjMJqLJcKUoze0e1NphyEbaPZOaBulin2JLV2e+u6MMOVoDf8XI0YMbNiwQalREo6a0uuBGYHXoUDn6LdKI0VcZMhpOLM4RIS1s8KUCybZCVDFrtKWZ5Y7p7G5w54ZgbNgfKCb6dkkPPli558j2Rx5UuleCE/anT1HT2HKDWhoGlW/fn1lxBHvVS7uixcvnrZg11lOjv+j+Qs7mLTpVCVQnHbp0kXpzUn0ZGWJMKWxMldtcvpLtcDKzl0laCNlZKDt34oVKzSBbuR1nImbgoE2NrxBrQ7OCFP2KosVK6Y1WCo1Lmaz5Mgdy1K1kUmmSZXFWI5l4qwwZTwUPKqNlvKBRhd4OXLkcMyqId+5sxdtEVUyZ2BGyYGdhkyZMim9Ja6ehaKnMOUiZQpACkHOxKgSFi9erM2M0SOGXoGjw8wj64xKgXbsqiwUN5qLJcKUPepcuXIpOyrJ6QGjXazQR1rDhg2VmRaxr2is/GzUVNhf2hlhylW4XGTD/eFVCxRlHMVUdfGParzMTo8rwtTstIb3ehRkSZIk0Zzth/c/zp7HhXaTJ0929u+G/o+2rxRXnmKnp6cwHT16tMbOyC1AnSl8brmbMmVKtGnTxpm/y38UJWCJMKWTbW9vb0WRQBOlHTp0MLTXzxuKKwpVWZTiWBicsunVq5fjYdO/OyNMTU9kBC7IUTV2SIz2dcl6xRmJn376KQKpM+9U7mZCbxSqhcgoTGmWVKZMGc2sxUh7dtY5zlSw46ViYNmWLl1acx2lkt25Uaz0FKbsUHOxLl2QqRRYjlwTodfMGLdLpv9dDmyoFmj6SBMDM90NWsXAdGHKaUVOEdPWR9VAOymKZ/pJMyJwuo+Nd+HChY2IXpc4hwwZgm7dull+g0Y2YcrC4d7HtBcyMnBUiAutOLWqYuDUG+uXStOC5BQZhSnb3EOHDmntmZHTkxSm3DBExbUDLFt2Cik8aGZgpEBX5X7TU5iqkiej00Fd0rp1a9Cri2qBC5LpYUWVxWdG8jFdmDIzbBxVs8Wyh8z0GdmAs4GkcFCx8ts40GUWe41Wr86PjMKUvV6KMr0dQ9vKju+sW/TbyEVGKobp06dr/kwpFFQKzghTTl/TH7GnrJhVqbwkLWETEGEaNpuwfuFMFv2rqxo4y0q72sgeTBem7KmqssvRuwqXdpaeYmj8Lg5W/xZRYUohzR28VDWRIE9OPdH9h5Fp5CrxQoUKaSysLsPQrk8b2379+pm2y1poaQjtWESFKc9PkCCBtruSkR2N0NIakWPsaD9//jwif4nwuVzQxk636oEcjBx4UCX/eglTDiKpzovpc3UUnLqEM0zctUzVwG11uYGFqrMSenEzXZju3r1b21FB9QZszZo12m4LRohoTq3xgab6zc4GnLZFVoaIClOOEEaPHh3cHtKTAwW6aqOR9uXB+4qLUeidQqUQEWHKBzYX2MWKFUvz5EEbPFUD7+O6detqm4cY1e40aNBA+UV9FC+0n6cPTKM4qFIH9BCmZMTtXDdv3mxoR9oVZnyesiNOe3pXxCntVTlTqPJ9zJlWtpuR3UbadGH63XffaQborlREM/7LqcZWrVqBu0DoHbgffbNmzfSOVvf4uA0apzaMEOfhTWxEhen333+vOTo3enFReNMf1nkUQKpsExpWGj3xeESEKWdUuFo5SpQoYHth9IikK+VBYUqn4bRtN2IBC0dw6Gll165driTT8P9SuFCwcXtH1eyb9c68HsKUAihx4sSaD1MjnoV65JlirWbNmprfarN2bdQj3RJH2ARMFaacvvz666/Ro0ePsFOkyC/sIXKBit6rminyaGPIG0n1MHfuXG3XIC5osCpERJhysRqnOlKkSKEtXrMqzeG5Lh+MnMo2QiRwSpW9fqtHu9/HgcKA6VRJ0EVEmHKkhg9/7jBm5T3yPs78nfWMe3937NgR9Ieod6DgpbcJjkSqHDjKzY0Q2E6o5mtVb26uClOyoquxmDFjaqPMqoo+tiP0ncud1zi666wJHkciaWalerhy5YpuXghUzaupwpS+OznCoKKbGMcCop3i+PHjtZEQx99c+c4bnW6Yhg4d6ko0pvyXox+dO3cGRyGtChERpgcPHkT58uWRLVs2bUrGqjSH57rciYcj8jRt0Tuw3ChAuFuLyoEu09hR5Z7XqoSICFOKPbpHYn1Tfac4mk6xXvTt29eQhxo78Gwn+HBXOXBqmp0IdgodhSmFmOomZhFh66ow5SDKnDlzNMFH4cd7Q8XAUXBuIsEOIm1E2TF3JvDeGDZsmDN/NfU/3JyIg0bOCnBTE+vkxUwVpmzI2SMxosfuZP7D/BunMDg9xe0t9QzcipVT5Js2bdIzWkPiYv7nz5+PefPmhYifjZYZNloREabcrSpp0qQoWbJkiPSqdoAPRxrZc/RG70A/fBRMqtsh0YUR3UYNHz5cbwROxxcRYUoRww7G8uXLlbW/swfBe9aohT8UdRxB5rvqwcbBMa18Nv3666/YuHGjcrbPzjB1VZhS4HFggoKPws+RlzNpMuo/nC3j5gn0kOGMgKYf1KZNmyrVFoXFip15PhdVXmwZVtrDe9xUYRreREX289jDc4feDhsiihs25I6Bwpq9tgMHDhgyHW27XkSEKW13y5Ytq01Z2v6v6jvtSymk9d7DnOJgxIgRWgOtat5t6aJIYiNbvXp12yHL3yMiTC1PrCRAVwI0Q6CLNU5dU6TQp+X58+ddWlCjawIjGJmrwpRT5Llz59ZsNx1HlyOYFMNPv3//vjYgwYWvzpgcrF27VpvBcofZXC7wbdGiBbhAO7IG04QpH0IcJaKQcZfAHjRX3XJaX0JwAhzpS5gwodZw9enTB7///rshI+EREaYUezSVUHlVpY0iRT87J3p3UHifccQntFFu27VVeqctd1ijxpxhcWWVrTP5jMzClDMcHKXmCmbWEz0C47SNNBrp/kyPtNrHwXZiz549wUbXKEKbN2+ujRBylJA2ixUqVNBG0bgpDOujOwVXhSnrCE2COKvhzCikmayYVi6sbty4sVNbzlKbcLtVdxiFpPDmTCbrZFiBo90qj3CHlW7bcdOEKSs2R4honOwugYu1OC1KWzg9AhejcJtIFfdwDyt/fOgw/472ijNnztQWGbEB5ytdunRaozB79uwQtlthxR2e4xERpuGJzxPOoZgLbZRbxbxzOjwskwPann7zzTdam6HXloPvY8BRItZnuj7iqFmTJk0izcvHxweZMmXSVljXrl1b24HM1fxRCBQtWhRx4sSBXnG6mqb3/Z87r9EumG0WN0aghxS+uCD1gw8+CBKmtraN73Rs3qhRI63TZ3Zn6X11NqzfXRWm7HTwvqNJl+p5pghjWnn/OmsnzDjcQcwxjRzQeFdaOarKdSwcMFJ9EWxo9dclYdqyZUskT55ca5CqVauGsF6cqqPtB6cFChQooDUAYZ2ryvEaNWoEpTlv3rzgd1fSxv+XKFFCs4Fkg8hG3JX4zPgvG2pum5osWTLtgcbvvC7L09vbW5visW+8+Tlu3LgoUqQIevbsqYs7pMgsTLlgZuHPv2Dzlh2h3Zsef4yeC3ivsI3hFOu0adPAFal6hKc7R2FUh/IoW7EaqlWqiEo+ndFxzT0g8A1WLlmi2YHTBVRke9H8hi/aueuVN5YTR3D0jFOvtIUVDxf1cFaBHWyewzzwQV6wYMFQhWnatGnRoUMHt5rxc1WY6nGfSRzWEBg3bhwSJUqEDBkyaN4yeH+qvjDRnpRLwvTUqVPaaAbtMjga+q7XihUrQBtAjpi+6zxrf1uKpcvXYO3GDVi/fg3WrFiOVatXa+nWI11kQON69mbCw0yPa7oah32abXFxsQc7JdzxxlGY0gCdoxA8V4+pr8gsTO/ef4hdW1Zh1aQe6F//G/zxEnB16Qi3q1NpMZF9YxPaZ47E/Pnnn2BD6hiYl8yZMwfVMdY3Luri6lnnNw+4jg1dP0eJCo3RaeQ0rF2zCitWrcHc6aPRroY3qtT5Cde4bbJjYuR7pCdw7tw5bZTcvk3j7mmcIuZUr17mD2aBFGEaPtJcOMUOCs1c3CWw/aPpQVjbmrOTyA69rS4nSZJE8x/Pzhd1m+rBJWGqeuacS99xLOg/CCMnrIfaHvmcy51e/+LolX3F58gWbZF27Nih63Zpo0aNQsxYsVCqZHEUKZAH3jlzImckeeXI4Y3MmT5A2hTxEDVqDKTIksul/HFGgqPb8ePHR548eZTnRIfsnCJlmmPEiKHNqNjKlr9xlIrHbY2r7T1atGjImDGjNnJ/8eLFCHiHeITtQ0sgc4YqaDdrHy7b757p/xDXto+ET7okyNZpJc77vhFxqldj4Sbx8IHN3bFYzzg7xEEUri9QfRo7LLx0R8fFQO7QFtjue73evXPlw8dFCqNggbzIk9M7zLaQ7QxHFdmmpE6d2i1YsZ1PmTKltuMc08zvjtx4nHmytZm2dy7s++ijjzSzO5rpqRrMF6Y392Dd0LJImSodMmb8AJmz5cKArS/wxE8BRE82YETtPEjglQRlus3H7lcKpEnRJEyYMEEbMeUNMWnSJM1oXM8RhZsr26FthVSIETfx25srURZ81HEFrl06jeNHjmg2r7R7devXsZP4