文章列表
后台管理 >> 修改文章
基本内容
其他项
关联文章
文章标题:
请填写文章标题
所属栏目:
作为顶级栏目
市场分析
品牌分析月报
批发价格
零售价格
每周综述
价格指数
首页
统计资料
轮胎原料
厂家资讯
企业新闻
轮胎知识&评测
轮胎经营
其他
站点公告
标准推广
├标准的产生
├标准文本
├标准推广活动
├标准推广委员会
├起草单位介绍
├联系我们
手机网站
├行业聚焦
├轿车轮胎
├卡客车轮胎
├胶情动态
出厂政策
营销动态
海关统计
原料新闻
汽车新闻
宏观经济
市场研究报告
行业动态
请选择所属栏目
属性:
市场热点
手机
轮胎课堂_新闻热点
轮胎课堂_图文
加粗
跳转
产品:
轿车轮胎
卡客车轮胎
轻卡轮胎
工程轮胎
工业轮胎
农用车轮胎
轮胎厂
请选择对应的产品
品牌:
普利司通
锦湖
米其林
佳通
固特异
倍耐力
三角
马牌
玲珑
邓禄普
风神
优科豪马
双钱
韩泰
中策橡胶
玛吉斯
赛轮
正新
浦林成山
江苏通用
双星轮胎
贵州轮胎
不三包
金宇
固铂
耐克森
请选择对应的品牌
区域:
北京
安徽
福建
甘肃
广东
广西
贵州
海南
河北
河南
黑龙江
湖北
湖南
吉林
江苏
江西
辽宁
内蒙古
宁夏
青海
山东
山西
陕西
上海
四川
天津
西藏
新疆
云南
浙江
重庆
香港
澳门
台湾
其他
请选择对应的区域
页面跳转:
请填写页面跳转url地址
阅读此文章消费:
微信使用
title优化关键字:
请填写title优化关键字,有助于优化
TAG关键字:
请填写TAG关键字
文件上传:
文章关键字:
多关键词之间请用“,”隔开
<div style="border:none black 1.0pt;padding:3.0pt 3.0pt 3.0pt 3.0pt;background:white;margin-left:21.0pt;"> <p class="MsoNormal"> <b>北京(我的轮胎)<span>2024-3-29 </span></b>据河北市场报道,<span>3</span>月卡客车轮胎零售市场成交量表现上升。全省卡客车轮胎经销商销量调研数据显示:销量上升的经销商占比<span>71%</span>,销量平稳的经销商占比<span>29%</span>,无销量下降的经销商。主要原因:本月初终端需求表现偏淡,随着货运市场不断恢复,车主进店率增加,多数经销商反馈销量有所回升。但是长途运输货源不足现象持续存在,车主运输频次较低,因此多数经销商预计次月销量难有上升趋势。虽然本月多家轮胎工厂发布了次月涨价通知,但是考虑到当前终端需求薄弱,多数经销商认为价格难能上涨。 <span></span> </p> <p class="MsoNormal" align="left"> </p> <p class="MsoNormal" align="left"> 根据全省经销商信心指数调研数据显示,河北卡客车轮胎经销商对<span>4</span>月份轮胎市场预测:<span></span> </p> <p class="MsoNormal" align="left"> 1、价格预测:<span>71%</span>经销商预计价格平稳,29%经销商预计价格上涨,无经销商预计价格下跌。<span></span> </p> <p class="MsoNormal" align="left"> 2、销量预测:<span>71%</span>经销商预计销量平稳,<span>29%</span>经销商预计销量上升,无经销商预计销量下降。<span></span> </p> <p class="MsoNormal" align="left"> 3、库存预测:<span>71%</span>经销商预计维持现有库存水平,<span>29%</span>经销商预计缩减现有库存水平,无经销商预计增加现有库存水平。<span>3</span>月底经销商平均库存水平<span>56</span>天。<span></span> </p> </div> <p> <p class="MsoNormal" align="left" style="text-indent:36.75pt;"> <span></span> </p> <p class="MsoNormal" align="center" style="text-align:center;text-indent:26.25pt;"> <img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAekAAACnCAYAAAA166Q/AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAFxEAABcRAcom8z8AAG4CSURBVHhe7Z0FXFTLF8d58X/p8xnP7u5OVKS7G0TBbglFRJRuVOxCxe5uursMVLCwMbAREInff+buLqGrT30Kd5f7+3g+cu/e3YW7Z893zsyZGQlw4sSJEydOnFipCkgXFBQgJyeHM85qxW7fvo3c3Fw8fPiQ75GcOHHixKkC0jExMTh79iwSEhI446zGLTQ0FD4+PoydOXMGUVFRnHFWoxYbG4u4uDhERkYKfZwzzr63RUREIC0tDWVlZXwyV4E0dcwXL17wjzhxqlndv3+faSi+fPkST548waNHjzjjrEaNNhbDwsKEPsYZZzVhtCfx2LFjyM/P50fGKpCmFKcXceJUG7p27RpSU1P5R5w41byuXr2KjIwM/hEnTrUj2lB8/fo1/4iDNCeW6Pr160hOTuYfceJU88rKymK6Gjlxqk3RoT8O0pxYJw7SnGpbHKQ5sUEcpDmxUhykOdW2OEhzYoM4SHNipThIc6ptcZDmxAZxkObESnGQ5lTb4iDNiQ3iIM2JleIgzam2xUGaExvEHkiXvUBsSDCuP37LP1GElPAgXKk4FqZSpATvwKmEbP4x8O7JZWzZdQQ5z4v5Zz6mclyKCkF40g3mqOz5dew9cAqP/u1pX6l3L2/ixKFg5BaSg/J8xEeF4taLd7wH/02vbuHw4UO4/qycfwK4EheMExGZ5K/4UOXl5RVWVe8fv7p3AcFJ5/hH5B7k30doZCxelZE7m5eNM8Ex+Nxf8VuLLZC+GhuCk6cz8LHb8C4/F+eTroB6adX7Tu3x1STEpVwV+hlRvbqXiWNHovGSuaAI0aePICr7GfPYt1chEk+fRmLWY+bo5vloJF65x/z87ypHUsgBBJ+7yz8mv+3DS9i/PxiPi4R6YMU9qCrmHP9nqvK3zxERFYxH9DvBqATnEiNw8f4b8nMB4kNPI/Ne5fzQmlZtQvpqzCFsPRSKgo85jzCVvUHE6X04nX6Hf+JfVP4c4YdO4XIu7x4/vBSFPWe/39/74FICTgSlk6hN/OfxVYTFJJFP+fP05EoU9p6OJt8SgV4h5MhRpFzP4x9Xl8D/qt2+D3yyHNnpYUi6wftOUOXlpCM8JYv5+e6FaIQmX2V+rk2xBtLF146iw28SGDBjE+hXtOx+EDpISKCn4RLmWLhK4KLdFD90NsQt/qcds9QIEj+3xLY0XrB79jCv+gcl0Lu7MOz9KxoPn40H9JMvegRrzX7oNtoK2RVB41Mqxam1izHPdzfyPgPsr7P3oa3Erxi3No4cPceYAT9j9OTNfCd9iz1+C7BgUxgq15UBciI2YfbiVbiecgCt/vwLDptPYqGFJhavP4CZso3xUzstZORWui2j/FtY7mYLKytr2My1xZRx+pCXVcb4aVMxZ84czJxkitEyo6A/bhomj9FEt95DsSb8Ju+5j2MxvOnvMHQ6iZd3jqDjT03gG/UIt8LWY6alO8IiwhF+fDPMdE2wJfI67znfSTUN6fT9iyGtqIat8RRcL5F6nvfl3DVxBH6uJ4esvDxs93PD1ojr1T6jkrwYaLbqBN2p1nB0dKxmY2S74M92akh7UsK/urpOe6oTX22L3RdokChHxIZZaNR0EAJjb/Eu+Bc9yDiCGdPskHLvOf/Mp/QEM3o2RUvi74/JF+KkqwyadFdB6mOe896J2oipc71wu7Dyryt/fhmL5kxH6MWrsJZrit7Gfti3ygrGU7ywa8k4SEg0hNupK/yrBSpF1MFVmGNpBRsbG9jMmggVOXnom47FbOJ/c2bPgLbqKMhomGDOjIkYPaQL1J32Q/AV8jHpjlYDJiHn1SPMHtoKQyZuQv6Lq3CcMhnbzkQiPDwYLrPMMdVtJ6r8qt9FNQfpEty/cR2vqrjJq6zDGNK0MSw2xvPPAC9uX8C5qw/4R0L0KBLdfpBAR1MfVIZ04FZmEpIuVzawBHp7eQfqkRir6nGSOX519TQGtW6FMYv3fLRRWk0Ft+FlNR0bT58THmPfU/gSc/z0v/Y4kPUa7y5vR/sGxH8O8f3nRSbsbSyxOzWXd8zoLQ4vs4Hn7hhErxmLn5pI4dDJnTAhvrPz0GZ0/l0C3SeuwWtK/Sp6djkUVnMsYW1tjbnzrGGkpQJlNV1Mo/5HbIKxKiTllDBp5hzoqQ1DB8XJSH/Iu/mXD9mjfqM22BZ3F3EbJ6F+41E4TzKV494z4bhyD/G/cOxbvRjaRpY496RmMhjWQDpq5WT89Gtn7L30lDk+5qKBRm3boc/QcYi593EKbpg5BI20nXmB8919jOvbCC17yGLBIic4WZugT/vu2BCdw1xbVXkpW9H29/qw3ZWIew9ykfsoD7GbLfG7xN/YkJSDW6lnsMBqJrZGX6sWlKuq8E4U5Dr/hR6Ks5B6919a/E+CMfjHFlga/Rhl5S8xbeRPMF8RgyeXIzDTTA3dO/XGAH0rJDEtBr7e5WDMyJ7QM54KKeURmE7Aq25sgVVb10Ouy++YsTOTf2EVlZeisOA1Hj64j0ckU5uiNwJjF27FzWe8QH55zzw0bNYLZ+8Uo/RdKe5dSUVIxh0U5T/H/YunMOIfCag4HsGDm2cw9Ic/IT1jCbZ7jEG9Rs0w28Ub3raGJDhLYNKqcOb1vpdqFtJv4KzcEU0GmOJM2C74O9tBauhAGC/yh9d4VQwabYO0hL0Y1LE5lHV9cK/qd/N1EhT++B0DNSbD1dW1mo1T7IUfuxvjqtBG3yNM6tcY/cy9kHP3HnJzHyLvVhgkfyH332EfOc7BZjcrzF93GAXvPhYCX2HFeEn8r2U/rAnNJH7FPy1UJbAf1BVyJKhRfz7lPBp9VCfiwdOH2OhnjeFdW2PQcEV4nbhULeAedlZF/6FmMDceBvXxluR/Ldiv3IUFOl3Qy3gx04Pwvt69LcSLvIe49+gxDvtaoL/KdMSdz2IyKLxIh2yrXzFhcyrjq6XP7+BMZDLy3xXi0cMHcNNujwb9jXDt/gM4K/RFqx7y2LV/K4a2ksCIMQvg7e2M3k1J43rodDwW3vb5Zqo5SL+Ft9kwDNWcgMWLFxNzhIvLIozu2QSdZUz55xbBXEcJI5RVcTyT912OORrAf2wxHJ1dMFNXCj9J/ADFMbPhQF6DaSzaz8JoBVmMlFfEjsTqPSennPVQr/VwnDx/k1kn/3HeY3hpdkX9zlrIvJOL+H0rMNvOFWn3Pp7vXjrkgUa//AoNxx14XvxpVKdtnIP2/8gig1xWcG47BndtgD1pL5FyfD0M5Pqg14Ch0HQIxJsqL5Ofvg59Og/HjIk6GKiuB+sZ42Fk5Y0Az2no2LkbTt7mX1hF5aXFyH/1jInrt+N3YNhIGazaF43nJbwXXmXaA+1U55OmOPHVkiIkJ8Qi82E+Xjx9jOhN1qj/ez2sjr+LlG3z0eB/rWG38QjstVqicV8l4n/emKLem8TA1jiU/fH08VuKJZB+jXmKLTHQYi1zVHgzCL0ad8CSoAzEbrJEL9XxuEbvaIXKcDnmOAK3bsVY+c5o2GskDM2mwHHhTLT5pzGMnPbi8qVUGHX9DX/3NcCFR1XblTwFzpZEW1kLbFjiDLsF9rC3t4fbqnUIXOED+0UOsLNaCJeFNlhAstbX7/te6TPEHQ/DbfIZZR20ZaCl7Xac/2B1Pc9Jxa7AQKzzmY3OfzSDnIY6JEdoQ3FwfXTpJQlFbRPMX3sSuc/eYNfiiVi4jt9yzr+Powd3YpzKCAwYOgpdWv6CX5t2h8ZYG3h5WKNds06wWbIZu/YewErHiZAzs8aNp4KQWYLIgz4Y0bkVuqsv4AXS4ickCz6CufrD0XnoGOzcvQtzTM1guzaSCcoXQ7ZhzhQjtP5TAr2ULWA/zxxtfv4TylN94GE6Ei1GKoJp4xaG4Z8fmsJx30V69N1Uk5AuexiN0a3/hpzxLFjOGg8ZBWkssJ6IFs3aQE1DDUqyuhhvaADH7QlA0VsUV221lZyHeoO/MVh9PBYuXFjNjGW64X99LHj37T09CPVGm8694ei7FI7z7Rj/W+jmic2BG+Fhv4A83x6udotg6eaC1GqtAqpyXE+MRVwqyapepGEQAbtEdyPcEtaWLcxDyOFABAauglL71ugzTBqjRmpDWaYnenZui0HyejC1cUdmzhPcidsI07Fu4PVBvUNG9Akssx+H7t0HY/TgVvj5p4YYoWSIxUt8oTGkM6RMbLF9124c3LoCqhoK2BxTma09uRiMceqSaN5qGA5d492wK/FB2LFsFto27wvPzTuxztEKWuM88biwHKX3UrDIdg6kujTAX+0GwZbcP9mOLdFRSg/LFjqjZ7df4RXNuw+WCt3QWcmnIvv+XqrJ7u6VUwbgZ8mJyCTvmZWdgUm9m6Bhn7HIuHaT+T2ys6/i8esSFOc/wqOXvL/80Z2rSE9Px7kLmbictB8D/26MaUuDkHPtCjIzM4ldQvb1mwSeJGS9zsX9p1Wg8uY6DIa0hNJ0dyx3sWX8z95+IVZsCcQa94VYRPxvoaUj7B0ssf7sZf6TKpX/MBuhJxKZhpe/SWcmBm5OFj5Uk5VwlPhfIOxMZdGqWQ8oqmlARloeI7rVQ5dhqiR2T8XO8CzkF2bDxsAEp7J4icqzm2nYucUbw3v3xejRg/Hrb/9Dx75SmGjnhQWTVdGiiyzWbduJfQcPY465Isx89qNAkFUX3oX/4vHo0LwFzJaFMqde3T6Ho4e2QKZrB6hP98GuHf4w0LTAwQu0y/w19qxxxVi1Ifj9tz+hN9MeM/RGoX7TjrBZHADz4X9imNUW5nWu7ZsDiZ+lkPD8vRT+O4kVkH6RvhWNfpDAAD1/vHqXi/mqg2C1LIb/6BtsslVAH0lDHI2/yu/iKkNW/Gns3LkSUs1/RCOZqdiz1hFDhylj54kweMyzxhJfWzRv1hkb4z78G8ofxGIgyRg76LqTVy/HjawLOHfuHM6fv4DMS5dw4VwcfOeaY67/fqGZAkrSMYo45UDj1Xiefw5TNHSwM054N9SL2+nYt2MHApZYoq1EA1h47ERI6Bkod5dADyOPat1SyyeMwuhJq/Gafgfzc3Hy8H6cOrINKr3+JF+C36Ay0QEbd26Dbvf6+GegHvbt3Y0pUk3wR5u+mDLTFhsi+N3WfG2YqQapcSvwsugFroasRNufJGDhtBHrN6zHzl2BkOskge76vqjoA3iZAaU2ElBbuAPn4gPR73+9sfcGccqD09G4Qy9sD09E4mEP1P+hCRz3XuA/6fuoJiF91sccPbQXMT8XPn5EgsoOmMqpY/7S5XCxskCb/0mg7QgZjDMzg88hXtB+/fAWkhPJ/Qhag16NWkJ78lwsWLCgmi10WAx3/804HOiN8RPskFUgSP0K4GPSC7826oWw22/x8uFNxv/OnTuPi8T/Mi+ex6F1Lhg/wxbpucIDwQr9/vij0UgkPH6GnU7jMN31UJXxuioqfIrwYzuwY8c6KLdtil6yU3D6bAT8LHrj5/ZDcDqnEnW5Qe7o3E8TKY9o5vQOF+LO4MjxY/CYJMUE4ZaSevBZtw2+k5Tw469N4Lr1IDYuMsYv5LurP2E25vgfqvZ9uXvaD4OGaiP86nM8fnIN43r8gB6qM7Bl83ps3LYHi4x74semAxBxu7KrYa15LzQZbIREcj9mDe4Nw/lnydf9AqQ6/Iix3seQmBgOzf6tyOt4C/97v6FqDtLlBNKDUV96KjLOn0fWuRAodWsE1bk7cfvWTVy6eAGJpwgo9HTgsDqcNMHfU1kRotdbo0XrjjCdbsv4nj1p5DiTBt70sSbQ1TDC6uBr/It5yj7siD9/lMC0jeQ79vY5zjP+dw4XLmbi0qVMJAbvh+UEE2wIqaz3qapbQZ74XeJ32O8/j5zEDdDXmoOsqv31VXQ16STxvx1wMJNF4z97YeWpswgOWIgmf0tgwoYU/lVUl6HUtw8WkwSAhvnntzKwe/9RHFlrh2bkOyhRvyusPJdj/1pXtPvlByjMWILdu9ZhQCOSWCiYwGKeJ1IfVfHAN5dIQ3kobDfF4/Xzx9hDOFLvn87wDdiCNQGB2L7EBk1IUjJrY+VnfPOkG5rWb4SlZzJwwm8SurQwAyXIKrNW6KQ2m/hfIjbaaeKHX6UQm/edu3L4qn1Iv30E77FKaNTqH7QbboaFNsaQ0RkD3yVLsY+2rl7kINDVGoNa/YXffv8LanMD8Uxwb4ovYGQDAml5MwLB5Vi2M5Y5HbfCjAkq5mvo+O+H2r9Ym3lcyW4nyopfYH/gavj7+1exFdi4aRM2bt2Dmy+rpk3vEBt0FPHnQqHbWAKqC/dW7wovuo+tGwKQdEdI/+arKIz4rSPc94fg+L6tmGU4FF3kxmKprxc8PDzg7e0EuV4N0F5+Fu5WIfdeP0tISUmiRcd26D1UGpPnzILOsM7obTyPacXumdgP3RSm4RX5ubS0DM+uJ2AFeT0PT294+3jCjXxRNUf2waAhsug7sAv2n4mAjsIQuO4IgZ16Qyg47GPeh6rsSTIJ5BIYpG8Ff+85aP9Td2y/9BZXDsxCgyatMXWBE5zm6JMvZxO4HBCPTLrkYQJk2jbGcAMr+Hovglbf0ZjtsxhD//wDUmPtsOVYGIHcJix1m4PWJKipOvJ6TO4knYKbE7kfjo5YTMzZ2Zkxbz9/5jOlP7t5+mDZEk/Y29rASFYZi0mwoHqesg3NCNh+76GCq6/LkBl58D3/88fytVuwaf1aBJ+v3vjLvRSD47GJWDduOJp1VUYWyUIrVYbkkzuw+azwz8ZJsjdUJi8hmfU+rHEci449BmOBux88qb94+WC24Qj81rw3dqRUfu8fpu6Corw8Bg3shIbdh0BnjDmmmmqiadf+OEUuK0leg3b1GuMwrb8sL0P52yc4ssGb8WkfX2+4ubvBZqwCunSXx6h+jWC54iDWLjCC3Ox1OORjgLaSqsiuaCWWYbV5P9TvPBI+5B6okUxf3/Y4SgvSIdPhB4wwtIKT0wIMaNsQ/bT8xArSa2eNwC9dpODk7IoJyj3wY8cRmGahg54DR8LK3gGurs7YvDUA/muP4Ml7mUNusBd+atgay89cw6vnT5GXl8dY6vFlGN5lCByXrMPu0AtMjxmjonswH9qQxMAfsDT4Hglb57Ciiu9RW7ZsPbYErMH247GoFs3y7+LYqdOIObwUbX/4BcuinvAf4OnljVj4BxzE8/d7H4kubpuPbq1VcTAqiPiIO2SGdoH6lEXw9vQk/uIJL7tJaFmvEQzcD1WOib+7hdljdTB6ZF/81qoLpJW0MNtqJvq1b46JG8PIBa9g3O5HmK2IZC4vKSvHxZBdjP95efsQ33aHu8MMDOg+ANLDemCkngXCj2xEHzmS9B3diZE9/4J3SKW/Zx91RdPf62G8oz8cLBTQrs0Y0B71VePao2k/BeJ/Tpig1h8//SFbRyBdXohTK2dhrsNaLJwwAo17SWKay0ZcjN6NxiQgTtx+BYUXApmA5nniOq5mX0DqhesVBSN3z3jjN/JYy46t0KCFAuJfAM8yD8No1EjIK45CX2kD7DiZXC1bvRa/CRbmE6A1oAnUF2wjAeAZkmMjEBYaguDgYL6dhbXRYBjYLMVDEkQr9Ia06Af0ht3W3TBv9SsMvE/wHxCoCJvmKuGvntqIul8d1PejVqLL//6HAdLKcFy+B1HBQQiKTGKCALUIku34rt2Nq094oaco7zqW2epiyAx/ZJzehL4kmJ26dBs7XObA2WMlJk6ciOQHtzFnWAf01/aoCFiFz+4iMToa0dEhMBr4E35r1AzdJcdi555NxEnbIHDfYfTt0BrTlh2ArVZjyM7fxX8mgfzjJCi2liABdCWCjy1Dz597YmdWKa7snoBm/aXAdGbmh+Afkkk77D7PPOd7qaYgfSPqOI5FpeKYO2m41euKs1fzUfQmHlK/SUB+ug+Cz5zGmSDiGwdWov8/Elh06L1qz3sRUFdVw2x7V3h5ecFCdzRUTaYyP9vPGgeZUTo4cIVQqOwtHj96ibcvMuFoaQFTDSl0GyiDi8RnczITEBEeVsX/grHJxQKy6joIza4eBDfMUcCAWT7YNEkGrfvq4dZ7ceJ25Ao0a9Aa9nvT+Wf4KrwGs95t0Kz7YIyb5oSwuEicPBGK9Aye/6XFBWH58jU4mXSLF8xLC5C8zwW9FY1xKDIB1ppDMT4gFjfD1mDyLD+420+E95FkJG2djd//NxhRvFIS8rw3uJIWS/wvGitnSeH3+r+geesBWLzuJOwMWmKyeyCcLKTRRt2FNEAN0HqwMi5XDGWVYeXYXmjcVxMnyD2w6NcNBrYnye+ehhGdfoJbBM/L58h3RUfFSp//Xqo5SJfBd2w3tBqzgjnyG9MbhqtTUX7jELq0bY9NCcQHCp7jhbBuvdJczJduDwkS/zKrlMVcPuyE1u16YnP0ewVjpUU4ut4GpiZmGNz6T3gHP8Dr3KvMloghIZX+d3bfWmjL9YPLroRqBXpPopagxVBN7Nq2FN1+qY8NqVWjK3n5F1nQH9gaQ838mG72qtpPMtA/6jWDjKoFtp+IQNCJ04hNPc+PgSnYs2UN1u8NRz6/BiP3ymkYa8tg2vpQnPEej+7GzrhzPxVzJ8/DyiVOGGvti7wHoegmUR9zd1R+To9uXmD8L2yXD7o1kcDfTdpDeZI/dvqaYJi6AY5s8cKvrUdh275NkOzxFzzO3Oc/k3zmR5zRpF4DOO4MwtZFJujUcgzoo/5GTTBg+gbeNXtmQ+LnEXUF0m+QGh+FvMJCuBp2Qbvxq5nTxRd3oX2r37A8sRDvLmxD92b1se3i+02zfCydORo//fIbVBasQ/i+7XB3mopBXUYjIIZXKJa4xQqNfvwNQ+S0MM1qDa6/eop93r4IvXYD7ipNIE+y8pLXudi2dgk2bd+L/fv3V9jmtSQj2rANt55Vdjde3mmDX/9oiQ1h4RjT/Gfoe1Yfhy58k49Xl0+h6/8k0EbXgRnbK36ZATsjHUjKDkDrX5piSSQv6Drq98NAjUkVGdgM3WEEEh1x4AJve9CMHZYYpGiE4Iu3sd1WEb/82h27464iMjIEWQTOi8fpwHN9IOT6toCRH68V+b6ctRuhs8J0xF3JQ+m9UIzq3Ryb9uxHv+494b4vFot0G0Jm3k7+1UTvLkOhmQRGTPTCgZ3u6CTRHv7R95C8xQJ/t+mF/UmZyAxair/FqLu7+M0z3Mm5hdNLxuLnLqMw32EOvFd7QLZBPYwwscHGjRsZW+dnh+4NJbBgX/XxuVexK/HDH63hdSiJCeqTh/+EDtoLmJ+PeI/FHxIjEcubY8Xo4pFArDoQjfgt09Gh5whkkseSTgRg5frNOHCg0v/2bg+A37JliMysDCClT5MwuunPUF+2H1snE0j30UFOleHq0uICFL59DifFJsSXOiHkBnmwrBD7XWdBXkkaHf9qBIWpa5hrLwbOQcseo2DnyPM/57nmaFS/Pky8jzGPF9+LhIF0LzjvjcGtqFWoJ/E7DH2O4fqlOIRm3EDCBhsYWC/HUisF/D3SmunJeV8ZWyagefuuWHE4jRk/pjMxxrtswiJzWfSbFIiQ9SZoPkARl6rsiLvRvAf+7KqAXQcOYEzv9pCfsBnPHkdiSAsJmC8LQmZmEvQGtUF3seruLoKdcj2MttuG7OCV+Fvib2hMsMacMTL4889foTnBCiYKkhhEvssXK7oRqd5h20JTyA0cgHr95LE3IhOXmLHoTGy2kYNERzmEZ17H5aQTmGu3iDTqi1D+5CJ8Xdfiyo0oyLX+GR5BD/E8OxJLl6/Crn0HqsTA3Vjl74fA49GozFOKsNKwL/4aNQ7Bh9eh88/1sD6lyidfXoL8N4VI2TCT6amcuoE3ZJkTHQgjNUUM7NkKbdvIIoO+3pMojOrZFoazFvFj4CLI9GmBhsPNcZf5YIuwZtowyFutR879DOj3boCmw6bi4q1rOB4aj7zMU9DSmYidm13xd/Oe2H++WtEST7nRkO7yI3Rst+EmeThjy3gMlNfFwU1uaNDTAKGRBzC82x9wP11ZUJcb4oG/f/4dc9cdwJq5umjWSBMZr1/AS7s5OqhZMfd2p6NuHevuZlSABTqd0d5iFXOUl7ARXVv8hR1ZZSg8F4juTetjU2r1zDQv7QCmzLCCtbk0ehGYzZg1C9qKQ9CimSSB13qSFSyHj7UR/mjUCFpjbRGe9gBFpSUoYeZ1vsFcqQaQs9zEvNY2JwvM81jLFDcIbJ65ElSnrq4IPkX3EjGqjQR+bqGKc4+uQK+RxHuQLsMu8jpLt52CvWovNB80CbQG8ynJ7KePm4iAXSshSSC8IpZCuhjztTughc5iZjs8aif8LCDRfBQi7/Kay69zEuHv7Q7HmXpo+FNjaEyaCs1hXdG87VAE5zxC8KrpaNemI5o07YgtGUIcFIWYr1QPkjY7mKMn8evQ8Z+/ScNjI7p17Yo1IVewSOV/GGbFezwzYg/8XOZDfWR/6Fi6Yet6N0i2bQNp44mYrCGNVq0HwooWN03VFqvu7qdZYfBwWIjxqv1Rr1U3THd2wv7jWzHifz9i0obK6S94lQ5F8vnb7K5eUf8qfi1++uk3KIyZiblz52J4x1/RtI8c87OZYh/8/qcy0qq4bnERj6pRy83QrvtwXCbueCvIHxZT7bBta6X/rSdgHSFviMhb/PSo5AWWTxtEgt+vWJOUhW1TRn8A6buRqzDDyhfHAh3xF/mM9l8n0fDtAyyzngiHVYGYJdkHqlN42cC5zZMg0XYYDsXz/O9qzHZ0aNkSMwJ4f3N58VMcDVwCb3dbDGr1DzoO1cLk8Rpo8effsNkcj8fXTmBk9y7o9M/v5HtwlHnO+4pfbYwmfWVwnWnnPoZ575+gN38V5uj1h+SCk4hfp4+/ukshq4B4691UrFi6BOO1ZDFC3Qhbtm3FWNkhGDhkKGZazUbPvxpAc+oC2Ntbo18bcevufoRp/Rth/Low5J6LxPoNQXie/4Jkw87ke/cPNkY/wuvCfJzduwHxOfxK6+Jn2GwrBwXzBUg/uwVNevXCDBsnODAFYPYwk+8JiaZdMW3uQtjb2cBCRw5q9ttQWPoO5B+K7wRjaNMf4R7ymITDTMyfaIRlG7dWxsDNy6GrNAKLtlb2yFw+4Y0GBL6jZ2/A5bitaP/DH9UhXZgFO4uxOB52mhkuMvQ8xZyO2+2EiTPdsNZtCnq0UMEFGoLvhaBr+wYwW3KSHwMvwlKrD5orOyCf8ZcyXIncAzd3L5gr98Of9bpj4typGNCkPvqrzce9V4+w0HAEOrVphs6jzXBDSAH62+tnMbjjT3AN5s2lPrxABh0GaWCT3xw0GGKO9OST6N9aAi5nyD0oe4Hj25dh/lQLjBoxELbLt8PP1hy9enSEkbU9NHq3RC8ZQ+bejlXqW4e6uyv0Bva6FNK8TDo10AaNGwxDBuHVq9TNQiD9DKvtZuF4/G1ssR6JTqqzEJmajezQlego0QqLAk/g7NmzWG+ni06DVHHpg2/zSx6krTYzR+4q/6Ad+aDPhocz8+DCw0NgOvgXtFN1YBb2oHr34h5i45NxMfsRyorPQ/lPCRj5nuE9yFeAlRpmr4/B67u3ceNm9Un25fdOoN8PLbCMfOFoC3ixQTc06C3HzOWjNlZlAH5or46UJ1X6lohSt89C5/ZDcDw2HqZD20HPlZfp4NpBEogl0EjDrXKsqZoKSev8LwydyQvKzzOPw8JIF97O9N42wII1+7F07jisOsObuH/vShLCI2OxZrYqGv7RBqraytAc44Ssm1dgPqwD5GfvZq7DveNoTLu794hHd7dAWbtmooPyJKZRlp2yC6Pr/Q/dpbQxc+ZMxmZM0EfrehJwOPBepeudSOjr6MJ6kTt8fLwg1/13tCJA8/HxwSLrCejVUQUnblTph+QrYtkYAmlJ0Lt/ZddsNCRZrt9+gf+FY421PH5r2hnHr/ArcssKkJmRiJTUK3hTVoJ1poPQuq8+0xUn0L1gbyib2iG38DWyz918b6GIQszt3wlyk9YxR+e3zcKPjdphzDSe/1lP0SeZdAvY76veQ1LyOB6KHerDanU4drloozUJbry84zVmjagHiZ97IOIja2fErzFBk96jkMEU/T6D72Rl2PsuhWL73zFkij/2r7SDtes68u2nzLlFglEEgvb7otcff2KItjZGSGrjbNpFHPUzQ+NO+uDNHi/GDFnSOBCn7u78VMi16ggzu/UIDYtAfHw0QoKDsct7MmmEN4D9+jMIDj4BJ1MDjDaYjMT7+Sh+EAOHmdbIJh/ym0gv/K+7HFKqFFenrhsHiQGGeFARHEpx6+7DirHeghtnMazZj/AIJXEq/xxG/yMB9fkBFf4XsnspujaWgLl/TEV8eXzrEhJSUnEvrwA54cvQSuJPbD5fpQ/+7WWMV5fHgcx83LuYhYcvqn9CCaumoW1jeZyjEL4fjoEd62Ggmjk/Bs6GZPfm6Ga0pHI8mi8/0+4YouGIxLBN6Ny8CwKSHzLnU9aZMxn7RFr8JkQU0kMIpBce5vWsxgTMwzjLeVhoPBL1eytj+66tsJk9FbG07KO8ABnxIYiMOoPx/dqjUS9pyMvIYsGKk8jO3ItOjVvDP5y36Enalml1qLu7QhTSndB+0kbmaJF2K3QZs4K0pYhjJAYIgfQrXCJBiGr5xAEYMptXGp9zxgvtf+6PBP6n/DLMHf0U9XH9g7Gc6pD2UG+BQSaLcJ9fcJGX9xDzVRti4NSVzOMfqOA8ZH+WQF8LX9y8eZNvF2A+vBEaSs5Dld67SuWFYNCPzeEXSR2sGPM0O6LbjK28x4huHrSDRCt5JD6q+sGX49GDHJxYPQft/vgZv/zVHIqTvJGTm4fDvlPQsV0bNOshh1PnK1fMqSpnjfoYOI03rY2n15gj1xTtVGZhIQmYo3Un4HjSLZTy2wVvLu5Bx/qNMdVzL3Ie52CO7ChYWFljdLchJFvnR4Dck2gs0Rj2u77vZvg1DelzO63RkARKFRUjTLO1xsi/f8E4/2C8e8d3JpJJy7eUgNXOKj0I+few1X8xXEj2bT/fFvPmWWMYk0nLkp/nYf4CO6gM6wclyw2ML1dVVUhf3jUHbdp0wfFLAv/LQ9gKM/zTcyjxB9711VWOtYa9IVG/P85cFPjfTRz10IXEr11x/Fr1cUKeSmE/uCtk+ENKGQETINFLrXLhnldJ6Nm+HSy3pfJP8FTw9hVSjm+HzsA2JDD9gp7DNbEv/hZux2zFqGHd8c/fLTF3U7jQhmLmVnPyN0gipYp7xq0yxv+aDcAieysoSMnBPeAsXr8TDCk9wiTJ9uivThrd1+8iyNEc0vpTMEluMIzdDvOvKcZMuS7oIOdWvaDpO6imIP00fDk6DpPE8vXbsKpK8ZbTdA00aFgPY219meOtWw7j0LHdiHtvVbrLu6zwY+eRiL5dOTSXsdECEn20kS2sk42oGqRfZ0C+9Q+YsSGuwv8enT+BYR1+hO1+4dXdOWf98AcBpNW2hAr/uxEbiJa//whjL1