1、什么是Canvas

  • canvas 是 HTML5 提供的一个用于展示绘图效果的标签
canvas 提供了一个空白的图形区域,可以使用特定的JavaScript API来绘画图形(canvas 2D或WebGL)

首先由 Apple 引入的,用于OS X的仪表盘 和 Safari 浏览器

1.1 关于Canvas的一些说明

  • canvas 是一个矩形区域的画布,可以用JavaScript在上面绘画。控制其每一个像素。
  • canvas 标签使用 JavaScript 在网页上绘制图像,本身不具备绘图功能。
  • canvas 拥有多种绘制路径、矩形、圆形、字符以及添加图像的方法。
  • canvas的标准:

1.2 canvas主要应用的领域(了解)

  • 1、游戏:canvas在基于Web的图像显示方面比Flash更加立体、更加精巧,canvas游戏在流畅度和跨平台方面更牛。
  • 2、可视化数据(数据图表话),比如: 百度的echart、d3.js、three.js

  • 3、banner广告:Flash曾经辉煌的时代,智能手机还未曾出现。现在以及未来的智能机时代,HTML5技术能够在banner广告上发挥巨大作用,用Canvas实现动态的广告效果再合适不过。

  • 4、未来

    • 模拟器:无论从视觉效果还是核心功能方面来说,模拟器产品可以完全由JavaScript来实现。
    • 远程计算机控制:Canvas可以让开发者更好地实现基于Web的数据传输,构建一个完美的可视化控制界面。
    • 图形编辑器:Photoshop图形编辑器将能够100%基于Web实现。

1.3 课程目标

  • 学会使用基本的 canvas api, 使用 canvas 可以完成简单的绘图
  • 实现数据的可视化

2、Canvas标签介绍

<canvas width="600" height="400"></canvas>
  • 作用:展示绘图的内容,但不能进行绘图

2.1 canvas的兼容性

<canvas width="600" height="400">
IE9及其以上版本的浏览器,才支持canvas标签
提示:您的浏览器不支持canvas,请升级浏览器
</canvas>

2.2 设置宽高注意点

  • 1 可以使用 html属性/DOM属性 width 和 height来设置
  • 不要:使用CSS样式来设置宽高
使用 属性设置宽高,实际上相当于增加了 canvas画布的像素
默认宽高: 300*150,表示:水平方向有300个像素,垂直方向有150个像素
使用属性设置宽高,是增加或减少了canvas画布的像素;
而使用css样式,不会增加像素点,只是将每个像素点扩大了!

2.3 绘图

  • 使用JavaScript中提供的绘图API来绘制
  • 每个canvas都有一套绘图的API(工具)

2.3.1 绘图的基本步骤

  • 1 找到canvas画布
  • 2 通过canvas拿到绘图上下文(一系列的API集合)
  • 3 使用API绘制需要的图形
// 1 找到canvas
var cv = document.getElementById("canvasId");
// 2 拿到canvas绘图上下文
var ctx = cv.getContext("2d");
// 3 使用上下文中的API绘制图形
ctx.moveTo(100, 100); // 将画笔移动到 100,100 的位置
ctx.lineTo(200, 100); // 从 100,100 到 200,100 画一条线段
ctx.stroke(); // 描边
  • 注意点:
getContext("2d"), 参数`2d`是指获取到绘制平面图形的上下文;
如果想绘制立体图形,需要传入参数:"webgl" 2d上下文类型:CanvasRenderingContext2D 获得 webgl 上下文:(了解)
var cCv = document.createElement("canvas");
console.log(cCv.getContext("webgl"));
查看浏览器是否支持 webgl:http://doesmybrowsersupportwebgl.com/
webgl示例:http://pablotheflamingo.com/

3、canvas的基本使用

3.1 canvas中的坐标系

  • canvas坐标系,从最左上角0,0开始。x向右增大, y向下增大

    • 联想:CSS中的盒模型

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" alt="" width="730" height="532" />

3.2 绘制直线的常用API

  • 步骤:先绘制路径再描边(在画布中展示)

3.2.1 moveTo -设置绘制起点

  • 语法:ctx.moveTo(x, y);
  • 解释:设置上下文绘制路径的起点。相当于移动画笔到某个位置
  • 参数:x,y 都是相对于 canvas盒子的坐标。
  • 注意:绘制线段前必须先设置起点,不然绘制无效。

3.2.2 lineTo -绘制直线

  • 语法:ctx.lineTo(x, y);
  • 解释:从x,y的位置绘制一条直线到起点或者上一个线头点。
  • 参数:x,y 线头点坐标。

3.2.3 stroke -描边

  • 语法:ctx.stroke();
  • 解释:根据路径绘制线。路径只是草稿,真正绘制线必须执行stroke

练习

  • 练习1:绘制虚线
var startPosX = 100,
step = 10,
targetX = 500;
while(startPosX + step <= targetX) {
ctx.moveTo(startPosX, 100);
ctx.lineTo(startPosX += step, 100); startPosX += step;
} ctx.stroke();
  • 练习2: 绘制倾斜虚线
var startX = 0, startY = 0,
stepX = 5, stepY = cv.height / cv.width * stepX; while(true) {
if(startX >= 600 || startY >= 400) {
break;
} ctx.moveTo(startX, startY);
ctx.lineTo(startX += stepX, startY += stepY); startX += stepX;
startY += stepY;
}
  • 练习3: 绘制正方形、三角形和梯形
    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" alt="" width="600" height="400" />

3.3 fill -填充

  • 语法:ctx.fill();
  • 解释:填充,是将闭合的路径的内容填充具体的颜色, 默认黑色。
如果所有的描点没有构成封闭结构,也会自动构成一个封闭图形
  • 练习:
    aaarticlea/png;base64,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" alt="" />