+/AmrJ3YCnlilUD/9cdx8PARHHUhX+xB0yWZO3HhQhTHNHOXGdqXUpzaGlXbO+0ZORpE22d6IQhfCATuLUaLVDGRsfEcbLoQ0tOE/+Nr2NU3K7yiV8HEky/wPNIMmz7Ds3Nz0dS7KWafeYUXkSZf4Sv58J7FHYQoRtm55ipvdw8UHry3OLrmTu2By2k9dhpX909Aw6z5UbXVePyy/yxOHQv7WUH/6mx/yMrla7vQdkfk2kwr2/rQ0sxjnFXiVL6tzbS9cxcvrujnLJXeC2/1vF9cFqb3d07AoGqxECdRSqRMngwpMmRB+gF74PsmlElJ/1PYNLIdKmRtiAnHHuLyqcP4sb4XYpebjB23X7g8jek6mDfwu7AA3QqVRd02s7Ar5LPL9UtEkhgoCujbjtMgzhqbh47iOGZVzIe0xTvh21X78ejODdy88wCn9izHyDrJkDnXeHAfqlBqV+jRKX/0Bi5sHIjisati+j+Av4iGoBKjux727m2Napo0abQGl6I1wivAAwOBnb2RMZ4XSn27G0cfBl3mvw++9/BwUUN4ecXA58sf435k6JgG3MX1PwaidMyYiBq1OIYf9cUzXW6eQDy/8xe+/ySRNnqTLElilBrxJ07dd98KbFtU8l+FkE9uSeDxKvQplRlxvdKj7sgNOK5LfXcvEtzsgjNRtraTix658xvNVfQwsTOahgvC9BxWd6qE7JlqovHcQwh4+QQPHj7Gratn8HOrOEgSvwMW3niCYHswBL6B38vnePrkJbRZNL9n8FvdHDGKjcHmG0+tFRuBgW+n7l6uw6ByVdCg1Y/YKcI0zPrH6S39Hexfx/KmaZE0W3OM3HQRwR3avML904vRN3dMxKs6E8d934RaX/yv7sTyL3IjWuwESJwokbbPc9tVT/BAKZFxFVtHt0I5r+iIkzg+4sVKgIRJa2PaZVeEqS8OzmyPepmiI0as2EidtzzarlZzp5YwK5XDDzTYpxjldD9tpjgC5HQniMJ02xdIE88L5UbuwfHQ0Ly6j8dLm2iNeeMlj3EvvIOxDulW7uurm7j2v69ROEopjNZFmPrjzolFGFMlA7r+9kxb5Pjs5ETUTp0A9YbvwJHQ2CoHJfIkyO/JLazrFA/JkyZGokSJkThOdHhVH4EFB/TfetY9qAUAV+ehdbZS+PzrNThkb7LjHhlwOZWcxaRNPhcvL1q0SLtH3ckkxUlh+gib+hRBtiyfoMXMQ8HFJwLg73sM08rHRMz8X2HZmfvwt8es9V7u4drx6WgRPSYSxosFr49HYuutZ6EKDfu/GvPZH4H+69AvfRqkixsf8eNHh5dXalTsvhB7RJgagzzUWAOAazPwaeJoyNF+GXb/E6zWaP8IeHwV+4fkh1eUUhhx5GXIkR//k/hjbCdUytkOC+8Afk/vYF37aIhebCT+d93ijk9Qnp9i+7AqaFCvOYbtfAPc3ouVnXMiWvwaLgjTx9jQsxDadxuCeccBPDqCbVMaIW+CD9B7Z9CF3e7D/v37tWlIuoBxPQQC12ehfrLoyNb6F2y7Ekr9enIdB4exfpXE8EPP8dR+pCXwDd68fqltd0gfgS99XyG0SSHX06lfDAH+b/Dq5Su8enYTt3cORVGvkvoI04Cr+HtJZ3h7eSE2hVDixEicKAFieXkhW+fF2HbFHpx++ZGYHAk8xLX949AgWhIk6vE7nj5/Cb/Xr7Xn6ImZVVA6RW7U+nI9zjv+LdJ+D4Tfyxd44esH3P4Z7bzLoNnXqz1SmHKra5on6GleZ2a1cU6YPlyB7gWSI1PlQZhzLGQDHxjwBjdmfYLE0bzRdvFpXAvqsbzAmbVD0ThVYnxUbAoOwQ+BGzsgRonx2Hrj8dtRVDNzD3/4Pd2H0UViocy4A7jmCwRs741qmbKiWPt5IkzNLIvAAGBLd6SK44UKY/bj79C0iO8dPFjUGF5eUdB02bN3joIGBvjh2Y0ruLO4OWIUH43frz22qOPjAPHvCWhQsAGq9lunrf5GwHWcX9MPRWNXwVRnR0yf/oqvK+RFCq9YSJA8meaSLHHC+EiVNR8a/qyugbsDGRO+3sKq5umQJEsTDFl3Ds+CXfEVHpxZgn65YiJ+tZk4+sIvWH15vP079K6SBl6xEiNRvNhIljoDOm4A3ig7c30Ju2d1Qnmv6IifJBHix4qOqFFLY+QxHaby/S/g6Pz+KJW8J9TfWDlYIUeiL364tmsy2mWNhyT1F+N6CE8Svtg3vjaKZcqPSkO348n7ch7gixdP7msLV+/cuYP7Dx/hZchH+/tisfD3l3h+dz7aJUiC1ImTIGG8KPDySo9Ph2/A0SD9YWHy5NIRIuCcMD08CuUzR0f2VtPwv9Cee4H+wLYeSBnHC2VH7cdJ29TOvU2Y27k+UuXqj98e38HVU0dxZmZ9RM/bB/OX78TfL30dpm8jlJeIn/zqPp4s8kHUWN2w4t5zaLO9L9djsEzlR5ylq/+gMN3ZG+njeqHsyL04Yasz9vG+vIO7CxvAyysmWq5+hoehjGgHvHqBp3dO4OC2SWiVOAlSJ4kLr/zDsUmREdPnazuiYsUmaDb1ILTkU5iudlGYPlmKbvmb4otRG3HJnpd8Dkng2XoMrpgD8Qq2xcBf/sTtfy7h4uV/cHj7EgytkRgfZh+F3UDwWR7fHZjRthVatZmBvYzxxl9Y3jYRopX5AWcC/jUBCnklC488wq6JzdHwk6rozcy8uo4T40shZpRSGKnHVH7gPzi5pCOKxkmJ5kteva3HzK3fA9x+/ALPXyur1i0sE50v/fo0dk+qi0zxPkCDpaE1lkDAgQnoWPxDZPxkMNaG1tG3S9LttUPQrkxqREmYCskTxkXKtFnQdm1AsM6Z3emKffTD06vr0C9XHFSafRmP/QH/zR1RPFUOVBu0VoSpYqUVnuQ4J0xPTkDVbLGQtdn3WPdPKJehMP1fR6SIHRWVJxzEqae2cx7izLqxaJcuPTJ+9JHmtD1TVm/k8c6MNFXGY8OFh6beCAHPbuHwiI8RpcA4/PXI9+21X6zFwLKVUV9sTG2FZtJ7IHB3EZqnjIEPmszH1kshVeebh5ewrVdmeMWojilnfENZXfwQx5Z9jRrJUiJPlXk4yzH43d0Rs9QEbL36QHuAWv3I9Nv1FWpnL4KiHRa+FTm4gfNrv0LRONUw46aTNqa+mzGkTHoUqjAAs2yu+AJ88erJNZy+E5KjSQWq8GUCcGRqWzT+ODXSZMyETBnTIUOhKqg4431bDwfg5eO7uLJlBdYMb4Bo5abjrIrC9Ows9KteDx83WoKrLIXAx3hyYDRKeZXEGD2EKQLx+NLv+K5KBiSLVQtj9+3HnkOHcXxRT7Sdvg1bL0qdM7zy392DtX0+hlfyHBjE1aChhWvLMaBOesQv6IOp7/J96Lsd09p0RPcvF+EY47m2HSs6pETMsjM1MwCr28zQshbs2LPLuDitHrwS9MeW1/5vZ16frUTXXOXQ4qvwT+X73rmM80f2YO9f+3D45Dn8E2yBTLAryheDCTgnTP224dvS6ZGxeA9M3B18Qozp5VT+yeG5ET9GaXy5/gLuGJwJZ6MPfHkX56Z/gtheldD/4C1oC3X9NmBg+Wpo1H7Wv8LB2djlfxEn8BA7vsyP1GkrofWc/bhiPwXjfw+XNg1BgzTJ4N39V1x65R/Sz+Sj7VjUpz5SfNQGPx7fh63r1uD3YZ8gRqbmGPb9Whx49NzcwqeDjAAAEsVJREFUEfnQAAQcw8oeZZEpYxGU7TYX+3evxPzxzZEvRm50WHAQF54GOtE588OJnzqjVpqsKFarL2bs3Y1ta37Ckulfoe2y26GlQo5FkIDv7Qs4e2ANFozti6YfZUCmjzIi9iczlRSmL3cMQ6ua1VG27x9v7f8DHuHxX8NRXC8b03/Z+T44jaVt8uPjvHmRN2d2fNTrNxy8HllWjEWwgph9+sMD2DCwBGIkzYZeYW0cd2EhvqyWDkmKtcLsi+FJoD+e3r6CE0unY2bfuohVaRb4N9WFqf+9U9jydQFELfQ9Tvn9+1x4vBSdcpYNt43pyzt78OvIlvApUxAF82dDgWLFUWPoFtx6GR5uco7eBJwTpvDH2TlNUDpLHhTp8jN22Ruw+L/Eo0Nj4JM2OXK3n4/dt4KvrdY7A67F9xp+/6zC4KJJESVXG4ye8hPW/vYtGhfIhcLF2mL81qt4IHb8riGO6L/f7MeszjWRrXgDtB80GauWL8WSpcsxc/IwtK6RBzU/W4yzYTaWT3F11zwMKVUSJUuVQunSZVC6fBXUqlIORZvNxJZLj9RoZJ/8hSXfdUSJIkVQonpNVO3UFX2qVUOlCl3xyyU/+Dr5JLiycRKGfFYURQsXQdHaLeDzszZeFtESkPMdCQScxqJetVAgVWm0GXMAr3ALl9d1Q9Tyc3D9zVvzIyeLzPFK+nz/ewb6fFIA6csNwSKtbX6Cx0dHo7hXGUw8b7K5lD45klhCELiBIws7o3j81Cgyhi1iyHB/XV809v4QeRpMx8GQPwc78uzKYez/33xMGdwbrfPnRG7v7EhQbY5bCFM8uYRDEyogZrRP8OXRh2/9D79aiU65K6L1sDVvR4GD5dbxy3nMqe+NcpVao/e8vdjz+yyM71