rQ9aHSAyzRrqE00umveTcYXTo1h/3xyhae7wRJtFB3Y4ZGKvUOOekxWDJNCb+Q92vSvh9mrDmN/AeZsBkrh7ZN/sYQo0W4LuzvzIuDZKcfYHewsrK97M5xdG36O/RmO2GS1kAYz/JFZt7bCv8N8jPH340l4R+citykfZAZogybGSYYKDkB1/gOl7F1OiR+GI7ojyxS9K3FEkjnY656G3QYuwRhWxairdwYJPIrpB/ErEHbP3/CumRhX8kSOGk3R8/xPJheP+WFfyQaYLLbKqxbtw6O46VRr4cM0qontUQvMGvw/yA5fT1z5K7eHA06DYUlXSGJMVpNLoE+45d9EFwZlRfiwNJZGD95Ov963nOmTBhHMhMHXHhc+WWhc6pDdmyGv/NEArcWWJtEK2wIpNVaod5gQ2zYsIGxReNGQeIfaSQ8qvLct+S5+9fAWFcGVv6HcP/ReSxUk0X/gT3QS9EKqVcuwcOsPwmenWDtuw1XHvFarnnXEsnfvwLSHSQgZbONOffqzjksNBqI3soTkMIU+byBo3oT0hJthsDz+ci/FQ71noNhQzImgTL3L0fbvyRg5nmShPgiRB3egdWLaeu1AVyPvL/S1LdVTUP6hLMS+bt+wZwN0XhHZw2QgGC0jBdszoXtwgrXaeTzk8Dio1UKx0oKcfcmncOazbdMTBr+Izpo2fGPr+LO/ds4us0fK7eerpyVQBTqo4cmbfuD5uVXdlmi3s+/QX+qwJdsYEKyxZ/aDcZHZvYhm2QVE8wnYLZV5XNmT5+MMSZmCIyoXtyWHXOK+IMvRjb+C0ozA5lz6RsJpP/uCHs/nv9t8LZE/d8awHJ7dShdSzqFRZNVoTvZGcl37uKI7zyM6tUJ7forYf2RJMQfWIS/fpWAgvl8nEjlLxr05gEO7twIG73eqN9TFplMj+hzHPeega49+2HZKV5vRMpW3tilMl1joPQJfC3UMFLdGXf4EfPto4sw7t0Q7eTNcfU5cCcjnPwd3uS7+Qe66y77IOP61qoZSBdijaUyDBbye6qq6FWcP8mk/+JVzn9Cl7bPgETLgYi6T6LVi+vYtmkdLLVII66bJrI+Bulrp9C3ngScgp6Q8JvOZNK9lcZV+JL1JH00+kUCc/dc4j+jut6Rz8bVchymzJxT8Rwby1kwHzMGNkv3IL9K4Mx/cAk7STyeoz0E/zTRwBX62B0C6eY/Q2qCIz8GroZKv2ZorlYd0gX3L2Oz71yoaRsyK5tdS9wPg7490G3QAOhbB+LG5QiMaPc3/u6jgeVHIvirj5UiI/IIVjlPR1MSv9xO875E2ZEHoD6wNTTmb+JNFbwbjuG/S+DnvmNxr7wMmQc90LeTCg6mCrhXiC0zNPFn8xbYGn2ffCA3sGcDubd6AyHxpwyS69I8aXoz1i3Qwwh5FUibzkJMlSlMT84dgOboYTj0YZ810VssmzoEJm77maN7cVuhSLIY9037cPDgQWwggXWU/lRc5i3QU0X58DOXxEQfXut8ld1YLDlWvft2vfsErDxTffWlr1LZSySdPgYr3WGQNbLHvSLqoQVYaa0O3VnuzO9JbYW9BdRneEOw0lxW6G7MmWYO9XEzcSqR1yUdv38D7GaPxYRFy3BH0INanIcVc80wyXo1cp7xugxe3LmIHb5WkNMbj+hLd7HXfw4mGGhhpvMmPKzSq1ByKwJqqqrYnXYNu+dPxII1EfxHiEpfY6+XGcaR57xgvnCFSAs/jfkmmlDWXIic1983RNY0pHOzkhGRyJufiYJzsBg4HN7HeAEqK+k0Fk+QxlDNabjyjPd3v7weBed5lpg7zxa2tgJbgPlzZ2PCVIsq56xhaqYLFf1JOHGpslI7eZsdFDXNQLGWdcIH4+2WVptjfOXMEsz0Wi+8ovcLdTsjFuucp2LY0OHYn8br57l4yBWj1E2xaS/P/w5u8oaWth7J5nnd60VPLsJnzhxoamvBb1sQXpAvwqvsKCx2sIOxxTgcu1QZGxIPe8NMbwJOXuZ3vhfmIezEJhhpysPrYAbOh67FnNkW0NGajZgbVbPAAiyZrI5xq84i88wamJo641GV4H45eCWMx09E9B3edz83KwVbls2FVE8V7DknbImYb6uagPTbh0mYNWsmEh98GPAfJmyBgsLoisU9PqbrJ70x0mAqsmhj6PVdnNzjj1H9+sPEcS8KP8KRoruxMJXug42JJDi+OIfpEywQc7dKtHuaAau5U5FAV2z6jyrIu4kzu9dAY2gXzPQPYhpX5ffjMUZLCvOXbufHwD2wHKsKm41R/MQoH8eXu2KysSrMF67GRWYN9yfY4rkY04xU4bwjumK++OsHcbA01ILTjnj+YialyE6LgPM0LejYrMa1rHS42BBfHqWH5Uerx5TLe5ww0mgeLl1Pg422KQ5mVvaDFtxLw4IpKvA4xBsCKnt1D0GHN0B/4CjM8DsBJpTXgFgCaZ7KaVED/+e6rpLiIrzOr/4FKS4qQH7Bl0ftooLXeFP4KaiWo7j4/TtfjqK334AQX6mahvSXill6kHxx6Jen0vJ5Aaa8uNp5QTCh89hFReVlJXhDfve3VdyirIT+Xflf/B0tKy4gz/t0sC8p/tA/S94W1mo8qAlIl5eV/vdEQCxVjrcFb5BfWCUGlZeiIP81Cv9l+dEPVcJ8V99+one6vLSkYthPIMqjtxVDMbUnVkGaEyeB2A5pTuKvGisc48TpE+IgzYmV4iDNqbbFQZoTG8RBmhMrxUGaU22LgzQnNoiDNCdWioM0p9oWB2lObBAHaU6sFAdpTrUtDtKc2CAO0pxYKQ7SnGpbHKQ5sUEcpDmxUhykOdW2OEhzYoM4SHNipThIc6ptcZDmxAZxkObESnGQ5lTb4iDNiQ3iIM2JleIgzam2xUGaExvEQZoTK8VBmlNti4M0JzaIgzQnVoqDNKfaFgdpTmwQB2lOrBQHaU61LQ7SnNggDtKcWCkO0pxqWxykObFBHKQ5sVIcpDnVtjhIc2KDOEhzYqU4SHOqbXGQ5sQGcZDmxEpxkOZU2+IgzYkN4iD9PVRejtKCAhQVvkXB2xJ6yOkLxUGaU22LgzQnNoiD9FeqvKQEhbm5eHYuAw/OnMKNrZtx2c8Hl3y8cNHdBRfmWeLQmr2w2ZIB193n4bX/AlYcvYwdYTcQlPYAGTee4umrtygt4wguTBykv0xl796hKO8J3ty+hfzbOXiRnobcjAtIzX6CzNsvcOdxPh7kFeDtu1LO5z5THKS/TGXvilH05DHPB2/l4HlaKu6fu4iM63m4kfua8cFHLwoZHyzjMpfPFgfpL1DBg/t4EheLG4FbkGZjhVgTQ0Tr6yBCTRmh8jIIU5BFmKIcwpTkEaMkg/V2y6DgFAkFh2AoLAyGnH0Q5ImpOYVC1y0CY/1iMH9zKjafvYaEK4/x5GUR/504cZD+uCiQX13NRm5IEPHFzcj08kDKrOmIMzNBrKkRY3FaqjgzwxrmPhHQcY+CiXcUTH2iMcE/DnZb0rD08CXsj76F5Kt5uJv3hv/KnKqKg/THVVZcjFfZWXgQdAY3tmxCpqc7kmdOQ9wYvg+a8HzwxGxbjPWNhL5XNOODY3x5PuiwLR1rT2bhRNJdJGXnIfdZIf+VOb0vDtL/ouJnz/AoKpIJhPEWYxGurMCAOEJVCREaqojUVEOkljqidDSrWbyWCjYtXgUNjxhouYZDu4ppuoRBwzkMao6hUFkcwgBclfw/aXk8vPdfRNTFh3hV8I7/G9RNcZCuruIXL/CYNBCzVi5H2lxeA5FpFJIGYbiKItNQjFBX4fkksRgVeZyeZomxXuFQcQqHOmkYUlPl+5zSohDIU78jx+ZLY5mguTviJrLuvURhcSn/Xeu2OEhXV/Hz53gcE4WsFf4kSbFEjJEBQhVIcvIJHzwxcy5MvCKg7MjzQZqgVPggSV5o0qJCjicsi4PTznPYF52DbOKDRZwPVoiD9Ef0mkDiesAGJEwwZ5wvnDgi/T9KW+MDIAuzT0FamGm5kGBKHFeRHzinrUrAttAbuP04n/8b1S1xkAbKS0vxNCUZV9evRdKUSTw/VCYBkTQUaRAU5ncCi1VXqsik1V0ihPocNS3SYKT+pkgCpjIBNz2eG5CCg3G3cf9pAf83qZviIM3rtclLSkT22tVInDyBSU6+xAdPkkzazCfy832QxEBNEgttN6XiSPwdPHzOZdgcpN9T/k2STZBshclUaMb8BWCual8K6aomADbtHqddlOtOZeHOk7rVJVmXIV1aVIhHkRE4Z2/H+F6YvMwX++HnQrqqUb+jvTw0y6YBk3ZNLj96GVfvv+T/ZnVLdRnSJQUFeBgWioz585ieQjqcR7PkL/XBz4F0Vavqg0oOIcyQ4KrjV3DjQSWk6po4SPP19tlTXCOZc4yhHg/O/9JK/Df7L5CuarR7iHaHG3tHYXvYjTrTDV4XIV1eVoaHEeFIn2fDz1hItqKpJtS//s2+BtJVjQZLOhxDfU/fPQLLDl/C9ToWKOsipGnvTW5oCNOdTbuwqf0XH/xSSFe1qj5o4BmJFceu1MmexToPaRoYc0mLMWnaZB6caWtRiMN9qX0rSAuMOivtCp+xOoEZsxZ31TVI00KwCy5O/C5tAuev6L2pav8V0lWNjiXS8WsjL9JQDL2OF/nF/N9avFXXIP3yymWcX+xQ2UD8Bj74XyBd1ar64I7wG8gvrDs1O3Ua0rQo7LKvN+OQ4cQxhTna19q3hjQ1+jp03FBlcSiT2YhzsKwrkC4tLMSNrVsQY6TPNBKFFSF+jX1LSAuM16sTxDQUoy+KfwO+rkC65M0bXN8cgGgD3W/ug98K0gJjfNAhGJbrk5FyNY//F4i36iykn5EvX/L0Kd/UKava94C0wGhlOO0CmrU2CRdynvP/IvFSXYB0/s0byFgw/5v24Ajse0CaGvVlOl5IM5tNQdeYxXrEVXUB0q+uZSPd1oaZKfBvhWBfat8D0tRoNzgdr6YFZ4Eh11FcUsb/a8RTdRLSd48eRrSuFpNBC3Oub2HfE9ICo1MYDDwiEZMpfp+TuEP6YWgI4saaIExJ7qsKE//NvhekBaZOGop0+MVuSyru54lnFbi4Q/rBmdPMnGY6hUqYD/1X+16QFpi6E0lWSAx03nUOD8V4nnWdgnR5eTlubt+GcDUlkrkoC3Wsb2U1