3.3.1 非零环绕原则

  • 注意:交叉路径的填充问题,“非零环绕原则”,顺逆时针穿插次数决定是否填充。
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j5tv3ea6+WJyhF2obrzTVba22nM3/fNHKAKytJS+Yd1R/wfjT1+8u6oJ5R0nzJTO60rNu+UDb81NVSrr8tA4qw5ZHXdupVXow+X5eg+7upF+4d9IzfKtAcp5X+1l+zTbftB+A4n0uaTQfH3hm4i1nwr4hskRb7R9Sg2tC6szLuVmVVZd3zLt3bmVWr3P8A4Ilft++NPjloPjD4QfGa4s4vip8IL+DSBfTzCG88WWMkUr29+0H3dzRQuzMjOG+8dp5bDXiP/a27W/8AZa+T/wDgpJ+zJ4t8Sa54S+Nvwzvl034j/B1JdUtUt98d5qkSPFK0SP8AMnyxLc/I6svz7futtr5rPsp9tB1oLVH1XDmcewqqjVejP3PWZWbAp9ec/swftE+H/wBq39n7wd8SPC0yXOg+MNMi1O2bd80e8fPE3+0j70b/AGkavRq/OtT9LCiiiqAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAoopA2TQB57+0T+0V4M/ZY+Fd/428feINP8MeGNLeOK5v75mWKNpZFjReFLMzM4XCqT+Rr8dP2Qvhtr37XXxI/4ah+M8t9e+OfE0txJ4Z0u5j22Ph3SWf8A0H7NFubayxNLt3bX2zuzbm+avXf+Dia2v/2zvjr8Iv2XNKuZtO0/ULS78feI9SjkZvs0ECy2tqmz/V/69n3M/wB35NuK9H02xh0PS7awgRhb2cC28WVVfkVdqr8v+yu2vreGst9pL20/kfGcV5nKnBYek/UsSNuVdxb7v/fVM2/980rTbl4Wmr83+7X3kT8+Hfd+7Sfd+aj7o/vUjf7XFWA6NdvT5WoXG7n5qQsVpfvqFULmswH7Iv8AZpIxt3U3afVab8395aAJWXZ833j/ALVMkKsw/hp3mBlpr+1BMQjXc38K/SnSK2W/lUSr6Lz6U/d8w+agOUczOretHP3aXb8nv60xlbzOfloDmBWYdaTYPelXcsfzUj/KzGgIhj5f7tD8f7S/xU5flXcaFYc0BzHh37dP7Js37UHgKwm0HULzw38QPDdx5uh63Y7Y7u1SX91cRbmZN0bxM25d38K/3aZ/wT7/AGi9e+P/AMC/s3jmOHT/AIm+D7qXRfFemOuye3uEbakrp/D5qbX3Luj+Ztv8W33OJlb5R8q/7v8An+9Xxt+2t+zT4q+Ef7S1p+0r4AubrUP+EdtYpfFvhOB2jk1y2gTyN0KRbd7rbSzN+93bfKVfu/LXmYmMqM/b0/merhJxxFP6tUfp/l8z7Kl6Dd1/izUe75cVy/wV+PnhL9orwTB4j8GazZ6/pk2xWkhdWa1dkV/KlX+GRVdGZW/vV1mzbGyj5jXoU6kZxjJHmyjKEnCaM2fxlpNp4it9Gm1TTotXu4zLBYvcotzMg3EssZO5h8jcgY+U+hq/5zZ+781fPHxD/wCUj/w//wCwDL/6Bf19GbV3Y+b/AL5ryspzOWLniIyjb2VRwXmlGLv/AOTH23GvCdLJKGWVaVRz+t4aFd3SXK5VKsOVW3SVNO711ZHvHvS8qrUuE2/7VN3FWVq9g+G5RNjSdad5YX6fxUqfeFIzfNt/vUEjtokbatct8afjBoHwE+GmreKvE2p2um6VpNq9w73D7PM2/dRfl3MzMyrtVWb5l+98tXviV8RtE+EHgPWPFPiS9h03RNCtXu7y4f5fLiX+7/eZvlVV/iZlWvi/TfgvP/wVf+O+l/FbVZdS8P8Awk8BX62/hnT5bfd/wmKRSM8t7Kku6NInnWJF+Tc6oy/eWuHFYhr91SV5v+rno4PDqV6tV2gv6sbH7E3wo+Jn7Vfjpfi3+0NpU1p/Ydw0/gTwzdWqLY6ck6+f9t2KzM8qqyRL5q7l2/3vu/aHliONAm1Bt24Cqq7f7vy/5/8AHqfj+L7u7738NN2L/eP/AHzWmFw6pRSTvLqZYrFOvPmatFDV+Y+jU5VZV+9toddvzbqdGN33q6/I5tvhOZ+LXwd8K/HjwbceHfGOgaX4j0a6bc9teQKyq399G+8ki/wurbvl+9XyD+0Z8DviX/wT08L3PjP4C63rWo+A9DWXVNU+H+olb/T7eJSm/wCzO8izxReW8su2LftaL+78q/cXnfPuxSTRx3VrLDNFHJb3UbJIj/MrI33l2t97d91v9lmrhxGFhO/LpPuduDxk6TUZaw7Hxz+yh/wWy+E/x60+G28WatpPw91yRlVba8uJ5LaR9q5ZZmhSNNrbl+Z/4d33a+t/CvjLR/iBoMWqaDqum61plx80F5YXCXMEn97a6My/L/d+9/s1+NXxD/4I2fEbwD+1F4hfQPDcPiXwz4fifxVYWlztSLXrdL/algp2NH5rRBW2Mu37vy/Mq1+ln/BPD4peGPHnwIj0TSvCsPw/8Q+C5f7L8R+Fvs8VtPpd6qrud0iVNySqrOr7V3Lu/u152WYrESqOliVbt5nq5rgcNGmq2Ed+/ke8KwZmpvzY7bakkb5umV/ipu8e9fQRPnIhKw2rStx77aNxVem5aXzlZ/u1IcwkZy33dtPZttR+Z8vSnr80PHJoJG484r2pJj+8UUqr5S0kj7mag0FVv3lNkt4bzzIZoo5IplZHSRdysv8AErbv4ad/yzzSx7ttE1eNiVPlZ43/AMEFvi/44/Z7/b1+J/7MOvapfzfDjQdLl1b4f2mosN1vD9oS5eKBh99fL1FWbO7aIlxt+7X7CByDX4nftqfG7Tf2Mf2mv2a/jVezQ2dp4b8bvo2syH5W/s7UbV4Ll2Zfm2pHEr7d23ci7l+Wv2A+Dvxk0D48/Cvw94z8Lahb6z4f8UWEWoWF3DIrpNFIm7/vrqGX+FlYHGK/Ks4wnsMS4R2P2DJcX9YwkJnaUUUV5h6wUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABUZk96kqCSUKuSPut1/GgD8cU+I95+0J/wV7+N2v6pDCZvhvo0XgvTtnzKsX9s6m7P827a/wC5Tcq/K3y17nLJh/7x2tyf96vmD9mWFfBf/BRn9rWzv51jM3ihtTWW4bYrQy6tqqJ8zfw7lX5vu/NX0tpOrWviTR7XUbC4jurG8RZ4LiNvkkR/mDL/ALNfp2QOKwcIxPyjiVy+vzlLZf8AAJ9237tNX5f92nbdiHcVpNu5tvpXvHhDV/ixUgGaczeV/wACpu3zKnmJ5hvLdqN23GB81SbWWk+ZV5qQ5hryNn7q07yV96b5g+WmbW2igoe0aqop0a7lzRtPljPzU1W2rQZgy7V3d6RVwaczbqStDQPNP+1TlYtHk0z+L+LFLHIM1mTyjoz5i801u+KZuZVp23du5WgoPmZcNR68Uu35l52/Wk2lW25oAFbb/DUd9Y2+sabcW11bQ3NpdI0E8EqKyTI25XVl+7tZW2tU/milVm2lt38VK3MJStsfB2ltpX/BHT9o6y0Vby4i+BXxS+1X891qJ/deHdViWVkihlRWba8SxIquu5ti7W+Vlr7uW5imtVlSVZkmXdFIjKyyfLu+X+98tct8YPgz4e+PXw7vvCviWzhvdIvpIndJYIpdrROsiMqurL/D/d/irkv2J/g54r/Z6/Z00fwT4u1bT9avPDry2VnfWsk8jXFisrNbrKz/AHXVW2sq/Iqqu3FcOFozoVfZvZ7eXkelXqUq9JVG/fW/+ZxfxFO7/go94AP/AFAZf/Rd/X0Z5ntXzn8Rsr/wUd8Aev8AYMv/AKBf19FV4vC6/e4//r/L/wBIpn6n4uf7nw7/ANi6l/6fxImzc1LH89ORf4aBIq/wtX1J+M8wm1V5JrzP9pL9pzw/+zPa6HeeIbqzsrPWL+K1eW5l2LCrTwReb91tyr5ys3+7Xpu5do/2vlXP8TV+Sn/BfzxXqPxm/al+Hfwt8MWd5rGsWemuXsLPMslxNeSqyRbF+Xcq26N/s7lavOzPFyoUeaG56WUYOOJrqnPY+m/jX8Sbn/goL+1BZfBbw3ex3fwl8Px/2p481TSpvNa+eC4lSLS2lyqokrxJuVN7N/uq1fWfw3+HujfCXwLpPhjw7YQ6bomh2q2tpbRfKsKKu1f+BfxM33mZmb7zV8L/APBKf/glX8RP2T/FieKvG3jW602H5Z08KaRevJa3UrRKu+9+by3ZNzLs2t9xvm+6rfoHM2WZvlX6LWeVxnOHtqyszbNpUqdRUcO7wS/EXzG3KF5prSM26nq3l/8AfNMY7uleqeSIsYaSnbjA20LQv3s0jfe+9VcqAUnau6gkLt4XdTcblzRuHzbqoB0ap9oWVYoxMo8rf/Ft3K23/vpVb/er4i/bd0nxR+xl+1R4e+NPgd7i38HeJru2h+Ilj5Srp0gSWK1W6lK/Mrsl27btv3oAzfxV9urGrZ3H71cN+094F/4WZ+zX4/8ADmxZBrHhzULdAdrLv+zvsZt33m3bW/4DXBjKHNT5o7xOvA1lTq8r2lud4zLI2Fben8D/AOf4aasartrxT/gnH8VV+MX7Dvwy1l2ka8/sOGxuC7M26W23WzNuPzfM0LNXtu35s1th6nNBT7nNiKfs6rh2GNuUL/do2/d+akkZtyq3yil8zP8AwGujlM+VBsX0/ip27y9pVeaHZW24/vU1m3N96oDlBvmoVRtWk3fJmhfmbatBQ5V3cdqXyQsm3P3qbH8slPk5Vh/eoMz87/8Ag5Evnh/Zj+HsB3CO68SvJz/Ftt5dzf7P3q9s/wCDW/8A4K1prvw/0r9m/wAe6jp1tfaXcfZfA08rSLcahbsl1cy2u7YUbyGT5NzK22VVXdsC17R8bPgLovxyt0Or2dreXFjpmpWenJPbpLFbvdW/lNKu9W2yKv3WXb81eqf8G/Ntp1r+yb4v8D3VnZz6l8JviTr2hpI0Ss0Mctwt5EV/ubo7pflX5flr4HiXByp1fb9GfpXCmMhPD/V1utT9CQMCiiivlT64KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArkvjR4Au/ih8J/Efh2x1/WPCt9rmnzWdvrGlS+VeaXK6MqXETf30bDf8AAa62o2+VuFoA/jd/a9+J37SX7PP7RvizSPiJ4k8aeHPGmqSPFqM/m/2fc61FBeXO2dmh+WWNp/OZXVmVmZtrNX7vfB3Rh4d+DvhKwSJkSx0Sygx/d226/wDs1eP/APB3v+x9F4o+DPgT48WhY3fgq6/4RrVYiyIstpcs7Qvn7xZJzjbub/WnhcM1e5eCtct/EXg3RdQs2/0a+063uIv9xolYf+O/3q+z4UlJyldnwnGMbcmhosm5fmWm/wDAWp7Nlf4qEYNX23MfDBJ82MUbmVf7tNb+HtRJ8z1XKTykqtupkjtyMUeZtX7tDXAZf96oDlG88fLRztpC26nf6xf7tBQvmFvlpG2r8ud1B+Vs01tv3qvlJ5Rd3/AqXePelj460jMm6lzFAvzf4Uqxr/FmiN8LSxcS7qkAkjxSQttzncKdJ2pg4Jq+UBV+Vl/io/i3GkjYbhmpG2yLUE8xGy/7LUm5vu4apdp9TTGbbJ96gOYeIxt54prlWX+83r97/wBCpG+akb7v+zQUfO3xGz/w8d+H/r/YEv8A6Bf19FRKyt0rjdf+Bmk658adH8ezXOorrGiWjWUEKSILZ0YTAllKFif3z9GA4XjrntPM9q8PJMBWwtTFSq2/eVXNejjBfmmfofH/ABPgs3w+UU8G23hsJCjO6t78atabt3Vpx19ewif61qa2Wk253U3crNu+anxx7l/2fb+H/er3ZPlu5H53COtmeY/tg/tKad+yd+z9r3jC6a1nv7eI22kWMm5v7UvnX9zaqqhmbcys33fl2tXj37An7PVr8UtKT4/fErw3Hd/FHx3dNrNkuoxbm8M2K70tLe0VvuL5Gx93yt86ttVlrkfgz8U4P+CpX7Xth4hs9Nms/hl8CLyZ7Fbhwza9rbOyRSPCzNsiSBRKvyLIrH738K/brbVb5UVFX5dg+6q/w/5/3a8mlBYmr7R7dD1as/qlL2C+Oe77C7t33h/tcN/tbqST5mXb0pn3vm/9mp/mbWXj+GvVPH2Fl6D/AHa85/af8e+KPh58LXuPCGjXer65e3C2cf2e2e5ayVkdjP5aqd23aAM/LudScgbW9F+8qt93bQW8xa5Mdh518POjTm4OStzLdea8z3eHszw+XZnQx2Kw8cRCnJSdOd+WdteWVundbPZ3TaPk/wAAfsPeIvjL4a0LV/iH4x8UMzRySNpNyWlubMPkLtlkkcIWCxsymPI+6QCMjI8YfC6+/YC+K2j+L9FupdS8H6lIum3yXCxyXaI2Hkix8gYkRmSN12gMm1uP9Z9kbtzbf4q+YP8AgoB+2L8M/h5DdfCfxZqOr2XiTxbpkd1pX2azaSGSbzm+zxtJyArTQBScEYccjqPg804LwGDwMq+FTjiKa5o1HJuTlFdW3tK1mtlfRH9FcJ+P3Emc8RU8szpxqZZipOjUw0acI0oUq09eRRinzU+bmjNtzbiuaTu2fSnh3XrTxP4fstSsJfPsdSt47q3l2lfMjdQythgCMgg4IBq1tO5vlrx39g7xlD4s/Zy0m2F9Jd6hoiy290JS5aBfNkMK7iOQI9gAQ8AAcYxXsvzbQrBlb7v3f4tv/wBlX2+UY9YzBUcXeznGMrdrpO34n8/8aZCsjz/G5NF831etUppvqqc3FPZb2vsQsp4/3ttZvjfUotJ8E6zeXJX7Na6dcTyl/wDVqiRMzf8Ajta7MrbRlc7vl/r93/gVeD/8FIPjhZ/CH9lbxXZN++8Q+MNNm0TRrfY6pNNdMlruL/KqKrXCN8zLuVa6cRU5aczw8JTc6qS6nJ/8EZ9En0j/AIJ4+AHuEkVbqC7lTf6Pe3jrtb/dda+pd4rkfgJ8LU+BPwJ8HeCY5luE8K6Rb6a0gVdzOiKrt8vy/Mys3/Aq6j5f7oowcOWjBdlYMbPnrykurHMuTSL82aVflY/3aRf9nmuswF3fLlflo/1n1oMin+Khf7tLlAbj5cYp+393uX79O80U1f8AW/3qgAVtsnPy06TtTGXElCdKvlJ5R0HyTIf9payv+CGvjJNH/bD/AGw/CDTohXxhpOrwW/8AFuutOZnf33eSP4v4a1I/lZWb5lVlbFfOv7FnjFvhd/wcNaroKvtg+JGlWF5KFyu4waRqYG7aQrfMn8W6vluKad8LF9mfW8JSSxMl3R+11FFFfnp+khRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFJtFLQeRQBwf7Qv7PvhX9p34Tan4H8ZacureG9b8r7XaM2Fk8qVJU/KREb/gNfj3/wAE0Pihf6b4D174OeL52i8a/BvV9Q8MvbXLf6ZJYWbxJDK6/wC5MiKyttb5fm+b5f27lUEDH8NfkD/wWq+AEv7EX7cHh39sezla48MawdP8F+L9Oj2xyqk6TxfbAq7Wl2JFaLsbczbP9ldvsZHjfq2Iv0Z4me4D61hmlutj2KVRtGz5f4qjXdtWlabz7VCGyGVdpH3W/u0m3bx/er9Pi4ys4n5K1bR9BZF+bbQyru+9TZGy1OZf4qvmGIv92lbaqr6+lJ975qXnfup8oCMx9MUu399+tKXEn3aFjXdndUE8wxvufw0uedtLIMN/DSqoZcbVquYoYzeZxtpyrheflp6rtNMk+epJ5hF+7xxSqrbqT/V/WnBtrKv96goGbbH81Ivyn5qdJHuoZdy/NVcxPMIp3N0/3abI2G+Wlj+bn+7Qq7j83X0qQ5Q+b+8acqr96o9m3rTlbK/Wr5Q5Qm2rRj5vu/LRtaT/AGaGjZed1QUKx3N/wGkVNrLuNCtubvu27ac3zbf9n71BmN+9/Dj5f96vj3/gov8AtK+NNQ+KvhT4C/DNIZNY+I1uYNe1S0/e3nhq0ldV81fmVEZoFuW+Zl+78u2vcv2z/wBoZf2XP2c9d8Vx2f8AaGp4i03RrXdtjvL64bZCjH+Fdzbt25VVVb/Z3eef8E2PgVrfgLwD4j+Ifi2aCfxp8aL9PE15bwv58emwujNb2qy5ZmVI3/vsq7tq7du5vOxMpVJ/V6fz8j1sHGNKH1mr00Xme2fCD4MeGv2fvh9YeGPCmm2+m6Tp8MUWyNNrXDJEsXmv/ekZYk3M1dN5x/Cl/wBXijd823tXfCMYR5Ynn1ZynLmkO8xB0C0ixqaTyw26m7trfLVGfKO77e1Ef/AVpqxeYtc/8V/Gd/8ADrwBf6xp2hXPiS+s/L8vTrYsJbjdIqHG1HPyhixwp4U9OtZV68KNKVap8MU29G9Fq9Fdv0Sud2XZfXx2LpYHDJOpVlGEU2opyk0leUmoxV3q5NJbtpGj4r8X6b4D8M3ms6teQ2On2Efmzzyn5UGcAYHJJJACjJJIABJAr5C+M/xy139tVD4Y8C+CprixhkVp7+6t4GuAMCRUMhHl2oLRN/y0zJ5agEZZG8w+L3x/8SfG3xUmn+Ob680fS9PuH8zT7DTwfsUypsP7mSRGd9wIPmSZTe+MZKn3/wAFft6/Cr4b6DDpmg+F/EelWUWD5dvY2y+YwVV3ufPy7kKoLMSxwMk1+OY7jHD55VnhZ4n6thlo27KpU7pb8kV33f3pf3Jw/wCBma+H+Co5vSyv+1c2n79NRcnhcNa3LKfwe2qPVpJ8sWrpq0JzyrH/AIJLeFX0/S9Yg8UeLvBXxFjRft3iPwrqUtqbpicqHjclHRECoGwhYICQCcUvj/wD+07+zToJk8A+M7f41adYxM0eneJNJtYr5lVlXZ9pW4iZ/lbduZWb5K9B8Lf8FEPhz4g8/wC1XOq6F5KoqfbrFn8/Oc7fIMmMYGd2PvDGece6LvkYKqsrSfdH/oX/AI7X6DlDymvho08rrRkoJLR3aS0V+q20vvY/lfj7LOL8vzWeL4uwc6dbEznO9SDhGcpNSnyO3K7OauotqN0nbY+Jfgz/AMFb9W0rxWdD+Pnw41L4PH7i6pdxXr2cjL8rf8u7Kvz5bc0u3813YXgPS/Cv/BTD9uuf4jXniezufAvwZ1S107wjZRTxeR4guNjTzXTI+2X/AFrW/wAuz5vKVdzbW263x++M1t/wVE8dal+z14DN9p/hjQ7xLjxz4iuP3X2eK2upEWztbdm3StLJF99l2r8u5flrrPiN/wAEaPhJ8QPhpoehIl5oWoeHdJTTU1rTbKzgurhk2/6RKyw7mkZhu+9/E3zVq/rFR2g+eC/qx89/stH32uSbXrZM+t2Xcz7tw2/Nyv3V+8rVEy/d+Vvm/wBmvjT4M/sZ/tEfsigv4S+J+g/FHTYRsg0fxdLqMHybmbbFKs0saSfM33k/hpvxM/4Ky6r+yt4ig0j40/CXVPDDSbd2oaBrlrqtpMqttaVE3JIq7mX5fvfN92vRhjYwX75Nfl955E8ulN2w01P8H9x9oMqorcUyT5cYrzf9nP8Aa++H37VVhDN4H1uTVWkgW48qWyntnVPmX5t6Kvysu1trNXpc8bRt867G9/8Ax6u2niIVPgZw1KE6crTiyOOTa3NLt3Nu7UMoxgfN95chv4lbb/nbSrxHj5q6DLm+yNK7fmpWbpt4o8tlVqa3ysP71Zlj5B8vvTe7UrN8ze1EbfMny0+YBVXNfHeoSnwj/wAHJX7M2pDzETWtJls2z8qsywanF/7VX/vmvsWRc/jXyB8bI/sf/BeT9ja4bcUknuE/8flX/wBnrweJNcG/kfQcMStjl8z94aKKK/ND9UCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAGNFmuE/aK+AHhj9qD4H+JfAHjOwh1Tw34qspLC9gkQN8rfddM/dkRgrq38Lordq76o5o9yYxmgD8KP+Ce/xY+Jfw7+J3iz4A/Gq1urLxn4PVpfDkl+nlXOuaVbP9haXcu6OXa0O/ertu3uy7lXdX1v/EvP/sv+fl3V1/8AwW5/4J5+PP2wvhh4T8XfBmazsPjJ8PNRZtNnluxp5vrC4RoLm3a5G2RdqusqrvVf3TA7mZa8C/ZA/aOh/ao+CNj4ley/srWLWeXSta07d5kem6jbtsuIg/3XTd8ysu5WVq/QuHs29tS9lPdH5txLlPsZ/WKWzPT2iDN96h22sy/7NOaT95w2fl3Uxozt/rX08dT5L/ENX5W205Ww1Cwu38Hzf726kKsy/Ly31p8xQkbbW3U7y/m27vloa3df4W+tP39sc1JNkRbl3UfNUp296jZRgYDH/gNKI/UI/wB2PutSs25v9mlWMltqruPtVLxBrlr4V0O51LUZfs1haqrSybWby/mVfur/ALTVXuoOW/ulxpA1IxbcGx92pPs77h8v3l3/AN7/ANB/4DTGPzJt/i+7ReMveBqXwhIW/hNODbl+brTW+b7v+7Qylfl2tv8A4floiEYgv7tWobJbPQ0bSrfdpys235l5qeYXMN27u+6jG3vmmx/KzelOkT5vm61fMHMN3E/dqRY9y9WpsKmRsd6Ivv8A8VSHMHkMr5zzRJNFDDLI8kaJGrM5LLtVV+8zf3VqU8qGHzbtv/j1fH3/AAUa/apfVfGmm/sz+E45v+E5+K9p9klvmdoLbQ7Sdl3y53LvLQLcnajfwLu+8tc+KxEaULo6MHhZ1p8q/pGJ8HvGNr/wUw/bSXxhG/2z4WfBSV00mOJ2ez1jW2nlVLp1dVbclssTqu1kVivzruZW+12Zd3C42/dCfdrlPgr8FdA/Z/8AhnpvhXw9Z29tp+mwRRM8cCRSXTpEkTSvsVVaR1Rdzbf/AB35a6yOMMq/Lj5vlVf4ajB0nTjzT3kaYzEqpP2cPhiIrKq5pPM3L92nuqyNtVaGjaNWO35V+9XZ7vxSOSIzadhWhm+X7tPWRnHRf7vDbv4aays2fl+7/tUf3h/3ZCx8Liho1nZVpGX5fm+X/gP/AI7Tpv8AQ7N5pPkhVWbJ/u/3v/Qf++qjnivikCTfwiqp+63yr60zy9qucfdb5jt+X/Z/3f8AgVfNHxu/4K5/BP4J6x/Y8+taxrOvSM0UGnafpc/mTPvaNV82dYol+ZWX5m/hrldW+Ov7RX7XXh1JPhh4D8N+AvB2sReVF4h8Sa5u1ONG+9PFFZS7k2r8u1mb/erjqY+mnaGr7I7KeWVmrz91d3oeyftReMvhB8APD9x4r+JFn4PtZLv5IH1CwjnvNSlVQqIiiOSV8gADAbAAr53i8SfGj/gpl4udNNfWPhX8BLp2t/7RsFWLUfFFso8zz1eZopUjZ1REZYmVVlbcz16N+y//AMEvPD3wN8df8Jd4w8U6x8V/F5ZZIbzxHFFdR6e3zMWh81ZZEZnZm+V/7v8Ad3V9P+WGVMfu44/lVE+VVX+Fdv8As1yUsE6kueUVDm3SVr+vc9TE5tUdONKVWVVQVo80m1FaK0It2Sslt2XY5D4K/s/+DP2c/CaaJ4I8OaX4e07am8W0CrLeOiKiyzP96WTav3m/9mauw3bW4P8AEzcUTLuxubaf4aRvlTNexSpxhHkitDwKkpVJc83dgG2/Mv8A9l/3197+9UOraXbeILM2t/a299aTLteC5RZ45F/iVlbcrL937392pVbNOaP5s0SjzBBuPwniPxC/4JxfBn4jNJN/wg2l+G9TYs6ar4c3aPqEbbfvLLDt/wBn5WVl/wBmvMPFP7DPxg+BUUt58G/jj43ls4Sbi38NeJIrfWIriX/nl51w6MsbZavr/wAz5MUzd8rjP3l/irkqYKnON4qz8tDqpY+tCVpO689T4p0X9vz48/A2+2fGz4G3FjoMKMsviTRGluYI9u1md4rdbrYrKy/NuVfl+981e0/A/wD4KPfBj46W0SaZ4/8AD9jqrSeQ+mahcNY3Mb7W+XZcLEzfdPzKte4Qr5att2gNXmPxw/Y3+Gv7QzGbxT4R0G/vWRk+2vptrLdqGZekssTstZRo4in8DuvP/M2+sYSq7TjZ+X+T/wAz07azQq6PvST+IL8v+ztb+Ld8zLtpki5+bdt+Xqfl/wB6viCX/glJ48+CWoPqfwc+OHinTmV2NvoXiC6uDpixbtyxD7I6bFX+H5Nu35dtdhpf7RP7R37PHhpl+Ivwn0Hxho2gruvPEXhnxRFFLNCv/LVre9ZZGfb23r/FRHGyj/Gg1+P5DlgYS1oTT/P8T6vaM5ZlX+HctCr5a5r5l+B//BXz4G/HvxZY+HNM17WLDXb4tElnf6RONrq3zJ5qK8f/AALdt/2q+mLeRb2ziuYSrwSKrq/+y33f9r/PzV10MRCovcaZx1MLWpP34tDzJ5n3hXyP+0TtP/Bbf9iop/rP7XuN3+75qf8A2VfXKr+8z0Hytn/Zr5A+OEvnf8F5v2NYdu7y55pf9n5nl/8Aia8niTTBNPy/M9fhrXMIJdmfvDRTfNFLuDV+Zn6uLRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFADdw9BS7xUMynivA/+Civ/BQbwd/wTb/Zr1P4jeMoNQ1CG1lisdP06xiYz6leSq3lQb/uxK2x2Z3+VVRvvNtViK5tIibtqz3HVNQg020ee6mht4Y/vSSOEVc+598V+FX/AAU88XfCb9jD9us/G34Q/GLwlq0firV7f/hPvAejeIYtTln8/wA1b69hsYk2hl8m2dmaXcrq5287a2f2mPgr8cv+Cv2n6RefHLxFp/wr8GW8S3Wn+E/Bt7cXn2zf+9inu3llaBpYtxT5Ym+423b92vZ/gH+yr4C/Zv8AAtjoPh3w3osS2sDQNevYW8d5dKy7W810RNzN/F/e2rX0+V5Fim/bLQ+TzbiDCKDov3/Q8OsP+Cn2qftAae8vwL+DPxe+JEMcrI99b+D57nT42Vd/zS+cirJsZW2/7S1DpXhf/gpV8VbxrnQPgb4P8M6VcPug/t1re0uVX/bR75m/8dqv8MfiRcf8G8PxG17xxo+n3njj4H/Eu8ZNc0o3S2d54b1LMr27WsS7YniZWSJvk+6itu+XbX7d/DH4kaV8YvhzoXi3w/NJdaD4jsINUsJ3iaLz7edFkRirjcvysDWeY5njqdTkqOxpluVZdWoqrTV7n47aH+xB/wAFNvFzbLm7+A/hdV73UqPu/wC/UU9dVpP/AAS//wCChOoRp/aXxc+Ddnu+/wDYmZtv/femNX7CxEsvOM0/afSvL/tTF/8APx/eetHJ8GtqaPyPT/gkR+2u8eX/AGg/CKP6R/Z9v/pmob/gkV+20v8AzcJ4Pdf9sw//ACor9cCo9qXPPUUf2piv5395X9mYX/n2vuPyD1H/AIJVft6ad/yDfjR8Mbz/AK/GVf8A0DS1rnLr/gnJ/wAFKtNkk+zePf2fr2Nfu7/MZm/76sVr9oKTYKP7Vxf/AD8f3i/srCf8+19x+JepfsV/8FO9FX5IfgTrS/8ATKeJf/Q0SvLP2pPgt/wUT8Jfs4+Pbzx94M+D6eCLXw/evr1yNRs8w2SwN5rhftPMipym1WbcRhdxFf0CTf6v8K5f4l/C/RPi74Xm0LxLptlrOjXckT3NjeW6XFtc7JUlVXilDI670U/MvHbmj+1MVLebCOUYNPm9mj+Rv9iP9qT9qrwXdTW/wpt/iB43s5EVZNOXSLjXrRfk+V0Xa/lfL/ErL8v/AHzX6R+Cf2gv21bbw3Yv4h/Za8aXV/JErTvZeFJ9sn/AWvFZf+BKtfu1pOi2ugadFbWNtb2ltD/q4IIljSPjaAoX5RV8JvXJ+aqoZtiKW0ycRk+FrazgfhvD+3J8XfDb7fE37Lf7QFv72HgO4dd3/gQ1aNr/AMFMLeyVV1X4KftDaVLu+eOf4fXit/46zV+23l49aXHy+1d8OJcWux5s+FsC+jPxXh/4KgeAFb/S/Bvxo03/AK+fA1+v/oKNUkf/AAVK+DfImvvGlg7drvwbqyf99f6Pt/8AHq/aYJjt+tR7FKYYZ/3q0XFOJW6RjLhDCPZs/GD/AIepfs/xybbj4jabYDb/AMvlleW3/ocVaun/APBSj4A6pDvh+LvgkJ/dlvWib/x9Vr9frzwrpuoj/SdPsbn/AK626P8A0rmda/Zz+HviN2bUfAng2/ZvvfadEtpf/QkraPFeI6xRi+DsN/Oz8uLf/goF8CpPmT4xfDf8fEVqv/oT1dtv24PgteRv5fxY+G8v08R2f/xdfpBcfsU/Bu8b978JPhnJ/v8Aheyb/wBpVi6p/wAE9/gPqDebN8Gfha318Jad/wDGa0/1sq/yIj/U7D/zs/Mz9ob/AIKNfCn4M/BbxP4m0z4g+C9d1TS7J5bPT7LVIL6e6u2XZEiwpLuZd7Kzfwqu5t3y7a8V/wCCevxX+Fms2OrfGr4geNPh/afE74jalLqLi/1u1S50WyTfBaW8SO+6BvILblZmZt3zN/dv6hqXwe/4Keft320Pw5+EPgjwT8K/gHPfLqdxBodlay+LtSlneCFXhWJV8hUh81VdWZWZl3K1fRsn7FnwikuPN/4Vn4B3+o8P2e7/ANFV6+CniMbyYiySXQ8bH0sLgb4aLbfV/oQy/txfBi2X998W/hujbt3PiOz/APi6qXX7fPwNtt2/4u/Dobum3X7WT/0F63bP9lX4Y2MmIfh94LT6aFa//EVp2PwD8AaapWHwH4LRl+6Rolvu/wDQK9b/AGjyPEX1X+VnmOo/8FRf2fdKOJ/ir4Zml/hS2aWdm/74Rq8q/a8/4KX/AAx8Vfs5+MLfwH4x8WR+LYdNluNGvtH0bUo1huE2ypulWHyvLbYqtu+Xbv3bV+avsSy8J6Rpe37Ho+k2a/8ATC1SPb/3ytYHx6+FMPxv+BnijwUb+bRLXxNZNYT39sm6WGJvlfZ/tMjMv/Av4vu1jWo4qdNxuv6+Zth6mEhVhKSenn/wD8dvgH/wWw/aZ1TxBYaTaLY/EO4kZf8ARh4e+13kyLtVtv2XYzfd/vV9ax/tmftk/E7R9Ol8H/A21055ol+0T69pLafGsrfxr5t4rKv/AAGvrj9mv9lnwX+yn4N/sjwfplvZpMqNcXjWsEV3dbURNzvFEm/7m7a275q9Dmbc3zDNcmFyzEKH76r9x34vNsI53pUV8z4p8M+BP24PiTdJD4q8XfDnwLpkg+ZtHEH27/d3G3uFrsLn/glnpHxQsY5viZ8R/iv41v50H2y0bxQ0WmzN/EiwwxRL5f3fuqv3a+p2+XG3cu1e1G5VzurvhgKfL775/U4J5lUfwR5PQ8w+Cf7E3wn/AGcroXfgnwF4d0a/VVUXv2dZbtdqqvyyvukX7v8AC38TV6i0j7vm4PoGb/8AapPOVn+7TlbdXXTowgrRRw1qtWq71JX9RC/mYB3bV9KazeW20dKRZNn8VSK25c1r5GBG0nmD/do4+9zT1Vl3Usijy6RXMRRt8wqaof8AlpUn/LFqByGM3503d82af549W/75prSbjxQMlUYWiQ/KaZJjb/s0bOtBMRdrNH91aWPcrA7sbfun+KmA7fm6rSbmb7rf8BoGkeafGz9iv4UftFWs0Xi7wH4d1W4um3tex2q219G7L8zC4i2yK3yr/F/DXkM//BMuT4N6bcn4MfEr4j+Bpot0trpk2vtLpEcv8KvDNbzfKqs3y/xbq+qWbd/dP1p0e2Nfm/2q5Z4GlKXNbU6446tBWvzL8D4X0v8AaO/bA/Z48RpP8Uvh1pfjjwfC3lT3ng3Tlvrxvu/vViSZG/i+95dcN4Q/bX8EfFT/AILsfs5+LvEl3dfDvw94UsnTUv8AhLrf+w/7LumivmVZfNbaqs3k7X3bfm+9X6RW7MzBfus3y8V88/sQ/s2aR+2J/wAFofjFq/ibSNJ13w78NbDR9Gu9P1SzivILxbrSb9fuSqy7VZt2Nv3l/wB2vm+IKFShhuTnumz6nhzEQr4vmdOzS6H6/fDv4u+Fvi7pf2/wr4k0DxLYFd63OlahFeQY3MN29GZexrpwwWPJ6etflR8T/wDg1y8G6d8XJPHvwY+Mnj34M+JXu/tkC6bbwrZWvTbFEtn9kdI927hZOjt9a9E0m0/bx/Yb8Eromm6R8L/2lvD+lq9wmr3viC90XxDNEv8ABK13NPG0jL91ldl/vba+HsfoJ+h0F5HPFvjZXUnGVO4dcf0qzX8wH7H/APwcS+JP2Rf2/wD4oeMdS8O61q3w0+Imt3FzceE5dceWTwrvupZ2azX/AFG9Wlm3fIqybvvLuav6Gv2IP2zPCX7ev7OPhz4m+C2vU0bxFF/x73kXlT2lwv8ArYG/hYo2fmXKsORUgey0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFB6UUUAV5wSoxt3dia/DPS9Q1D/gpf8A8FMfiH8ZfEMs3iL4R+A9UuvDPgrTL1/+JfHcWPlIl4tozMrOzTXrrK3zfNuVV2qq/uNqbyRReZDgyL91WPy1+Kv/AASBhSP9gvwy6Ku+41TWJ5X2LuZ21K6/+J+8392vd4ew0KuJ97sfOcT4qdDBc0OrPpWbEkhwqs3qV+Zqcu5mztWkb/WLuXbR5i7a/S0uh+VFLxJ4b03xdoc2n6nYWOp2V1t820vIFlgm2tuXcjLt+9tb/eWvmb4J/Gf4hf8ABFf9omfUSuvaz+xzdSyy3ul2u7VrzwnLcKuZYoiyNFBFLCn8Tqsc7YVnb5fqSNvKb724epomtYdQsZreeC3uYLhGiljlRZIpkb5WVlb7y/3v4W/iWvMzLLaWKhyT0kevlObVcFV5o6xZ99/Dr4n6D8WfB9jr/hjVbDXNF1SCK5tbu0nEscsciK6N8vqjK2P9rnFdIkuW+tfhJ8H9E8V/8EK/ix4j+KPgC21L4mfCLxTFLF4h8H3GqR6Y+gzS3C/Zri0Hy2zKreTD9xmVWbb975f2F/Y7/bD8Hftx/s+6D8S/Ak1/N4d19CY1vbVraeBw214nU/xK390lW/hY1+aY3BVcNPlqI/VMDjqWLpe0ovQ9bqPefXmuR+Mvx08Mfs/+BLjxP4v1P+yNDtXSKa5+zyz7C7Kq/LErN95h/DXwdrH/AAcx/Brxx46Pg/4O+FvHfxd8XXMn2WztraCDRLOa4ZtqI81+8TIrYf5/Kbbt5WuXludex+jpnxJjpwSSf4apyeIbODVksXuoEu5l3RwF182Rfm+YL6fK3/fJr8w/jZ8Bv+CgH/BSC0TSNevPBP7LHhvTnadLjw/4mv8AUdXv2bayIz2dwkbKmMNu2/xbd1e1/wDBOj/giP4Q/YL8Wx+Nb/x540+JfxIkbfd69rxhkZm8iWDEW5HnRdkz/K07/Mf9pgwUfUP7Tf7PWiftZ/A/XPAHiK41Wy0bX/I+0TabLHHdJ5NxHOuxpEdRl4lByp4J6HkfJf8AxDtfBT/oaPil/wCDKw/+Q6+8o4vL754r8fv+Cpv/AAU9+O2j/GvxL8PbGLVfhV4c06+nhsJbSCaz1PXbSOcRx3gu3CuIpJLeRkNt5alJHjZpQMn57PngKMFiMZT53stP6SP2/wAG4cZ5niZ5Jwzjvq1O/tJ3kktbRbSs5Sk0krJW01aWpU/bD/Ze1j/gip8ZvBnxI+FHje6vbPW557P+zdYMBnaKNIGkt7hUdGvLeVi5ZkhjEBWH5xKYnP7IV+Qn7Af7G/w5/wCCj3iuw8Q/EH45+M/iN4m0TSoZdT8J6nHNbahZqtxzF9slmmaey3GQE2+xh9pjZmgd9h/Xus+HaTSqVqceWnOzjHm5rd9tr6adNuh2+OWYRlPA5Zjarr4/DRqRr1XRdJzTlF0l7yi5qC5rTtaSaknLmbE2CjYKWivpT8DE2CloooAQoDSeUPb8qdUclx5b4xmgBkriPB6Yr86v+C7P/BR3WfgL4ZsfgJ8MJrz/AIXb8ZdLkt9Fe3gDf2VbvcRwPcPL5imH919rZX2vtaLdxtr7G/a3/a18FfsW/A/VPiF4/vrqx8M6PLBDcS2trJdS75ZViTCIGb7zD9a/KP8AYd0HxD8YvFnjz9ojx9bW/wDwk3xo1JNX0azZ/tLeHdJVHSzgSZmZlZopWVkVtqr8vy/dr0cpy14qul0PJzjMY4PDub36Hqv7Ov7Ovhb9mX4Y2Hhvwxo9jpcUcEX2+W3X5tQmSJImnllbazyMqfMzfeZmrt92fu9aftDr1b5vm/3f71Hk/wC181fqlKnGnHkij8kqVZVZOpPcX+Hd3ojbK1H/AMtKdtO35aswD5mZqeyncpb73r/FTfLb1FDRs/3WoAXcG2/NupkhDN1okXanzUm3au6nsVEVV3JTlj3fepVbZ2oaRZP4asoYu7d3pd244o8za1Ecm7n+GlygP49qTzP3m3+Gm/N/dNPX5v8AZqDMGbbTG3SfN/DTmZl7UjHdH8y/hQAiYZqWT5dwpm1Ou6nN+8w1BoN2/KOWpyqHX5qPO2++2nN8y7qvlAG27f8AZpqrj5v4aRl+VaXzNse3bUADL+73fxUKrNJ833aFl3Ko+7QsfzMfvbaAHtGGppUbead95d1Mb5l9NtBmMluodNtXuZiqRW6vK7lvuoqszN/3ytWv+CC3hKPXdc/aY+JSBXtfGHxNm0uynH/LaHTLeO23D/Z815VHPzbeleHf8FHvitH8D/2H/iVrzswmbSJdNtQP+fi6/wBGi+7935pV/wC+a+uv+CAvgW68Ef8ABJj4Pm/jh+3+IbO68Q3GxgdzX15PdI3+18kqct81fGcWYhPlon3vB2ElyyxPyPtFYVVcYrnviN4Fh+IvgbWPD9ze6pp9vrNpJaS3Om3LW11DHINreVKvzI3Xaw+Ze1dJTWj3Nmvij7s/P7S/+DYv9jTTZVeX4ZalfuvzFrnxNqTb/rtmUV9B/sff8E0fgx+wPfapcfCfwg/hN9Zj8q9WPVr25iuFyGDFJ5nXdlR8wXd2+7Xv6rtpaACiiigAooooAKKKKACiiigAooooAKKKKACiiigAoooPAoAryth845PrX4cf8Ev9Sf4U2fxM+C2sMtr4i+HPjrXbX7A/3o7VbhHVkb+JW+0bl/31r9yHBcqP4V61+M//AAUM+Fh/Yc/4LTaX8UUnEvg/49Q2XhrUbdl/e2Op3MbxROjfe2N/ZdvuX/pvI38NetkWJ9ji03szw8+wf1jByiump77Iwb3am7U+b/e3UX0xt7VpJvliV/mI/wDQf8/LXyP8df8Agsv8JPhB40vfC+kx+IPGfjC1lSzTT7Oza1ikmZvuNNcbFXb/ABNtav0mriqVP+JI/LqGDrVf4cWfWzR9U6N71k+OfiF4f+Gejy6l4m1zR/D9lCu57nUL2K0jVf8AedlWvnXwf8SP2pvjtpYn0zwn8N/g5psjb0vNVv38Q3cittdVSK32xr95Vbc3y1x99/wRY8OfFrx6fFXxf8f+JviLrUjbpYrezt9FtJtv3dywBn/v/ddfvf7NYSxlWcf3Mb+un/BOuODpw/3iol6av/I9I8Tf8FQfhic2ngN/EnxX1jduay8G6NPqrQov8cr/ACRr/D/Hur4y8MfDT9s34W/Frxj8W/gb4d1L4Qabq0d3P/wj9vdJE14sqp5r/wBnSyzRrO21G+VVZWi3Kq/Lu/Tz4c/DPRPhP4cTSvDdgum2MaIixiV5Wbaqr8zOzN91Vre2s3zbWz6//Ff52/d/u1yYrK5YqNq7+46cDm0cHK+FX3niH7AX7MX7JP8AwU31Cz/4WR43+L3xY+Lei2g/tbwp8UPFF1Be2Fx5Stctb2cRiUwRzvKu5N2xgc9mr9JP2UPD3wY+Htr4n8CfCDSvB3h5fA2oR6br2laFYJaNa3LQpKqzKihnZo3Uh2Lbvm+ZtrV+Mv8AwWI8EWfgGz8N/GDw5D4is/ifoLvYaXqlk1rPaxwy7kmW5huG2tuWaVUZEZtzbW2qq18kf8E3f+C8fxK/ZL/ba8T+OvEy6br2ifF7xJb6j4+torJIpZG/ervt2X7jJ9oZ9n3W8pV3fNur4TM8ulharps/RcszOGLoqoj+rZrc7Rhmz696ljXC1Wsr+LULGGeFvMjmRXQjPKt3qz5ntXmnqDqq67odl4o0S80zU7O11HTdRge2u7S6iWaC5idSrxujAqyMpIKkEEEg1lfFXwje/ED4X+JNB0zWbrw5qWt6VdWFpq1tu8/S5ZYWjS4TayNvjZg4wynKjDDrXxR/w6Q+Nf8A0eT8Uv8Av3f/APyyrhxdevTaVKk5p+cV+bR9dw3k2U4yEquYZlHCSi1yqVOrNvzTpxklZ97M4L4RfD7/AIY7/wCC+1x4a8NeG9K0Dwl8S9EneztozujjtGs/tcsluqv+5/0/T5UCMNqpuCIqmMj9M6+Mv2TP+CQv/Cg/2mIvi14x+K3in4k+MrDP2S5urfyN++1ltH+0vLLcSzYikQJh49nlgHcCAPs2uXJcNVo06iqx5eabaV07J20003ufR+K+e5fmmPwcsBiPrDpYalSqVeWceepDmTlap77fLypydrtN2CiiivYPy4KKKKAGnGOvSvDP+Ckvxaf4EfsEfGLxbbXbWV7ofg/U7i0nT70dx9mkWIjkfN5jJXuRfcn1r8tf+DiX9vCCy8L2/wCyT4Y0WTWPiL8eNLit4ruWVYLLRYJL2JFeVmHzb1iuV+X7u1d33lopxlOShEznVjBc09j8kvh//wAFTvEf/BRPWvAnwz/an8Z6pqvwr8H2stxBaaVYy/aNavY7dYLZ7v7KjyzSIolfdtXazOzfer9iPDX2WTw3prWVvNY2X2WL7LbywNBJHFsVVTY3zJtVVXb8v/Amr5W/4J2/8EjvDf7CevXPie51u48V+MbiBbeK8CNbW1mjKvmokW/52Zl+8/8AD8q7a+t5Fy3P323f99M33q/Schy+eFp3qLU/MOIsyhiq1qL0D5XVcU9mC0zcw+7Qsm771e+fOco5vnX5fvUkeVX5qWH5d1Izbc7WoJHP0pm3stG7zJPmo3eUdq/doAezCP73H1qNl3U5drZp9AEbhlXpSM3y/wB6nzZxTVVdo3cbarmK5hrNk8UrfxbvvLSlR822mbuu75qOYolzJ6io2Zqmpk33akzETKrTWcydWpfM3McUfeb0agrlEVQzdac3zfd+7SbgzYqT7vT7tASGMvzN70n8O3vS7vm/WhZAtaFBu4C96b/y0pzNuzSbx71mA1144qVNrcfxUxflHy1IqAf71BMhn3fvU9mVt2Bu3etRM3mMeK5r4zfGPQ/2f/hXrfjPxJcyW2ieH7Vrq6eKJpZdu5VVQF/iZmVf95v+BVE5ckXOehcKUpyjGB5D+2F4DH7U/wC0P+z38ErFl1SHxR43h1bxNpkEu2RdJ05PtMzP/cj2ujf7TMu3+Hd+wfwy+HenfCn4caB4Y0iD7JpXhzTrfS7KIHd5cMCLGi/98qK/Fb/g21+Imqft1f8ABSr41/HLVba30yy0fQIdL0rTI2LfZVvJYk3FsfO2zTPm3fxSfLt6V+5ODt46V+WZxjPrOKc0frmS4H6rhIwe+5MBgUUUV5p64UUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUVAtx5khVWUVynxF+MeifCePRTrl41p/wAJFq9toOnqIXkM17cMwji+UHb91juPy7V/3cgHZUVAt0UVi64Ve9fn/wDtJ/8AByv+zR+zh8Qrzwk+oeMfF/iazmW3bT9F0N0zMzEbPMumgj+Xb8zbtvNAH6C+aPb86yPE/izTfBmi3eq6zqVhpWl2KebdXd5cJBBap/ed3Kqq/wC9XwTrH7Sn7dn7WXh2zn+FXwi+F/wV0S+jW5ttd8a+Jk1y7uIXCyxbLeyVkiZ0ZAyybtrMw/hrgk/4Nyx+0346PjX9qD4xa58T/EWpS/atV03QNNtdB0qYrt2IronnbFXduKsjNuX7u2qsB6/8ev8Ag4U/Zq+Et/HpPh/xXqHxT8SSl8aX4D019ekjCMys7PGyxbflZv8AWbto3ba+TP23ND/bW/4LL/Bq58JaV8FdB+G3w5uJk1qy1Lxnb/2RrkdxbKzxeUiXdxLFK+5EU+Uv/LRWdUZq/Uv9nD9jT4c/sn6RLZ+AfDx0G3uERHU6hdXm5VVVXmeR/wC6K9OntvMXj73Wknyy5iXFH84//BO/9mrwN+3v4F1HxB8TvF/xA+JXifw9cJYapoWu69cLaabcNErvthTY21ZGlVW3NH+6/wBn5vvD4a/ATwR8HNKtbLwl4R8N6DbWO77P9j0+KKRd33vnVfMbd/vV5v8A8FTv2dfD3/BIX9pK2/ae8N22o3XgD4hXF3oXjrSGuFlu49RuZ5763vLcy/MUaXejorbVXa3zV7J4P8T2Pjzwjpmt6VK1xpusWcV/Zu6MjNFKiujMrfd+Vh8tfomQVqFelf7Z+acR0cRQrWb9xmlu8xtzHczdz96o2X5vlp8a4/CmMq7q+i5T5bqJtZacv3tvy7aIlDKe1KsO1mplbjg3ysrfcb7w/vV518WP2Sfhj8crGaHxV4D8K6w1xE0TXEmnRLcxq39yVVWRG3KrblavQpGLf7VCxMp+WsatCnOPLKI6VepSd4SPlb4MeOP2iv8AgkN4hmm8HXfiT41fBi/V7eXw7f3D69qugsvy2j2qMbfZF5YiR1R3X/Z+VXX9Sf2Hf+CkHwr/AG9/hzBrPgbxLbSatG32bU/D98Baazo90AxeC4tSxZGGx/mG5Ttbaxr5iWXyW3Dgr33f/FV8zftOf8E0fDvxl+KUHxO8J61qHgb4p6XsnsNZjX7da/aFf9001tPujZfmddq7V+fc26vlM04cv7+G37H2uU8UyX7rErTv/mftlHIoPWpg3HHavye8L/8ABdX4k/sL6ZaW37XHgOxudIu/3Fh4w8Bzpci6ljRci4sJWSRGdlZ1ZNqrv27Pl3V+kP7O37R/hT9qn4PaJ4+8Eak+reF/EEHn2d09rLbM43bTlJVV1wfVa+NxFCdGfJVVmfbYfEU60FOk7o9B3ilqsZ9/8Sqv+7uqwn3ayOgWiijOaACkZttJL9ysbxX4rs/BXhnUtZ1Oc2unaXby3d1MEZ/KijXc7bV5OArcDLelAHkP7e37evgT/gnZ+z3e/EX4gXN3baRBfW+nwQWcAuLm9uJWwscaZVWYIsjtuYYWJvbP5m/sT+BdZ+MGqeIf2gfippEb/FH4pak2rQPdxfvdB0xYmgsrWFG3Nar9mb5k3Mzb/mbd93Cn+P8ArH/Bbv8AaN0/4i+INEtdE+Bvwpl1Kw8Lad5rLqOuXt0vy3kzJ80S/Y3t9ybl2u38XzbfqZl2sOP9nAr7bhzKWo/Wah8HxRnF/wDZKPz/AMhGVWZu6+v8X3qbty3PSn7vu4+7SbvMjyv3q+xifB/ZF43/AC0k2VpNx2n5cUjMW67qZUR64bbimttXdR5i7ttG0bWOKA5RE/1lP3fMzUi/3qRm+Yr69qBcvvAq+ZQ2Pmp0bKvK01t25loHyiFttOVvlbdSx/MlK0e7G7/0KgkY2xmXmneUKa0YWnbU+b+7QVzDO60qKOu78KfsFMZf3lBQv3T8tN2ndmlOz5aI2/h3UAG1t23b8tSUjNtTrTV+Zd38VBmNb/W0bx70H7/y80ZVU+ZarmNBI5NrtupzKW5X7tIrBm6badJiNdv3VqQG7fSk+6/1p0Z3NTWXc3H8NP3QFjxuVv4f4q/KT/gtZ8C/HnxW/aN8HaR/wkLa/rHja5bTfBXhPT5W3sjXEEXzIsKrueR97O0rfcb5l2ba/Tf41/F7SfgF8IfEPjPXluDpXhewe/ulhXdLIqfwKP7zN8q/w/8AAazP+CMn7LzftqfGS8/bG8aWP2KzuLoWHwvsIrz97a6bbJdWs092ifKzyyTOVVmZl8r+7t3fMcS4qEKHJfVn1fC2EnLE+15fdRU/4NTv2c9e+BP7Pfjs+JNGuNC1m8uorK8t7iPZPHNZ6jq0DpKpHysjDb/wGv1m2CqGmaHbaZNK8EQjad97ncW3Nz6/U1oV+en6SFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHxL/wVa/4LOfDT/gmx8PDHcazba18R790bS/DtrbveSyRrP5U0swR4lRUVZR88itvVcK22v5vfF/8AwVI+Pvx9/bY8PfFvXvH7WvjPTdWhfSbm9gX+xfDbfvIomS22PGkUSzPubY7fM7Nubdu/r41L4X6JrFxcS3Fl5j3DbpSJXXecluzf7VYWrfsy+CtcVhdaKJVb73+lzr/e9H/2qAPhv9n7/gjpq/7Svgm11P8Aae+Nfjb42wzxxXWm2Wk+Np4/D0iSRBmnVbWG1ZvmO5DuZduyvqz9nH/gmf8AAP8AZGuYLn4dfCfwZ4Y1G13eVqUVgs9+u7bu/wBJl3Tc4H8f9a9d8IeCdO8B6JBp2l2/2extUWOKPzHkKqqhQNzMW+6q/lW5QBCtoq/T/dp/lejMKfRQAijavFJIm9adQelAHBfHT9n7wh+0j8Obvwj460DT/FXhjUZIpbnTb6LzIpWjdXRuoO4FV5zn8Mg/jh8Ldc1X/gnb+2TrX7MfjDTdc0vwV/ad1L8MdWvoGuba602d/NsrP7Wvys/y3a7Hj3botu75fm/cZ0BixwfrXzV/wVA/YLtv+Cgf7K+oeEIdUOheKtJvLfxB4X1d/wB5Fp+p2rO1u0qfdeL5mR1ZW4fdtZlWuzL8bPC1VUXzPPzLAwxlB05bnzurJG2T8o+7jctMZfm/3a+S/wDgn3/wVAt/2n9Y17wj8QLPS/A/xC8Myta3VvLeLbRak0XyzMkUrLIrrKsu5NrbVb738NfW/kv8xZdq/wAX+z/er9SwuLpV4KdN6H5JisFVw1V06y1EhXqtNP3m9KMlvu05v4VrqOTmFZVjVafTX+58tNoCI1vvHdSqxjYNTtwZeaTb5i8UElHxJ4b03xtos2l6xp2n6rp1xt3215As8DbWVl+Rl27lZV/75X+7Xzd45/Y98f8A7M2n3mufsp+Nte+GOpb/AO0ZPC0OssnhzVLpWXDNaSxSxK7puT7yLu8pf4VZfp1G2t8yrTvNP3icH5q4sZl9LEwtNHfg8xxGGnenoZH7K/8AwXyHgHw3/Zv7Xvh/UPg14gkRDYap/wAI9cf2LqhCL5yLLDLc/vd+5sMqLtYV+hfwk+M3hf47eA9N8UeDdf0rxP4c1aMTWmpabdJPbyqenzKfvdip+ZTwQK/Pbxt4H0j4g+GZ9G1uzW/0y6dHlg3vEsjIysrMyMrbty/wtXz78Dv2L/Hv/BPrxVq2vfs0/EC18Pw6tcf2jeeF/FWkpqumag6KypB9oRVu4o9rv91mb5k+b5dtfG4/hqpD36Dufc5bxVSqe5iNH+B+2azFu64pwmKLuP5V+UX7KX/BygjfFSXwF+0V8M7n4T6wvnJb+IVu/I0K6aLcpy9+0LR73jfZ877tyr23V+oHgf4i+H/iV4fg1fw3rekeIdKuP9Ve6ZeRXcE33fuyIzKfvf3q+anSlB2lE+shUjNc0HobbXB59lyK/HX/AIKrftc+K/8Agop+0/Z/AT4La/fXHwc8PyNpHxd1fTD5FtM0kqu9gl382/bHbPEwiXbuudrMyt8vvn/BZv8A4KkePP2X/E3gn4Q/Auw0rWfi347iuNSe7u4/t0Og2Fs3zs9vFuk3ytuiVnXau1+d3zL5H+x3+y3o/wCx/wDBOz8JaRdXF/K0st7qN/Oy7tQvZf8AXOqr8qL8u1UVV2qv3m+Zq9rJMqeJq88vhR4Of5vHC0uWG7O98H+EdJ+Hvhew0TQ7C103StLt4rW1toI9qwxIioi/7X7tVX5t1aDbfM+VaFYL/wDWpFXzm/xr9HhCMYqMT8um+aXNIfC26nMo+8vWmRt5bU5fvf7NWZDd25W3Uny/3mpZvvrR5PH8P/fVBoB2rH/tUm75SNtCttx3om/h+lACLJt+7R95/pSbflzS7mZd1XygO8z5fl+9QvzJ/FTOn3VqVVbaPmqCZCL/AKtvlpPObbn5aNu5WXc1I0fGKAiSbfM+9Uci/MwpfM2e1DNu53UBygsat/vUN+520u3/AL6pJvmZV60FDm+bFM2D3pG+ZRTvvD60ADM3fbQq/u6Ty/lpwbEe2r5SeUan3RSbgtOZf3dIp3CjlKDd82KXd5jHdTW+Vt1Kv3l+7+FHKAqqV+6tMkuorWGWaV44Y40Z3eR1VY1X5mZm/uqvzbqfJJ9nDGWWOFI13OZG2rGv95m/3fmr5L8ffFjxz/wUG/ao1X9mj4Z6P5fgq+li0Hxz48FnLqMGlxSo0sq27RbokkWCKWJfPZfnb+HbXm47MKWGhz1Gd+X5bWxc+WmX/gj4Z8Q/8FhP24NM8L6ZYTar+y14Hv11LxNqaK1nZ+LGiVfs9qsu5muovtkMysiKq7Ebc33Gr9pfhp8NtC+EXgDR/CvhrSrTRPD3h+zjsNOsLVNsFrBGuxI1H+yqiuT/AGT/ANlbwx+xr+z54V+GvgqO8i8OeErIWlqbudp55jvZ3ldz/E8ju7bcLub5VVflr0uGPaDmvy/G4qeIqutJn6xgsHDDUVRiO8v5s5an0UVzHaFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVE0W5sfNUtFAH84n/B1b+w1daT+3h8O9X8BeDtQupfiRod75sWnxNPJqWpQXk91dvsX5t/lXCuzf3V/urXef8EW4vEVz8DbRdT+IOqay+ivd6XqnhjVJfMu/D91E6q0Wx7dZ4lT5dq+ayr5u3+L5f3O8W/CDQvGfjzwt4k1C1ln1nwZNdS6ROs8iC1NzA0E2VB2vmNivzfd/hxX5u/8FU/+CV2v/DT42+Iv2ufgfeLN430iyW48R+Ebu1mvIvEtqiutz9nZQ8kVyyLb7VRdqtAW/i2162U45YfEJz2PGzrL3isO1Dc7Fffb97b/AL1Ky/N/u/e/3a8x/ZR/aw8JfthfDAeJ/C06oi+Ut5ZyTwS3NnK8Sy+VKsTttZd21t235lb5a9OkXau49f4j/s1+nUa0a0eeGx+S1aE6c/ZT3DcI23Uyihmfoa25RCrJ8vtTfuj+6aVmO2hlMitUk8oMu1flpP4/X60rLlfrTd/zbqChyx7l+ehl3MPusNu5R/Czf5/9momk3Kvy/lTJLyCO6iheeMXEm5kiMqq7L/sr95qhyXxEq/wlbxR4X0zxpo8um6xptjq9hJtZ7a8t1uYm+ZduUZWVvm2t/wABr87/ANsD4b+Fv2af2jPD/hb9mrXviB4H+P3i66t303w34K1F4tKW4lljRJbu3XdGitA0z/d2rGrMyqu3d9O/tbftkaz8NfGXh74b/CvRLfxt8WfFiyy2GmR7ryLT4YFZpnuIYd8/zLFKq7U+9u3Mu2vtP/glh/wS1g/Yb8H6p4i8Z6nbeLfjN421J9Z8S65ZNLBZtKyuiQ29v8kapHG7rv8ALVmZ2bj5VX5LPsfhlD2UFdn3HDGXYjn+sTk0ux+VvwV/Zr/aJ/4I6+L/ABVqvxS+EusfEPSvGl49xf8AjHwdby+I7yR98iosr+cjRRvK+/a8S7mn/hb5V+oPgT+3t8Iv2kFjTwv430d9SkfyH0q/l+x6nG+GZUNvLtZnXa27bu+6392v12Vd7O33Txg18mftqf8ABE/4A/t4XUt5438PatFrbRuseqaZrFzbz25ZkYsiMzxZ+RfvRsvqrV4uX5/Uwy5LXR7macO0cXP2l2meOSR7Vy+1Pl/vbabDhPmK8eprzTRv+CJ37RX7HMkrfBT4z+CfGnhyfiXQ/HXh9rJofm2oyXFirs7Ku3+FV+Vvl+avAPid/wAFUte/ZR8cf8Ir8avgl408K6payrFLqmmwS/2RcIzbftEL3cVuzR/Mu7d8q/3q+swvEOGqr33Y+PxXDGLpS9xc68j7L2jlv7vzf8B/vf8AoNLtXdnbz/tV86/Fz/gpB4J8L/sv698SvBl/oPjP/hH5bT7RpcWrQeftnliiXd5TS7WXzU+Vv7rL97bXpH7Lv7TXhv8Aa4+DGmeNfC0rfZNQT9/aSSxSXOmyr9+KZYmZUf8Aur/F/s16VPG0qk/ZwlqeNUwFeEPazjpex3833qkVl2rSN82SpU7fvfxbaZjndXbGL+I5Yu/wiycqppGX7tKfnz/FSN1FHKMf/wAtKbMvzcUK2G+lPb7v+1T5hfaI9rfN81G5lWlhbrupZGVVWpGIsnzGj5t9Cfcp+3rQZkX97dS7dy/LT2XcrBqbnyc0FREWPrSN97r81OhVdzUSMys3FBQm0/LTmX5fl4b0pVyqNn+KmxLu+an7oBv602TtQ3+s/wB6lm9RT5gHN80fy0ittb5f92ja2cqvG1v/AB2lZvJhZ3+VIdzb2/hVV3M3/AaXOox1FDmcuUTzWP8AD/s42/7W2sP4hfE3w98IfDFzrfijW9N0DSLOJpZ7m9uFiSNV6/e+Ztu5V+X5vm2/e+WvnT4p/wDBTSyvvjJZ/Cb4O+Grr4nfEPVrk6davYSrd6RYv8n725a182fyomdt+1F27G+b5a9x+BP/AAQJvP2mPiTo/wAWf2rPEVp4h8Q2MtveaH4W8KiXTtK0W32tL9nuJnRLuV/MZGPzJtaL+JWZa+ezLiGjQXLS1Z9NlfDdbE2qVdIHiHwG+CXxj/4LQ/EFNM1Lw/r3gL9lOaf7fLraK+i6j4ytA/lxQRFzK0qOySs+1IlaPb8ysyq367fsr/speCv2LvgboXw6+Hujx6N4a0CPZDFu3y3MrHc88z/eeV2yzN/6Cvy16Doui2+gaVa2Vmnk2tnEsEKbidqKu0Lz+FaBIVPavgMXjKuInzzZ+h4PA0sNDkpoRD8vHH1pwXBpetFcx2BRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAmwVXNsEkJB2hlw3T5qs01k8xcGgD8vv+Cpn/AASA13wzb2vxN/Y68P6V4H+LbXkkWu2Gm3UWn2PiS0nZncywyr5DyxyNvVtyMq78bsKo8k/Z1/br8P8AjzW9M+Hvju5/4Qz42WKfZdc8KapZS2NzDexJ8/kq26N42X502O25fu1+yz24kXkcemelfKX/AAUR/wCCPPwr/wCCi6Rat4oOuaF4200QtpfiLS7tvNsXgMrQ7rd90EsatKzMrJub+8tevlecVcLLleqPFzTJaOMjrpLueIK21n/ib/P+f8ruXO5Vr5a/aV+I37SP/BLjxRYWfxU8MR/G/wAC6lEVs/EvgrQ7q1urPYzRRLdoyfZlkdQjbVf5Wf5WfbXqvwF/bG+Gv7RHhWw1TQ/FugwzahtT+zLzVLVdQt5W/wCWTxJK+1/9ndX3mDzfC19mfnWMyXF4V3krryPTlPy/SnLJ8rc0phZY1O1sN6r93/e/4DTXi+Zdqsdv+zXqc8Dy7SB5AaP+Wfp9ap+INe0zwjp73Wr6hY6VbRttaW8nWBPvbV+Zvl+Zvlr5h/aJ/wCCsPhL4U+KP+EW8BeHta+L3i26i3Wtv4WeDULaOZm+RJmgd5FZl3Nt8pvu/wAVc2IxtKlHmmzow+Cr15Woo+gPjJ8dvB/7PPgebxP431yx0DQYZ0t2uZ2ZlaVm2qiqu5mb7zbVX7qszbdrV+IXiX/gqB8S/HX7WviLxFpfjtfDlh4qv/7Ns9QuYGVPDumb5YkdERXaHZFM7MUVn3Nu+Zl3V+vXwz/4IxfFL/gqLoumax+1brtr4O8I6RI91o3hTwdYz2OqebPErbrq4vomZfLVlXYqNuZW+7t+b61/Zp/4N9f2YP2W/IuNC8H61f6nbSrOl/qXiK9eXeu7DbIpUi/i/uV8LnGeSrzUaWkEfoWSZBHDQ562s2bX/BLP9g74Efs4/Cuy8Y/C86X4u8QeKtPt59U8ZyXy6nqGqPLBBK5+0FVZVkZhMybU3NLuZfmr68jhUqV+X/a+X71U9F8OWmg2MdtaR+Tbx/dTcW/hx39q0Au0cV83NuT5pH08YqOkRCmfenbB70tFBQzy93Ws3xD4dsvFOlXGnajY2eo6deRtFcWt1CssNwjdVdG+Vl9jWrSbBQB+Lv8AwXl/4Is6v8fZPB+ifsxfs6+C7C8Z59R8Q+I9OisNG+XcyxWoLzJv3Mzu22Jv+WTK6/MtfGnwD/4N+v8AgoH+z1rH9o+CYdP8JTySpLLBB4vtVi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以下是非0环绕原则的原理:(了解即可,非常少会用到复杂的路径)
“非零环绕规则”是这么来判断有自我交叉情况的路径的:对于路径中的任意给定区域,
从该区域内部画一条足够长的线段,使此线段的终点完全落在路径范围之外。 接下来,将计数器初始化为0,
然后,每当这条线段与路径上的直线或曲线相交时,
就改变计数器的值。如果是与路径的顺时针部分相交,则加1,
如果是与路径的逆时针部分相交,则减1。若计数器的最终值不是0,那么此区域就在路径里面,
在调用fill()方法时,浏览器就会对其进行填充。
如果最终值是0,那么此区域就不在路径内部,浏览器也就不会对其进行填充了

