Point: 渲染渲染,神奇的渲染!!
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只要你走的足够远,你肯定能到达某个地方。

1"GPU编程" History
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//由于笔记我是由印象里面转移过来的,排版上请见谅
想要实现自己的光线?想要渲染出自己的正方体!?那么没错了。
我们需要的东西不是C语言,而是英伟达所提出的 Cg 语言了。
GPU 概念于20世纪70年代末80年代初被提出,采用单片集成电路作为图形芯片。【具有高并行结构,更多的ALU】
它能够很快的进行几张图片的合成和渲染【最初仅限于此】
它的结构图如下↓
aaarticlea/png;base64,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" alt="" width="170" />
在CPU上的C++所采用循环逻辑来遍历一个像素,而在GPU上我们只需要一条语句则足够了。
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2"GPU图形绘制管线"
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图形绘制管线描述GPU渲染流程,即给定【点、三维物体、光源、照明模式、纹理元素等】如何绘制一幅二维图像。
我们将图形绘制管线分为三个主要阶段: 应用程序阶段,几何阶段,光栅阶段。
【应用阶段】: [采用高级编程语言进行开发,主要和内存|CPU打交道],诸如碰撞检测,场景图建立,空间八叉树更新,视锥裁剪等等算法都在此执行。该阶段末节,几何体数据(顶点坐标,法向量,纹理坐标,纹理等)通过数据总线传送到图形硬件。
【几何阶段】: [主要负责顶点坐标变换、光照、裁剪、投影以及屏幕映射] 此阶段一般在GPU中进行运算,该阶段末尾得到了经过变换和投影之后的顶点坐标、颜色、以及纹理坐标。
【光栅阶段】: [基于几何阶段的输出数据],为像素正确配色,以便绘制完整图像,该阶段进行的都是单个像素的操作,每个像素的信息存储在颜色缓冲器(color buffer 或者 frame buffer)中。
"几何阶段"
几何阶段的主要工作是 "变换三维顶点坐标"和"光照计算"。
显卡信息中通常有一个标识为 "T&L" 硬件部分。
我们从计算机中得到一系列三维坐标顶点,但我们最终输出的地方却是一块二位屏幕。
一般情况下GPU帮我们自动完成这个转换。
根据顶点坐标变换的先后顺序,主要有几个坐标空间,或者说坐标类型:
Object space 模型坐标空间
World space 世界坐标空间
Eye space 观察坐标空间
Clip and Project space 屏幕坐标空间

【Object Space -> World Space】
object space coordinate 就是模型文件中的顶点值,这些值在模型建模时得到的。
例如我们用 3dsMax 生成一个 球体 且输出为 .max 文件。
这个文件中包含的数据就是 object space coordinate
而且我们的 object space coordinate 和其他他物体没有任何参照关系。
在计算机世界中,我们的物体需要一个稳定的【坐标原点】才能确认自己所在的位置。
显然,我们将一个模型导入计算机后,就应该给它一个相对于坐标原点的位置。
那么这个位置就是 world space coordinate.
从 object space coordinate 到 world space coordinate 的变换我们由一个 四阶矩阵控制。
我们称之为 : world matrix [世界矩阵]
光照计算也通常在 世界坐标系 中进行的,当然可以在 视野坐标系 中得到同样的效果,因为在同一观察空间中物体之间相对关系是不变的。
Point : 模型文件中的顶点法向量需要转换为world space坐标时才能在GPU中进行使用。
法向量从模型坐标到世界坐标中的转换是 world matrix 的转置矩阵的逆矩阵。[这里可以参阅 潘李亮的3D变换中法向量变换矩阵的推导一文 or 《计算机图形学》11章]
【World Space -> Eye Space】
每个人都是从各自的视点出发观察这个世界的,无论是主观世界还是客观世界。
同样,在计算机中每次只能从唯一的视觉出发渲染物体。
在游戏程序中,都会提供视点漫游功能,屏幕显示内容随着视点的变化而变化,这是因为GPU将物体顶点坐标从 world space 转到了 eye space。
所谓的eye sapce 即以相机为原点,由视线方向,视觉和远*面,共同组成一个梯形的三维空间 -> 视锥。
视锥内的顶点保留渲染,视锥外的顶点去除渲染。
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" alt="" width="195" />
【Eye Space -> project and clip space】
只要顶点坐标转换到 视野坐标中,就需要判断哪些点是可见的,位于viewing frustum 梯形内的顶点被视为可见的。
位于 视锥 外的顶点视为不可见,这一步称为 "clip"(裁剪),识别指定区域内或区域外的图形部分称之为裁剪算法。
我们并非是先裁剪再投影,裁剪被安排到一个单位立方体中进行。该立方体的对角顶点分别为(-1,-1,-1)和(1,1,1)。
这个立方体我们称为 = CVV 规范立方体
CVV的*面(梯形体比较小的矩形面)的X,Y坐标对应屏幕像素坐标(左下角是0,0),Z坐标则是代表画面像素深度。
1.用透视变换矩阵把顶点从视锥体中变换到裁剪空间的CVV中。
2.在CVV进行图元裁剪。
3.屏幕映射,将前过程得到的坐标映射到屏幕坐标上。
把顶点从 视锥 变换到 CVV 中才是我们常说的“投影”
主要的投影方法: 平行投影 And 透视投影
【透视投影推导: 潘宏 (网名: Twinsen) 的 "透视投影变换推导" 算法部分可以越读:<计算机图形学>12章第三节】
Point : 使用C++进行视锥裁剪的算法可以参阅OGRE引擎的源码
【Primitive Assembly 图元装配】
这一步将顶点根据primitive(原始连接关系)还原出网格结构,网格由顶点和索引组成,在之前的流水线是对顶点的处理,而这一阶段是将顶点链接在一起,组成线,线组成面单元。之后就是对超出屏幕外的三角形进行裁剪。
想象一下,一个顶点在画面外,另两个顶点在画面内,我们在屏幕上看到的就是一个四边形。然后将该四边形切割成两个三角形。
裁剪算法主要有: 视域剔除 || 背面剔除 || 遮挡剔除 || 视口裁剪 等等。
【Rasterization 光栅化】
光栅化: 决定哪些像素被集合图元覆盖的过程。经过上面多个坐标转换后,现在我们得到了每个顶点的屏幕坐标值,也知道了我们需要绘制的图元。
但同时我们遗留两个问题:
1. 点屏幕坐标是浮点数,但是像素都是由整数点来表示的,如何确定屏幕坐标值所对应的像素?
2.在屏幕上需要绘制的有点,线,面,如何根据两点绘制一线?如何根据确定位置的3个像素点绘制一个三角面片?
问题解答同时给出:
1.绘制的位置只能接近两指定端点的实际线段位置。
2.画线算法: DDA算法,Bresenham画线算法。 区域图元填充算法: 扫描多边形填充算法,边界填充算法。
【Pixel 像素处理】
我们需要在更新缓冲前计算出每个像素的颜色值,此阶段被遮挡面通过一个被称为深度测试的过程而消除。
》包含的步骤; 消除遮挡面 -> 纹理操作,根据像素纹理坐标查询对应纹理值 -> Blending 混色,根据透明度混合两色。称为alpha混合技术,每个像素都有一个 RGB颜色值 + Z缓存器深度值 + alpha值。
得到一个 RGBA,使用 over 操作符将该值与原像素颜色混合。
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" alt="" width="241" />
a是透明度(alpha) ca 表示透明物体颜色 cs表示混合前像素颜色
Over操作可用于照片混合,OGRE中也有一项技术称为compositor(合成器)
关于 透明度、合成的知识 可以在 《实时计算机图形学》第四章 4.5节获取
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3"Shader Language" 着色器语言
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上面说到的管线器渲染果然还是太老了,英伟达为我们准备了新的东西。
那就是着色器语言,着色器语言被定位为高级语言。
Cg语言全称为 "C for Graphic" 另一种 GLSL "High Level Shading Language"
这两种语言的语法接近C语言,Shader language目前主要有3种语言
基于 OpenGL 的 GLSL, 基于 Direct3D 的 HLSL, 还有 NVIDIA 的 Cg 语言。
有关它的原理,这里暂留,在后续的学习中再对其研究。
【Vertex Shader Program && Fragment shader program】
Vertex Shader Program(顶点着色程序)被 Programmable Vertex Processor(可编程顶点处理器)执行。
Fragment shader program(片段着色程序)被 Programmable Fragment Processo(可编程片段处理器)执行。
顶点着色程序从GPU前端模块{寄存器} 中提取图元信息(顶点位置,法向量,纹理坐标等),并完成顶点坐标空间转换,法向量空间转换,光照计算等操作,最后将计算好的数据传送到指定的寄存器中。
然后片段着色程序从中获取需要的数据,通常为【纹理坐标,光照信息等】,并根据这些信息以及从应用程序传递的纹理信息进行每个片段的颜色计算,最后将处理后的数据光栅化。
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nTrihIK3vyemQ+9mtsv/vniHzkWpQ/dQmGO4tuxwD3mzBAgdoA/3/omZ5WBWljT5giaSNcOi9/AdYTSON7lD8WnnrqKYwfPx5z5szRj5988ol+b3ZXAmkikXUrteBrzN97SgOVYUyU58xKJsGb+4dOO6lnOpr7hrT6uFyG4ePfnDQwev5pHTkz/IxIPbXwTDsfyzIJf8TsUxqGDD/t8XmnVf3tfVzCg+17SD2a+znbkmbuY1lex+Ap7cuyzsdU3eY+nvtR1YYH1KP5tbDNYxad0Y+Gj+3ntfEaO14370XHNj+hynon9G+qUl/rsoI0zu7kOQlUzOHZvn27fmQUgjlpjEg4OjrqyQUEHg4hMeoWHR0NPz8/Hb3gUhwc2tyzZ48uS5gjuPHYS6negDROEggZ9iscH/MbVD/9G6SM/DWcHrgGqaP6f+KANg55+v3DlJe28g8YsEzVdeAveuiz0/JdWM8grRkDHg/AgFsmKFDbYoqgjQ4yrZnWWfkLsJ5AGtf34w8ODtHzh0V6errOh+T7me9bQlx3JJAmElm34rLO4pOvGnWkyLBb3m7Qy0wwAmXu57IY937a3N73uvJ9YloPjZEy+vj3n1+qxQMTW3Q0yyjLCBOX6+CaZIaP0SiW5ZAgZ38aftZ1n4IhDkG2+ZQxisZlPfho7mcE67Zx7a/jb0bZV9qXZZsJoOY+rm2m28DhUdUmw882c1kNPho+XtMDCtD+pNqtr5t+1V7+fY+6Fx3bPEhdh1u0LMFxySDNUEVFhY6cGYn+nCHH4c+amhoNYZwswOgao2wEM87+5DAoxVw0lgkMDNRgxskEBLVLmY9G9QakJSkoy+e6aM/8Bo3q31wfLWHEtSh64uLq6zGk0dIVqHkruCKcHf6rjqb9KP8SrJP27lnTumic1TnKCwOeDFWAVqL8l2adNL5nCWPGe5fi+5Vwxfc335fdkUCaSGTdkpw0k0lOWvd0WULalajegLTetl6BtF60HkFaH1hPIK23JZAmElm3BNJMJpDWPQmkWYkE0ro2gTTLEkgTiaxbnDgwbmkDfjL0WJtxnTQOFV498ng7v7FOmrmPw4CEKWPSAH1MoCdMcWV/rrVmlGUSvl4nTYGQ4eM6YyzLiQOEKcPPupjczy2j2nzKOASrF5FVj4afplf+H1vfztdWVkGTuZ9t5jpp5j62wVgnjW0y/ASxByebJjsYPk6oYK6ZqazJx/byHvBecDjXKEuTddIE0vpMAmldm0CaZQmkiUTWreT8rzF7x0mdu2UYZ2Aymf8/CjjM/YyCDZ9p2urJMOZ20cdomuHj34QYTgYg1Bl+RtaYcE9A6liWkxI4C9Lw0x6ddUrXb+5j/hsT9vlo7h8y9aSeKGDuM8oyT8zczzpZt7lPt6F1Syfza2FbTW0+3zZe08g5pkkKHa/7EXUvOrZ5pLoPXvGSkyaQ1gcSSOvaBNIsSyBNJLJuxWe3bgs15kSbcdslRoT0lk5mfi5RQVAz9zH6RCj57TMn9FIa9DHKxUgcQY/RN6MsJwa0bbHU6mO0i2U5fMjhSsPPJTE4zMilNQwf7e9j61q3hWrvJ0xxeRBzH4dQ27aQMvOzzazb3Mdz6za0Ltlh+G98ybQtFCcJGD5jWyiW5bXSx2vnPeC90NtCtZalERTdYgTSBNL6QAJpXZtAmmUJpIlE1q2YjDMYt6z9MKEe7uS2UCPPD/HRLma4k0ODRtm24U6zoUPmvbUNNapHw9/pcKfydXe4U4NUbw936nXSZLjzgiWQ1ncSSOvaBNIsSyBNJLJuycQBk8nEge5JIM1KJJDWtQmkWZZAmkhk3RJIM5lAWvckkGYlEkjr2gTSLEsgTSSybgmkmUwgrXsSSLMSCaR1bQJpliWQJhJZt5LzvsbM7Sdx81v1bUYoYbL7bQrIzP1Min9kZvuy3IGAWy/d8vZ5H2c0EmK4zRJhyPATVrjVE+HLvCxztoZMbdHHGH4at3m699P2vrs/adJ5bcwJM/c/NKVFm7nvHlXmAXUtHcuyzZyRau678yPTNlJsA9tk+LkvKdvMths+XhNnrnYsy3vw8Ay2ubnNRxuhrsMzTiYOCKT1gQTSujaBNMsSSBOJrFuJOecwZWOznhRgGOGDS1EwOmXuJ1wRhMx93IqJMx05+5FRK/q4zdMtbzXoJS1uMqvjH2Pr9dIXjJoZPm7HxLL3abBpaPOzLkLTrap+cx+3qyJQ/Us9Gn4aYY57Z5r7dNlWkDL3s82s29zHcxNCuV4bo4iGn5MRCJt8NHyMuPHabn6zXl83fWwb/+YeoOZtpg2d1gKPWIE0gbQ+kEBa1yaQZlkCaSKRdUuGO00mw53dk0CalUggrWsTSLMsgTSRyLolkGYygbTuSSDNSiSQ1rUJpFmWQJpIZN0SSDOZQFr3JJBmJRJI69oE0ixLIE0ksm4l5Z3DjG0temV/wwhSTLjnav3mfuZ9cZKAuY95YFyRnwnyho/5XVwslvlnt77b2OYndD0+75TOCTN8zEdj2cFTWjTUGX4uLDt85kldf5tPGXPlBqn28dHcrycOTG5/HZbKsk5OgDD38dy6DQqo2CbDT5jTbVaPho85Z7w2tpvXqv2qvbwHD08/qScqGGVpLCsTBwTS+kQCaV2bQJplCaSJRNathJxzmLyh48SBRtPEgVfbTxwgqHScOEBgYbI8I1aGjwn0TKofMu1ku8kHOgl/1kkdsepYVk8ceLN9gr+eOKBA0dxnmgxg2vvT3E/wopn7LJVlNNDyxIHzkwFojPA9Ovtku4kDf3utXu81SjAzL8t7oCcOdGgzZ666y7ZQAml9IYG0rk0gzbIE0kQi6xaHO99ZXK+HFw37k4KNv7xcp4cqzf03tA53mvu49RKHOznEafh+wuHO0abhTg4NGv6rR5mGOzl02FZ26DFdlhDEbaMMP80Y7jT3cbiTYMRHcz9hkGbu02VbhzvN/Wwz6zb3XTua+4Kahlx/MuRYm/8XI1uHO9Wj4ft563Any5pfN//+97vfbbMMd7ZC2o033ojVq1ejsLBQw4VYz42d6sGDB2H3zB1IHPFrlD91/SU32/uvxrCpv8VAr7/jRxm3XnIbaPc3DJz6IgY8FYkBb9RigPp1dSnt92+G4dOpc1BZWdXpa9qflpaWhoULF+Kqq64SSBOJrFCSk2YyyUnrni4K0q6++mqMHj0a06ZNw7x588R6wXhfX3zxRbxy82/w6V//FzP/+bNLbq/84X/w5wevUkDyKwyYdP2lt1d+iQEP/hsD/vEBBvxnLgbcMe+S2s/veA/3PTgUs2bN6vQ17U+bMGECHnnkEfz4xz8WSBOJrFACaSYTSOueLgrSbrjhBnz++ecIDw9Henq6WC9YdHQ01q1bh80jb4HnQ79E7KPXXnLbdMfPcf9712Hg3j9joP8/L71tvhED3huNAY86mYY8n0+/pPbb5+3x5nufIj4+odPXtD/N19cXU6ZMwU9/+lOBNJHIChWTcQbjltXjf4cda7O/vFKn89GuHnm8nf+PL9Qo4Gho5/vD86ahw589ct53lfqbMMW8tmtGVbf5OazJ3QIIN21lh5vKMh+Nj4afdseHjbp+cx9B8a+qfRyyNPf/4416ZXXtfDeoMixLKDP3s04m/Zv7rh9zAv9UbSDQsf2Gn+D44ORmPRRr+K5RIMfJAWyv+XXzb96L3z/X/nx3fdQIl0iBNMlJ6wNxyEpy0r7fJCfNsiQnTSSybnHigMUdBzpMHCCAdLbjAJPlmSfGqBV9ejLAW/UY8lmLjnAZZU07DpzUUTPD9+eXTWX1VkpmEwdYl2nHgfY+7jSgJwNc8I4D3504wO2uOps4cG/rxAHumGD49WSHDhMHbnq9DkPVtVnecaD9+WTHAYG0PpNAWtcmkGZZAmkikXUrKfccPttCmKpvMwKTsUWSuZ/gxu2QzH0EOs505FCh4SOEEYS4zAWXszD8hKaRc09paGorq+CHZbnkB4HP8N+kbNj0k7p+w0fj0CGBjI/mfg5J0sx9XE6js7Ksk3Wb+3huRvk4M5PtN/xs6yi2WbXd8PGaeG2EMfOyvAe8Fx3bzGVLZAkOgbQ+kUBa1yaQZlkCaSKRdUty0kwmOWndk0CalUggrWsTSLMsgTSRyLolkGYygbTuSSDNSiSQ1rUJpFmWQJpIZN0SSDOZQFr3JJBmJRJI69oE0ixLIE0ksm4lft/EAbOkf5qliQPcjsl84gAT75m3xfy1m74zceCUBjLD9+eX63RZveOAejT8rMs0caCxnU9PBlBtu/CJA6rsdyYONH7PjgMNGlANv2nigGpzu4kD9fraLE8cON9mmkwcEEjrMwmkdW0CaZYlkCYSWbeS877GzO2mvTcNY+TowUktOqHf3E+IYcK8uY+TDJgYf8vb532EIsIR4YYRK8PPiNLj805r2DMve5cqy62TeIzhpw1XQEf4MvfdrUCMCf5cAsPcr/fuVGbuu0eV4YSEjmXZ5uEzT7XzEfwIbgbUGf7bW9vMths+XtMIdW0dy/IePDyDbSZwnq97hOzdKZDWVxJI69oE0ixLIE0ksm7JcKfJZLizexJIsxIJpHVtAmmWJZAmElm3BNJMJpDWPQmkWYkE0ro2gTTLEkgTiaxbAmkmE0jrngTSrEQCaV2bQJplCaSJRNat2IyzeH95g97SyDACDxPlCSHmfibGc6smcx8hiFss/d+jpu2g6Pu5gpjfPX1CJ/ITvIyyhCVusfTrJ0zbKemyCn4INZw8wEfDT7jjdkpMvG/zKWj8/fM1un3cesnw05jE/09l5r4/qDKcuHBDh7Js852qbnMfwe2Wt1UbxtTo9ht+tvWhKarNqu2Gj9tb8dp+q67RKMtr5z34j7oX5m2mMSdOtoUSSOsTCaR1bQJpliWQJhJZtxKyz2Liuia9F6ZhjGAx+vMnBTPmfibJM6pk7iNcDZrQjBuePe8jQP399TqdyE+wM/zcR5OTDDij07wst1m6+6MmvcuA4ac9OKlZ1d/eRxBj+/75Rns/t3+imftYhmW5r6e5n3Vy8oG5j5E8UxtMAGj4/6LayskS3M/U8HH2Kq+tY1neA94f3hPDR+PsV/cYmTggkNYHEkjr2gTSLEsgTSSybiXlncOMrS0aUgzjLE6CF6HM3M/Zkg9PN+29aRijREOVj8trMPpGH+GIkDd81km9VIZR9tZ3G/HY56fatl46X7ZBg8x/FFAZftZHoONSIIaPxmHG+1X7+Gju52zUB5SZ+1iG18JhV3M/2/ywqtvcx/Zy+Yzb32vQbTL8pjaf1o+Gj0t7cOYpZ34SALVftZdtHvbZd9s8XLaFEkjrKwmkdW0CaZYlkCYSWbdiMs5i3NIG/GTosTZj9IibqzMPy9z/h+drNZiY+37/XK3O7/rpw+d9P1N/Mx+MsHL1yOo2P4c+GcG65rHzPg4HsizBiMOhhp/GYVRGqsx9jEwxqsWhUXO/AYnmvt+pMryWjmXZZtZt7rvuKdWGN+tNQ7Fm18IcNUb0OPRr+K4eVa1Bj0Og5tfNv3kvWL/hoxEWZbhTIK1PJJDWtQmkWZZAmkhk3ZKJAyaTiQPdk0CalUggrWsTSLMsgTRRX+rbb7+Fn5+f/t7vynbt2oX4+PjWI3tfbEtTUxOys7P1eU6dOqV91i6BNJMJpHVPVglprDc1NRXp6enIyspCTU0Nvv66++PMlZWV+sPMDzCPP3funP67sbERtbW1OHPmTGvJS6+eQlrDs79B4RPXo2rMb9DY5vstCkdfh0rl61j+QqxHkFZ8O36Udquyf+NHJa0+PtKXqnwdy1+A9QjSWP6NGgx4Pt1krOP5DAx4raLz8hdgFwtpdXV1qK6ubv0X9HuRr7/x/jx79qx+nu/dC5VAmqgv9c0332D8+PH4y1/+0qXddtttWLt2beuRva+TJ08iJCQECxcuxNy5cy+6f+hvxWWdxSdfNeJaBSmGcZYj8644tGju53AiV9Nv51Ngc+8nzRqErn3C5OPfTK5/YGKLTqY3ynK4lNspcTjQ8BG6WFZPVFBgaPhZ130K6AhObT5lBDHmyvHR3E+g43ZP5j4O2eqyr7QvyzYzV83cx8kMug2EOtUmw882M8+Mj4aP18T8N06K0NdNv2ov/75H3YuObWZ+n1u05KT1OaTxA/jpp59i3rx5WLp0KYKDg3XHZq7OfjnRZ/j56OLion9tsdNjJ3js2DH9d1paGmJiYtp1lObHmsvwd/Zcb6onkEYoO/H09XB58BrEPnqt+vs3qFeAVvbU9XAcdDWSRvy60+O6sp5A2sC82zDQ/SYMdPwbBubepgFtYNatGOCs/q2ss2O6sh5B2junMeDpWAy4Y57J/jUJA26fgwEjXDovfwF2sZAWGxsLX19fDWUU3+/R0dH6/cjOpqqqCgEBAcjJydHPX4gE0kR9KULa22+/jWuuuUbb1VdfjZ/85Cf4//6//w8//vGP8bOf/aztuT/+8Y9Yvnx565Hn1dV3qaXnzP1sB398v//++/jVr36FBx54QP/b+CxRF1KPIcPX0Tqqq+cvRKkFX2P+3lM6x8owJtUzaZ8gY+4fOu2kTqI39w1p9XFJCsPHv5nIP3r+aR05M/yMSD218Ew7H8ty0gC3WWLivuGncTumIdPa+7h1E9v3kHo09zORn2buY1lex+Ap7cuyzsdU3eY+npvbWD2gHs2vhW0es+iMfjR8bD+vjdfY8bp5Lzq2+QlV1jvhm9Y7fmXIKiEtPDwcK1as0ODCD6CDgwN8fHxan4X+QDIKZv7B5IeXAEYzombs+MrKynTnFxERgUOHDuH48eMoLCzU8NbQ0KCP5YeOx5nXSR/rof/06dP68WI/nBeinkbSCGrRw6+F8wPXIHTYL3H0ieuw556fw2/IL1H0xPWdHtOV9SiSRigLvxkDD/8VA2z+goEFt2HAAfXIv6Nu6fyYLqxnw53fYsC7ZzDgzXqTPeaLAY8qQHs2pZOyF2YXC2kJCQltPyD4Htu/fz82btyIsLAwNDc36/cBwa2ioqL1iK4lkCbqS/G7z9nZWf9opn3xxRcakAhlv//97zFmzJi257766iv9XjZk/l3K71ga/83vbEP823iO38HGd61xHI1+WkFBAZ5++mkNiPfff79+rzO6xjpY3qjHUv0sw/ppRpuMc3QsYxxr/hz/ps94/kLFiQPvLWvA/w471maMPHE5jGtGVbfzc/0vrgPWztc6mYATAJg4Tx+HOH8z5oQGFE4SMMoy2sQkfA5rGj6jLDc2v/6pmjY/6+KSGoxgtfmUMYrFKBqjfIafxokHnGlp7tNlW5fOMPf/QV0H13sz9/1mTA24yToje2yT4f/V6GoNcIyIGT4Oid79cbOp7COmsmwv7wEjeuZtpnEChUwc6CdI4wed4ofyyJEjGtT4ASkpKdF/79mzB15eXvrfVFBQEA4ePKh9jEAwWrFhwwYkJSUhIyMDq1atwrhx43RexebNm7Fz5862TpDDquwYWaerq6uGN8Kdra2tbgdzLNiRsiNkG/pCPYU0Goc1vQf/Ejvv/gUO3Xc1DirLfuw61D5zCYY7abm3mUDt4J8xYP0fMfDIXzEw8mb8KO+2zst3Yb2akzZ0HwY87o8BbzV2/vwF2MVCWm5uLry9vREYGKi/8Ldu3YqZM2fi8OHDeuhz2bJlSElJ0T8OLlQCaaK+Fn/gsg+gMQ3lnXfewQ033IBbb71VDz0az/E72Rj5IOzw+5XfuR988IGGq+eff14PU/KHCMvxM8Dv28mTJ+Oll17SQ6WlpaU618zGxkYfN2nSJP19zB/eL7/8Mn7zm9/gv/7rv/DLX/4SI0eOxIQJE/SIy4EDB/DEE0/gueee0ykz/AyxnsjISO2n8QcSU154Dkb8eE6O3Hz22Wf6XO+9957uP5huUF5eruGU53/hhRfw7LPP4pNPPsHevXvbIt8XKslJM5nkpHVPVglp7Lx4HnZUhCx+OAlhPB9BzNPTUw8XEWr4gaMIWPzgREVF6Q8WO8JFixbpD2deXp6GMtbJD9+OHTuwbds2/YuMQ6Du7u5wc3PTdbLzJKgx2sFrZIfHf/ORSapG9K231RuQRot/9FoNaStu/T8EDv3VReej0Xpl4kCOAjXff2DA+Osw0OcfFw1otF6BtHdOmYY9H3XCgBeyOi9zgXaxkEYQY2R306ZN+kcD3398T/I9HBoaqt9r/Kx1RwJpov5US0sLJk6ciBtvvBF33XWXjgR3FOGI0WL+ABkyZAhuueUW/Otf/2oz/mjmdys/DxziJ/z87W9/w6hRo/QPFv7YJkAxz+2VV17R3/sEu4cfflgPtxLSrrrqKvz73//W4MbvcKbIGH72GWwnYYvfrfTT1qxZo/PY2DYex7oIm3fccQceeeQRjB07Vvc77B/27duno4R///vf29rN8z366KNYt26dBj1j9KUrCaSZTCCte7JKSOPQJn/N8BcMo2b8sLETYsczdepU/UuNv2DMI24eHh66HJ/jLzOGohk9I6TxFyDLMhrGDyd/cbFufgkwP42/1vjLkHXyGvmLil8GPDdzg3idjKaxrr665t6CtOSRv8b+e3+Br277P4QM+5WeSNBZuQuxXoE0WuK/MeDDX+NH4Td3/vwFWo8hbdzXpokCgzaahjnfbu683AXaxUIah0oSE9Wx6r08a9Ys/R6Mi4vD7t27dRSB70d2Wt2RQJqoP3UhkMaRCvpvuukm/OMf/9BAxIjbnDlzNBARvj766CP9Y5zf2fzef+yxxzTMvf7663ok5M9//rOun3/zu5fgxFQYghKBi89z6JUwxR/RFwtptOHDh+u62ZfweT4y6nfddddpMJw9e7au/5lnntHXffvtt2twJGReiDjc+Z1toRTsEJoILOZ+JtVzfTFzHyGIEPJ/w8/7uFUSt0xijhbBy/BzXTFuC8Whw45luUo/hxwN/88UIHbcFoo+rptGIOu41VNn20K1lVVwae5nmzmUau4jWHG4k0Ov390WqqXdVlYcAuUEAZYlsBl+3gPei+9sCyXDnf0DaQQjglJycrIeqjRC5+x46Gc7+KEmePEDRxFyGAnjcCejY+aQxrA0y/KDTGBjpM4c0virLTMzU9fJfLUZM2ZoSOOvPEY2LhdIO/HMb+CpwGrrnT+HzX1XY9fdv9B1cRJBZ+W7sisO0t6ow4AxMRjw4HYMeOWoCdp6MGx6sZBGcSiGnyWCGjsLvs/5HmMnwPd/x4kyXUkgTdSfuhBII3wx4kRgIuzw+405xvz+njZtGv76179i0KBB+n3P72vW+fnnn2tI+93vfqcfCU9TpkzRfQHL8AcOf4hz2JTAxbw4/qBhNIvf8xcLaf/85z91f8FhUIo5bqyLEMjoHkdeOCLDyBn7kcGDB+N//ud/dHtZz4UoIfscJq1v0kBjGEGDUTBG08z9jJhxMVpzH3cUGKR8f3j+vI95alxcdsjUFr3wrOEnMA2feVJHvNrKKqD5x9g6nb/G2aOGn/aQAjrOzjT33fyWaXcAPpr7CUKEOnOfUZbwZu7nzFXCormP+Wx3K6jkdlZsk+FnW9lmgqvh4zXx2the5p8Zft6DByZ+t82cuCDbQvUDpBGo2OEQmmj8YFIELA4LMSmVnRx/eXH4kyKYcQiJQ0eEKXNI4weSj/ygEcoYFiekEcj4HCNshDLWyeFOPs/hzssJ0rgEh8+QX8L1wWv0kGfxE6bZnrSsxy4O+q4oSGP5p+Mx4I4FpseXCjDg1XLTJILOyl+A9QTSGGVwdHTE4sWLkZ+f3/bLnR0S/zbe8xcqgTRRf+pCII3fx8wd4+xP5q0xn+vdd9/FW2+9pSHn2muv1dE0/iim+J3NHygc2vzpT3+K//3f/8V//vMf/V3NoVOqryCN7WE+G+thO5jWwpw7toPt5JDnm2++qX2jR4/WgMnrInyyX7gQJeaew9RNzXoJCsMITIyCEbTM/YyiEU7MfYQgzqIkuBg+gs2/36nHMG4XpeDH8DNSxVmchKb2ZRv0MCiBz/CzvqHTWnT9ho9227gG3b5bx7X3cyYqzdzHJTlMZc/XS2OdnIFp7jPawOVH2CbDz7aOnHNKR+oMH6+J1/YvdY3mZdlmAhknUhg+Gpfw8IgVSOtzSGOnxVydjmLSPjsfRszYwRGsmH9GcQiTPgIeP4AUyzE8TtBjYio/qJyEQJDjcBPbz+d4XTwfjycAEgbZifLXG3Pb+CFnvayLs+/6Qj2BNM7s5OQADm8mjbgWx8aYluAgqDEvLfsiI3O9BmmZt2Lg1hvxo+SLWx/NsB5B2rtnMeCZRAy4ezkGDD2AAcNsLtnsToqdB9/nfI+yc2HnwF/qfA9czOQUgTRRf+pCII0/cLk0x//7f/8PP//5z3H99dfr3C8al8/gEh6//e1vdbK+IYIdYchY3oNrrvHHsvGZuFhI43f790Eahzrt7Ow0oNEYyX711Vd1GxgxM287hz9Z/3//93/rYVCOzFyIYjPP4oMVDXrYzjDmZhFErh1d3c5P4OAwobmPa5vd8WGTztkyfFePPK6HGLmmGocJDf/1Y0xDh8wRO1+2Gjc8Y9q8nbMwDT+HHAlYXIvM8NEY5eJQLCNY5n7CFSHQ3MeIXmdlWSdnXJr72F5CItvANhl+rplG8GIunOHjNfHaWPYX6loNP+8BI5B/erGuzUcj8LpEyXBnn0MaQ87ft/wAOzcClHlHxJwyhtcNaKNYBz+gFGf5sBNk7g/Bix9S44PPXDSjTsIcxV9uzDVgW/gFQHBjXfy7L9RTSCOUFYy+7js5aPnKV3GReWm9BmmFt+NH0bf0aNIArWeRtK8x4PUqDHgq6rw9k4ABr5R0Xv4CrCeQxs6GQyoc/jFmcbJD4fuvu1E0SiBN1J+6EEhjhInLcxBm7rvvPnz44Yc6f8zcONrByV8EI36/MveMkwwIQ8w7+8Mf/qBngnIEhJ+LC4U0wiF/ALFO9lMcovw+SOOwrL29vW4328LvfeZFE8YYDWQEje0wbzsnpnGEhT/eL0QyccBkMnGge7JKSPshqjdy0nrbeg3Sesl6nJPWy9YTSOttCaSJ+lMXAmkEq6eeegq/+MUv9FAnc3/Zh/C9ydmTTCnhD2b+GOYPZkbeWP7mm2/WS2gw34vDocxbW79+ve5vCGk8nsn7jNDx3BwVYboLf5QTnDhMSuMxfI4jLsyBu1BIo/gjnakInNXJoU3WxXQYAiIDAlwlgEEBAuKFLpUjkGYygbTuSSDNSiSQ1rUJpFmWQJqoP3UhkMYoMdcAJOgwGvX4449jyZIlWL16dduaY4xIMZWEZZmvxkT9J598Un8XMmeY+WmMqjFyZqwryGgzhyKZL8byBDPmERP4uB4bwY7Ru4ceekjDGSN4xmzQC4U0wiAnob344ot6LTZOLGDuHD9bXJON18IdGHheAuKFSBazNZksZts9CaRZiQTSujaBNMsSSBP1py4E0owcYi65ce+992pQYy4aoYd5XZwUQPDhBDAm7XMWJScYcBkMppcwmsUlLoYNG6b7HOaucXYl+x1GuQhejJixLuaxcaFbrpPJZT2YA8chT84S5fApk/27A2kUI3yM/hHImDvHCQRsuzHhgX5ONGNdFyLZFspksi1U9ySQZiUSSOvaBNIsSyBN1J9iRIsJ/dwdg0OBnc1wZG4XQY0wxO82rmlJYOPagFzpn5O4OBzJnC5GrbiGGmfg08ccMx7PPDMCHJ9j/hejaIQ37mLAWfnMQeOwKOsiwPF7lEORBD3mkPEzwQkBnCzGRXVpjNwRMgmC3Cpw/vz5etUADmeai7nKHELlpDQuPL1gwQLddkb/GCHkxAQOd/JeXIhkg3WTcVKEbgOHR1WbDD/bLBusf1cCaVYigbSuTSDNsgTSRP0pDgdyiJJDjISs74smsSy/34x8Lq5JyaFMIxeNE2iM5wha5jPoCWoEJT7HyV2cCMD6CEYcZiQA8jmWMZbp4CP7Kvr5yLZxtibXIqSx3yKAMZeM52M5fn46202G52d9nJDGdTXZdl4zz8e28/kLleSkmUxy0rongTQrkUBa1yaQZlkCaSKRdUsgzWQCad2TQJqVSCCtaxNIsyyBNJHIuhWTcQbvLq3XYGIYh/4IPAQTcz+H/AhO5j4OXXKYkQnyho8J/gQjJswTzAw/oYY7FnBCQlvZh01lmfjP9ccM/0+GHlOQ16iHFg0fjQDE9v1GPZr7ORRLyDL3sexfWHZM+7LcBYDgZO5jGzjxgG1gmww/Jz7oNrfCG43rqPHaWNb8uvk370XHNt+pYNVZJg4IpPWFBNK6NoE0yxJIE4msW4k5ZzFlY7OOOBl214emhPebXqtr5+csTibsm/sYkWLiP/PKDB8hintxMpeL4GT4CUFMzidQmZf919umHDHOrjT8tMHTWjT0mPsYtSMgMWfO3H/vp024R5m5j2UZ8eIiteZ+tpmTCsx9zMMztcG0s4DhZ1tHzDmld18wfLwmXhvba16W94CL9XZsMydcyI4DAml9IoG0rk0gzbIE0kQi61ZCDvfu5D6W3IPSZFxmg8tf/OWV8z7arQp6THtenvcRhBhp4vIcjLTRx78ZGeMsRybtG2Vver0Ow2cZ+2CafIQYluXMSEKc4WddBB7CmLmPMMUIGyHQ8NOMmZTmPpa5Q4ElYcrczzazbnNfWxsIY6r9hp/DqI+yzerR8DHKyGtje037fJraxr95LwiFRlkagVD27hRI6xMJpHVtAmmWJZAmElm3uC3Uhysb9dCmYQQV7lXJIUBzP4GLG5mb+7hfJSNb14xS/x5p8jGv6w/P1ejIFGdKGmU5/Ehg4bpohs8oSwAk0Bh+DikSmhipMnwcOuXsS8IR4a7Nr4xgxJmc5j5dthW6zP1sM+s29/HchLffP1uj22T4OVTK/UrZdsPHvDheG4dNOQyq/eraeQ/uVPeiXZuVcUasq2wLJZDWFxJI69oE0ixLIE0ksm7JxAGTycSB7kkgzUokkNa1CaRZlkCaSGTdEkgzmUBa9ySQZiUSSOvaBNIsSyBNJLJuCaSZTCCtexJIsxIJpHVtAmmWJZAmElm3kvO+xsztnKlY32aEEm55dJsCMnM/87Aemdm+LPOtuPXSLW+f9zE3jBDDmZyEIcNPWOFWT4Qv87KcTcq8Lx5j+Gnc5omzNs19d3/SpJPzOUnA3M+JADRz3z2qzAPqWjqWZZuHzzzVzsdcMubLsQ1sk+HnjFa2mW03fLwmbmPVsSzvwcMz2GbTLFHDRqjr8IyTiQMCaX0ggbSuTSDNsgTSRCLrVmLOOb0EB2cmGkb44GQARqfM/YQrgpC5j8tNcAkObpHEqBV9XIqCMyu5BRSX8TDKMon/UQUsjJoZPibZs+x9Gmwa2vysi9B0q6rf3MfZngQqThQw/DS9BIcCOHOfLtsKUuZ+tpl1m/t4br0Ex5sNOopo+LkEh7FsiOFjxI3XxskVvG762Db+zT1AzdtMGzqtRZbgEEjrGwmkdW0CaZYlkCYSWbdkuNNkMtzZPV0UpN14441Ys2aN/ndjY6NYLxj3kONmv/bP3oGkEb9GxZjfXHKzvf9qPDz1txjo/Xf8KPPWS24D7f+GgdNexIAxURjwZh0GvNV4Se33b4Vj/NS5qDp2rNPXtD+NG05zE+qrrrpKIE0kskIJpJlMIK17uihIu+aaa/D000/j888/x7Jly8R6webPn4/XX38db/37d5j695/hi1uuuuT25o0/wV+H/h8GvH8tBsz87aW3t36FAcNux4B/TcSAu5cqW3ZJ7Rd3j8dDwx5VcLSo09e0P23GjBl47LHH8N///d8CaSKRFUogzWQCad3TRUHa7373O8yZMwfBwcFITk4W6wULDw/H6tWrsXXlEvgc2IlEL6dLbluWLsCSr+ZjvdNW2MW5XnJbvn81pi9bhFVb7XDEOxF2PsmX1FZvPYwPP/oY0dHRnb6m/Wmenp6YNGkSfvrTnwqkiURWKCMnjTBjGAGEi9YSfMz9Rk6auY+wQ5+Rk0b788vMSTPlbRF8DL+lbaHMc9IMP42TCTrbFsrISTP3Gzlp5r62nLQOZY2cNHOfboORk2a21ZPeFqpDm3lNeluo1pw0w2+ek2b4aNwWyl1y0kw5aRs3bkRlZSXOnDkj1gtWXV0Ne3t7+Pj46Pyizsr0t7Et7PwzMzM7fb6/jTDk6OiIhIQEnDp1qtMy/WmxsbFYsGABGhoaOn2+Py0vLw9Lly6V4U6RyEqlIW2DhYkDr7afOGAAmbmPQEIwIYz8kaZ8hBXOahz6WUu7yQc6CX+WCdwM358UEBHO9IxIBUiGn3WZJg6095nAq/E7Ewe4b2fnEwdU2Q4TB1hnZxMH7m2FtD99Z+LASf1o+Li9Fa/NfOIA28Z7oCFNgaRRlsYtpATSZOJAn8iYOBAQEIDy8vJW76UV20JQIwBYgwhnLi4uSE1NxTfffNPqvXRKTEzEokWLcPKkTBwQiUTfL9O2UA16WM8wDj1yL8tfP3Gind+0BVRjOx+jTgShq0ee9109qlpvr0Tw+vWT5+v4zdMnNORxyNLwXcOyz9VooLpBHWP4aVxu408v17bzcYsnzhIl/Jj7uacnl8Aw9+myBMLn25dlpI/Lcpj7blBtIPj97pka3X7Df/2YExro+Gj4OHzKqBvba16W94CAS3AzfLR71XXItlACaX0igbSuJZBmWQJpIpF1S3LSTCY5ad2TQJqVSCCtawmkWZZAmkhk3RJIM5lAWvckkGYlEkjrWgJpliWQJhJZtwTSTCaQ1j0JpFmJBNK6lkCaZQmkiUTWLdlxwGSy40D3JJBmJRJI61oCaZYlkCYSWbdk706Tyd6d3ZNAmpVIIK1rCaRZlkCaSGTdkuFOk8lwZ/ckkGYlEkjrWgJpliWQJhJZtwTSTCaQ1j0JpFmJBNK6lkCaZQmkiUTWLYE0kwmkdU9WB2k1NTV6s+iQkJB2xg66rKystdSVJ4G0riWQZlkCaSKRdSsh5xwmrTMtzGoY4eiODxo1qJn7mYjPfDBzH3OyBk1s0QvSGr4/PG+aJMAcL04MMPzcwYA5bVwUt2NZ5o8xOd/w3/CsKQmf9Zv7mKxP6Pmnejzvr9ETHWjmPk4C6Kws62Td5j62gblrhEW2yfAT/IarNvPR8LH9zKFje83L8h7wXrRvcw0GT2mBe4zkpPUppBHEgoKCsHv3bqxdu1Z3ONu2bYO7uzuysrJaS124uHUVzdolkNa1BNIsSyBNJLJuJeWdw/StJuAwjBMEBk1o1rBh7ifEDJtu2iKpne+zk3pfTsPH3QoIR8NnndRgZ/g563HU56f0tkkdy3KGKB8NP6Hp4RknNXgZPhp3N2D77lCP5n5OdCBAmvsY7bqfZRVwmvvZZtZt7jPaQEBlmww/2/qYbvP5OnhNvDZOKjAvy3vAe9GxzYQ8mTjQx5B29uxZNDU1oaSkRHfINjY2SElJ0fsjcr9Gds7Nzc1obGzUneO5c+fa9i/kczTWcfr0ae07fPgwDh06hJaWFv0c6+AxX3/9ddtxrI/G89KMOszP8+2337a2sG8kkNa1BNIsSyBNJLJuxWScwXvL6vHTYcfa7K+v1OmlM64Zdbydn0OHBB5zH5eYIOD87BH174dNvv8bfgy/GXNCwxCHD42yv36iGg9ObtZDoYbv/4Yf12W5BAYfDf/PVF0Esj8+X9PmY/2MTBlRrTa/MkbL/vlGXTufUZZbPZn7//hCja7b3Ge0gcOpbJPhv3Z0NR6aotqsHg3fr9Q18dq4VdRV6lq1X7WN94Dg9gfzNiu7W53LJVKGO/sU0ghDNEILIcHV1RWFhYVt4HT8+HEdZVu+fDkcHBx0myIjI3UHzvZwuJSdZ3h4OKKiojBp0iS88cYbOHLkCOrq6uDh4aGho6qqSm/YzbK7du3C9u3bsX79emzYsEGfIykpCTt27MCqVat0G3juvgQ1gbSuJZBmWQJpIpF1izlp7yyu1zlghhHG/vJync4nM/cTergsh7mPAMRoE/PQDN9PhpjghpEs5m8Zfu5zeX9rfldb2aGmsqactBNtfhqBh/ld5j5CFNcju049mvsJlcxLM/fpsq05aeZ+tpkRM3PftaNP6KgX8+LYfsP/i5GtOWkjq9t8P2/NSWNZ5q8Zft6Df7/73Tbfoa5DctL6aeIAI1gc9nRzc9MdEHXs2DFs3rxZw4ynp6eOkO3du1e3w8/PD/7+/tr4d3V1tfZv2rQJa9as0W03AI+ROXZi3t7eCA4OxhdffIEDBw4gLi5O58PRDh48qCGQUGdvb6/bQcjrKwmkdS2BNMsSSBOJrFsyccBkMnGge7qsII0RtTfffBN79uzR0S1GwLZu3aqfy8nJ0UObNP5tiBE0W1tbPcRJyGN+GztX1sk8N0Ld3LlzNYwYQ56hoaFYtmyZrt/Z2VkDG+tllK6vJJDWtS4G0jisTfu+KCifYxnW2Z1oqUCaSCS6UMUoSHt3ST3+RwGGYX95qRZ/e6VOR4zM/X94jhGohna+37dG1/536HnfT4dV4bonqnVuFuHG8BOAmDd2zcjzPg4Hsuw/x9brR8P/EwV6HFpl9M7w0X779An85eVa/HbMiXb+v4+tU6BX187HMizLoUxzP9vM6Ja5jyDH/LJftw5rGn4O+T6o2vxL9Wj4rlbXdLe6Ng7fml83/+ZuBjcoCDR8tDvVdchw5yWGtLFjx2Lnzp26szYiXBQ7JQPIzDsoS5CWnZ2to2eEtHnz5iEiIkKXJ6RxNunSpUv1cCdBjlE7lmNeXF+pp5BGwGAdzLkzF6N/FwsRPYE0tsfI9TOXked3MeoupPG6ORSekZGhAZv3h9dimBFdZb5iWloakpOT9XvkQiWQJhKJLlQ5Jeewwa4Fz8+qa7P3VzXhwy+b8cq8+nb+d5c3YtLG9mXfWdaIicr3wpzzvhfV328sasCULSfx6vzzdbz+RQNm7DyF1xac9xllP1nTrB8N/wuz6zB500ldv+Gjvb20UbfvrSXt/R+vbsZHysx9b6syH3RSlnWybnOf0YaxCxt0mwz/awsaMFO3+XzbeE1Tt5zCWHWMeVneg4kbvtvmKZtPIiZLJg70G6QRlghInERAsQPduHGj7hyZU8aOlnllnCRAECNQ0fg3fYyKODo6alCrra1FRUWFBi/mqhEA2cEGBgbqR9ZD8bj8/HxdB/PS2LFzdijbcrFwcSHqCaTxOtnu+Ph4fa8IpIYvJibmojvsnkAaJ2QwopmZmanz+Qwf/83h5ItRdyGNM4WfeeYZHRXlsRzm5oxhGoGGQ+HG/ea/mb/IofILlUCaSCQSifpSVgtp7PgY3YiNjdXRDorwwb8ZAVuyZIlO8vfy8mqLlrA9jJgQBDhxgFEx/r1//3589dVXGmIYfePfNAIcoyecQcrIGkW44XkIJsx3Y5Rt3bp1usMnZPSVehpJ43Ad8+sInQUFBfraCaK+vr5tkNtd9TSSxnvLvD9CGf/N+08I4ut6MeoupBHqp0yZouGMwMpIKO8Nja89X3e+v3jvCOCEN17zhUogTSQSiUR9KauFNKPjJLwYcESAop8dENdMY8SLHTHbwWE0whWf59+cOMB/8+/S0lId1eHQH6NihA4ao3E8ByNsHYfl2PESbggYLGtE5vpKPYU0to3XTEjjhAcOz9rZ2em2XyxE9ATSKF4TgYxD0oQz1sX7ebERye5CGoGe71ej/Xxv8HWkEfQZpTUf3mSUlvfvQiWQJhKJRKK+lNVC2g9NPYU0Q4Qiznpl7h2HaHuSR9dTSKMIxhxeXrFihR5S5nVerHoKaRSBPzc3V0dUCVnGUCzV35BGsGYOIV8jgivh8WIlkCYSiXpDRjCkpeUUmppOqu8o0xqkokujKxbS+jLq1RfqLUgz8um47AiHG5kUf7HqDUijGLH87LPP9DBjT9QbkMb7zOFvDocbw+iG+hvSGOklTLEeDsn25HUXSBOJRL0hAhp/OIaFJcPTMwrx8VnqR2RT67Oi/tYVCWl8kzGCw07QMGtXb0Aao0KED06O4PIhBBqCyMX+CrrSII33h+/hxYsX65nCHdXfkMbIGdfmY24cI3sEtYuVQJpIJOoN8XspP78A48YtxcMPT8DcuVvU92VR67Oi/tYVCWnMMeMCtcxF49AWo0vWrt6ANE6S4EQKghrr2Ldvn57debHru11pkMZ8OO4qwfeH+TCnoUsx3MnhV0Y7WUdnbbpQCaSJRKLekECademKhDTC2bRp03THRUhhtKK7YkI5l+AwXxi3L9UTSDM6e+agsc1cboT/5uvFhP3OokYXot6CNEIiAagnw3lUTyDNiDJOmDBB71rBbcC4SDFndxrqb0jrTQmkiUSi3pBAmnWp3yGNQ4+chUigoDHKxQ6Uxs6XnSSXaiBoUBy6ZASGuwDQGJVhHex4mZBO4zIPBDMmzRMsmHP03HPP6fo505GgwiUpuGAtgY1LVRDeCGKEGeO8NP7NtrAe7tvJhXONDo/n4HIfbIcBLkz8ZgSLdRIiLjYXrqeQxnvC+8TXxGgDQYbtvFiY7i1I4z3iUF7HGbTdVXchje+V8ePH6/cIcyz4/uVOFYw20rhECZde4XuAS6zw9eY1X6gE0kQi0ZUmgTTrUr9CmgFoBBoOxRGmCD2MtLCzZAfKLZ+Y+M4IB4eBGAXichJcMoHHsGNlhITwxeR45vMwKsL1wAg53JuTMwlHjBih991kfhb9HOKaP3++PqdxbtbLWXVcIoLbS3GdLK6NxjYyR4jXyroIf/SxPOvn+XgMO3YOp3LrKJ6HQHMpIK2v1FuQ1lvqLqTxNfv888/1+4BLr3Qm1kOAI9AzwkZ4v1AJpIlEoitNAmnWpX6FNAIRh+O4kCxBi3DGaAejaQQuPscyhCKCFOGAUESoY4fLyBeHpBhp40K27FQZ3aK45AQjXMa6aMZwJyGO0Mc1zz788EM95EUgIhwuX75ct4GdLTt+RuSYs2Ssik9oZJ1sE6NxTMYnJHIpCdbJnQwIDQREHtOTCQoCaV2ru5BGyGd0lK+Z8T7pKNbDqC3XTOPryvflhUogTSQSXWkSSLMu9SuksTNkpIJAxWPZQXI4kx0MoYogxUgUo2qEIHaCnIlHoGJZHsOIWlhYmIYpbnrO43kMOyaW49+dQRo7LeYj8RpYF8tyuyBjqyhC4pw5c/TWQB0hjSBn7D7AY7gDAa+fnT/hke1htIZ1X6wE0rpWdyGN7wV+4dD4PrEk1sUhWQ57Xki9hgTSRCLRlSaBNOuSVUXSuK5XV5E07rfISBqHJwlfhrqKpNE3ceLEtogKIY0dLIGMQ588B6GvM0gzj6SxHNvFbagYlWOuG6+DftYjw519p+5CWl9LIE0kEl1pEkizLvUrpDEhn5ErI3GbRmgjsDGhnyBk+BmdIrgQ2BixMj+GuWDMA+Pfhng8hx3pI2x99NFHOp+NES76mJPE/T6N3CSel6DHurh9EnPQGC0jLBIa6Wd9XL2f52dd5u3gMBpnfhL6mD9n1CGQ1ncSSLMsgTSRSNQbOqUgLTsvH2+/uwTDWiGtqKi49VlRf6tfIY1i3hYjT4xuMfmfESv6aJyFx8gXYc18diejVgQYghCjaSzLaBfNEIeqCEtcVoHwRdgikPFYlmNyOKGLjxQhjOdjXZz1yfMyx4wRNkbt+GuCbWMbafw3r9/d3V0Pj3KDbkbY2DkSBAkPhDuBtL6TQJplCaSJRKLe0MlTp5GSmYfX31qsIW3Bgu26vxRdGvU7pIk6l0Ba1xJIsyyBNJFI1Btqbj6FqNgcvPTKIjz88CQsW7a/LWgi6n8JpFmJBNK6lkCaZQmkiUSi3pCGtCgFaS8R0iZjxYqDun8SXRoJpFmJBNK6lkCaZQmkiUSi3lBnkGakCYn6XwJpViKBtK4lkGZZAmkikag3JJBmXRJIsxIJpHUtgTTLEkgTiUS9IYE065JAmpVIIK1rCaRZlkCaSCTqDQmkWZcE0qxEAmldSyDNsgTSRCJRb0ggzbokkGYlEkjrWgJpliWQJhKJekMCadYlgTQrkUBa1xJIsyyBNJFI1BsSSLMuCaRZiQTSupZAmmUJpIlEot6QQJp16aIg7cYbb8Tq1av1fpaEC7GeGztVbmnFTd2zs7M7LdPfxrYQHAkjnT3f3xYSEqK37+LWXVwBu7My/WncX3bOnDmoqqrq9Pn+NO5xu3DhQlx11VUCaSKR6KIlkGZduihIu/rqqzF69GhMmzYN8+bNE+sF43198cUXMXbsWEyePLnTMv1tbMtrr72GTz/9tNPn+9vGjRunvjhewgcffIC5c+d2WqY/7b333sPQoUMxa9asTp/vT5swYQIeeeQR/PjHPxZIE4lEFy2BNOvSRUHaDTfcgM8//xzh4eF6E3Kxnlt0dDTWrVuHnTt3IjAwsNMy/W1sy7Zt2+Dp6dnp8/1t3JR//fr1OrrHIc/OyvSn2dvba4DlMGxnz/en+fr6YsqUKfjpT38qkCYSiS5aTQrSwqMy8cJLCzWkrVwpkHYpJTlpViIOWUlO2vdLctIsS3LSRCJRb6ihsQX+IYl4+rm5GPbwJKxebYtTp061PivqbwmkWYkE0rqWQJplCaSJRKLeUH1DMzx8ojD6qZka0tavd7SK79sfqgTSrEQCaV1LIM2yBNJEIlFvqL5eQZqHgrTRCtKGTcbGjU6tz4guhQTSrEQCaV1LIM2yBNJEIlFvSCDNuiSQZiUSSOtaAmmWJZAmEol6QwJp1iWBNCuRQFrXEkizLIE0kUjUGxJIsy4JpFmJBNK6lkCaZQmkiUSi3pBAmnVJIM1KJJDWtQTSLEsgTSQS9YYE0qxLAmlWIoG0riWQZlkCaSKRqDckkGZdEkizEgmkdS2BNMsSSBOJRL0hgTTrktVB2vHjx3VnzK2ICC2Ojo5wd3dHRESE7oi6q+bmZm3WLoG0riWQZlkCaSKRqDckkGZdsjpIY+fCfQg3btyoN9Hm+djpENa4RyF1+vRp3TGeOXMG3377Lc6ePduu0+bf9NFSUlKQnJysj2HZc+fO6ef599dff62N5ViXUS+fpxn/5jF9LYG0riWQZlkCaSKRqDckkGZdstrhzsbGRgQFBcHNza0tgkawIkzx3zk5ORpm2EGyHdwA1gAz/k1fTU0NNm3ahDVr1qC0tFQ/V1VVpSNrBLDa2lrU1dWhpKRE11lQUKCBhM+xDl5vbm4uKisr9bn7UgJpXUsgzbIE0kQiUW+IkObu3gppDytI2ySQdil1WUFaS0sLkpKSsGfPHg1fR44cQWRkpI6Wubq6Ij8/XxuPYfQsLS1NR+PGjx+vo3PV1dXYv3+/9hPa/Pz8EBoaioULF2pbt24d7OzsNNyxjt27d+uIHs/X1NTUp2AgkNa1BNIsSyBNJBL1hurqmtT3bBgef3wGhj2uIG2nQNql1GUFaYx4TZgwQXeMK1aswKxZszBv3jwNOHFxcboDp/Fv+hgN2759uwa6iooKHDt2DNu2bdOdK+tkrpu/v78GOQ6nEkYYOYuKitLnWLBgAZYvX45ly5ZpgOPxfSWBtK4lkGZZAmkikag3dOJEPQ4c8MSoUZ/hyafnYu8Bv9ZnRJdClxWkMUr20ksv4eDBg/Dy8sLhw4e1USyzb98+7N27t608xWibra2tziuzBGkEPU5MoAh2rPurr77SUTf+7eHhAQcHBz082lcSSOta3YU0Do1zWJzgzWHtzsRhbEZome/I9zcjphcqgTSRSHSlqbq6Drt3u2DkyGl47rkvcOhQcOszokuhywrSysrKdNSLQMWONzMzU9upU6f0ECajYTT+TR87cnt7ew11HOrk8Wx3WFiYjrZxOLMjpDFfLTo6WsNdeHh42xAqQYW5an2lnkIaJ0Awd46QSfAwJkYwgsh7eTHqCaTx3Hx/8L4b+XzmvotRdyGN93Tnzp16pjDfQxzGJozRjOFwDnsTvgnsfO/wfXWhEkgTiURXmgTSrEtWC2mMaBCmvL292zocdrqMbBHcmE/GDptRMna0jHTFx8dr4988hpEUHk8YI4QxqsJIGvPO2HnPnDkTwcHBejgzJiZGn4MgQahxdnbW5wkJCUFgYKD+21I0pjfUE0gjBBFK2Ubm7BEaOEmCrw+vgyB7MeoJpLE9vOe8dwRfQhXvH+8n8wAvRt2FNELrBx98oPMR+XdsbKwGctonn3yCzz77TEM828e8xiVLlmhov1AJpIlEoitNAmnWJauFNEIGo0DMQzOGoNgxs0NkzhgjH4SIjIwMDRGctcnnaBzWZESEkS/+zcgYYY0dGSGGnTYhj509o2sEOx5viOfhtXFSAqMrLMsIFQGur9TTSBpBjRDK62QEkNd14MABDSaMIF2MegJpbA/hmVDG14rXx2FjQjFf14tRdyGNrz1BLCsrS792hHa2w2gL62JUjW3l+239+vX6mi9UAmkikehKk0CadclqIY0dJztVRmQ6whEjMoQqnp9REBo7WR5DY/6ZEb2hn50yO2x2pgQ+DrfxWOYiEeQYOeO5zMVzchiMQMHyFwIFPVFPIY3i9RCKmJvHaCEjioS1i13nrSeQRvHeErJZD3MFCWhGhPNi1F1I48LIfL92bD/fI2wPo2Z8nxjiTF5G/i5UAmkikehKk0CadclqIe2Hpt6ANIpDm8zBW7t2rY44dicRvqN6CmkUIZttmj17ts4B60leX29AGoGKkUYu2dIx/6y/IY3wTIhlJJcR3p687gJpIpGoNySQZl0SSLMS9RakETyYZ8XXh3l2lxrSKEY9OezIxYJ7op5CGqOqhBcubswh0I4Rvf6GNAIrc+F4TRx+vdjcQUogTSQS9YYE0qxLVySksQPnMBaHLPn3hXTol1q9AWmMWhEyuHQIZzTykXlhl2q405C1QBr/zSFX474Q2syH0vsb0ngNHGrn/eFwfE+AWiBNJBL1hgTSrEtXJKQxh2zXrl2642Mb+3J9s95STyDNyMMjUPF4whCvmbMrmbR/sXB0JUEaYYzDv1OnTtUTRxhlZD3M2TN0KXLSeB3Gjwm+jhcrgTSRSNQbEkizLl2RkEbI+fzzz3VHxUR6LuXRXXFyAjt3Rlz6Qz2FNEaFmNdUWFjYNtmC18B8p4uNzPUWpDFCxOG8i51laqgnkEaI5UxO7j7BGbush9fG2cGGZOKASCT6oUsgzbrU75BmAAWjPIxmmAMEIy1M6maCOcsY4gxLLj7LJTGYx8M6uO5Vdna27rDZ2TJ6xs6YQMalJ55//nm9Hhc7ZM7iI7iwPHO2jP0+6aO4WC2P47mNaA//zQ6dSfhGh0eQYsfMdjM6ZIhgxOvhcxcbDekppBHKCEEdgYGvEWd9Xox6C9IISHy9LnZWp6HuQhrfN2+//bbO0SNs8/7wvWUY3w8sw3vPa+U2YLJOmkgk+qGJfUhtbbPqy44hPDITX6w4iGGPTMboMbPx5TpHZGWVqe+YKtVnnrnoPk50cepXSGPHyvXG2EEeOnRIr+rPjo6RFoIJO0hCkTHzjkDGaAiHqbhorY2Nje6g2aky4kEY42KtO3bs0GuhcRiLPnZWI0aM0NEbHscOmBDHhWzZyfPcXJ6CkSeCGnc24HHcSJ3Dg8wTItzNmDFD7xHKCAx9LM/j2G62iZ2+0W4ez/NfCkjrK/UWpPWWugtpfM0JXsxBs3QNhFu+x7gkB9/TfI0vVAJpIpHoShD7rfyiSjg4RWDuvP144a0VuP+BT/HQ8Il48/1VWLvWWfUF0QrkTDvaiPpP/Qpp7MwIPEuXLtUgwggUZ9kRyAhnHJpkxIWdMXcEYJSD0ET4YbSL+UOrVq3SkLdhwwa9+Tm392Gkhh0xYYsdMzusKVOm6PoNGKRv3LhxGr5YD6Nm3GmA7SDgsRPnI8/LWXY8BwGQbeIkBHbehDhG0XhO1snnWIaL3fIaLjZBnxJI61rdhTSKEEb7vi8WPscyrLM7X0ACaSKR6EqQhrSycqxcfwR33/0h7rjjvTa786738ORTM2Bv74uamnqBtH5Wv0Iak9kJOVu3btUwRaihsYNh1IqP7CwJboQgghGBjsOTLMfzEcYIWFwdngDGYVG+aVavXq2HHNnRsoNigjjrY/SNddE3YcIEPZzJc7BOQh7bxCgKO9uPPvoI77//vs5TIkwyoschU0bMeN6JEydq+OOaX8x54/lZHyGNK/33JOdKIK1rXQyk9aUE0kQi0ZWiU6fPwM09Ek8//Xk7SBs05CN8MGWF6rNrehSIEF2c+hXSCCLMLWOCNiGNnRujVIx4cT9FRqOYt8RIFgGI0SzCF/PDWJbHcB9OAhbzxTiUSRHS1q1bp+GN0Mb8o2nTprVBmrG/JyHLmAjAOhYvXqy3UmIUj0OWLDd//nx9fnNII8hxBX+u5M9oHdvFnDZG1DgMysgc/QSIi/2VIZDWtQTSLEsgTSQS9UT8Tk1PL8KSJQd1NO3OO9/XUbTnX5uLnYddNKBJFK3/1a+Qxhwz1kHgYb4YN0tntIzDmhzSZDTK2ECdcEAoY3SMf9PPY5gTxugVI1scujREoOBxLMf8sFdeeUXDhfn2SFwGwlhygUOb7NTYHkbSDh8+rHPbuMk2I3n0EwgIhaybYMb2Ge1mThwBj9DHNrI9PK9AWt9JIM2yBNJEIlFPVVvbCG/fOAwdNR133/MhBg39BDPmb0ZadvvdWUT9p36FNIodGocTGSkj2DABn9E0GiGIwMQIFnPQKIIdgYoAxGPYQbMO+jh0aojRLkazmDfGfLWZM2fqjor1s6wxZGkMSRI8CHWctEDo4nEchmVUjSDHCQ48lscQ8tgOLmfBaBthjkOohEXWQ3Aj5LE9Aml9J4E0yxJIE4lEPRW/V/MKK/De1M14cNgkPPv6XOy19WxbCUHU/+p3SBN1LoG0riWQZlkCaSKRqDdUV98MZ+9ovDpuOZatOYCUTImiXUoJpFmJBNK6lkCaZQmkiUSi3hC/W5taTqHqWC1q6xpx5sz5NUtF/S+BNCuRQFrXEkizLIE0kUjUW2LazjfffCsTBaxAAmlWIoG0riWQZlkCaSKRSHTlSSDNSiSQ1rUE0ixLIE0k+qHpW/Wf+h789usfmF367/7+lECalUggrWsJpFmWQJpI9APTt2eAs6oPPln8AzL1vXb6uLr2H84wrECalUggrWsJpFmWQJpI9APTmUygYiWQMvyHY2nPAYVLFaRxMsMPA9QE0qxEAmldSyDNsgTSRKIfjs6dO428LF/E+U5BkvNjyt5AnLJQuzcQYf+G/rdh4bZvazP+nej0BoLVv0OUJbb6EpzeRJjD24hwPF8uQRnrC1Nm+OKV8dgws/poEQ7vIFwZj2nzqbrCVZ2sm//muUJV22jGeWkd20dj/Wwfr8nkG4Mo+zHICPwQLeX7flBDngJpViKBtK4lkGZZAmki0Q9F36KupgzJ0V8h1vNF5PiPRWrYdoR4roOP63qE+mzR/6bF+m6Er9NGBLmf90X7bIKn80b4e2xu80V6b4a3qyrndd4X7bcR3i7rEOCx8Xw55fNU9QWY1ZcYtBU+Luo8rpuQFGryJYds023xcd2ApJAdbeW8VH0+buuR0npsUvBW+Dpvgr/Lprb6klQ5b6cN8FJtTFT/TgvdhlT3lxBhOwZpIfNwuo6L2MtwZ6cSSOs7CaR1LYE0yxJIE4l+GPr2m69RkhWE7PA3UBb5CJozZ6HqaDRiI90RH+uD/OwwHCuN0b7kWC/ERvkgKz2kzZcY442YKO8OPh9ER/ogMz3Y5FOWkuCjynkhIzVI+2jJ8aZyGSmmcrTstCBEhnkiMc4PlUfpi0Z+VjCiIzyQEOfb6otBbnoQoiI8kZTg23ZsgSoXE+GFpDj/Nl9eZjCiwj30tVQdDceJQncUhz6LXP8xqExbD5yqar0TPwxdFKTdeOONeuNzboxOuBDrubFT5ZZU3BIrOzu70zL9bWwLwZEw0tnz/W0hISF6w3xujs9twDor05/Gjf/nzJmDqqqqTp/vT+PesgsXLsRVV10lkCYSXaH69ttvcOZ0C9IDVP/rMwzHop9DZfZh1RenwM/PB3FxYSgoSEJJSYrqr5Pg6+uJ2NgQ5UvUPj7n5eWmfYWFpnIFBcnw9vZAdHQI8vONY1PUj3QfREUFIycnXvtoAQHerb6ENl9wsB/Cw4OQnh6r/11cnKy+G/1UuSBkZhq+FISG+iMiIggZGTFtx0ZHB+uyycnhZr4QVZ8/UpSvtDAcx9PXItrvGWRFf4L6Mlfg6xbeCdMN+QHooiDt6quvxujRozFt2jTMmzdPrBeM9/XFF1/E2LFjMXny5E7L9LexLa+99ho+/fTTTp/vbxs3bhxeeuklfPDBB5g7d26nZfrT3nvvPQwdOhSzZs3q9Pn+tAkTJuCRRx7Bj3/8Y4E0kegK1enTp1BYkAOXw1/AY/+b8LOfAU9XGzg722PPnl2wszsEDw8Hba6udti7d3c7n7OzrfbZ29vof7u7n/fZ2Zl8pmMdsHv3Lhw5ckiXMZW1V76dyndQ+zw9HbV/79492ufmZt9WjvXZ2rKc4WN9O3H4MMvxWJMdPLhX+Q7AxcVWl6MdPLhP1Wfyebntg7/tdHgceh45YWNxqmAevj3uAnxzTt0NmTjwHRmQdsMNN+Dzzz9XtBuu6DldrBeMm8CvW7cOO3fuRGBgYKdl+tvYlm3btqkPk2enz/e3cXP79evX6+gehzw7K9OfZm9vrwGWw7CdPd+f5uvriylTpuCnP/2pQJpIdIWqubkG8XH2yPR7FIWh7yI/cQ8S4kPg6Oig+uMApKREIjMzGklJYep72wUhIf7q7/A2n7u7I0JDGbmK0D5GsBhZCwnx0c+f93noqFlCgsnH57y8XBEU5IXExFDtS02NRFiYv/rucUdsLKNmhi9AlXVXfdp5X3CwP7y93RATQ18M0tIiERER0BrBM5WjLyzMF35+nqpcMLLS/JEdvQmxtkMRZ3cXoh2fREbIRDQc3cUx39Y7cuVLctKsRByykpy075fkpFmW5KSJRFe2vvnmHGpO5CDYdwqOR96O+ozpqCr0U4ATCzc3V+TkJKq+IwNlZenIzo5X392eyMpK0P+mZWXFKihy18/x3yzLYUuCEusoLU1DRUWm+r5P1JCWmsphyfa+9PQY9d1i8nHolEOiBD4OZ9KXn5+sfL6Ij49AYWFya7lkBAb6qu9vk6+yMrNt+DMuLlw/T19RUbKCQB4bhsKCRFQXe+J4/HTEH7wHxe5/RZLjQ0gLnoLmE17qbshwZ6cSSOs7CaR1LYE0yxJIE4mubLW01KI43xORXg+hJm44avI3ozAvWn0vhiu48WuDIsJOUlKk9jG3jADE54xyho+PiYmR8Pf30vlp9JWUpKrv12idy5afb4I+glpaWozyeWtYo6+0NB0ZGXFwdXVRvgR1XpOPeWnmwEjwy8iI1ZE1AiF9JjiM177MzDh9HH25uQnqWBeds1ZWEo/q3B2oCHsG0YceQZnX31Dk8xAqkpfg2zOFrXfkhyGBNCuRQFrXEkizLIE0kejKFScMVFZkIz5iOQpD/4zqxAkoz3VV30ERCrK8kZwcrUGMifdpadF6mDMm5vyEgdTUKJ3gHx8fqiNg9KWkRCEw0K/dZIO0NFO5qChOIjAda6qPvuA2H4ErJiZM9Q9eGrhMvng9IcHPz1sBl8mXnR2HyMggHV0jhNHHx7i4UHWsh47q0ccJC7wWd3cnHfErzQ9CUeJipPs/hGSv4Uh3uQ2lwc+iqWgv8E0z74jpxvwAJJBmJRJI61oCaZYlkCYSXbn6+uxpFGUFwNf2YwQcfga+Tl/Cw+WgTsRnkj6T8T08HHWivr39Iezfv0f1J0d0wj59nDywf/9enYxvJPfTt2/fnjYfj7e1PaQnIDg52bUe66B9PIeLi2kSAM3R8bBO8GcdnDDASQSOjke0z9b2QJvPweGwPi8nIJwvZzr2vI+TF47Axma/up79ymcHb+etcDk0C677n1dwdjsi7B9CYcxbOHNsC3AmQ4Ga7DjQqQTS+k4CaV1LIM2yBNJEoitU336LpvoClKSsQqbHUJRGjkNOiiuiIwN11Cow0Fsn49NiY4PVv310bldGRrTyRSMqKlAPaQYH++p/05iYHxjo1XqsycdIFsv4+Li3HcuJA0FB3npygFGOEwuCg70VXLkiPT1K+1JSIhAS4qt8LspnTF5gOR9wwgEjefSlp5uici4ujvoYnoflw8P9FPyxXCSyU/2QGz4LSR5PIdBhNEIdHoG37QhEuD2Fgsj30FK0TSDNkgTS+k4CaV1LIM2yBNJEoitT33x9BsWFQciNeg/HI+5GQ85GVB6NRnxcGCIjg5GVFa/zyZiPxrwz+jIyTD5afHy4Xp/MvByBjMOXWVlxrb4MBV9Reo0y5p+xDI0+1sdJBEZ9rCcmJlQPWRo+5pZFR7f3cZIBz8HzG/VlZyfochxOZR4ayzHPjUOu9LEdNYVHUB75Bgq870Sm573wPvgo4j3uQZTLEGQEvo/TpUcUn1367//+kkCalUggrWsJpFmWQJpIdGWqoaEasdF7EOv7PCqjR6E4MwBZGcwn89JLZ+TkxCE/P0HndzEyZoqOxWofc8OCgnyUz0fnep33+Wp/To7JxzpMkTUvnUdm8rGct+oHWJ/Jx0kCzDFjxI0RNfpoERGB6lhfPWHB8HE5jYAAL1Uuou1YLhPCtiQlmXw0LnprmtUZqv9dlrgE2V5PIt/1FlT5/h0RRwajKPAfSPd/BAWJy4Hm3NY788OQQJqVSCCtawmkWdblBml8/c59/bV6PD9k8e233+LrVj//NvSN+tsoa7gtleXfprLftJWlWPbrVr8hXYfy8bl257NUttXfrqxZHYb4vHF95mX5N33m5+P/za/PXB3LUsb5zNtG6bZ1VrbVby5LbdNl6W/1Uefb1vW9EPW+OGEgNzsJfp4LEODwEpK9P1Wg4wVvb2c4O9vBy8tZAZKPNj8/99ZcMkf97/Bw+jy0j/lmho/g5OBgpxes5b/pDwhwh6OjrfYZ9dHHY93ceKyv9nGY08HBVvsJYfSFhnqp72V7ZQ7KZzo2NNRbl6Hxb9OxXvrfXHjXKBcSwnK2+lrCw70RGe6GCJdJiLIdhQzn21DmfZN6HIwkj3uRGf4qjhUfUG/Kxta788OQQJqVSCCtawmkWdblBGns2KsbGlBYWYWa2mYNJ/S1nD6NyppaFJRV4dTps9pHSKhvbkZOWRlO1Dbh7NmvdR2nz55FVW0dCkqr0Nh8sq0s62DZYzUNOH2aq5IrgFEwUVVXh5KKStTWN+iytFNnzqDk2DFUVFfj1KnTuizfV9Xqs3i0qgrHa2q0j2LZCvV9V1JZqcsaddQ2NaFY1VF5vFqfh2Lbjqvz5ZeWobmlRdfJss2nTiG/ogJV6nynVX0UAahG1VGg2lzX2NhWByGoQJ2rQtVrvL9YR526FyVsW21tW1nWX3r8OEpVO3g+Q/Xqb/rKlRmfl3Pq8ZhqW6FqR5M6r+FvUm1jHSXqu+fcOdN9Y9k6VSZHvZfqVdsM/yl1fSWq7FFVR4sVvPevXBHIzyA5aC9SXJ9Dtt8byI49pCNYBKeAAE/Ex3MoMkIZfc5mvnBVLkzBj6OOjnEBWsNHoCKoMd+Mx6akcPFaV/j7cxHZoLb6fH099LFcqNbwcUYm11VjROx8OTfld1fQ5a99zDXz9/fQy3hwwVqWoZ9ROZYj3Bk+LqzLtduYu5ae7Iuc6DUIdBuLALtR8N7/ODz2jMFRz9sQa/MIiiIm4lT5YeBkobo1l/77v78kkGYlEkjrWgJplnU5QVqdggQ710DMXrwL+w/4o6GhSQNAUloO1m2zx4z5O5CWXoCWllPquUYEhsZh/JyN2LXHGyUlxxSonUVBUSk27XLElFlbEBaRooCjBU0KYOKT0jFl/iZs3cUFOkt0vSdq6rD9gBtmL9wGF49Q9XqdwlnlT0nLxtK1B7B2s616b2Xq9xTB5bCzPxas2IXd+90UkJ3ScJSWmafPt3DVXkRHpyoAPINmdT7vwCjMX7EbazYeRnV1ra4jr6AEuw+5YcrnGxEanqCut1FdSwtiEtLw2cKtWL3eBtk5RbptlcdO4KC9N6aqsh7eEbqOM4THo6WYtXQHvtxgg9i4dH3NLS0n4eAehHnKf9DWB8eP1+jzlZVXYPVWWyxdvR/BIfG6XtbhFRiNRV/uxdpNR1CrgJZlyyuPYb+dD+Ys2aE6x3B931g2Kj4Ny9YdwJwvtqBUQbIGW9U2V+8wjJ+1Di5uwaiqOqHbkZ1XjMVr9mO+qiMxKUv7RL0vAlpjQxFSfCehNOBRnEiahuK8KHDdMQIQ88+4JhoXhs3N5Z6c7jonjEtx0M+FbLkALWGM+2nSx2FQglZiYrg+zlQuTtXnpeAuTB/Lslwmg5MNOARp7PFJP33MMzOW02AdXNCWy31wOJM+LvvB9jFvzdgLlHVwGJYTFs4fy8VrffTwKdtQlu+NutgXEOP2GFI870O8xwPwtRuJDPvbELZ/MCIdXkZu+HQ0F+9TkCbbQnUqgbS+k0Ba1xJIs6zLCdL4vbFpjyNe/nAxVq12QE1NgwaL8JhkTF+4Bc+/tRAxsZkKIE5quHD0CMTIV2di6crD6r1YpqEiI7sAc5Ztx5OvzIO7V5QGvXoFdMHhsXjirdlYsHS/er/kaYCoOlaNL1bvwcvjFmHXfk8NO2eUPzI2Ce9/9qUCpM3qF32yBpOGhgas32WPt8Yvx5JVB/VrS0gjYM1eug3vTFypOqp4BW9ndNmDjr54Y/wyTJ29BRWVpmhaqgK6pev24cmxc+DuGaGut17Dn39oDJ4ZNw9TZm5GUnKuvuYSBURrth3BmLFzsf+wLyoqTigAPI28/EK8+NEXmDhrIwKCEvR1NDW3YOt+Z4z9aAm+2miryh7XEbei4hJMXrARH0xdDRfXcF0v6zjk7If3Jq/C1LmbFfzV6LYVHS3Dqi2H1b1fhMOHA9T3TpMu6xMcg49mrMGr7yxGQWGpruNoeRV2H/bAiJenY/deT5SWHtf3njD93mer8OaHyxEakSyQ1kc6faoOBfkeyA0YheqY51CXtwnFCqoIP0zmJ+wwGZ8L0HKF/7CwQJ2XxuR7+riaP5PxuaYZy3GngKQkTgQI0vlmTNo/ejRV54eFhgZoUDIvx+2dmMfG+rhDAevhGmpcN820i0GG+jwmax8XwOVEAKMcwc3ky9TluLgtc9Y4y9NY0JZrszE/jZMTyksScDzHBlWBdyPL7T5k+NyNNP97keD5IBIO3Y5sl5uR4DgEGUHvo7mckCaRtE4lkNZ3EkjrWgJplnU5QRojUD5hsVizyxEe3nHq3yc1QOQUliiw8MeXWxwUKFQoeGD0qAWxyRlYuPEgXD1iUFVVp8uWVR7HEfdALF9vi8SUPD0EefLUKWTlFWLJlkNwcGOk4JgJvBqbYO8dirXbnREUlqKhgsOMeUVHsfWQG/bZ+6tOpEzDGCNnXiEx2LTXDU4eUbos/QXFpbBxDcCmfW7IyDiq/Od02fD4VGzY54IDR4I08LDs0YoqOPuGYdnGI0hKKdCwSRBKz8nHyh22CsYCUVxiiladqK3X51u+yRZhUemqjmbtP159Al/utsPeI/7IyCzRvlOnzyAwKgHrd7vA3TdGn49DvCdqarHH0RvbDnoiIbFAfzYIWZGJ6dq33y5AR8w4rFytoNctIBJrdjqqzj5XvXdP67IpCnp3HvHGum1u6tymiGBNXQOCo5PxxfoDCA1PV8DcpNtRXFaJrTbu2LTLAwnq+iqqanDsGIdffzgdZ1/r22++Rm1NEYKDViLTdzCKIiegMM1BDyW6ujop+OL+zlHqfRurgCpc+whfXOKCPtOQqLOOcHEFf04M4L6eHKqMjAxQoBWpfXz08eHenZwIEKF9XAaD5UJDffX5TOWidHI/JxEkJoZpH8/FPTn9/ExDp/RxSQ0OYXLoNCEhtM1HgOQ2VXFxhMY4cDkOtoPDn/TlZ/igMHoFUu3uQqnHv5DhoSDN5z4UBt6JqMP3oyrg9yjyvQdHE2bi3MlY3iHTjfoBSCDNSiSQ1rUE0izrcoE0vm6Nzae0nTljynESXZ4ikGbklysgjoKjYxgaG09qEBT1XGdON6KkMAo2+z9GkP3rCPVYiUAfLi7riL179+hFYQMC3BQguSoYc9A+TiJgsj99rq72yrdXwZYzAgPpc9OTAnbu3KmONZXz93fTEwqMxXBZhj5PTyfs379PL2TLuliWvt27uaCto85Bo4/H7ty5Qx3rpMq56/Z4efHYPW310cc2HDp0QB1rp4510ccaPmdnW9XHOCHYZzNCnD5A8M5HFaT9EznOtyPT7U4Uhd6GEPdRyPL8B0oCHkVtzib1xqtrvUs/DAmkWYkE0rqWQJplXQ6QxtfsRG0dVu12x6ptHoiOzbOK11F0cWKU8dARX7z59hK8994qZGXlK/CWoc/eUGN1CQqityHD8TYcjZiOwjQXxMdzyyVPnbTP6BQjUoxqmZbd8GyNrNHHRWR9dSTMKMf8NX9/RsJ8WqNtcToCx4Vlg4L8O/g4E9OvzcccOK5t5uTk0BZtY73R0UEa2syjbYzmeXpyc3ZTpI5tYtSPe3Ia5bjoLiN8jo72uq156YHIiV2GBO+hCDoyFN47H0PIvlEIsRmFYPsRKI+8DUkOd6Mk4h2cqrRXkFavjJNmJCftOxJI6zsJpHUtgTTLuhwgjcNq+QXF+HT6Brw3YQ3snUMln+kyFoc+Y2PTsHmzIzZtcsbx4ye0T9RTfY3qwlBkur+D2uB/oDpzI8oKw3TuGPO6uPgr88ZoycncSN1Xr23G/DLmonGhWpZjHhjLcJNzliOgcVN0liktTVfQFNUKbbGtvjQ9JEof10UzfBwuZX4aF6Xlpuw8luBGH/PjOPmgrMy0kTpz22JjTRMamJ/GPDeuoUYoM3xsK31cYJd5acdyDyEv+hO9cXxx8L8QaTcMSY73IcHufvjvHYUIpxHwtRmB9IAnUJv5Ec5WHVK/+Dg7WiDtOxJI6zsJpHUtgTTLuhwgjUnux45XY+c+D2za5YLIuHTp1C9jcbizpqZOwUCx6oxLdBSNPlHPdOpUFQrTdiPB6QnURz+GihwH5GYzIhWk4MtHww5nR+bmJoI7BJj7CEWcVEBwKyw0zb7kBANCEpfAIBTRx0cCFmdhEvo409LkC1E+Dz0r0zT7M0nP8GQ51sNynKnJmaCM6nH3AZ6bs0Lp4yxRAh59PJ6RMpZjVI51sY3Ml6OPkwiK8qNxLHURcoOfRoTHwygLuxlJXvchy+NW5LrcinjbIfA9MhIRLoMQ4z4MeeFv49TR3erNJ7M7O5VAWt9JIK1rCaRZ1uWSk0ZQKyk/jqLyY3rNL9HlL4KZwFnviBMGystjkRA+H1HOY5AfPhdpiV4IC+Wemszx4lAi1xgLR3i4v/J5KODxavNxiJPrjnEI1Lwc997kGmr8N9dF4xAkYczb21X/29zn42PysWxcXDC45hknIRj1cd00+jw8nFU501ppsbHBGrzoI4TxeE4I4JIdzFnj+mz0JSYSFk2+hIQQZMQ7ICPwY8S7jkCo4+OI83gA6f73IMPzPyjw/DdKfW9DqP1g5Pj/E9Eew5ESNg9nqiN5p0w37AcggTQrkUBa1xJIs6zLBdKos+e+1ib5aJe3CGYtJ0/jRE0DqqvrwbXjuLYdlycxj5Byli5nkZpH2vjasxxnrBLcDZ05ew4nT3+37Gn175OnTrcre069hzirlwsDc5YrxbIcQm85eUq3oV0d6lys35jcwOdYhgsnsy6jLB+5RAtn8Jq/R3nuM+fO4axZvXzksXw/m7eN7eEMYpq5WIY+43iKf/M8nB177kwTkhJsEeTyAWLd3kBIgB0C/N1w5MhB2NvbIDjYU1tQkAfs7A4qs1FAdt7HMvb2hzXMGT4HhyOtPjezcofb+QIDPdQ5DsHW9rD6m5uxs04P9X1rr4/nhADDx90B6PPxcWn1eWof6+OEAMPHnQRsbY8on+kcpvpM5Th5ISTYHVGe8+F18B247noOfnufgtPe55HtMwjxHkOQ6nUPTgT+GYmHH0KOzx1IDR6DoqzN6k1yrPXO/TAkkGYlEkjrWgJplnXZRNJUR5SWexSZ+SWob2ho9YouRzHH0NknBhOnb8OkSZsQG5upoCEA4eFJqKysbi3zNaKjs+DhEYmUlFwNUISS48frERCcgODIRFRWm8pSXArENyIO8emZbWVPNDYiKjkDnoFROKb6HANyjh6tQHBYHCJT0tDU0qJ9XN4lO7cA9u7BKKs0LXzM74qamnqEhCYiNq0I1XXNuiyhrbikDJ5BKcgvrmo7H5dWiU3PQFpWgYZP+miVx48jNjsbWSUluizFx4KiCvV+Popj6jvcEHdqKCwrQ0FpaRuw8vFYba3ewaFRXZPxHXby5Bl9P7hYcGNlNtKjZyEzaDTqUyajtChB54SFhPjrocjS0lR13anaFxpKX6j+93mfn3odQtp8OTlJ+lgm9JtyzFKRn89FZP308RySZDlufE4fc8VMeWypeviTEwuYe1ZUZDqWQ51hYf7axyFO+oqLU/U5ONmgoMDko7Eu5qgZPp7LNFFBlctPRFlRBKpiXkGq60NId7od5T5/Q5j9MLjaPA93myfhd3A4og4+hGrffyLReQjyoyahqdJXUe2l/+7vTwmkWYkE0rqWQJplXRY5aaqTOnq0HIuXH8S8L3bBxzdad/QdxYiJk28IfEJiUVxa1eo9L0Yjio9W4rBDACKTU/V2So2NzUhOz8NOWz8s+tIW8xfuw1dfqV/y9oFIycrRC9haes80qU4yJfsodhzwxqKlB7FktT1snMORlV/WWqJzse15BUdh5xKExasOYsGqvdh52BPxqdn6fN8nXkPl8RqER6di1y4PLFmijl+4H8vX22O/awjScgp19MhQVVUtjhwJUuUOYP78PSZbsAcLFu/Flxvs4BUQrRefZQSHUSgnpzDVGSap75LzAGQoP79cQVO06jBTdITrYsXrd/UIx4TJ6/DuuBU4cNgLb7y9BHMW7UBYTIoGGy7Au2j5frz38Sps3+OGqpoaDVnh0WmYPmcLps3bDO/QmLb6tux21QvwLl9/SG/DxZ0hYpIysWjVPnw48Su4BkWgUdVJwHL1CMO7nyzTCyDnFB3VW3dl5xVh/VY7vPT6F7BVz1dU1+r3U2x8Jt58bwmmLtiO6MQsHX3jwsFbtzrjrXFfYvdhH5RUVunoXm5uCabO3Ii587ao78AY3S6eb/8BL0xW/k07HPR3NK+vsLAcq9faY+a87XDwDNbXQb9HQCTmLd+JFasPoLisXEfmisoqsM/WG599vhkHD3oiM7MImbllcPCIxZzFhzBjzmY47luIFPdhqIx8BvV5NqgsT0dcbKiCsTC9UC0XoOWCs7HaF6Jz0AwfF66lz1iolovQxsWF6bLMHWMZGjdBj4wMUd+jMfrfLGvyBeuFavlvGqGPyf2JiZFt5TjJgDsOsDzrN5XjRIBg9f0coe6Lyce2spy5Lz8/RcFdoPZXlMairmAP8sIfR7rv3UjzugNZ3v9GZeAtCHF+FDHugxHlOhjeNqOQeuQeRCpgKw1+HudypqsPgzPwjeSkdSqBtL6TQFrXEkizrMsG0korMOeLnZgyezPcfCI6hTQOVR128cOyzYcQEJn4nde6Wd3v4KhkfDRjNSITU3QkJjouDZt2OmDRWgU6a+ywSgHal6uPYOVaG3y52QZR6vn6hqbWGs6LsJSUUYDN+9wxe+lOLF91GIu/PIJ5Kw9j+yE/VNeaFnbtTKWqUz/s4o9ZS7bji5X7sWztIcxcsgMb9zghMT1bd9adifWl55XhoIKx5RttsJZtVOdcqWzJV4ewgNew1QbxSbloaDBFiAoKyjWYffzxGixQcMbyX36lTF3jitXqmFW7dfToWHWdAsTTGuZ27fLUCf0dFROThdUKRPfu9dH1X6x4HdnZhXB1DcUhGz8EhsVj5tyd2LDNEUnpubrdfC037nZS4LYdts6BqGlo0NHUZPX8yjUH1OtzABHxqbo+vj/2O/hixqIt2LrHWe+hSqBLzcrDuu32mLFgC4KjE3SdjGB5B8Vg4twN6p7ZoKi0UoNQflEpdh50xdsfL4ebXyyOnajXQ6oJyTl4f/yXmL18F+JSsnXZqqoadQ888e7HX+GAgx/Kjx3XMJafX4pJs7dhtmpzgPqhYEDavgMe+HTKGqzbbKcApUJfH8suXrIfn0xdj0MK1ineF0f1WkyYsR5T5m5DSm4uSsor4RUYiUmz1mHooxPx1ltL1HfHPsxbtB9vfrAGj4yahiefeB9bljyHZPu7UR41DkVZwer+xupcL04a4Or/+fkJCiLjdd4Zl+LgchYmXwI8Pd20LyvL5ONyF1wsNjIy0MwXD39/bnjOxXCNY+nz0rlrXDKDPhrz2xj54rIc532mCJy5j1E0Rsw4+5T/5vZQXByXZc3LRUebJjRwa6jCHH+UJ8xAtPcTyPC/Q1uUxyDUBt2IVNd7ke5zD1L8BiHMeTjibe5BwpH7keryKI5GvI3TR7coPvvhTDgSSLMSCaR1LYE0y7ocII2dGiMrrr5RcPQOR0ZBcacgw1ygpNQczF6xA/vsCRLtJxiUVRzHQUc/vDl5mfq7SnXQ5dixzxUz5m2Eq3cIMjILNdSkpOfD3i1Yd+6rN9mioOi7nytGagLDErFy42HYKDBMV8cSjlZvdsG0BbsQnZjathl6RwVGJmDJhgNYsv4gYpOzkZVdjB0HPPH5yt3YdcRD51Z1vD7+u66uATttAjB9+T6sUvARGZmkozd5eaWIT8jAIQdvTFq8AZt2uCJPXQdBktthzZmzEytW2CAsjMNOldp4nfEJmZin4GPRV/sRGZel88LmzdutvqNdVadb1Hrm84qMzMDy5TbYvt1dfe9wg/tv0NDSgpLKY8hU7WB0h7sIEIY6e33MRVjibga1dY168/ro2Gxk5xSrehv182x7Wn4hohLTUVBcpkGMdTY0NSE5NVN9lrP01l+GsgqLER6fjIzsfA1HLMvN3ZMycxAUnaj6HNPG8vQXVVQiMCYJcQkFaFbXrOttbkZ6bj6cfENRUnpMwdVZ3Yaq47Xw8IlGUEyygnrTnqfcwzUzq1DBbTjSs4t0fhsBkjDvGpAA34gkFJaZYIznTFHg7egegtCoFD2sSn9tbT28fWMUgIYiLqNQv5+amprhFxyDJWsOYcaSPTjsFoDdhzww+4utePrFWbjr3vcx6IFPMXTYRDwweALuHzxRQdqnGPf6q7BZ/RgSnZ5BVvgixMUFadhxdXVUwOOjvv9CdCI/wYlrjHFyANdO44bqBCInJ3sFQdxv0+QLD/eFs7OD9iUkBLf6/NV3qCOCg711fYbPOJY+lo2ODtDn5c4BsbGBbT4m/HMCguGLiQnU5Uy+IH08109zcrLTkwt4DaZ2B+mFeDmBITrSG8nRe5Hi8zJ8jzyDOLfBSPRWQOYyFAWuf0WR263I8LwL6X73IkdZvP29yFW+aLtHkBQ4BS3Vbuqd8t33JaPIvP91DY3aOuYDXq664iCNH2x2mtyGhfvMMb+Af/PLhHkA/LBZowTSupZAmmVdThMHuhJf2xPq87ByvQ3Wb3FERsZ50OBzsbFZWL3BFss3HkCjAoSk9DwdMVu6Yr+GA6Nzp2prGxAYFIfZC3chLfO7wMIv8oKSciRnmhZi5XE6SqM69AVL9yhwC9IA0Jm27nNXbTiEsNjkVg9QWlqFbbtcMX/5XlTV1GlAMBfbxs3cZ87dho3bXVF+vP3q6brjb2hAaFw8Firoik/J0VEfQtrnn+/C1q1u6nu4srW0Sbwnzs4hem/TQ3ah3YY0Dh9Gp2Vj0xE3zFm6E7OXHsIB+0CkZRegRYHL9+mcgpqTp86oz8B3gfSHIoIdh0lrFXwXqfdSXFw69jn5YO6Xu/D2x8vw+HPTcc/QD3HX/R/gvkEf46Eh4xWUTcGTT83Ac899jtfGLcens5dj44rX4G/zGGJ95iEu3ARmjo4OCmxcFUj5aEgKCfGGjY2NTsYPC/Nt9XnpiQW+vh6IiPDTvtBQb3WsrZ69GRZmOpblCWjcPSA01KvVx3PY69mbrJs+wp2bm6OCL04WMJWjjzBGSCPgGT4PDxc9aYATD+jj+bnRu4ODneo/TL7ISG4TZfIR3OIjbJDgOxMhNsPht+dxuO55Ed6HnlEQ9hCi9tyHUu9/I8P9bmR43YWy0H8hyO4xFPvcgXyvR1CWuEz9MihuvfOmzws/w/xBcaKmHoXFFfANi0OwgvHGK2T2+BUHaYWFhbojj4yMVG+QaPWG9FRvyFD1ZZWuO6+qqu/muFiDBNK6lkCaZV1JkEbx9d3r7odlGw+qjiC81cs1pE7ByTVY5/u4R8XoPKT8o6VYvdEGH36yEnZ2TJAu0z/MKNbDoar6hmYdoetM/JLncwZklFVWYtteZ0z/YjuiUwtw2sL2VUuX2WDVl0eQl3/+XjMas3+/L6ZO24Ki4ioFZe1/FBJmdu50w7I1BxEQlvgdiKN0m9V1cV9PDtWxXd8HafzhaWvrp8DrEBydIrsNaV7hqZixah8+mr0W2xQ4btzsjHcmrde+sJSM1qO+K7Yzp+Q4PAKSFAzE/SBBjfegquq4ApxErF5ri9fem4+Rj03DkKETMOjBT3DvfR/h7ns+wB0PvodRL36Gjz/7Cl9tssFh32BEKbjPzy9BVXkJjuYGwN/pTVRE3IdjWWtRWpyMzMx49X3njLS0GPX5TtELxnIhWGdnZ/W6Rus1x5j0z2FLJydnMD+N/+YEAR7DcqzDWPiWzxPSuDOAacIAF5s1nYObnHOhWp6DQ6fe3p7g4rVcL40L2nKY1NXVTX3nRbVOGKCP5Tz0seY+Drtyw3dOPGB9fAwLC9L5bWzD8dwDOBHxAmIPD0K599+R4fAfRB0ejHD7EXDd8RwC9o5Cgvp3uut9SPW/FxkBg5Hocx8Kwl5EY9EBRWbnI9v8nOeVlMLBOxSL1Y+ql99ahEfHzMYXKw6jVr23rwRdcZCWk5ODgwcPKmLnbJNg9aVtp95IDO0mYNasWVYDQB0lkNa1BNIs63KANL5mjHQddAjCAQUVaem53/s6pmTnY9mmg1i0Zq+GMwJAgQKwtTvs8PmqXTqxnJDDHLXo2FSs33gEn83YhE8mbVCP27FmjS2cFdAlZuSo16jroTvOsjtyJAwzFZy9P2MlVmw7qJP7GSnpTAShlSsPq87p/JIAvJ4DB/wwfvx69bkpV/DXHtK42frcuTuxeZsL0jtE9ghfMTGZqsPnLLgU9f1lSvwn6BHSZs/eoY+1s+OQF8skIzAwUQGaL8ZPXYuVa2yQk3u025C2/YAnpn6+DZt3uKpOtFB1uOXw9o/DAecABMQmth71XTHi6OQaigmT12PatM2qQz9qEYSvFPE9xKHh7OKj8AqJwldb7TD5sw14/fVFeHz0DNz/0EcKzD7GKAVqb7yxGJ99tlW9D93g7BaGsBgFT1kFKD5agWN1dWhq5g+Hs2ipKUZF0g6kO9+NpughaMqah9LMQ0iNPoC4gPWoyNqLmsKDKM+xQVr8AYT5r0JZ1m7lO4DyTBtkRB5ApNdGVGTuRS3L5e5HWuJuhHpvQnnWPu2rzDmELHVsqOcGlGWwvgOoUL6MhH0I8FmNoxmqvoIDOF54CHlp++DpvB4FybtRnU/fQeSm74GX8hWl7MYJ5avOP4iClP3wdd2C4tQ9OMFjlS83eS88PdaiKFWVU77qQhsUZtjAy30bchN24ZhqW3XGdJSE3olotwdR4vV35LvegUSnwYhS/87yvV3B2/2ItXkAIQeGw2vPk0jxGIIAx+HIj3kdp8tWouVECNJUn3TA0RfzF+/G+x+uwvMvKzgeORX3PfAx7lOAPHXedmQUlrSLql+uuuIgrbq6GikpXFG5QLeXETRCBhM9/fz89JCnNUogrWsJpFnWZTNx4Gg5pszegk+nrYObZ5j+ErWkmrp6bN/viukLNyM9r0jnm/iExGHx2n3Yut+5XepCXV0jUlJzYecQiDWbXLB0mYK7ZXuwcNVeLFt/EOGqg6yr/+7EAXMxf8nXNwlb97hj8ca9WLnjIHwCYtvynTqKOWIrV9pokDLXwYN++PTTtcjNLf0OtDQqSJs0bQt27PTQz5uLuWbbtrlh1aojOvdskoLN0NBUDV2EtJkzt2PcuJUKwHbpMozirfzqMJau24dVGw/DPyRetfVktyHNySNET+aY9fku7NzlBlvPYHgGRCE0OglZRd+deGCIr12IOueKlQf0fSgrq/ze1/NyFb9rOOxbUFyJoPAM7LYJwBcr9mLc+BUY9fR0DBr6CQYPG49nn52r4Hwdli49iN27udhrBKKjOavxmOp3WjRsf/d9dBb1VaHICfkYcbb3IMdzFLID3kGCzxSEukxV4PIJ0gImIjNoIhL9lM99CkJc30dqwASTz2caQp1nINxhPNL8TeWSVPkwrwkIdpqA1FZfsv9kRKpjg1Q5c1+4xyT4OX+EFH9TfWlBkxDjMxHuNp8g0XciMpQvVVm07wR4Hv4USeqR5dIDJyHOaxK8D6t6VDn6UgMmIdprIjzsPkaSX2u5oMmI9Z0KF5sJ6ppM9SX7vooo1wcUpA1FgsP9KPS4A7ne9yLOczAqIm9Cott9SHG6CwlHHkDQvtGIcXoQQU5DEOP7HArjpyj426EhbeGKA3ji6dm46+4PcMcd77XZPfd/hOdem4+law7iiEsAYuMz9A8pfi4uR8nEASuRQFrXEkizrMsF0srKK7Fq7WEsWnVAQ8X35Ygyp9QnIBqLvtyLfQ6+OF5Ti427nbFcQVdIeEJrKeBo6XGUllWjufmkXm6hpq4JhYVHFWQkY/shT0yeu1nB2n7k5reHIoqdprFQKt9Tzc2n1PENiElJx7pd9hg/dRMqq0yJ5h214Iu9GpSOHj2fQsFyhLSJCrDyC8p1x2wu1j9/6QFs3OKE5JTcVq9JcXHZOHw4EDt2eGDjRicMHTpRR804cYKQNmvWdnzyyVoFaId1GYLern2esPULQXp+kc4t4/WwM5q/aA+2bHVRkFbYWrtJfD4iIg3Llh/Czr2eproLSrD3kA8mfrYFH3y0Em/OWIE5K3bAzjUQ+QqqLYl1VVfXIC0tD8nJefr1+i6EXL7ia1ff2IyCkgoERSRj4zYXfDhpCx57Zj4eVFD24MOfYtRT0/HK2wvx2exNCrBdFGhzGLFK31dGybq+H81oOuGOgri3Ee38FKIdhiLeaRTinV9CtONbCLd7FeGOryHWeSziXd5UvjcQYfcyIpUvzmUsYpzfRajD+wg5MhZRTm+oMiaLdn5D+cciQlmcOjZBHRvr9CYi1b9DHV5Vx72ufG8oAHoDYfavnfe5voFY5Q9zfFOd5xXEOb3WzheqfDH0qX/HOb+JKIe3ENbOp9qn2hhs/wqinUz1xalzRziZysWqcrHqPOFOL6jzPQz/w6OR7DIImZ6DEOs+EtmBdyqIG4Qsr9sVvN2KPLd7EGl3L5K8/4MAp5GIVvBXW3QIteoHnK1tOCZP3oLRo2fivvs+aoM0QhsjakMenYgnXp6BmXO2aGgOCUtCUWmF/iHzfd871iaBNCuRQFrXEkizrMslJ42v29GK4yipOIZ6BRXfJ3ZwGfnF2LTPGROnr0FkXDLmLtmOTbudUFR+Hox27/fDngO+yFMQ1rFTrK6ph6tPpOpIFyMmLqvVe178si4pP4aM3CKdu2YczxmL7p6ReFR1AMwt62zI86t1DvhqrR2yss5Hqzizb98BH9Ux7MRRBY4dZ5gxx4zruy37ai+8/CI1IHZsM1fEP3GiHk8+OUtBWkgbpFnKSeso7gKwbMMhbNjqqN6jOe3qZ6QrMDABi5btxUEXfw12J0+dQpkC0cS0Anj6hOOLLfvx5qfL8fH0tTjkZlpWwpJYNes3VvG/3GW6FtNEgPLyEwiJSMGXm23xwusL8MCQ8bj3/o/w0NDxePyZmXhn/HIs23oY3mExKDpadpHfAw3A2WScqd6JytjXURXyVzTFDsOZlPFoSFyE3IDpyImcixNJi3A6bRkaExeiyHcKSqLnoS55CVrSVuB4wgqk+c7G0fjFaEhdpss1qOdyI+ahMPIL1CYu0b7m5MUoj5iDtPBZqEr4QvuakhajKGQWMsNn47iqW5dLWYLy2AUoDJqOmtj5rb6lOBr7BdKVr6rVd1KVq1XlcoKn43icydeifNUxC5CkfOWtvpOpS1Gj6s4JmIbjMfNwKnUOamLeQZTLMPg7Pg63A8/C+9CzCHd5HH6OjyLb/26keNyHHM/bURPwJyQcugcl/v9Eiv9wZCctx9cnc/SdO3nyLOLjc/R6iM8+N1cPM9951/sYon7cjHpiOkY89RkeeOhT3HvvR/oHz9h3FuHLrZyJnYEq9eOCn8XL4X0rkGYlEkjrWgJplnU5TRwg8NCMrXy+T1yqwcU3DA+/PBlL1+zB+HlrcMQ9QIOFof12QZi7Yg/22XtpSCJ4sbPlY2lZFQ7b+WLc5K+Q0CFyRZ08c0bBSgBmLd+BnLz8tuhH1bHjOOzoi+ff+gJHy493muB/wN4Xy9ccgodntIYxXk9mVomGo6VfHdAzVDu+T9mmvPwSzF+5B0s22CIuvUhPfmA5o80NDY1IVB3JY4/PgL199yGNw7b2joFYsHAPnF3C22at8hw1NY04eMgfM2ZtRWxcuoaRsPgUeAZGIyOrWEfhGD3yD4rH0hUHsXqdfWut3xXr5DZLnGHLNlrDZ7InMl3PWQ32/v4JWLhwP154YQEefGg87rnvIwwa8glefnselq7dD+/gOBQfLUddQ5Pu7Pn68/jui697M5rq4hXYfIDa8H+iLnMujh8NRmFuJHy9HJGRFoKy4lgcK0tAQU4EvN3tkJEaqnxxqCyNR25WODxc7ZCTFYEK9e8qVS4/OwKe7rbISg9DeUm8PrY4LxLB/s5ISwnB0SJTfUV5UQj0dUZqcqDyReNYeQJKCqIRFuyOpHh/FOdHmY5Vj8GBrkiICzBtiq58JcoXHqS+j5OCUVIYY/KpYyNDPREf64dCdT7Wx7YnqeOiwz2RlxWGuoJDqIt7B/Huj6DA/19IdhqERIehSPW8H877n4bX4efg7/QEkjwGodzrZuS43o8cj1uQH/EMqkv2qRfK9H2rX68z58AZ1S7uYXjlwzUKpCfgnU/WYvMhXzj6hWHx8r3qNZyPwYMn4D4F2EMenoBnXp2Nxev2ICI2WfW7jRf5uvWfBNKsRAJpXUsgzbIuF0gjhGQVliOnqAwNF5AfyshPTGImXv9kCZ58ZibmLt+FqKSMdq9/Wk4p1m5zxSeT12PFiv2wteUaTxE4dMQPy9cdxCezVmOvjadeX62j2LlGxqZhxbr9mLN4C2ztAuDsHKpXrZ+3dBt27XPT62bV1TUhI6NYvfcKWo8E4lIzdf0Tpm/APhsfODiFYM7C3Zi1eDscvYN1Dl3HDoD/5iQGz+BELFxlg6mzNmPNVns4OIaoNofDxsZXL/A6bvoKTPt8E2ISMjUEdAfSCMBc1HXJ+v2qjs06N411O6n2cXV8+lZttVHfOU36PsYmZeHLrc6YseiAgsIgdf1hmKcgcvaKnXDyOT+ztqN0VC4iFctX2+ErZeXlx74zvHu5iLMEswuKcNDJD1M/343Xxi7BiBHT8MAD4/HoiM/0sPeuA956h4jCknLUqs69s9f3YnTq1DGUFjshync0amOfQW3+XpSWJIOr+3Pz9Pz8RL26f2lphvLFwd3dFbm5iep+Z+iZnCkpUXqWJWdicmcAzuTkbgJeXu19nAXKcsaxpaXp6j0dq5fM4IK29LFsTk4i3NyYzxiry5SXm3yuri56dwGTL13PNHVzc9G7C/DYsrIM/beHh5sqF6/LsT62wZgFWlKYjJqsDTgRfC+SHB5CfsC/kep9P5Ld7tMglut2F0JchiPQ+TH4246G3/7HEOfwAKIODUZx3Gycrv/u5urM+zxWXYuIhGz1OT6MzTu9ERGTh+N19ShQ3zXR0enYu9cDkyatxiPDJ+DeQR9i5OhpGPf+Kmzc6IqkpCL1ObBeUBNIsxIJpHUtgTTLulxy0iorjykAcsbq9XYIj0jWvu8TO8Hi0kps3OuMdz5aARunAJRWtYctbusUl5iHnfu8sXTNfgUNB7Hyy8N6Nf61m+2x+4j6BZ9/VL1O313zi/VXqy/40MhEBSrqmDWHsWrDYXy17QgOOfmioMCU/M9tmTjb0s8vvvVIoEZ9Zr0DorHsS05SOIDlKw/hi1X7cNDZDwVHv5v/psX3rfp8V5RUItgjDDsVdH6lzrdz0yFsX3cI69buV21QMLZ6B0IjEnA8Jw9f19aiurQKHtvs4apgriJLgaI6t7ogJrlBfRGTMgDuhXrsGL5V9/Sk+q4ODYnEgV0O2L50F9astMHmlQewTbXP5oArYmISdDsUVaEiIwdudn76NTm45qACORusXLEd9kdcUKjAxZIIaS6e4Rg/eZ3qADeq92D5dyZKWLPYMXPJlOzsEtgRTJfu0/llg4ZNxqCh4/HsK/MxfY4C9d1e6v2RjrLKEzh15vxWXb0jDm2nIDF2AUK5P2XAGBRETUNy+FcI9VmDYLfPkRG1FDlxy5EcsRrBPmvh5TIPqZHLtC9RlQv0Xg1/j/lIjzL5UsJWIdxzFfwd5yG9tVxa5ApE+i2Ht+MC9XdruYgvEebzFXwdP1c+0zkyo1ch1n8V3A58juTQJciOXY6M2C8RFbIa9ocWISm0tb6YLxER9BWcD3+BlHCTLyN6JWICV8DNdn6rbwWyYlYiIWglXPYvQGKQqi96KbKD3kem690o9LhLAdrdyAq4HWl+/0GC+52o44bqbvcjyeN+RLsMhffhJ5DkeC9SXZ5Bdd5+fHO2876Rn+PTZ88iPacI6VlH1cfg/A9Avk/5AyIsLBHbtjlh8uS1Oo9t8OBJePrpeZg7dy88PQmkVTrlwdokkGYlEkjrWgJplnU5QBq/LAsKijF1+iZ8NH417ByDLii5urGlBal5BXDyCkNOUaleyb+jCHvV6pdzdEYWHL1CYesQpH69x+rIV2OjKWJkSTx/k3oNMwtL4OoRCUefMESmZKCqpratbbW1jUhOzlfvQVM+jCEulpucnAtn5wg9NBkRn47y6hOW4VNdL+IV6GVm4hv1WOfhjUQ7D0Tv2ofgDTsRsH0fkhwccTYoGN/k5gJRUXzj4+u0NDS6eSDXIxCNQaGcZQAonzo5p2vq+tQb0vR3QQG+DQnBOfVcQ2gYsncfgvNyVfeqncizcURjRCS+SUmBok6oDze+VeeoCwxGvncA0neosut3I37vIZzwD8C36jvfknhPk5OzdJRizx5v1HDxXgvLlViT2O4W9XofLatCeHgyVq+2xbOvLsb9wybh4Ucn4vmX5mL8Zxuw7YAH4tNy9C4ZXb1HL1rfnkZ1pQ8Sw95AjMtgpLjehXQFKHGujyHE/gXEOo9AisfDSPN6GHFuoxHk8ALCXEYriHlE+2LdnkCgw4uIdBuF5FZfgssoRBwZgxj7kUh2Mx2b5DFSQc+TiHBU0OOufJ4PI97tcYTaP4tIx8eQxHLKl+w2Qh33BMJtnkSiq6pP+ZK8RiLC/Wn4HXkR8a7DlW8YEjwfQ5jbswhSxyeocqnKl+ypjnV9AmGOY5TvYe1L8XgUcU6PI+TAM4h3VuU8hqnzjkCk0yjked+vrnG4ArU7keJ/J0Ldh+KY/x+R63YHCr1uQZ7PrUjyfAiJLvehInY8TlWHq/v1/RDF18lkrQ4z8TPJ3T6io5P17Og33l6Kh0dMxoODx2Ps2GXYu98TaVmFaGg+2Xev90VIIM1KJJDWtQTSLOtygDR+8TWrDu+IazD2uwQgObfAKl7HfpUCVaSnQxEdYGMD2NkBmzcD+/ZB0Q6wcyewaxdw5Ijpkc8fPmx6Xr339fP795v+vWOHqcyBAyb/wYOAg4Ppb2dnUzk+x+PV9zV2725/DkdHk6/jObZvh6IuwNYWiIhobXjnIngzj43rv10OryWHt5lHlpSeoxcsfvXV+TrnbNADn+jh9Klz1sHezRf5xWUXtC1Wj/VtHc41uKM++13khQxGSeBNqAwfjKqYF1EaMxbZgS+hMPwVlKm/K+LfwNHo15Hu+zwKwl7Vz5t8ryHD/1kURryKstg3tK805nV17Auq3Ctt5UpjxyI3+GXkhb6k6zGVG4ucoJeQG/IySlp9ZapcgTpnXsgrOBp13pcXwnIvqXKvtfreUG17VR3/AoojX23zFShfVsALKFLtKVe+8rg3UKSeN3ylsS8jK/gpeO5/Fi67XoD/EQWPLgrwnIcg1eEWlPvejHyXfyPP+VYU+/0H3gpYq/O34+vmQn6JtN64ixdf0+rqOrj5h2PKvI14eNQU3HXPB3j0iWlYuPowItWPrn557S9QAmlWIoG0riWQZlmXS04av/g4+5DGnJ4fpBhNY4SqtJShOIARs+pqPVSpffz8NzWZomP089/5+aahzexsgLumHD8O9SKbnqurM9XHv2tqgIwMgPl+hapTY318vqAAqKw0HUcfj2V9WVkmn/k5+HlnWdbRSdSyo/hZtPYIGt93BEouwbDTxh/vTliLhx+bhHvv/RCDH56M8TM3wtYtCIVFpWhusbSmWV9I3bev69BQHYbwgA9xNOIuHE9fgGNFgSjIDYW/jwPSU/xxtCgClWUxyM8JhZfHEeULUL5IVJRGIzcrGF7uNsjOCEJZSZT25WWHwMfzMDLTglBaHKWPLcwLQ5C/A1KSfFFcEK59BblhCPRzQHLCeR8fw4JdER/jq5+vLItWx4YiONAOSfG+KMo3leNjeIgLEmK9dFu1Tx0bGeaO2ChP3YaK0hjdzsQ4X1XWVbfxRMFBVMe8g6TDdyLb8S6E2zwMn32Pw2//KAVtTyDd+T9It7sTWc53oij4TkR6vKnuTyy+/br3dhDge7ap5SQyc4uw85AHRrw0Hfc99AmGjpqGCbM2wTc0Wg+FWwOoCaRZiQTSupZAmmVdTpDGvCXa5RB56TNxduqZMxyDMeWW8ZHQSh8hjp2DggXt479Znj6WpY/ljbK8j4Qp/k0/QYs+4xzG3zzOOAfN0jn4aLThe8TXMr+0Gv6haQgMSlJVca257z/mUojvtfLy43B1DcH0z7fimZfmY8jwSRg2aiLe+mgJtu/3RkxSjk4+N2bC9qfOtVShJtcOCU4jUBf5KGpzN6O0KAZpqeHw93VBfq4Cr7IElJUmIjMjUkGavQKgCO07WhyPtJRw+Hg56XKVZYkoLYlHRnoYfH1cUZAXrX1lRxOQlREBby9H5LYeSx/r8/R0RHZWBMpLE1BZnoS83Gh4uDshPTVM11VZnqh8UXB3d9D1lh2NV8cnqnqidLmsDJOvXPly6PNwQkaacWySakMs/HzdkJQQhOLCGFTnb0JV1BBEOQ5Fifc/keF4L2LthiLObRDCnB5GoP0IhNkMR/iBRxBp/ywqkr7AmWbu12khheAixdeZqRPFZVWw94rEuxNXY+jIKXj40ckY9+EK7HfwQcVx064ml1ICaVYigbSuJZBmWdYOaXy9uGxGZkEBnDwj4OUbo5P5f9CgdpmLkSlPv1jMmrcL8+bvVu8569tx4MSJJoRHZWHtJme8885SDHlkIoY9MgVvvrUEq9YcgHdgNIoVwJ06raD0UkiBQsOxNGSHL0H4oWHI9RqD7NDZiAvehAD3TfB3Wobk0HVIj9yA+JBNCPTeAA/HhUgMWaN9iapciNsmeNuuRFKIqVxC2HoE+a6Bh/0qJLYemxi6EaHqWLcjy9Wx533BPuvhZLcY8cFrtS9FWUTgOtgeWI7YgLVIi1hv8gWthd3BFYgN5HnXIzViA6L818Nu/yrEB5nqSwnfiHC/dThisxRxqjx9qZGbEBW0CUcOfaXKr0FquDo2aAoS3Qcj2XsQ8jz+hWL3fyPP7T9IZS5a8B0IcHoMsc4PINF+EOKc3sKZEz749lx96w3rfZ37+htU1zXBIyAGs+dtwxNPTNfD3y+/+QX2OPiqHyIVepj8UkkgzUokkNa1BNIsy9ohjUMHuXnF+HLzQbz01iKMn7oeHt7hVtepiy5cGtI8wzBz5mbMmbMDhYXf3QbrUogRktOnz6Gk5Bjc3WMxffZuPPzYDAwa9DGefn4+ZszcoZcaKSoqvfTfI9+eRF2lHzJC30e0wwgkOA1DsstIxDo8j9DDYxFj/6ICleeQ5PIcYh1fRvCRVxHh+CzinZ9T5Z5HnMOrCLV5G+E2ryHe6QUkuyqf8wsIcXgJwbavIpY+VS7B6SVE2r6GcGXRjqb64p1eRJj9Kwh0eAHRredIVMdHOr8IP57bQZ1DnSdRHR+hytIXpXxJPLc6R6zDKwg69JYq97z2JSlflMPL8LN7BZHqHImqviTXFxHt/Bp8Dr+jru95XV+sei7M/gmkeN+HCNvByHa9E7ncv9PuflSF/xNx3oOR4X87CgLvQ0HUdHWPuO1a37+vuD9wVFQqlizbi9FjZuDOu9/DC+MWYretDwr1D5BLA2oCaVYigbSuJZBmWdYGaXx9OJ3dNKzJZQbq4OERgsdGf4YhQyfgg0+/hL17sF58lguIGgvbsixnfHJtMM7GMgaeWB9Bj4unGq+9MXTK85jnEJk66TN66Mp8qIJQcfqMqU3m9bIcy7cv+7Uuaz78ZWrbOd0OljXqYD6WcT7ztvF8LGveNuO+6LaZ5XHp8ym/bpvZdei26bLnOwj+Tb952/jYdi/M7hvPoetQfuMesyzPxyVJzBdh5fWZznf+XvAp1sHrMF8XjI9cNLeiogpJSdnqs5Crzt//Q4Udxfvb1HwKubmVWLfOCS+++AUGPfCpes+Nx2uvz8c+xxAUHK2yirZqKQD5pskRpwvfQk30IJwI/S2aIv+O07FD0Bz9JCqDR6I0/DHUq79PxY1Bi3qsDnwUxyIeR2PMU2iIewGV0a+gNPhxHIt6Ck2xY3S5ZvVcReQTqAh7Ag3RT5mOVb5adVxR6EjURD3R5jseOgolYaNQG93qU3XU6HM/iobIx9t81cpXrHw1rb5Tysc2lilfbavvZKxqkzpvYcgIVEeObvWN0W0tD3oUder8zbFPojT0CXgceBb2e1+Bn82TCtYeVxD5BDI8b0FO4F1IDhiE1Oi3UFFmx5tkulf9IH5mM/OLsHrnYQweNQF33f8Bnhu7AFv3eaKyqlZ/RvpbAmlWIoG0riWQZlnWBGmEiNraegQFxSElowgn6pt0J19QcBQbNzrCxsYbkTHJSErLhq9fBJIyc/X2RBSXy0hOyYRfYCSOllfhjPrS5BfniRM18PUNR0JqNk7UNeiyBIq0tCyEhMchJ79Yl2XH29jYiLCweETFpuBYTa0uyzbl5BQiPCoRyRkKKFpBpr6+AfHxaQgMjkVVXZ2GE56vuLgM4ZEJiEpM0/t6GvVmZOTAwzME5cdP6POx3qqq4wgJiUVkQhpqVH1US8tJ5OQWwlu1OY/LhhB8VNmGhgaEhsYiWp2z/JhpY3b68/NLEBIWh9TMPLSosjwf31exsamIiE5CccX5BWzZtkjli01IR8tpU9sYBUhPz0VAUDQKyyoVUJngq6LiGKLVvQ6OiEd961Ikp06dVa9FBVzdgpBXUqbrYOfDZUaiotIQou5Rpbo+Qp1pRfcaHTHj1llN6jwse/LkGdW2DIREJiKnoKQdMF4q8dpO1NbpPWE//HA9HnlkKu4b9DFGPfMZZi7dqmAyU2+ybw7Nl17M/avDyfpoZEd+iuPB/0B90geoyz+Mo1neCPU5gLREF5Tl+uJEUSCOZnoh1HMPMhJcUZ7rh+PKV5juDT+3vchJ9UZlQaCpnDo2xG8/MhPddTn6ynN8ER96BMlxzijJ9tG+MvUYHWSDpFgH5fPWvgp1rqRIOyRH2qMkw8t0rPIlRtgjLtwOhRmebeVSImyRHK2OVe2irzLPD+nRTogJP4KCdA9UK19Vvj9yk10RE2yD/BQ31OXux4mECYj1Gop0v3t1HlqI/QgkOw9G2P77keg6FOHuTyAtdgHO1Ke03qf+E3+k5JeU4svdhzDi6am498GP8MLrX2Dzfjf9o7K/+x6BNCuRQFrXEkizLGuCtIaGk4iMzMK4cSuwcOUhxCTmaPBh5Obo0WM4duwE8opLcMTZF2+/txjz1+5W/zYt/pqdV4qZi3bhzY+Wws0/AtXqc1Hb0AS/8GS8+94KLPhqD6JTM3UnW6s63HnL9+G9Sauw19YLxxVknT57DmEJWZg2YzNmLdoG/5h4Xbap5RQ27XDD+1NXY8Xmw6hRwMX3UFRiNr5Yth/jp66Fa1S0TiSub2yBrXMI3p+8GhMXbkRFtWmD9ZSsIqzcYIexby+CfVCYhjqW9Q9JwrhPVuGjz9ciOStfX0dx2TF8ucURb4xbgr2OPig+dky3IS4tD+OnrMPEBRvhreCSalHAs2GXFz6YtAbrdjggv4I5MN8gNbcU8xfvw8Q5G3DY+/wemvvtgvHxZxswb8VuXZbAmamga80mJ3ww/kvscPZCg4Jegpp3QAI+nroRH0z4SgFzAVoIy0drsONAMF599Qts2uOqh3KYkxWfXISPJm/DO+pagsISNZxWVTdin0M03np7OdZsdkBaTpEum19SjRmf78O4Catx2DFQv76XUqfU65aYlIctO1zwzofLMHjIJDz08AS89+kK7Djopl8XgrM1fG+0FyOgtTheGYAo31dQGzVEQcw6VB5VPzyyYuHr7Yac7BiUl6agojQN2ZmxcHdxVI/0paLsaAoy06Pg7uaM3Bwm9Cv4V76sjGh4ergoX5zyperjczKjVX2uyFKPPK5CHZ+bHQtvTxdkZkRpX2V5Ggry4lU5d6SmhONocVKbz9vLDSnJkSgpTtZ15qu6fb1c1fmjUVqi6mvzqfvNckXJqFLHFhcmIjTYB/FxwSjMi1PXtx31kSMR7zIMhUE3K1gbhGDHYYizux8xhx9EtN0QxHm9ieKMg/j2bNe7kvS2+H3B91NBaRlWbj2EMa/MVu+l8Xj9TfW5t/fF8eM1/Qr5AmlWIoG0riWQZlmXEtIYCTp+/ISOgnHIjWtmxcfnYvz41fhyky0S0/O+83pV19TA0zcME6esxvqdRxTUmCJFBUUVWLHuCCbPWIeAMPWFrmCqoakFEXEZmDJ1A9Zts1WwlKe+JBUMKkBavdkeM+ZvhoNbEGpVWZ4/MSMfXyzegxVrDiAqOU1/oRI49h/2xYwvtmHTXmfUN6tfxMqfnFmANQq8Zi/YDv/EJL2PZmPzSbh7R2PGgm2Yt2YPjtXU6bLZ+aXYuscdn0z8Cl5RcahuaNBlI6LTMW22gsJVO5CRx1loQHnlCew86KWAbA3svEJQpr4rCUjpOcWYO38H5q/eg+A4U5SA+2fuOxKC6fO26+UAShTQcYgxp+g4vlxjr0B0N1yDuR2OSU7uMZi9aA9WbTqMkuPH9ZBlgYKmHXu88dmczTjsG6yXF2DEKCQ8HXMW7sNnc7cgM69EDyMfrahXYBWJ9z/gDDY/lFZW4/SZc0jNOKruwwFMnr0JEbFp+l5U1zTDySsJ4yesxY79Hno7L5YtKavFkpV2mPb5Nrh4R+j3wKUQz1vf0IiA4Dh8sWQvnntpHgYP/RSPPTYNcxfsgptqW9HRcj2kbq1qqM9HTvp6JPgMQl3MENRnTUdJ5k6kRO9EjP9SlGZuwPH8LSjJ2omkmF0I8lmKkgyTryhjB+KjdiDcf5kqtxHVBVtQmr4NqeFbEO65BKUZJl9Z9lZkxG1CiNcylKSbjj2atQOpMdsR6rUER1t9lTnbkRuvftw4LkVB0jocy9uMyvztyErZAXfHVchP3qB95XnbkZ60A97OK1CUutF0bO5W5CRugb/bMhSmsNwWZdtUPVtVfStVvWtRlbUB1UmfoML/VuS43YtMv/8gxf8+xHg+hCjn+5HveytibR9CbthMNFRyS7JLF/HUP8xy8rBiw0GMeWEWHnroU7z99mLVJ0bpddb6C9S6BWmFhYX47LPPcOONN2LdunUoLS1Vv05axHrBKisrceTIEXh6eiI/n7/6Oi/Xn8a2uLq6Ii0trdPn+9siIiJgZ2eH2NhYBQJNnZbpT4uKisK8efNQo4Cjs+f707KysrB48WJcddVV/Qpp7CSrq2tga+sLX86UO1qBM+zcq2vVl1kk4lMycbz2/Mr9hljmqOo8A9UxmZl5epFbqrGxWUF4DkJC4vRQHXOHTMOdtapsrB7S46rhFJ/jv6OiknXSOsvxPByWjIpKUVCfoVfBp9jO3NxiRMakICUz3zQ0qvwc7uSq+aHhiahU7TQNd36NkpIKREanIDopAycV2LAsITQrqwC+flEoPa7ARrftax0ZDI9IRFRiut7TkeL+nHkK2PwDY/TCqIzQsQ2sIzIyGTGq3nJ1HEUgy8+vRFhkCtKzC9CsyvJ2NTefUdeQg6i4dBRXVOmyVHHxMUTHZiJetdsY7mxpOQvuLRoSloCCsoq2/LGKihrExGbpYck6dW5e38mTHO6shIdnmGm4U8GjabizCTExqmxUkmm4U5VlAj6HO9kxcbizUf0gYdmWljMKxHMQxr0s1WveXx2WuQjk5RXV8PCNxAQFw8NHTcbQhydi7NjF6jNwCElJeep+9+FuAb2hb9VnpSoQKRFvIdXr3ygJuh9Hwx9HZuCriHFXPp9nURj+LEoin0Vm0KuI8nwHcb4voiD8Oe1LV+XCPd5Bov8LqpzJlx3wEuJdXkei27MoCDUdmxfyApJ9X0Gsx0soCDOVywp6Wf37DSR4PN/mKwh5UbVD1XnkOeQF0/cc8iNeQlLgG/CzfR05wc/rcrnhLyM+4A0EO3DRW5MvP+wFpPq/jEiXl5AfaqqvUPnSfV5G8MGXkBv4vLq2Z5DnPxwpLnci1+0+RLgMQ2bA/UhXFuHxEI6F/RHpLo/gWMYWfH3K8m4X/SV+ZuNTstQPkn0YOXIq7r77A0yZvh7BYUloUj/Q+kPdgrTc3FxMnjwZv/3tbzFjxgz4+vrqDlOs5xYYGIgVK1Zg48aN8PDw6LRMfxvbsn79ejg4OHT6fH/b3r17sWrVKhw6dAjR0dGdlulP279/Pz744AOEhYV1+nx/GiOMn376Kf73f/9Xv48YWesrsdMzOj5GEZOS0vWEgLEfLoKrT6gGMJGoL0UIPVp2HEccgjHqhVm4d9BHGDJkPD75ZLXeTJ45elYNZ4a+rUfjsf3IixiBcIdHEW43DBH2IxHh+JT699MIsX0KofZj9N8Rjk+3+cLoU/8+73vSss84Vlmo3Xfr0z67DuVUGfrNfazL5Btj0UejL0T5wsx96m+j3aGOzyDQ/lkEHxkDn0NjkOI1COn+9yPcbThyvf6Co2GvornKV92cU6Z7dInFH3/JydmYP3+rXprjzgffx4Ile5GWXqR/YPW1ugVpHG5677338P/+3//DL3/5S/zhD3/QUTWxnhvv5a9//Wtcf/31+P3vf99pmf42tuW6667DDTfc0Onz/W38ccD2/O53v+v0+f42tucXv/gF/vjHP3b6fH8aX6Orr74aP/rRj/DFF1/02RA1Oz52gKdbI0MEsuKSUsxethWrdtggNjVT+0WivhLfX1kFhfhyqw0eHTMVd3PXgBHjsXDpLsTEpKLZyvZe/H6dw7fnTqD+eBiiQyYhP/hOVCZ8hKqc/cjPckew734kxjigINsTZUW+KFC+UP99SEtwRlGOF8oKfZGX4YYA7x1IT3JGcZ63yZfpoY7di+Q4RxTmmI4tUo+xEbZIjLZFfqa79hWqeiODDyM+0k4dY/IV5XohIcoO0aGHkZ3mpn3FypcYQ5+N8rm2+ZJiHBEVchDZqS4mnzp/SpwzIoIPITNF+VRbSvK9kZXshtCAA7qNlbkHURE3DemOdyHm0FB47H0WrgdfQoDTGHg5P4bSgm04fbJA3RvreQ2Zz5iUkoVPp6/B4Icn4HH1o3TNmsOoqqru8/datyCtoKBAD3M+/vjjeOmll/DWW2/hnXfeEesle/vtt7V19tylMGtrD03a07m9+eabeOGFFzBy5EgdaayoqGj91PaeOPx1oqYOW/c5Y9NeR8QkpmtY49BeRm4h8otLUdfQeBl1kKLLScwLbD51GuGRSfhi2W489fwsDBr8KZ567nNs2O6kOtEcNDQ0XWbvv2/x7el61B8NRoz766iOfAg1OV+hoiQG2Vkx8HR3MiX1lyajojwFebkx8PZ0RlamyVdelqz/9vRwRG5OtP73eZ+zrsPkS1HPx+hdCDLSo1B6NOl8fV4uyEiL1L7KihQUFsYjwN8DyUlhKC5KMPkK4pTPHSnJodpXoXz5ebHw8XZVvgiUFCdqX0F+rCrHCQbnjy0pTkBUpD/iYoP0MTUFe1Ed8wwiHB5CructSLS7D9F2DyPBeySC/n/2zju8imNN8//szuzM7szu5Jxn7uR778x1zjnnnO3rBDY22IBxAGyTTc45R4kgcpTIIiijHJFQzgkUyH63fnXU4iALkEASEtT7PPUc6evq7urq6qq3vlC16V1VFO3W2dM+N4XOAvq+atO2docd0psfDtNd932qN349RItWb1WNdQFoP41aq0gavh74J2GOw6kcM8++fftccsmlq5z27t2r7du3a8OGDdYtAT+1tgZq/9z8Qn3yzTh17z1aazfuaQyaQLtBR+UImkN7gOCIwtJKrd8ZrX4DZuixp/vp/oc+07vv/6A5S7Yo7XBep9oUuzWoP5at/KRZOrTmbpWHPqqyuFHKjFunyH1B2rZxlg4fWqXClLXKTlyv2PA12rFlpg7HrlSBkWUlrFf0wdXatWWGsuJWqjDVyBLXKOrgCm1dM1eZh4KsLDthreIOrtL29XN0OGaVPTfb5IsLX66tG2cq45Dvevkmb3LsKm1cM0spEYGmXGuUZ2SJ5pz1q+Yb2XLlJ68xyRDFyFXasGq2UqPM9cz/eSYlRa7QhnUzlBa9wsoKzLnpcUHasmmeEsMClZuwWgWHBilz1+06uOlOpe/8V6Vt/i8lrb9VycEPKT1yqI4fPWxYUecL9MCfs6qmRrMXrtPLr32nex/6XN16j9WBiHgdq2n7/tZDq0iag4PD9QM7ezQTs7ySclWYWSSmzeKSMk2cvVzjJgYYchhrNWkODu0J2mF+cYmCtobqnc8m684HPte9j/bRx5+N14pV21VUUWlJXNfEGR0t36eMiO6KX/NLHQl+VNm73ldiSF/tX99X+zb1VNquz5W1p48Sd3ylA1v6K3zrJ0pvkCUY2b7N3yhyaw9lNMiSdvYx+XorNOhzpe3obWXJO75Q+KYvFbb2M0OMfLIUcyxi82fau/ETpTacm7anr6J29FXwyh5K3v6ZkfVWupFHh/TW1oDeSja/yA7v6qP4bX20c8XnStnuu176rt46tPVzBa/5RCk7fdfLMNc7ZK63edWnStre8Bwhb+nAhrsUtvkeQ9TuMOTsJkPUblDK1mdUW7zR8LPOpUXzB5OAw4ez9cOoJXr48X564JHeGjxsntLSck3/2D7L0DiS5uDg0CxYrmFveJSmr9im7eHxqqmrswMmC7KiVYe0OTi0J2hvldXVWrVll175eJBuuLmb7rz/c/XoP12bQ6OvgUlCvWpLApW9737FrL1LMWtuUuy62xS34R7Frr9f0WvuNfJ77d+RGx7Vvg1P2fXFos3/hzY8YGX7/WSxRhZnEr+H1nHNc+eS75D535P58pl7rLtXUevvNde7X1Em34ENTypy/YM+2fr7bD6b15wTbc79icyU8ZC5v7+Mc2NMvpgNDyt8w+MKM9eNMHmQHdzwhLay9VTACwqa/6op963K2PrfSgr52BC0EsOEOv9Wcbv2x6rXl1N06509dO+9n2tV0B4zgfUtnN3WcCTNwcGhWVRWHVO/QdP1xEv9NXjCUiU2LOvBwElypk2H9gTtq9ZMDOYFbdTLH3yvW+74WHfc11ODpyxTTEqmnUR0/TZ4XD/WxKvu8Exl7e2unJD/tNsuHYv7SiUxY5UUPFBHQgerNGaMKhMnqSh2vGJ3D1VSxBgVxE2wssJD4xWx43ulRo5VcfwEVSVOVHnceEP8hilj9yAVRY22+UrNuZl7hyht13cqjBxl85XFjVPa/u8VFzZIebGjjczki5+ojPCRit0/ULkxP9h8Fea6+eGjlBwyQPlh52SFkaOVtK2/8sJGNMoKosco2pybFT3C3NeUJWGi8s2zRIT2V1bUcFXFj1BZxEdK2/LfOhjwgNbPf15b13yqtJQF5qUz8ev87xTfx7Xr9uq5577VjTd21we9Rio0vH12R3AkzcHBwQLiVVtb26idYIeATcEHNW5WkDbsDFf5sY5f/dvh+gTmy7LKSs1fvUlvfjRUdz/QU089+7WGTwnQodRM1dR3juUZrhxmwnOqTFWF23UwpJsK992iisRvVZa1VVnJO7R94xKlxW1VYdYeleXuU3baDoVsXqrkxBAVHAlVSU6oMpO2ayv5TP4i8z+yrOTt2r1lqdLjg1WUtVelnJu6Q3uDlyk1dosKMvc0yHZqT8gyJcRtVl7WbnuPvMO7dXDvGsUdWq+cwzttvtz0ndq3faUSIjcpL2NXo+zAzuVKjNrYKMvL2K3wvasVE71B2Rm+cwtM2WMjNioifLUyU0NUnbFQVeHv6NDym5Sx4QbtXfuIwg8M0rFjMaY+ugbppq9MS8vRhAnLdccdn+i+hz/TpKnL7ab9bT1xcCTNwcHBOv7nF5Vo3fo92ro9Ukfyy43srErLqpSSmaeC0gq3tIZDh4B9QFkUednaYL3efYjuebCXXn75W02YFKC4tMzGvVSvFRyvK1ZeZpAOBD+usohHVJk2VvmZ25QUu1k7ti5QVspGFeeGKD97h5Lityp4ywJDdjZZWV7WDsUb0hWydb6OpG1SSZ6RHdluZJsNcVuorNQtVlaQHaKUhI3avnVh47n5Jl9S3BZzj4U6nLTBELxgI9+hzORt2r55sdLi16nwyDYV5+1QRto2bd64VGnmGoXZhviZ81nmY+vGRXYJEM4tzNmu9KStCjHkkKU7yMf1jqQFa9e2ACXGrFZ+xiZVJI9Wya77FB1wq3K3/psSQh4395+pH8+2j7mwvcDC2wcOJujtbmN15z299Na7I7R89W7bPtsSjqQ5ODjohBkYww8lqtfnE/Tld/O142CKM2c6dDjYRSArK19LA7fp1Q8G6Y67P9Vzz/fXxIkBSkk5fA1OFM6quixOyRGDFLbpVmXvfkbZEX2VeHCkDob8oH2b+ystfJgyY0YY2Wjt3z5WOzcNVEqDLOHgGIWGjNXuLQOU6uULH6V9O0crZO0gpYQNt7KU8BGK2DlcOzd823hu0sFROhAySrvXDzD5fLL0yFE6tGuUtgb2V+K+oTocbWQxoxRzYLQ2rBqixAMmH7KoEYoNHa5NK7831/Gdmxrxg6J2/6DNq5D57psRNVJxe0Zq87KBig8dqsyIocrY876S1t2ohHU3K23DL5W1t5vKDaEzHU5DnXQNoE0rLa/WnMAdeuqFgbrj/t7q9+18pR8pNMfa7lkcSXNwuE5BJ4O2jN8TJ0/qYEyC+vabYvd63GlIGnIHh44Ck4LColItXrJFL73k8/V56KF+mjx5uVJTM6/N9vjjcVUUbjTE6HVtD3hSuwIe0p7ARxQS8Jw2LXlVIcue1c7Ap7V7+dMKDnhR65e8oc2BL2lH4DNWtm3ZS1q3+E1tCXihMV/I8he0IeANbVz8qnYEkO8pk/85bV32srYsMecGkO8pc+0XtHHR69q65IVG2c6AZ7Vt8UvavOBl7Vjmk+1Y8Zy2BL6itQvfNOc8o11Gtmv5M9bxf8Pi143sae0KNOdyjyUva8NCI1tq8hnZrsBnFbzkRW2c+5q2N8iClz1vyvK8ErfdplBz35yoGTrNshtdEHbni8Ji9fx6iu66/zO99PpQLVoTaie9bTXJdSTNweE6BB1IVVWVSkpK7C8DIGr6zKwc5eYVqrbuWvH5cegKoD2yk8WC5Zv0yjvf67bbPtYDD3yuGTM2KCMj367Rd22iRmfr9uv4kcEqO/CEinb9o8rD71Bl3DsqjOurlL0fK+PApyqM7a2ypH5WlrbvI2UePF+WEmpkYZ+qKM4nK4r/wuTpaWVevmIr66W00G7Kj+nlyxf3hTL2f6rUvR8Z2WdG9oVKEvoqJ6KXUkO7Ky+afF+oOOELZUd+rpQ952Slif1UcKifEne+p+yITxrO7afcqC+UsONDI+vpy2fOzY/po+Td3ZQT2dPk6aWsg+8aYmhIXFAvFWTuNjPGjtkHs61Bu2Xz/gWrtunlNwfr7vt769N+M5VfUmkIXNtofR1Jc3C4zsD8Dsfsmcs26PPvZ2jK/E0qrjpmF2tkWQ02Lm+rWaCDw6VAW2MngYVrd+itbj/onvt76oUXBmru3HU6fLjAkLdreakXQz5PFas+P1jJGz5U+e5fqDq+tyqOBCk7faN2bZujtPi1KjyyVaV5wcoxst3b5hrZGisryWVrpw1GNk+Hk9epKGeblR0xsj3Bc5Se4Du3xJ67Sft2LlDyoVXKz9xsr5ebsUn7dy5UYvQq5R32yfgN27NEcREr7Dk23+FNRsZ2VCvtOV6+8NClDfk2WhnXjT4QoEPhgTqStsHKCsz946OCFGHyUsbKzNkqjv5AO9Y9qOTYcTpalWLqoetqSWm/6Vm5+mbQHN1+b089/fy3WrnpoCqqahpyXBkcSetkwOeioqJa2dlFJhWrtta3NpWDQ1vBkrTTpzVpzgp92Husxk4NUklltWlnjpg5dCzo28orjyp41yG99fFo3fXg53rh5YGaNGW56f/yrY/atY5TJ8pVnr1JCWue0dHQ+3U0eYyKDu9QcnywQrYuVVZKiEqy96ooe59SE3cpePNiZSYHG9keQ8D2KiVhu4I3mfpK3aHSnL2GFO1Rkjl364ZlNsqTcwuzTL747dq2ZbkyEoNVbPIUGXlaUoi2bwtQRsI2FWXtNgRvrzLTdmjb5kAlx2xRwWGiNvfqSMp2bdmwXKmxW335zH0OJ+/Qpk0rlBrXcK6RZZp8ISGBSondosJM37nZGbu0a8dqxYZvUK65dnnaNOWHP689O15QSfFG845LG2qi6wIrRMCq7Xr1zUG6+97P1Pub2UpOzWmT9utIWicD+yAeOBBnZpEbNH/+JmVmZrtV3R2uGGjJamrrVVV9TMdNh8Jk4MDBQ1q9Zof27Y+1Mqc9c+hI0N6qqmq0Z1+CPu09VXfc3UsPP/21ho9bqsTk9Otkcvqjjh1NUVbiD0rd8HNV73tIVYd6KytqnCJ2j1NYyEDlH/pBZQmjlB01STF7pig8uJ/yY4b7ZNHjFb13osI2f6/86IZ8rFO2Z7RCNw7yk401svHauWmIcqNHWlluzBjFhY5S6NYByoseYWUFcWOVFD5O29Z9pyMRw1UaP1IlcWN0+MAYbVs+WEfCR1hZoZElHRyn9UHDdCTSd73C2NFKOTBS29Z/a8rqu29R/BilRozVlnVDdDhsuLnWSBVEfKzU3Q/qUPjXqj1GgFLXH99oy4lJhzXih0W6445P9ejjX2nj5gMqr6huyHH5cCStk6GqqlrTpq3UY4/11ZNPfqU9ew7o2LG2UZs6XL84Wlev6Lg07dwdaYh/niVpJDRq117EnENXABOD8Ig0ffv9Yt18+8e67Z4e6jdskUJj0rvwNk+txSmVFe0wZOnXSth4o44E36jc7bfq0KbHtX31q0rccp+OhNxpZHcodv0T2hX4mjKC71R2yB0Nsse1a/mrSt96d6MsedMDOhj0lA5tflhZIXdZWcKWR7R77cs6uPYJZQbfbWUpmx9Q+Nonzb0eVFawL1/ylge1b+1zhuA9rcMN+Q5vvk+xKx/XwWVPKtPcB1la8AMK2/isgle8aO59ry/ftnt0aMMjCl3zpPnbly99232K3PCktq15yfzty5ey5W5Fb31ZpRlLdPp4eUM9dH2wxuSaNbv10ENf2KCXEWOWKDk1u+Ho5cORtE4GR9Ic2gOxyVn6dugCvfbmUM2YsU51db7Zq9OeOVwNoCVLTD6skaOX6IEHeuvm2z5S96/HaE9ErGqvmYVqW4JjOlG2WaWRvZQS8qVSg78y6Wslb+uvxG0DlBL8jf2/UbZ1oJH5/j8nOz9fyrZv7C4Ayf6yYN/1kKc2yDnH5jP5z+VDdn6+VHM8eWt/JZl0/rkDmtzb5DPnNb3HT55l1wBlHpqi43V5ph1cO/6G9KXRMWn6vM8U3XhTN734xvfaEhJ+xUEvjqR1MjiS5tAeyMwt1eyFm+1mwCEhYXbBUAeHqwEIWmZ+vkZPD9DTL32ju+/uqbfeHqydoZGqMP3f9TVxOK2zJ0t0qjpRNWVpqim9DlJ5uuqO5jQQtGvrXecXlmhhwGbdde+nuvehzzR1TpDyiosbjl4eHEnrZHAkzaEtwLpnxeWVSs0p0vETJ1R9rF5JqdmKjE5WoelIXDCKw9UA7e5YTY1mLt2gF97+Tnc91EtvvTdcQUHbVWmDV1y7dOi6qKuvV8ShJL3wxne6455P9dlXk7Q77FDD0cuDI2mdDI6kObQFjhQUaU3IAU2cv0kZR/Ibt9LxkoNDR4N2d7SmVgejEvTKu0N0x7299NKbQzRj0UYdPXrUETSHLg/aeEFRmQb+MF/3P9xbT738jeYs23RFbduRtE4GR9Ic2gLBB2PV7ZspevzZAVq3LVzllW5zdIerC9bfS0zJUt9B03XXvT31wGNfauTEIB3OL2vI4eDQ9XGstk5bd4fpuVcG6pYHPta3o+YZWW3D0dbDkbROBkfSHNoCKVkFmhO4U98MC1ByZo7q3TIuDlcRaBhycgo0b/563X3PZ7rl9h4a8N0shUUk2K11HByuFRw/eUpJ2dl6r+do3XbvJ+r22TgdSE7W2cu0YDiS1sngSJrD5YBlNOrqj6u8vEonTpxUTd1x5RVVKO1woY2Wc6Ykh6uJ8upqrVy3U2/8erBuvuUjvf7xUG0I2a+KyitfR8rBoTOBNSmra2o0aNwCPfRkX734+ndaGLTFbh91Oa4mjqR1MlRUVWnS1BV6+LE+euqpr7RvX5hqzAt3cLgQIGBEFa3ZtEsTJ6/SoUPpqq3tmnvhOVx7wMy568Ah9ek/TXfd96keeaS3FqzYrOyCYjugXSlo/3Fxcdq9e7dCQkIumXJyWAm+faObjx07ZiZM5a7vvk5Bm1yyLlivvD1Y9z/WW1+NmGmIW+1lTZYdSetkKC2v0ugJgbrvod56+umvFR0dq7q6uoajDg4/BVq0hOQMDRgyVU8985XWrw9VRcXRhqMODlcPDEpZeQUaPn6JHn32Sz30SB8NHDhT2dkFbbZpOvvNjh07Vr/+9a/1wgsvXDJt2LCh3cgTmpLU1FQFBQVp3Tr2Hj3ccKRzgndQVlamXbt2adOmTT9JW7Zs0d69e5WSkmLr+XI0QYB2UFBQoPDwcG3bts1el3sWFRXZRWA5dvDgwcZ77t+/X7m5uQ1ntw3YuSc/P9/e/9ChQ6qsrGw4cmkQ2JKQkGDLlp2drePHL72WX1hssj7pPUk33fWxXu02VAXFpZdl2nckrZOhqKhKw4cH6q67Ptdzzw3QkSM59uNwcLgQ6ADz8ooUGLhFAwZMVUREkiH219OCoA6dEQzodWYwm7d6i55/61vdfn8Pdf9srBITc8yA2XaaLAbM119/XX/1V3+l//N//o/+9//+3/pf/+t/6X/+z/9pE38j99KUKVNaNUC3BpCer776Sv/2b/9mCeG+ffsajnROQD527Nihf//3f7f11DT9v//3//Tzn/9cn332mbKysi5ri0L6J4jYnDlz9NBDD+mP//iP9Ud/9Ef6r//6L0tkk5KStGDBAt199932/fzBH/yBHnjgAS1cuLDhCm0DCNqsWbP0J3/yJ/rggw8sYWwp4uPj1adPH/3+7/++nRBQF5cirAVFFfp2yGLddNsnevrpb0y7T7fbPrYWjqR1MviTtOefH+hImsMFQefHoMAvG/lWVx9TcXGZ7QjcZukOVxv1hjwlph/Wex+P1F339dSb7w1V4JoQS9AuVyPTHOgfhw4dqpdeekmPPvqo7rvvPv3Lv/yLfvu3f1u/+7u/awkIci+tXr3amiPbA5TlwQcftPd95plnugRJ2759u62v//E//sdPEiT3t37rt/R3f/d3+vTTT61msLXbyEGi09LSdP/991vSB5mGhEGs0dIFBARYQvt//+//1Z/92Z+Zse8ue6/Nmzc3XKFtsGfPHvtOIFqQNbR3LQXaxuXLl1tyCZlcs2bNJTXBx2pqNWPWGj3+xBem3X2htWt3mMlB6y0cjqR1MjQladnZuY6kOfwEx4+f1N79sVq4aIt2745WRYVvIVA60LYcAB0cLge0wbz8Yo2fslQPPdpHjzz2hUaPD7Cmz7Zun7R7yENMTIwiIyOtyeyTTz6xA+rf/u3fqm/fvlbupeLiYjvA8q1UVVVZojBt2jR9//33GjFihJYtW2Y1JZAL8h05ckSTJ0/W4MGDramUwR3NEPcbM2aM1azs3LnTmgTRov3N3/yNfvM3f9MSn3feeUeDBg1SSUmJPZe/x48fb7VHnsksOjpaw4YN08CBAxUaGmq1fJgBN27cqP79+9vrL1682BKLSZMm2fug0aIMiYmJluRQ9u+++87mwWwI+WoJ/Enab/zGb+iOO+6wdUAaPny4unXrpl/96ldWO/mzn/3Mkk7KXV9fr8LCQmVmZtpn854FXz/+p86oJ/9nQbvIPe655x6rOeM9YUKkPm699VZL0iBoEyZMsKbQvLw8e03eL/59+BJ61+XZkXvgvtyH45SLMqA5w2RKXkgW7/jv//7v9Ytf/MI+s2fy9toB9+O9kziPczzfRZ43LCxMt99+u32/vK9LkTzG7ZVBO/T6m4MNQe1t2kqAKVNpq9u/I2mdDI6kObQE1cfqNH7eer3ffYymTl1jOpbChiMODlcfR2vrtCM0Wi+81F+33vmxPvl8vEJ2RehEOzvsAwbnH374QX/+53+uf/7nf7bEpikgXwzKkIU333zTDr4M3hASNGHffvutIiIi7AAPAfzmm29000036b333rM+TZCBAQMG6Oabb9a7775rCRgEBq3d7/zO71gNFFqjf/zHf7R5uAYEDdMh1w8ODm4kCatWrdINN9xgSdDs2bNtuZKTkzVkyBD9wz/8g/77v/9bjzzyiNUCUlaOVVRU2Gt8+eWXVitF2Ul33nmnunfvrhUrVtjr+xOZ5uBP0iCW+PXxbCTICsfef/99S64gUfyPjzRlgEx99NFHmjt3riVrAGLD/5gGIV9bt261flwvvvii/vAP/9Bq5/71X/9VPXr0sMSXazz//PP6i7/4C0sEKQcaNogn9QB5ggBDhrkmGravv/7a1hN16pFD7jtz5kybh3oeOXKkfT+QV0yVvBvuCXFHawe5pQ1QRwSdUA7qEnJPPq4DSSUYpbS01OblGakL2hXvAXJ/MVD32/dH6eO+E8x43lO9Ppuk1LRsnW6lJtKRtE4GR9IcWoKjtfWatXKnvho4x8yyg80ss7ThiIPD1QURm/FmMBo+IdAQm+566PEvNH/JRuUVXtkehi1FS0gaJGf9+vXWdAVBQIMEkXjyySctUYAwMUhjpkOLs3LlSkvg/vM//9Nqt/gfUoQZEFKAZoyBH4Lxp3/6p5bUoHGBWOH/RJnw6/q93/s9S+TWrl3bqO2CKHIOPmBozSBIEIfevXtbUoOf1o033qjXXnvNkg/Kg+M7hAXCwzNSdsy95KP8EB9I5qWCzpqSNMgHmjoSRAxCSvkpA+U+cOCA1eIRJYt/GeV74403rBxA7KgDyBDmTZ5n3rx5lqxifiY/PmcQXsgkpId6hdhyf45R92iqKD/+clyPuuY5KSfPzDmQQII00IRxX8gXRPCv//qv7XEIK/UCQZs/f74tL+8ajSPvA+JFPUPIuS5l9K7/T//0T/ZvtJtoTNGoQQQhcxBnSD0+dpeKEj6UnqHvRs3Tbbf10CtvfK+IqGS7+0tr4EhaJ4MjaQ4XAmpyZmGnTp8xHdNZM8usNx16oV0b7VIzZgeHjsKxmjotXblLjz03ULfe+rG++GKmXRamtb5Ml4uWkDQGZ8ygkCk0VZgT0dwwIPfs2dM6t+PbhumT/hdtCqTC02w9++yzlrg89dRTluR4fTS/mOzQCj399NPn+aRdLkmD8OBzBxEB1CPBD5SD8lBenhkz38SJE3XLLbdYogL5QHYx+JM0tH848/fq1csmtEqPPfaYJaJ/+Zd/abVLlIH7t5SkYX7FQR8tFQSJ/LfddpstPySZekAbB0FCUwf5gfSiPUMDR51Trl/+8pdWw4VmjOujpYRIoVHDv9CfpPFeIN2eGZo6GDVqlDW3cg7+ZJhh0ZJC3ng2ygWhhoBT1x9++KEtC8+MCRpzJ1o3NGtoQ6l3CByavouhuLjE1MFq3XTzR7r/8X7avueQjta0bnkkR9I6GRxJc7gQWAwxM69Yiek5psOotUTttCFsjqA5dBbQFsPC4s2gPE233vaxGeT7mAE9/LIcpi8XLSFpEICHH37Yam8gY/ibQZZmzJhhSOUXNgKQwRuTI5ojtC74STGQExSA8znHlyxZYn2hPD+jtiZpEBQ0S0uXLm3UilEWNFDcH+IBmSISkoSWCO0gJAbfr4yMDHvOheBP0iAqBAlwrpcgPGi50HxBeKqrq+2ztpSkQXI5h3qgrOR/++23rTYQ4kOCaEHcIMb48KGVhBSjgfPO4b1g3kQDim8Y5Jh3BInDz9CfpP3Hf/yH1YKi+cIcyi91yTGuB2mEoPHsmFw9Dd/HH39snwtfM+4PaaecXIN2TTtIT0+3pmneo6chvZiPGUFcgYE79KsbP9SNd3XX+q0HVFnduqAVR9I6GRxJc7gQUg5nafLMIH3z7Vxt3nzQdBquXTh0HjBYlVRUasK0lXry2a/14CO9NWjMbGXnFojo445CS0gaEZ4QD0gQgz0mLrRIaEkgRQzcEC0Gd2+QxvSJOdAjL5ABCI5HtkB7kDTuQ35vMgZJe+6556xpkLKg1aHsJMgWZIfyowGD8FwMTUka0ZX40HkJDRZmW+qSyEiPqLWUpAUGBlpyiYaS5yA/BNPzJQOLFi2ypklvaQzWIYMk4YeGdo1zINT4/kHKMPvyXqnjxx9/3NaNP0mDpEJYPc0tQQRcl/qlDLxH7k/ClxAy6wV6PPHEE5b0cm+eEaLmLTtCvXMt6oVrvfLKK/a+FyNptPs1mw7q5gf66Fc3fahlgcEqKi5vONoyOJLWyeBImsOFkGxI2oiJS/VJn4nasHGvI2kOnQos1Lnz4CF9+OlY3XHfZ3rj/ZEKjYxRbV39RQeytkZLSBrrc2HOwtwJQUMzgxbHP+FED4Gg/2WgJkIRTRqEimUkMCliXsSh3CNQLSFpaHNY7Bayw8CPJgmCciGSBnGETHjgnJdfftmSMZ4RTWDTskNoIBuQjIvBn6RRFzwf2i8vEQSA7xtlpuxo6vBXuxBJoy4gUVdK0tBO4pdGmTiHqEzILdegLPyPJpH3RpCEP0mjXMg8EM1LnXAdfArJy3vinVFeNHYQS7R5XJv2AIHnerwP3gW+Z5A+zKSYk7kWx9HuXaxtc07w7mg9/vJA3XBDN02ZtkaZrQzyciStk8GRNIcLoazqqLbtiVLgmp1KTz/SOFN0cLjaYMCrPnpMY6Yu1+NPf60Hn/hGg8cQYVjXSGA6Ci0haayZBdFBg4LmBR8pfI8gG0Qkop2BvDAIY5LjF58oSAL+TmhRIASQGrRynm+SP0lDK4PmCRkDOf5NnIP/FWY2fKUgZPhgQYBaStL47jHJch0Ixeeff24jDTED4mhPXtYYw6zX2sABiB2ExEsQSYIk7r33XlsWghMgnv4kjXqk7iCPBBvgr4eWry01aUS3cgz/O0gj74Kyjh492r4zf5KG1o0ye0D7BWmF8EHSIGaedoxn5F6UnzZAXRJsAEmjPghYQNNJPfmTNI7x3JfSpBFEcyAsXu93H64bb+ym70cuVXxKdsPRlsGRtE4GR9Ic/MFHTjQQOwg4UubQWXHctNGUlEy9994I3Xl3T33wyQRt3RPboRo0Dy0haQzUOJNjLkQjw3INOIWzxhjaI7Q4EDUIAz5KOMBDiIgaHDdunCVFDNZo1SANRCJCRumrISf4cUH+0NJgXoMU4PeGCRItE9GXEB20aJjs8AVrKUnjPpAQ7oN5Eud+luOACCEn6hEfLpaegGBeDE1Jmn90Jwl/L4gQZaAsr776qt2yCTJIuSFQkCKc8dHaEQ3qrXl2JSSNckGOqHPOgbBBACHD+IlRR7xn/odoXYyk4ZOGvxnvhDIQEcr9aZv8cpzzIc08A2QXnzbqA7MxgQQQPX9zJ36JaFpZT+1ibZx3FROTor59J1qS1mvoDIUnpjUcbRkcSetkcCTNwR9F5ZXavCdcq9fsMZ1SiSNqDp0SxcVVhpCgXflCdzz4iUZNXKrSsoqGox2LlpA0yAuDMdoQSBOBABAezuF/BnuIFCY/iAfkjOOsl8ZSG2hfcObHBAfBQRsGeYAwsJaat+4XJlE0TpAATKyY5yBkEAaux/n4lJG3pSQNUgChgDyg6cE/jmtxT4gOZlD80yChkIqLwZ+kQYYgH5BWL1EfaMUoM8krHwvwEpXJOdQddYWWC+JGedBaXQlJo5/j/VCX1AFaQwIOqGfqhfz45U2dOtWS4IuRNLSBRG3yPLQHtJtEhDKucg+0kmhHMduSjwWJIb48A/dl/TWuQZvhOahb6gXzNfV7MZLGsbi4dH399TRD0rqrV39D0g45ktalkV9UrkHDF+v2u3pakpaXh9Nt+y8A6dA5cSghQx/3m6B3Phih4D0Rqmqn7WwcHC4XaBhiE9L1609G6bY7PtG7Hw7Xxi0+89fVAJoRyAFaH8xcaHmaAg0HWhgGada+ghxAoDBR4p+E1sszGXrbFuG0jgaJyED6ZMggyzB4+WNjY+11MZ3hu4VpEPLSr18/62OFbxRlwVQHmcF3i3uz9hn5kLGwLfnQ9KENw5zKqv+U0x/cH40QJJKlRDAxQiww1WFWRQuF5smfDDWHpiStueRtrQUpi4qKalzBH00jWjNIGsEFaA4ph7fu2ZWQNEAkJ2WjfiGqLJ8BySKwA/JE/eLbBzm+GElDi0ldYsJEk4n2EpINEYTgoRklYpNre9eHOFNeSCHvlfqmvbA1FHUFOUa7dylzMiQtMTHTtIc55v7d9VHvGToQ6Uhal0ZOXon6fzdXN936kfngvjMNsNJpT65jpB3O0Q8TFmvA9zMUFpWgmkt0Cg4OHY3isnK7J+c9j/bSXXd/aga9pYZA+Nb0uhqAALD0BBowSBWEpzkwgDL4YrLCzMmyHGxVhNmT89G2QBQYpNFkYeZjcPc0J/TLLCqLqRFixnUAAzfaNggG/m2ebxjncT6mUYIQWNIDQsK9yIcM3zfyQp64BvclH8StKbg/BAWtm3c+96S83AfCeClQV5A9yAg+Xk0TplxIJtpIb7spngMCjhkYMojmCWKIWRTtItottFMEVUDq0FhRN2j+uCbLlvgrHiCgECWuw/nUOfCINJovb0cAtHVo0iDFBAdQX1yLeoB8UVZ8yyCFHrgO7witKRpH/M7QBvIcPA9aQXwE0ZJ6a8SxqwHPQd3SDsiL9hLyDSGFUOOLeKmxmfOSk4+YZ19oSdo7vcZrd3hiw9GWwZG0ToasI0X68quZ+tUNH5qZwvdm1lJvGlnH+3U4XF3wcZPYpDc5NcN0dvGqrPTtz+ng0FlAG42ITVW/72eaiWV3PffyAG3cvM8Mfk7j2xVAfwJRg4BApJpLHIMsNe17+B+tGsfRKkKuPC0b/2MK9MgpRM27B/mQeeAcSKh3jaYaWO7D/b3zycc90JB51+Gcpvf1B0QdrSfaOszPEDPPjQiiBVlD24lPGom/WbzWI2FcHx89NJWYOiFy7Dt6KVC+1NQcjRixxJK013oN047wcwSyJXAkrZMhK8uQtC8NSfvVh4b5DzKNzefg6HD9gNddW3vcdBL1piNypm6HzgsWWA5YvVcPPD1At9z2sfoNna2EVJ+WwsGhswBtG6ZhzJmYStntAOLXUkDY0GgSHYrZFfMpskuB7yAtLVcjRy5rIGlDHUnr6nAk7foGr/rkyTPaui1ay5fvUni4byNgB4fOiIyCAg0bt1Q3395DDzzxhdYH71dZZXXDUQeHzgHGUC/YAX85TLMXMoM3B0y7mFPxz3vrrbesebslVg3um5SUpSFD5jeQtHGGpF1aA+cPR9I6GRxJu76Babu6pk79f1is17uN0qQZa3XU/O/agENnA4NUyL5Ifdx7vO66q6c+MO01JS1bJ1w0ukMnBKZUfPYIXEATdqkts/yBmZX9XVkUF98/fP5aAvrthITDGjhwlo3u/KjXVO0PT2042jI4ktbJ4Eja9Q3ede3xE5q/PFgjJqzQ6g0HVWf+d23AoTOB1lh/4oSmLV6np17pr0ce66fRkwNUWl7l2qpDpwT+ZSxGSwAIwRVegEJLwBIcBHKwPh6+by21bvAtxMam6euvp/qW4Ph6hsJjXHRnl4YjaQ5o0woKS2wQSUmpL7LIwaEz4axpkwVl5fpy6Czd9sCnevHV77Vlb7hq6y++5IODw/UEtM3R0cnq3XucXcz2c/O9RCSmNxxtGRxJ62RwJO36xZkzRFqdUn39Cfu3g0NnxekzZxQWl6T3Phqlm+/4WN0+Gav8AlZld8sFOTh4gKQdPBirDz4YYknaVyPmKya55b5wwJG0TgZH0q5P8I6Li6sVEhKvNWt2qbCwZescOThcDbBV2bTl6/T0y/316BNfaMSYxaqp7fh9Oh0cOjMwsW7fEamnn/vabrA+acpqHc4saDjaMjiS1sngSNr1CULEo6JS1KfPdP3618MVui/Grh/k4NDZwMDDlk/9B83Ug4/01hvvDtPyDbus3MHB4RxOnjylNRv26rZ7e9gxfenSEBUVlTccbRkcSetkcCTt+gQDXGpqriZNXquBQ+fbbXZYrNHBobOhvv64EpIy9Oavh+i2O3roi6+mKz61dSYcB4frASzqvHjpFt1wa3fdfE8vrdsSpoqqS6+v5g9H0joZHEm7flFbe1IZh0sVnZypo7X1DVIHh86Fiqqj2rAtVA890Ve33/OJxk9aoZoap/V1cGiK/PwiTZu2Sjfd8pHuf+Yrbd8X1+q+3ZG0TobMzEL162dI2g2GpL3iSNr1AN4vId2oxp3JyKGzI6+wRONnBuje+z7TM6/2V8CaHa6PcnBoBomJhzV06ALddtvHevWNgYqISjhvc/mWwJG0ToaUlCPq02eqbrytu17/cJgjadcBMGump2crOjpJRUXFzvnaodOCvijlcI4+/Gasbr/rE/X4ZIx27op0fZSDQxPwTWzfHqUePcbrzrs+VY/PxyolNavVO8g4ktbJEBubql69Jur2O3uqe49Jqq8/6TrAaxwpR45owvTl+uzLiVoYtFHHT7gV2x06J9hNICwqUS+++Z1uv6OHBg1aYPqslq/c7uBwveD48RMKDAzWK698p/se/FwjZi1VblFJq8dzR9I6GdCm9OxpmPedn+nTT6fbdbMcSbu2kZaXp/HTV6pnv0lavC7Ebavj0GlRWV2jTdvC9PBjX5g+6hNNn75aOTmFDUcdHBw8VB2t0cSpK/XAI7316OP9tCZkt/l+jjYcbTkcSetkcCTt+kN1XZ0ORCRqw5aDSszIlVvI1qGzoqCkQouWb9dtd3+qe+7tpZUrQ1RVVdVw1MHBwUNOXpEGDJ6rW+7uoedeGaik5HTVt9IfDTiS1sngSNq1D94nK7OfPHlap06ftn8TMIAvmnvXDp0ZR3KLNH3eWt1wSzc98FBvBYdEtNrHxsHhesDBsEPq8clY3XpvD73TZ6TKqqovKzDMkbROBkfSrn3U1tYrO7tIkdEZOpRyRJlHclVcXKyjR4/aRW0dHDorUlOzNXrMUt14Uzc98co32nswvuGIg4MD8E3CT2vawtV69qX+euzxLzRi1ELV1l3ejhyOpHUyOJJ27aOs4qg2bovUx59NU/dek9Tni8kaMGCmDdUeOzZQs2dv1JEjhU5D4XDVQd/D0jAREakKCtqvsZNW6b0eo3Tjjd31zAvfaVlAiA4fzlVV1THXTzk4GLCvbWl5ub75foYeeOhzvfHGMK1Zu9dMwE9f1jfiSFongyNp1z6O1tRpc3CEXnhtsG6/61PdedcnuvfeXnrwwd565pkBGjRoodLT89yaaQ5XHfQ9J06cVHBwmL74YoYhZt/q/kf62H0I77uvjz7sNlpz565TcvJht3SMg4MBfmdRcUl65/1husP07Z/3nmr681zzfVzeOO5IWieDI2nXPiBf8YkZ+vrbmbr11o/t7hKkm2/poSef/U4rVuxRaWl1Q24Hh6sL2mtcXLI++mis1aB57ZV0+9099O2gWYakZbh+ysHBoKL6mOau3KTHn/lS9z70ucZMCLyiLf4cSetkcCTt+kBxeaWWb9ipu+/pqRtuMAOeSfc93E+ff7tYhUXVOn3aaSUcOgfof1glfdiwJbrnns8bCRratJff+lZB63e5PsrBwQBt2ZH8Yr03cKzueqCn3nx/mII27Wk4enlwJK2TwZG06wMsWBufkqFn3/hat9z+kW667SO9//EYhYYn2KhPB4fOBEyZ67fu1bvdR9gJBROL22//RFOnrdWRI0Wuj3JwMKg8Wqttu6P10JP9rJZ50Mh5ik+7ssWeHUnrZHAk7foAg15RcbkGD1ughx7uq+dfG6jpC9eovLJaZ937duiESM3I0rAfFui22z/Wzbd+pI97jtb+A/F2VxSHdsaPZ6S6FKlwgZQ96vpLBXOkmnjTcXbutpaekadRYwN1q5nAPPLUl1q6IlhVR481HL08OJLWCVBbd0KZZja6e0+CZszbrFfeGKpb7/hEr749QtuCYxQenqKionLnSH6NgaU4tm4N0zvdftB3ZsYVlZDi3rFDp8WxmhotWxGiZ14eoEef6KdlK7eqoKjUTSI7AmdPSGXrpcSnpEM/N+kGk246Lx3b/4BORtx5nqz2wP06YWQ/xtzcKOPv+oP3qD7s7kbZ6ahb7f8nwu9qlJHqD95r5PecJzsddZuOm3wkfzn3rjFluJTsVOTtqjPX5de/XGeib1V16MM6Y65/Lj/PaZ434RGpZIV0+soIT3uCnWJ27IrWG28O0w03ddcnfSdpf3jiFffpjqR1AlRUHdOOvbH67POZevGtkbrr/j668dbuuufRz/VBt4kaN36FYmPT3Bpa1xhYxDY/v0QT5wZp444DqqmtazjicDmALLgIw/YD9Rsakaivh89Tny9nKO1wjtvCrKNwpl4qmi9F/YtJv2tIy+1S0qNS8uM2/Zj0uDK3vaSqsGfOk2Vvf1EVB5/RmcQnGuVnEp5QwZ7nVRz6XKOsPuZJFe19TuUHnm2UkchXaJK/rDb6KZXuf1ZlJvnLK829M4NfuqSsJupp5e963vw+pbN+5Tp+6CklbXhF9ebXJ3vMPKchglG/Z9LfSfnTpJMVDRXS+ZBbWKIZc9bprrt76fa7emrWwk3KzituOHr5cCStE6D2+HEdjE7SU8/01y1+0X74ftx4czeNHLlAycmZbsZ6jQEn0/r64zqUlKacAufXcyVgTblaQ3LZooi/XV22D9KyCrVyU5hWbTioYzWGODh0DBpJ2n9I0T+T8hZK5WFSVYxNP1bG6ODOIBWk7jpPFh26TnnJO3W6LKpRfqo0SsmRm5Ues7VRVp17QGnRW5STuL1RRiJfikn+ssrsfcqKDzYp5Dx5fspOhe9afUlZWeZeJYRtVHlW6HnlOpZ3QCEblumo+bWySnOscIXvmaP+uVOTNLRlIXuj1aPPRN16Rw89/9p3Cg1PVE1d67eBagpH0joBGFAKC8s1bNhiPfBgn0aSdvMt3fXIM59rx55IHT1W05Db4VoA77ympk579x7SosVbFB6RohMnXMDA5aKoqEh79uxVYOAK5ebm27W9HNoWkN/ouAzNXRKslev22QVsneayg9BI0n5uSNp/GgKzVzp11Mz0Ttn045kTOnhgnwrycvxkJxUdFaG83CM6fdKcb+UndepEnZKT4pWeltwoq64qV1pqknKyMxtkvkS+lKSE82SV5SXKOpyurMz08+T55j7hYYZgNZUd3H+erKy0UAnxsSovLfIr1ykdq65QSPA2Ha0u98l45qOGqEXdYNK/dmqSxvg8bupK3f3w57rvgc80bNJ8M/EubpPJoiNpnQS1tce1b1+C3n77B912Ww9L0u41L3vwhDnKzMm3qxg7XBtgYCsrq9SBA3GGVGzW4sVBWrlyq8LCklRXd8JpgVqJ3Nw87d69R8uXr1BAQKBWr16jjIzDdtkIh7YBBC0mJl1Bq3do4eLVWrJ0nbbviDTkuMIRtY7AeSTNpKqDRnaufdNnHDx4UAUFBQ0Snyw6Olp5eXn2/XnAbSY5OVnp6YZkNaC6ulppaWnKyTEkzw/kS0lJafjPh8rKSmVlZdnkj/z8fIWHhzf850NzsrKyMiUkJKi8vPy8ch07dkwhISF2ezwLgiVq4swz39SpSZrVou2LUree43T7Pb30+rsjdTAmSTV15p21ARxJ6yTgRVdUHNWgEcv08GNf6ebbuuulN7/VvuhDOlZb25DLoauDAa2kpMJ0XAlasWKLIWlrtGrVai1dusoStcjIFNXU1LuBrwXgmykoKLQEbdWqIEvSVq82BGLJEm3dGmwHobo65+d3JWCgP378hBITs7RmzU7TTteYdhtk2m2Q+XuD9u6NMe+gzLXX9kYDSfsx8uc6GfFLVeUEq7y0wBIdEsRnx44dllT5y/bu3aukpCTT55Q0ytknOCIiwhI4T5adna2oqKhG8uQlCBZ5/WWQs9jYWMXFxZ0n5z47d+68pCwjI8MSysOHD59XLgjihg0bbFmsrMwcy92vitC7dSr8H/RjWjepYKFUHHQulW2WatH0XR3NOX7FJWbCPWjMUj385Fd66ukBGj95jSqra0z/1DbfhCNpnQh0iEFbIvR+j4l68sVv9O2oOaoxBM11gNcGeL9lZVWm44s3pGKbli1brXXr1mv9+vVW+7Ns2Soz8G00nV+GmU3y3p1G7UJgP8mSklIzAOw2pGGlSStMXa6zdblmzRpTj8sMUdtmBwRIBnXv0DrQ/pgwpKfnmAnEdgUErFFQ0Bpbz6SAgFWmzW60JvvS0irXT7UnGkja2chfqDbsv5WTuFaH05Js+yYxIdm4caMlVf6yrVvR0IdZLZknT01NtcRpz549jTII1+7du3XgwIFGGYl8JH/ZoUOHtG/fPpv85dxn06ZNl5RBDiGUMTExtiyePD4+3rSzlbYsVpaepsMJwcoKfkT1B/9MP0b/uxR7r0kPNqT7pMTnfRq2U5UNFdVxoE+pPlar4L2RevHNYVaL9ulnk6zrSlsRNOBIWidDbmG5Zi7cpmETArUzLMp1fNcIeI84tu/bF2s1aAEBqy2h8E8+orZCc+asNjPaTDtAOm7xU2AiKS4uMYNMqBYvXmw7do+gnavL1aaOA8zfG3TkSLYhdScdUWsFqKu6uuNmcM819RisJUtWWYLmX8fUORMLiNrOnTFmYtF22gOHJvAjacfD/0tF6ZuUl5NpTZmk3NxcS8ggUP4yjwyhnfLk/A3BgpB5MsgS/6NN82Sk0NBQm9dfhrbO07D5y7nPtm3bLilLTExs1PD5lwsiyQSLslhZbo7y0nepYOcDOh72h4ak/Yl06B9M+idfiv5dKepPpcOfSvWFDRXVcThx6pRSMrPVe/Ak65r0+HPfaMrcdaptIzOnB0fSOhno5Gpqj+vosToX3n6NgAGPNdH27IlRYOAmLV++1gxw5wY7/7RmzVpL1BYsWGdmnKk6dcoFE/iDuiRIYO/eUC1cuMiSsaYEzUscwwSKKTQnJ/eK9s+73oCmMikpy2rQFi9eaeqy+TZL3QcGYq5fr5CQKFVWumCCdoGfT9qPJp2p2K8zJ2utyZ/ExAWSBTHzl0G6MCPS9j05vpoQJciQJ8PPDN+zI0eONMpI5CP5yzCjounCXOkv5z6YMS8lw9yKtgxTp3+5iMwODg62ZbGy0yd1pvqQzkTerB8j/15K+1gqCJRKNkrF66T4B0x9GLJ2FUga/VB+YYkWr9iqex/+XLfe1kMDBi5QVPThNm//jqQ5OLQj+GDLy6tNRxWvgIBNWrFinSFizZMKLzGbREOBxo1gghMn2HWi4YLXOXBEJooTE+eqVasuSNBIHIOoYQpdu3adGVQyXTBBC8DgHhubYepsp2mHnomz+TomMbFYsQIT83rt3BltBmEXTNDmuO4DB/5Zyhkj1Zp7EjxwokRKesXI/+2qkLSjdXXavCtMb300TDfd3F1vvDncfAsHzTO0rRYNOJLm4NBOYKA6FySw1QYJXIqgeckjagQTREURTHD8uh74mFnn5xdYgoZmDOLVXL01TT6iRl36fNTS0tIdUbsAGNRZuiQ+/nAjQSOopbl6bZogav4+ai6YoI1x3ZM0/+hOM2NliY7kt4z83zucpNGuI+NS9O0Pc3Xngz111wN9NH3mOlMf5+q+LeFImoNDO4APmSCBsDCcYbeawetckEBLk0fUFi9eb4MJqquvzyASTG/4oBEkgPmypQTNP1GXS5Ys1ZYtWxs0ai6YwB8ECWCST0/PNZOJbVq6dLWCgi5sSm4ukddH1DZY035JSaW9rkMboIGk/Rj5CxvdWZkdrLLifEt4SKWlpdq+fbv18/KXERwAIcJFwJMVFhZah35MoZ4MwhUZGWnNkN75JPJBsvxlmZmZ1veN5C/HLIoP3KVkkEMvQMErFwlTK+2IXysrLVZZzj6V771HJ8L+XSeyJqiuKs+00xrVHqtWXew7OhX+c/2Y0bPDSBp9Bls0Tpu9Wk+/+LXuuqeXun0+RbHxGe3mTuFImoNDGwMixUK1BAksX77FErSmA1pLE+QiIGCF5s5dbTrQw1adfj2RC0LcfQRtlyGrSwzhvbiJ82Jp7Vq0PQGWLLtggnOgDggSSE3NMXW81RC0oJ8ECbQ08W4CA4lSxkct0rTXOrlggjZAA0k7bQha+b6bFLVngUL37LQO+CTIGNpiIin9ZcuXL7dRn0RuevJdu3aZ9xtk+xZPhgaL/1kCw5ORyIfLgL8MvzHvffvLuQ/f16VkBDjgqkBAgX+5KMOCBQvsr5WZ8ofuWKEDQS+qbNfPVRwzWFmpUQ2Rn6nK2vOBqkN/pbPpvTqEpPGdHDdEbM2avXrn3R9025099PIr32tzcJiqqttvsXlH0hwc2hAQtGPHak0nQ5DA5osGCbQ0ecEEaNQIJjh+/FTD3a5tUJeFhQQJ7NWiRYvsgHG5BM1LXjABJASihkbtesfx4yfFOmirVvmCBGhvV9Jm8f8jmGDZsvVmQI+0wQSOqF0h/MydZ6N+oZOle3Wirtpqb0iY8InCJFrSX4YWDC1ZbW1to7ympsZqzNC6eTK0aWi9CAbwZCTysTSGvwzHf0yjJH8599m/f/8lZZhk0cKh0fMvF+ZPCBxaNCs7XqcTFVE6GX6rTh74J5XGDlZ2eoyyMjPtbgdH9hqStq/jSFq9qc+ElHR1/2iU7rz7Ez3z3ABNmrJaFZVHrTtGe6HrkrQf2Uqi0jTebJe6Sjqbb97btbswL6SivLxKvp0EWhYk0NLkmT69YIKTJ6/tqE9mrfigQdAwb14qSKCliWt4RI3lOdiZoL6+7Z19uwrwT0JDu27dLtO+Lh0k0NLkBRMsWbJOu3fH2GACR9SuANe5T9qPkf+sk1kTVF+dr7q6WtXVVKs+9h2djvjPDjF3Hj9xSonpeeo3fK4eeKSPHn6sjwYNm6+klCN2NyBT1e2GrkvSzpSovmytCuL7KjlskEudOKWGf6e82C90Ivc7qS6s4QVeW4Cg4YPjv5NAWxE0L+EA778zAVtIXYs+P8xK2UmAIAG0Z5fjg3ax5BE1zDD4qBFMwEb31xMYwPH18whaQMBaQ4Qvz8R5oUT7DwgIMmmjQkNdMMEVwQUOXLXAAdZDS0zL0YRpa3XfE/10+3091a//NO3ZF2PNn+2NrkvSTmeoKOU77Q/4N+1b38OlTpz2rnlH2xf9h6rCzAdVvrDhBV478DRoEDQIFE7XbaGNaC55GrWFC9fbKLxrLZiAAQQfNLZ6gpy1NUHzT9SlF0yARo3IRga2ax08I3sFEySwfHmIaa9EcbYtQfMS38GyZStN8kV9olG7Huq4zeEFDhiSdjryF6rJ36mjlSWW0JAgWfh3Qbz8ZZgaWQ+toqKiUQ45gryxtZMng0xhgoSUeTISwQXk9ZexFhskC/OovxyShx/cpWQEBrAQLqZZ/3JBMPGp49fKqit1tDBMx/bfqdMRZuy4CiTt9OmzysjK16z5G/XU89/qxlt76M0PftDGbQfsbkAdgS5N0tJjRmrzktet7d2lzptKi7K0bObbKtlvZkTXGEmDINXU1LZJkEBLE+SCYILZs4NE1Oe1EkyABg2CtmPHTrGTACbO5p6/LRPBBEuXLjV1ulY5OXnXfDABz4YfHjsJzJ+/yWpmLzdIoKUJzSVRn0uW4KMWYYNqnEatlWggaWcMQTt64FdKj16hhLhoS5ZI+I3RL+Ae4C8jEADyBiHz5JAxfL/QWnkytF0EBBBU4MlI5MPB31+Gxo6ITbaL8pdDxvieLiUjsnPz5s32179cEDe02/xaWXycEiI3Kmnzk4ao/Vwnj0zSyWNFZjJ1XCfqa3Qi/m2difhPqZ3MnXwrJSVHNW/eRr388kDdfHsPPfD0QK1Zf1ClpdUd1k90cZI2SluWvWUry6XOm6or8xU4+12V7r/5miJpDDRshcNyA8uXt02QQEsTpGLp0hVm4NvQaPrsyqCdeJulE8XZFkECLU2ejxqRo75ggmvX9Im2kC3HVq4MMW1nlXl22mz71zPBBMuX+3Ym2LIlXFVVbmeCVsHTpBmSdiL8v1SWuVXFBTl2CQsSTviQLIiZJyNBunD+R1PmyTB/QpAgZp6MgAH+h8B5MhL5SP4ytHVo10j+cu4D8buUDPMpQQ5o+PzLxdIeEDrKYmWFBSrO3KOS3ffp6J5/Uvqu3jqwG43sHu3ds1v71/VQwc7bdSb9szYnafRH9AOLFm3WG28M0e1399ATr36tOSu3Kr+orEP9K68JkubQuXG0skDLrzGSxgDDOmi+IIHNZtBruyCBlibP9ImJNSwsscFc11DALgTq0luoti2DBFqaPB81livYsGGjGYQyDOmtayjdtQHaBe3D80HDxNlRBM1LTCyWL8fEvNZObHzBBO0XFXdNwc8njejOU6WhOll/1Gp+SURDetGd/jK0UviO0Z49ORGVkDmiO718+InxPwTJy0ciH8lfxnZOmDEha/5yzJiYVy8lg1B60Z3+5fKiO/m1suP1OlkRbaM7T4f9s2pSR6m8MF1lpaUqKylUecS7qj/4yzYPHMBPrqio1PTrW/X220N1zz299MLLAzV5ziplFxTrxMmOja53JM2h3XGtkTRmWaWl/kECay1BY8BjIGIR0DVmRtjWA6AlE4aYBa32BSX4yIWPqK1atdV0yMmqr+9ai7TSIbLMhn+QAM9FYlbN80FGm6uPK0lrG66/yrwr6tRXl75gAm9ngmsl6pP24NtJINM8e/sECbQ08X0EBvqCCXARKCx0wQQtggsc6BCftBOnTis9K0+Llm3WW28N1p13faIXXhyoCROXKyk186pMKhxJc2h3XEskjY6voqLaEjT/nQQY6BeZAX7G/IWaPmeBpi9YqKXLl1t5c4NVaxMkgrXS5sxfoumzF2nOnGVmoGNBynNEbdGi9UpMzDSdHD4/nZ+oEV1YVFTcuMyGFySAaWzxYtaFW66FC5fatHJl61a/v1habYjCkoAVWrQkULPmLdaCRQGN14eoLVvmI2oEEzCj70qktykoOwvVpqXlGGK23Txby7d6aq/E97J06UqrgSbqk63TunIddwgazZ0/16mIX6o6N0QVZYXW8Z4E4cFHDELlLwsNDbUaMtZB8+RowtCwQeA8GeSM/wkG8GQk8rETgb8M7RhmTJK/HEKHefVSMrR17GSAedO/XAQk4ENHWaysvEwVeftVGXq3Tkf8R7uTtHqW2Ticq5mLN+nlt77XDbd00zMv9dfEycvNBCf9qml9uzRJyzAkbfPSN+2M16XOm0oKMxUw89ddPnCAGX9tbZ327/9pkMDigEANnThZnw3+QV8MHquew0Zo9LTpWhoYeN4AdTkJ8rBy1SqNGz9LA4ZO0Jffj1f/AZPM/wusVoI8aIUCA1dqxoxVpkM5bKP3OvPA5wUJsNUTC9V6QQI86/IVQRo5crbGjJ2lUaOm6YcfpmnKlEXm+dAYsl2Rbz2vy02Qs5ETZmn42Jn6bvRUjRg3S7NnL7XkkDKguSOYgP/RQnRVokaZWag2IyNXCxZs0pIlK+3ze+3KthuIqdX+Nl9XbZLQhqJZ9rsviYkFwQTbt7MzwfW55VmL4QUORPxCVftvUNyBJYoI22e1VCRID5McNFGejIR2Gsd/tGyeDB8z6p/dADwZwQX8j7nRk5HIB3Hyl0G6cPzfsmXLeXJ84lauXHlJGWSS/opf/3IxWSNgiGADKws7qIjQ1Ype95yO7vsvnc6ZotN1JVYTeOpEvU4nvK2zkYa8XaG5k+8ETXNSRp5GTF2lR18coJtu/Uh3P9FLswLWKtP0AVezbXZpkpYVP06r57xoZ78udd60MnC+Zo55XkV7b+iyJI2PlCCBC+0kMHryXI2ZPEvzTSezYlWQFi0L0IAfJmjyrHmNeS43rTYd2syFC/XD1BmasWCRIWxBWrw0UF+PGKXZ8xfYOiYfHR9Rn+xM0NmDCfBB87Z6ovyelmxp4AqNmjRLM+Yu1qTZ8/XD2Bn68svx+uCDYfr++8kaPny6RoyYcdlp8OAp+qb/GPXpO0LfDZmsSTPma8r0hZo2bbElFN47hajhoxYYuNzO7PHb6WpgMMPEGRDAXpw/DRLg7yXmGSdMmasRI5uvrzZJo2do9oIlWtXQTr10LphgnSEIB10wwcVwniaNJTh2XNESHCyt0TWW4Dioo/vvUP3+n6kwcqDSEg4qBRNsUoLSdnRTxd4bdTbjynYcYM/aAwei1bP/RD3wRB/dfOenevzl77Rw3RblFhXrlJ9J9mqgS5O0w4dGa+Pi120Dc6nzprSUaC2e9qZK9nVNTRoDR1lZpQ0SIIqzuZ0Ehk2arjFTZ2lZwHI7+K1YuVrfDp6kyVPbgKQZwjBt7nyNmDJDcxYvtdcPXL5SXw8ep5lz5tvZspf3/GCCJEvUOpMWiLLk5eXbKE5m/k334lyxMkjTDUGbuyBA3w+boiHDp2r8+Ln64YeZmjhxrvr1G6vvvpusyZPnN6Z+/cbp229NXfvJvvzynGzSpPkaN26uIXnTNWzYDHO92RozZqaGDZ+mkeZ31JhZJs88Q2Z8745y8At5hKSxM0FXCibgdZ8LEthpSBCTJZ/fnVfPJLRbE037HDFqhkabOqCuJk6cZ+t4yBBfvSObMGGuPvtslKm7aY3125yMc7/5ZopGjvRdi0S9fj9kisZNnGMmFtTlufvbMqxhZ4LVNphg1y6iBd3OBM3CzyeNtdLOVuzXmZO1ViNNwrcLDRmaX38ZJMubZHhyohYhWJA3T4afGaZSCJQnI5EPc6m/DJKHyZLkL4e8oRm7lAxzK6ZSfv3LVVVVZTVv/FrZ6ZM6U31IZyJv1qmwf1JF/FDlZcbZ58k5kqW8fe/r2P7/NiTt8jRpJ80kJiu7UIGrdunDD3/Q/Q9/btMHn47TwqCdyi8ptXmuNpxPmkO7oyv7pEEq8JkJD4+3xAcNmmcW809T5y7QyImzNH7KHM2bv0Bjp/gGv3nzlv4kb2sT91u4NFAjJs/QuKlzNHvuQk2eOVvfj5yk+YuWWGLmn9/noxYkL5igs+xM4AUJQNBWrToXJOBfdhz55y5aqmkzl+qzPoYsDJ1unmVFY/r66/FWm9ZUNmzYhWUsVTJ37jINHmzqb9w8K1uyZLkmGgLx3aCJGjTMkLkZ86zJ1b88/O0jvQHWZIRWoLMTNd4zwSMss3GpnQQgSCNHzzIEbbZmzVps62Xx4kB99dU4jR07WwsMUUa2aFGgevUaaYkZ/19Ihg9hv34TDDlb0Cijnn8YOVNjGq53oXJgtl+2bINCQwkmKLeDtIMfrvPAgbMR/6wTmeNVW5lr9x6tOVal2kPv6FS4Ia2tJGl8I2UVR7X/YIImTQ3SW++N0G239dCjT3+hr7+dofVb9im3uLxT9JnAkTSHdkdXJWl0cl6QAIQnIODCOwmsWBGkSdMXaPjYqZowaYq+Hz1VM+csNsTunJbrShKauymzF2jMRDPgjZ9qCOEkTZo9R4ErV/6E6JC8YALWUcNH7dixOvs8Vwv4deGDtmdPqKmrlZagNS2zLbchRZiKpxuS9mnPsRoxYtZ5x7//foohWnMuKRs06JyM+mHVe0jblCkLrAziix/at99N0NCRkzVvyZLzzvdPaNS8qE80ar6lTjqPdtIDZcJ0k5qaraCgHeaZL76TgCVpI9EizrdEFhkmUTSV06YtMOf6zJO0pS++GGuJnHdu87K1P5FRz2jY0MpdiKSRfO9olXUlgKgVF1d2mkGyU6AJSfux8oB+PO37pklo+yFpkCJ/GSQNbRbEzJPzLaIdg5R5MrRXaNYwQXoyEvkgav4yTJQ4/ZP85ZBBfOMuJSNYAJIGWfMvF+QMkgZhtLKzp/XjsVj92EbRndQHE9bDh4u0esM+fdV/lp546ivdeufHevbZ/hoyZqFCww6Z+x9rOKNzwJE0h3ZHZyBpXkdAagl8H3R9s0ECF0poXRjMFy5caP2Z8BFrLt/lJgaywMBAe/2lS5fZ+zVH0LzkK88KTZ++ykZ9EuXX0ue/GFpbl56JY+/eUFP2c0ECF0oQ4ZUr1+rLLycakjbTkgUvDRw4SaNGzWqVjMjNhQsDDXHzmfCQQaqnTVuk4cOnmd/5tq6aK4uXIGpo1DB95uZ2TDABbbA192AnAYIElizZatKldxLwSNo4UyfzDYGiXgjO6N9/oiVWaMI8We/eozV1qo+4tUZGPY8ZO0djDWG+GEnzEkQNjdrOnTE2mMCZPhvg+aQZknYm8ueqL96tumMVVrNLYu0zHO8hTv4yiBtmSQiQJ+dvb6V/T1ZcXGwmc/GN2mIv4adGXn8Z2jpPw+Yv5z5Ek15KBnGDPEIo/ctFH0FAAmWxstpjqiuNVP3B23Q6/F91OnuSTtUUm2/vhE4er9WphLdNXVw6cIDviIlVeXm1eZbDGj16jZ54cYBuvauH7rzrU7300neaM2edIahFhjReXf+z5uBImkO7ozOQNHwf6LQYXC8FPmoGCBbcDAjYZAaf84MELpYgTZCzi5GnK0mtvT55ifpcuHCdIiJSVF9/6ee/GCAN+LTQiTILbgno1AkSIIrTP0jgYon6/vrrCdakNmDApMb09tvfq1u3Ya2SQTq++GKc3n13sHr0GNEo69VrlCVz/pqfiyW0R/ioBQQEWu1EewYTUM8MYNQ17fFSwGyEiXPZMvaOXWUJ2KXarEfSvhg4Vn37j7X18s03E2zdffLJD9Zk7MlefXWAevY89y5aKqOeP+ozXIOHT20RSaNteMEEmza5YIJGNJC00xG/VMX+GxUTulD79+22C9h6iQkiEZf+MiIrIT4QOE/G394Ez5OxzRP/47jvyUjkI/nL0HYR8Unyl3MfJpGXkuF3Rj/Ar3+5KAMTUH59sr3av2ulwle/oNId/66s/V/pUPgORUVFKioyXIc2f6SSXbdccseBqqqjhijGmQnZUj399EDdeWdP3XRbdz35/JcaOnKh6RdTraXh9Okz5rtrOKkToUuTNJbgWDXrORvV4lLnTcFbV2vu+JdVFHr1ojtzc/O1ftNujZu+SvsjE1RSXtls1A4DAgvVejsJNBck0NUSRI11qdoimICOLCuryAy4m7V48WYzI06yviQXGkjROvmCBLh/86bZCyUIFKa3GTMWNSac1Rn4Ly0b3SibPn2RNX327TvWmkaRTZu20Jo/hw6dptmzL2zq9E+UncHFpyVdb02fLDHTHmANuZCQg5q5YItWbQpThp3l+0xDTUHeQ4cyTJl2GpLmW6KkJZMKj6QNGTFNYyfMsfWCFgxijLkYMygyTMQQ3qFDp9v/Lybr3v18GfU8cPBkjRw1s0UkjUS5VqxgGZR12r49ygYTXOtEzec4f8y8R/zCCi05P+9de5q0yJ/rpCFqVTnBKi/JtyZDL0Fu0HD5yyBBOP+jnfJkbLmEnxhBBZ6MgAHWQ0Ob5slIdikMk/xlaOvQrpH85dyHZTUuJcvIyLAaPn79y4WplffPr09WovKcfarYe4+OH/hXVSWNUHFusgoLC1SYn6uig++p9sB//cQnjQlLeWW1DiUfVtC6vfpu2GK9894oPfrol7rtjk/08FP99M3A6Qoy30tKWraZvFPXDSd3QnR5krZm7ku2YbnUeVPEwZ1aMPk1Fez5lWqyZ6q8/FiHp7CIeA0fPV+PPfu1Pv9yqhn8NmjPwVjlFpboOKYr06QYCNiqJiws3gwSWw1J8+0k0HQQ6YrJ81GDqCXZlJ0AALOWSURBVBFMwKbsVVW1zdbVxVJRcZVC9yfrk56T9Prrgw0RmqElSzYrJibZkNsKSxgYXFoSJHCpBEEbPbp1ps3mZD5zZ0Cz5s6RI2e2mKSReAY0C5ib8VFLTU1TdTXLHdSpoqKm2Tq7nFRQUKGpM1brzfdH6Z1u4zRi/Eqt2RKutMP5OtawQfm5IIGsBoLmW++suXI3ly5u7vQFBHgynxlzof3/fFnLzJ2Q5JaSNBJlW748yNSzL5ggP7/UTC7qTR0fswlCc+xYjWpqaluc0KRDftCmQ3hbmmjL7U0ST548bchZicaOXaGJ01ZoU8g+Hc7KUZ2ZBNh7X+eBAz9G/ovO5EzSqVrMnSd18kSdTia8bRe5PZHysaqL0w35LDflPayt2w9oxvx1+mbQHL316xG676G+uuu+z/TMiwP0+dem71+4wYwHCSotq9DpLhCg0mlJGjOLGvNR8XHhS8OijDadOGn3zjpVn6rUyB+cubMLwDN3ZgX/QhFbBpiBZF+Hp8nTg/Re9xH61Q0f6qZbPtKjz3ypz76conlLN+tgVJIKzQdbUFhqCFqcGVzO7STQ3ADSVZPPr8oXTBAVna4tWyKbrauLpeUr9mrClDV69sXvbD3edtvHevrprwyhwndsu2Lj0lRYVKqComLtatCgXQ5BI0HSxoyZbe57bmFUyBfE7VIylt/wZJAFohEHD56qCRPmWRnEDQ1ba0malyBqmJc2YV46GKUt2yJN/e43126+3lqbAgJ3q2ffabrfDDA33vyR7nqgr15+d5TGTlmt4J0xysgqUHFppVJSfTsJeFGcralnj6SNnzBXCwyJpV4gVQMGTGxYksS3+C1kCfKFVoz/Lybr0+d8GfWMP1prSRqJZwkIWGXSJm0LDtPBsCRDRg+Y6+43x/YZknxA27cfbEUKM4Qvxk7CIiKSWpyiopIVF5ehxMQjSkpqYUo+opT0XEO0Cg2ZKb5kSknJ145d8Xrl9WF66Km+eu+TEZoyc4V274tWTl6hao6V60z+3OuWpF0ocOB4xL8qc+8r2rphnZmIbdUPPyzQux8N10NP99Ud936qu+7/VM8+31+ffDZBU+asUWh0gsrMs2JFoX66AjolSaPyjtXUKDouyXyYcWaWnmZnizYlZSk1PU9HDu9X+I7vHEnrAvBI2qFV/6jhfR7Vvff27fB0xz29dNPtH+lXv/qwMd1wUzfd+3BvffjZOK00M9d1m0PtgLB0adtEZHbGhEZt8ZLlGjthhV56eWizdXWpdOe9pi5vNXVpCK9/fT7++Bca+O0MrVobom2792vu3AWWpDVXjpYkiBbrdc2bt6wx9e07xi5q2xrZ3LlLrSnuq69YlmOalc2Zs8Rq2jB5Xg5JI0F65y1eou9+mKLnXh+kBx7s12x9XU66x6Qb7+ilX93k12Zv6KZf3fqJXnxnhCbMWautuyPMu9xmCOgKS4iaK+PFkkfSWMh28tT5tl6oiz59xthlTjBXIps1a4l69Bhu6mum/d9fBsn1ZJzbVDZnzlINHjZVowxhbi1JI0HUiDydNHmp+n45U48+9rXuv/8LPfxwXz35ZD8999yXrUqvvfat3n57iN59d1iL03vvjdBHH43VJ59MMGliy9JnE9W3/0x9P2KpRoxYeck0ZGigvug/V/c/Zt77Ld3Ne/9Qt9/XQ6/8+ltNn79KEVFRqkiZqDOR/2k3WD9Zulcn6qqtXyQJDSF+XJgK/WUQJMgUWkRPzhIWrFNG5KYnI+IS0ySO/p6MRD6sIf4yTJQQOpK/nPuweO6lZBBJb4N1/3JB2tjxABJnZcfrdKIiym6wfjby386RNMhVA0kr3/cPWjXjZr300se65ZYetu5uvaOH7nvocz3zcn91+2Kk5i9er0OJaao29+oqxMwfnVaTVlBcqiHjZ+mZ577RAw/00YMP9tWDZlb54BN99dzL3+vTHl9o7KCXHEnrAvBIWszKf9B3n9ynm8zA09HphhvNAHfj+aSCdPMdPfX4a8M0beEWLVwSYmZjmLLOLWp6rSWWRFgWuFojp6zUE0/3b7auLpZuvKm7Sd10QxOCRrrdzFw//Gyspi5ar6WG8E6bscxqV5orR0sSjuj4ln377eTG9OtfDzID5vBWyQYOnGx3LXj//SFmAB3ZIJukzz/n2pMum6ShTZttiMiX5vqPPfOFbrn142br7HLSjTeagRpS1qSOkT36fF8NGDtbSzYEa+a8VVq6bLkl382V8WLJI2n9Bo5TvwEs/jvZOvu/88736tnzB2v29GSvvTbQ+v7xf2tk1P3HfX/Q4OHTLpuk4QM4fvI8des5Rrff9aluupk66q6bb259uuWWjxoSg3rL063m3d56a4+Wp9t66LbbP9Edd3xqUs8WJfLzfXmTH/qsm01Z77qvp9749TfWZaR4988MMblJUXsWKHTPTutzRmJV/2XLllnHf38Zdcd2T/gGe3K2dWIBbNqvJ0ODxf8EA3gyEvmYjPjLcPj33o+/nPugXb6UDCJGhDdrD/qXizIsWLDA/lqZKX/ojhU6EPSiqkP/W2fypunsCdYvO6Ozp0/obNKbpj7+TgvH/sJwg7d1483ddM8LvfXpgAmaE7BeoTHxKimrUE0tQU6ndbYLEjTQaUla1dEabQjep6dfHGAq3zRcr5MyA+1d9/TUdwMGadnM7o6kdQF4JO1IyC8UE9LfdAR7OzxNnROk93qMbGxHdz7QV+98PEETZm7QngMJysopUW5eqdjwedkyNoC+9oja6tUs4cHWUVsUE5emkO3hzdbVxdLqNbs1cfpa811+rxtuNqTEDCL3PdZHvb6aokWB2xQenays3CJl5ZVo+44IU48+k9Xl1CWDPJouls/wErsLYLZsjQxygGnzm298S3ogmz8/QGPHzrEao8szd6411zHPtX6X9h+MNXUZZgak0Gbr7HJSUNBOffHFRD30UG87aN92dw89//o3GjpugTZt36/kjCPKKSxWUkqGea842q+wg2lzZb1Q8kjayNEzNW36QlsvaL9Y6wxtGNpGT0a0J6Zn/m+NjHoeOmK6XTD3ckgaz7V8+QoFh+zSwfB4bdzkq+MVK3aZ62/R3LmrW5zmzFmtUZNXaMRok0a0PA0ZZurk+xnq22+6+vSZ1qLUu/dUQ3Qnqnv30erWbdQl0/sfjNRrbw4177mXGeMaxjtDyG8whO/514dq5ISFCtvylY6H/bsNHKjMDlZZ8bnAATRh27dvt9oxfxlEDdMiwQKeDA0Wa5d5gQPI0HgROIDmzDufRD60cf4yAgfQhJH85WjiCF64lAwzK7sjEDjglYtE8ALvnF8rKy1WWc4+le+9R7WhP1Nu2DdKiN6jWHPf2JhoxW/rrsPbfqGIDU9qecASbdlyQPsiEpSUfsQqeY7V+Xw3uzo6rbkTh8n0rFz17DNZ99z3mW20N5hGyyzz3e6jtG7tEh0M/tYFDnSB5AUOFO79lU4UzLIq7o5OUbGJGjZmgR56/Eu9/8lEjZ68WhtCohqj5jwQSeYRNXxyGMiaDhxdMUHQli/H6X276YyTTZ341iZqrq4uliqrjmp/eKo++myKGTwGqdeXUzR93jrtCYtTUWl5Y10SBVpQUGYGjnBDDDeYFNRqotbShWuvZDFbTJ6tIWlcC1K0aNEqQxb2KDn5SIPfbOvr8mKpvLxSM2av1NvvD9Fb7w3R4B/macXa7YpPy9Axc5w+koRJKyEh0RDETa0mah5J6wyL2TZNRCQTDcwz7du33/o2YQLz6qey8piKi8uNvLBVKSUrT0mpJiW1PMUnZissNtmQxCQdPNiydOBAovbujTUEJVIhIeGXTJs3H9D8Rdv05LPf6dbbPrWWo1+/O0pDflimwNV7dSguSZVpU65bn7TTYf+kstjByk6P8S2kezhdR/Z+oLI9hrAeel+l+YnmW2gIsrjG0ClJWnnlUcUkpGvf/kMaN365nn1+oJ1VYE546vn+WrgyxDSm/UqPHumW4OgCqTMswZGdk69Va3Zo6OhAbdp9SLmF5TYIhY7MH3zkJSVVptyHtGSJzxm6qxM1IlTPETSW4Lj83QcgXxkZhZoxb5OmESEbHqeKqmobJdX0mvyfk1NsiRqklz0aW0PUMEWiDcOnzEv4S0EiWiNDI8Q+kpg8WXIDGcQMgtIanzTKHhS01jwLEaMhZlDLsdGVl1uXFwNRshuDQzV17iotXxuilIxM015/ei/+h7zExcUb0rjRmrcwWzVX/qbJI2nDR87QpCnzbL1AsAgIoF7QPiKbOXOxPv54uN0/lf9bI6NuB7XSJw2CRkQwGrRdu3abiVNxlxx8KTMBcBCRSyWWgUhJzVfPPtP16/fxp1xo3s8+028Vq7b+uM6eqr2uozvbYseBropOSdIORCerz3fTzQc/RvMXbtQH3cfoZvbWeqKfRs0MUE5+ic6cSHOL2XYRdIbFbAnfLy2vUknFpRfHZGmD6upaBQdHaelSFoNdZQeO5gYU/7SOZAZytAetISOtSa29PnkDAyGbW02HnaKamivbe5KOv6amXsVllaquqb1kXZI/L6/EagvmzWM/0ZZFIPoWsx1vB31Ig5dYLPWddwa1WoYZ7o03vtN77w2x/+OP9uGHQ/X1NxPO0/xcLOGcz2blrA935EiBmbm332K21GuxGcQqzOAJObsUIGqYlvAhYvHQlrRXj6R99vUofdJnhK0X/MmoO/z3WC/Nkz3//Ne2vrz6bKnsc5N+/elgfTd0SotIGm2DTffRoAUHb7dbEF0P+3iyBEdeXrkWrtqhkN2sxl96HoHxX4Ljug8caELSzqZ/ojM1ebavuRbRKUna7j1xetfMJl59dZg2bo7UkFFL9do7QzRg4Azl5hfaWabbcaDroDOQND5gBr6W7gdIXma3ISGRWrIEP66LLyPBsSCWZTCz/0VLAhS4AlNp6525L5a4XkAg1w+0xHGNJWvN5yVB0FasWGvI0XrT0aZbs1xbdGRc4wx12cJr4bTrM31GaO5cTFgXN8nxTKtWrbWO6JAIlnHwEstD4C/VGhnLSkAQvHXSkFF/rPv1/eDJmjLNZwK9WPKZOIPMuSFmIMP01vzCsm0JW8cmteQ+5EFDyrptAQHLLVG7VPvzSNq48XM0b/4yWy/4D/bvP8FunI4J1CdbaUktpmL+b41s+fJVGj12dou3hYKcERHMDhXsJ3k9EDTA++M7qamtN+TqpHnuJpMfvx0HrtfAgbN5039C0s5G/JuqY95V/uFDOmGIrvet8N1Acvnt6uiUJI0FRffvjzeNidWmK7U9NEor1m1XVFSSVdXaF+FIWpdBZyBplwPaWVlZtekwYgxRw6/pwsEEgWb2P37WbH07dqKGjJmqgeMmaPq8eVqx8vKXoPBPdKDTpy/QyHEzNHTUNGtSmjkzwAyEzQ/EmDhZO2vJkk1KSMjQ0aM1V7XDgtQUFpZbouYjvRfevxPyMHnyAn366SjznO27wXrfb8bouyGTrZP7hd4t5SFIYP363UpJybaDqDcYdCbwftGSQNR865Zd3EfNI2mdxSfNR9BWKDR0n9XWXC8EzQNt6oLtqnHHgV+4wAF2OzjkCxzI2PoLbV5wr4YOH6+w6DTV1vkWK05JydLKoJ3afjBFR2tM3XVhdAqSBuMtK6uwTrglJRWN6k9mhnQ8xeUVyi8usSarRjiS1mXQVUmah8LCSwcTTJ29SD9Mmq7RUw0RmDVfY6bP1JBxkzV7QctMaRdLmK4WLl2qUZNmaszk2Zo6c4EmTZ6nIaOmaOHipaY85xM1XxQnDu7nggQ6w4wSf7b8fLavIZiAGfZPgwlWGGIwY+5iTZo6365rRoQnZMtLkAA0bJeWjTtPNnzEDPXsPUr9vh5niN8MDRkyw/q7Dfh+oo0+nDlziSUe/mWhbBAPCNrGjb4gAbSrnRm8Z/rJlgQTQKAgaES4UifU09ixs219QnxZDBgZ0ZqYMqkvrz4vJHu3+2AN/O5cvRNByzIc/L1kyfILlMMXJACpJEigoKDwuiNol8R1vuPAqYP/qNLYQTqSFm1I4mFf4MCeD3Qk5N+1ds4d+nrgSO03JK3GkLTyqioFrdulDz8ao+Fjg5RvJofURW1tvfLyS5Rt+vPjWOO6CDoFSas+VqvgPeEaMy5QIdsjbeDAJcG2UIdGa9OSN6xa3KXOm/JyUrRsxtsq2X9TlyRpoLS0Wrt2xWjp0uaDCYZPmKlxU2Yb4uHTtuH4PGDoBE2cNve8fJeTVhsSNm3ufI2YNl2zlywx11+v5StW6suhIzVjDivon1uLzAsSgKCxWjp+KRecnV8FUJa8vFJD1HzLczQNJlgWuFKjTT3OXrBMk6cs0AhDrr7pP8EQrJEaMHCi1fJAIFqbBnw7SZ9/OVqffzFKffqM0kcf/WDXSmMLI1bIJ61YcW6pEH69IIEVK7a3a5BAewBtwqWCCXhGdmKAjDVXZ61NvJsefUboq/7jf3KMhXFXrvzpmnm+IIFVlqARJFBsJuOdYULR6eC2hdKP+VP144kK81xnzaGT+jHpLdUf/JkStz1rJiTrlVtcqZOnzqjElC/ITKp6fTZR48evMnXC2mpnlZqarXkLNmvOil3KKSrTqS4yEegUJC2/pFwDpyzR4898pZHjVyg5I6/hyEVgSNrh2DFaN/8Vq7Z1qfOm/aHbNH/SKyred2OXJWleMMH27dGWqAUaMuFPLkZOm6ExU2dpoRn0goJWa8nSVXa1/OnTF543KF1OWm0I4cx5i/XD5JmaOX+xVpnrL14aqG+GTNSsuYvs/ch3Lkhgm2JiUq0GrTPCI2qYPpsGE6xavVpzFy8zzxWgQEOGMdvNnrdE3wybpKWBbGx+eZG2a831VxmistIQgiVLAjRlyjxTT6ts3RH9OXHSHEOwfSZPSDAEjfe8aNFmZWcX6cSJkw2l7zqgzImJSfYZA6+g7lqTVuLr1ML7UNcECUDQtm0LNhO6akfQLoTrnKRdLLqTwIHTx3Lt8wLaEEvYpKRgTjVk7JQvgnbDhn16+PF+eubdwdoTnahjDfuicpzknd/Z0ClI2rHaeu2NSDQd8yrtC49TdUsGlwaStmHhq4Yhp7rUiVNMVKgWTnm9S5M0wAd97Fiddu6M1rJl5/uoLV22Qj9MmK0Bw8Zr9Njx+mLwBLtKOubRpoNTa5N1pDdkZeSUWdbEOXzUJA0aPdaQtqla0qC582nQcG7fpPh4fNA69xYodJoEE4SEQNSI5vNp1IIMSZu/eKkmT12iCRPnatSo6Ro7dmajWZcI2ubqqCWJcyEqaDunTJmrCRMWa+r0eZo4Y5amzVvQ+C4hhgsXEiSwXUeOFFqy05nr8kKgzJg+09LS7TND1JrTqLVl8uqwJcnzQUODBkFzJs6LwJG0C5I0ZbAEx7nnBh75IgCDT5f/4+MzTZ+8UuMWrtHhvEIdN/VQXlmthJTDSjaJSW1n/M6vKkmjQrzKrDKDSn5+saqP1ui0kV0SmDtjRmnzkjdN5f50MUiXOk8qys/QspnvdGlzpwc0ar5ggkNauhQfNV/UJ+bPxUuXa+acBZo5a7ZmmN+AwLZbDJd7LA1coTnzFmrGzDmaOXeeIWiB1hQKQWMngWXLtpjO77DpcGt+Gh3WCUEwgbfgLaZPFry15i80hUtW2XW25sxZZIjnMusv1hoCcLEEUUETOmdOoBYsXGbe2zIFGLLAMe5DFCcL1RIk0FUJmgf6V4IJUlLSzLNd3s4E7ZEoB1q00ND9dh00R9AuAT+Sdjb6P1Wdu03lJecCB0jbt+9QUlLyeTKiJHHeJxDDk1HfECesHJ4MZ/3IyCi73IYnI5EvPDziPJkvcCDWOvD7y9Ha7ty58yeyHTvOlxEw4AUO+JeL5UPWr99gf32yEpXnhao68hbV7f8H5YZ9rfioPb6ghYYdB0r33Kwz6Z+1aJ00lg5i3bkjBSWqP3HCph37Y/Tx1xP1ef+ZSkjN0QnDRTobripJyyksUXRcmmlYmZZRt6ozdIEDXQZdPXCgKWin3s4ERCoy4EPGIBj4h3kDYVuRCi9xPe/6+PH4yKGPoK1eHWI63RRDirvWVihM0DwfNV8wge+5CH7Ah4nUHtoftJNo74hghJjx/rpakEBLQXtAoxYff3k7E7Rl4hs5P0igwPT9jqBdEg0k7UdD0k5E/adyk1frcHqS0tPNONiQ8D8MCws/T8ZyFwcPhomIX0+WkpJqvrdd2r17T6MsNjbOLoexf/+BRhkJgsVyKP6ymJhYG4HLumz+cu5D+7qULCoqWiEh2xUdHXNeufChhLjz65Ol6XDSNuUfvE+1B/6l2cCB6n036GxGr8tazJbFzEP2ROmDz8bok68mKz7VTMocSTsfG8wMevCYxZoxa7Uqjx5t3WzKkbQug2uNpHkoLa0ys1cWvG0+mKC9kxckEBQUYma7bIvSuYIEWgrKnJuLj1q4Ib0802ozmLctwb1Y8pFfbyeB7VaDVld3bRA0D9Qxi+/GxhJM4CNq7W36bJqsltQGCSzXrl177PILToPWQjSQtLOGpB03JK0wbZ2ys9KVnZ1j05Ej2dq8eYslQP6y4OAQRURE6fDhrAZZjvk7U3v27LUk2ZOhgYN4oTXzzieRb+/e0PNkRA5Dvkj+cjRxW7ZsvaQMEoaJOy4uwRAuX7lIyckp5jtcbcqS4pMdOaKctB0qOfCATkb+h35s4x0HmByw5uHqNbu0butelZRXqt58I6WlFUaeq8rKo51iAnFVSdqkWRv1zGuD9JlhsZlmRnXiVCvCYhtI2ualb1obu0udN5WX5ihw1q9Vco2RNPhQTc1xM1tlwVvfYp5trT27UPKCBAICttoggfr6rk0qIBGYPtnrcM4cNIVtZ968VEKDBkEjSCAnp2sGCbQUvmCCZDsYdlQwAYl36dOgLTeD9jZVVx+1rgMOLYTzSbuwT9plkjTqh4Sm2bM+FBeXmfa6U0OGzNLuPVGmLDVWfjVxVUlaUuoRhewMU1hYrE6cbKXvR4NPGhus88Jd6rwpMmyXFk7u+oEDzYGB5tix+oblOdab1PxaUG2ZfCbONVq82LdQ7bFjnTtIoKVg1lpUVP6TYILm6qCtEqZOTJzsJOAjaO2/k8DVBM9WX19vB+hly9i54tI7E7RFQnPnW2Zjlx2EnQatlXAkrc1JWnOIj0/V0KFz9fiTX2nKrPUqLGbJj6vbH1xVklZnZv9VVUfNy6lpfUWczlRlxhAlrfsPJW570aVOnBK2PK2YoJ+rJvKXhqQtaXiB1w4gaqyjFhoaawa+DSahoWgfcuGZONmLE4JWXX2sSwQJtBRs+VZYSNSnb1N2ggnag6j5ltnwRXHig5aK03AXDxJoKbxgAvyB0CJCntrLR413B0HD1wjzWlfdLP2qo4GknYn8haoP3KCUyEDFxkQ2rvxP4h3iV+Yvo/5x5oeseTICBjZv3my3ZfJkEDz819gdwJORyLdly5bzZOzFCZlihwN/OQScMlxKFhoaarevwqfNv1yUga2t+PXJYhQbvl4JG5/S0X0/V236WFWXZhnOUKmqijJVRf1aJ8J+oR8zerYZSWNR/d17ou16apFxmXZxXPoEL10NdChJ4yHrjp9U4uFChR1KU2FJhd2f7rJwplSnS1fpWMKHKo352KVOnMoOfazq+G46k/WFmS7ta3iB1xYgagQT7NsXq8WLzwUTNDdwXW7yDxKIiWGz9EtvcN4VQTBBbm6JGTDO7UzQXH1cbmLggpx4UZwECVxrPmiXAu0GjRoajfYKJjgXJLDSfBcHlJ/vggQuG55PmiFpdWH/rbykdcrKSLGRliQ2Rof4REREnCeDiKHJQmvmydGYQZ6I/PRkRHWyhRQEyZORyAfx85exdRREjeQv5z6QukvJIGAeGfQvF20Rn0V+rexwhjKTQnQk5GEdC/1XlRwa3EzgwK8uO3CgOaDZwxctN69Ex+pO6PjJk0rLylVYdJKZ1Jxbi60j0aEkDRV3XmGpJs/fpK8Gz9XOvTFWm3ZZOHtSOpFvBv0Il7pKQnV9qrzhBV574AMuKakyHVCUlixp22ACNHO+nQR8QQIMsFdrZtcRgETk5BSbuowws2ueneU5rlyjBkHzLVRLZKcvSOBaieJsLWg/BJuc25mg7YIJ/IMEdu/eq8LCIkfQrgTXubnzdNg/qjxuiHIOx9qAguysw8oJfV9H97ctSWuKClMvS4K2qf+QOZo3b6udQHZ0v9uhJI2tSpKSMtSjx0g9+ugX1lGXlYEdHK4lMOhv2nSwgaid22rochPkZMUK32bp0dEpdmC9HkBn6AsmiNCsWcu1cuWVR336ggR8OwlkZRWYurx2gwRaCvZJZi0tliNpi2AC2ru31dPWrdvs1nDOxHmFcD5pHeKT1hQENA4bs1gvvPytBgycc1Ui6Dvc3In/WVhYjPmQQ00jybXM1MHhWgKmT4gawQQsKXElwQRekAA7CSQmHlZNTedcFbu94AsmqLDayblzMZ1dvo8aWk2CBNiL04vivJ7q8kKgDnzBBBliZ4IL7fXZ0oTpFLLHWlzXqkm+w+FI2lUhaQQ0xiWna8f+SMWlZNi+vaPR4YEDmDwhaqza3pU2LHZwaA1o16yjho9aQMAGS9RaSy5Y0BUT54oVwWKrJ3YSuB4HPIIJIGrs9UlgxuUEExDFuWCBb6FaJoeOoJ0P2hW7g0DUqKvLCSbgnUDQ2KieIAE2S3d13Ea4zgMHavb/Uj/mdTxJo/3WmglMlSGQ/LIbUurhbKUdyVVF9dEOad8dRtLoFFmDJCsr15A0N7tyuPbhH0zg2/ao5cEEPg0aOwqwMnfqda+RQKPm7UywfPnGFhM18hDF6R8kwOTQ4adgwMGcczk7E3hBAitW+IIECgoK3TIbbYnrPXBg74UCBy5/x4HWgvZcUVmtCdNWaOyUAO3eH21duNobHUbSCgpKDCPfp5mzgsygk3T5AQMODl0IECuCCXbvjtHixautue5SRA2/K18U53bT6Sars27829GgLrOzCSbwLc9xKdOnj6CdCxJITb32dhJoa/iI2gm/YIJLmz59QQJBVvvGCvUuSKAdcJ2bO0+0wd6dV4pTpqyFRSX6pPcEdft0pFasDukQ/+AOI2nRMcn69vvZeua5bzRrTpB5QVUNRxwcrn2wue+GDb5ggsDAVRd0zvYFCfgWqo2KSu6QTqArAaKGRg3T56V2JvCCBJYs2WJm3/mmLl2QQEtBu2P7H/aKDQgIvGB7pe7RfqB127YtRBUVlU6D1h5wPmlXxSfNH1hG2Nll4cptWrx8i+LiUzukrXecJq2kUuuDwzVhVpAizMdf5wYfh+sIdJj19ScNuYgyBGyNIQ8/DSaAoC1fvlbz5q23QQJOg9Y8vGCCnTujNHs2K9n/1CSH9mfRIshDiI4cKbR+ba4uWw7qqq6uzgzcvp0JLqRRg5xxjCABBldH0NoJjqRddZIGqNPauuNWI99RQY8d55NmOsmS8iodyS1SdU3N5S9i6+DQhXGhYIJzQQLbTAeWYTqq6zNIoKU4P5hgvV3w1qtLyARRnAQJpKXlWA2aI2itB+0PX8i0tAxrovf3UaOufQRthQ0SKCkpde21PdECkgYZKiw8R1aQYRqEKDUlaRCvjIyMBoksMYK05ebmNkh8IF9qamrDfz5A0o4cOWKTP7gPPnH+aE4GOWPJl4qKip+QNHzV+LXohCTNH/TRhw4la8aMdYqMTFJVVUO52xgdQtKIiig3TP1orQsYcLi+QcfpBRP4yMVKa7KDoK1dS5BAitWgue/k0kCjlp9fZojauZ0JqEsfQdtrBphsFyRwhaC9YvpMTExqDCbAvHkuSGC/DRJw7bWd0UjSDCmJ+jspZ7RUvEoqWWfTjyZlR05Wdcbi82R5MdNUlb5IZ4rWNMr5uzhhtkqT5jbKjueusP9Xpi1slJHIR/KX1WUHqjxlvipSF5wnrzb3yYma8lOZKZe/rPZIgArjZtrfs37lOmHKkLZvjC2LT2aO5U0yz/vPOnXw71UaO+iqBg40RUFBsel3tujFF7/V4sUblZPTPmVod5LGR37wUKLWBIfqQEySaq7T1b0dHDycOePbmWDPnkPWR22hSUFrtlsfNGfibB2oK29ngiVL1jcEZ4QoLS3XEbQ2BFFsBBOsW79RS5YtV8DylXYnAfbidCbODoAlaYZARf+HIS2/L8XeIcU9IsU/5ktxD+tk1L06c+ghP9ljRvagTsc8rLOxjzbKfzTyU9EP2UQeZBwnH+lHv7xePs7xZOQ9ZfLZ8xtkpDOHHtaJyAd8eRvynzn0iC2DvX/jvR6x5542x5petz78fp09dC6vYu8yz/tHOr7/b5Qb1l/x0VcvcKApiorKtGbNLn300TgzcQkxE8bihiNti3YnacywBo6bp2fe/V6DxwfqSP61uy2Qg0NLAbk4erRW27ZFasGKXToYnWoJmkPrQR+Tl1eikBD8/YLNTNvtJNAeIOrzUEKqAtZs1cbg3SqvqHIEraOAabM0yBCXB6RDf3d+ivkLQ2R+06TfMH//kZH9zXnHT4b/pU3+slMRRmbSjzHnZPx9KuKvdPzgnzfKzkb/rZU1Pf905Pn5SGdj/tbI/9rk/Qtzrb89J4/+G9Xt/1P7ezEZ55wI+wt7Df/zSccjbtLpfENST1Wbyugc5k580srLjyo+PtMGQmJGbo/5dQeQtB+1cHGIvvpmnuYvCDYfdoNToIPDdQ6+DchEZdVR1dZd23txtjfoMNmNgc2Rr8b+etcDqNPjJ06o+ugx1ZgJxZkzZxuOOLQ/DBlmr+rK3RImQi8VrpKyRxmy8vcm/bWUbghL/tLz8uRETFIeJkc/WUHMNOVHTdEpTIsNsrMFQSpNmK300NGNshPZgSqJm6mc8ImNMlJZ4hyl7Rl5noy8pfGzbN6TOcsb5XVZy3Ro6/f29yeyzHNl5fzM/WNVnjj3vPNJaQenqyw/xjRCfNg6B0mji2GCSH/DZAX3C/4+bb6Ltux/OsDcifNguVJT88xst8w+hIODwznwoTtSceWgDp1vVPvCq2PXXjsaMIKT0umj0snyc+l4sVQebMjKz036FynPkLG6I+flSY0/oPTEg+fJMlMilZEUrhPHDLlpkJ2tL1V+VpwOhW9vlNVX5yn38CFzjf2NMlLBkQRFHTD39ZPVVeUpPzNOKXH7dfyoIZQN8mPl2dq9Lcj+nicLPl9WX52v+KjdKsxOPO98UnTYThXkE6hAu6Murj5J8wdWkPXr92r85OXasP2A1Tq31TfSriSNQhK9QXIftYODg4ODQxsCsnI03JCV/zLp36SiedKp861VLKPRNEKTyE6W3GBzfQ8+t4E8u2yHB5Zhyc7OttfwR3NRm+QlOjQpKckGm3ggWpMtpBqjNg28SM7G5TYM2D82NjbWLiPSdH1I7sU9feh8JK2qqlqTJ6/U+91GaPrcoDYN/mo3kgYpQyUeG5+muLh0lZVVulmug4ODg4NDW+E8kvZPUvYQwxgOGBYU35hyEjcqN3nTebKC1K3KS96sUxVRjbKzR2NVmrVD6TFBjbITZZEqPhxirrGhUUYqO7JTqVErz5MdL4tQaeYOZZu8J8vPXbeuJEwxexfa35/Iis/JTpRHKjN2jcqP7DrvfBL34p6+/+PMM8dIiU+ZZ/7nTkHS2I983bq9mjAhUJs27ekamjRstOmHc/TZl+PV54tJ2r0nWvWm4A4ODg4ODg5tgEaS9t8m/akUe6chL6+b9E5jOhHzmk6a5C87ecgn+zHhrUbZj4lv61Ts6zoe/Uqj7Kw5juxkzKuNMtLp2DdUH3UuH8mX9w1zv1fNdd8+J49/S7URL9nfi8koy4noV821Xz+vXCTuxT19/3NtczzmZ+aZ/8aQtJ5XnaRByGpr6+1aaWgU8TdG1hY8rd1IGk50CUlH9PLbw/T6B8O1YdtB1dTVNxx1cHBwcHBwuCJYkhYlHTLkLOpPTPoDKdr8+qUfjZx0Kdk5+R83Izs/H/dqmo904es2l7dlskb5T8rwe+b3H6TMftLxooYKuXqAlGEtZI/Pqppa1RjS1hY++O1G0mCSFZU1Ct4Rq517opWbX6LTLlzbwcHBwcGhbfDjWelksVS8TModJ2WPvL4SuxBU7TKEo3MsX4SPX0ZmtkZPCdT0mWuVkJB5xW5e7Ro4QIh2Tc0Jqwb03/7BwcHBwcHBoQ3w40lD1EqkumypNuv6SvV50ukqUwmdw9+d3ZXCDiXpxe6j9GnfKdobGnfFawm2C0lD7cdu8SUlFcotKLb7drrYTgcHBwcHB4drFfUnTyoxM1cDxq/S5NkblJCU1Tk1aZg1Mw7nakVQiKbOW6GC4lK3obqDg4ODg4PDNQ0siEdrT6ju+Anrn3alUZ7tQtJq6uu1ftt+vfreEN37eF9FxqToxImTDUcdHBwcHBwcHK5NnG0IIiDSs6am5orcvdqFpJ08dUqJyZmau3CjRk5coZw8FzTg0LXBbIgPjY8O51B/PwOOsQE1izH6Lw7ZGnANrunWEnRoKbw2Q7ujXTZNtMlroT3xDKQr1Ug4OHQkCguLtWrVdsOD1ikyMfmyfdPazSft2LFaHckuUHJ6jurq225hNweHqwEIWnl5ufbt26e4uDj7N6BdQ8wSExMVHh6uw4cPW3lrwMdbXFxsV/Zm1uW+FYeWgDZZWVmpvXv3KiQk5CeJVeL9V3TvioBoHjlyxK4274LPHLoSEpPT9O2QWfqw1xgt37T3svcUbheSxqyHj6vp1g4ODl0Vp06dslumzJ8/X0uXLrUDIB8cBKuiokJBQUFasmRJ41YpyGtra+0gya83i/JkJLZGqa6utgPQnj17tGXLFkvy+G68bwjSRh60JVzDk3E+/5M4xv+c5wje9QPaQk5OjiZPnqzRo0dr0qRJmjZtWmPavXu33WIHrVpVVdV57dHrn2lbHKNN0cY9cIz2SWISQj7yIKe9cQ7XRUYer31ybfL6t3naMnm5N/khW96348m9+3n3oXzky8rK0oYNG7Rr1y47MeIc18YdugIOZ2Vr+tzVGjJmibbuib3sSUa7kLRjNbXKys5VSmqGjpsP331UDl0dtGEGEwYMBsD9+/fbwYuBLT09XfPmzdOaNWvsrJ+BBOKGdi0yMtL+lpWVWTnkLiwszMoPHTpkf9evX984sLKfXWFhoR28+CUPxI999rg/1+EayNCiIOMY++1BIr2B0eHahz9JmzlzptauXWvJjJdol0wA2LcxNDRU8fHxtr2xtyLkLTMz07ajAwcO2GNFRUW2/dCmIUe0KfZSRMNLnoSEBNvGaONcj+tyXkxMjFJSUmx7pG2iUeYeEDkImtdGuTda6JKSEnsPyBhy8nM/jvFtcE/uw/mrVq3S+PHjtWDBAlseyB/XdDgH3hl1WVpaajXyF0qQXPosNx53DLzJiTcxuVy0C0kLCY/Rl8Nm6qNeYxViBpljZpbl4NDVQQfHQMKAuG7dOjsA8hFu27bNytBcMLAwWEHm0LgtXrxYixYt0sqVK+0xzpsyZYrNv3LlKm3evNlq4CZOnGjT6tWr7YDFIMc1IH8BAQGaPXu2HRjRtDGocT6mV9Ly5cvteXTEjqRdP/AnaZAYiBlEikmBR+ohO2hox40bpzlz5th2GBzsM4cuXLjQtpvAwEB7PiQPokYbp83R9lasWGH/9tomRIsJCtebO3du47kzZsywhAqNMnJkaIchVUw8li1bZr8D2jq/fDskvp0JEybYsnF9zps1a5b9m7ZO3jFjxtjr79y502raHEk7H3z39CkPP/ywbrrppgumF154wb473olDxwBCfKWkuF1IWmhkrL4fMUef9BqnfYakscCbg0NXBwSIDpGBiYGLmT2DGgMJZAytAgMjBAutmKfZQMM2depUO/gxSGGWYvDLyMiw2rKDBw9aMyqDIgMsWjgGL67JuWgxIGkMdAzCaDIYEMnP4Iaca7hZ8vUFf5IGaYLI0CZoS7QPSBAkDbI/atQobd261ZI35GjZaDO0LQjR9OnTLblCi8XkgevQBtGQMTlAm0WbRdMF+Ro5cqSdcNAeuS73px3S9iGFtFcmKRAtygM5hKwxKSEvZAFN3KZNmyxJ41po9igT7Z5zKOPGjRvt81FGtH9o4FwbPx+842+//VZ/93d/p//zf/7PBdN//dd/GYIebM3KDh0D2mpOYZHW79ynzdsiVFJSZcaR1k0y2oWk5RcUa09otDZt3q8CM6ixVoiDQ1cHHxy+M3R0aCEY/CBezGIZTHJzc1VZWWW1W8z+IW+QLAYr8uDgjaaAAZFreKSKgZA8EDgGUNTjaMcmT55iByyuzQCM9oxBFCKIRoNrMsAx8HGew/UFf5JGoq1AZmhzECwmFB5Joz3SVmlbaFIgT+Sh7ZAf7RVtDNI2bdp0Q5IWWDMmedHscn1/kgbpg7xhQoNYQeIghmiRycPkgfYaFRVlJyWQPspGuyYvxI5JDSSNCQ3n4NcGUeM6kDxI2vbt2+33AvHj23P4Keh3vvnmG/35n/+5/uAP/kA33HCDXn755Z+kzz77zLpPoP33/FhpDxBf3jNy2hSgX6J/Qu75JvK3P0lGo8k78doU+T0zNvk5xsSW/Jj7PNOf57/YFE3zkbiGd7+uCNaHDY2M00f9x6l3X/rvTPP8rVuOrF1ImlfZ3gt3cLhWQMdER8eAyMDGAMigw+DGAFVeXmG1ZzhyMzBh/iEPgwyDEkSM8zCNekCj4E/S6OD4HwIGqcNnzbsGAyadWFJSsh04yYOGgns7XF/wJ2m0F/zLGLAhZmhoGeA8kjZ27FhLzBhIvShlSD7aXogQ50PS0HBh2mQSgpaMe6AtJq8/SaN9cz8GemScgzaMgRViRtuHXEHgaKO0ebRplIVJB3k8TRr35dugbDwPpNGRtJbDn6T97Gc/U58+fRpdIfwTdU4/QT1DsHnHkGbeH8SYd0GdcxxtPf0Y74y+jgknFgSuQ9tifIeYMVnkGrwz2gX9IP/Tl/HOmIDiK0db8YKraAO8b3/Cx/U8wg+ZJx/WCiaz+ERSpq4ISNq+yAR9+s0k9e07y4wdnYCkUenHj/v26zx+3JE0h2sPmF3oSNAmMAAxiDDgMIjgd3bgwEE7KNKh4STNzJEOjY6I85ojaZiK6AwZpCBpmJwWLlxkOy3vfH7p2Lim58vDfehg6Vw7w4yTMnizaf/klZ86uNJycj4zcTruy7mWV0Zv9t9VfZz8SRqDJANrUzRH0hj0aIeejARZox1D0mbOnGXNjV5wCiZSz0TfGpKGJg1tHBph2itl4RshD/UP+bsUSWMCQrnQ+PG+rrTtXIvwJ2k///nPbb9AXfknfy0Z3+Gvf/1r/Y//8T/0x3/8x3r99df1j//4j3rooYcsceN6aF4feOAB/e3f/q1+7/d+T//v//0//dEf/ZEee+wx21d5Wtq+ffva+3L+448/rpdeekl/9Vd/pd/93d/Vr371Kw0YMMCSs7feekv/9E//ZK/zL//yL1arx30oE++UPo12+swzz+gf/uEfrEbwT//0T3X77bdb8zgaVq/8XQk8W3V1rSGruWbSwxJL9a1uw21O0vgAg4NDtWABM7TIBqmDw7UDBhOcmOnISAxeDDje4E/nw8AC6WIQYgDE3yc9PcPODpuSNDogrsHAxIDHwAjBY/bKjJK8dJ7r1q1XcnKKHdDQbHBttGzkQzvRGQYxyoCmEeLgn3hmiAGawCvViHiDOWSBv1sLBiyiEKlvTNBEzHZFXC5JY5IB6WGSQbvhvUCUaLO0O0yR1A2DMZosNCiQstaSNLTADL60T889gPtyn9jYOGVkHL4oScNnE40PbYfvBrLoDeoO5+BP0v7mb/5Gb775pu1v/BPvEC0X8Cdp+Kr9+7//uz2H/op3SZ/zl3/5l5YsPfLII3r77bf17LPP6s/+7M8syXr00UdtW/Anaf/rf/0v6xNH/nfeeceSNvL+4R/+odXu3XPPPXrttdf03//935b0IaPvhOxRHq5HcMP//b//1xKzF1980d7n7//+7+01fvjhB9seuiLOnsWySNR0J1gnjdvnFJZq5PgAvdNtuEZPWeY70IbgIelYBg4caBsmLP1C4Bh5yEsH0Zags6CzYwCms0KD0tFA7Yxq+YMPPvhJ6tatm52t0CHSAV7uLAQtA88JGejXr5+6d+9u1el0vHT6DHLDhw/XJ598op49e9pZDzP1rjjraSmoEwZ5BhMGD7QFDE6A9gkJgKigPaDeGJjQUBCZhmaANsM5HpATsbl69RobdVdUVGzfLaYE2i2JwQzzE3VO3qCg1YbcZVnSA4ljYKXe0VRdTVAPlI9OFe0LAwRaGbQqEEsGcgZu6olBGRMH7YvnZcD3fFWoYzSKdOIcx2RCftoVGhZvIKc+qG/Oo7Mnn3ct6oL8noxf7s31qCtMKQRqMNhgZvZP3nIFAOJNMAdl4Zf/KT9/Q865Jom/O9IkRzkoEwMcxIlnbArKBfGCcPGc1Af15dUh74M2h2mKdkY7hSjxXXOMNuwFDmD6IliGts1ATpAApJw6pB/iHN4BJi6uxTX5n2+Fds+3QDvGjEa5KDvEgXLwHikbdUh75t68BwgI5SNPWFi4uV9dl9V8thf8Sdr//t//22qyfvGLX5yX0JKNGDHC5vcnaZCxL774wr476p5vhPby3nvv2fy8Q945fRZEDQ0X2jomBv4k7U/+5E+sRo6xmfbx8ccfW4IFIbv77rtt24EADh482AYwoMFDu+ZFsjO2oDnDnw5CTx/C9/n111/rf/7P/2nLT/uh7F0RJ06eUmpWrlLTsk3f0roI5TbXpJVWHNWK1bs1dnKgVm/c1SBtO9A58sJh7P/8z/+sDz/88CcmFP6mA4NQkIe8dCJtBSqYD+O7777TE088YYkQHX9HAzMZ6mQ+nKYJ1fRf/MVf6Oabb7YfBh/O5XRuDHZ8eM8995xVfVOfzHT4qOhw+Zj/8z//086c+MCYddFpd9WPqSWgfUHK6WCY3TNY+5Mj6hmywmDHcTRl5EFOx8aAxCDlgXPR5qBZYLYIOWHAQqPGuQx6XAs5hM53DXwbcCk4bgdn8kEsmnPI7Uh4JA0tDd8pExgmCQzSRLjyrfAsPBudMwMygzAkE9Mu3xXfLgM0/3OMzppfHN95dggJgwTaHAgw3x71yX28/Aw0aJYYeCAFdPBohbgfgwUaSSZxlI/kncf1IAjkYcDiPVD/DGIc53zuQ91zHt8GZUez6jnSdxRoTx7hor4gTE3BceqHvoJ3Q/vgPPJSP7RP3gf1yv+0aZ6POiYxUeA5MaFBvGi71At14hFWnpnrUAbaMnLaI0TYKyPHKCftm7ZOPq/tck2+J69clIXzKS95ONcrJ+/Dv693OJ+kodH6/d//fUvU/BNaKpQVwJ+kYXqEgHlKBt4n3wztGrnnR0Y0L0t8QLoYA9CC8Z48kvav//qvdrLuLZGC5hZyyBjEvXjnXJsJBYSLMeqpp56y7QEiyPjyO7/zO5bAMV4xAeMb/+ijjyxJ++u//ms7yevI76stUWqI2aipgRoxaqnpQw6Zvryu4cil0eYkjU6gqKjMfPD55sVUNEjbFjD7V155xTbGO+64w37ENAAPXid/55132jxEttDZeOAjp5Pgg2e2TH4alj+8PN7sneP8kpdGzgyQBshH8dVXX9nG5l8GzqcuLnQP/zL4H/OXk/j/QmCQQ6vFx/Ybv/Eb+rd/+zdLlEi//OUvbcP+7d/+bfs/Wg1PM+B/ff9Bnb8pC3Ly8D8dLTMq1NDc58knn1SvXr3szJoPidnPb/7mb+rWW2+1sycGTv/O1LtXS+vZK0NzeR06PzySRidOR+8RCL4/tGlE8tGmPLIFIWIgoC2hdYMEcQ1++R+TGeY4CB9aHQZrCBHmNY+kZWUdsZMQfPMYUNC6oL2DeNFX8Dd50SZxDQhceHiE1foyQPC/R9AoB9dmAkIZIX/cG40pA4znO8gx5FwDc9zmzVvM8+ztsoMI4FvkO4TUMkBTJ/Rz1BH1AnG9GhYDh4vDn6Sh0cKXrHfv3ucliA/fEfAnaWjFME9DpAH9LxpOvsnvv/9ePXr0sJYZtF5oxDBhYqrke/InafifYbamDZEgWJg20aZxf68v53tHsQFJYyxh3CRo5d5777VjKRo2ysSYxTUZ09AOMo4zDjWnLe4KyC8sU7c+Y/TOe8NNP7LTTGRavl1buwQO8KJJ/N0egJX379/f2sBh9bx4GLwHOhJkHCMPeZn9AcpFXgYKND7MGhlIuCYkwQN/QzY4jrqehstslLz8T0cNMaKho81jQPB8QmiQaKD4eCBSXINz6fDpBKkX8jBj8a5J546cmaN3HjNMyMqF6tEjacw08C1Ae8GHyAfGwIQmkQ+IRo7GizIBGjozYQY8ntu7PjNgPhquy+yb/xnAmM3wnCQGWgZcBlHuBwlEDnHjY6fskC7KjbaEOsFMRx14s2j/eqbD4F149UzZqBNkXnkdug48koa5k04bUoMWG7LFTJi2ybfkaWN415h+IUEQf/LS7vChweGc75j2SNvw1pBDo8b1GAi4X2lpmbZu3WaIxBzbLvmeMJmQIIp8C5Ap2i3aSBJLmXA/vlu+S9osZYJ4QfRoy2Vl5YbkxVgtkmf2geRBQNHyYfJn8kMZPfNqe/V5HQX6R75TSCeBKxBl6gNiTD119ee7FuFP0picMxG6GPxJGtouvidkgHZMG/e0YJgw8S9EE804iqw5knbjjTfasQHQRjyShl8beTw0R9LoIyBpTPaRQ8x4jqaJ/oMxsyui+liNVmzYpsVL15v6TjlvDLwU2pykQUIY4BlsW1OQ1gCCQwd81113WZs6jYcGQ+Mg0WiRcYw85PWYPC+ZxvT000/bxoYqGJMgswY6Zi8fJAGSQ6PEnId5D2aPyvfBBx+0jN8jLmiZMPdh6uN8OjMGBiJdUCdTDhos9nU6dwgMdYP55/7779d9991nBzRkfDDc9z/+4z/06quvWqJDx9kcPJIGWWSGg7mFj43EeTwP6mNmKDhzekR26NChVvPFfdECMLgABkqcNbk3iyPyP86enhaN5JlRcSLlg4IgIuf+1A/PSBuAnPGhEg3Eh4pWD80mKnGe0QODJTM13gP1DNljFgWpxETm0LXgkTTeM0QNIk+ig6Wj5zv1+gjMj3yLTHggA5AhyBntlMkBxyBEnMtsG00OJA3S70/SuCbaM+6HmQXyhXmGtg3p4luETDEg0D9gUqMN+pM0vhc0SJhjMW0ymeBekBOuSTkgevwyQFF2Bi++W9qp129cC6A/YLJIPZHQsvDOLtQPOVxdtCVJYzKECw2Tb8YstMe0ARQGjIHco61JGt8gYyWmVMYfJlpo35nM+Se+9a7aBgkeqKs/br4lIvRbN5lr28ABc+OIiATTWS40aZHpVM8Nxm0NZrWQGc8xkf8hORAg/iaahGPkgazwcpklQMbwqYKtQxrwV4OU0FhxficvwCcCk6pHQLgejpPDhg3ToEGD7LkeQaHR0uC4Np0balnKxD1uu+02S1RQ4ZIgJJh5KA/3IqoGbR+hx2i2UEvTuCFRNHqud6EX6k/SsOczyGGyQXsAweIY5IfoHQYt70PEPEs4NM/MQOWRNAZKfBdQmRN0gMmDDxONJM9Jou74yCCrkClPm0gdQlIZDD2SDPnFV4FZEn4IlAPS+Pnnn9uyM7Ch3SCSh7qkniGtbF/CAAtRduha8EganThaM0yALCfCAqkQKbRVtDfIOZMnCBoaNUxrEB5IGqSA9eY8XzB/cyiDCN/3+SQt37ZVBifIE20LDR3+VQxAkDTy8k2DpiTNy8c9IJJo0D1N8K5duy1Jwx8LkyrX5TuF2EEA+UYhdw4OVwttTdLwXUOrxWScSTPfKZMu+m8sNowdjCd8J21B0ig/igMUHyg0MI+ipWYMY1L06aef2vEATTqTha4M+hVSayZ1bU7S9ocd0pcDZ+irgbO190B8w5G2B50kM1teKqQCHxJIGIm/kXGMDtZj4czO8WGj4eCnRkdP506j9FSqDC4MEjQej6ShNYJY0Ckzi6ez5t4eSSMfJgE0WZjtIBo42UO8WHmbjp9GTkOGuBFwgLaAxMBEmSBqaK8gQXwMEEZv5n8heCSNcvBRoTWk4fMR4JfAx8TH8MYbb9jBy5uFtJSkQSIhfKi8eU4SWhFkDKZozX7rt37LyiGfDLRoCqlTyCnklXvzsWGGpazcE3KHFpGOwZ+kUc+QO/Iyc+uoD5I6piyYyTE7k9CiMEjTFrz6cbg0PJLGd4cWCo0ZhCwgINB8C3MtwcLciDM6WitIGu2cyQVtgrbCcTSxtD+uxcwaosUkhG+Pa3AevmNcn2hYyNbcufPsPT03BQgVvxcjaZh28LuizXJ/ohsZNCgD7SE+PsFOPCgf3xsEjftjYsUH7mqRNCZvtE+vvZL4vytrGxwuD21J0rzJBwSLcQDrBhNsxhUsSMg8FyJIU1uQNPp5tNEoLBg3eQasPNyPiT5lRLvHWNFe1rn2xukzZ1VaUatNWyK0aet+paRnNRy5NNqWpJmUXVCoNZtDtWbLQR3Jbz8nWjopBnMIDgM8HTiaFzpoOm9kEB7ykBeiBitnHRnIAzMEiAudMjMFNF8weQiD5yvmkTS0Qczo6bgBgzZkxNMi0WC5Lx0lJhBMnzRklsFgEOAeNHwaOw6QLPoHCaFcfCCQF+Q0aNaEQeWLnf5Sna1H0igDz4tZkuuQ0CLyP7+YOhnEPOfQlpI0BkoSpJJ7kKgHPkKeFVU4/m7IGZS5DvXM9TFvemZiBlkIMmYrNJAEG2BGZVBhEKbOqUsILAMgg2hHgpkN7w9zmhfVRvJINx2XI2otAyQBckUnTVuB6GA6pC7RpvEdMKgw2YHo873wHaIto5PHJ402BBmjQ2dCAPknL4nvBqLEmnGQKpZlgKTxHXEN2iREjb9pd1FR0dZUyrVpy4D2xQDD+VybSR0zddo/50La+P5p45SdMpMoC4lr5+Tk2r6F8vOcHQ3cSeiD/Nsr3xj1BnFlMLvYBM/h2gH9E5N9SA8O/rTPiwFShOaKsRNi5BElwJhDX8hknH4ZKwjjFdosviP6bVyF6O/55vjOue+7775rJzoe+F4Yd7CKkMcD3wqkDUsMv56bEt8ZRI1xGeUG92VM5t74fPNdU66u6lZw4uRpJacXqc+Xs9Tri4las+ncOpmXQpv7pAEGtPYe1HhZDAZEn0BQaJx0UhAi/kaGwzt5yAuBQ9sDAYHEQAhoBCQaK6pdCAcaIBotal+PpMHs6RQZzAHP1hxJo3P88ssvrQYP0x1mQu8eJC/aEt8tZgUMFnSmaOE4RpmZYTArYpC4FJpq0jCR0vg9vzlIKoSIZ+PZuSYfRHuSNOqBcGp810gQNe/5b7nlFlsWVOaUlcEYYkRnQPmZeTGod/SHyCwSEsGgTefEs6Ap5RdiyTHKRQdGZ8Y745fEM1Mf/DaVeeB5OAdSThtqSr69c8njfy7nkZ8dPLzrIuO4d03vnuRres/myuR/Hr+kpudeCahLzJR00mjQmNhwfYgZBIc2Qzv0NGyYQEkQIyYSLGdBXuobwsE5EDeIFAEBfDNoyxMSErVqVZA5d63ND+Hne8AsCZmDbNF2uQ8TJe7BNwx4D2jVGMxof2jCmBT5J0gPkzXeFeZQBhDyUx6IO9egr+F/ytnR8K3kP7nRD4/2SkI7SR3wfXrv12sfXjugDXht2TuGzAN/e/k5n7xe++DX/1z/9sqvd17T6/pf0/sO/O/Juf7tlePI/K/pPQu//ude76BOGN/QTtMWvXZ+IVB3fEu0X2+NR//65G++M8ZAJtF8p1yT987khm/Gm8TwjXFf8vg79ZOfsjD+epMjgIWC75RrcH3aggfeP9fkOPdljIUIcl3eudfOuiJOnjyljKw8fT9krr4cMFPrN/sWFm4J2pykeR+b/8fbXoB9w+4hKZArr4OFnECgMIl4UZ00FHym0JZhooOooaYlYWZDjhaLc2mANBSPpEEeaDw0UsCzNUfSmBVgFoWI4KyPFsu7B8m7BypcGikfAonZOGXgemi//H3jLgaPpHEepBCtAM9L4iPh+Pvvv2+1epAvZls8Q3MkjXfVFiSNzsJTZ0NI+W2uniFs/iSN+oK8Uh8dDX+SRnvib0gDxICBEBMcnRDOrAz+EGw6OJK3nhPEhPNItB86Tu9boJ3SGaIxouPy18zxPrwOkzYFIfAGMExq3Hf79h32vlwXEznH6ewiI6OMfJd9J3R41B3nkSAyaJw4DxLCe0STCvmhbUE66Fy5J2Xi3Lb4XrkG5aNO/QdanpMO2TMf87+Xj0QnzHESx3gG7zjnIPfaqf8xUnP5qX/vPpzr5fPKyDFk3sDPOf4JmZefvPxPfq7lPZcn4/+OBu0JsxaJ98+gRntFY8jEgrZCu0IO4aQdoVmkvdJ2+E5pF7QP2i7tyr/tQES960J0vWfkmfkOmBBzHM2mZ2LlF/Mw9+Ne3JPrUn+Q6MTEJNtePb9BZJxHXfIeKK93XY7zHrgvAzXXpK16ZaL/cfDBa8/UIfXltduLwWvTXltuCmQca3pNT8b5tJUL3Ze//fN68L5T75ym9/Y/7n/d5srYlUD5T5jnOXIkV9k5+ea78FnlWoI290nLyDii1Wu3a8PWPcr1Y9btAV4ggzx2bMyYmNZI/E9ioOVFAzoafM/QcqHhQn3LLJhZtn+ik6CzocPwJ2l0bF4jpNE1R9IYfCE9kCIS2iv80Zreg4GcDoqPBO0BflsQI1S7mEohSgQfkOdi8CdpEEIGXQ+UERKEppG6wM8NvzjkHknD2Z+ZuDfYYDJG83UlJI16RoMJUeValI/lC5qrA+5LmT2Shq8aHXNHg2enPJA0ygrBpe4hOTiT47sIiYIIQXQhs5jiaAOY7Rjo0PZg/kLlz0QBIkebgXTxvDjC8kse8lOvDPicj5YH/yZ+qVMGSLS5DGZLly6z7ZT7cV3aNOVAW7J4sW+zYq7JeQyMPAukkPJSJrQ/XBvNFqZk2jVlZHDnHIg9g2BbkTSHjgEkjbaIvx3tFWKFloMJBd8i7Yq+kXdMG+ad0+7IQxtCTpug7dBO6PfovyBVfAPIaI8QP/LQv9Ev8k3Qp3Eux8nHfSBuEH8mORynvXIMXz6IIce8a3J9vgeIl1d2Jg60b457ZYJE8g1xDTSEnEN7haQhd3DoSqB/9YgnZLSlaHOStilkv3r3m6hvB89W5KHkhiPtBzoASA6kAC0Yib9xdueYN/DQ+fCxY7qEQGEvpzNhMMXEgtaNjoGBDPLAIHkxkkbHhKYILR7X8hyL6QAhWZgvOZ8Bkg7IN+AutZ0oxAQywmDLlhyUiehROj7s70SBYrLkf+51IXgkjTJQFggZ5I5EFCpmUzRWaLP4xfeOZ4CYcQ+0W4Q+03lTTuoM8+iVkDQ0NdQlWjqIIEQVcsIz0+Fj2uW50N7QWKn/zkTSKDv1wf+0C7QSXnkhMwSWoPnkPVM3yAgOoe1A2hhAGEx41wyIDDQLFiy0ZIk25eXhXNoUkY9cj8GJ9gh54l1Qzwxa3B8iBgGjXLQZNBSUFYd2jjEAMuBB7mi7/GLyowyeyYHBnMGPfFwXsy7vBY0LgzPvwqHrAJJGGyDRLiDlkHkmEJA3NFy0Ud47BId2xzZi7JlJ+6LN0i5oH/RJtBfy06fQBiF19IXkp50QQVtQUGja2k6xATvHIVvci++D/pDJDP7AtHXaJG2f7542xj0oK3n5tpic0k5pexBA2iT9E2XgWuSDXHrnYsrlG2OSkZ9fYL9ZB4euhvziSqWm55rvqaTFRK3NSdrWPRH6bsh8jRkTqNi49t8QFbLAoIh2DJMfibXJ6DDQKHiAQGAGRMtDIAAJB0iIzfPPP2/90iAsdBSX0qTxS+eGX5u32z/XoTPhXAgOWirKxPIbmC+JJsVpnmU86Njwo6HTwjeLZSkYNPHfgexRHggO66R5AQbNwSNpHoGCqOHvRYI8kfgbwghZYnCnYdDB4uwJeeMYkT44hPIc1N+VkDRmCpBj7sfzU8+QMHYjYBsQIlC5F4MCHW1n06QRXAL5gRyRGPQYONAUeCSNwZD/eV8MlgwgDJRoLkm8Q7SSyFasWGmjGnlOiBBag4qKSkNmq63WcdIk3+bjEDRILIMnpC00dJ8lbrQVBidIPu8P/wzIHu2UwZRjDIiUjWO8A/6n3FzP05LyrjyixoDIc2Dmoky8T28y49A1QLvDFM9SCF57