AWlqtApch/wfkv6A/1eKh8QW0sQHc3btZDLnbz3EUtW+N6Sp0YyGznOduiqeWVFK3CSukKZ1ODe3BTL+R8efhfnPt7DvDWlqjA+SxuLkFfFi26tYZyBNV8jJXrOKXzH7bbt1hFlNQZoanWOoSTKb44l3+X+t6EscIU3nnF5btxbhKv8+x/S/Wk1AWmB0utaEZbHIuiteU7XEEdKlb98ie9UKEgfla8QHvzekBUZ7FemKZqnXxG+cuk5Amk4ryF65gjf+/JXTCb7UahLS1GhBBa0Apyv2iIPEDdI0OF5Z6sd0b9eED9YkpKkJ5rSmX3/K/4tFX+IGaVqkeMnbg+eD36EO532rSUhTo72KdKpWzCXx6gGuE5C+HrDxuxWIfcxqGtLU6BgNXbFnT6Tog1qcIE27F6/4LyU+KFtjPljTkKZGC8roFJmEK0/4f7loS5wgTTcEuuTrxSsQ+w41EMKspiFNjYJazz2c2QtBXCT2kL61bw/CVb9+Qv7XWm1AmhrNqGnlbZSIT5ERG0iXl+P6po0Ir6HsRWC1AWlqdIogzWbEYXxQXCBdXlaKq2tX13iiUhuQpkZ9kHZ9XxGT4RexhjTdsYrCOULj205v+RyrLUhTo61J2vUoyqvziAukbx/Y959Wbfpaqy1IU6Pjg3Tt+bxXb/l3QTQlLpCmhYpMLU4NAppabUGaGq2TmLYyQSzW/hZbSBfcu4d4i3FMgBTmQN/bahPS1KiT2gem402RaM5jFQdI07n4Ubpa33wO9OdYbUKaGl30hO7oVibCe1eLA6SfJMYzcK4tH6wtSFOjVd90dzdR39VNLCFdWlTELG9Hu3eEOU9NWG1DmhqdHrP+VBb/roiWRB3SRU+eMLsGfc+5+J+y2oY0XWiCdjseiLnFvyOiJ1GHdGHuA2YXv9pKVGob0tQH6aJPdM8DUZZYQvrO4YNMkc73WCTic40NkKYrk9HpWeHnc/l3RnQk0pAuL2f2H6dFOsJ8oyastiFNjdZH0ECZek00K75FGdJlpaW44OpUq4lKbUOaGq3Pof+n3xDdWQdiB+mCe3cRN8aYt7WfEMepKWMDpKnRdb7HL4vFk5dF/DskGhJlSNMt/phx6BoeA6xqbIA0NVrxPWVFvMj5H5UoQ5quJkb3wI/Srl0frG1IU6PTA2euTcSLN6K514FYQZrOh768xLdWW48CYwukqdEun4CzV/l3STQkqpAufv4cSVMm1VoXo8DYAmnq+3Rf9E0i5n9UogppOtSSMNHiu65o9znGFkjTVcloDNwZLprd3mIF6aepKcwqOu9nMDG62kg11EMasXQDHcSQc5HMY1pIMtBFOj1vpIdEPS1EamsiWk+bd62hLuJ0eddGk9dIJtfGVjz308YmSNMuH32PSFy7/4p/p9gvUYX0tU0bWdFIZAukqdH5+wYeESLlf1SiCuls/nQrYX5Rk8YWSFOjQy8mPtG48+QN/y6JjsQG0jSLPu/ogDDl6ovFxxLgnlYejTk9OsOia2eMHzgcYQS4sRTcehpYMbQPzLp1hWmXHghQVkMyAXOkqjQmd+uCsT0G4JCWJhL0dBCtKQ/nwQNxUEOLgFur2nsIMzZBmhptSdLtLUVFogjp/Fs5zJaTn1tJSxt+tPFIG4ip+toV5yOrNh6JP8YKGorEl+m1aaShGc1cx3uNJH1ew7Pqa7MJ0tSo/3nuu4BSEar2FkVI033JqZ9EfOclPz/H2ARpatQHlx+5zL9ToiOxgfSz9FSSQat9MB81gWTHq4b3hdWQ4TgsK4mhjRvAYMAoXDDVw4q+HTCgVXtsUFCGR+926Ne8A44SALt0a4exfYdidte2MB0shWwTXTh0bwft3gMRrqvDZNNV30OYsQ3SNJs28orEzYeVHzabJXKQJuyha8N/brFYDAmkoWrycB/YD/MH9Ie/vDKSCagpoNP0tRAoNYSc74dFQyURRHwukVwfqS6PheR6txHSiCTX0oZmjJYS1ktL4Yy2VjVQsw3SGsT/dNwiRGp9b1GEdPaa1QiVl6nma7VlbIM07dHRdY/AtQei1aMjHpAuL+ctefeRLh6aTdNs45yJIVb2aovh7fsi2VQNek0bwmyIPK6bGiFDVwHy//wDl9FSsGjTFp7K2tg+rCu0+g3H7hE9Ide+F07r65Ng+eHrCzO2QZoanTe45qRoTMkSNUjT6S6xtGDxM7Jouk1qoq4GXAd0xbhe/eDRrzNaN2oGD1kVnDfSwdoBnTG0VVs4DRsGo1aNod5jMOINtbCYNBp1uvWGRttWWCSrjGxjHSzu2Q46fQYhQq96Ns02SFOjmczSw5n8O8Z+iRqk3wiKZmthTrQw+ypIu0VCx50Y+b/6YxG888xjla9Fr6Pnql37wXMrjfrgWhGJgQKJBaTzb99GjIHup1d1IoExw0ADU1r/Q4LaCFww0cS0No0h1akvzpDsJUh5FEb8+RdmjpDDusFdMKp1R2h27gLHYQOh3bED/BVVEKOtwWQvtKtR6HtUMTZCmm7AMW5JjEhU2ooapG9u38rsLCTMF4SbBoK11BFvoM/01Fi1+QcqvUfgnKEiZBs1xKyRyrg11gRRSkPQq1FLBMhLQb1Fe+zRM4Bvn/YYO1QGR0b1hmy7njimp4sE3eqvz0ZIM2PTnpG4KSLbWooapK9vDuDtT17FD2rTvgzSYdAhsVLHOQhq9seg4RQOPc8Y5ry2WzT5ORoaDseg5nCKXBcHXQJqHfdoaDufhbrDGd7P9DXI/zpuYdB05k29et/olNSxJAaK0kpkYgHp2/v28haN+MS86FQjPWwa1Am9G7fGdi1tpJDMOlhlNMa1bwmtTp1g1r0bhjX8G9NHyCPdUBNbZaWxR2E0pndsjxmDBmNG1/ZQbNUGc0dKI4E8999AzUZIa7vw1rU9nXKff+fYK1GC9Lv8fKTMnP7FFd00o6Zjyun66hjfsjFMB0rjnL4C5BvVx8Shcrg0xgixqiMwsF5DuMnJwapTS+j26AvDLh2xePhgaLVvi3WqWrhsrI948lpVCxrZCGlqdIGdHSJSZStKkC4hPpg8Y2qtzyqoal8CaQpeDbuN6DZcEZ2G66Jpd1n0n7QH+l7x0HMLhqSWKVr000WH/lLoKGcLda806DlsRvdhymjTVwl9xq6Drk8q9FwPoZe0DobNOAJ9z6gP3odWetPVGPeL0CI7Ig9pugVg+vx5CPvIyk40cCUZ6uHI6H7o26gRPOXVkWbAK9KJ1dNBMgFugoEekjWlMeqfJnCSU0UqycovkuzGq19HjO03FAFD+sCs13AEK0tidJsu2K+tTYLih+9V1VgJaWJ03urCrel0hIDVEiVIP01OZNaH/5p50SlG+tg6uAt60cajpjbjm5uH9YJU02Yw7tYV47p2RM8/G8KJ+G20uizsBg7ACqmRmNa5A6YPGgKrXp2h3b4rNqiqMrMTBK/LVkjTXdpmr0tCwVv2L9UoSpB+Eh/LdHPX5tz89+2LIO0eC9W5GzFieiD0fVMgpWOIv9qrQ9U3HYpjJqNBOxnIL0qGvutOtO3QDT3MdkBG1wLtFf2gZu2JFoPMoEmALqlkhLbyC6HpGUcyauHvRRMV282peFdaxr977JbIQ/rl5UtMRvKxru54AuHj0gPRo2F9TBsuxwSyUOLIFN50y7ZQYjEEqDadm2FYhz4I0dNlCnh2De8LxQ49cNqQBNFB3aDddRAOyw2FbKceOKajzUzNEvZ+AmMrpHkFZFG4wfIuR1GCdPbqlV885YXXeNTHKdmBGNCwARxlVJHCNB61kED8L5gEuMOqKjgmPwxDmzTDMiUNphI8e4wB/Ad0wrg+g7Gsf09Y9BmKFYO7Q6FrP4QTXxeMS7MV0pokk6E+KAqrkIkSpHlbobKnq5val0Ca190dSzLnWJIRp0NzlhOatpWFoncihsuNRuOBNjDwvwyTVecweLQMWo9egJG649BG1hXKM13QWmoapMyt0WqAGcmyM2HoEw1tlzAh78NbiVGH/J99TzSKGEUe0ncOHfxERa0WkvQ14dWrLXo2bQHjLp2h37E9dHv1xwltXRwcPYAcd4R+hzYw6NEXh7R0yPXaiNVWwOwuXbBUTo2ZLx2jLoMpndtBpU07OEjJim53N99oAdmZVHZ3eYsKpGk3Y+Kk8V9crBOvp4PTBMAjmjWC1ShFZI0xqpiGFaeviwxjA1wy0oZD1+YYQhqPoaTxmGKoiwOj+kO2Q3ecIUD36k6y6SHyCFUYDJlO5BoRgDT9LtAVoESheEdUIF388gUSLMaypmBMYF8Gab65RcHQLwYDJUei+fC50FmSAcVJtmjSshd6Gvhh1ARfdOjYDc0GzyOw3YnuQ+XQbrA5hoxxRMdh+hg0cS25xg9yc09C14uOU3/4HrTLm/pgYPB1/h1kt0Qe0hfd3f51HIZm2vEkgw7XVkeYlgb5nzd2TTPpcJJVh5H/40jQpNO1mAybPo88J47ffUgXQ6FzVSPIz/F6lfNZP2VshjQdk1l+lN3zBUUF0s/Pn/tkT45QI9cn66ljdtuGaNygKSx6dMfYrp0xYeAwpko7cERfjKFz99u3gmKnbtihrkWybB1EqUvDrG17+Mqr4ZyJHo5JD4Rq69ZQatUGtqTxSBuYgvdgK6Sp0a0s5wak4F0Ju7sbRQXST1OSeXGLRV3d1L4c0hEw8EuHnMk4NGotBakFEUzBmJ5XDOQnOqOX8nT01XFGt0HDSeZsC92ladAj2beex3H0l1RFT1139JXSQWcpU7QZagr5xZHkMeHvS33QdlMqilnug1QiDel35BdPnGjxWet0RxPIVpiw81XOMeeFHNPrqp77lLEZ0rTKe8rKBBSyeFxQVCB9e/9e/hrJX7qZiwZOqSnhiLICdsjLYLu8LHYqK5Fgq4UzqgrkmJxTIFmyjg6S+I3FcC1VHFdTZeZY02Pa8DymIofdikrEN6vPOmAzpGl3t7FPFK6zfMhFVCCds2M7rybni33w+9qXQlrPOwkqUxaiSacBGGYZChP/NOgy48oku152AaarrsLMPwide/RHV8NNMPCOh4FvPCS1TdFOwRHqNv5o328a9P3j0WuYOvpNOgh9b1oh/uF70RXI6J77orACmUhD+vk5ksWQzKOmN9T/HGMzpOlUGH3Swrz9OJ9/J9knkYA03e3K0/2rd7ui8