3.4 路径开始和闭合

  • 开始路径:ctx.beginPath();
  • 闭合路径:ctx.closePath();
  • 解释:如果复杂路径绘制,必须使用路径开始和结束。闭合路径会自动把最后的线头和开始的线头连在一起。
  • beginPath: 核心的作用是将 不同绘制的形态进行隔离, 每次执行此方法,表示重新绘制一个路径,跟之前的绘制的墨迹可以进行分开样式设置和管理。

3.4.1 beginPath -开始路径

  • canvas 是基于状态的绘图
  • beginPath 是开启了一个的绘图状态
  • 状态:包含当前与当前绘制相关的属性,如:颜色、线宽等
  • 新的状态会“继承”原先的状态

3.5 线宽

  • 语法:ctx.lineWidth
  • 解释:设置或返回当前的线条宽度,沿着起始坐标往上下两边扩展

3.6 绘制线的其他属性(了解)

  • lineCap 设置或返回线条的结束端点(线头、线冒)样式

    • butt : 默认。向线条的每个末端添加平直的边缘。
    • round : 向线条的每个末端添加圆形线帽。
    • square: 向线条的每个末端添加正方形线帽。
      aaarticlea/png;base64,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" alt="" width="480" height="303" />
  • lineJoin 设置或返回两条线相交时,所创建的拐角类型

    • bevel: 创建斜角。
    • round: 创建圆角。
    • miter: 默认。创建尖角
      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" 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  • miterLimit 设置或返回最大斜接长度