ICKRJ+iM9WK3VnOyY80n53UpiSx0VsndkLlctWQcVmffDjjB8wZcpUfDdhDJrXK4B6Defh0EPf4LZaKmKk2cGVJejaujFqVa+Gqt17o1eXjuhUszl6j12NIwa4GXr+zyns+mksJkycjKk/zsdGZxe9qMhTpzRdWjYcXzetjErVa6FWtcqo1qIHuq11f6fXOuGRaMwkcH8ZvqxdBd7FW2L48p8xe8xADG6YF1HS1MNXE9fjyKs3UGF/kP+Q3MDh2e1ROWsmpCvXG3NmT8K4MZ8jr1cqVO71E7b84/vWnv6/P8gnNyTw7MJ6/NA4M2Klb4IRh58G94F8fSlG18yLvMVaYtiW0Ozt7DL86iCmt6mEfB/VQb+5ZwBcxd9ruiPGJ/NxJ8AXtMRTW569xPPzyzC0ZHJ4Zfscw0dPwqz5vVH1gw9QsFRHjP/jEu69KwOPluCLYuWR37skqjaqg1q16qBO3QZo2a0vxm0PzeGxHTv5aAgBF4Tp2/Tc378G8/o0QqOmLdCieTM0b9cZHVbegJ94Cg+1wB6d+x1rJnZFry498EXXdujUpDgK1PgaG869xmsZnQ2VmRwUAtYSeIyzv83GuBbN0KxZczRv2Qqt2nVCj+5d0GrEZlxVcfvS15dwcP1EtG72OZq1a482I8dhcs9uaN98CJaffhLcFZa1cOXqThN4jocXf8OIVrWRs1RdDBw4CEOGDMawYd+g6edVUL/hAPy88TLea1zxcCl6VauAXMUaovcPEzG6Twd0rJwVUVNUQ9dRv+Go3792m06n04Q/BrzCm8sr0bdbe7Ro1gxNh47AyK/6ok+znhizcBfO2ZuFOSbn0SJ0zP0JOo5bBcpyCdYTcFmYWp8Fd0rBJawb9CmKJv8IhVuOwvDBvdG7eWHE9YqK/OMv444YW7tTYUpahYAQEAKWE/B/+QhHZvZB39690LNXL/Tq1hld5vyJ/TfC6+/pCc5v/Bk/9O6JHj16omfvvujbfwC+GToE/X74E7dtdpuW59SoBBzB9zWzIGvGFhi49OZbG/9Xt3Dv9GpM3CEjpkZRf1e8IkzfRUfv315tw6z2zVA8a0P0nT4Oo0eMwqgxE/D9Dz9g8YG7eOn3rvkGvRMj8QkBISAEhIAQEAIPTi7FkIoF8HGWXCj/eVM0bt4KrUfOxPLjKq+RibzlJsLUzLJ9tQMzWlZFxUo9sd7M68q1hIAQEAJCQAgIgTAJPDn/F7YumYHp037A9J9XYdnxkB6Hwvyz/KArARGmuuJ8X2R3sWO8D0rEyYqSbbbgLk/3f4mAw+PQfvEl3H8hRqbvIyi/CwEhIASEgBAQApGXgAhTk8s2wPci/pjYDtWSeiGFtze88xRAru5zsefiU+X33jYZlVxOCAgBISAEhIAQ8DACIkwtKHD/F49x5/wxHDt6FMeOn8Txm74IEPNSC0pCLikEhIAQEAJCQAioRECEqUqlIWkRAkJACAgBISAEhIAHExBh6sGFL1kXAkJACAgBISAEhIBKBESYhqM0AgIC8Pz5czx79izY68WLF6Eef/lSNtgNB1Y5xY5AYGBgsLrlWNfsv7Pe8Tv/I0EIuErAz88PT58+DbX+hdXGsf7xNwlCQAgIAb0JiDANB9EjR47Ay8sLSZMmDXolS5YM0aNHR9y4ccHP/I3v/J4iRYpwxCqnCIH/CNy9excJEyYMql/2dc32OXny5NrvrIusYyIM/uMnn5wn8P333yNKlCgh6h7bMx5PkCBBUBtnq4vx48dHgQIFnL+o/FMImESAnagbN27g1q1bIV737t3D7du3Qxy/efMm+JsEawiIMA0H9/3794MNsWMoVKgQJk6cGOzwoUOHNHEa7KB8EQI6EODI/R9//AFvb28dYpMohMD7CVCIbt269f0nyhlCQFEC48ePR+zYsZEmTZpgr7Rp02odL3b4+dn+d9b7MmXKKJqjyJ8sEabhKGMRpuGAJKcYSoC9/ilTpqBUqVKGXkci90wCjx49woEDB/DXX38FvThTxFH8adOm4ejRo0HH9+3bh/Pnz3smKMl1pCLAASfWZwlqERBhGo7yYIMdI0YMbNq0CRs2bNBeO3fuRNasWdG+fXvs2LFDO8bRrMmTJ2tTX+GIVk4RAuEicP36dfTr1w9NmzYN1/lykhCIKIFffvlFM1cqWLAg8ufPr70+/vhjRIsWDVmyZAE/8zh/T5kyJQoXLhzRS8j5QkA5AiJMlSsSLUEiTMNRLocPH9Ya7XLlyqFs2bLaq2LFipoAzZw5M/iZx8uXL498+fJp9ljhiFZOEQLvJcBRq1atWmHw4MHvPVdOEALOEpg9ezZy5swZ4u+hTeUvWLAA2bJlC3GuHBAC7kZAhKmaJSbCNBzlIlP54YAkp+hOYP369WjUqBHmzZune9wSoRCwJxCaMOUoart27TBgwABcuHAh6HQRpkEo5IObExBhqmYBijANR7mIMA0HJDlFVwLTp0+Hj4+PLDzRlapEFhYBR2FKV2T0OkIzkrFjx6JNmzbYs2eP9ncRpmFRlOPuRkCEqZolJsI0HOXClfZ00dO5c2d07NhRe33xxReay54SJUqge/fu2rGuXbuibt26SJIkSThilVOEQOgEvvzyS812+dSpU6GfIEeFgM4E7IUp/TCznRsyZAgeP36sXWnhwoXo0KEDdu3ahWXLlslUvs78JTprCIgwtYb7+64qwvR9hAAcPHhQE6bjxo3D6NGjtRcXOaVPnx41a9bEpEmTtGMTJkxAly5dkDhx4nDEKqcIgeAE/P39tfozaNAg3LlzJ/iPDt/oOqpTp07ia8+Bi3x1jgCFKe3jKUrr1auHMWPG4PXr18Eia9myJbp164a1a9eKMA1GRr64KwERpmqWnAjTcJTLgwcPsHLlyhBnhubH9OHDh1ixYkWIc+WAEHgfAe7AQ4fm165de9+poIjliulLly6991w5QQi8jwCFaZ48ebTT5s6dG+rpdKtz+vRpLF68WIRpqITkoLsREGGqZomJMHWhXEITpi5EJ3/1cAIiTD28AliYffup/PclQ2xM30dIfncXAiJM1SwpEaYulIsIUxfgyV9DEOCCk2PHjqFo0aKgG7Ls2bOH+aK7Hto9X7lyJUQ8ckAIRJRAeITpqFGjtB1yaKpUpEiRiF5CzhcCyhEQYapckWgJEmHqQrlcvXoVnLqXIAT0JHDmzBkcP34cJ06ceOeL571580bPS0tcHkqAi5wuX778ztxzr3HuAMV6GR5zk3dGJj8KAYsI3L17F6lTp9bWiLBzTz/lEtQiIMJUrfKQ1AgBISAEhIAQEAIGEaB9PgeV2Lm6ceOGdO4N4uxKtCJMXaEn/xUCQkAICAEhIASEgBDQjYAIU91QSkRCQAgIASEgBISAEBACrhAQYeoKPfmvEBACQkAICAEhIASEgG4ERJjqhlIiEgJCwAoCtBejf83wvs6ePYvnz59bkVS5phAQAkJACLyHgAjT9wCSn4WAEFCbQNq0aZEqVSpkzZpVc7Pl7e2NnDlzap+zZMkC+5fNzZZsgqF2mUrqhIAQ8FwCIkw9t+wl50IgUhBImDAh/vzzz6C8cKXthQsXgr47fqCA5d7vEoSAEBACQkA9AiJM1SsTSZEQEAIRIOAoTAcPHqxtmclR0fnz52uvVatWBbmFcRSm9N85c+bMoHP5H+7CJUEICAEhIATMJyDC1HzmckUhIAR0JGAvTLdu3YoBAwagXbt2qFOnDho2bAgfHx9EiRIFz549065qL0xplzpw4EDUqlUL9erVC3pNnToVT58+1TGVEpUQEAJCQAiEh4AI0/BQknOEgBBQlgCF6ZEjR7By5Uq0adMG3bt3x8aNG7X0cme24cOHo1+/fnj9+rV2zF6YDho0CBUrVgyRtxgxYoA7a0kQAkJACAgBcwmIMDWXt1xNCAgBnQnYhCmn4Pfu3attmdmnTx+0bt0anTp1wpQpU4Jd0V6Y7ty5E4sXLw72O7+IMA2BRA4IASEgBEwhIMLUFMxyESEgBIwiYD+V/+OPP6JGjRro37+/tsCJU/LNmzdHgwYN4OvrqyXBXpg6punFixeoX78+Jk+eLFP5jnDkuxAQAkLABAIiTE2ALJcQAkLAOAJp0qRBvnz5UKZMGU2QLl26FN988w0qV66sidK1a9dizpw52vdKlSrBy8sLy5cvD5Gg69evo1y5cpg7d64sfgpBRw4IASEgBMwhIMLUHM5yFSEgBAwikDRpUowePRoUoFxhz0CRuWbNGk1kVqlSRTu2YcMGbN68GcmTJ8eiRYuCpebQoUMoWrSo9nuwH+SLEBACQkAImEpAhKmpuOViQkAI6E3Afip/6NChiBcvHnr37q1dhlPze/bsCXZJx6n81atXo3jx4jh16lSw8+SLEBACQkAImE9AhKn5zOWKQkAI6EjAXpjevHkTFy9e1BY8xYwZE6VLlw5xJXthSlvSunXrBrmSsp2cI0cOXLp0yfZV3oWAEBACQsAkAiJMTQItlxECQsAYAvbC1HYFLnS6f/8+du/ejYwZM9oOa+/2wnTs2LGazSntVDnFb3vRDvVdu0cFi1C+CAEhIASEgG4ERJjqhlIiEgJCwAoC6dOnR/To0RE/fvygV4IECZAoUSLtO0Wm7Tce53f6PGXgDk9PnjwJ8aJz/YCAACuyI9cUAkJACHg0ARGmHl38knkhIASEgBAQAkJACKhDQISpOmUhKRECQkAICAEhIASEgEcTEGHq0cUvmRcCQkAICAEhIASEgDoERJiqUxaSEiEgBISAEBACQkAIeDQBEaYeXfySeSEgBISAEBACQkAIqENAhKk6ZSEpEQJCQAgIASEgBISARxMQYerRxS+ZFwJCQAgIASEgBISAOgREmKpTFpISISAEhIAQEAJCQAh4NAERph5d/JJ5ISAEhIAQEAJCQAioQ0CEqTplISkRAkJACAgBISAEhIBHExBh6tHFL5kXAkJACAgBISAEhIA6BESYqlMWkhIhIASEgBAQAkJACHg0ARGmHl38knkhIASEgBAQAkJACKhDQISpOmUhKRECQkAICAEhIASEgEcTEGHq0cUvmRcCQkAICAEhIASEgDoERJiqUxaSEiEgBISAEBACQkAIeDQBEaYeXfySeSEgBISAEBACQkAIqENAhKk6ZSEpEQJCQAgIASEgBISARxMQYerRxS+ZFwJCQAgIASEgBISAOgREmKpTFpISISAEhIAQEAJCQAh4NAERph5d/JJ5ISAEhIAQEAJCQAioQ0CEqTplISkRAkJACAgBISAEhIBHExBh6tHFL5kXAkJACAgBISAEhIA6BESYqlMWkhIhIASEgBAQAkJACHg0ARGmHl38knkhIASEgBAQAkJACKhDQISpOmUhKRECQkAICAEhIASEgEcTEGHq0cUvmRcCQkAICAEhIASEgDoERJiqUxaSEiEgBISAEBACQkAIeDQBEaYeXfySeSEgBISAEBACQkAIqENAhKk6ZSEpEQJCQAgIASEgBISARxMQYerRxS+ZFwJCQAgIASEgBISAOgT+Dx/SCC3xQWikAAAAAElFTkSuQmCC)
①图乙中a点开始检测到带3H标记分裂期细胞,则0~a 为 期。
②图乙中b点带3H标记分裂期细胞数开始达到最大值,则a~b 段可表示 期。
③图丙中c点时,带标记的细胞百分数开始下降,则a~c段可表示 期。
④此后带标记的分裂期细胞数逐渐减少,直到消失,到第二次出现带标记的细胞数时为图表中 e
点,则一个完整的细胞周期时间可为 。
- 流式细胞技术的基本原理是通过经 DNA特异性荧光染色测定细胞增殖过程中 DNA含量会发生变化。根据细胞 DNA含量不同,将某种连续增殖的细胞株细胞分为三组,每组的细胞数如图 1 所示。
②下表数据为科研人员实验测得体外培养的某种动物细胞的细胞周期各阶段时间。若在细胞的培养液中加入DNA合成抑制剂,处于 期的细胞立刻被抑制,再至少培养 小时,则其余细胞都将被抑制在G1/S交界处(视作G1 期),此时处于S期的细胞占全部细胞的比例为 。然后去除抑制剂,更换新鲜培养液培养,时间要求长于 ,但不得短于 ,再加入DNA合成抑制剂,则全部细胞都将被阻断在G1/S期交界处,实现细胞周期同步。
周期 | G1 | S | G2 | M | 合计 |
时长(h) | 12 | 9 | 3.5 | 1.5 | 26 |
- 标记有丝分裂比率法(PLM)是最经典的测定细胞周期各时期时间的方法。在某生物细胞培养液中加入用 3H标记的胸腺嘧啶脱氧核苷酸,短暂培养一段标记待测细胞群体,洗去 3H标记的胸腺嘧啶脱氧核苷酸。使在该段时间内已处于 DNA复制期不同阶段的全部细胞中 DNA被 3H标记, 而当时处于其他时期的细胞则不带标记。不同时间取样做细胞放射性自显影,找出正处于有丝分裂的分裂期细胞,计算其中带 3H标记的细胞占有丝分裂细胞的百分数。得到图 2(图甲~图丁中横轴为时间,纵轴为带标记细胞占有丝分裂细胞的百分数):
①图乙中a点开始检测到带3H标记分裂期细胞,则0~a 为 期。
②图乙中b点带3H标记分裂期细胞数开始达到最大值,则a~b 段可表示 期。
③图丙中c点时,带标记的细胞百分数开始下降,则a~c段可表示 期。
④此后带标记的分裂期细胞数逐渐减少,直到消失,到第二次出现带标记的细胞数时为图表中 e
点,则一个完整的细胞周期时间可为 。
19.(12 分)斑马鱼是一种体长 4 厘米左右的热带淡水鱼,性别决定方式为 XY 型,体细胞中的染色体数目是 25 对。斑马鱼的基因组与人类基因组高度相似,被称为“水中小白鼠”,常用于科学研究。请回答下列问题:
Ⅰ.研究发现斑马鱼的体色受两对等位基因控制,其体色形成途径如图所示。现有纯合红色雌鱼与纯合白色雄鱼杂交得到 F1,再相互交配得到 F2,结果如表所示(不考虑 X、Y 染色体同源区段)。
![](data:image/png;base64,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)
②如果F2 的表型及比例为 ,则为染色体片段缺失。
乱,因此不能形成可育的配子。![](data:image/png;base64,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)