/dpz0ylVfbcCM7RHpzK5/B6d6rCOI5/3fuNSjZDmhodcmH77myiAOnysjJccHFk3Xg0tS+BtI5XAjRme6D+33+g+ShbyExfh1ETVpGMNxTajkchPdkfo6esQq/hUmg2bBpUXRMIgGOhYDEPrfuNhaIryaoXbUCn3goYYLAIbYdqY7QdiXOewudM05hMC8iSs5/w7yR7JdKQvn/qBCJoVzfLWpDU2AxpWjhBtxCMyWTv5ysKkKabadBpL7W945owYzuk6aIS20PZPRVLFCBNN9NImjIR4Sz1wc+GtGcsVGYtQS/5yeitMgM9FSahh+IcSM8Lho7DDgxQncSc663tDjW3eOi5R0LXMxSjzRwxcsZB6NGCM49IKExxRQ/5SRg6fit0CMSFvZfAqA/ujrjJv5PslUhD+kbgZoTKSwt1kNo2NkOaFk7QVuS+6Bz+nWSfRAHSb+7cRrS+DuvGAqmxHdLU/zz3XeTfSXZKFCCdf+Mms1Y3W33ws7u7SdKg4xEPwyVpxFJh6EctmVnGky5mYuDLO2fgm1g5tYrEMV3vROjTAjF+JbeuVyJzHc2yP1bdLTDqg9772e2DVCIN6Us+XghTqr2N9T9lbIY0NbqoxLIj7N1wQxQg/Sw9DRF0O0AW9uSwHdJ05aeZaxLx9h176yJEAdK0aIwpnGWpD35Z4VjNmsriEFhvTEYZyxeNEFlIl7x5g7S51ghXZc8KO1WN7ZCmXT2uu8/z7yb7JAqQvnfiGG/PXg7SX2y0eMzUJ5rVS9SKAqTvHj3CQforjTYULZbG4nXhO/7dZKdEFtLvXrxA8qzpvExGiIPUtrEd0nQaFl15jK3TYEQB0nStZDYtw1jV2A/pMBh7RSGHxbuyiQKkbwRuYbUPshnStKFo4h3F+p0BRRbSb589ZQom2DaBX2BshzQdj7HZmIw3RSX8O8ouiQKkr21Yx0H6K40WLxp4RCLz9nP+3WSfRAHSV9et4SD9lUZ9UM89AuksX/1OZCFd9PgRb5UdFmxuXs20NRCtqYoUdTlsXbyCtZCm4zF0DeWXb4r5d5RdEgVIX1m+jIP0VxoNkHTLwZSrefy7yT6JAqSzWO6DogBpti9RK7KQLnxwH7EmhrU7R5oCWVsdMVpqiNVQRoK6AlL11RE/1hRnxo6Hp9NWaLhHc5D+CokCpC95e/J2XxPmGzVt7/lispIUwqfPhrkvewMk/T8hi73zVEUB0owPshjSpyznw2BpImRd46DqGgUNt0houkawIiYKIJ3GQfr7qIj8bvHmZjWfSWuRQKiujEQNRSTrqiFOXwthJsYIsrRFgI0XXO0DsMDrGMZ4RUDN9eObj9e2cZD+78p0d61dSBNfjCZAruqLEaYmCJ4zD4E2HliwcBuzLKKmkM+/tk0A6UQO0v9JbIZ0NPHPiDFjEDDLGf7OWzDX8yiM3UKZKVPqXvFQcouFqktkrQGbg/R3VjEdk5466fsuJEGBrKnKjC8zpqmEJBN9RE6Zip1TbbHRbhnc3ffAzPk0jD1JtuIdByX3OCi7RkODtBaFOQZbjEJ6Fgfp/6Qry5bUXID8wBeVkWSsh6gpU7Bj8jxsIL7o4bEH410rfVHZPZaZEy/s869t4yD9bXTZz4e1kGZMSw1JmqQRaaCFKEN9hEyYjKO2zlhiuxILFu/CTJ8gaHnGQIX4qpp7DNTcopnkpiYalgJIc93d30nvXr1CquXsb1fdzXQXajCBMFadOBVxrBQjbUSSluAJiyk4MN8Dngs3Ys7i/ZjqE0yCYCwUCZBViFOpu0UxUGZjxvIxo5C2XJ+MVwXsnH4gCpC+un7t9wmQ/K5rWttAuwyTNBSQakiy5DGmOG4xFYfmu8N34QZYLt6HaYwvxomcLwognXCFg/R/Ed0mldWQFphgKEZLFXEaSkzvT4qJLsLHT8C+iZbYvmAJPJy3Y7LTMZh7h0HLOx4KFQnP9+kipzMMDD0jkXnrBf9uslMiC+nSwkJkzJ/3HxxUA1E0CBKHSdJSRqIucSJ6brwFTlgtxEorH3g4boO19ylm1RtND9LK8yRO4xbDdNGIEpCFGZ2CtWh7OkrL2DmRXxQgfXP71m8zT5o+X5OOJVNfJAGM+iLd9MXCHKesFmClpRc8Fm2BFfFFHcYXCYw9Y0mmLLq+KMhiMm48499N9kkUIH0tYINoQFqY0d4hWsujSXxeh8CbgDzOxBBhM+dg00xHLLFbA0evwzB1DyV+HwVN6vMeFNykIfoN6izoJhsmPtwUrO+m8tJSXKRjgnQHImEOUNVoEBS04jRVEE+DobYKksxNcXriNGyfsRABTmsw33kfxrqcgSn54NS84qFIx0yIQ7Cl0OFbmhy34th/1u0D+74c0owvqn/oi2NNcHbiVGybZo+NTuuwwGUfzF1Ow9Sb54sK1XxR9P1RMEf1/tMC/t1kn0QB0jm7d4oupKsa+V7QnsxoEqeZmh9ahKtHoW2AM2bmOGG9EBvtl8Nu4XZYep2EsXc0aaTS3iNeF7k6yba/dIiRQtrMLxqPXhTy7yY7JbKQprq+KQCh8jIf+cBpUQ0JguTDTtEmH7qxHkKMTXB66hzsWuCLRXabMNftCMb7hEOVts7oeAgxQXehuEG5qtFxSkWHEFZvcCAKkH4cE/3vG7wI8UU6lhxqbIzT0yyxe4EPnBYEwMb1ECb6hkHlPV9UF1NfpKs9TfSPQ2ExO+fpU4kCpB+Gh/GKFz/lg6JqfGjHMQ1aZaZBm6yvgfgJFjg0cRYCrVyxwnUrZjofwRj3EBj4xEDJMwFKruS7Q6D9b41Z1cWhmLwiHkUsXpqWSqQhff/USWZMmk7DYoIg+SATSVYSr02yZrrt39Rp2DtrIZbbLIGn+25M9jjDzM3U9oqBCu26do2GGgunp3xv03QOgwZpRQal3effSfZJFCD9+sZ1XnAkmXG1wEILvGjVNd8X4/S1ET1lCvbPsoe/lS+83HZhCvVF9wjoEF9kGokksKi5sHc2wLc2WhNhtyWNtcMtVKIA6ZdXLjPxj40bbHwXo98vGuv5PVAJeuTYQBcR06Zjn7UjvK394eq+D5O8gqFJu8g96PcrlqnXoLG+KrRVFoVg0fYM/p1kr0Qa0s/SUpGgpYxkOp5hMRbHxk/DbmsXrHYOwPTFBzHeI5i0rmKh5BFf0bqi3YWiPp78X42OB9Jx9qy7L/l3kn0SBUgX5T1B0iQLRKsq8OfJKyKFtPTpIjtHzadgl5UTVjlvwhzHA5jgHgRD2tL3IC19t6q+WPcaidSUSIBccfQy/06yU6IA6cLcXN6iTixdefH7GmkgU2jTojRBT5UWgbepAYLGEB5Ms8ZOh6VwWEiybZejsPCNgKonf+oXgbbcojBsPHOVfyfZK5GGdOHjJwhwWAl72wDM8z4BE+9IqPC7Chn7RgUG4mZqjqGYtDyOtUuCUokCpMuK3yJj0UKc1dHDGSs7bJzvh8X2W2DrdRzGXpHMFCjOF4Ub3YXteOJd/p1kp0QB0qVFRUinBbTKn1GbU1dMSw2xtN6DmapIsm1tVSSOG4MzU2dh04zFWO20EXbuh6FlfxLBaff4d5K9EmlI054y2x0XIe0Uzav4q6NZyZeakkMw3PecB5t3aBMFSFMdPp4MvYXHYeAZCS0vwTx5zhc/ZbzpV2E4n8Peym4qUYA01dU1qxGmwM4te9lhJOPmT2dMpmtd6JNzuloItpiAZ9dv8u8ieyXSkKbaEX6D2XZRWDDgTLjRLGZf9C3+HWSnRAXSZ849grIzb31scS42/JZGC3YmLY9H3qu3/LvITokKpB+GhiBSQ7XujEv/V9PWQISyPNKmTULJS/Zu8CKQyEM6/cYzqJOWuSZLV1Zim6k7h0LfIxJXWDweTSUqkH74vBAm3tHMlCJh95uzD03JIYTVe5kLJCqQLrh3DzGGerW7j4GIWZiSPC75evPvILsl8pCmy1pOW50A5cUhQgMCZ9WNFuzM25SCklIW93UTiQqk6ZCBw9Z0ZutPYfebs+pGp//Ryu6gdPbOLBBIVCBdVlKCDLt5vOmAQoD0KYvW1UaSvk41i9fVQmSVxxPJuVj+MT0fp8e7Lo5cJ3idWD3tasesNppJqyrhwdkz/DvIbok8pKnWncxmVtDiuhv/3eh92hXJ/nEYUYE01cHYW5Dnhlw+y+hSjHSxoEfP2b2ABJWoQJrqzpFDCFOUEw6lj1gMgWqQmgLWSY3EamKrpEZhs5wsDqurMSvexenrIlFHDfvI657RIsAmz4knMD6lIou1o6VwUpPAmVxHAR2moYRDqqrMawp7LzYZHRqIMzNltjsWBYkFpGnXLQ0Ami689YA5E27MWrVekbj1KJ9/59grUYL07cf5TJc3rZoXdt85qzTamPHadwFlbK5a5EuUIJ1/KwexpkZfNBWL7pp2VH4kZvTojok9emBmz87oVe9PGA+WwQUjPZxRGgXtlo1R/7c/4K2ohXQDHUSqSsGsXRvod2wLnV79EGZggCQtBZh1aIVFoxWQRIAt7L3YZLTI7or/Ul43mAhILCBdUlqGhVvTmCxRWGDgjGe0wG7JwUz+XWO3RAnSVF77L9ai/0VA1zMWep5xFabrEfXB47ruVRZLcYv68Dq3yPee922NNqLp2H3c5cf8u8ZuiRKkqS44L/68ZZL5RruuY/R0kEaAfNHUGPGqkhjWqDlWqWrinL4GvPr3wORuXdD/n0ZwkdPARSNdBAzoBoVuw5CurwCFtu2xW1MD7t3bQ7fPcMQZ6iLmvfdgm9HiOjp2n5eYwL9r7JdYQJrqVMo9BkJaXDYt1Oi0Fxok06+ze1s2gUQN0nQ3J7rUZc37XwS0Xc5CcVYAZKZvgPS0DZCdvQNKdsd5wz9u0dD3iYe63T6oOpwlx+R6Amgd1zOQmxkAxXmnCMCjeYB2C4Wq3WHiJ99n+hitG7HekILikjL+XWO3RA3Sj6Miv3LDFy2kGGrDqWsLSHbqj1gDHmxjDfSRoSaFYU0bwZlA+jyB9H7J3hjZuhOWDB8Aze494Te0N+Q79kCMkQkuGuowXeLC34MdRtc5T7Wag7J37NyiV5jEBtJ0y8U565O4Ap6PGK2oXbSNvbtevS9Rg3Th25Ja8T8dAmEd58MYrDQRXaXHorvcBLTr0RP1e5lD3T0Z+m6nMEzHAn/X/wVtVZdA1zsFet5hGKFmjFYD9NB6gC6k5gfBeGkKRumZoYO8LTTc43nL5wp5v6812mCg8/NPJbN/8QiBRA3SzMIm82y+KJumFk2y6TgC4xEkY14oo4o0A16XdbSeLuKVR2BIEx6kU8n5eG1VkmF3g0X33lguOQjaHTrBeeRwzOndEw7DRyPaQIe92TRpvFBIPwgSjYIxgcQG0lQR53OZ1npdX/bzfaNrddPx6JSrefw7xX6JGqSpoi48JNk08b8az6YjoeeTBAO/NJguj0fvAYPRXtUPBsvSoDrdBZ1HmKJ9z55opeABXb/z0Fu4Dm26aUDeNR6DFdTQzXQ7dKw90aq3PmQcwqDn8e3XEKeNl2mrEpjZGKIiUYM01aOIcCab/pI508mGuljZtz16NuuEU/p6iOeffx/SKfq0KIxk3UaGuGSkhpkd22DeUElYduoAy0EE2G1bw1VehX/dh+9T20Y3IkmdMwslb9hfk1NVYgXpt+9KYROQAgVubLqa0WEAz30XRSaLphJFSJeWlmNBYBqTMQr7HL636XolQ2O2Exq3GYFRdhHMKmi0a9vYLxYDRg5CSzl36Pqeg77jdnToORL9x61FDykt9B/riy6DZTBkZhDGrLoAXTfhr/+1RocAKKRFKYumEkVIlxUXk2zaGmGfuUwoMwVLWxGa//yFcUNkkWqow5yn49VJRkbI1BiN4U0bw0dZF5eNdBCprcVk2h59OkKr73DEa8pAt2VnhBjqwbFHR0wYVvkabLJIEc2iqcQK0lRJWU94uzw5c5W21Gihjp5HBK7ef8W/Q6IhUYQ0VcKVx8zYNPVBYZ/H97NIZqu+QdKj0FzSFjoks2bOu0XD0CsM/YYP4EHaOxl6njFQmLgQHSVN0c/QC/0UjNFF3RHDTeejr5ozVJwjCKi/XXc3LaibRxrPRcWiMRYtkChCmuppSnJFgZQwYFW1BANd7BreDe0btsROTV0k0t0DSbacoKuOgJFDYN29PVr88RuUuvSCr7QcEox0sXtEXyi37YbDOnrI0FeBTac20OnSDcrtO2CDmgaSmdcQ/n61ZXTxkowF85lGjKhJ7CBNtfZkFjvmrbqQ7MYzHga+ycSSiKXA0C+Z2YGKV2BEuymTYUge03Elx/QcLfSh1/sl8bodmXNR0PNOZJ4n9H0+YnQckGbRdOlUUZOoQrqsrBxLD12qcf/T8YiHzoKVaNq0CwZMPw4D7xjeY8R33oe0Djmv65kI45XnIT92OjpKzcZw3ZnoNHI6eo3SREd1D5KVx33wHl9jdDVAaqI01CKQqEKa6sqKZZ+1njed13xCSRqbFRQQRbJqXuGXFuJ0NbBLZgQ8hw/DilEj4Cc5BGvkFJlpW4cVpLFbRRUJBMax5Dlh6vLwGT4UAfLKzLaswt6nNi1CQ5XZTvZZRjr/7oiWxBLSz16/xZSV8czqWsICR81YJAmIEZAd54Cuo82IjUE3mbHoPHoyRtucgj4Jgnrk8ZEG09FdeR5UneOh6xEDPacDGKBshs6jpkDa9iQJpnEEzqcw3HAupG1Of9F4Ic1g7LakouAte3e7+phEFdJUj14UYfyyWGZlLWGfy/cwfdLQG6WmikY9TKDmQRuC9HwYdDwTYLY8GQNHDUZrpaUwXp4JXXK9rlcSNK190WqADuSdgjBktC76jz8F3bnuaDFkJjS8CfTfe48vNUEjkTaaRVGiDOnC3AeIH2fGrKwlDFxVLVZPB8l0z/Mq52h3d7y+DlJJpi2wJALlSG3e9RTQguti9LR5j7MQ0LRYjC7ycmNzAP/OiJ7EEtJUSdl5TJCovTWVI6BDAqWa7R7IzgiAnOUeSBlaoF6jHpCcFwEjz1MYIK+NBs1a4LeWkpB3TIPRkhiM0hqL9lLzMVR7HFrLzIXBsvMYrT8JLYePh4pz9GdX3ao4hsDQMxLXHohWN7dAogxpqrBzuQykeTs+Cf+Mvpm5x0LXaQdatWmLLgaBMPDhZcE67lFQm7cZQ3Rt0KptU/zVWQMDTFZAjfgRvb5rX0UC5v0wWpEGGcMJaNPfCJ0Hq6Cb8UqmEfnB+3yh0Ubi7HVJIlUsVlWiDGmqh+FhiFBTqdNrelNAn1u4ACUFBfy7InoSW0hTHYi5RbLp4FpdiUzHnQREz3gY+adgmLwymg2xgY5vMnScjkB66ibIms1Eo24KkF+cAmPfUPQfroyupgehY+OCliNmQWmWK1r31IasQwIMvD5voQkKBgqI0ymiVahTVaIOabqYEc0gaSYp7DP6puYWBa1FByE10Z987pGkIcc7TyGtbhuIwfoOGGLigWEmThhkuoxAOhJaDnshNXkTNAngdcjzdV1PY9Q4Rww2Wg5116j/PAWLrr5Gf48LN9m9HeWnJOqQprq2ft0XLxcqLkYLxeLNzfDmzm3+3RBNiTWk6fjgssOXIGcfJDSQ1Jh5xEN30Sa0at8H/aceI7Cl44VRMFh6AWoTZ6JBFznIL0omGVA8FM0t0bKHPDoMNUI/ElS7Smqg34St0HYhwZ7Oif2XylvaIKEZTMDZq/y7IJoSdUhT0WGGhYFpBNTf2/94dQv6PrRuofp5HQJhXk0E34iPMd3YxJf0vOP4XdqC59NrEv/Vx/7NaNGc8qJQHE24w78ToilxgHRJfj7SbW0Qqli39psWbN35JC6WfydEV2INaarXBe+wYEsas4eysIBSE6ZHAp+UhjYa9jCEqkdKRSCl44Iq42dUQFrPPZJ5THH2RshbbccQOX10VnXAQJUxaNtfEV01XKBFsvKPjRXS7n3aIKFLVNLpQKIscYA01YNnhZiwPK4WlwytWaO7XNHegw2nRbuRSCUOkKbKv3ULCRPHM/OEhQFN3IzCOYw0Sm7u2Ma/A6ItsYc0FS0ks92UWjNdj+8byWT03PajXYfO6KIXAH3fyrE+uvqT6gSaSctDYXEqgTQ9HwXDZecgZzETbUfMhMJUT3QcPJtkyPvQoa8qhlufgZ6Q9ZUpoOVJxua4IwP5haJXKPa+xAXSVJfvvICZX3QtFzJ+f6OApo1hOif/nYgs/fkpiQukqV5euczs/ES7gIWBTVyMB2g5XPbzEcnpVsJUJyBN9ehFISzXJ5FMsya3tIwgWXQS5MdMRP0WwyG7OI6AWDDWR7sYo6E4ZjzqtR0OGbsYkiHTatxYqM/2Rdt+upBeFA/N2Y5o29ccSrab0X6IDqRsQz6AtCA4UkC/KhAPxxQnSFNdyHkOU2/xBbXAB912n0N+keg3EqnECdJUT9NSEW2gK7agpgVy4cryyF65QmwATVVnIE2V+6wQdlvoGGENFZO5RULPMwLDVLTQSd0Pul6J5JxgveWDGKBghvYDZNC0iyTaDTXFsKn7YeAXiqHK49DfbBtvrrTrMQxWMUbbAcrope8HbS/BOCLPaJEY7eJ2YjLod/y/VPQlbpCmSrmWB2PvKLHr+qbfJeqDbrvPM2uYi4vEDdJUT1OSEDfG5IvX92a70TFo2p1/PWAjyktL+X+teKhOQZrqNQEZ3a6RBkq6nrWwoPPNjVbP0p2G3juv5UKnh9HtAclj5GeajfCu55/jF/QItg+k86irApqubEWruFefyBIrQFOJI6SpMm+9YObwK9bG0Mt3MPodosvweu+/iDdF4uWD4ghpqpeXLyFx0nixqfqO0FBBhJoycugYtIjsEf0lqnOQpqIbzu8Mv8FkADWza9FHprMw2wZWsYrH3r+++uO0u56uD63vESFy6yF/rsQV0lT38t5g/uZUZlWyGplH/Z2Mfnfoynm7I2+K1LrwnytxhTRV/q0cpM21ZlYlE+V51LTrnv7+dw4f5P9l4qc6CWmB6DrLU1fFi1SwpIuz0O56ui3iuRuiOwf13yTOkKai47arTlyB6mJeb4iwz5qtRhu31AfH+sUg+qL4xghxhjRVSf5rZK9ZzaxK9jkrk7HJBAViCRPM8Tg6iv8XiafqNKSpHr8swtLDlxhI0y7wii5nlhnNWGhgpHNYA85cFdlVnD5X4g5pgSIuPGSWEKVFV6LQUKRDLDSDdt11HrceidaWf18qcYe0QA/DQhE3bgwzbUkUsmraoAhTVsBFVycU3BfPnsSqqvOQFijhyhPMDUhhAhDNbGqksOwzjP4etCJYlfxOtIs09epT/m8s3qorkKa6n1cA3wOZDKSVHNjje1WN9uDI2wdjjG80TibfYxYKEnfVFUhTFT64jyv+S5gMlRZg0f+FAbI2LUJdhWlI0Oz5/qmTYlcg9jFxkK6iwuJSnEy6i+mrExhY08y6tgImXbWJvj9tMFhvTEHE+VwUi8Hc089VXYK0QHSnKDr7gPoeW2Ct4RTGwNnQMwprTmQx4+l1RXUJ0gLlJScifZ4Nwkm2yix+oq0hFJg1abRym46dxxjp49r6tSiqY1ziIC1ErwreISjtARMwBd3gFJbfuyuc2RyfvA8tCqPHCwLTEJpRt+AsUF2ENBX9rIPTH2DeplQGkLxZCDW7SQz1c+qH9L31PSKx/OhlZN8TzY1a/ovqIqSp6Bxj2gVOlxNlslcleeZ/YQD9bkYaB7QojL53jKEesletwOvr1/i/Yd0SB+lPqPhdGdO97H/kMqaujGdATceFVRaHMoHzv2zsTwMhbQDQ16GvS1cLo+N9U1clYMPpbFy6/UIsVm36WtVVSAtUVFzK7OTmvvc8s5sZ9Q+aYVN/4e1FLtyvvtaoL9JNMXgN0lCmN2lT0FXcyK0MDnVNdRXSApUWFeFxbAwuuDgh1sSQyWbpeLBgXWyhcP0PRsfDBY0CCujkGVNxI3AzU4lel8VB+jNFlxaNu/yY2dlozrokmHhHMZCmizhQE2TbaiSI0mDHQJwEU3qN4BzTjUlMcD2d80xfZ15ACraFEShdzcOLfPEuCPtc1XVIV9W1+69wOP4207Nj5BUFFeJL1IeoP1G40gafwIQBWGB06p7gOuqXtFFIG53U6OO0gM3nQCZTsf1CzAsTP0d1HdJV9frGddw5dIDpCo81NuDBVF6GgWkEgTbTLS4wIQCusCrXUdDT+c20Sps2AOi5hIkWuLJ8GR5FRaL45Qv+u9dtcZD+Cr0rLWPG5iIvPMS20OvMTlt0SU66d64FCXQ02I1bElMxpmi+JBYTl8cxhWkO29Kx6vgV7IvOQWLWE6ZoSNQ3w/ge4iD9oehc5JxH+Uzh1uoTV5hCQgptClvBwjYU3AKj49q0MUgbhvSYPk6NXktnCdBs2WXXOQSGkHtNsna60A+nSnGQ/lC0WOvN7Vt4EHQWV9euRrrdPMSNM2WgTYEbrqrIgJtnCrysWFmhyjkCdXIdNZo5J0+fgovuLri5LRB5iQl497ruDav8mzhIfyOVEHC/LHiHRy+K8JjYw+eFyHn4mpmm8oj8nPeqCG+KSurk+PLXiIP0v4sWOt4jjbyLt54j/Hwu9kXlMKvPLT96BSuOXYEzATAFue/BTOZ4R9gNHI67zcxkuP04H8/zi8VxgaZvJg7S/67SwkIUPsxlNvB4GB7GwDZrhT+yVi7HFf+lyLCzZbrL6Zhy1nJ/XA/YgHvHjyEvKYFk5zdQ/Fx813r4VuIgzYmV4iDNqbbFQZoTG8RBmhMrxUGaU22LgzQnNoiDNCdWioM0p9oWB2lObBAHaU6sFAdpTrUtDtKc2CAO0pxYKQ7SnGpbHKQ5sUEcpDmxUhykOdW2OEhzYoM4SHNipThIc6ptcZDmxAZxkObESnGQ5lTb4iDNiQ3iIM2JleIgzam2xUGaExvEQZoTK8VBmlNti4M0JzaIgzQnVoqDNKfaFgdpTmwQB2lOrBQHaU61LQ7SnNggDtKcWCkO0pxqWxykObFBHKQ5sVIcpDnVtjhIc2KDOEhzYqU4SHOqbXGQ5sQGcZDmxEpxkOZU2+IgzYkN4iDNiZXiIM2ptsVBmhMbxEGaEyvFQZpTbYuDNCc2iIM0J1aKgzSn2hYHaU5sEAdpTqwUB2lOtS0O0pzYIA7S30jnT++Dv78/Vgbux9NS/sn/qOK8LOzevB6ZD4v5Z+qOOEh/mV7lpGId8T//ZcuQfKvyC/3fVIyIfetwKvEq/7huiYP01+otwonfnE66xj/+70o9touJr2t2HMGLcv7JOiIO0p/QjrAbmLU2EfM3p1bY3IAUOGxLx6uCSnDG7nSC4bj5OHXqFJwnSsNg4RYU8h97X5eX+iLVag4y7OZVGD2+vNSPfwVVOe7G74G+3EDU//l/WB79nH++7oiDNJBfWIKr91/h+oPX1ezqvVfE/97xrwLeXA/CeGNjrN17CkdXW0FawxSJDyofr6q3z57i1dVsvL5xvdLIvX597RpKi4r4VwGFeZfhZmmKLo1/gNzcQP7ZuqW6DOmi4lJce/Ch72UT33v6+i3/qg9V8OQSnOcYozPxGwW7HfyzwlWY+4D44tX3fPEa8nNuorysjH8VgdTmBTCasIiJr/bjRsHMZRdK+I/VBXGQ/oTcd1/AcJtTUHQIrjDZBUHQdA7F01d8Ry2+iZkaCghMeck7fhABxWEyOHq1gHf8nhInT0Dw6JEIV5KvMHqcOGUi/wqqMpyPPIazQSdgoT0CS0Lr3ufAQRqIufQIo+efhbpTaDUbZXsGZ1Lv8a8qxxG3cbBw2ldx7DlmNKaujuAfV9fNHdsRPEoSERoqlaaujDBFWby6cpl/FfDyVjIOHg7CpkX6ULPbyj9bt1SXIZ119yUUSLxTdazueyOJ720Lvc6/6kO9zEkifhOMDQv1oG7/aUhfcHZEiMyoar4YpiyPGGNDlOTnM9eUv7mESapK2HeJ14Asu3kKspIKCL5Td3oXOUh/Qr4HMiFnHwRt1/AKU3cKg5FXJJ7xW5Pvrh2GmqIOkp4wh+TEHYxXGwC3U4IgWl0ps2cgXEURUTqaFUaPU+bM5F9RVbdhpjoIfhyk66TiLj9mGoVaLmHVTNruLM6m3edf9QJOZtJw2pvFPwZOeOhDZs56gusPlbNzB0KkRyFSW6PStNQRrqqIV1lX+FdV6oiLJhRtuUy6rin73kuoLA4hCUl13xtNfG972A3+VR/XgcUaULLbzj8SrouuzgiVl67mi+GkwRg3xqQC0m8u7ICSsgnO83MgFGTDVHkQlkXk8U+IvzhIf0KfA+mijB0YqaiJZIHPUEhr9IfLiTv8E9X1RZAuuEogPZiDdB0VhbS8fXA1/6NGwR0kgHT5I1gbDIHDwcrxv5Ne+pCevVY4pHftRKjs6Gr+F0WCY4SaklBIH3DShBIH6TonCmmaRWu5VPc9GeJ7O8IFkC5H7o2LiI6ORnRsGvIKKotx9i7SgPK/QdrNhenBqeqLNJuOMzOtgPTL+PWQVDHAhVfMIQ/SqgOxJEyQFYm/OEh/Qp8D6bI7Z6Ehq4FoQWJTdA0mMoOwPOox/0R1cZD+PHGQ/kxIIx9eFnJYsCWDf0wC5AINqNrt4CD9H8VB+t8gXYa04N3w8PCAh/cGXHlS2QX9rSD99tohqMjpI+Upcwi8ugA96aEIEAwv1gFxkP6EXHedx1Crk1BYGFxh0nZBzNhMxZh0SS5stCUxfWMcc3j9pA+kVKYg65XwEsTEiRbMmCB1ToHR48TJ4/lXVFFpDkwU+8Ivgiscq4uKyXyEUfPOMsGyqo2YexqnUwTDKWWIXD0dQw0WgAlbry9ijJwM1kXdYh59Xze3b0PwiGEEysqVpqqEMAUZvKwyJi3QIUdVyM3jxqTrmrLuvmAaiCqLq/ueJPG9rZ8YkxZov4MK5Ofv5B8J13mnxQiRHlHNF8OU5BBjqF85Jl10G9NVhmHuznTmOHO/M6Q1ZyOnoO6UeHOQ/oRoZS0t3knMelJh8VeeIDn7CYpLKqsPn1w+CUNDXVhaWmKM0RScIBnQx/T8/Dk8iYtFXmJChdFjer5S5Ug9vhmWsyZixOA+UDWZBs/AENSliVgcpIHUa3kw8Y7GpOVx1czIKwpRFx/yryLKvw/v+eNgPM0SM02M4RoYBn4T8gPdPXIYsUYGTAFjhU0aj3hzM+STey7Qq5wEOBN/1lccgkFy2rBctBLZT4VXjIur6jKkb+S+xrilsZjoX933DInvHYq7zb/qQ728EQdH4jd6CtRvdGC5eDWuPhfuN1kr/BE7xqiaL8aPH4vUObNR8uYN/yrgwbmD0NXX48VX0xkIviZIq+uGOEh/I5UVvURubi6ev/k2kwMKXz0nr/cIr16/wfMnD/Hkeb7Q7ktxFQdp4lPl5XhHGoPvG20glpW97w0lePIwF7lPXvCPhau8tBRlxcUoe/fuAwN5P4HKigvwmPjz0xevkf/iKXIfPcXb0rrkgXUb0tQVPuZ7pR/4XqVKid88+ky/KS8pIX73EV98TyUFL5j4+rLKuHddEQdpTqwUB2lOta26DGlO7BEHaU6sFAdpTrUtDtKc2CAO0pxYKQ7SnGpbHKQ5sUEcpDmxUhykOdW2OEhzYoM4SHNipThIc6ptcZDmxAZxkObESnGQ5lTb4iDNiQ3iIM2JleIgzam2xUGaExvEQZoTK8VBmlNti4M0Jzbok5B++rRurezCiT3KyclBamoq/4gTp5rXtWvXkJFRuSY6J061obCwMOGQpvS+ePEik01zxllNW1JSEoKDg4U+xhlnNWHx8fFMHBT2GGec1YQ9fPgQR48eRT5/LXOqCkjfvHmTcVCaUXPGWW0Y3QJP2HnOOKsJ4/yPs9q2iIgIJCYmoqyscq+ICkhz4sSJEydOnNglDtKcOHHixIkTKwX8H2qlMWKP03r7AAAAAElFTkSuQmCC" alt="" /> </p> <p class="MsoNormal" align="center" style="text-align:center;text-indent:26.25pt;"> 1表示上涨<span> -1</span>表示下跌<span> 0</span>表示平稳<span></span> </p> <p class="MsoNormal" align="center" style="text-align:center;text-indent:26.25pt;"> </p> <p class="MsoNormal" align="left" style="text-indent:26.25pt;"> <b>我的轮胎网经销商信心指数<span></span></b> </p> <p class="MsoNormal" align="left" style="text-indent:26.25pt;"> <b> 1</b><b>、指标解释<span></span></b> </p> <p class="MsoNormal" align="left" style="text-indent:26.25pt;"> 我的轮胎网经销商信心指数(<span>Mytyrenet Tyre Dealers' Confidence Index</span>),是预测轮胎行业未来<span>1-2</span>个月市场情况的先行指标,包括价格信心指数、销量信心指数、库存信心指数。<b><span></span></b> </p> <p class="MsoNormal" align="left" style="text-indent:26.25pt;"> <b> 2</b><b>、调查范围<span></span></b> </p> <p class="MsoNormal" align="left" style="text-indent:26.25pt;"> 调查的对象:从事卡客车轮胎经销商,<span>2023</span>年销售额在<span>200-500</span>万;从事轿车轮胎经销商,<span>2023</span>年销售额在<span>50-200</span>万。<span></span> </p> <p class="MsoNormal" align="left" style="text-indent:26.25pt;"> <b> 3</b><b>、调查方法<span></span></b> </p> <p class="MsoNormal" align="left" style="text-indent:26.25pt;"> 经销信心指数原始数据采用“定产品、定市场、定时间”直接派人对经销商的老板或者主管经营的经理人进行采集。<span></span> </p> <p class="MsoNormal" align="left" style="text-indent:26.25pt;"> <b> 4</b><b>、指数的应用<span></span></b> </p> </p> 轮胎上游企业、轮胎厂和一级代理商可以根据库存指数的变化来调整生产计划和库存计划,对市场进行前瞻性预判。
文章缩略图:
文章描述:
关键字描述不能超过200位
阅读次数:
阅读权限:
游客
注册会员
中级会员
高级会员
禁止访问
发布时间:
允许评论:
是否允许评论
是否分页:
按分页标签分页
是否生成html:
是否生成html
html名称:
html名称
文章来源:
文章来源:网络、报纸
文章作者:
文章作者,不填可以留空
状态:
上线
系统默认勾选,表示上线
输入关键字:
可选文章
操作
跟该商品关联的文章