pf3SdtA20V/R5njntBXPtAjxom+kDdAuaB+QMNqL185ozxAl+jLyQM74LumL2DOWNss3ANHi+p4PIBMOCCGTA64JCaSfI6FZo50zSaN8lJ/2T7nox/hemHAgo99mMkEb5dujvFwX0sczuLbq0BVB2123LUKTpq8238Me+321BG3uk1ZXx4r5RWYQY3X99p+dQ2AYbFjvDFMmiehINA5NyQ0EBc0Nzv1oljCRQkggKhAUiASdCwMXZiqIBj5URJp4nZx3HWZ/mA05j3tC5NBckYfBlOU0IGVo7bgHeSBj77//vu3UmEVCwiB63IcOkM4HjR+dLhpBrgkBZbbZXMfELBMTLmVsmrgnWjHMnNyTDpAOGUAkICMQRLRpmEMhjzj8owWE5HomXDpYBgLvunSalIVBgI6XddiQQxggCBzjFzLHejeEZpOH8nAfrs9G7BynniG7kETKwdIlV5uk4dODpgHShKaA98S754PySBqDE3XIu0IrhozzqRMGGAY6ZLQlBkOIF89JvdA++OVd4MOIeZzBloEN8kyC5FH3nAO5YnBDQ0H50KjRNhlsGVQ5RnvhF80fz0K5+Z/701ZJaDfQTND2KBPvn+s4dE1AciBmkBvaK98i753+jfbKOycPJApiRHvj20SjRnukHXhtA1JPe4HMcQ0mXBAs+k+O853yy+SA9giJow0xiSBB0DCvpqSk2vYL4aNN0ycwKWBCQ5/IN8Ux2jLHIWtck2+MSSrtl+8KbTzlREZ7h3hSPrSFDg5dEXx7fE+DRy/WS69/p6FD59kJSXPjelO0S+AAA9GZM74otPYG96AD8s3kVtpOhE7H65SaAk0PgyMzRToUOis6EgZZtEYMcpzHoEynwHE6rqbXo+PCn4IBmQEQrQWDOHk4xgtgJkvnyTXIw+wQMsbgznE6Je5Nh8g5gM6QcvAMHOMaaF+aexauQ0fM9ZtLDOIQCjpCf58j3g/35/moM8pIJ8vAz7NyX/7mHJJnPiOhjeQ61AdEgvpGDlGm7B5okBznHlyPPNQ3/+O07NUnxAZ/GMpKfUBgOhr+JA1iA9FCxjN4A1RzJI26od4YdCg77YrEwMUAynMRfehtV0TbKygoMuToiG07aL5mzJhpCRrXpi6Qc23eOXVNXeEHxPloE3hfmFHJQzvhGIMd5BISRpuAADM4814Z8LguWl5MuWhAHEnr+uC7R8sKsaKdeO2VNuZ9h82RNL5l/qctoA2nvdAmfO1lvWk7oXbiQF/Fd0D7IRiANoS5dO3a9YYwzbbX4XzaIffnOuSnvdLfcD7kim+D/2nX9AdYKOjv+D6YgPI3k02+PfpIzqdv4huDDHKcsjqS5tDVwfe396CZXK/aZr4z3ySoJWhzkgbq608qOSVXwTuilVlUrBMNBKS9wMN7nQSJv5FdCBABBlg6HjoYOhsGYY8oAYiMN1B6M1N/cH3ycC/OJ4+/Fqi5e2Ae8zpROk2OISefPzjmPQ9luBBx4f6Um+s3l7y64J5N64Nrci55KAcNhvLzHF59+Mj2GVs+75r+ZJJycj5yBommIC/X4Xrk4T5N65ly+Nfzxd5be8GfpEGOKWNTIGtK0ngOiBYElMGSwQ4tGGQJogYJioiItCSMQZBBBo0mxJ7BiucmP8cgsMj5Ze0viBwkDy0JBBA55eMeDJCYfrxjnrYNoks5mQhwfwZJjnMPtCcQcEi/I2ldHx5Jg8B46zc2RXMkjXbLRIT2wsSSvzEnMpHC7Mj6bywKzDm0Hdok7Yu2wl6mtGHat+d3RjujnR45km0nvlyHdoacfLRB2jrfl2fS556e7xrH+IY4Rn7aN3kgcJTBmwg6kuZwLaDq6DEVl5Sbyc+xn3CKC6FdSBrmzkWLt+qzPlO1cv0uVZoCXY3B18GhJWAAg/gwsDCwNWdyhchBfiBkzO49QomcwQ3ixuACIWIQ8rSXmKoxQaHVQu7543jO+gxCaIE5l8GNPD5n/lKrpfNIlnddNJYMahBGZJzDL4MpGjYIOUTNKxOkkMQ9KD/ma/LyHGg3HLomIDcQG9rThVwEyEP7II83UaOt4zNKe+B8SBHthLbDpIH2DJHnPNokbQWCxWSMczFdoqn1JiTki4uLt5Ms2i338tokbReNPJM0rg+p45pem6Z9o6nzvi3ORU4e/uY4BJT70Yb538GhqwJSdtSQNNp7SwkaaBeSlpmZY2Z5q/Xhh2O0cOEW85FeXLPl4HA1gbaQQYZBzdOQNQUaP4gZvo6QJE9VTbvmGDLOJ0HAuCbgY2SgwTQJccIcCony/0i5N6SOc7kO9+e63IP/uSfkjLIh8wZbBkwGRv/zPHCccnAeCS0mxxnQMSlxzeY0hg5dA7xP2gwarubaKyAPhIy257VHQH6OeW2DdkV7AbQt2gjtFFM614e8ee2Vto52HlLFuRB9Bh3vO+BatEfaJdfguhyDJNIeuSbfgf95gPJxnHPJw3Gux325Ds/Kd3I9gu8Usgu5bZogs7hC4PPHe/J/z60B74H+jXcDmebaXJf2w/25Nj6ykHsmixBn3nFbgrJzHzSyTBTo31oK2hdtlTJ3xr7tlGnLeYXF2ha8X+ER8WbSc/HltfzRTuZOnPmPmBlatOkgys2H6vPrOdvwQTo4ODg4ODhcHJAnyDBBZqyF2TQRtEUEPRHzaDwv5epzIUBy0Jp2797dbk9IoBdLQxGYghYUUzOrH3CMIC8C777//vuGs9sGWB4wnbPvNCsc4H/bUqDpxS+XMrMyAdaKy6mH9sLRY7UK2rpTL7/1vfoPnK6w8LiGI5dGu5A0KufUqdNm1s9qw75taCqOHVO1eQmdqeIcHBwcHBw6Kxgv0W6xnyWLljeXWL6InWogcviqMt62FmgxITfsCgP5IyqfxdXxtUVbx0oGv/M7v2N3i2GNTQgbEbptCTSmlIEF3flFO9hSYGGATLKUFmXH5/ZCbgBXAzV19dp+MEK9B07WpDkrlJh2uOHIpdEuJM0fNLLQAzGmYKu0dM12FZaeW7vMwcHBwcHBoXkwfkI+WNOT9ShZLopll1i7ksQanCwRxYLmLClFgAVmS889A7MxZmJ/woL7BWZpEpo3CA6mTLRX7KH893//940LGqOR4hdSxv3ZRWbAgAHW7xCzIqCMXnAZkbm4XmBupAz+wJTp3Zeyof3ib8rj+R6yvihLQBFYAnH0gGkc30aeBzMov5jsPXM69+J/lnP62c9+ZvfvRgPJsc6A02fOqLSiUrEJ6crIytXRVphj252knT37oxYHbdZ7n4/U96MXKO1IbsMRBwcHBwcHhwuhKUlj7Uw0a/jtkVhPjnUsOcbC4miQIEsQGqLK0YBhsiR4ybse/mZDhw61iWApfMvYThFyxHUwdUJ22LkGsoZWyzsGEUSrhxYNkoYbExovIoRZG5S9q9lFh0h0bxknDwSEDBkyxJJMysSuOJhMMbMSuMWyLCy+jjaMKGEIGP6TkD4CnSgvi7f36tXL/rLNIQElBF/hz0ZeyoymjzVKOcff9/dqoLa2zpS/THl5pZZIUkbK2hry2CGatC2hYRo5NUALArYqt9DHjltbUAcHBwcHh+sJzZE0yBEBFiTIF4SHY2jZPE0aTvTvvvuu9Vm7++67LWEDkBbIDoucs5A6C7vjb3bffffZ3WY8sseONyxwzkLrLBTvHWOHHYga18a0yn3QrHEPdpghocnyFncnCMAzv6L5w3/uj/7oj6zv2G233Wa3P2QZGTRzLLqORpBtHr1F09GmsQDygw8+aK+NKdT7hTh269bNkk4vkAtyh2aRMkBQWxtJ2ZaAlMXHpxmyuM08Y7COHmVZq9aXpd1JGoCQeawYzdqJEydVWFiqispqnTjZfGSSg4ODg4PD9YymJI3dW9B6QUAgWJj12MkGMyXmSqIvGWdbStIgWET/sv4j1/HugbYLcoTzPtou7xjEiP2l0VJBpFhwGNLGbjLsWMN5mGAxmSJH44UmDHgkDR86AhD69u1r12wkUpjlYNCgcQ+0bRBQSA7aOO4JcaQM3Hvw4MH69NNPLRl788037Xp6EFOAlpFtBtEGYqLF/Ep9XA1gYl6yZJNefXWgXnttsLKz8w1hbX1ZOoSkARobqaamXgcPJuijj8ZpyJjFOhibbOUODg4ODg4O59CUpEHG/KM70WxhIvz93/99a5pkeR2IWEtJGoQHMoTJ84UXXrD3gAyx9Ab+ahANluSA+KDlQqPFGnmsb4eWDGJF0AJ7YmN6xS8MYoSJFG3WQw89ZM2cwCNpf/EXf2HJJWXFFw2TKOZSyCH3Z5Fm/M4gVxBBrk+ABHs/8xyYNzHp8ozci2ugCALI33nnHVsnmDypO7RpVwOUKS4u05Q52DzfRlPO2svS6nUYSfNQW1tvXm683ntvpPoPm6O9UfGOpDk4ODg4ODRBU5JGhOUvfvGLxoSjPftDQ0rQLBGNiVN9a0gaYJHrV155xd6D/agxM0LeAOZQlviApGH6RFsHecOXDNMlxPHmm2+294OcsTczpkyOQfjYZgx4JA1zJaZQz+kfEgXBRFvG/SkrQQWQHJz/IWdcC20dJJE9tvFHgyyyfp5/UARmT0ygkDrqh/XW/P3i2hPUbUlJuWIOJetwdq7q6o8bYlavoiKIa6l9nsuhOh1O0mDH+fnFCgjYoS3bw5WdX2QXeiutrFJSer7KKs4tnOjg4ODg4HC9oilJw1cMMySaJxJbaUF+8AHzHP5Z0PViJA1zIgTtSkgaxAc/Mggacpbu4HqQRhLmTmQshwEpBB5JgyASNOCN85CsSZMm2etwf7YBw3zJs6OZY/swNHU8B/eA5EH+CGAYNGiQ9Y3zfNIgQuTlOtwLTVxHLWxbU3PclOWQBn43S1Pnr1Ku4Taehu9K0OEkDfByqqpqzMs5YR7irCqPHtPGXQc1anKQdu6LVXUnWy3YwcHBwcGho9GUpN16661WA8XgzzgKOcFv6+WXX9Yf/MEfWPMj2jR/kobZj71Qyc+5/fv3t0TnSjVpbCeGyRWiBklknTZ8xvzT119/bUkX8EgaJI4oTJ4NoEkjWpTreCQNcgYoM4SQAAnIKZGjPCtaQ0y8BBDwPJ7fm0fSKCv3wSTbnpo0nsF7jsrKWq1eHao33hqifkOmKT3TF3V6pbgqJM0fPOCR3EL1+X6qHnnyC42bvkIZeXnisc+YF8T6Im6nAgcHBweH6w1NSRoECkd7/LnwzcLBHqd7VuknAtMjaQQDYPZDu8Y5RIBCvDgP8ob/15WQNMgeBAhNGX5xECP+Zy00//XQ8F0jL7gYSWO3AAgf9yeYgCVEOE4ZvOvhb8YvJlACGvB5g9hB2vCpIz/34rl/+7d/WzfddJNd/83fHNqWIAigurrGlPWYue9JG8WakpKppQGbtTX0oKqOHWvIeWW46iQNVNfUasuBKE2Yt1L7o+JUZ14aJtAC81IyTONxmjUHBwcHh+sNTUnab/3Wb+kv//IvLcki8fef/umfWn8uoiZZxgITH5ol1kxjWQ5IFJon/MDQbhF1Sd4rIWlouDgHcyNlIBgA8yNrthEpyt8kro9fGLgQSYNYYY6FdHF/FrKFgHIPAgN4DpYDoXxEtXJ9noPnJuEDRz7ArgUs4QFhJWgBEuuRxLYEZYuPz9CIHxar5+czFHYoVcfgLadOG1J4XMcNaWMli7ZApyBpaMvKq49Z/7Sqo76VinNzizVi5BJ91X+GgrdHGDbdMc5/Dg4ODg4OnQFNSVpzCeKG/xekCA0TGie0U3FxcTZi0yNyN9xwgyU7mD/5/0pIGuAerNlGsACBA/jLcU2IGEtsoN0bO3as1eqBC5E0TIKYTtmGivuzxEhCQoI9TgAB66hxjGtjpsWnjetD6vDBI4DA80mDoD755JP2md977z1rNm0Lk2NTULbwyGT17D1Zz702TMH7D6mynZRJnYKkNQUsNSu7UF9+N0vvfjxSazeycaxvIbjq6jqVVx1VvWHH3kt2cHBwcHC41sAYh5aIFfwx4zWXWJcMAsTq+2iSIFeMoZAoFnflGOuKoUmbN2+eXeICXzF2COAcAJlhIVyuh6O//7IWmFcJUOAYZlPMjYCycS+W3uCaaLkwe7JJO2u4YcIMDw9vNDeuW7eucUurzZs3WxngOuw4ADnDfAmxJPiBZ4B8sbPC/Pnz7ZpuPCvX5/eHH36w+4qiNeQaJNZMw+TLrgOjRo2yJkjkV4qjx+qUmJqj9bsTlF9aaS192TnFWh60W9PnblFKZp7lJO2BTknSqNQKQ8TWBO/X3MBNik08rBMnsP/Waeu2aK3ZFKrk9GzzAlu/kayDg4ODg0NXAUQDoubtMtA0saYZy25g1mtKSCBInEseCByRjmin8E1Dw4XvF2DVBa7B9bxtlrxrQfYgQhxj/bKmPl6QKdZU4/osiUFCM4cvmb8Wi3txT+7tBQZ4QHOHxgy/NHzJWCyX+3qANPIcEEbvmXkO75lJ/A0BRFPHTgbbtm37SX20FN41vfMPZxqiPGeDXu05TTsiElRVW2tNm9WGvJWUH9NJ8/fl3utS6JQkzQMv35sVgMysIr3xzkg99coALQwMVklZla0YzKUnT562mjYHBwcHBweHrgPGeTZzZ7soTJlowSCELQXnQ/Qw2WJ2RaMH6bwcwCdq6+oNkay2wQFwjJiYDH3Rb4Yee/IbBWzZo4ImJLM90alJWlPkF5Xp21Hz1L3/JK3bcVBVZlZQb2YZqYbBh0WnqqCw/Dzm7uDg4ODg4ND5Aali/TSW1cC0iqm0pUC7xzId+N0RJIFZ19sztDWAkOUWFSto2y6NHr1EaWlHROQmuwUkJR3Rhg0RKiyqsESuo9ClSBoRE+lZeUowFVdcXmXtwnkFZfpy2Dy9+/ForVizS6UVVQ25HRwcHBwcHLoC8D8jSAJ/Nhbc3bt3b8ORSwPTKuZNNGjTp0+3JteWmB+x0mHq5d78jZInOj5FXw+docce72euuV9VVdXWSldff8Iut4GZs71Mm82hS5G05mC1a2MWqlvPMVq9fo/KK6tNhZ9QZmauQkPjlZWFrd75rjk4ODg4OHRWQHzwK2NxXtZcw3etpeA8AgwIOMBfrSVaNEhZflGJtu0O0+IlwcrJKbZcISsnX8tWbdOwYQsVG5ui2tr2WWetpejyJK2mrk4HDiVok2G86Rk59mWVlVUqcMVW9ek7TWvW7jXs16dd46XU15/scCbs4ODg4ODgcPWAc3/1sRodtct8nbF+bFGxyeo/bLqee+lb7TsQbwhZvSV4FVVVys0tMHzh+FXnCl2epDUFRCwnr1hDRi7RU89/q6kz1ignt9CqK6uO1ioxMUd5+eXWdOrg4ODg4OBw7QFy5c+vCkvKtftAjEJDY1RZedQGBcTFpWnkqPl65+OhOhhpSFrduYjSzoJrjqTxYmrrTyg6OUfrt0UrMZXd6E+owhC0gK0Rer/7RI2eukGx6b4ViskPsSM57ZqDg4ODg0PXBuM5GjF/q9m2ndF66pVv9fobhpCFJ6u29rjVlBUUFCs1LVM1NbX2vM6Ga46kAfb8rMHJr7LGEja2Z2AT98Btu/XUqwM0eNxyxaXn6/SZsyqvrtGm7VHaE5Gi/FLfkh4ODg4ODg4OXQ+Qs8TEw1qybLM27NyriqpqO64fjErRZwNm6Ktvpys+JUv1J3wL3WL2xE2qMxI0cE2StOZw3LyEpMwsLVkZrN0H4lVSccxGa8QlZqjPVzM1dNQy7Q9PbHxR5YbUlVUetftwOTg4ODg4OHQunDp1RmXlR3X4SIEqG3ZJOGrG7vXr9+jdD4bry2GzzbF8Ky8qrdTesATtC4uzuxad7qSkrCmuG5IGYM3+Zk0IWExMkvr0mawhQ+ZaWzXrn9QcP64te6MUtClUsQmHbV7gnd9ZGbeDg4ODg8O1CE/rhabMG8PLyo5qx85DmjprrXZExOhobZ0laVu3HtDnfaZo8JhAu8Wkt34q53nndhVcVyStKSBbhNdGRycoOTlDlSzfYRpAemGhPvlmip5951tNm7+2IbdUY/KWlVequvqYI2oODg4ODg4dhLr6ehUUFiszM8f6mePGlJiYqeEjluiRp7/S15MWKK+4zI7NVVVHdTgzV3lFZTpx8lTDFbomrmuSBmDVRHngYMjLRZNWVl2tMbMD9e3w2dq0eZ/Nx7FVW0I1bPRiLV62VWWVlVbu4ODg4ODg0HZgvEX7hebMQ2hUooaOW6I+X03X3qgMHas7oZKScm3cvF9Dxy7Thn3hqqqptXntWH76jF3VoatpzpriuidpTcELZSeDrNxCpR/OVWlppZXRYEZPD9Q73YZr1PhlhrEX2/y5xVXasTdBu/bGmwbjdjtwcHBwcHBoKRhf/YkUY21caoZWbdmpdcF7rRKF4/vDEjVw0Dy9/+FI83eCauyaZqdUWlalw0cKVVpV3aHbNXUUHElrIWgk23aFa/7iDdq2PUzVNTVWvntfnGk4CzV46CJFRibbfLD4nIJypWUWWhOqg4ODg4ODw/k4efq0Mo78//bOA7CqIu/bW1x31650VBDBhl2xAqIIoggoIkUQadJ7rwkk9BAgdAKhhBICARIIqZBeSO+99957g+ebOZeL0WV39d3Vj92dR4d7M3fOnHPmzJn5zX9aDpExKeTlFWv1Z11dHedsrzFn+Q6Wr99PRYXclqmF7Owi3N1DuXjRk5ycAuR2Tv8LKJH2C5CZp7y8nOpbAk3i4RGEwbrDGG04SmBglJbJSisrOXfZlz2H7fHyDdNEm6S+oUkzx1YIJ8MpFAqFQvG/gBzwL3cDKi4u14YXSUorKrUVF7bsPM0VZ3+ti1Juln7pkherDA+ycftxrc7VD/yXden/ijjTo0Tav4jc2DUqKZno5FQtc0liUlNZaXSYEWMN2WJ2WutXl6IsKTMft8BIvEOjqK/XzVCRTvaby6nESrgpFAqF4j8d2e3YKMSUFF36Wi07t4BLl7254uBLYXGJ5peZk4/hhiMMH7eajWYntYl7UohVCPGWk5NHXl7B/3y9qETav4im7IUIk06fmeQsFEePII5aOxMQHK2Fkb8dsLJn+JR1zF9ygIyMItGyaNZ238/JKSQuLlNbEkRvdVMoFAqF4j8NWYel5eYSHBVPYlqWVjdKzruHMnn2TqbNM+WK33XNr7auXtSRkbhc9SE2Lvl2/Sc/pfVMb0H7X0aJtF8BmcHkQri5BSVUVtVoLQkp0i67+rNmwzHMdtlq67tIkRYRkciePedZvtycYLl3WE0tN0TYyuo6svPE8ZV1KqMqFAqF4q5C1mmybkpJyyQtM5vyykqt7qtraODAKTvmrNjFfgs7ikt1E+oikjI4eMQWC0s7ErKyND8ZvrKqWhu7XXsX7pt5N6BE2m9IRlYBQSEJREam0dDQpGXw8PAETExOMX36NgIDwzWRJjOtl28kprsu4OgYQGlphZaZZT9+lRB9MkPr+/QVCoVCofg10cRXXT2pObkUl5VrQ3ikKykpwWz/WXYdOotfUKQ27kzu7nPwuD3zV+7G/PglSssrtTgqa2pITM4gWa5zVq928vm5KJH2/xHZEsnPL8bdPYTTp120Png5pbigsJijJxz5YvRaTE2tyBLiTg6WlDNarl4L5NxFT/IKSoXI0+1+0CBejJKKCm0MgL7LVaFQKBSKX4ocRyYNA8XFFUKY6cZOy6E4kZFJHLS8xDXPIIqKSrU6KTc3l5nzTZm1xBRbJ09tD0xpfAgNTcb5agChkfE0/I8N9P93o0TaXYjc1sLVIxCDzRbYXnIXrZVybWapu3sgEydvoPeg5fgFxooWSyN1okWSmpXNJQ9fMnLyxUvSqMUhxZu2SK9o7cjvCoVCoVDo0XdXyj2s5dAbuYK/pKKiGkdHX+wu+ZGckqPVIYWFZRw8eJGhw1ayfsMRIqMStOPlmOpTpxyxtnUlJjlVGQl+BZRIuwuRokoOqCwpq6SmRo5J0007jopKYofZGRYYHiUxNVd7weIzstlscZZPBi/F7JADiWkF2vFy6yr/gCiiElMoq9SZmxUKhUKhkMiuyaysPC5edOP69XhKSqo0kZWYmMWIEQZ8NdqAU+ddKSgtFfVQPcHBSdpSGbaOnuQWFGpxyPDV1bVaPaWG4Pw6KJF2lyIzv5xAoG+ZyM/KymrRsskiKi5dW21Z+uUUFmPt4M7EmVuwveJDfmGptsmsX2gs388zZbXRUW0cnESu0xaTlEVgUJT2crbeckOhUCgU//nIRros22UjXl9/FJdX4Bcey8lzbiSLhr0c3F9UXs4Vdz+++W4dKzZZERqToYWXi8ru3GnNJjMrfERdUVNbqxkKKitrSUnLIb+oRFsqQ488Rn8exb8fJdL+g5AvgnzxWr98cgBmalYuzu5BZGTmUl/fQFVtHdfD4/l+yU7WbTxOaGiiFr6ouIJd5vasNjyEvZOPNo5NrmdTWFaudZ9GRadTVvbDQr3yRZetI3k+hUKhUNw9SDEmh7xUiQZ7c7Nc5gmtazI9I5drbsG4u4dRVaVbuzM2ORNT8/N8M3UjDp7+QrSVU1ZVhUdgGPMW72D7YTsRJlsLK7s/4+LSiYhLpbDkh4VkJUqQ/fYokfZfSFNzC7mFpVy85oePfwQFBSXai5WXX8raDaeZOmObtspzfmkpteKFDAiLZdXaI+zZZ0dUVJoWVr6YCQkZWhernLCgf1Hlb7IgkOJNvawKhULx6yPL29raBq3bUV/uyrFj4VHJuHqEkJZWqK0YUFVTg/O1ABYu2c2CpfvIyi7UwscmZrL9gA3fzd3EFU8/isrKtC2ZpFXM0yuQmMRUKqp0m5Mr7i6USPsfQraQgoMTcXT0EwIsXRvnJlta8u8JEzaxdOkBPDx021jViJd9x84zrFpzgPMXrmkTFySy1ZaZla/NOJWFgp4mIeIapNVNHKtQKBSKX44UVHI3GjkmWYooiSyP8/NLCA9PISQkWevhkOHi4tLYYnqKr8cbYW3tSWlpFaUVFVyw9+S7aRsZM209qRm5Wtjq2lqSs7LwCAujWAg0NdTlPwcl0v6HkC+rbpeDhtsvurSQyXXXvLzCtYV15XfpJze1nb/yMF9NMMLM/KwQc7pBpTaXfZm1YI8QbxZER6eIAkTXqovJzMM3Oon8Qp3VTqFQKBS/jIaGZnx8orB39iMmTderIWdQnj7tLBrSG5k+3ZSCgkKt/I6Pz2XrThtGTzHC1taN8vJKrZEsVwOIFQIuPjFHHKtrSMt45NAWuVyTFH2K/xyUSPsfRy/UpOlcN5NUN95NWtkCQhJw8wkjNjFN+1vifDWQxSv3Y2B8RBQSaZpIy83NY4/5ReYu2ceJk86aCJQDTdPS8nDxCMLWzVdbyFAWIDJuOatIblKvCguFQvHfjizziorKyS0qpaJGN0ZMlo9RUYlYWFzBxsZL/F6mhZPrZm7deppZc7Zz4oyDVlbKstfF8zqGWy0w3nacikohxsTxVVX1xCdl4x8UI8rgwttltCzDpTVOCj4Zp+I/GyXSFH8X3TpsDeLl/8E0npaWg9O1AFw9giku1hcsBew9eIF5S3ZzyspJE2mN4hhn92CWGZuzwHCvtoabXGy3RLT2/AOjtcV7pfm+ulo3xkKuZi3HzslCSr/Wm0KhUNyNyDJLWrOkiNI3NqU4Kq+qIiQ6gbTMfG0MmQwnBdPJk66YH72Mb2CkKN90Zaq9vRfTZ+/A0PgYScnpIiyaFezYMXu2bLHE2cVfO4eMPzMvH/+waALCYrQxwTJe6bTlmW79rfjvRIk0xS9CFkRy+natcPrCSZrjr4fEclma6OOStTCy4HDwDGTZhkMsMzQnPVuItMYmEoXI22Nuy9hxxhw/dZWCwjJNvCUmZ2Jl48Lpc87k5hdpcUv/otIyYlMzKKuoEgWWbvKC/E2uYi1/11+DQqFQ/KtIsSPLFL3okZ+y3JLDQOS4XFm2SeSYsaiEFELD4kTjslgTU9W1dQRHxrLO5BhWF9xJzyzU4pLjfufP38vk6SacOuui9SLI8O6iEWu09TR7LS6RnqHby1Jaw5KS0omJSRKN4NIfXYeMS5V3/3sokab4VZCFSmFpKdFJKYTHJlMnW5zCL0mINPMjl5k2YxtW9h5ChJVrXaF2zj4MHbecoeNXEBQRrw2aLSgu4bKbN/M278YrMJyKSl0XqRwEm5CeSVpOrnas/nyygKsVrVZpxdMXbhL5VbUzFQqFHlmOSMHVWvRI65bcG1las7SxW6LgkI3BzNwCnF18iI5N0vZVlki/1dstWLhkJ66uAdoalkXFZZw658Twr1azwugIfqHxWjkkt1Tas8eeTTsv4OIVrlnSJLWiHEvJKSKjoPT2JAGF4qcokab41ZAF4E+X65Dfi0vKSE3N1ESXNphVFIQRQsiZmVuzw9xKW/dNjl+T08YNtljSb8B89p9wEKKsgBrRmg2MimXcAmPmb9qDd2iUFq/c1Dc8Ng5rV39C4tK0vyVyzJx2Dc2yQG4t3HTdBa3FnEKh+O9Cvt+yHJJO/67Lz8rKSrJzckRZVHLbOpaZmcsF22ts3XGS8IQUqkVZk1VUxHE7Fz4ZupSFhocJi07VwqakZzN10UZGf2PIhQvumqVNDtPIyMzWhnJ4eoVSUFiihZXnq66uEwKvTltQvPV1NLfc0JwqhRR/DyXSFL85slBsPZZDtliramrJyM4nPStPGwcnC7DS8iq8g6LYcdyWkJgkLUxNXQNB0cmMW7yNeZsPCJEWrYWVrdj1O48zfsZW9p28QmpBgThHM8nJeZjtsWO/xRVCIhO180kSRCF7PTKJ+NQf77wgr0lfaCsUiv8cyoXwyi0spLC8/JYP5OUV4OkZhK29F6m5JTTe2jz88mUflq08wMadpykqqdDCBoTEs8TwEF+MXs0lT3+KKiq0OL38Q1m8dBcWlpdIy8jVwlaLsihIlD0+vuHackT6hqi0ksnlMspF2aUfyK9Q/Csokaa4a5FWtoqaGhJzc6mqrdUElG6h3jLOu/jj6BNMRp5uscYyUSgePmnPcqPDnBEFcm5pqTbxQS72OGP+bhau2IuLe4AWrxRhlmdcWL3REgvR6pXdsjKOnJxiXN2CuezoK1rKmbdFpFzwMS4xTbS0828XxvI3WSDL9eT04RQKxf8N+U79tPtRfi8vryZPvO/llTVaGOlKSsvxDYjBPyT29rsrZ6a7uF5nt/lFrOy8NT+Jb1AMxlssmb9kD+4BsVojT3Zn2ti4MX32NpZvsqCgqEwLm5yWyymba5iYWREaJxqFosyRQkuOOfPxCSMxMZXq6h8Pr2jd2FQofg2USFP8x6EfKyK7MfUFpBRPspXrFxZPWrZo2WpdnM2kZuew97At5sfsCI2I0wpXaTnbvecC02aZYrLrDFkFBVqcgYFxrDI8zOyF23F199WOl2Gvipb4jj1WnD3rSkWFnP6ua41HRibi7h6kFeJ68VZRWUtiSgF5t2apSj95jXKGV5mocBoaf+j61RX0uorplpdC8R+LPl/rkY2sqro66hvlBB/db/J9qqio0nY/qa6p1947+T7JsV6hkQkkJmUJYaZr+MgZ397eEVidd9e2rZMD+OUwiNDoeFZvOMa6rScIjIjVwkrhtWfPecZP3syajSdvW8O9g+LYYHqG5asPie8x2g4rcqKTfHetba5i73FdW6BbIkWXfL9zc+VC3bp3VyI/9QLyp/eoUPzaKJGm+K9FX7iWllVRVllNfavuh7CwRBwcfAgIiNQKZ0l4eBKbt51i1dqDouUcrFUocibWvgMX+HLEKpYs2U12dp7Weg4OEYX/xuOMH2+Mm1uAVvHISiQwNJlVG85hddZZW7tInl9u5ZKQmI2TWyhZucW3JzZI4ZaRUaStFC6PlUh/Kfjkb/JTj6waZFz6teb0yO96p1D8X/lpHpJfpbCSrnXOknlQ5lV9o0QixVhNbZ14zypv+0tBUyoEj78QVElp+TpBJvzk2C1v72BtZndUXLpumR8h5KLj4pmxeBubtlkRFJSovZMlJWUYb7Bg+CgDtpvZaGs5ynM5+4cwfcEu5i7ch8u1EC3eWnF+e3s/zMysOXfuquYnqZHDKETjLS4hTRtjJkWhRHcfjdqnencUdzNKpCn+67ld2bQqjPU7L8gKR+8vt81KFyIsKSNLK9ylvyzEAwLiOXHiGs7OAVplICuA4Kh41pse59vx6/HyCtZmd1VVVWNr58mgT5cwZ4EpEZEJWqtdblZsvN6SQUNXc+6CG4VFJdq5pf/ixQc5eNCO2NhU7VzSPzo6EScnf+13rRIR1ya33crOKyC/qJS6VoOP5TIkcpN9aVlsjfxdX1EpFP8I2RiRgkXfWJFIsVVZWauNC5UzD/X5KScnn5CQSJE3kzVrkyQ9J4/zV9zZYmJFbFymtj6Y3KHEzSuQ4RPWYmB8nMioFO0cCUIsLV26g0HDlnHCykW8C6Xae+PnF8iYbwxZvGSvtjWdvCYp/E7YubJq6wnOXvLRLGvyOuRai35BCQSEJFNcrJttKf3lLErZWJIzNPVIf7l0j7SKy++t+enfCsXdiBJpCsUtZKEtRU/rrVOkX0VFLXl5paJlX6n5S79yUbHEJ2UIARejdbXISkVWcnFxqRy2sMPO1ZcCUQFJkZWRkYfF0Ut8N2sLru4B2vYtVdU1+AVE8PmIFSxetgcfH93UfNl1umPHaSZP3sLx41dE3CXaNcUlpbF+qyWbd57BW5xTxivP6ekdytGT9to2MvJ4eW0lFRX4hkTj4hVGZmEFLbcEalllJRm5uWQX6Cx8+vuT32UFKr+3Rv799/x+TljFP+cfpeXP8ZffpaCSi5rqvWUeldu6ye2DKit127lJJy221wPjCY5MoliIKInMs76+4Vhbu+DmFnQ7X8hGwyELezZvO01wRLxm8SovL+f8+WvMmbtDNDqOCcGmy0chYbEYrDvIF1+uFo2L69pQALm8hKd/CIMnrWLdJguiY1K0/CoXqz57zpX1Jqfxvh6jdTXK6y8qKsbBwZPr1yPFdevGmcm4cwqLtbUV5bg0/TsprWmV1XXiHaoXcf64IaK/V4XivwUl0hSK/yOy0pAVjx5ZOWjdK5l5FJSV37ZAyJZ9rBBvTkKgZcmdF4QgklaI1PQs9h0+r1nfUlNztLhKRAV39LQjS5ebc+GCp1bJSmufXKNp8fLdrDQ8yDXPEK0Ck91EB45cZvKc7WzabqVZL+T5wiKT2brDmhWGh3H3idC6V6VFz9MrhJ17rDl09DKlt/Zozckv5KpHIMcsHTXLnbRGaP6iApYVrrd3GMXF5dq9yt9SU7PwEvHISRT6cTvyMyIuifi0XCEEddve6NKihqy8fIpF5a6vYHXpUXV7QU890tohLTC1tT/sNiHDyrSS164/XiL95TVKgSG/65HfW8epR/q3DqdHhv2pv4xXup+eT17DT4VsXV2jds1SZOiRccp7k0s8tI5DCuRMIZDLWqWFXOMvJSuX8Og0akQ8sitOxpWbW4KHRxRJSdKiq7PcSmEfHBwjhMx1Le3leaTVNTU1m1OnrnLtWqg28UWmY1lZNefOubN79zlNeEnxLv3l8Rs2nmCbyBtBYbrxmfJaDx68yMw5JmwzOy3uRzdBJygomnXGR5gxeztevqGalVlavOyueDF/+R42mp4lX4gpGTY9PQcbGxdMTE5o+/9WV9dq1yfXErOyd8fbP1ybfS3DymvOzMonIiaNwuIKIbh0aSF/Kysr0/K0/K5QKHQokaZQ/H9CigFp8ZCVqL5ikt0ySTl5+PjHkJaWr1WkMlxhYYlmxbh0yVNU3rqZp7JCO3PRmzWbTnPI0kUTRTJ8UFACGzafYsmK/Vy9GqCJPCmM5JZdE6dsYtGifeTlFWkVaZjstjU5yhcj12B/xZeSkgpNkPj6hTN9lgmrDc2JidVZQfLySrCydmXeAlOcnP1vWxBzRGW8cccJ9h93JDwmXbs2eU8hIdFYWl/BwzdE6w7WiYIarXvY3T1Q22JMhpVOilQvr0j8/eO0ilyGlYI3JiZZm1mXnp6rnUumhdzEPyQyHv+gKGpFGsiwdeKaM7Ly8AuIJiOnSLP8yHjlOKYYcU0RESlCBOhErLSU5uQX4R8YQ0p6HtVCfMrucLmKfFh0IsERcWTn6VaLlxYqKVilpTM8PEHrTpNxSMEWHJwoxFQECQmZ2nVJfzn+SS754C4EubQo6dPCPyhSiO9LeHoHad14MnxccjrHzjphvPUMKULgNojnJNPJ0zOMOXP2YnnSURM0UowmJ2eybdtJJk3aLIRXiHj2uq49mY5ff70OI6Pj4nrixXXJ51TKmnVHGTPeiMNCkMt8IsWfl1cQy5fvx9DQQktTeb1SpJ065cyqteYcPGar/a17Hlkiv7lhYWFPYmK6loekf3JGNk7iHnxCk0Wa67pH5fVJK1t2drZ2rzJehULx70GJNIXiPwBZ8cnKUDpZWer9pAWmtLxa6/7RI4VQREIy/hEx2kBt/bH+odEcOmXPhQs+mlVM+qekZHH8pD3zlu/G1zdCEwnSmuIuhNT46ZuZt2IP4VG6gdxJKbmsE+Lv0y+WaV2s0ioohWFwSCRDh69k8rStODj6axW1tNSZ7TrNiFGr2SrEhbS2SJGVmprBvPk7mfz9JqzOuGhhpSg8ceIKEydtZPGS/eTny240KRQy2br1JOPGGXPkyGVxbTWa4Lhy1YfpS034ZqqREDE68ZaRnYvFqct8MdaAQ6ddyc4v0YSUnCCydKk506fvJDAwVruPguJSzti6MPzbdew6dJmE1FzNPyMzh9krdjBp/mZsLrtrx8sJHBcvujF58ibWrj2iWYpk+stuaAMDC779dj379l3Qrktex0Vbd6bP3MrMWabaDEIpbmTYvfvPMeyrFRivP6J1+cl7dnMPYvY8Uz4bsgJvn1At7QsLi7VZxJ8MWswq4wNEx6VoaRQXl8aaNYcZPtwQBwc/Ld3lcw4MjGTevF3s339eiNEULd3kIP3zLl6YHT2Hu3+odr3yWZeWlgtxFilEfKwQVbq1waS/tNIViPOWVVRqf0vkMdJCKi1oUlDqkb/r41MoFL8+SqQpFP8hyIrxp5WjrtIUrpW/9JMWudZ7m0o/WelWVdeKCl4n0CRSiBSVlJEsBIpcoFNW8vKYUlFxh8elEpuSKfx11iq5N6G0/rhKK1hWnmatkhW4XLfqyBkHLjn5aMugyONlXPYe/mzYcxxbJ09NCMiwufkFGG87xoqNB3EQv0thIwWSra0nS1bt1Sxy5UIsyDjS07PZtctGCKwdWFu7IvdAlBYkZ5frLFxkxvdTt5Cdrev6y8jM5cixSwwfvUZ8XiEnt0gTQgEBUcycuU0TU97eunF/0ip59pwzI74xZPe+8yQmZmrXkCXuacnSvcyea4rdJS8tbWSaOTr6smCBGaampzWxpKVFdTU7dlgzf74ZlpaOWrzy/tyvh2BoYoHBpsOkZGRpz0FaBi+7+2Ow6yj2jh6auJL3l5NTgPM1f/Za2pKdq1sQVYq6zMw8rjh4ExGXSEWVzgIpRXVSUo42iaWwUNdlKp20NiYlZWsLqMrzSGR4uTNHeWWVZmHUI8M3NMi1vX685638rn/urZHxSKdQKP7/oUSaQvE/xE8rXvldigs5O7R1JS0HZ9eKSr/uVrehRC7/IXeDKK+our23oUSKpNyCYoqFWNMLBRmn3Jc1RYg/abmSYeS5pJiJT0onNjGNQiEO9dcju18jo5O137SZeCIOOR4rNjZD6wLNzi4QccjxYje0sHJ8lZ9fuBAvOgEpxYo81t7Vj6RkOcNQN46tsLAUT88QXF0DxXHFmp+8xjQhAK9c9dcsVfquWBmXjFcOXs/KytfCSldQUEJISKwm0PQzB+X9JSRkEBaWoE0MkeFkHCXlFbr7S0jTuk+ln3YdIi2SMrIpEmkhj5VIAVhSVkFWXqH2XYaVTn6XXaVSaOnDSiFeX98kBJ7suvzBsiXjlsJLpo08Vo8+rtZ+CoXiPw8l0hQKxW+KXvy0RooJKUj0okQi/eQYKzlAv3V4GUaKPdnFqBch8lMKx7KqKs2CqPeX4kUKKynEpFCUyN+kEJRh5R6v+rilv7S+SacPK5H+0qomrW36eCUyjPRrfc0SGd9P/RQKheL/ghJpCoVCoVAoFHchSqQpFAqFQqFQ3IUokaZQKBQKhUJxF6JEmkKhUCgUCsVdiBJpiv8P/DDz7B+6W6H/q7hRTU5SEvGRSZS1yJT4Z9zkRlMDlclxFFZUUy3Ho9+oo74iEy+HQNLzy6n7u5GIY5sbqMpIpbiyhpqfNZb9Bs2N9dRWVyJXzdfWTWtsprlFuMZaqjU/nX+N3AT+x+P//+/cbKSyqJiCrCJqRJw3aaY8PpzU5BQyan9BTrjZzI2qJJIyCskpbvhZeehmQwmVpVnEFzbR1CKPaKYqLZaUID+Cy1to/Af3eLOhnOryXFKLRFpox/4jZL5uoaG2iuoqmYbis6aOBnHczZYG6murqdLStorKqhrqm29w40dRij9a5D6tzTTePpf4vNmgLatSV6+bFXtnxC83aqkor6GqurFVuBvatmGtl3D5ETdEejZUUFHX+pw/k5si4W40Ui8yiTzHLU/xfwv1xQVUinuv+3fln3/AjTrxfItSiCpu1tL67yLeq+r8RMIuWOGRWkL+rYv7nyiXFHctSqQpfjtEJVGYFEaQ62UuX/7nztEjgIDUGiEEfknBeJOm2hrqqqpp+NFBUuyISqE8n8zcMqpEhfaz6pyWKgqSIgi66oijo5Nw7vhHhBLg74W7wx2u+4ozzh5BJJQ3UnunEzTn4mdrh/VhO5IbRPT/9BqEaKouJsNmO3a+MUQUNtLSkEdRgi1L5xzFMyKHyr9X0YlKp64kEc+9u3EMTiK5SrcMhs7dCvNTxP3mRPvjfu4kJ09Kdxo7/3giYyOI9b/Eac1POhucA+NIqdafXKR7eTYZMYH4ujuLdLqMvf1lnPwTSMyvEbLnn9BcQIy3Dy4XvEmvb6KxKo5r29dgtn0fh7xiSExKIb2oVgjGG63ygvgmRG92pB9+LrfS3+4CdpZrWbtpL6YHzmKnPRd74VzxT8wj/w5KtaU8ioSQS+w8E0NeVZMQpBUkOpzBZvsOTuc0C3H79xJLijlfgl1Os/dqHiW1Mk/9g/S9KeKuzSfS6Tx2VjINT2Ft54JLTD65ce5csz/LKS1trbCyduB6bhXlja0iEgK0pSySqIRsknPrRc6Qfi3crEsjxD+SiJgcTeD+CCngygqID44hvyAW/4BEbUHe/II0whMrqCpNIDounaTMSprucM03G8upz/fBPVyI3pIaKvMSifd1+CG/33L2zu64BmdTKsScPoVvNlfTWBKOT0gW2cV1t/xF2jTXUuBpT2hiOqk1rU8q8nqDyLM1QqxWiwZJdZX4rKIsM5oY/6s4/OScly87c9U7jMSqG5qQvlGXS2Z8BNf9YsiqFeJaW/tNiOKCMOK8LVl3KoLk4lqd+NVmGItrkf81FZMe4YeX/WlO7F7HooH9WXgxHO/YGOJD3P7mvE7eoYRm1OrSX6H4lVEiTfHb0ZiKw+YpjHr2Udp16kznzp3o8Mh93H///dz3UBvad+xEp07SdaZTh8fo9t4Ihu1MpEyUwD+3QLzRWEZ2RBgxQZHkNcliX3KT5roKStNCCHU+we7DV/AMTyO3oo6GfxZxfRKuuxYx4dUudBXX1bFrb75aOIuxoz6hb7eOdOzQlgf/+iBt2rWno7ynLj3p2W8SJhGlZN3JTNCYhvNRC8wM9+KVlktWbi65msujoLiMCnFBsoK/2VJLdXkx+blC+MRfx9ewLyMXHcDkYjRpCe4E2S1h6PdnuOARS1puAYVyXa1mWeXoERVeVRpp3ruZ+PxLTNx0EqugFLKyRIWZk0teeYNWWf0NDck4m85lTI92dHz8cR7v2Iaek3ewyngVJlNeoW3Hx3niicfp1O45Bi/Zy6kM/V6bzZQGnsRi+df0f/0pOra7n0c7dOSZr7ex40o8xTXlFOWJ89663/xiaZ0RAuPW0TfKg7Ddvw/jlRYEFeeT5bOWaf3f4a13BjNs+nLWGW5gt0s6KSWNP+QFIVpoSMR60VCGPNeGtm3bCteGNo/8lb/e9yAPPPQYbTS/DrRt05PhW+25klavq5hbGqgW5ykU15QVfZHz+5fQp+8abIOFqEwN5NyuHRjO3cClhBzSs+VerDXUyGdz69QyT7UIURBxeg0G3wzg9QVX8IpOJU2kb1ZOoXgeonEhn+Ot0BotldTkurPpoxd4u6vI55070q1Xf/qsu8LFjZ/yee8edOgs0rzzU3R9qjfzXNOIqbgteUQjQ4iWsE1sPXCFE1fzRSNE3MeNBppzzrFh4Xo2mtoSJdO1spIqIZaapbhsKiAl8AprRy7A+vJ+1m2z4eCevdjamDJhYxhRXuvFsz2C2ZlYyu+QHW5Up1AWupY5W66LBkE6ERc2Y/BxJ9rLd7SzfIel60jnZ9+l+4jj+GSKfHjrplsqkyn0WcroaUc44RhNZkk55ZXV1NWVEmc6m4P27jjmtZLvN+spTY8hOsAbT28vvLw98bx+nat7ZrPw8550bN+RTh3b8tADD4vn2o72bbvzSt+JrIupp0i0yJpy7Di1fiZfDprHnshCUjIzyMpMJcH/FKc3f0ePF2Zi7hRMWHK6tk5eVl6pEOAtQqT7cHzxCD7p1oYObdvzxLN9mXjQnYuWBhhPeFPk9U637lOWS4/y9EeT+dY8BblM8I+er0LxK6BEmuK3ozEdp4P7MVu7B5fkHLJz0wk0G8OU8VMZucYGv/hkzWKSlplNWthJzp/exWwh0sp/tkhrodx/G+sWLGHq6vMkNdwSaTdrSL20BZNv3uS5F9+g99sv0POFwcwQlZp3yT+J+WYTdZX5JF87g83S8cy1iyIwq4ji4iIKc+KJDbrM0q8XccbJn6hMIUDy8skvLKVKdvHcqQSXIs10Jt8896hW0ekL/86de9Br6BzWeJZRLWr3xkxrDiwexpuyYujYgfYP/Zn7HnyUR9rKiqqdqEwe5K/3C2EiK66nXqPfREMOpTVSpz9pSympXsfY0P9x2v7lXu5/WAiWDrrKpsuzr9HH8Do+qXewcDWk4LLPmCVfj2HB5u1snj+A0WsOsWHjeszXjmfQQhPM9pqwctTXLN5y5MciLdgWxzN72WBkzKpxU9juGUNoTiUVeQH4nF7EZz060/Vx3f2+PHwly22ykEvfCvlBRcAO9u/ey7L97iRHHmZWrzcZNlkIIPOTnNy7BaORX7PMJYPYstZXLJ5dSxnJ/i5cszuPrb0D9nbnOGsygq/HLmK2wRFsHK5wxf4ytmft8IzNJlta0m5UU5Pvx76vX6XPszJ929Lm0Qf5858foq0Qlp06dRBC7xFNDEhR2kk8m7dnWHLYtwTdbpUyjRvJdzRi3fDnaX/fX7j3wba6RoZ8li8N44vFZ7X89yPrlBRp+d5sHj6UBQtXsXrNHJYtmsRQYyfsN49hxtKlzDAyYZvhUuZ+MoQVHhm3RdrNlnrqihPx3/AthgfPcSIkn8raepoaqyn3WcWsMaMZ/OVUFq0xwNBoAzsvJ5JYUM+N5jIKIhw4/f0wJi8cxScjpjJuyBiWzJvF9+fC8D06B+PD9pwMLPvbvCC4UZ0qRJoRc00ChEhLJsjRluMb9+AhGhjpQuxrDYysaALc7Fg5bTch2SL/aq9UC7Xp/gQbvMmrL73P+x8PY8T4BSzebIVvQRER2+Zgbu/RSqSJg5pz8DCbxdR+z9KtWze6dX+GbgOnMm3seAy2mmHiFUV6jB2GM7dy+qIb3heOcX7Tqtsi7WZLNfkBJzi3bgQfTzJi4sCevPVcJyHuhHB/+H7u+dMDPNquAx1kQ7DLO/QZsQHbgmYqGxuoKS8k3esczubrWHktg+SSGgr8LLE/f4Tt7im3GlK5ZASbc+yYOcuUSFP8RiiRpvjtaMzAxeIoh7afIrS8grqMk6z/+g1e6fo0T/R8j/6fDeezr1Zi4ZtCcsoV3OzNmfdzRNrNOqoLInEw/JaJA56n+yvDGLrQmkRRisrjmvMdObZxFXOmruWIgxse7s5cNJuD4fZj7L5WdKvi/QfcbKQswh2fjbMwCComuaKEBCdz9swZxqABfXjuiWd5t29/Pvl8KGNmGrLONpeKH3XLtUKKtEM7MZ65hAMXLt/qjpPOkau+YUQXNSINXDdqUwg8soDpbz/G7373u3/oHn71a8ZscyehRicMb9Yk4HNqEyunfM/YZUc4fcGOS+IctifXY7RgDG+8M5sDPrlky+7PW5d1m6ZMfI4JkTa0LwOHfsHQgb14+/3+9Hm/Lx/1eZPX+rzD+73foXevT5m66TR2OfrUE8KyvICivDSifK7hvGkd51LLyROVZ3ORBz4XNzF68n5OnrPlvMVCVm3ai8GJdOpld11TFi7rp2KwYhVLd5ljPq0Xzzz8IB26Ps/zb/Si1ys9eU4I1aff/ZgPv1rK1tM+xGnmGnmzDRT67mf3kpHi+vrQp/d7vPvKEzzR5Vl69OzFe8Kvb78BfDxyK2dEvirUzFvNNFdnEXt6Ml+92okH75Cmt90f/8LvOn/BvEM+hBVIK14zTTU5hB+az6LJM1m4ZieWF+Xzs+PyhYMs/WIQYyYuZ8PVNE2s/CjfCnFYVxSI+aRBjBv6KZ999jEDP3yXV98ZxCd9evFOn7d4S6btu33p33ccxj7ZJFWJGFoqyI10wnzyZwx9rTuvvNOH9weNYdqSDVgGBmI9vz/DP/uU/l+OZ9LEsYwfMYAv1/vgkVBFQ2kIwWeWMKRrV7p07SSE+hNChHak+0sv8uKXc1g88h36ftCXNz74jCHieX85YgJLz8QQkZVFlJMF2yb0Z9AHz9HtBXHOgcMZOmgQn/d5lw8HD+XzIUMZOlS4IYMY+Olw3h1sgkdqKZVSV4przgk5z85BXXnvw88YNPQzBvQdxKCvFnEwIYfArTPYuMWQtec98UiuE09SPpc6ipLDCLq0G/Odixm7xgorF3+u7lmI4ZTPeffzrxk7agC9Xn6HgYPFtX42jG9Gzbgl0kQZ0dxCY1k2BclB+AbHEuTljOORhcwaP4J3B8xj71lr9syeiMGWHWw/exV3/zhy6m/Q1FBKblIIboeN2TJ9BJ8Z2WAbnEqU4zbMln7J2x8O1t2ncJ8PeJOPvlnAFCXSFL8RSqQpfjuEAHA9cpTDJofxTgjGacNgPurRjsce6UCb9k/QvWsPXhy7m1MhOeSk/wKRdqOS8uwADi+az7plMxkzdhEL1/4g0uri9rJ983aWbvejQFQgskKoiTLDdNM2lgi/Qs3vH9FMRZQn/pvmsC6klJTyLLyPmmA04RvmrFmH4dp1rFu3DoPF3zJj/nzGmiZSXNeiu+YbtZSkBHH14EY2GIlwBvP59svhDBk4otWxGzC1vIpTTOXtcTuN5ZnEOR3m4KpJjBwzirFffcTrXTrx9POv89bgUYwbN05zY8VvExZtYYt1CPH5NTS21JDhugOj0aLy7/4iLw2ex5LVhhjK61vynTh3P7o/M4jvF69i1XYbHIPSud2jJu6zPPQUB+Z/zvs9OtChg3TtaPPQQzz04MM8+PDD4lndy1/+fC8PPfoUrwxZxGqrUAobhbCsiODqqX2YrTdgxdwZTB88gDELVrB4zQ727DVku/lWpm2JI18IQynOrc5Ys/lkOrWNFZQF7GbZZx8yZoYBmy8547RzBoNffpEPP+5Pv3ff4K0XnueFj79i5IhPePetr5mzxQb/snoaKzPws9zB1mkf0/eFNvzpTiJLuN//4V7ubfcun08yYJ9DIFFldTSJY5M99rFl8Qwmjh7JV4P78n63R3i0uxB1g0cwWkvfsYwd9y1fT9mIuV0AcfmV1FQKEXB9L8sH9eCF53rRe+hEFhqIZ7hWiPM1cxnx7pv0+/BThi9YL0TIERxSyjUrj8yJjcWJpFxcyfjePXjuSZm27WnX9jEevf8BrWv2kUfu58EH7uWv9z9Cuyff4uPFp7kSXUBVYxHJfjasHPApC1casHbjelZPn8js0UP5zmQd0ycsxsjEnKNnL3LRaj+WJqP5ao0n16IraKiMJfyiASOffEg8u7a06dyNzkLAPv/aOwyZNp0RH33B5GnzWLRksohnCG8OWs52p1RSiotJD3HGZus8lk//iLcHfs/EuatYPHMGM0ePZpbIU2tWz+HrT4Yw/ItxLFhvxrajPqSU1mljQVvKowm128LwXsNYs+c4lmcOsmHRYqZNMOBCZgEhJjPZaDyHKSuNWbflDO4FTdQ2697CZiFkY/2OstI6l/zKWnJs12I6fxT9v53DynnDePuVfnz13XRmTJrMnImzhUgT4q62mGjnU5zafQALm0Cy61uoFwLVRQgvw5WbMT4RQH61CGO+EGPjney6EkmONAKLRkJLqQ8Xdi3le9kgeeZJOr7xmXiH3bjiaIX17kV8O3w4w2+7EUxYvotd1wq1xp0SaYpfGyXSFL8dt0Taoa0HcI/0w3LhaL7p8wzPP/ssT3Z5njdefZvPDsYQkldHfa7DLxBptdSWZ+DmmkBebjSXjlhivl0v0loo9VqHqdkh1lnrutckTdlnMFtrxLxl1j90i/5dfiLSysS5Tp3h2C5r4qrqKE8II62ogoJMJ7yuHGS2aQIlepHWUkyC62EM+3TntY8+5ePBQ263yvVu8Ie9+HDiRpafzRbXJyVkM6UhF7mwbz2rVq7CwHANRsvH8ekrz9Kr72C+nLeWTZs2aW6jsSEGq1awZtMB9rtkUFZfRvTZLZhMG8jHfd7g2Z4fMUic8/NP3qbXm2/x0hv9GTzkc4YM/pDX+sxk7WEPMjRjmKxuGslz2IrJrGF80K8vH7z3Gs+1+wv3/eUe/nDPPfzxnr9wz1/b0e3193m3bz8+HDaH+ducSK0TgqnIjePrZjNlaD96v9mTzo925dU+A/j4s4nMXDSN5Ts2CJEWT0F1M/WZpzhjfZYtp1Kprsohdt8kZg4bxFiDwxyPKaamIJjD08ewaO73TBj5FaOHjmT8psMc3bOSGROXs9niKjFys/WSGC6u/p7po75g8MA+vPdyF9r++R7ufehpXnyrD33eeYmXnmrPXx/pTq+PBjFo+FRWyvGIOflUptpzZKMQPKvXsGbtapbN/obhb3Tm8bfGMm7uaoxk+m7cwMb1QtwuX8oKYwus3WPJLkwh+9p6Fk4cRt/XX+Wtt97l488HM/hTkZ49XuDdPh8y8PMhfPbRQAa8OYjF7hnE6ExL1GaFErFrLF8KAfthv/fp9UIXOj94D7/T0vYefn/PAzz6+LO89O4HfPTxJ/QbvY0zvqkU1wuRFuTKuglG+GSUUNbcQIHHaS6sEOJy1WLmbjmLjUcqGUUNNFcnUxK6jtmb/PGKLqeuLJE4l32s/uYzRgzpwwdCVA4bNYt50yexZOV0+r31PaZC1MRmehPqtpdJG2LJLG281VgQ70V1KqXBBkyauYvtFjYc2bUTk4XL2HfejovnD7B08iwWzl/H4YtXuOJwjcD0ckprqygIt+bE6jG88vp8ToTnk1sWzbVzp9my7hQJVeVEb5+L2SFTlhutZtWk75l2PILE0mqK0yIJs9/Fvq1z+XrpCc75J3L9mCEHzbaw8mIAGSH7mPzlEvZZX8Xd9gQXNq7QibTqHHyPrmHpiBGMmbgVByGoM73WMmfIp3wydBZrj9lwUZz/wNyP+KBXPz6ZuhMrkT5NQqQ1F7lzZusMRvR6gR4dOtKj9yBGbXXD3skOx5NbWbVoEYtuuyWs2nqUY1dF3hUv+D8uNxSKfx0l0hS/HXqRtu0YgcVlFOYk4LbtG0a90YEH//QXHuj4Ii/PPo1NQDpZCRdxtvuZIq01jak4HtWLNDnaqYHMk1NZbWjCklYi7UaJG8dMdmBgIML9YpGWicdpayx3nyEqN4PwdRPYcy0U9+grdxBpJSRes8Z01DfaZIKM2r89U23cAY6esGLrOb1IayDbZgWrRr3Nc9268GyHh3n4wd/zwAMijeRYKW0wvN51oHPX7rw0cALfmkWQU9MsrlYkda4THrbbmWDoR1xGHjnRJzhqcZxNBwJIL8ihIMuHXat2cOJMK5Emu3WTQgjzdcf1mhMu53eztH8PXun5NE8+8wxPPfW8+OzP93suYu3khrunP4GRKRQ2yiUcdHE0FQfiaWnEsLcnsftqKGHZFZRkuODjfOAOIi2Zyqo8rpsfxsnajOPXPLkYVUh1djDOm0cx5LWOdOj4LD37jmO+wVqWTRzA8Hm72eucTPlt659ALt+R6sZlk3H0bn8/j/b8nnVHhWiw2sqWaUPp2X81Z6KKKKjXpf2NmlTyA4wZ/97rvPb8kzz++GM88OAD/P6BB7jvgTY8+mir9G3Xng5dnuXZ3kLgHXInQS4HIics1EVjabwd833nCM7OJDPRh91zVmPt4ENEdh5p111wXT4BY/+c2yKtoSKf7KCrXHP3xOPqeQ6tmcjIN56gfY9n6P5MDzo9/gp9Ry9mvRAgXl6eXPMIJiGvjKoGIdICHDEcNY+zvpFEpiURYr2fE2uXsNo9njCvbWwxs+WUUyZVVUKkhehFWikl4edx3reAUTvdcD42hTmr97Fu9zFsDsxkYGdx723fZLTZFS6HuhLsbMYUkwSyymS3bguNtZWUpl0n+vIMPn6mG8++MYB3e/eh3/MdaduxEx07tuWRBx/i4Ycfo13HLjz59DuMF2IrMDUK9+NGTOv9JgPe+Zy5drH4h9tgffQgSzd5UlBXTqwQaeb27lyO8uH6BWM+HrAB5/hUfI4sZcmgp2nfVuTz9l3ptegEZsaL2Ll9A8us3Yn02iVE2gJ2HrXF/rQ5p42X3x6Txo0KUlzPYm20hj2xmVw3+1oIryfEu/MAjzz6KPc92I2uXTrz1NNdeeGTGUzZF0GFOEw+nRs1ibjvX8u8T4aw4FII3gnpRFkJsT7yZTq0F/ngoT/zlwce5VHxvj352hd8sfSi9t7caUasQvHvRIk0xW/HLZG2Z9Vqjp1azbCXnufV13vzwrPP83LPZ3mz/4e883Q3nnpjGnPXrGTX0f3/FpGWZTWD1etMfyTSWoqcsdiyjVVr/i8iLQN3IdKO77IiMieDQKP5nPSNISjB8e+KtO0/W6RJqXOTltoKKkpySPI+zbkZL9L5vnv40+9/z+//8Af+8CP3OO9N2cTekHxKq5puT1aQIs1xz3e8+eTrvN/3A3r3eobne3Sha4+e9OrzAf16v0b3t4TwOHhLpN0U/zQkYb1kCJ/3bEe7du1o3/FJOr48XVyXL+EZaUQ5W7D7iyfp1LE9bcTv7dq/wLtfLWdPcoM2s1REQL77bnZPeINHnnyToZ++zcezLdh56jgOV+4k0nRj0hqqa6hMsMM98Con7S/hZdCX1zt35MmnHqfd40/x5LMv8+GI/rzyZEfen3MEiwD9AP5bNGXhc2gxE3vex5//+Hv+8Kf7eegxUbE+0Yt3B8/A9OwptlqEE5tRpQlYKbJaGoUAKSwgK8ScrTP60v2+3/M7mb6//3H6/un+x+g2wYpTPhkU1zSg3aZepM0fzoi3X+TN3r3p++4rdO38OF1feJ1X3+tD77fe463n+rPw2i1LWnMxqT7HMejTjqc7t6d9uzZ06PYBAyaY4ZqSS0Z2PC4bxzLu7c483EakffuOIn3fZdJBVzzy8kj2OsKiVx+g2+Md6dipEx3aSMvsFIyjKikqCeWEkQkHDtoRkp/0E5FmxdkVfbV0fKrtg9oMyc5PiHzwwjt0GbAR84Or2WztwvETJ7l22oR1AVWUSDHbnC+E4GYW9elKZ3G9z3x3nGMunlw4Ys6GeRu5FJVMfJQDO5YYsmmjBa6xqaSlZpBb2UBl+nlszx5l5daLhLouY9yCI+zZvJBN23ew8FgKNQ3lxO+QIs0Dh5xq6qtLyU4rpqaxiYaackoSnPC8vJP5hyKIzi4nx9OUbd+/xxMiXTq2f4T7//ogj8jn27E7r3wymfVx9RTf6lJursyjID0ar5RKKgoCOb5xG5uXzGOXuRFfLRQC2c6ILebWHLRPJr+66dZ730J5wF5MJ35E98dfZuC0r+g9YhMHzngSmRhPuPcFLq/szYBpB9hzUYjWFCHK80VeEqe89bopFL8aSqQpfjtuibSDm/fjnhiNt7MTzg6OXDi6mXWiYPyo16d8v9eG41eCCfGx5OL5g/+iSJPF9g0qg03YfeA4G1p3dwqhsMt4MwvWXCKt8ZeKtHSunbTiqOlRghIjMJ+1GoegJFIz7tTdKUTaVQuMPvjH3Z39J21ilU0O2jAZ4W7UJuF3xpQVX/bl3acf4i9CfPz+DuOtfve7J+k3t/VSGDqkSLt6cjVDR2/jyNmLXLhow/lz1pyzseGC7XkuWZkw/TsDdh3XW9LE1d4oJezAFCa835577xVx/+FP3PNgT0ZstefydVHBHZrGJ53+zJ//IATN7x7iiXfGMnX/NWKqROUoLrox25Fz+1YzaeQkZkycxbZThzCcvRzDpVNZtnPTHURaxi1RKo5Nv4J3sCc2AQlk+x3n4IovRH7ow/sffMCnQ9/l+e5P077HcJaf8COiuKlV5XiDukx3zhqOYuAT9/IXkSa30+mPD/BQu6d45Z1ePP/yQEauvYRdZLm41maaqnOIOraEFWPf542n23L/H/Xp+WN3z32P0WOWC46xFT8IQ71IW7UEg4Vr2G1th51I07Nnz2Jtc4Hztjac3ruVjaOGs9o7SyfSbtZSEuvI+ekv0LXdn/ijON8f/tye7h9MZs21LNIiDmM85i1eePgecV6R7n/pwqsTtnPEL43c6kKSr19izfBvMTtuhbWdLSc3GWC6fDnrY+soqy8l4vB6LA5aYBESRaEQabNudXfWliSLRsI+ts7tz1v9pjJ3lTFr505h2sjxTLGJIyHBgYPrFzF9+GjmLtrI4fQmKqR5SOTb5EDxPHZs4uDO7/ja0IuroVG4nT2Ewdhv2bBiMiOGfchrz/Xk5Zd68dFX3zNu1WXC86qpqcklLy+b+LR8qvI9sZjzFV9/9DGjl+3haJQQNw1lJGyfc2sJDvEsb4rGVLNu6RlJc1EQcf7HWG2TR75oeDSWpZES7omT3RkunFjP2M+nsmbDPk5ecuaaXzhJ1bp10qTYqk5wwfuEMZMtUsgoiMF65yH2G6/ihM1OxhmEE+GzDTNLJ05cLdTeNTkmrbnAkaPr5jLx06GM/e575p04w8blOzh35hinLM1YNWUsY97tQvc3xPv6zWwM9p3jvBDHP7tMUij+BZRIU/x2NP0wuzOsRnaRNVHsd4oT6ycx/KP3eemlIawIKiO9RlT6eb9gTFpr/kakidPm2HBkrznrd3mTIyogOUOv+JoBxgabWLA7hBJZh+qO/jv8RKSVZ+NzzoZTO/bhFmDP3JHG2LmFEht1EfsLh1i8N0VUnDqR1lIRS5TbUYwWrsTQ0IDVawwwMFiL4eqVrFoyXxvUv8ZwPZv223LRL4sabYHNZsqDDrLPcAGjRn7L1LFv8cRD93HfvfcK8fRT9xT9F+7jVObfijQP2x1MXBdIanElVbW11OpdTRW1ZSn4ufgRFqWfOCBTQN6nNftXz2DEF+OYv3IFK2d+ynebznP4zCkcji9n3KxVrDFYxbwvPmfqKjN2h5bQ2NJIS1kQ9nsMMFpvgtFOS2y3buJCYjo+Dg5cPbMRk62z+HTAbJatFGmw8Cu+W7yVFSd/KtLcsfYMIv6CEcsWzWT8V0MZNuBt3nr7DTr1+IRR389l+V4nXCOLqNcemPynicJr29k4/m2e6fIEXV76gE8Gvs0Lz79Dv0/HMH3xMhbMnM/yJTOZufUK5wOKaGwooizpPOvHjWHeVCFABrzDy4/eKW3v5b5HOvLsnKtCpFX+rUgz3s5hczsiS1ulreYqKc1KJN7xPJ5ZlT9MHChNIs3RmHGfD2fy9HksWTSZ+Yvn8N2+MMIcjFhvvIJZi1axYs4Mpg8cwPdnwgjMr6OluZjk4KsYTdrA9awy8byaKPI8h+tucUxsPWWNTVRGexEeEoxPUhxFIeuZbxqEr7jm5pZ6KpM98NrwIa+/NZjPR45jzMiJ4vybOZ/XSHVtJh6mk5g2bDhfLLIisPIGWq/wTXFcaRk58SFkBxsx2ySAa96OXLLey8IpS9k6eywzl69imZw0YbiUBfMWMOSrbXill/6wuLJcvLcmjasL36Jv9+fpPXkblim1tDSUEmcykwOX3X68Ttotmov8CbU35OvxqzHYfpKzJy2wPLCNtYYrWLPkOz56+1PGTJjFUsNNmB44g1NGvbZsDc0lxDsfw3z5AlY45pNbGMaZfSc5ZLKRc7a3RJqvCTuOOXLcpUD3PG80UZ+wF5NNW1g014DDezeyISCHYG+RD30sOLBuPH2f7k7XRx/ikUefpGu3l/l4shGb3Iu1blItGyoUvyJKpCl+OxrTcdlvxvbVplyMF63tgmwiLJezfGxfXn7hRV54dRCzHeIJFi3w7PCTnD+5k5n/BpF2oyoCx4PbMJ5vwD6bS9hdPs+hJd+yzPggezyLf9x19lNuNlCWEYG/5Q7MZk3BMKSE1MoyEj2vcHGnMbt2rOPb2Uc5f+40544aYbTVlNVnc6jUFj4VYivqEu4XzNnskicqvTiCg+JISCumsiSD3KBLXIksoaCqlsKYICI83bme10DTjUYKPYTwOmnNPltXIhxm897jHej8WBvaym5GzbUVrg2PPvwMg5bcWaR52u/h+y1xFNb8sAr8j7hRQ1FWNmlJ2dogaK3CaUzB7eRhtixaz/ELNlzYP4mZW86z/4glTjaiIjtoi629LUcXTWXzfkudBa+llubci+w2MGXfCVf8w0II3bsFu4xK8htFKhRew+3ITHq/8BGfffY5gwe8zkfj17DoRPptkdaQZo9X0FVOXrmMz8aP6fmWEGijv+Hbb4Yx8OMv6TVwFefE/RisFs/hhDeRZXL3hBahJbLxNx3PmF6P88jzffh42RHOnNnM9Akr2bz3IoHxMXidOMq5k+L573Pikl8utXW5lMRbsXaVJS7enpzbNp+xPR7mkTbtaNtWn77ie5vHaNepC8/PvYbT34i0GCw37sHS0oXUHyf9LYTYbmmgKjmC9IISnVBrqaS28Do7Zi5n756jWJ3cyt6dKxmz+TqBtsZCPBxhxylbzh/eze6JX2Pgk6lbJ625SGdJ+/JOljSRP2/vSnCTptIEclxWsfRIpLZbhxxbVp8XTezhqXw76AW6tn+QPz/2Ei9/uY7TUUXkZgRyZcNIvhkylA9nWwpRWX97lqVELmZbGrqOuSbeXDy1gxOndrPExAa7LYZYi7wclVVAYU4MAa7nWDDGCJ/0Ek3032yuolKc19/+GGbzRvPt0EEMn7KIpfvPiffvHAdmTsb0vAfuha1FWjPVWVGEO+zEdMVXvPLyxwyebMBGIQLXzBvP0CGf8fmg3vTs/grvvP8Rg4aMZMLcjRyKrqGsoZnaDDdsD+5k+cpjBFfUUxx9mn27rNh34CBOjnqRtpXtQqQdtY+nqDiNsIRyyhJtcfIJwM7GBq8z21gfVkuRUKrNhb54nN7I3FEjGPnRi7z0zud89uUEFplYYhVWced3SqH4N6NEmuK3ozENpy3zmTP0c77dIFrHJ09x+vRpTh3fxeaFE/jq9Tfpv2Q3podOcGTbPFasWMq3QqT9kh0HZJeqm7UNJ83tSBUKQHdcEyV+hzgyqzc9Onfmcbng6JszMLD05yfa5m9pKST46AoWfPgSz/adwKbwYpILi8iPPM/pDVP49N0vWO6eiq/NGlZ/24/3v5zOMqcMCupaaG4qJOKkGYeMjDGLLqA8wYx5U4wwPeJBbIwb/jtG8dFyTzwSc4m/ZIaFwUJm2mRoY4L09yuXMkhxnE2fzo/T/YkuPPX00zx923Wl42Mv8Nni/X/T3dlccA3vy2ZMWnmNiOTMVjsbtHLp/pzdfxSzree0Ga7aeLaGVFx2LGBcz850kQuKdmnP69MPse3oAU5sGkqPLt3o/nQ3unbqydBlQhzK88o9GhtKyCmppqS6jsrkcEL2bMY2veLWOmneBLsfZ9neZIqEYGzIuYit3SX23F7MFuqTbXHzd+OMd7C43yUMe6M7L326nDUHL+BwyYbVM7YTnCfTcwNHhQg/GFHNjZY6GtJtMPl2EO8/9QJvDJ7JKvdsMhKviIbALiyO2OJ9zYpNA3vw7BNteHLgGozP/mRlfZEnr+2Zz7gXhCDr+jTdWqVvty5P8NQTT/LS3Kt/K9IaEjmz0ZRDe63wTbtD2uZmk5USiYfhNPY5+OAhxUhLFTV5Xmz55GXef6YrXbs+wXPvf8aALf74281nwhdv0+MpkeZdn6FH9z4/7DggRZqnBYtffpCnn+hIx86d6Ni2O6/3n8qGWyJNbrVUU1FAeqArbkYTWe2cTLjsFhaCv7G2jIKsFJKc1jB7hGgQPdODnu9/ygfLznLGbAJf93+ZJzs+znNChIw6EElcUT0N0qIrRGZdYRiJzkuZY3qZfatXYHF0H7scnHFbMoSp6/ew/YiVEMB72blhFYMHG+GWWiIaVXVU5/rjYbmEoT270Xu+HTbX7Diz7XsGPd2Bdp3b89DTw5ix6xJX47PJzSsgr6iS+qZKEqxWsmLoa3R/cwifGnsSkVMkxFQRBTJNsxJbLWbrTUy28NOOraK+uYbk00vYumY5044nUlWaQsCW4cw1OorJWVv83fQibQtb9llhIkSyg902JpkkkVYsZ7O2UBnhjP/xjawJqhYNJyEyS3XnzYr3I/LMVKZtccDGM4ns3HwKisqoEmJWN2FGofj1UCJN8dvRmIrDxgmMeuZB2nd+ki5dutxyT/B4x/a0e/RR2nQS35/swpOPd+Tp3qMZIkRa6S8RaXIguuxyEmLhB4OAKEwbaqgpK7y9LVFuQRkVNaJw/qeFbAPFkQGEuTjjkZJPWX0x10XFNvnjXrw/chEmPtkU1grhUVtBScJFzpjM5JP3JmIaXkpq8jkObNjAguVniBHnaq5P4oLhGg4ft8MrXxT0cU6snLgZ15AU8nK8uXpyG9+M20dYcR36+QXNZZEkXfqet+UaWn/8I/fcc08r90f++Ac5Jm0PJ9Ok3PmBmzVxBNmsZVSPdnR5/IdtbX7kOnXl9ZEGrL2UqXUfaklRn4DT4d0YzTPmhJsnbscmMXuTFTt27efiiQ0stPTEN9CTcytnsU1vSZMIoabbqLtRiNEg/E1WY5lYRpbc/f1GA431NZRXNWuV2k0hrurqREUuhKwu+W9SHX6cS06XOeyVREmqM5cDEomOFqJt/WRG9/uUfqv8SC6vp662kpqaGqrljg71pRTZz2OJ0SF2nA0jIz+DnBRXTIc+x4BvNmNil0R5fS2VBelkRxxj+257bFzTqdHOeYuGZFx3zuCrJ//AH/7YOm2FE+l97wNt6D7TCYeYVmPSZG68UUrQrilM6/vUT3aOaOW6PM1T/ddyyD2JAnlwS4UQaZ5s+HY2ZofOcdF2H8f2LGPEOg88ji1ly7FTHLD3xPP8UcwnjsTwtiVNNAyCnDEat4wrIXEkZGcQdcGC89vWsiVBiLSmm0KsnuPoqi9544kXeerVqewLziNLPNTm4uv4n5zFB0924/n+K9h+3p/ojETCXS3Y9NkzvNpvPlvOeBMW54XbSQO+fqUPCy7GaeP+GnI98TKfRu8u7zP7sBVrlptieeQ8fsGu2H//Ir16f8B7Hw1k0IC+9On7Mc98YIRzcglF6Rc5YfgN/d/7km8to4jMqaa2XuTpykLSgy9jt+JdnntK7p7RlnYdRTp1f4vun23DJaWYorISSvPl+ym+lwtRm3II4/Ef8bqWpnK3Df22UO2FWNUd+/QgcWx8HFf2m3HykCX2odeJ3jGYfv1mstEqgLh0b8JbibSFX7/PM4924+V+41nqV0m+9rI1UxZkh/ueFcz3KCEt2hzjCf15VZxDTpTp2OZ+7n+4LW3ay3epJ28OFPlfpL1uwoJC8euhRJrit+NGDfnxwQQ623HFUW5Y/o+di7cI+4s3WP93c4OmaiEMystFy1kObm6kNCmIYC83PIJiSatqud2avtlQTGFaFP4eQSSWN1JTnU1aYhJRcXlCdIl7uFlPYWI8Wdn5lDQ00lRbSmJYoqiMamhoLKckN5XQ4BTKG0W7Xh+n8K/OCeLq5SvYX9LvTtDKXXLBNyqVrJ/OGm0Roig3gRDXyzjY3+E4zTngFhhPQqFc+OMWLdUUZqaTFJdKQWUVlflRxKbkkpqaQX5OCvEFouKsraI4Sdx7ZjbZf7M/qUyvcsqSxX1WNyF02M+iuSKL/MJ8MkvE864roURa3OpLyI4LwtfNG5+ECmpl+t8KL7nZ0khDXiQxSTlkFNWLNGuiua6QRF+RJiFJJBfU6rqkhIC82SDiziwi//ZG37e4UUV+Yih+DrZ3SJ/L2Ds44hpRINJCPxNQTxMVaeGEeznd8Tjp7K+IfOybJO6pVrdUg7i+FnFPSeGxZOYWU1KSQ35WPCEJxRRnxZGaW0BOWRVVJfnkRoaSWFqnWWvkEiM15cXiuCTK6sQ9ivtpLMmjOF3cY7VIb6kZa7JJj/bj6hVXHN0iyaho0MaW3WwQaZkRiru9A07ecaQVVtNwo5n68lxtmZBr3jGkimda31QtnnUSIdc8iMipolyu4F9XRFGqONbRi6jMHOJFnsjOyqe8ooiCCHc8veQemz74+sh9Nn255pdIoWiMNNSI5xETiJdHIOH5co9Y/VO7IZ5PmXh//PC45sCVK7fSyuEqDt4JFFQ30igyvpxIoCHu80ZNGrGBHrj+JG1vO/2xVUJspaeTk5VDcWUplQmeeHhHkZxXQZ0Q85XFqYSJPFRZmky0iM/lshOuXiHECRHcoL1sN2ksFnlc5De/3AaqylPFeT1FuDucU27s7hVKQtWNf773r0LxL6JEmuI35eYNUfC2/LCxtuKfIAWGqFSbREWiF4M/Qm6yLd2tP/+7EPcs8kvLPzd3/guIc4j82HynzeY1ZLr/t6bvfzHyvbn19WdzQ4jopjpqm8RX9cAVdwlKpCkUCoVCoVDchSiRplAoFAqFQnEXokSaQqFQKBQKxV2IEmkKhUKhUCgUdyFKpCkUCoVCoVDchSiRplAoFAqFQnEXokSaQqFQKBQKxV2IEmkKhUKhUCgUdyFKpCkUCoVCoVDchSiRplAoFAqFQnEXokSaQqFQKBQKxV2IEmkKhUKhUCgUdyFKpCkUCoVCoVDchSiRplAoFAqFQnEXokSaQqFQKBQKxV2IEmkKhUKhUCgUdx3w/wBeXV4aEhz2kQAAAABJRU5ErkJggg==" alt="" width="424" />
【什么是片段?】
片段和像素有什么不一样?所谓片段就是所有的三维顶点在光栅化之后的数据集合,这些数据还没有经过深度值比较,而屏幕内显示的像素是经过深度比较的。
【Cg语言】
Cg语言可以被OpenGL和Direct3D使用支持,Cg程序是运行在OpenGL和DirectX标准顶点和像素着色的基础上的。
Cg编译器首先将Cg程序翻译成可被图形API所接受的形式,然后应用程序使用适当的OpenGL和Direct3D命令将翻译后的Cg程序传递给图形处理器。
我们安装了 CgTool Kit 后在cmd中测试是否安装好了Cg编译器

Cg程序的编译命令形式为:
==================================
cgc [options] file
可选配置 | Cg程序文件名
===========典型编译方式============
cgc -profile glslv -entry main_v test.cg
==========将cg转换为GLSL和HLSL的编译==========
cgc -profile glslv -o direct.glsl -entry main_v test.cg
-profile是profile配置项名: glslv 是当前所使用的profile名称。【OpenGL: (Vetex)vp40 (pixel)fp40 DirectX:(Vetex) vs_2_x (pixel)ps_2_x】
-entry着色器程序的入口函数名称配置: main_v是顶点着色程序的入口函数名。
通常为了区分顶点\片段着色器程序入口函数名区别开,不使用默认名称
【Cg语言基本数据类型】
》float ; 32 位浮点数据 》 half ; 16位浮点数据 》 int ; 32位整数
》fixed ; 12 位顶点数 》 bool ; 布尔值
常量类型后缀 f -> float ; h-> half; x->fixed;
> sampler* ; 纹理对象句柄
分为6类 : [sampler] [sampler1D] [sampler2D] [sampler3D] [samplerCUBE] [samplerRECT<!DirectX>]
》向量 float4 array = float(1.0, 2.0 , 3.0 , 4.0);
向量的一些使用: float2 a = float2(1.0,1.0); float3 c=float3(a,0.0);
》矩阵 float1x1 matrixl; // 等价于float martirl,最大不能大于4*4阶矩阵
矩阵的初始化: float2x3 martrix5 = {1.0,2.0,3.0,4.0,5.0,6.0}
【Cg数组类型】
着色器程序中的数组的目的: 作为从外部应用程序传入大量参数到 Cg 的顶点程序中的形参接口。
例如: 皮肤形变相关的 矩阵数组 或者 光照参数数组等
====数组的声明=====
float a[10];
float4 b[10];
====数组的初始化=====
float a[4]={1.0,2.0,3.0,4.0}
====数组长度获取=====
int length = a.length;
===数组的数组===
1 float b[2][3] = {{0.0,0.0,0.0},{1.0,1.0,1.0}};
2 int length1= b.length; // 2
3 int length2= b[0].length; //3
===矩阵的复数使用===
float4x4 M[4]; // 表示包含4个4阶矩阵数据
【Cg结构体类型】
Cg结构体更加贴近于C++语言中的类,但主要展现它的封装性。
1 struct myAdd{
2 float val;
3 float add(float x)
4 {
5 return val+x;
6 }
7 };
8 myAdd s;
//成员函数是否可以重载依赖于使用的profile版本
一般来说,我们的Cg源代码都会在文件首部定义两个结构体,分别用于定义输入和输出的类型。
这两个结构体定于与普通的C结构定义不同,除了定义结构体成员的数据类型以外,还定义了该成员的绑定语义类型,所谓绑定语义类型是为了与宿主环境进行数据交换的时候识别不同数据类型的。
Cg支持的绑定语义类型包括: POSTION(位置),COLOR(颜色),NORMAL(法向量),Texcoord(纹理坐标)等类型。
当顶点着色程序向片段着色程序传递的数据类型较多的情况下,使用结构体可以大大的方便代码的编写和维护。
总而言之,使用结构体是一个好习惯。
【Cg接口(Interfaces)类型】
Cg语言提供接口类型,实际上使用得并不多。
【Cg表达式与控制语句】
Cg语言表达式由操作符关联一个或多个操作数构成,Cg中的操作符与C语言中相似,但是多了一个Swizzle操作符,它可以取向量的分量。
===Cg语言关系操作符的使用===
1 float3 a=float3(0.5,0.0,1.0);
2 float3 b=float3(0.6,-0.1,0.9);
3 bool3 c = a<b;
===Swizzle操作符===
可以使用swizzle操作符(.)将一个向量的成员取出组成一个新的向量。
swizzle操作符后接 x,y,z,w 分别表示原始向量的第一个,第二个,第三个,第四个元素。
swizzle操作符后接 r、g、b、a的含义与前者相同。
float4(a,b,c,d).xyz 等价于float3(a,b,c);
float4(a,b,c,d).wxyz 等价于float4(d,a,b,c);