21.(8 分)广西、广东地区高发的 β-地中海贫血症属于常染色体遗传病。研究发现,由于正常基因 A突变成致病基因 a,患者的 β-珠蛋白(血红蛋白的组成部分)合成受阻(见图甲,AUG、UAG 分别为起始密码子和终止密码子)。请据图分析并回答下列问题。
![](data:image/png;base64,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)
(1)图甲中过程②在细胞质的 内进行。导致过程①与过程②在时间和场所上不连续的结构基础是 的存在。
Ⅰ.研究发现斑马鱼的体色受两对等位基因控制,其体色形成途径如图所示。现有纯合红色雌鱼与纯合白色雄鱼杂交得到 F1,再相互交配得到 F2,结果如表所示(不考虑 X、Y 染色体同源区段)。
- 斑马鱼是遗传学研究的良好材料,具有 (答出两点即可,2 分)等优点。控制斑马鱼体色基因的遗传遵循 定律。
- 亲本中父本的基因型为 ,母本的基因型为 ,F1红色雄鱼的基因型为 。F2中红色雄鱼有 种基因型,占F2 的概率为 。
- 实验步骤(该过程不再发生其他变异)及结果预测:用该体表豹纹斑马鱼与基因型为 EE的斑马鱼杂交,获得 F1;F1 自由交配,观察、统计 F2 的表型及比例。
②如果F2 的表型及比例为 ,则为染色体片段缺失。
乱,因此不能形成可育的配子。
- 因为个体差异的存在,生物一般不会因为单病原体侵染导致灭绝,但三倍体香蕉却两次面临灭顶之灾,请分析其原因: 。
- 资料二中经过②、③过程培育出基因型为aaBB的植株,该过程需要用 对 进行诱导处理,该育种方法最明显的优点是 。
- 选取基因型为AaBb正在萌发的种子低温诱导使其染色体加倍后发育而来的植株属于 倍体,种植加倍后发育而来的植株开花后,对其进行花药离体培养获得的植株属于 倍体。
21.(8 分)广西、广东地区高发的 β-地中海贫血症属于常染色体遗传病。研究发现,由于正常基因 A突变成致病基因 a,患者的 β-珠蛋白(血红蛋白的组成部分)合成受阻(见图甲,AUG、UAG 分别为起始密码子和终止密码子)。请据图分析并回答下列问题。
(1)图甲中过程②在细胞质的 内进行。导致过程①与过程②在时间和场所上不连续的结构基础是 的存在。
20.(12分)1.阅读以下两则资料,回答相关问题:
资料一:在 20 世纪 50 年代以前,种植最广泛的香蕉品种是“大麦克(Gros Michel)"。这种香蕉香味浓郁深受人们喜爱,但是一种真菌(TR1)引起的香蕉枯萎病却差点将全世界的“大麦克”香蕉尽数消灭。好在育种专家培育出的新品种“香芽蕉(Cavendish)”可以抵御 TRI。“香芽蕉”成为了种植最广泛的香蕉品种。不幸的是真菌也在进化,TRI 的进化类型 TR4 已经可以感染“香芽蕉”,有科学家预计“香芽蕉”将会在 30 年内灭绝。
资料二:水稻(2n)是自花传粉植物,有香味和耐盐碱是优良水稻品种的重要特征。 水稻的无香味
(A)和有香味(a)、耐盐碱(B)和不耐盐碱(b)是两对独立遗传的相对性状。某团队为培育纯合有香味耐盐碱水稻植株,采用了如下方法进行育种。
![@@@32d554fc5c7546a38e6840f79d4d810a](file:///C:/Users/lenovo/AppData/Local/Temp/msohtmlclip1/01/clip_image044.jpg)
- 香蕉是由二倍体芭蕉(2n=22)和四倍体芭蕉(4n=44)杂交产生的,香蕉细胞在有丝分裂后期时染色体数目是 。观察香蕉细胞中染色体数目前可以用 浸泡样品0.5~1小时, 以固定细胞形态。香蕉一般无种子,原因是染色体在 (答具体时期)出现联会紊
- 分析图甲可知,正常基因A突变成致病基因a,是 而导致的。
- 若异常mRNA进行翻译产生了异常β-珠蛋白,则该异常β-珠蛋白比正常珠蛋白分子量要 。
- 事实上,基因型aa患者体内并没有发现上述异常蛋白,这与细胞内存在的SURF 复合物有关, 据图分析可能的原因 。
常德市一中高三第三次月考生物试卷答案
题号 | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 | 10 | 11 | 12 | 13 | 14 | 15 | 16 |
答案 | C | B | A | C | D | A | D | C | C | D | B | C | BC | D | AD | ACD |
(2)线粒体、叶绿体 属于细胞质中具有特定功能的结构
RUBP(C5)和O2 丙酮酸和水
(3)光呼吸和呼吸作用 光合作用强度等于呼吸作用和光呼吸强度
18.(1)DNA分子的复制细胞分裂间期的时间比分裂期长G2和M
S179/31 9 17
(2)G2MSa-e
19.(1)易获得,易饲养,繁育力高,繁殖周期短,相对性状明显(任写两个) 自由组合
(2)aaXBY AAXbXb AaXbY 2 3/16
(3)体表条纹:体表豹纹=3:1体表条纹:体表豹纹=4:1
20.(1)66 卡诺氏液减数分裂Ⅰ前期
(2)三倍体香蕉进行无性繁殖,几乎不产生新的变异,在病原体侵染时,三倍体香蕉因不能适应新变化而面临灭绝
(3)秋水仙素 幼苗 明显缩短育种年限
(4)四单
21.(1)核糖体核膜(2)碱基对的替换(3)小
(4)因为细胞里出现的异常mRNA被SURF复合物识别并发生了降解
翻译过程产生一些具有潜在危害的蛋白质的表达
下一篇:高中数学试卷模拟题