    • 斜接长度指的是在两条线交汇处内角和外角之间的距离。
    • 一般用默认值:10就可以了。除非需要特别长的尖角时,使用此属性。 aaarticlea/png;base64,iVBORw0KGgoAAAANSUhEUgAAA0gAAAGaCAIAAAC67PSBAAD//0lEQVR42uy9d3xc133ge9ptUzGoBMHeRFKiGimKVKEoWSIpq5KyHLk7iq1knc17sZM4b3ffvreb5v28fJLdPxI7Wcu2ZFmWZVuWXCRKlqjCXlTYG0CikShEBwZT773nnXPuDDADAiBAohH8fQWBwMyde88tM/eL3znn98Pc5QiYTmB1Qjme7HYAAAAAwFWAvGFyhJNO9/mGhtOVTc0Xbr3r7uDMUmxqnCOXyGVctZi4wWqO23P+fP0Pft66fZ8T8Bn3rrlxwwOBBbO430DZO3BmtbZjt3XZtkNcjl3xm5NKJiljWKyJIIxxOp0WizGNutxNplKGaQols1O2eNK0LFP39fb0dHR32twpKCgIFRfHYzEnnSaiTWIVjlgJIZRigl3RsLDP8Pkoo4hzDGIHAAAAAMA1DZdfQpu6mlvOfHhw4cKFoXkVLBiQjyuxczCS/uRylnTaT5+ufPHV7iOnwgvnFf3Rk7MWL9L9FlLhlFyx89aZ+VK4rkuwWAvOPCu/cfkbwZlfuVqNtzx3HdvujXbb6bTf79d9fvFKRKS4CaXjrlgNyXkN9tqp2gBiBwAAAADANY4yMDeZtBtau7q6/DNnWEURTPAAsaNJ5/gHH5x79a2SmH3TA/fhJzcSSjkj3mLDiR3OPtgHzvmB5z8iUHrGXRUrlDooo3xyAwRdtGjeRsdf7PLiklhGM8W/JCOsyla9+Ob4tuKycNUXzh4+rLw6/7Tl9Hl658474H2nD0+sNrvZY0n6t66OMJqaRxgAAAAApgxc6hRPp3t7olTXNctkGvOecZUL4JSDmrrfevW1ZHfHwkULbli7xp1TprSrL1520QrRYGKXe0fGF8kev3gV2deM4FY+wWKnjg3ulyEsnuVcycgU9A4nE95ULs2zjRxU7PqMnCjJlq/BF5+ecUccXbF1F3FNXWfq2Pa1a0QXBAAAAABc49hq9BshlBDihdO41C+e7u7t/KSq8uTJ4KzSWcsWFVbMdExpfoQPIXYjYMCQ+CuPB02k2Ek3sl2UcnhVa6o9mjQpn11kRkK6iTBFKMft8v10wvE2H+M8IRTJkW3TNG5g+YMXB81bOEfskg46H0fNze3ccSNha0axv/iyT/Xo2yy+Gnt5XWeyu7ur1KfNmBGMGMzkXtSOTEVzBgAAAIApS190Tf2QttPR9s7Ww5W6aRXPr/CXFnFGXCpvroRfka/kut3VIHYZZCehjXDURc1tse/taPmkuq3M5z56S/Edq+bNZFj5R1/czvU6EtHlG/Dlw7OHuDKarutKxqMpH0IzZwYrfCxEZBRu0IOuXB419TovViZ27z7oxBLXL63YcOeieyMso/rj3GYXo7Tjvn46+conTXVnq1aU6ps23Lh6dkE5kUE7F1MvgpfXDpg5CwAAAACXRJoBT8QTPd3d6WSypGyGZurCUCZ+wNVImFCxcxDuSKR2f3j8/9t65lRTvNSy756v/fEzn10SMPw4p9s592cnZ5DbhOCJnTDK335c+/rOg6dPHA9r7lOfe2rd9bNnhHQ0hJXL0YOue7yh69s//6SqqsrujS2aP+/R+27/s3XlEyB2SIldS1vn996tfHF3dbynqzDd+vmnPvPY6gXLisSl53JM5bwZzPO66Kfe5QgAAAAAUw4ub6TcdVyXEyr7ZzlBg0yDnRpcvtjx0e0S98SuO5Ha88nJf/7d4RPnO8pMdN+SyNee+ew8n2F6HZoqQncBoeZu1NnW68bbFi+qKGFEzzR2xHrEL9sFuRI7OYf4Bx91/vSDoyePHC5iqT/86lOPrihdGMKZiQiDHEg54PJUY+d//fme48ePp3qjy5Ys3rxh/dNrK8bfn1RnK8ZtHd0/3Hb8p9tPdHe0FeHoF7/4uYdWLVpUSDKDAzjvRrjdwZ09blNTR1FhcH6BXmp4ewyhOwAAAAAYgsw4enW/7FORqXrnvFKxQyN1O7mQg1DUcesb23+6v/HU+c4i3b13ceSuu24oY1RXx0is07add840f3Sqsa25pdiyt2y5f55lWCrcNP4TLHh21+SWvvtR7MfbT54+eqiYJp/+w88+cX3h4pA3F4EM9cqGaOJnR84fPlxpxxOL589cf/uy9eXBcRa7/jbHE6m3T7W+dbihpbllbojce8+tK+cWzzCxN/FDLHi6M76/uvnosTMdHb2rV6+8Z2n54gIKYgcAAAAAwzHUfXxK3jwvFru8Wbf593yek2vFy6nnLTToXAeeDZv1T/AVYpfC2HbQoSansTPhp86yEqswwvwcyVklGLuYx+Kpf37r9NsHTsTaG2+aY/7Zf/zidQHLx1XaEUIGO4ojnGmR7d7NNj9fE/PnFmfErveF7acqjx0uocmvfvXJLSMQuxhHlUleW9vG005JkW9+eWDmgGPSPxRzqHnPA9Y62P5mXpQ318R7rLYXnW5LdrRFKwqM2eVWicV8cnmVzxCR7dU9L+88sX3HdsLR448/8sTtC28spjl7NCWvUAAAAACYXK5iscM8IwlewQosMxzjPhvywmY5z6pn+nLTZSNqmfkPbmZ5aWO5I9O8vswczXJVC1RAzuGoJxb/1mvntx48p8eb7pmX/sZ/+MwNPi3oOlI+CEM4d8BdNj+MZ5aEDHL0+5fNFtri2fkZXggws7zaBZzJT+J1xX73w+hPtp+sPHGklCa/8pXPbh5W7HJ80UXekfHyuLikP+uJ1FNHbZdmWsbVdhEZ3PNUYumB+yLrm7jZlfT3DOO+A94X2pSLqZ2SbbbF8r+udL6/o2bP7l0hA23ZfP/nVs5cFXGQyo6S3QC5hGoCAAAAwDXIoG43Je+VF4ldTkvVLBD5yEWpMtQzKFOvDHNPVi4Kp/EcW+pPQdwndjzT+eq6fTrich5Lpr/52rk3Pq5nsYZ1c9N/9h8+szxgBMSqZMiJ5fQb8qzH8CGnV/SZTf8j6meSux8o7xH1gPBLitH3Pux5YfvJquNHSlnq0mLX/2pP7Lz2ceLSvC0Rt3+2rxrON8hxc7MxOO90DNIHrdbtyjzXrhcYlVVG3MxT3rng2d0nXpBVCBz9zRlXiN3unTuCGn/iiQc+v2rWygLlmohlJTln16bk9QoAAAAAwDD0iZ38nsY4ZfOONG61pRuUasjHUAKjliRqakJN0WTCdn06Lg2zmTPpbIx1JQXCxhyMTnXixvZUV08qZWOmafOLtRkRXGLxAs+8VOhP+YXsiq1P86iDfJiXUm7qhAm7s1GneNzGsbj7v7bW7Dp6Dic7b55jfPEL6+eFdAMhw0VFGPstFECuppor24hxC0LNvaix3TnfkbJtm1Hs9+nlBfqyImRi5EMuy+nQTCGcsFFPmre6MulgoY58VPyKjnfw5uYePRUri1jzysPzfNK8vnug5yc7TlaeODqiiJ3SsQTC5x2cTGLmIkvjARNFMsXgpIHFHVSTkj8ECApqSNdQD0JNHbiuLd0aTXLHKdRpRYU1P0iLmFf1QnrWuTSu7nIutKSiyRQhtNDHygvZjCJWoaZEMOGgGRuX/7TYSJw7cT4CGPkN7qdIHKuky2tSQv3w+1X2L3ed+/DD/T4NPfjg3RtuKV9SKASRhzjxmzxMUSAj+VN9ZCgAAAAAAIMyUOwaLnQcqGrcV9vCGH3gxoXlhYFzHbHdp5vq67sb4zzpIr+GygvIgvlFmxYWzy0OIWZc6E6cOH16V32yvjXe3WsnXeF12vyws3h2wcqFZatmRTSNefEkIXdpl3d0x149WFvd0llikjvmF924bKFJaVtrx4GzTW+faXddsrOO17UliR2bGeLLl1cUGw5102GKbyzxr7ltaalODS47KVMcdXZFd9W1H65rr23uPR/ldtrWKLZMVhHW1sxkyxYvWlLsDxu0L4SaxKT6/IWPTtYeao76/b67b14cNsix6qa3K7tbW7vNeOeS2aXrV1//4NJilBG7UyPtilVi155w3q3tOHGiEicSS+ZVrLrpugU+ooa4Ydt269t6X9x3KtobW1Bs3bhwZlFpye5T505WNVe1JtvinCJezNDM8tCdC8K3zSsqKSlMIVRf37CjpvPD+p6Wllg07RJKCw13dpGxZF7RhoUzCsMBH2Oa2jkvFilO3K7T5zvb2mcF9bWrb5hfUmDYdkNH98sf1kTj8VMd5uFGt7GxQSPuwgWzl5RpxUaScF6CE6tvveGGisIyHfXvIFgdAAAAAFxteGKX6ShMYXL0dM0vth//xb4aXde+/NCdRUGrsqZh/6HKeDzW47KE7bou13WjpLRk8+rZd9w0Vzf8n5xq2r59x9nW3njaEe4Rc5hjOybDM8pK71kx98k1s+bOLLKwFBdhY0mH1ze1/e0vPjxQ2TA3TD5/x5xHN94T0rUzZ2tf3XH4R9urGGMtxpw48Ws86ZchLRREUZyOFZn43utKvvrFx2b6TQPxqI1rup2Dh0+/dfjc8brmnmgPIpgS4nKhUI5B+NxC/8qVqx66qWJZhT9gEKa6jROY7j104he/P7D1ZEdxUfFnNt1povTuDw8eqWsX9mXE2pfMnfnQ+jVfXr+MK7F7cXRih851p3+w9/ybb77Jo+13r7nlc5sfvLXQEzuUTLlHatr+/Ifvt7S2rlhQvHbl0qLi0jfe2d3U3NSV5AlOHIdzh/l8vpXzC+6/bdGtN1/Xm3Q/2L5n17G66tZex3FSHKcdW2zHMn1zy4ufun326lsXzQkF/F6ZYNVd+/Le6h+/e6i++sz1Zezpr2xZvWi2kUqcrG38f194r7mtsxUXd7JSYcUUpQnBAbfbZ3cT5JbTrs//wZP33bJkdiDTgQxWBwAAAABXI1mxw3LofS+mB0+f+/GOuuc+7NE0bd2t86NdbdHm2iIUragod1zU0dlT24lqYmHhGQvLtXvvXij8b8eOysbGxqXFvCxicWa2RHlLS0e9XdKTZkuL+JdvDz/ywC2zNW4i10FC+3BNY/tfvlK7p7J9UTj99TvCj21YU6yz2tpzv9t/8sV9dYTQc05p1DEoTwZJzOczQjiK7USRwdctLHjqM5vKfZbGeVWn/ZPjva+/sbOurRfrenmILi3oDfgDPSna2hFr6EjWJYOmaT5zx8zHb69YNiccdm2EcTemuw5VvfDO8ZdPa8UlJauvm5Hqaq47c3JuhBQXFeqJjrKw/7YV121es1Ro2r+NTuykXtX08H88kHz9jTdwT/O9a5d9ecu968NSuoR1JdL845roF5470drWPmdW0YzSAife03Vq9+xZMwpDlmunmrsSh7siqbTNUPqGpRV333VjR3P8gw8+QPH2mUX+4qJI2rbb2juro4GGuF9zE6vLer78+XvvnV82m8gwm6vmjvz73rZ/2VbdUFt1W3HvM08/ePeimaFEsrK+6W9/uaetq6fZLWxxxCZSDKdMQw/TmN/twa49k/Z8dsuj61YsqLBQXjrlqZd3EQAAAACAYcgTuyimhyrPvbCj/kcHenRd3Pi7igr8q5bN3rhqzqwSKm73F9rdD450/WrXufb29jDtLCsOiDX0RBM33Xjjo3cUzy/VEcXNMX74WOJXe+qqG7tKUMt9s3q//rXP3RCmQeI4CHti91ev1O2ubFtcYAuxe3TD7WGNpeKp2mj6SAInEujn2xsPnm50EtFF5eajj946M6hpiIstzdfxjBKzkOBENPr+sYa/f/3MuXONNFR0/S3L1t82Z80cbgl14+jcBXff4c7X9lR2d3ffVdD52fVLN927qkJzxA4Ksdt5uOrFbSd+UWkEgsFirbc4wJbML3v0nvnFAeLjLuUkwNh8PxOW9L3LFbs3hNhFW+5ds/RLW9YPELsvPn+yo7PL1GzTICVh3+NrFt+0PFgUoLbNa1rtn+6OHj12IhHtCPuNokgo1tlimMbdq5bccfPssog4Q6ip3f3d/vZ3Dzb1tDXOtk9tfuyhz9624OYSvU/s/vfe9n99t/p8bdXqkvjX/3DDXQtnFru8K2nv7rBt7H5Uy9/+uPXYsaM6de6689a11xfPinDkoGLbnVlmzvKxQpydO9y/TwAAAAAAXDX0dcXKnsReTITY/XjnuR8c6GHCb3jtfWtXPLhm2W2zfKbuiAWSaXKkwfnVh03btm1rIWU2McqN3jtnOVue2HBDsRY2ZEbmpEO7etx/fLvuvU+qoq3nFpfowooemsPKDJmzJOYgKXa/qt1T2baowPna2oJHN6wupoi6PMFxD2LxpPPff1u37ZNaFGtZPYc+87UHlwQNH0IUCW9DGkXdmAjt+832yl8eaCKEPHFb6abVi5cvLI9YDuXcxjieJCcaUi/sb9y5cxdxem+/7aYnP7X6kTlYCJZ47a5Dp3+y7eTLZyyxg0uMlvU3V2xcd8vqGT7hOlTO0pV+ZBBMRt0Vq8Sum//TgfgbW7finpb1a5d9afP6ewrESxwXk0QafVzT88XnT3V2dRvptnnl4XtuW/HHa8sKgkhjsphrV4rsb7Z/+cpb++pSLW7YT+3ZTs2mDfc8cPO8ZWWGocnzlEzT988kX91TtXvPnqTt3HnnXX9yz/wHFvld7qXeQ9/f2/rdd8+er6m6rST19aeF2JWXcO5w3iX+x/Sts85PdtXv37c3QFOPPvKpx1fOuiEiO4p1jnUm9pprntJBxmIAAAAAuDoZKHaHK889v+Pc9w90C2e6tzT62Y033X/L/HmGl+2MI0zrYuT3VZ3PP/fKsfT8HtdaOYN/fY1v4303lxJblyshCDPx/X/u737lg4NnT50qLQg8+eTjX1puzglwJXZciV3Nnqr2hWHn60rsSgiXRVgJlX21yfRfvVb3xsd1tLfpzrn8P35j8w0BPdCf7w1VpujrO4+9tu3IkQt04cIFf31/yX1LiwqCfozsrJHQhjj6XW30Jz95o6ala86iJZ+555Y/Xx0ST/QgvFOJ3c/OCFdEn5ptf+buuRvWLJtHHC8hiGq/bAoe9eQJOYavpov/sxA7GbFrXb9m2Ze2rF93kdh1dHaFceeaFeV/8OnVmysYwbaXwyWFaL1DX/zFtleOJI52+kKaff+Mri88sX7tvMIyzclm2mOHu/Gr+8784tV3GpLW9Tes+PP7F26+oaAvmcyzUuzOCLFbVZx65umNdy4qL1Ul7hCWOU1+U+U8u7Nuz55dIZr6zJaNf7Bqzq0FavYtot4e5GYYBAAAAADgquMisTt9/vmddd/f3yl+/fqq0JP3Lr51YUlESE8msxpuccmexp5///ff7usojpPAhuWF395QvnReJIhsxr0UbsKN6IvV6KXfHzj48eGw33r4oYf/ZGVgfoGQCx6z88TOi9iVUiR7E7HQK9KbSH77tbqtn9TTWPOdc9A3vvH4Cr8elNal0r9hsquV/Pz3+9784JMONuOedXf+yV2R5aVMZWBzsztFujg+2Jt69tn3T9Q0hYtLHl277G82zqYYRxHZeejUi9tOvFxlCHP96u1FT66dfeui0kKe9l7oSZtoyajFTnViCrH7p/2xrVu3DiV2X3r+ZFt757xA/NN3zXnq4VtuIjbOVJLANsZtwr3e/vj5fe37zrulAfrM6sDD9y1fUugLov4cddUO3Xqw+vkX36vsNuYvXPitDYs/e0sxyWYafHZvy3ffPdtQU7WyOPHM0w/mix2VYrejds+e3SGWfmLzxqeE2EVcVcKXeasHsQMAAACAq5qLxa7hhR01P9jfgjH+240zHrl94YKZxXqmaJjMJNyJ8CctXT98buu2es3WC7asqvi/N80pDvv1THJbb8QefbUBvfTWgX37D+umf+OmTX++OrgwIpPzxmw3V+z+6I6CRx9YXUZlSjyOhX3g3nj6r35dvfXjWhpruWsO+cafPr4iYAa9kmKq7MTPq/hP3/loz0dH3UD5pz619s7FWrGPu66XiRd5npRwcWPS+d1vj52pazT9/gdXLvinx+aajMYw3iXE7p2jvzzNDcP4TxvnPrl6zqySsJGJCGJP0DKVJ0YndnINNV2oT+zuWaO6YqU5uZ7YfVLTLcSupbVtdWnis+vmPnr/ynKUVrNQqbAuYV49BL+z88izuxp31iZmR4z/tql87U0LZwR8uprSK+UM4wZE3jl89rmfvvtxe7Bi9txvPbDg8ytLNc0ru+GJXVVD7ZmVRYln/ujBOxfOLM2UFJMV2X5blX52R/XePbsCzP7M5k0yYhfxTn1f0Q4QOwAAAAC4ihlc7H54oJUx9g8PzXpw5dw5pQVGvtgdbO3+0Y/ffLuWOkbkiVWz/sum2UVB3yBi9+b+vfuPGJZ/w8aN37w9dBlid+cc/Kff2LwimCd2zx1JvPzuJ58cPZ32lfl9ZilqM90Yz1SSRbK+GXdTSOsikWg0EUunA6HQAzfP/Z9bFvh0TYjdbil2R355GgUCgf/+2HWP3zqzOKAPJXYv7Bhx5YkhxU6szh4gdndUOJ9bN+/T96wo5Sl1zHLEbtfRH+xs3FEbF2L3N5+uuP3GBTMClp4Jl2bEbtuRaiF2H7b6Z86a8xcbFn5+Vamu0Vyxy46xE2JXnit2v6lMPbuzZp8Suyc2b3oKxA4AAAAAphc5Ysd5lFApdjvrfvRhGyX0Ow/NzBc7eb9XYtf53Atv/r4GO0bBllWz//PGuUUhv5kvdq+dRy+9JcTusOYLbdiw4Vu3BxdFiCPzz/G6QbpiBxe7O+aSP/3G4zd6ETvuxeTIDw8nXn7v44PHKm1fMca4MCXELs77apRhrLoeqY0NmbfD7g0FrXU3Lvh/nlzlN61eGbE7/dN3jrx6khcUFPzD5mWP3lIWtJiWI3bIK3t7mWLH/2l/79Y338Q9QuyWK7GTXbGOJ3a13V9+TordXbOcp+6Z++m7byyRww6RVytW/BTFQuwOfX9X4866xJyI+TcPzr59xfwyIXaZbfSJ3dnnXnrvo9ZAecWcb21Y8IXbSnWWjdjta/meGmN3W1FCit2imSUZsRP7RH9TlX52Z/Xe3buCeRG7TCVfDHNgAQAAAOAqZ6DYHaqUYvfcgXZCyHc+PfPTqwaIHe5ASIrdj7e+XYek2K2c8582zhNiZ10kdj97a9+e/Uc0f3jDA0LsAosiyl3yxS4zeWJosfvGNx6/KdMVm5kYIcTuZ0Lsjp9GgdJFi+YuCadD1OaZuqvYcxTvF/Gf7iT8Br2uouiJW+bqmibMaefh0z975+hrJ9xIJPI/tix/5ObSgEkpzy+Sq8TuXw/0/GT7yaoTlyF2W3FPW1bsZARRiF08jQ72id1s+6l1QuxuKskRyozY7Tz4/T0NO+qScyPW32yac/uKeTli5yqxw+9IsXv/Yyl2s7+1YeHnbysxWH9X7PfeU2JXmPj6H+WKnYvl5In095XYhYTYbZERu1sKkKo1kZkMC3E6AAAAALiqGSxit6vuRwfaKcHf+XTFg0LsSgoM1C92nZ7YPf+mFDuzYPPK2f9p4/zikC8nYicWI7+WEbuM2G3csPGbq/2DRuy+vjby6Ibb8sUu9Ve/rsl0xSqxuzFf7J4/mnz5vY8/PnKChssefvi+jddZM/1I7kVO8jWeTcGmc8wICjE0z3Qxxt1IRuxe2nb0tZNupKDgO1uWP3pz2VBi9y9K7M6cOFrKcsfYuReJnXqVFDtc0+VeKmJ3XImd89S6eUOLnRexk2K3ZsW8Uil22bJv3hi7I2eee+mDj1v9uWLXN3nie++eaag9c1thPF/s+iJ2NXsyYufNikV9YgcROwAAAAC42skRO5f3CrGrbPjJjtrnDrQRSv7h4dmbVs6RYud5j3KHLowPt3Y99/xbv6/ltlGweZUSu7BlZMQOKf+QYvezt/YKsWP+gg0PbPjm7YHFUuwGjrH7+trCRzesyhW7aCz17d/UvPlJHe29cPccKXY3BM1suhPRBvqLSufn736476NDyF+wefODf3xjYLmyk/z96lM7qsaNcVX2AndhsvNQpeyKPeVEIpF/2Lz8sZtnCLFjKC8xb0bsPoz+ZMfpM8cPl9LYV77yB5uvL1occgYTu/7KqjmzYi8osbtXjbHLJCj+pLbrS88fUV2x6Kl18y8Wux7VFfusJ3YF5t9tnLPmxnklAVPLEWsldmeV2Plyxc57/gd727637aysPFEkxG7TnYvKPbFTzSO/q3J+sKN2964dfs3+zBMb5Bi7Ak9V6WRfhwAAAAAAjAGDi92PDrTKrthH5iixCxsyHoa9iFEXQkfaun/0/Ftv1XAZsbtY7FT0xxO73ULsfCpiN2Kxiyfsb/+m9o2Pa0i0ed0c+o0/fez6gBI7rw2EvtmMXn7n4/d3HUxSa+XKW//r/eWrZ5lqD3LcDveNl2MZsVMIsdt1uPKld46+ctIuLCwUYvfoTWVjI3ZqhJ9MULw/JmvF9jTfs2bZlzffN6jY3VnBP7duwafXKbHjPCN2GI+V2J2vqVpdnC92qn/8dSV2O3dt92vOZ7Zs+NxtIHYAAAAAMK0YROxekGLXQgj9ziOzHlw5b2ixk12xavLEPCF22gCxk7NiZcSOCrHbuPFbqwOLZR67vgTF1Xuq2haG3a+tKXpMiB3LiJ2LSdpx//o353+7/0y6q3nVHOMbf7ppVdAMKzNTs17x0Tj69bsf/vq9IycShcXFxX+5YeGGGwrLQyyQGWcnEaqSVM1Ip2RKOoNxQ/lND6ZC7H76ztFfnrIjkch3Ni9/RHbFMi0/4Oel41Nid7LyxLFCjT/99GOPL40s8HMnvywDluYo+zCZ64oN1XSjf9ofF2LnRoXYLf3S5vvuLUBqjJ0QO1eK3Y+PXGhpvbsCCbF7aN3Nxa6TnYUqxa4bk7d3Hf7BbiF2yTkR8283zVJdsaY+tNj9hRI7vb8rVordOTkrNv7M05vu6hM7LvM/v3mWP7ej5v0P3ieMbNl8/5dWz1pd5JWGlbuAYYwdAAAAAFzlDC52PzzQSij5Hw+rdCclBUOLXWTLSjkrtrhAjgPLaEGO2MmInT+8YcPGvxix2Imm/Oc3Lry2t7L7Qv11JfQrX/n0ptm+MgPLVHW2zTStkeOdByt/8UHla1WcMbZ5qf/BlbNWLi5fGGSMqqpgnMdt3pawm5qbe9q7S0sKF86d4c8Ww911qFKlO3GU2C17RHbFDhQ7b2//5UOVx+7k8bBGH3/sUw/MN2eZaYfnLSq2prmOYZqlQStk6jU9QuwSW7dudXub71m79MtC7MIZsYun3YN1nV96/siF1ra7K/jn7174aSl2bt8It6zYHXk2I3bG322apSZPDC52H7X6Ziqx+8KqEk0jXoBSiN13M2KXyKk84fXG0m316Mc7a3//9rsOofesX/P0nXPunycTNdu2I/yXYgKBOwAAAAC4qsmKncon0kvIIdkVW/PcgVZKyXcemb3pVil2eo7YdQuxa+3+4fNv/r4W22aBErt5g4jdeRWxO3DYmxX7zdtDuWL37V+d2VPZuijMv3ZHsTd5QlNix2WkDP3jjq5f7ThWW10V8evr1q17eHm4PEiokww4vRWzytIaq23u2vpxw7++X9vd3T1bj9+8eO5tNyy+ucIK+ExKSNq2u2Kp8+29x48fR91Na29det/dq4P5YvfKaRmx+4ctyx+9aYZ/CLH77oGuF3ecPHXqlKlZy5ctW17kFrKE68rYF+qbJMJtze4tm1G2blnF4hnh2h70z/tiW9/cqiJ2y7+85b71uRG7uq6vPH/4Qmvr3TOV2N1zS2FfFzP2xtjJiJ0Su7iK2PXNis3GIjPpTs4899P3Pmr1z6yY8xcbZR47IXZIRTTl5IltZ7J57DbdubC8BPdF7MiBC+Tn+2pe+83v211r3vyFj6+q+NR14syxdG+H0N/ioBWgELMDAAAAgKsYT+yQd++XYne6/sUdZ1/Yf4Ex9vePzN24cv7skgKNK/ngGbE72iorT7xVix0zsll2xc6/WOx+e06I3Z49+z/RfaGNGzf+n2siCwtIn9j9X6+c2lt5QYjdM2tLH924NsJUTSucSUH826r4K2/v3X7wzAVjrmGYi8oLA6YeQd2rwq1Pbl4/y2cw1zlyruN7207t3//ReWdGSosEfFp5sSVcTWc0kYh3dnR2tnd1dnbcWRL73IYbN913e4GsipYRu5++ffhXJ1Ni4b9/YsUjN5f3i13+GLt/39/y0gfHjlfWJK0Kx3Fk2mOZdk4cMa/smFiIUDfpSzWsWLHiLzcte2BZyflu93/t7Xnzza28p+WeNdd/ccun7i7MjrFL8YN1nU8//0lzS+vd5fzz9yx6cP3KcGaMHfFm1UYJ3rbz0LO763fU9c6JWP/twUUXpztpQuTdw5XP/fTtj1sC5bPmfHPjks/dNkNWnlCn6Id7m/5t26lz1ULs0l9/+uG1iyqKPbFT3cvn4uS9Q2deePmNA4m5NtbFWSsvDoX9Rqjl0EOb1q1bNmueH2XH/AEAAAAAcPUxqNid+fG+C5qm/d0jczauXDDnIrE7JsTu+Te3VstZsU/cNve/PLigOCwH+OeK3e8a0Itv7N615yPNDDz88MP/hyd2nMdcJMTur395cs/p5sVC7O4oe2zTHflih46m+dv7q3+3vXpnXdp1HR9KYjtd4bMfW248/eWHZ/stA6GWtLO/M7Fzd+3bR7rPNkfTyV4N9SKZw1j2lRJMDN0on1G+ZUXw/pvKlswtDnEbyXwidOdBIXaHXj2VHkbsXCxV69/3tby0/djRU9UJs1zVbrCxDPthVShCLCMdlLgJf6rxhhtukGK3tPicErvXX/8dj7asX7viy0/c74mdsMB4yv24uuOrz33c3NJy72z6hfVLNt1zS9ibFSu3mxG7d3cd+d87a7bX9swp9P3tQ0tuv2G+GmOXaZc4Ps2IvH+k8kcvbfuw2SfE7s83LBZip+vU60X90b7mf9t2uv7saSF2z/zRw2sXVhRlInYyE3Inoicv9L6z9+z393a0dcdRupe6CQ05i2nTV7/0xMZbF4PYAQAAAMBVTVbskLyjpwhubOk8VN1yqL6LEHL/0uIls4rDAR/JEbuUkKpY/MOPTpzucF1mLK8oXH9dmc9iJH/o/eke9+CpszW15ygzli69bu2cUKFFxZZSLu/ojr55tLGupafIxGvmRZZdN89UJbzkgDWMuYyr4cbW3iPVbbuq2lpbWlOptDC+irCx7rqCtbeviBiaEM0Uxl0ub2mJH67rqapvaWpp7YjFbdumGOmGjODNKQ7Nnj1reZk5M2L4Tc2rLZHGuKah5WBlw7ELKb/Pt2FFxdKZYY3JcFcuntp8VN99uLqxubXNpn51qFyvP9TNmUNKuMOc3hllZXctmbGwJNiVdPfUxk6eOslTsQVzZt5y/aK5vkwXdtp2Gzqir35Y0xuLzQvrNy4oW7Kgoj/zs5q+kMLobG3T/prW6vaYUOUNy8vnzCjy61p/5meEYwjXNLd+JAS8h4bCBXcsKVtREaYUezNXPq7v3n+mubO9dZafr161fHZRgYWy4q52P5pyGlpj757qPFt7rq2zK2k7OkXXFbj3rrt9+dyyiHZR3hgAAAAAAK4ecsQOIRujZCrdE0t0xYVjoNKAGbAMRlnuC1wpZ053Z0+3LXsYg6ZR4reEWAxIb9vjuN3R3ng8LpzN8vuLLUOnxMuDnE6nm6LxWDJtUFJimf6ARbiK1GEVDlP6KFrVEU9VtfZ0dXYlbDmjs8DS5xf5CovCFsYZsVIvao3ZrZ3dbV3RtqQjEGKn6VrYMmYGzVA4FNQJ8/IHq+a5GMUTya7eeGfSYYyVBa2goRGCB7WZrkSqO5ZIpVIu7ktoIlvoejFJ5JVq4AS5um4U+U1hYGmXt8btWG8Uu65lmcFAIOC1VbyK80Qq3dwVdVzHYlrQMn0+M/fIctW8WDzRHkv2pm2N4PKAzzL1rLNlGuAgJNbT3R3tsTnTtEK/GTJ1nA2ydSZSHbGknUr5KAoVhCxNY/0vzSxku7y+O3VBqXDCxRolFX5WPqO4QIVCAQAAAAC4eskTOydTWQo56jEdZ+tz5cCzPZUp9TNVmeLQRXUL0rg/L4hwQU3NOODZ3s60yjono2teGKovaJgT9LMRimdfzhEXWzFV0EzjuXlVxKrkg+IrkW0oVq0y1VppNstcn9h5u5BWv2o479kBOGp5nJ8gj+c5kuo9Vo8wYXhcWa+KPvaZoJaza1ytE3lZ43jm6A04sFjtuKMipEb2if6aGlztApZKm84ef5qzC7Y6iSoJi2wM4Tk597Lng8tjpRbGsn9aPObzjhVHeQoPAAAAAMDVRp7Y9ZMpNTH8WKv+bsQRLJa/TE7x2WFf6s0Y9ZLo4sGLtPaV20LZ/uLM5vBwbRvVDg7fO4nz/hl8f4c/GoO2baTNw4M9OLJN4Nz6HAAAAAAAXPVMebFDff5xkdhxlBNR5Pn+NQXEbnCFA7EDAAAAAGC8GELsphYjkZWL92IKTO2c6hNMR6jmAAAAAABcHVwVYgcAAAAAAABcGhA7AAAAAACAaQKIHQAAAAAAwDQBxA4AAAAAAGCaAGIHAAAAAAAwTQCxAwAAAAAAmCaA2AEAAAAAAEwTQOwAAAAAAACmCSB2AAAAAAAA0wQQOwAAAAAAgGkCiB0AAAAAAMA0AcQOAAAAAABgmgBiBwAAAAAAME0AsQMAAAAAAJgmgNgBAAAAAABME0DsAAAAAAAApgkgdgAAAAAAANMEEDsAAAAAAIBpAogdAAAAAADANAHEDgAAAAAAYJoAYgcAAAAAADBNALEDAAAAAACYJoDYAQAAAAAATBNA7AAAAAAAAKYJIHYAAAAAAADTBBA7AAAAAACAaQKIHQAAAAAAwDQBxA4AAAAAAGCaAGIHAAAAAAAwTQCxAwAAAAAAmCaA2AEAAAAAAEwTQOwAAAAAAACmCSB2AAAAAAAA0wQQOwAAAAAAgGkCiB0AAAAAAMA0AcQOAAAAAABgmgBiBwAAAAAAME0AsQMAAAAAAJgmgNgBAAAAAABME0DsAAAAAAAApgkgdgAAAAAAANMEEDsAAAAAAIBpAogdAAAAAADANAHEDgAAAAAAYJoAYgcAAAAAADBNALEDAAAAAACYJoDYAQAAAAAATBNA7AAAAAAAAKYJmDsc4fHfzgB7nIAtXuNcrOvjfcxH/gfCmLTkyv8egYsQAAAAmHYosUOTcdeH2+qQ2Ag56gAR9SvJ/jA8fYcYDy4943rAR6tZV96YMQk0w0UIAAAATC+yYofG8yY38Z5xdcKxPFIuj3M3weWPGiEEYx1jrW8ZPJTQYEetgkyC2F2GY4HYAQAAANMSPsk3l8kTu3HdIprwrrpR7eMQC3PCBSmnM57sSCZTwucMwzC1sMZ8BBNvXZgP0azJErvLO84gdlcdV35RjcnnwFi80cZ3MMCoWjIMeDRrGKuNjnDNo2L8mjG2pwCPeMkxOSwTzxQfvjIpo/2n8hvnSjY+mWIHDIA4ruu0Jw/Vt350vrHeoT0lpSUVBauKrOtM5qcopE4SQ4iiXMNTh9fFrnwQ4aHNb9yaPeLzK7RVNHDIhozJDR4AAAAApgiTYXg5YjducH5V3oSHMZBB9lHt52hXkndkpJQ5tm23pT+qadlbV1+dwu3FxcUzgkLslvnMoIGKKWWE6OKLYorzrxcXKbHjGE/4dTTUvg+6JB7VYR1uVRzcbswZxeU6yjcIutz3yPBtGH4Vo1r4Mhh0jwZd/cjfI2O4O6Pb6GhacuVHaWwbMvIrk4/sfF328lOWMTkLE7D/E2YLQ+3H2F+u01jsrsZbsOr4HOk5GWoXh3sXXPQaQtJp225N76tp3V137mycNwTDwQJzUdCY5TMDJinRNV2nAYP5Nc2gyFCSRIkM4BGMdLE1gnQiQ3pi5WzCDtSozu9YiZ17VV5TU53hr/mBt080ijcIGuY9MvL1DLGKwdcw9GU5ZvemwTYxuNiN5nId1e4Mc/TG5HP3yo/VuDfjog0MuXDOkt4SfJRrRqO/7KcKY3QXHt/dn0BVGMlFcplrvkbEDg1977+63h+XfaSG302eebNwTFLpdKoptaumbUfd+bMxdNawDINGdBoydNPARULsLFZgsbChWzoJYUwYMRkxKNYZjlDCGPYzbBFCETcnLHQ3KRE7T+yurusHmAoMc6Vey5fTpAyEnky8z6FJ+vtwTC7CiU9FcG0y8sGZmV8vvsVN+KGfILFDg7kdvtrC2vyybJ5cah+9VQqxQyQZT8Qb4h9Ut+0831wbx9Waxgj3I8dELqFuiDGq46BBghrTdRyijOmaT32ZFivTDcNiIZMFdd0gOKBm1OLMB5icVJF/tCfDi4SNjVlX7PDD9QBgCIZ6F1/yfTq94UNEp+BNNk4M2ueAR3O8R3U/glN5JQzTQXTpAzuNI3YeuRciXGcD4Chtk5bu3u7a2Hu1Hbtb25oSboMQO4SoYyPbcbAK7WEkfI1SQjVsMCrEzjA0UwbwWLGhmyYNmTSoiQdJodA7RgOU+DWqa6iQIkq5jyFLHXYvMR5VP2BhjUj5ZebkZE4Lx2rI3shaj+EPQgC4epnmYodhuhVwRQwh4iN7g0zjiB0aIHbT5ANjzOA4ncSNbR2tNb3vneve19HVmuZNSuyI62LXdRG2vWMmjqEQPMqp+JViJr6I/CpgVNNRQMd+xnSTFgnP07QCnYUMzTJxiZA/k4YNEhJWKJcX/2CG5YA8YYwUDSZ2cq7tSP+ExIjD+QSAq5VpLnYAcGWA2A0JiN0wuDiVxPVNFxqro9vORw9Eo10ObmOMCXkTbqeOm9SszDHkCLvqGLqekAl0jAlFBkU6JUwnIU3TNSYkz9I1w8JFhmFZWtikIcY0Siz5LPExYhLCiOsnQvSwTpCmEuax7JXoDf4jOOfXDLnDkNVSIHYAcPUCYgcAwwBiNyQgdsPg4mQS15xrrK/qfruh90Ai0YtolBLqiZ23iLekdxiJN8aMu8h1Xe662Fb5PyiWM2QxQyahQtLEl/iPGSgg43k0IL7kjFoc1nVDBvBoSNdMzS3RmGFqQZMGhRQS5BO2h3E2YZ7wPLElLlZLMptX2UY4z7QHK0DsAODqBcQOAIYBxG5IQOyGQYhdAp+tb6iv7HirIXYgnU4QLUEy4+EGip04jgT1BcpUITJZeYLLJWX9CmFkGne57bqOND/EHEsmQ3Etii3GmE4LKNV1GjJZyDT8FinTdcunhUwtpDFNo0FdduOaFGuqMopGpCQyIjt/vW16YpdzKkHsAOBqBsQOAIYBxG5IQOyGQhwUB8V6yeHa+pozndsuJA87jk2pZ3J9xSTkr336lHkybx0oxwJV96yQO+70vUoee+5NlKWYiC9hbBojmoYDalieZVCfxnSGC3TNMI2w+BI/YCyn2ZokbKIChjQNhYjchIojqoK2Wb0kQ+7eCGv1wAUBAJMEiB0ADAOI3ZCA2A2FOCopt6eTf3jufF111/ut6SOys5Vkiklkr4vhxc5jQHjPRarUmItdrA5+7tXJkerO5QS7JpHTbHUNGZQwDUcY1TQWMvSwoRuEhHXD8tMiHy3SqWEi8azOpBTq4hwSbshReoRhoXp9ST9ztpE3PA/EDgCmJCB2ADAMIHZDAmI3OJi7rpOwO5vt7Q2N9bXdu9vtU+LoMK/jM1slLLeElryehkzjn+NQ0gq9OJ1SuKzY9S3hcjlID7lygi1BVHW2Eop9RGb10ikxVREzU9N0k4YsGpYZknFEZtFjMn+eeNzABZpmaNQvX0UIRoYa5KcG5Ml8KQzl9CbjS15r/RNy+75DIhUAGHeGzCGfGX4BAJPD4MU/rnglo13PoFkDQewkIHaDgx3HTfemWupSrzc2nj8f/bjLrZGZ6tTcBcIzXbGuOl6YX85F4r3WVWInHY5kDr/rKtmT823z1qq6cZF8Rs6/5UTanq4Lw2O6iYJyHoYWMIyQZVh+VmHolkEiBimUg/dQASOammCrYxnH8xM5+UNDXMMqB/OlGy8X8i4SL+hIhuvkBQBgLBi+MCB8XAOTxcWhstFejWOVk/zyiyyA2F2LYNd2kt3xxrO9v25oOt+cOBwj5zXGqMobPFZi512UmYF4pP/wK7NzBiwvHpPO56JsmhVMOKNIF5amuz7xnRCTEp8wPAOVSrGjER1HdN3QaaGmmQazdCbjeZYe1plBsIGQzMZCOFGpU/BFo+5yK+uB2AHARANiB0xNQOwuAxC7KQBOptK97dG66sTPmy40tiaq4riVUSFSDGXH2OGR9GMOzcVi1/+Um7NeGVWTnbP550YJltQtVcdLhf2UXlKZ4c5lhFCGdUZNTabIixiGz2J+k/l1TQ/oRaasilHASIRSJsugyXQqBuUmIULXdDlXl4tH1A+ukf8OyJRam+zTAwDTHxA7YGoy+OC20VyQYyJ2VzQIFcTuWgQnkqloW09NZe+LLa3N7anaJGkXYkdyxA7J0N3lb2GA2OXVjM1fLVaD8nDe6fEiZxxzLxey43XfZl6X8U6hacLwxPcQo7qOTZ1YQvMsHNKZIWyPkSKNaQaVEy906jdoyDAMSn2UaowYGrZU7j2/HOmXS14lDAAAxgsQO2AKMuTQz9FM6xkTsYPJE0MCYjcI8tLojSc6LnSdPdnz4/aOlm67KU26ZWQLaygTqMPZHy7zChkgdrkbvxiOBohdZipDZsqFykucuyrle142PYy5wTkmnFIuPY9xncnaZX6Kg4wxgwaF2BnMb2oFlmXpetArgKGRgBBZkxRRqlPEvHkjBBlE5lsWP2v9jeXDt/2SjOQAAMA1B4gdMNUYSsgQiN0lNwhiN8lg5KKOWKKlob3yeNcPu3s64m6nQxMYCx/S0UU9sGMyxi675cFX5aoQ3DDnJ/8pl2cieariGcdycJ4jR+cpOXPVshTLarbCVWW5M0YsjQR1XTd1YXs6IwENh3TdCLDZcrKteBb55NwRUqBTkxEphWqL1MuNrHLxiaOWH9sb/qBko4v9RxNnYo1jdRKhxDhwVQNiB0w1QOwuGxC7yQYjB7X39Dadbz11rPMHvfGeFIo6LCGnGqDJETtHzZwd3u1y162+c5WXBUu7y2RpkVvE3FZ5Wgjn1JuBIR3QZtzRVb0zk1DGsF+IHdM0P51taHJwnkkCTBa+iFhWwGdETC2iaZoM3alpwkrsCBYr9HbiojK23q/e3uK8/Hnca1Ym7zPCA3t+AeBaBcQOmGqA2F02IHaTDUZJVNceq65vPnWy4+fJVNzFKUTVNFWvFzY/sDRysbv4Uh5JQiCe7XPtnzabv9AQcziy/cQDC4tlK8vmbE4lUkFe6hWpdzK/sSZ/QAZjms4snfqE9Bk4oGumpQUtFtF1jRI531ajPh0HKGUGKdaEF2ITIytTS8NLnpcpaOvVPcs0h+TXt+V9Sphtbd7ViHkmsTIUSQOubfo+seHjGpgUhnIyELtLbBDEbjJRgaVeXtUaPV3fXFnV+WrKTgqrI1ROTuBoQOUJ9YqRid2wf35fAjc/VjcysRvpuvua56FCg0TG8tRvSHa4al6oUkOWTJhH/CYOMcYoKTLNgKmFTCo8T7fwDEPza8zrqCWUCPNj8gtpam0Yo+zAP+l66tc+sVPhPDUDOBOxyxe7bEQPxA64tgGxAyadKzIqBYjd+AJil49wNNdx3W7nxIXu4+ebq872vOFwGxMXU3mUXDR8xG64E3clYqd8pv/08Hy3uzKx4xf9mulJ9SrbCuTgOc7EDsg0KIRSrDNkycR7KKBphpA5nQYY00xSaGg+XbpdiFKqM7+sh0Etk/jFswRbRMbwhOQZQuCIlEWiUrV4eqdS6XFCUDarfn98MnuI+yt0AMA1CogdMOmA2F0GIHaTCEckZdvp9tTBpq7DDRfO1sffk0UgSCaQ5EWwBozxz/nFHW7VVyB2KP9idSfqPHFkC7VTRkXzGyMFjLuegBE1DwNTZAmTY1R8F8KnWVrY0CwfC/lpoSH0jxZrxGQkwHChnLSBQhRr8kWIqhm8uszlJzPnqTwyuWXYONQwA4AMIHbA5AJdsZcHiN0kIsUunU5fiB043/5JY0t1k7NT9g5SOWBMdsRm88ddI2KHsKOukUFKTahwHlYhPRXLE/+7upxLISuVmULsTBJUiZFDPlxAKRVip2uWIWyPlei6rqGwRg1Z8YzohBCNWnLSrRI7MkDjXBA7AMgAYgdMIjB54rIBsZtEHERiyXSyIbq9vm1fU2tdu3sUE0Qpw5RIsXMGmbM5tmIn57EOVrAl99fxF7vsbF1vcBtXXbGZfc1dyPaK13pzNLibU5xc9bDKMJ7stzVE+xmVBc10FtBIWGOaRSKGZmmy0FlIN3RTL5I/k4CBIowwKrtrmczJgnTZPY4MKGIGAAjEDphUQOwumwkVO9SX69YbNT/ROzvFwA7CvYlkrLZrW13rnrbOpi58SoidLNBFrlTsxpAJFzsqvyQDdj+dO74v80aVjziqA9dVMyLEgZNSSLCmxudZDAcpoQYKMWIwmRVPVrwwtWJNE2IXMnmJ7Lclfo0alBoEW2JhnQWFIKp0L9nW5R79AQ0HgGkNFH8BJhHoir08JlrsPODDQu2/ELueaKLnbMfW2rbdnT2tcVIn50rIvliCZKbfPrPhfd9zi4FNTDMvmhs65uetL2kwz2wvEzAbMB3XGeK1rpoN4eXhwphn053I/CkaVgE84uhEDqVjBMuCtowGKdU17NNwgRA7g4UMWdDWp1G/pmk+rcTQLFkDAwvVI3IGhnwtVWsTaDhPMPvtEw/ePJ7zzLV+yQPA5DJUfaprgat03wcP2o2yViwaVMtGWSt28CcGW8vAaMA1InbXOhmxtV3S2RXrPN3x6+r27dHeLpe1e+l8VbAKZwJXuC+v8ASF6C7FVO+m9DIxZ3tq5T+ua8tEJ17hCRmJoyrNCqNEeJ6msbCmmQazDFUPw8/KDS1gaEGDFmpUUzE/2cOr8RCjjGJ/f4kz7J0jVXBDlcPof0NnJvs6edMxxrDWBQAAo2TI8M810H00JlErYADeUb34GOaG90hf588EAmI3GWQiU7ZNWju6Ok61/7q2c0cs3oP0ThC7MSKbi069pVQyZNmlLI6lqxIjq7caRVwn8jPdJw41QbqG/IxRnRfLNMgsIMRO1T2LGLrPoD6TF/j9ftMo1JihSlYQSr1eY4z7ssD0pWIGsQOAKcbUF7sBLRxVh+Pl7TuI3ZUAYgfkoA65ixNxUt3W0VbZ9tv6rj2JZIzoSfUszeT78Lr5QOzGAN73DeWMBFD1xcR/cpSenDVBZNcrdUyKNWFvMvsxZTq1NE03qN/EEcu0LF3Ot2XUIEj22xqkgFGxvE5dPyWEoYAQRJmuRkX1spXMMM4Wu8hrkRxT6JW4uBoPKQBcZUxxsRu0qttYuR2I3UQytcRuqK5oYAzJvEs5clC8B528cOFCVcfvGqL70+kUNWz1FIjdxCBczpF5VHiaq/m2XJUew45GkJQ0gnW1t0xlwjN1XsAYM2hEY0LsLJ2G5TwMUqRyJvt0HFGeFxEiqMbnmSqTCvVidySTmbBvwzwrdq7Ko0eHaB+8HwFgbNTGezcNPs4s85k84vfa+IjgUOV6x8S9hpmFAIw5uQd6ksVumKnFwBjS9y613WiHe7CxseFs51sX4p84rk119YQUO88DQOzGFZ6dh+u9B2SmPCR1i6k3IuEuUQE9tc+cUdeU8zBkGQyNUUPOtNA1nYSE58mOWtVva9ECU/PLfMk0SBmlxJRZ88Ty4geZElnHSK1cndnshUBUspVBxjbDWxIAPK5cbobPnYFGPBktvy7PWDIpYgeMN5Msdi6c9Qkhc5o5Sjtdrc7Oc+fq63rea0sfdV2XMGV2nIDYTQh80A/zbMGPzCQM13XUNAne/ze/Kn8hv8mYnIZlfhrTREEmhI6EDGbpml9nMoCn0Yiu6p7JBCtEM1AhwxbFGkOm6v1hKlaHvZm2F08/5nlBBHh7AtcuU0duxq/fFsRuWgJid02QOc0uT9qdTYn3zzecOx/b3umccLhLqJpuCWI3QfAhbAlncuRlPk9d9bMMuLk8+9mrtM9xbMelQgQJ1zTXL5bXuF+nJqMWI2HGmEYLpORpfksvNi3Lh0sMFtSZYVC/DOchHWMq87BgXWallp6Y/QDAmXkY3tYIHvJDHwCuBca3OxLjkVsPiB0wKiZ/jJ3HxNxCRpdgcPpckvLuzbHs4UvYLXWxV86dP9ec+CTq1oo9pNjIzqDM7RzoO0ogdpNA7kWq6sxiNULOC+b15agTbkdlYE9OkFJf8lfxj66Sqmiy0IWAhDVqii+d+sVvBouo2J7P4BHVjVuoEYsiIfeWOsoMiwtFplw28vyzf+iE+rAe/4+MMZyad4UMenMa6kY72jvZuI6gH9Un2NT/bBzVsRqTFo5vV+xoLiEQu4EHZNw+H8Zqssv4vUeG2vepNXkicxQmRO0n/qNhaqCSnUmxc3pTjdW9L9Wfq2tNHYvjBlkkFpneMlldcAf7ddK5tsRuCPjwfaOu66prlnopTghmMi8y8sv5s0Rj2KfpusmKNc1vUL/FS0zT8LFSgwYZMSkOEvECbDCqMaJrOJD5AEG5wn8tih0arGNhmDFPo+qFGNfpgaMTuyn/2Xg1it0wLRlS7AadpjomMzkGa8hQRwnE7uItjjZB8QTvO4jdiJhOYid3B6cdnupJnD/T85P6+roOuzLFWsStXMZmshEg9d3N+RlNmVFWIHYew5wOrrxOznjlKrona1dgTLiuciNTzDUqIH5CDSFwBgrJhHksYrCAxkyNhJjMleczNMvU/D4WoZQRJOdhECI7cJF836oZNljVtkUq5XL+xNsRNnQkTHGxQyP7eL0kIHYj52oVu9FEgMYvN8po77DXrNihYVx8LEqKjd++g9iNiGkmdi6Jpt1oV6y+qvP5c+fru91zttZDiYZdM3/hKRKiGwCI3aXpv2AzqU3c/GflG9/BXhE0QmV2FUyIyaihM1POtNU1C4VM5rf0QFArUwVtizQalEn1cAGRVed8GOvKF+X0C4YsgtQAzb4ydDnd+BdFF0f3ZgKxu3JA7K4QELtx2vcrZ7w/H66oSOsk7TuI3YiYZmLnkJ54qqut6+yp9h9daGmKkWZXjwqxQ46B8i4UELvpgRe9u+ghbyKsLHTm5VVhspqt6nuV8yl4QMeWRi0LFaoJtsU6C6qceRFT1rcN65pP03RGdUqpjgNUjudTiVT6Kpvl1De7kgm2IHZXDojdFTIGY+yGbgaI3ZUAYjd8m0HshmQ6iZ3YbRu3RJPNF9qrqrqe6+jsSNIeV08TTHmaqXmXbrYgFc+/OU+RmyuI3WUwzJAacW1L7XMzk24xd2XsjXJC5NVCGGKy25b4GZMTL0wUtkzT1MKGHjAMS9eDsjwGLtRpQKOGhkJEFsAwGNLk9AvkR/I6MoQyZmQvt2DRJa6ozJI5g/tymKSLEcTuStY8VlyNYjdMS0DsrgQQu+HbDGI3JNNJ7AhGSdTY1XuuuaOyLvZSb29PiiW47sjxWDZzbNtxHRXg4dn6o9nTMVUKT02RZkwbhMuJs49c7MhKtlLsqPI7b2qE/F2+V2RATqNYN9wAo0wjQuNMxgymBZkUu2KDhnTNZ+JizRufx3w6s3QakYP5ZAjQUOlUUG7YLu8NmPMXRO7EWzTU2xTEbjSA2F0h4yc3o51VPTaTJ0ZzkwWxu8KNgthljsLYFjIa1USkIdcwmiYNs+hkRb2yTZJ3115e29pd3XCh8lzP73qi3S5NE11Om5SpLeQFmOLclpk11P2eYzeTK1eOxHeRmx02hbPX6oAKpGiYy2hMTiuI3dgiJE5G7HgmQCtcjqqBeW4mV7LqxuXiQUwJp8zR1clnYjGZXE+mzWMaDunUr2mmSUOqsm3AYH5D9/lYsUyzQsMa9VGqUaITgcyHLAtgEGTI1MsySTJR6+zrxsWZSbcXv0fxCC+hcRxMPdjWhpzVOPI1j+vNaahPsIn/bBxyJUMdliFaeOX7PirG6uwMKnZDNXtcC8t6Kx9k1u347HnuWRjJyRjFRsc1T9DQE2OvXOxGlzNliKM0aDPyOkamiNiNOe54vj0GZbzfk1fSJOHvXbzyXPuxM9UnKus+aG5uFbd1v2X6g5YeduToKSNNmC1H1NOUPHrEcaXhYSl6joNthB3sqv4770/h/P60IQqPerWzLpWkY2Rcqdj1nQTO+cA3ANBP3sni/adZTbjljus4riuDeYxRiikljFBChb4xjeAgxaZGDR8qFFeURQtlYmTd1LQC6Xk4wpBPSJ6OijQiFrZU6Qtx5Wje1J7BT3FmeIA77NDPbGqeqRJdnupM/GfjyJuBptjwyglmYm4i/CIJmIDDfckY6hQ578OlHhwLsRtVKPTKA4eZF0wIIHYTRK7YdTinq5sPHjqyf8f+l0+ebHXTdiSsl5T5wmVGKBz0BYgVoJZlaIbLGMGMIzVtkhMqb+SODOQJw7NdW43J92ZWZjP7yAS5VPwglszf86kidrlnIFfspsLnyBRjwMnC2V5S70E3M902c1Vjmc24r7St60Ncp0g3nJCcWoHCmhyiJxwvYlqWXysxWEhnlkVLfJZPY0FKDCKcUFbCwHJkHqaDzsBQ30HsxpIpInZoqJxt1/Abc+LFbsLOO4idB4jdFQFil22VaJMtLqYL8eMnavbu2b1/2+93Hz9e4/S6QTMQKrCMsOvzW5rFLT8JhHyBoOP3+8wgEV8+yzR8RNM1TedME46HHZLIDM9SPbZez6wsc6XIBnhIpt486btLT9GI3VT4HJmSDBArNMQZdDMnl6dVCj3GZUetOO1MFbVlhDCpbsQSF5DstKWWRg2DFui6obMCXQswqusoyBizWMhiAWGBhIdk1BiZGGlc9tuqdCqqaK7YDuFa3vb7+pEzbQSxGxFTROzGJFvYNAPEbkLaMmw7p5LYocGOG4jdRRu+9sROeVhafDvXefCj4++9u23nu1uP1pxpsntdHRu6zpDpyHFQGmcGtvwsXMDDYd0fwb4w8QeMYAETnmcJz/Njw9SJmdY0RjWEqasqmarhWMhxnbTjuEq/uByYJXvW+uZh5OXduNyDMQZih7PnCMRubJByr2ZaoLQseiHnwJK+AhU4E0fDyGWYEMJ1oXoUaxQFVA+uELugTIZMIkLs/DRisaCmWRou0YUFkiAjlvBCik1hhl48WHxnrpHfgPwwHojdyJgqYjcWI5mmGSB2E9KWYdsJYne5TFOxG2XpmInCRTgmzKuqce/2A6+/tfW9ne/WtDfF7LgcPS/7T4k68US4GiIMBfw8EMRWCBt+bJrUF9aE2PmD1B/U/AFLDzkBv98KUN2UtUgNgzCNEeYQ6shqpcwrbI1cV5ZBcJGjJMpxVeetd3iyB2O0R+VKu2K9bmOepe/xyTwzVz2umjMjxM5RgWHqTYDgmb5aNxPQdYj6h8oue/GxpqJuGPmZiuQZ1Ou3tcQfDeKC0mixYYgHw7qsh6EbJCg0T6OWnIpLDY37Mc7Ow+g/dyo8LDfNJvuAXB2A2E1ZQOwmpC3DtnMqid3gU6pB7AZuePxKKQ9zNUzy1ZpGpC3lpI6d2f72B7964/X3PtnfE+9xnYS4HavuLcRcr7Zo5stljBFNRknkZEYda5pm+LDPz/wB04ykI5FQuIAFQlogZAVDxO/3GyFb99umZVC/Iz2PuBzZrhS7tOO6jmu7ju1Vu+LZe76asUNGc2DGZYwdmhofJdMTFc9Dcn4t7xuZ59VAUT9RTwGJHFonzoErjI8QceUFZGJkFNJJwNDMAC00DcvQiky9wDT8GioWF6eGCsQC4u8JFzNvgq3s9kUUc/PyW3stMUXEbpi8MOOaBWYqA2I3IW0Ztp1TSexgjN3Ijsg1KXYuaU0k4kfOvP/ujl9ve2d31Qm3tzeW7iHpGEqnbcfxUk3ImJ1qp4y+uJj3PSoHy2mIGUg3sBaQ8TyfH5s+ZPlwOIJDoaAZdqwQV/E8bFmmYTLT1AxT3JeJdERxx/bid33HinPHFuQG8C6BqmF1+WmBcgfYDVjPVPgomZ5kxS4fNaNaTbhRWfO45/zijwwZ+ZMFbS05y5YHKLIY0f1IzqhlNKKzkKH5NFSk64ZJiwxaoGk6UQUwGDF0TV5tDPvyUqWM4GLxroZr7RqY+mI3WU2adEDsJqQtw7Zz+okdmiC3mwixG7CBvn7AiR9jh/rm9k3YVesNblN7zHEyiWu7e7tPnvv9h8feOnjwaH1db3e3HWtHvV0o2sNTPTydRlwlNJHD5RwVWXOJl+JMVXnHcvYjQbIoAeOMYU1DMtcFE6qHTNPQ/dzw40DQFwiTQNAfCGrBsBkqCPojzPKZmoWYKV5CdSNN5MpSXHxxnuZJlSrP8a5enulNkyP31KC8vOFTntihK3C7gSeLj0IrgctiqDPliZQanSlOtMyMnUlhhzIzrOUkWaSSJVNXxY2RRogmc6ogv+y91UI6Ez8YGg3KcDILWnrAMgI+MlNjGiUWRboK4KlaebIYhoZU/rz8zwAsBwh4sWoZQe5/y1zpbg99iU7w9TZoLrehGjd1umInsUmTDojdhLTlUk0dzzx24yp2fW/5aZvHLm9v+7LqTpLYoQm+ar1B5eqe5eJ4DFW1tLecaXmnqmH3+fNNXV12LGbHO1lUiF23nWinsVgqHePphJNMpHqjTiqZtpMoneJ22s7Mb83sH1LDqlQxAVUZStwtZd0pXaqbaWq+IPb5dCtAfAEWCJlWhJgWMwLIEI/4tFCYW5ahW1wzZI8tFt9VMjQ5eVYeOLUhTmS0UN7tHVUMo/9CHbiLU+MjALgyhpwxrarcuTwT6FXXGqYUGULzhLoxalKhekTOqDVpyGABQ/P78WyNGarKmU/8wHBA1j0TPxOfjAIiv3itlEasuvW9KhvZtee+Za5wl9wpE7kfv8oTE9NCELtxOhQgdpfEHWxk26jaNzlil93kVKk8MX5M2EU8NcXOwbEedOL8+fO1ne81Rw/FYnGOmeM4qZiR7CXx3mSii/T29sajTm93uqc72t6aikZj8R431uPEY2k3jeW91eXI4eKb51p9g+UyuSZkJA8xipgckIeYhpmONB1Ry9V0rPuw7id+n1ZYTAsi4WBY+B/z+S0rRH1+vynTqSA5mE+WKfWKEHizL9JC7Fw18aJ/3kXe4cz+wPnEX8HA2DFkYE+eWN6X0ER9rnKqrj+Z9E7Gkrkpa9RiSyOmTH3MixnVNObTdZ/4A0LOwNB0i4UtLaRrhkZCTPw9QYUaatk5HDKxNlFzPjDK2N7IRnP2Dxi8mDHrPbnyIwtid7UBYjchbblUU8diygKI3fhyjYudjXs73YM1NdX10Xc67eNC0JjPIZQ4jmGniZ1O///svWmPJEl6Jma33xGRmVV9kOzumSG7h1zMDIfkiNcuKewnfROgjxKw+mcSIICCCAgSxOWHFQStKHApYrgzs0PuTHPunj6mq7uqqzIOv93tkL1m7hGRWZlVmVWZWZe/HR0VEenhbm5u4fbYezyPblXbdXWlyqLNN9XyvsyLulzqconytWk34LrTtdEN6lrdVqjrtOwhYusAH4RNPVEtgimRIR9RdQBNoR5SoASxDxGw7BAvFrN0HqQzlmRxsmCzWZrMTZyqMGRBooJQ0ECTwNOv1JggjbVCEo6EfWIWQnqUuhrkr/xQ1tuuxRjvX+4b6vDJrsco2cEst6DoXSmGRHZUAPzHvvxiiO0aJ4JBOdDj8SAkc85FTA5idhAGMae37NuQzwLgRubUHBJs1yAxBz0MTlDiqqYp8hoqj0Ju8Pty+NIFjR+yCdhdVQsnYHdNXTEBu0e184XNsXsetWKvz15pYGewNMUD/b0PPvjgk/Lfb9SP7J9I2EPtqw6MBuIJSGMCzCS0IhbmyTaUvZKlaApU5nW91FVVV0tVHLerVb56oPNNUeR92ygovJBYgVttqDR1/g8/oLCddiXqHdwzGNRGMQ0Rs88cU+G8ejEOQ5zM0PwQHR7g2RHLZmk8F/GcZ1kaZSYIOKiMOhI0xii00cXmXIyOaOfQs++UlPZpzJRy/xO8u9wn62FvqP8nuxazF1DCv1CW4cP0dPhhOTeb0T4R049nwk3KGBcm4zrBmFF0CPl5bBaJWRBEAr8WBlHEZyHLGANlW0YZwQIkzsiI1/YDs2MOnmfwcaOcTMDuWls4Abtr6ooJ2D2qnROwe1KbgN0120jcaiFQq1Zf9H/7wS9/8Wn5d4X5BfQAd8BLe50AoBomztFh5zMoVNTccY9h1Zuu7ftKdm3XlrrZdHle5kuzWeebTVsWsmlUV+O6Mq19lKhpkOmwkkj1WHUuXKvHeK1DXNhFWr1vhbhMJ/scBDhJWJoF2YKmWRKnLMpoksbxAvQwgpQFCYmiUKSGccqE4oESgTC4By8dgooPZEaWPO3+M2dKbqOTs/RkL6jttEx8tcXwvw/hj+DL+L8bQGjY66BA8U9EqB1EoWPF4xynUGDL5iGFQG1IjyBcyxJG7YNTnDHw/AUUfi2U6wz8goAjyUDA7JOTzZnA7ox245OZBDfUWROwe9FsAnY30pbHNfXFLZ6YQrHXeqAzzvkZADvQbK/7+3e7//uDD37xWf0PNf4Y8tgoBEzBvWGnJWwQkRZyQQUDMT6e5dsJ0ySk1gFEw5KZHvedRXK8qeqyUmWpqqprNjjfdOXalGtd5F27RnXdNRYFlqptetV7eOeaAs90ZAfeactTggQjPBAiQhwojzEPsAiYyEyc8GhG4jmZzXl0iMIoiFOULnCapSJSgPOY4UxTRiFjCqZz4M5zIvV6Wx60d+nJBOxeajODzJ1BI22eJ/Ix/iNkuPPlMgwuPUIMt+sZjlKBUsZERG5ZnAdltjSFelt4G9r1hGAxt3/VtzkVFBzIfPwpE7h5ngXsRumNhzR3J2B3yRZOwO6aumICdo+1p/e7T8Dueu0mB/Fjq/dv7qThUKpXbd7evdP+uw8//OCL9h9bcocSBvoSgHi8oqv9V6LBzeEzh8B1hweNd8wgzYkwLBiItROkQ4sW+x61nW6ari1IUZZ1rqqNLPKqWKLSvs91sYY6jK4yFgvKzqgO971RPekl8JYpNZLUQjO141LBgxqZe0EowhyFAQoSHM9wZuHdgoRxmM5odkDn83kyJ1EchhEJQgSEeQGCtHhmG6idP1D6njaQC4U8EbNjTUNDSt6pFCogdpnS8l5888BuZ9uKG+Nc1J4KEbs1hl2xUPspUYKYAGMakBm1SwQSgbItFRwEbcMgSMMgCUQUm9sBDwWLOAvtLwhj+0wJFsCrQmBtgsYMBDQwBCEzFNgaL6C8dS2iG1xenEl3cn7vPQtg98gWvpo/xvOA3VUeAu26/cY6+fGj8Xm63mdP5ZesikVPfSkv24xXiO7kmaxOnrF51xtuGlkum08+bP63X336ybr5mSIPXElgMHrNfBTrBHWwJxLzfg4XPvWjxKtE4PEFBD5dmQIGpuEOHl0n69q0dVuXuNzofL1pV6oqu3Kli5UpClNXqKpMnaOutJDT+QK9M8WXtSqvB4W3mAtqbRlUXYhAEA6eORHiOKVxHIcZSpIonJEwM0kSZguVzZNkRsMUhVHIko5z8MYQZuy0S3CjtXSePPDpSQOqGIAp/ZwPUldoO0Y8qL3iq/HqUeA+V3aSnnpb0T0Qqfh3ZKjS8J41+xAuPyHgLBI8CPCBhXchS+1DCMjPExbnkQyYVnjE0S0CGhgW4YESBoElkN0Pc6UYRisy7Hgw86rchSabbLLnwV4m5YmtvcrAruryL4pfWmD32ed3iu4Xih5Ti3fMucDOfdfPQ1u3lq9CNft/9T42EHdiAjTa3QdQrNhxZa0N+oY2datyi+eqYiXzZbdZV/mG5nldrpV91GUtG9b3UJXbd/bRSeBV8e60nXfD6Y3qoT32MNS5EDnmoZPBSFAACA/PFmhxIGaHPD1gSRIHmUzSKIx5ELEgDASXUO5ImJ2q7QlILV2qH0EjkPUn5yXPnvWVm+y6bRzYDxHXDVkC3m1tmNGO3JgISLbTczvUBYkFTRzOe51SqMOI+SKOLdp7jbOA2i0hVksEjl0dBsdOu5b4MtvBfzcebRpok0022c3YBOxedBskkgyEgxTeFN39u/nPP6j/8t69u3X/uSG1A3Z8S9i8/dKenfpweHEK8/hALSSnE4LHfh2DUAxpCv4xacCd1+quUW3btY2p66bJTZPrsqiqDSqtbVS+1pt1V6xQXZuuQVB4oUY9qoGbeNAmAFkK51KDWC1GjHvmPCICE0Y8jGkQkyAIRGqBXZxkNJ3Rw8ODbIHCUIQJC1MWRhYSNpQTyixMBISnTe+9ONpoJaX3GHoKlZOn6zthhIPDpy/3aHpZ7dybz8Ceo3fBep+aibXAmNqFgR/tBMeQn4cDwUIhAgFEKvZ1DGTITCT4MAqiQGScJoxwjubOk8ct1HPeugD7TFbHDeRK1x9qxzSsJptssquyCdi96OZPlmiAWJIcb5rPP13/5OflXxwfP+jkCpOOsn1g96RHOTuj0+OtIWLrkzcJAbIxV8xglEIWOamWyRo3dVvnuMhLCNqu0GbdrB/gspBVrtpCdU0nS9R1UvUWbYEAhlIYtM7AL7hLV8eOZ9YhPU0otdMupcglSuko5lGCk4wsFvH8ECeu2DZa0CSJedaFsQhiKmLDhYV4PRQEU+IjzHhQzDVmSMVCY22vL84gRo/5qT6LAU/w7qWycWzLXQam9o5q55XGUJpjAJNhJ6oHCagULxgTIHdBEsFFao5CYEieCZA+CwJ8m9OQERDAsHCQ4QQkNHDASAgrI3MqULvn1Ztssskme3qbgN0Lalv/2+Cxc8CuI/eW1a8+uf/PPyv+Ii82SpeYKmonI8MuC+zOZIM7sZMhQW1HLEK8Qw9Sl4hPK/L7wIobxSDjreMtMCPjtkFN3dQbUldtlXfVuivyolyhPAc9jLrUZdm2Nep7i/CQlC5iu/XnAeza8qqM6aIcBDB4gESIhEBxisIQBTEKEhrZCXeuQNZ2EWYHPEmSINJhBAWQQUDtrMwE8KoQqBhWABiNHBOzQOJMKR+q027yHQtMdn1zkvRsmp9fXNvWYQzkKXgAdghw3Sh/h8ngULaIjREQqBX29xXq1FGlRAwqanlAbkMdBk8DngFDMp7bvwqWhBT00CiC0g3nCHQpDU4k16+SxmoMPMVtJ5tssie3Cdi9oKY9Ztpqa2lAUw3++H7xi4/u/vAXxf/StLWyWzmkBXqslwF2p/rs4t812vu+hn1g2uNhzgIFMc75WL7gJk+JZS/7uq/zpizq1Qqv1/nmQbN6oJfHss4t+EN1ZZoKtY2RJdIWY0nQIABPXueDaNgMelBkmBi9N8TJYtjzphAY4zRWcRbPDsPFLTGbzZKZTLMwTUWWUSBGnuko4izGKOqh3pE1Ts3WjtdGAhPySN+y1zPG7GrM/XmPwO4i4lSTvWDmC4gcurcjz/MkD3Jk2jn0EO5ddgLUy0IFBpo5JYw4CLJABDG5JSD5c56wQyDSM4eMBozGlMQU0kcXwJZnODYBRH6xGICdeSnvW5NNNtn12wTsXlA7Dezc6Vb4l3fXP/3wsx9+UP6lUlITTxRMCLohYOfqEsw+sEO+GJV4umJKBlYV2IAqV8QgkemxBkaV1NHmEQvpLM5rclqWFvCpYqOLvKqWqCrrKm8b4Eluu4q09rnT2u5kpx1rJ0MAYXggfxnbIQwVRMQ4TLEICA+NCHAQ4ChCsxlJD+xzFM4Zn+EkjuMZjtMoinkYEjs5W2johORhd3oQN9MW8PW93E3wJ4HdvsTZZC+BPQzs8KBpRuxKRgPu77eAH0afTgjhBAcEwq9M6DljdtzNIrrgXEToSLCQs0Sw1MK+SLxm3zISUhwBaTiNHLzDO2D3WCqwx24z2WSTvVI2AbsX1E5F/pwSAyrwjz5f/eCXv/rhL+u/GhDVEBF1TMQGXfCCPzmwQw7T+LAl/OfrWwesM2A6PF4aH641EJeyExrCgRfA0JBdp2QP0A3IU+yjKKu1yfOqzNsq76uqLla4yFVdmL7CfY9kjZREkJwHWX3IdJ6fdhC09XQuhAKdn1O/cPTMRDNmooglGUmzKMqCIKWZtQXKZkk654lFeEnCEsMDJgTmgWGUYtYBPxq2x2kcZpbujEcHnofSnjdv59U7t2Mnuz67VOefwuIPs9U4pGW2nIhbMiD/ER6GtB6uuQF+ReMVKcCnB5QoDNtVQghCyq7eQvBI8IQLEbCFgEXELMQH8JYCCmQ4JPCwgxRkbSkOKQrdj5efiNXuJQJsFzfn2jT0JpvsFbEJ2L0EZhyw01qv9T99tvynD++8/1Hz7wDBDBWsCI0ZQtcP7C5SQLr1bw1XhzpfHhrV37dgVCktpe57KMDoa6BTaWrdVLpp29ICu0LVa9NsUF311bGuy75pdF3rqmzbje47BSqjmoykebtj48HNpjFWDHwpKAi5RW8sJGEYRAmKEhFnJJ6jOA7YzEQpTVKcZDi1ADDTQchYgEggOWOUS0L2YJxmkAConU3A7tnZpRhfT5LeoZ3D+XG2Dwfda739NnIc2MbX3QCHIlStk4EHHKp+GBWMhlAAhADnhXgRo1ugbEsPLM7jNOEk44xzcxgIOwozC/gczVDksw6GMbzXRsfV8ujmPuurMtlkk92MTcDuJTDAEtgCoP64/+6d5fc/+fwnn7T/njDMgDF/y8J608DuvL2diBvhXTTZ08gOxQnwHTpwqxAGsrY6sFhJSSwlsUCvszivaZvCNDmqyiq/3+frsihknuv1ap3ft/Cu6RplOruxnVixq89F7rULYxvvTYR8eYvMoATEVStC0Nr2G0Pc114IRFKUZCSb0dmcHxwezg5ZBu49EWY4tBZLLijlBHZid0WpcRO8MQoQHlJjjYkZ+2YH9/BD/XTT4+YltXP1vM+6E5wqEno6XpvtcUcxW590MIrqObUTKPr2qwuCgf1EacB5AqXCLOw4F2TGod42ESwTQgT4IA7TKFhE4sC+JSgBXIg5w4Ej4ubuCF7TFqgbt+UXu6acbNSupdNwm2yyl9UmYPdSmNakadvmbvt3v1p+59O7H9zpvwP5YYT77Lpt8PPJgB26MLZ7Ym2ckUtsp4sCerXEsZkAp4mdxKACw7Mwu+2R8+eZvtOtPfOya5qmrkxZ6CIv6hXN13W96S3sq2vTlKgsTZmbeoPa2qAGaPNOclugQfkC/qGu2NeAjAChJlBBKMKIRzFLkjTKcJwEUcbjBUmSJJrX6UykGU8yE9mNMiMizjjGTAPWI60Lx2mv4aZxr4E4T9mWI8jPIiex3e7qTFl6T2NmK9160q4f2J2xW7KXfOd37kRQDOTquXWFQZ2jDgfeOxD0I0B6B+FXGgIfOE4CKOCeRWJhgR3FM0oDgdMIHURRGJIDRgTGEUEzl2iQQvIfMLOI7fDBDy8hXFM0fkXujZNN9urZBOxeCrPQoS3r8tPibz45/o93H3x8z3z/CoHdzYMMoB3RvhZVDwlMLl0P8sqHAgXiHszxvrrkNguglJBS9F2vyrBtZJOraiVXq81mrTarYvWgW93vN5ui2/CulX2vnOaY1r3RrvLVIzwzhLrsxCftC0WVJ6mF0DYFxlmAm04DI4pIvDDzA3RwgOcHZHGQJYc8SsMoCeKEh2HIAsO43dq2G9wyFt5ZYOcOCSdEjQepZojamh2q2wd2F48MTvYEdk3A7gKmPbBD2BUYgcwdc8TITrUCpMmYo2sMMSxtIk4SC/M4nVtgF+AsxgdhFCb8VhjEgmcMyjJ4YGEfKGFY/BduMxomYDfZZK+cTcDupTBlSJ6X+Ueb//Pj47+/v/xsTX7JOMOEAQwaY51PHIpFl8R2T/n1U18dqPqGKkE88ub5MlsyECN7D40hxuIl+1JRiNv2Rra6buq6VHXdVLkqV6ooq27Dyrwui66udFW1jXPjdTXqK9R2qOuwVs7towfdsfGMfFaTL8TAGFyJSMQmjmmc4DjGcRIFERZO8SKZsdlsFi1knAX2rUhMmqYsbCnHjBLGIMeKsB4jBeoXRnmqNMeHbE7kepmdHsIrMZCvyM7sq8e6k28W2G1danp4O4TrsX8JmaHYIzzkGO8opCWgGDh8EOc44CBqFgsRcBYzOgNgR24LFkGxLTuwP39GEkoFIwE1ocsvCBw9MnMVGKAW4ypChiNPg2uyyV4em4DdS2HSkPUqX/1y9dcfH/9/y839StyFqgnCPBwhQ6LXTQC78/r7yt1+7kDG5+QBu91IbuIB3/6WrsxWq470FenaXpa8ypui6MpcbzZleYzLXNYbXYPiWVcUqO+UBYWqM+DT66HYFij0NHGwiwwqar4NVDqUZuGaoYxZqEco4QEOMjzLouSWShc8mdNwjufzOJr1ccKjKAgjFgQhjzrKjPfnjVWWO2zhcu61q3YcE7Ymu5hdagQ+O2B3yvQJBefTAndja5VwyM84gT2ojmIgUhsRHEPcFr0uGNT7hPyWsMYOoPaWJhzPBBcBTilmBAUERW45FHpeFexqe1+Fu+Rkk70q9vwDuzO/hh+92d4t/LqB3SWIQC6zk0u12aBek+Pj9fIXD/7qk+Xf5/WqDY/dX0bBr6cDdk/prnuCnVxkh26fevTnqW2/jeoXyNUfWrjFwOEBwVVmegHVE23Qd7JrTVPrsqzqDa7Lti5Vs9F5kW/Wuq7appJNqZu6bUsEureN6Vvcd1pKpPUoTuB63lV9DFds0M+liAYgfREuUJSiKMEiRXHMokylWZhlcZKKOI6juQ4iGgRcAM6zSI8yDsmEmGo32/oKDMi2t4eRjj7NHdacKj65/Hh5+e3iHrv9jS9bFXulZvaBHR5ZGE+2f3BFA4XKUJBhXEaCwBauwcA5oASoj4Vz4HFin8GfJ0gWhGFMgTaZ4pBhqLcVIIMROsEM4dzg1P96hlQHp6iG8NkyGGdKTZ91SmdvcCX3zCvq9Bs93AWb8ejGPP3GF//605/OY/d8qdO5brvUeLjJ/KTHggd8wa2vvGFPBuz0effiU0vtR961r+80zSXxCjlnvjEX3vicZnQd+eyL4/s/f/BXd9b/sW7LTuTIJ6KNJafoMsDuebNHYrthMj65jcZb9S/IV1Pjbpz/0mE/r/U+klFAQLRvVVmWRd4VeVmsm2Ili6Kpv0D5CuUbVIA/z5dfIN17ASoHLLWbZ11qFPUq745/xs6zmCngN6bEJzdSpsNQJGkwW/D5bBYsVJwJgHoLMZvP0gOVzYIoZTzpQS1DdAgkzhQinW1io1s1xm1dlYlGXphXMTRmHKJrcItO9qzsPGw6lmEMGah+W/+7Jmj7e/fEe64MCDNGAqjgDrMAiFRSjg/tMiKjbwY8CXkW0iMBaXmJq7qwq6DQufojSA6FPXB34G0L4OHoGvdk9czZK+2d+/Mker4EsLvxu/fF77rX2ozzzv1KNj7j61e3kjl10Efv+bwW3vxVQGeBjUcMP32zd9rzunG/GUOn3WzP7YCddqvMUz/v83rw6bvvsreGS/3aLwvsLmWPHdyOoA020tiCjU/vfHbnFw/++l75vV61Lxmwu7yNzg/s5XS9QtPABAFatk7ijAIdDPj1XG8C34lSqmuQE7TVXYWapmmPQ6BELnS5wZu8qNa0zLum7DsQOmvb1j73TdXXtZJKEkSHKwO1F7a/pav8GJPXiQGKC4Gj2D4oiQ0P4XUyI3HCk7nK5kEy52GmI2spCmMexyJKQIrNcENcZh4m3pmjnQ4CFHdAgFgjr2c7VpzsiovRVHjxEtqWCVKPctHOzaZPuB5hoWGcK05TlxcagAOPpNRAgW2MXw9YImgaAnOe4GzOAfZFsAElIc04DagFfCSEfe8Du1H2ZmsPA7t9gu6hgOP6gd2l9nyeXXzt/QjIcim88jwAO3R12O5K5sSrAnb6YlP5EziGnlNgd+N3+h2w20U79v/8fAC7c3825y2gnx2wG/QdADMYacq1+eGdO59+uPy/7tf/GWhAmEInMu5fIWA3UsWev8EYMh2Sx91nZFAOw94hgkb5d9TyrlNto9ra1HVdFagsmnLTlKu+LMsqx+uNXC9lvjRVrVGDXTYeuAhBAEP6JDkvKo/cJfXVtZhSgyAhz3HmBd6poqOYRwkLUgTKZnOSzqL5Il4cCCi8yFSYiDAWPNIQr6U9Jq5e2GI5i0ZR76AdQDwz5B2iITPebMlc0Ktw9V8ZO+u2Y4ZVzB7Vif/cjHow2OvS2rEu0MxCN84CRiA/j7EYBDBYEhKL8HjMbociCXgq2AFjlIDuhV35cGIiN4QDWA5BuNbVdpiHmCpdK15uYIcuv+C/Pqz29MAOXRGces6B3WU76iKI6gbsxQB25sI+z5sHdugyi7ObB3bbTvRztpM90K1cftF9++7dux9v/p9l+89QY8nocO7DPl41YHdR1j0X1hxmPEK9jruB+ggCqXLOm8cg/On5jZXqWty2XVvKptAW5zWl2KwtsFP5kpSllGvU1qprVOfqbbvS9I5XRXau7sLnLY0OPLyFmD5QSzRnlAXY5ecFYYrjVKSZyOY0TSM20/GMJhkLZyaKRBSrIKQiANkMOw0jLqG10O4xQjf+xmEwqCE7D+3ocndZgWhy6b1cdnrww3BTDmcpM1Jkw8daUMKc09rLIXPGuCBxgOf2VYRfD7gFdjPBjsCfR4FIheFY4AO7rgjYjAGvCsdIeFXAU1PKuKLQ+2PLFbbjS90uJ2B3HRtf6twvay8isEPnO2XRi+WxQ880FHvGn58PYIee+1CsX3hvF+UA7Iwsu/t3yv/33r27d8q/W8ufAlxhHD0E7JyDb5rCd3aiChJtk8U19j1lH1CFQdEAiIFvwhjqGO8IksziPNVHbSPryjQlbSzOW+liU5d5W6zUarksl8a+Lou2rlTfa9ljraH2QitXh6i9xC/yxCrYOKILAmlOFmIygew1BMwG0A3hCAWxhXoonpHZLJwd0CwL0yyaLYLZbCYSLELKA8ZD12SssBOtdSSGWinpQ7RAaOj0zgY4O0j3brOydj0x2UtkZo9RxWvbuncaKCEdHdJWnMauDjg1sR3n3MwpDhgNGZm7AtuZ4KFgaUxvBUEQicOAx5yFlMSgDIOEc3fTkeIbWJbcrcbrGW4js9o7rS/e9OcF2F0yFexFDMWiVxvYPf3G12oTsLvons+zbXbI/veeL2A3lmTCtExst/ZF+/nH+b/99M6n9+rvVeZjRKgmEdoDdtqz+5oJ2D3evLjn3mX1054FeZoQyhwRnQuGUp+f7iK2Rkoj+75p67Is67ytVv1ms2mOeVX0+ca+RkVhmgI1NTy62rQtwiVSHTgCsTua1nhA7UOi3mCjL8RA+CygYUSTJJnNaToL01mQzMliMY/mKkpYPBPxIYrCgMUNCwwVBIcK2DBYY8cJOpF6b0YVBIP2fXhb/+FDfTJ59V46O5GuYNeHWsthVMDzQANOnaAfJ4IxC+/imB26Au7XLcizD44PGaMROwh4wlmEcUwQ4WjOcESRYCjeFpCbLXEPIuMAe8yd87Kz+/UBO3QVC/7nx7132XO/lE3A7jpsAnYX3fOZdtkkyucE2OXNZx8s//dfffqr4/6fGvyrCdg9vQ2XdZzhtm4PC++oT8Vznzq5Ty8gQb1PwmE0SnohLdYrU9mhpkFFjvK8KjeozNt8064edMvlul/hpuibqusb0PnteyR7rYaIrT/k0AI08jNjahgzMNMKBOR5HNMQc05ABiNB6QLPX8eLuUgOdGJBXhoGcwa6ZwkKQyoEd7xl2xsEds68QfXCMST72osdsJvA3Ettp/JQlQ+TjiifjKmZMAYo4kAiZAQ1KeTY6UOKQ04SC+zsuIroQRikYZgKAfl5EbklgHLFDroZ6NkSfx8aCrdd9ioeyIKc+YDXxfHKeXbzHrszt7/UxuiSWO287Sdgd/FmnNlX+jIbD4e4QQ6CFwDYjf9cqCr27I3R2UTpT39rQOevIi/+G3tMR1y4Oecg3ZFBbUiQ75Sp182vfr78y08/vbPuf9aT+/YGapg42U5/k56A3ePt9AX1MMtFZv178NONAS0/Vzm2EVA2I9RNX6AQ4JTcVICg0hb3HVTaggBG1VRlVxYyt/jO4ryiLYumzmVd93WO6tK0NZI1lj3qG+OgHtJyjKGNNb3umfqDu1nTYKY4x2FMkgOUpmGUkTixwC6KZjyJ4yTT6UwkWRTECKJqoWbCwUGhQIyUaYgwQ9VH604QSFUcQCXuxfbWcTJiO0zNbBAE8b+byyVQTfZszZx+u7uS2/uufx4qyuFHoCmsMbQAPVssKImdPy8SDEpuGUsszgvIQjAL7KLACZ1xEnP7VxoxYnEe5TghQKFCMOKOn0Vgz9KyFxHetgk/ttUn/nK9HrszDV/FxpeduR6eFh8zgaILTVQvE7A779zPREhPUDyBTl7l68Z4LwCw23XKhWmEL7jxpXyBV2KXHcRPX1Kux+w6PQC7ulflsvrwJ8d/8dnnn5fqE0XWgCsoQw+17RUpnnhKOwfYIbyPWoaSPzOW1xLsa5KIr0iFCdB9ydPNDGlMSiEplZJGSdx1nWxpXbUW59WFKoqmWpJiraqNqpeorLpmg6tS2kdbOQEMiV3BKzI+eKoBUe01SBLgycM0NHZmZYEFbZQLJiIKxBapSmc8W/BojuKYh5mKUhrFPJvjLEt5DAwsoFHCWztJIwzi9I74mUqXnOdAnjmRHQX/On+P4V7zaniLzWPja5O9IOaTMk/cev1Q3iPIJk44xf5DnZQFI4RTSjieMRpatMddgW1IF64OIwPFM84jeihoDIK2JGaEURBJ465yibuyp0eW9j1ycF0rsLs+ewJgN3zxMjz8F5mqXjJgt2vSRRDwJYsnHj7rawV3L0BV7H5fXFz46yIbP//A7unHqx7rJ/wi2uCylZv7+Qc/uv8/fXH/ixbdNbRwKdGem+2ETMHNALvHCjc9t3bOpcQOv53BwbqXeYZHJVs1cIx5YGd88jhwTFAGU54LhlI7BTolDC573XWqb3RVV/WaVUVXbjoL7PKiqNYo3zSbdZ2vddd2fY1A96IHrTPZm76l4MxzZHbO26GQp0kGDhQ00Be6ml77VoQGmPMSFGYING0tvEt5kgYHR/zgYBHNQPpCBFSkJggCHhjGEYV0QurGjnI5hANlotnmoLozdfiS7Hw8vpegG/GJDhw77HFdfa5davw8VmHiBbLTa7O9kOX1nY4ZOHJOdSNcf7J3TAPRfAJF1wqPcrNewDCyWI0gzlBCKAnoDJTNeCLIoeAiEYchT+0nnM1A0BZljATcLkAwOP8wApAH5N5DpunIxGn2ns9r9gTsLn+UKz/3FxTYoUvm2F3fuZ9pE7B76MAvF7BTY2qMl3+VZFl1D+6ufvrD4/9huVz2OEe0c3FBp0Pgb4bbfnt2wA69CNPqmZkrV7VnPCbmYefcIMCtoob4FzjjXPmF0pBk16O2bZvCNFVflf16Bfx5zQNVb7qq6Kscrddo+QWIYfQNMo0b9yfTpYjhrtoRSFQ0TMYKCnqBjxkxRkVAOKdckDBGaZpEcxbEPLJQ7whnWTY/1PODYDaP0pkOw1CEijJtiOlp7+RLe9s+qXuFGofvCIKaj1Pz7QhzwU/p42ve66m3eV2X83NfPon+SvbznNjNn86F12YYDdpmehQu9Bl64/LGQ37HHkQIYzi00C2kMcRtmX0+sr+CgBwFLI14monXozDk+IDjmJOIoRmsUEAGAwSvCRJuRUvHoXW6Ifsfbnman+DcJ2B3TadzKbs+YIcugx9ePGCHnnUoFk3A7onsFLDr8YNNde/O8Y//efk/5nmuaYm5JGNuv0HPi8fuWu0K4df17dmhn8HZOuwZa+Iz8hj8i4BRDNQviKHKQryea4VlT9palGXZL5GrtLDAzqxW+fI+ydd9XfQgdFvXsjGyU10vu87xFfdYe2lZ5DKikCI+Lx6PSmteVY0hzgiNMA0wcKkcovmMJXOdzdl8wdK5SaylJIqZiASJiRABBQEMDG5HJp1+DHEUKnbH2iUaDjx5XqUNYN8w8fuYhsbk3K6+wus7AbvrOOJ5wA62d4GEgRMbvquHKiKnh6IwsPqA0xpojTE1ggJzUEDQwsI9D+wClsTkSAgR0kMBrMhxQA7seLN/Yhb7YUZNANgQ81En5nRDxqbD0wTsLn6UKz/35xzYTR67K27YBOzQ1QE7V4QJb2vzyXH50af3f/yT8n+207/BvZ2tIeHF3dsgNrcXnpiA3aVafpUDZxcTP5FxO5Qtu8LBIYCKBxJh5OXdEUOG9b3UHVK9UVLLBlVOAKOu+rrqyo3O8021wVXRgr7tUpelrnPUtUj2RvdY2RHgiGkdT63H+3Sg7HNPhBrscjJpZCIgwzMiwFFEwxiHYRglJs1EOo+iQzxfLOI5i1IeRkIkKrDTLlPA5wxaGp2LPFtEB4zIDlZqIHDxGXo+Ac9jAHzpX+QE7G74dC6TTXEmccnguvNx+a263xhU1S5wy5AWdhOKI0YFI5xbqEftksEiuVCwKGAzO8Acf14saByaI/s25j4/j4EGBuzQ+fNgueAUkw31yQ9+CfXwaV3k3Cdgd02ncym78quw7asJ2F1xwyZgh64U2DGHFHL10/ubn3/64Cc/b//Xqqrg3kYhyMe0y9YHYOeSoL2PdgJ2l2n5TeKAvUMbF6KFCgziFW2BcBi78luX7adB0Fb2SErIz2trBMpmTsG2WLXlfbTZyGJlYZ9ua92WCIo0amWfVatNQ6T9mnQcy+4U3bMahNWAqI+4+g/scuwQY4yHOk5YuhDJbTSbJckhS2YO280MlN/GKopwEDIetZQyArWSg8CAbbcv73B1GMM5ekoVc35h+5Vc3wnYXccRn/JwozPXrjA6p4SBtaIaQJ5nQ8FDqqYJMGQKCEET0DkjMw4gL4v0r4VhkLLXIz7nNKQ4BtIfPKPE4kJOSARLFC0o5mSb9HCqCGoCdhOwe+mBHZpCsVdhl7qQT18SixyqGz12MGOuuvfvrn9058FPP+z/bdPUkFQFzFFAYYHc7dPg/fvZTdCdvDTA7gr3/FjTepurbgb9N2LwkJDnBJ88v4nDe27Soi7KSaACw8K8ined6Wvdb0jTthUwp3SVfWyMhfvrdZuvK4v82jWt666tjOy0UhZiYQV5c8oLEoxsxSeURkFVIEBBhPgMBDBEiniEAvtJhtJUzOY4m4ksi+K5ieI4THkQcRAqCCj48zjk9YEShmfpMUaBCoaUqh92f6p3Pdj0Lsu9T0fa5Ke6lDd5Na/WzMMg5ZpP51qBHcLSOGBnNHXnNe7W+AAuxwiqaxkWkItqQowFw6FQR5zzAC0CCoUXFvbZUcbpIhBpaMccT4F1BcWMhIxaOMjdAccaIgRURBqyTsdSp/MaecZpmkd/5Qp6+5wOfyy4eeIJ9MLnfpWncym74lDsxTrq4cLY5x/Y7bf5uQN2F7+KeuTHf7GA3dW2wR1UEwK1inf7b3+6/P6dL37+efs3XdcB4QBzzGo+Bc+wkR3KfThSCWDzDODXZBezRzGGONA3/GQ85rP/M6eBQXy+ngQZNNWrpmnLsi6LtiiKzbpdrerVcVPcR+sNqnMEkdwStQXw5JEWIceWZzogZNF6KxLA/EE9pbFLkB8odmCq5NpCN5eNF88P0uQAzyy+m7Nkbj+MZwsTRVGQ9GFsgoiRuITqXWKATYWYXpeA8JAyWG9VXvwSBDu/IRq01twpD3Un5JruWPs/zelHcU12Ylo9Wdg78kFCRfnAjWzGMTck67mKIvBiI+eQA9wmWAgCGAKAnRBRGCzs2wDdEnQWijgkhxDbRTFBgoA4XwYatTpCJvC0LLAvvV3yPjSu9kaEi5Egd/8kZ21wFZ0z9g8eUxTRhefE/e8+DbC7KlT32ANd0K7eY3exjrpgmcV1n/7D9ig6vf0x8zyEYq/D9JinffGlzItpELCzt7xPq7/78P53P737UwvsIFmdUwfsICDrTpyN+lQTsHtR7FHADu0RPowUeh72OGgHyhSuGtqXLIAoLe36HiowGtWUui9Dl5aHyk2fb7pyRaqyUoDwurpoq7WqwHTbKintssHrfm7vFo5GD485Va7yQ4T2QYKQigxxRkmEeEiimKQzBFUXqYkzks55dgQ4L4pFHNvnQESGC45HJj7tVS+UUcCZpzEkEBhlzIm6nxHYXfmv+WFgt5tlJ7t+w7sRpR6+KW3rbIfia8PwQObEoZaCZHYMgnuPpowybo4EzSywi+gR5yKkM0EjzsKYLIQQFGeMxoxykG3BeNTV2HOUn3XwAdiNMrhjo591r0022Zn2sgI779m/lI/6xTQL4qRU8vPqHz998P7n9z887r4LCStMGSyV6hVu3LkbtIVy29iXGbW5t7e2nb2MXfXi2cV+KQOXzfal92vtcB8hPt/SITNgNsZGcovzmlpXVQsIL4f8vL5AdW5fN/VKr1abIrfwzrS18QIYyj0gpa9FSvnyRzQMJUc4homxB6Hc5clTmHIZwyKw8I5HIHRG0yxID0iapVnGZ1mYzqNgJuM4YbGhAeZ2XmYdZ4xQR/4HuQIStM6gstb5CNHgxtHjynTMz/MevqcdsaeA3Q2wxE12hvkb0yNKHgb4hXdoDNbwMGhgGBDH52MShiPGBLc4D3QwUpefF6b0AAga6QFnif1Y0MTFbROKfL1tCt5uFACFntMG3P3+doTbN5GdPNlkT2svK7Dz9ioAO016pdRx97P7xUer/G6hfgTJS6jsVdV2da1XIHGAOoMk3C7datiRE7hucf48l6Q1dJHvqunm9cLZCcfW3tXzjjxK8YC9oJyB+MiXVBrS3KD2grZtaxrWNaatelmQzaasSgOPXLUrXFV9U+imkGXRQ0FG06nGeKV4AxWI29l4/G88tp0pORci0FxgHvAgxmEUJglOEpZkgs8tsAvEzEQznGYsTlsL+8KEhREVdv7lPWREEe20jQdgpx3UU2qLK8GBB+P6qXNGJ2D3ApoZ6VSUcSXf9v4GNy8duPw8u5iB/DwKtHlC0CBGM5eQd8BowpkFdpl9G6HDgGQW+Ql8264rOJ2DPBrU2wrPCATH2R8Cj5y+rj0Rb7LJLmITsHvBzQI7abSu8GdVf7/u1o35sOv7ThVtn9dNWcljO2f3utS6BWIzUyuYGaUZclWM8+b5+yPaEueO3hCvf4pOD5Pzsrgne35toBPzTMjEVWIg7OEeRUgA5asKQQBUY9yJ3g6hltSVrIquXuLCwrxVl6/L1bJafoE2602dq75Rfa+lo8qDRDkJnjytnKbsGNUCp7CdWKl0KwoQEQDiFo6FQCJENAZGlXCGkgOyOKDzAzOfz2eLeL6I01kSRJpzRgWmjkiZUPDbaeyp8bSjbDGDD3IQWNvWW+6Hbt1y5gIevQnYvZjmGXTcoLCvMdDqYCi8oECqaKgrvwb5CopZoENPpEIs1AOR5EQEIiKHEZsFIhbkViCCUBzYpQbAPpyApxszUL+A3wvb1mHg7dLXC3V7M7vp5uYraieb7IRNwO4lMSy1kVL2Xd9ACFa3UnX20Zl113at/qJTq7arGnW37ayte1Uq0/d0Y8FehyoJuu8akWboKscQT10p40PFYcNNTRsz5ee9QDYmpHtRMFekCsAOO1oTiQfC4iFhjzjVKEek0jeNtHCtrdu6qi3Oa1YUeFU2piokcOatUFnqYmPyDSpzpGvU90j3CEk0hmvR6AP2ZYnjawy0xUCkEpkgZnEchpEJozBOgjgOolgE8y5N03iBZgd8cZCKRSsEJ6FmIRKC8qDGjqoMBG0dV57P0NOOmHk7MkdGaOoTEB/RP+cBu4tsP9lzZVvvrR4SN7UbA5qi3v8Ze5U9JCzOEyR0AhiC4ohS+88i4FnIk4S8xoUFfweCZULEAX/dQkOBIu7qMDASCMaxfeY76Ty/xjCgjzHZZM/SJmD3khiWQ+kYAqeJRlIDlYDSqOq1nWrvd3rV9lXdf2ZhXduvmy5v+7pBx33fN7rodK21NKh2hWfY08cicLecitKikWdq8ti9eLZXaUgdYCduHlIIGMXQvl8L5Ci8rwKSljh8V8HgUh02ddzapUJFm0pVRWOBHejZLtXyQbM6LstjUzdNXxk7qvrOrjOIoymGryso8sFDC4YMWOUKazVhUOVDKHJ0LnZFgakgItNZRrMDND9iB0ciPpJJmgQpCVKaplGYykBwxgljsAaxABENWhd6K9074jMgeX70OmRveA9fPNFpj/zKZM+b7QO7MQPV6Sejzpjt8LMzEbWjghpGIW7LkBGOtDFjJOE0jNAtiNuyg4DPoyCNgjcFD0KaChJYhOdQoB2kEcWBq0ajGO8Kiiab7Bnbyw3s0MUICV8KG6JsaJvtNDwswrM4r1amkartVK6hpKLpZdPJptEri/NquW76QspGmSU4/bTFgo1LvirB+YF6oJuyUzP4dZCXj3LL3m2Iaxex9ZGvM4razIkg72TP1LxKLR71vixkk2gkc/UbOPwO4SfKqC+eH9QiEMWaS8jOI0qavld9re1KoSpNWXRl0dQ5LoqyyS3m68qyKTfYwry+NG1p6tp0JZISScB5vlzXpUXtpNXYKLPmnHvCBAEJYhOlNE5ZmJooClloP2EW2KULnSZxnPEYcvKCYK7CMOQCM4Y51Dtq5xKUiEDKgZ2/FZh0UhjI0aeZ8choJI0ZusYl7Zk9mSx1Xic+6+s42aPM5xEPF9b4D+QI7Hz43pEnjBQBPq5KoJACuFS4iSgQCEWUBJwFAV9wziEtDwpsBRAmcxbxw5DPQDADp6DAjEMGCmmUmsg1gQPP1GNtgoOTXbm9/MDuwgQ/L5vt3y+whogVeDOk+0wDf5iWvcl72TcA7DZ9X0lzzwK7Ri/tJ21Xt+pB13cKnHmt3bjDNeyBSIOlW/H2aMheJ1u2jaHPz3WNTMDu2ZtD38RTZTkUDl5eX52Adu40mOccPR4eiR5GR64rvBhrMAhyOXVaWZxnQZvpW1bXdZPrMm+KvNksqYV37cpUa51vVL3Cbaua2rSN6iFZALlqCIvzHG2eYtrs+JntruEYVFOGoayXI2CchcJbEkY8W5gss/COpjOeZDy41c1mUWwhYMyjOAgSxSy8CwwJjZ2dDfJRWmUG+QtwHg4kK3BajhoGmS0HsmuFH9jGr2rO6MPJnnszA/XiXgHt3q0JAht+q8FL68c5cfc0RDzxJ5QbEbfICcCfR2JGANhxcmBxXiRuR+IwEFFEboEDD2cByQIo/jlilGMMhHknG3RWK58C2D1if5O90vZyA7tXKBT7iC5AyPNHeNYx/6nxxGGo0VhLVHaqAkRnjhUUWawbtenautXHXdf1suxl3fVto/OuaztTK9RpY6fGWnufz9C/LpPdu/EGlLCz0Vc3rJVPEM3vN/ZE2vureLluyMw2CWjr3B0lXNHOZTWWBA7Abn8HUHNBwaPhXgOTHSTrARgLwDPWkq6WddU3FbcwzxGp9GXeNhtqYV9ZqHzTblZFUxgg12twB1BPtg0w9LikKE/B52QqPEUx3lMeIyCDEcUoinCYIJCyjRFf6DRlacaSVCRpGM1RFEbhjEYzHscR1ORyiNtyRizgw8Sl5Y23B+e58bq2yq8B3ekT30uY6Iv06GTPoY0KitsPTlzKbR6mDz7sSlrdsBs4PjUefgiGu10JjLgLxWbMldBymgU8jNih/RVwPAvpLA6zg+CdLJlxviA43tWinTj2VZzdk0qQTfby2wTsXlHbskKN0dvRUWKnuVaZTqq+NxvZW6u7zgK7pjT3q6Ys+/uNXNm3nfqil53SpTI1eENICVpURELKFCWIKrQLB9uuZ9D92t80zZgFddqBt82OOt3YAWc4OIKnifa5sF25NFw2haEmEUAeBQOyCaf+6csStSuz7btSNU1dFGq9rpYPNuV9VJZtszb5Eq2WerNEbYe6GvUt+PDsUAJn3iA9YfEVH8pgvcQZdnmAg/AGQqy3yE0IHEY8SaNoYaI4ig5xdkscHMwWhzTN4mzGwL2XRDTsgLCM9YbAEkXRZuRRka70wjmkB4/dwwuMKTH+VbBBqXlLWDxyVm//TpCnEgDOKCj8tuOE69tMzxnKjvQf//qvvXU0fzcJ3oRsBpcASvDpKegUMruU6sOE6iZ7lE3A7lU0s/diH1w5R5uBGCt4LxQqtZZKd1p10nQNPu76rjbHrVp7YAcOPLmWqpAWAJrcYsFON51pIZ0JtSP7hHbP1KXn4a3Utz/etjLjETIp46uxoROwe/7MQL2hJoOgGXZVt9S/QMN0BcAJ9cCm3XWkaVRbS5kHddN0G1rnqMj7HAQwmiqXVdnVVdcXrG27quiqqm2bTvcgFW9GDdkdvZh7bwetR3hAayGISFEQEJYhnpEopskMJwlJMpw5l16QqDiOwpSEKQ2jgIZKQCGGnYHB9zjk3AMkJb4Yw2fmbbks9nUp0ORafjnNjJ7aE0oUO3jnNV0GFj3E7GhBpl1Hy7vdvTt5f+fLr91+47XD37k1/8pisTg6Ojo8OlwsDtI0DYNgN2DOVKO9YPsmYDfZI2wCdq+0mcFjN0A65H1paFikQtmEVyWFFD2JW5cQBXUYSsleFS5QW9hH17edXrZdU8l1rTZ937Zqo4ySdkvdOLqBHvZM7OwrnX698rWKY3UkPontzlPtnNKMnx/bshD7qU77BDW8Y0DcJqR77UKfvEY83Yr7E8FKQOy1pb1dDbR9XaK6qsqiL4u2LJpqxYq82By3m2VvYV9b4K4zyqnZgt6YS8uD/DcoDgLKMt+aQXaDI+qeMTeMWahnuMBhiC3IiyIRJjrN0mQu0kWQzdNooVIoxGBRRIMQ6JSBz5kZQl2NOa29ipqvt/XSfMacYEQxZoJ3L5ntA7sTH6NtJcbe3YlTWHWs7uJf/nT5kx/eufuDWZJkB+lbR9lbFtW9+eab73zpS+++++4777xzcHDgExjQtogb1jwaE+zppfaO9cj2TcBuskfYBOxeadvzfo1zlXGzsr+/4L3/ty+0d2ko3UuYlmupaintnPvAwrtKPaj1qpddo+GthXetyqUFgbqQSipUaFTYu5nEjctxGmUD8A7YnczGmzDcc2ujJ+OUA9VsR85Y9zpUvA51F/CWKDu1uXAt85dbQ0BUq94AF0+rQdC2lk0uyqKsVqZcmSJX5Qo3leoq01a6rvu6MnXdyVrLVvetRD0exKXGSgjI94TB5TWjtR3VFApmgetYhCaKwzDjUcbjLARgl0DhRZKRNBXJTFnwF6UoiI3dGEU5E0552bHmbdsM+VfajOR55hncSie7RjNn51Zu4wZ7EXlINGFEa7W8Sz76Wf6zf777+X+eQUW5SqmOGGWHh4e/9e67f/RHf/j7v//7b7/1thACudIloJqqm7Zr67rmjCcwCmMH+3bCuee2bwJ2kz3CJmD3Sts4K5sx9Q3tu1tOjo6B3hVvaWe9aGdvcG+MknijtexRLnGljOzQuu2apod6W/uik5u2sW+XnVpbnNfq3HFPjJENPIqBemWoXemFF5t/2Gk3/vWhRk52U3YmsMMjh9jZwM4vCQySEJUnBOAS/IkMZHMubwmEZg01mpg+lVKaVsiWNHXfbEjbtk2hi3WzWubLY7Varct1X2y6YlPphkDdhcL2G8qV+W490EaPtwE4qCOPBWVQRALn2OOIhMi+FSGKEzyb4XSODg/Tg1vB/ECkWUzTJsmiKAp4AMlSUJgLWVOQ4Odk2fqRPM//HB6SddvXWHvMiJ3G8/NjjwZ2J5KDIb+EErtubfNoc98sv2ibj9+zW5bH6P5n+b0vvrDj40tf/vKf//mfWXvvva+GgR15SClVVdWDBw/uORNc3LJ2+1YcxXaYcQ61GYxBOfjZaccTsJvsETYBu8nQlgngnNqF3WYw9+64XN3zEFjTA22x8UFdjUHBtpNl15V93ypU1HXV9KtWb3rZVh3483pZSnD4yZ4dQ60GrhWuYIL0/jxHM+Eia/okFyEZIIKHFHsuomfdi6+gmYe8CidqC84scx45R8YP8RbRaOIUTyBDD1gnuK9NtV+QUqtOgQBGq4EeLy+KXBX2eSPtI990zRo1DeorVBeoyFFX2okToQ6Z1jHndX7pMqA9jNhY+bGXqmePx5gFcFFislk6m/N0xtMsEWkXp2E658lMxEkUJE0UCp5glhghOOa1BYsM4rZAoaJI58p4XYEwhNiGTCwvfrANWO/G8L4NEJl4Mpoz+npHBjnZDZg+q6vPvM8AI4qUCvcMS071LCv/XPCoXgf3Pm3u3v3cLmlvHd362te/9vWvf/2t33iLc26/YRctm/Xmo48++v73v//D939Y181sNrt16yhNs/ncvrj9BtjrLnTLzk3LG5e9W/bQaZqbDGwCdldl+qz10wshGrjtpccCO7QDcmg3KXpgdwLmGe0YJYzptGld2nzpaPMK+9BGNvoY/HmgflF0fVOjL5qubnXeGajD6OQGRNG0Gh08/ZiHB65EECjwvCqeX+0pgN2lQr3TDfMcO+XYOKNo9CFEcjIhfTeetFc7GQiSjSu88H43F/8nrpbVYiYFPmFmVw59Q1qIycpuzUoovFDFqlsty/wYF0XVbmRXqLrumgp1nQRyHg3KthZAooHoZX8EwOC3qJJxBYIW3L4A4jIcmiAkUYbTBZnPSHag0zSI5zQ+4FmW8kRZLBgnPIygHNhw6TwsIE5q92hHPBQSgRYMrFJA3MWlOmBMR0LAveNfBNiddOo9rJOx//lkT2dnFmmdA+wwsdfYAruQpUfZW2/x/3o+O6Dqtqwji+rsEAhEMLN4bTaLwtAvZuyHq9XqZz/72d84+/jjjy38j0FZL7x9+9aXv/yVb3z969/61re++ttfDYPQX1A9kFSpk47wbbntw6rez9LO8yk+/3Piwxo1l23zmed+qarnJ24zHgfGDdvLCexeXMe4uSS+QQ/fO/Zo63ZT9zBL6UESw/TOY9JrKMiwd6YWeFRk7R5da6DwotFFq0vIz+sedF0rdSlNZefCRi3tDO4qOXqXM+U4lrEyXvnR383wqJW1G9N7sRKDzrzjTcDuKuxUH16kl8yjPt9NT7topv8LePOIr7e1yIzCqFMW5CEp7SiBQG1bq6rqyrwq1xbYFU2umo0si7oscFm2XQWl3XYbVeG+R12L+s5IuTeDj8Qq2/kSPqOYUiQCKLyII5JkJopEkLEwE0maJDOdJFEGJMkkiEIS9yLgIqQ8IEIIJjRUCdtFDpaOL6/bllw497galD/2fj1OQZfgs+Zox67htDpG0dvzgB2ahusV2CXYf+E2Z8diH6XhwZuHv/Vb8X97dHA7oLeQTj1hoivZBkc0GnkAtNFFUf7qV598//vf//a3v/3hhx+u15veWRLHb7/z9je/+Xv/6l/+y2/87jdChwWBKVupPN8cPzjebDZt1zFKs1kWAa9PBFXeQUjHsoznwV5cYKfPwmSX+kXd/Lnvt5lMwO46DnTibJ/v++sToLozzvHMMb/3gXGVtTs5MTwU2lrQZnEeMIehEkhtdd0aO+t2jbrftU2rl51ZWpxX9He6vnJx20JaQxUI2qLOPpBDkGZ4NmMJxi4JZsurgs0E7F5g2/6ICTHjRdbbYls0Uo0pmPy07FXfsKZpZY26UjkKFZYD2jPV2hSbtl+TqpTFRpe5riu7tcNMIH3hsRMe+Cycsq1xPkgGOlOQXMcZaFoQTnFALYaLQehMJDOcznCcCL5QccKilMRzlqZJtkCQnBciEkgQ3aUSk12VkrZoDw6otNc8cB5KQHUujPtwUNvobS+cmGgmNdtna57i2t6UmMpm0a03j957L/43h/PbATvAKBpSXMiQc7D1Xtt/LIYr8vzevXsfffzx559//uDB/ePj4+XxUip1eHjw3nvv/cHv/8FXf/urdoXggZ3d/uOPP/rJT37yyw9+abezw/HX3nxzcbA4PDy8fev2rVu3siwTQUCJrx8C21vdDm29wW55IYHduVP5VbAMTsDuamwCdo82/dSoDj1uxA+3MoP2ZuHhDy5w6yVuGwSB1a5HrUZKmhWU2ep1a9b2RaXuNW3ZdnnX523X9rrs+65TkJ9nvysN5F4pYzGiF4LUZk8ikpDBoYefKFY72XNie+PUx2XtRCoHzjznCXHeECh8tegLctlRbOGS6YhqIQjbN2FRVpVFciuZb0qVszIv16t+vWzX67xrMAhgtKZvdQfM3BRcgECtYjGXctlyiBiX7QcmwXeGLa6E8URDRBkKQhQlKIqxWKAkQfEMJXM+m2WLAwvv4iijQULCOOShEQHkxbvaC4KZcnpXylWTAI505wdpDf5Xc4JRRQ+BWO9MRBcAdmjCdjdiBlYEEG0XZjGP33jz6N2vxv+9vfgBXWATuiFk/CA982JoVx5bFPlyubwP9qAqS8757du3v/SlL73+xhugWOuAYNe1P/7xj7/97W9/97vf/eijj+wi98033pzNZ7eObr319lvvvvvuV778lduvvRZF4aiecsL97dXVbgzbvYhzonnkMunpPXbXd+6vFrDbP+dnAuwuZc9kxD89tjvHY3cGvSc4IfBeRh7a0tiZMQXYh9yAqUxpkB6FND3TSJCdb5W2L5TUed+3dfegar9o2roCAYy21bkry+glWmoL9lBniPfnGTRoPeJtcG2vw8mWV+Ui+YWTPSt7eJDuUsV9PTVSPizpKLCJAd2LXVkGIhwAlDSyU33X4053bdfUsi7bMq/rnNV26bBWm2O5WtbFChUFqjaoyk3bINI59Ysh4XMM9yM68Ko4VzBI2jJsARsBQVuQteUCB6GIYxSGQZTQZE7ni1lyoLJZPDsM0iOeZqlIJReMBRKL1mWOqsGBpyFuq6BaRI7CG+NPw1VlXgTYTYP5xswBu1ZrHejfOEi+8uu33/vt9N8kccaJsONke285+/aOh3sgJIzCgtU+7EKkt7g/ECIMQ4vwvCozAmDX/fznP/uHb//D3//93//ghz+4d++eHY1d39vNvvSld/74j//4z/7Vn33z975pEaHd3u7QqfwN4nmg02J/FGRPFBrt8w+cMH0VoOTp58Rn5ds7dfpP0IwrwQNn2nlulFcL2D1zj93luublB3aj28yco8s03G7UQN4JhWlIIgmS7eCQ692HLg9PHTf9fZid1b0eorebRq3A7QI4r+l1rSCq6zx5g/o7iAc4H8+2t4kvTjwJEfbacjLlfyLVe4b2uL63f5fuXz3483xG+VClADKewP6KGTAka80U0kCxjWRnOgv1qrC1IynH1VpvNuXm2ABD8toUa21f6Jp2Tdc2dpANcNBxmxCt8RBCdQd2sioWVGpf+IEpoD0mkD0sD3CQ4DSl8QGKU5IuSHJIXQWGfRtGKRGpCYIgjDjIX7gEQuD4I3pgPka+1GOrdIAH/93u5Cdg9yxtC+wi9Pat7L233/wX78X/XSAi6sebL0p7xBUZHLVmZy7m7hXz0N637Pr2888++8UvfvHjH//4gw8+uHvvXl3X6/XaIsLDw8NvfOPrf/Inf/K7v/u7t27dgtGjIVVzuVreuXPn888+L8vS7s0uJ+wjS+w/aRTDfyIIGKOnaZiHf04PrCvxWl3crrXa4BH28Jx4JcUTV2ITsAObgN1jmn0Vo++coWYeeoFOiped2SD/j/IvvTKoW28aPBIjG5+Wpxtp0ZvqO1M6317d6UJpVfdf1E3RdJuu3wCRiiNG7lTZqEL2EgovgE5FGScEaUjvMvM08kR6zvsCGVZ4IKP1ZWe7Wy/aZyjFLr5szqmem+wq7QLDdFhImCFNbhCURSPOAh4V8HSBs4uM2XPeo2v6AJhKWixb1LV9U2MAcKWqClVVdZuToqiKTWsfm029Weq6Nn2NZIPsgNLSp5COHHZqXA6g7aEhMEwZEgLxEHH3LGIsAhYmKEnjbCGyBRTYJpmdd5Mo5WFMQ2BUAX8eZZhSGGcau/IjF7cFbmTTjYmF/pRPcBCZLcX30DkE7+VY4ZvMtHoFzElHdPY5xe+9Nv8X7/za7/xm/N8wKsjo1tUXAXY74Z/hvfcN72Msix2rqsw3ELRdrVZlVdZ1s1mvi7K0o/v27du/+Ztf+dI7X5rNZpCL6g76wS8/+O53vvu9733vk08+sbhwcbB47bXXrb3xxutvvfXWm2/+2tHRYRIn+4oXJzRVRtJ4v7crKSC4lJ2oErqZq3lWo5/JuZ/bJ2e15NkDO30+sHt0Y56kn/Z69wk8yRdv5DMBdpeo2jpn4ysZfFe5rhqa430VZO93vXcws30Yl+3kNHks2kOtPZ1WHtdNWXfLTq4A0ukVxG31qlL327aVqpLKTsetwpWGLK3SxW17hDvXE9Ix7MK0786IYR/BGFwmI+P84G50CvHQVHk15z7Z+fbYcbo/Av0kiMa1gftoTycAoLwaCjDc5Al1EQRKFkYvM9Xa9L3uWtV1fVuwqqjzvM3X7Sav1w9wkatmjbocN7VsLQqEHD4YalIq0yIltVF2+erF04gZDu/utc59g0Z/nkV7YRgkGZ9ZYJfG4UzP5lG64MkcdM+Cgz5ORZTQIEDgUwkk5YRy4zLzrHXY1ZEgPEbbzMCF7BR1neaGS2KFKdmAG5CMSA9PS5ErNVfZ3NsrMedfe+Pgd99+86tvB/8VJcx2uxm9regRt/ctsHNE19utsKsV2q8NQjB/+wRT7SVP7C2uqZvaLj/a1o7hNE2z2SwIhGMLAnj/k5/89O/+w3/427/92/f/+f2iKJIkWSwWh4dHr7322je+8fWvfe1rX/nyV27dvgViGG6kAvlo3zVNYwcRpZQLwR1X8rDKPqcC40xm7asFN/ud90wcNFdSPHG1vbHfmmcP7OyN7xHNfUR7njJoeDk38vmXBZ/jnrphYHdeC890Gl+JZ+7cZl85sBsmWPw4x54/YU+dJz37iUalNF2vLWIr7E2w1xsJ+mab2hyDsm1fNG1dd3kjc7t+7VAuVQeSaLpSCtL4YFrEQMIHh8fM8ZoBr9ogdIY9RNgBO2QmYHcTdilg57YfnL4jb/Y+sEM+yuk3dMCOQW47gopbtytmHMW2MU4So4+VMj2k5em+V3WO66ppN6jNgSqvzPFmXW5WdbFuq6ruK9O1dsCZHvx5UmqnmOcejgFIoW1FBPa8toZzLCLw5xEBRRgitg8ThThYoNkimM1EkrEkiTn48+I4C0KAegEXWgjGucUPbtLX3nGnFYxjqUYpWwck7YGpi0mjQdLt6Tx2r3IR7tnnbnteSUrZUfjNXz/6g994/bfepP+aYgqI2pxQHnus58JcJAh4kgvIJY/a/1yJBgbBWQ8HPT3AZ5999v777/+n7/2nH/3oR1/c/6IHGe/W3gktVvu93/u9P/3TP7XPb731VhRFflDUTXP84MHnnwOpchhF89lsPp+nWUYHl7dPZsGn2u2HNN5Bv3NP50rs+kK0LwqwG5q016DnGtih80f/FaSCTcDueuxZZUI8fJbDufrXXjvUTW4Stb2pID1ZFg1My3nbbdqubfFx2zddv+nkEu535oHFdhJXPS1hF1i66VJiV7SICAhhIUx2lMh+qX1KU2uqvb0Ge7Lhe0LNa8/Oy2If/CLYjNK2yE1llHMxFiYCZx4wMLamr1VV1mWONutitaxXq6bIy26D6gpVJbKfF7lpa9C9MC3SNep7DLx1GmlF7NIBu5GEvTfa088OR4XcAPsrDhKUZUk2C5IZT9NUzExmgd2cxwu6WMyTTMWRBXkoiHvOueEtBG2ZwVRafNfrCoowsPaD0yjqgs5XM1YnYLf/wYCceyZE8Fr0R28f/uGvv/7lI/JNcM+CG9X5VMdilycAdhf54n7D9llq7e2raerl8dICtU8++eTu3bvL1fLe3Xv2RVEUv/07v/OHf/hfgBiGB3buy8CZ/POffec73wGVMxHcOjp64403XnvttdlsliSJRXh2KAZO6/YxZ/LIM3pKuxKMddl5fAJ2j2nMBOyutYWvMLA7p3HgtukV8N7Z/2qpeqUbpSEm2+EluPdUYYEdhDP0vU7Wnc4bvJJStrLp+w7qMVQDgQ+vFjWGYj3Xhg/dnuoMdEZkEKHnuZeee3tCYHdJCDJW0ujtWx/xcO4KtP0cnBOaIkXtrUz1oYV6bW3qyrRNp0vaNrKpiQV263WZr3VVts1G1UuVF2VboLoGFmXZDgfCIxePJ8zzPmHkiIsxM0IQEVIRYAjFhkgEFJLzMpxlPE5MmuJkBtQqcSyiOYmTMEkhsBuFERVqYHF2oWClqEV7jhVIbTOotmwYp+rBT3Xaw301Abv9DzywM1IEQfhm8idvH/7RG7ffOUBfwz6lw5XD3gCw22+hGe/JBvliWwitWiRXObMviryw69jDo8M333jz1u1bFqsxxjwWsKjPorq/+j/+6v3332/aJo7jo8Mju83h4eE7b7/z3nvvvfvee2++8UYQBmc3ypx4+Tx47CZgdzM2AbvrbeELAuzM6CG58gF4xp4dfbEvYHSUsPa144ZVuIX5zrRS1x2k4D3o+6bVlcV24M/r8w78eXXflxbn9XipTGfvk/bZ4zxHPaYklsOeHdeG7xGM9qW7d3mekz/vyexmgN32e/vbelZEl2NkxtwWqFslXhYMcUjP0yCAoe1Q6ilMpR1qap1vijLXVVVXuSxXfZ4X1UoXm7raqLbEnR1EnVESueJcbEeVbJ2PR7vAqnfm2cNQL6RmYSTG1EAdhkAA+CITRzTOcJThJA7TA5E6914257MsC1ItBOWhxYWGc06YZtTuyzYTpC8g08C5CB2jM/I1mGaUV9v5fnYaRTvyvKfo1ZfBzgF2RMs4iZO3sv/y7cWf3Dp4Y4beG6gIndqYT/S8IWC3/dbYYONjxf4/pYA6Sil7B7NgDmL63CWYjlf3/oP7//j9f/zrv/7rH/zgB+vN2m4mOLCuWCT37m+9+61vfesPvvX/s/feX3IcZ7ZgRHpTtrvRBt6TACiKTqCRRD1JI0pj3mrm7OzZsz/s7jtv/rs9u2eHWs3MmzczejMy9E4UKYIUSRiCsG2qKn2G2/giMqur2gDdDTQIUx+KzbJpIiMjbnzm3mePHjkaNAIgFRJAS1WW5crKioSM8ueu43rKIDnPAlLJNY2GN5metnUVJsBu/SlMgN2WbLtEhRNgt83fqD4gdgHoDPPzxC23PPKhhnpQS8EiRgnlEuflhBLCgSeZsLSgEZGID10paQLitqxXloSiPhMgTJWjTM2JuRY0xbrAFlm4ltoYaZwJsNuh3VtgN2acjadJ1WnL2l9rmFylHlUdr6YmwXLqLCGXCZOSFjkvUl5keTEQSVRmA5EPjDSlZYzSmMYS9gH+I8lAdiYQzxNU4yxd92DobXItjIfqNHyb27bluIYN+Xmu37D8wPUDyw9Ro+H7Te4FJpTZdlAQ+mGDhk3fCy3sEVNiQ5cZlorUYUhLVRFDoSZpyMpH49hOcH2mq0RsE2A3+oZ6z2S00W53jrd+erD9YrsxHaIDQtROURgRqva5B8Bu842vElyvFZUdlsAilCTJV0rl7NKlr/r9XhIncmGi/x04cOCZZ5559tlnDx8+IjuV7PVyeSuXw8vLy3/48MNLly5J3DjVndqzBzQwWu12s9GQaFdiR1x13U1niu3OnrsH7FD9ZbHl729rp3fXJsDuVlvezO4W0t+lI5wAu1tt+bbAbrRxQKyCK7dIoYQrQIWWI8ZQDIlKCEoxJN5L+ZW8jOBBVoAFgy1LsJexLBMJyAmJlHHCGdG1FALXGerVhDheN7b20B7+GfEO7X4AdljTl4zhHol6aHV9NbBTOXk6ydwAEQwfCJ64KagFMniFVRa0SIwyMrM8z3uo1x/0VrL+crG8sjJYxnGc5bKvZQLqLkoMoVOGoMYWpmWjKn6tFOAZTJcVFSPCFpCqyIflIMdGboiCBmp2ULtrNFtOe8rsdlutbuC1DN/3rRA7nmU7hmUzUBfFVUK8nKcpo1VbY43qeO12Wq3D07wcw7bcUaM+qLaJx04CO5B/ODn1l4daLzbcjs1nR6EBx1sa23cP2EHZLh8y8RibkiVDDIKXpJQ4TvbPOIp6/d7y0vK169du3rzZbLaOHTv22GOPSejmeq7cihz34ji+cP7CL3/5y7ffeSdN0/n5eYn/DuzfD/Buz8zCwsL+/ftdx6093XX/qXdXnfY2J9BdBXbDFhNb/vLWd3p3bQLsdnJvTIDdpjuuj/a2+/0GbCfADs7IqBjZ0XCkqTPNFZsB6NqmqoS2oCwDjng+KEsJ79KSJ+DeQ4tZPsjyfkFWIBiHB4yXTBCOC3U4BYJwMOeGitsaVf4WVilQWOgEF0jar/TXxilCx5v6UXT7fVPAThXfGJv9cHz7Gg+JKvcSKw0Mw6pUItQ3DKUGy6nBqCEhFM05VCgWLM9omqSDAZRfxBFLBjhJ0qKP0hjFfRSvoCxDvEBy1QC0eXS0IsQADQzYvqX3LjcPcTWL247pepYfGK4rJ1bgVQkadtA2wzB02yJoeo0WbnZpq9UKGpbnO45vmB6zLNk1KTggDS6XNAAiMSxydBRP3gUC1TTJOn0M2VhDS7Qh5Xh1Bz00zHkbAjssHJss7Nkze2L6Lw60XvLtEPPG6sdDJ+ttN757wA6NsdOpSvBNN1lVVGPBqOyZeSLxWpJIAGfZVrvd7na7rutB7a1iXYni6PPPP//FL37x29/+7vr1azpu6wd+I2zMzc9/64knXnnllQMHD8o39f4AX3LNYwCHAUQqoxkrYu1ED6deH/cWj/+utOodAjt0T7DdrYAdutezxCqw26w2bbNmuqO97uhXG+50l45wBwcptrOFu9nFqjX92N7uF6yxfWC3tTMWiiFWrnq1AIYcnRLGCRF5IeKSFDm/lhdxQQYEArVlyhYJzSGky1NSyqkxg1JFOVTiEsY1Q0vnKm5kOGQLK6y3HthtdI9MgN3Wf7Xt4onqVyP1tHiET/H2VvntagdeFfbSQmfqD/RMS2XmGRKDKRcc8CWDhy5nWZ6nMc4iI0mTvGfEg7y/XA4WeZxk5cBQtHmMZCAtSgmHVCmKocYWpA9M5c9jcuo0ZPeCCm5Q0jNtDFOw1uCwJXTDEvB5HRG2zFYbNadEu22HLavRDMKW4zVREARyCgZBW8c0HQHOR4tqfzPklar5Q1Go8ZrgwkKaFKauwxhtX1WLIh4mYLfGFMTlBnI9dnB+fv741J/va7wgGxizEKHqTh331d9ugxu9eVfu9mG9zNaXNcD5A1zwOk2Fgl9YWS2JAV0iSZKvv/76t7/97QcffHDlytU8z4scmPUkKOxOTT399NN/+7f/84kTJ+VyAlJRBaiiRdGg1+v1+3353Waz0Wq2PB+U02wloiz/mrCLSnJjNFNQ5wng2uW4vXPffqvqFhN3AKx3u9OvOapNe9o9mS5Wgd394uOZ2ENl64NEd2m7mFfMaJUfAsov5IzMUEk5JXQAdbQgaJtSSjK2AsCOZSUbZGlGeE++LDmgQDknM6SLNiTUSyHapQiZVWRNSwbwCrxVyTBD3qqKXmUVcjwydg+A3fDNMeb9Om1uS6YDTQiNQnP9/mrwSGkXY2yBxBk8MfRUBVedIZXbjqGWQnaoHOVZkcY0GYAARhmbStm2TCIqZ1P5N01ZHqMyxoQgWsi/ct2gcgegJ/E6pQopl4dRgUy1Q9tHrov9APkNATDONzzf8ZU/TzHcWo2GB9zITQNm3JC6Pjj/LJsb8phBBkP5nlXNkKq7FGr2Z0KzI1eevBFHpXg4eyokz3EKVQjIb6LHFub3Hpt6ZS58zjZcxNyqPzwcZ76+DAxVwXoJ1Ab9wcVLFyW8U1gNym+XlpYGg4HjOEePHvvRj36o6VQMJYaRZfnFixf/+MePP/74j1evXu202wt7905NddvtdqfTlTY7Oyufq8y8MRM1A3dFCrS1A98Wqt5sCw/2NbxXR/8oATu8+6B9Yt+UjQNIwalOQBcCtEQpiikvGc8I68nBLifXS5rmLI75khwKSz5QUd20ZMuKxRYEMEADA4P0BTeoUrrSkTWENdsovIagGyTsVA6S1dtHryk37Gv3INXjXjT2Nwjs7tIwVXOprNKLaLcErjgX4RoadfoTuPPUZMYoIiX4OVhuF1mZxiTuUzl39ldoNGDJssiWcJaxPEJZyopM0EIAyKJQoitxHifKacZNTahWpd4AT54EacK0oNBHFdsalms4oRkEXqtltFpe2LbDLm41A6dLGm2n0bLDppBTteMj2zVNGyGbGlC1q4KzIPEHEIcPmWKGXI+VA/phG+q130gu4eSJ27gxYzyzd2Hf4e6PZvynTcNGzNRn/4CDgls3AfwRHPJBgUMAdH2gD+RZvrLSW1lZkY3TaXeOHj3aarfkskB57CSwyz755JPfKDGMTz45F/j+wsICALqp7tzc/MGDB5988skjRw5LbDcEZdprCMW8nMmFhW3ZioS5btlbjgx3DuweeJsAu4lNbBtWScdWkrGKMEyXf2lelZwj2dFzJiJIueNLlOcFSxK+Auy2rE9ZUdK4IEoPg0eEFeDSY5kcv2hFwsI4AmeI8rJoJXhTqVLh2o03zEeuUML6PNRbIJsHC/A96MBuTT3puuQ8eGloWn8F74C4TpVhyIvOgYWOI+LItQMlmOQGxPpjieTKfMCLnpGladwzkihLYvk+T9O0SEWaFVlM8gSVhDACGXOC13uDCiGlw6f7qvatmQLbyLKQ52PPQ16A3CYKQ8Nu86BpNiB0iz3f9xpGo+GHTc9pGBLmeYHt+a5tW4bmtcCqeBe2reSx6ic6N2/NJDOWUP9A9UZtpmEQWkrI4ZrNBedFCewOtH/YdZ8wsYW4Wbl6HuIpbrTWf/zqFUUpOyElxLKsIAxNxQOpvyW77sULF956663XXn/t44//SAhxbFv2D/mddqdz9MiRV376yrPPPjs7u1p9ItfFURT1+/0kTUASrd1pNpu2a6NhF3rolg130ybAbmITuzuGNRJRKUm6SBb+KsUnDgkrhMeUlYRlhA0A2NFIjoRZ0U/ITTkmZmiJQHJeVvA+KYkwM2xyVXjJlKR8DvMx1vqj6n9j9+6W44YPlO1g3r8FVvimgN2ao9pwL1XeM0aayk6rgOlKG+XQM3Winko5AmIUofx5RcaztIjjfDAoosEg7Ymol/eXSX8ZRQOUJXKuRTRHIkdyuWBApS3iDEoxkMJ0uFobVHFi5c+Tb6s9OdxyTM81wgD7vm83ULMdtqfDxozVarXaU06z6QMrclO4noO9FJlUSfEWGEK2VC1RKDcKrgj0qtsC1WyA66ad9Vftfq22hVuSyiUbZ57ZPej/+f59B+YbZ1vWCUhB48ZYDO/+PIO7ZzVb3uqikw+V80YYgpAqpJUo7erVKxfALt68eXNlefnK1StLS0vy84MHD/3N3/z12bNn5+bmKu1azlaWVy5euvT5559fuXJlaqp76OChffv2tTttSMpz5D8X0v6MhzWN845tAuwmNrG7aZVDTztFqpIOLcquailAMV778xhPCMlLFhdiWS5hU7RYgkJGmrGVLMtK3ofUPUYpK0A/ANhVSgb+PEWYJ8yaYmxEwba2+3VS3H5bPhQeuy0eHqrgXS10UZcQ1v+p9DxU+SoMrmhQoNKWy1VAkYs8z2lsZUmZRCLpm0mcxwOcxGUe00KCvCwrIpSnZZqUWcoppYLpSVHuB8ojDF3hgeusJgN8xhLnueDPA/4WLzC9puW2cRDYQcMIQjNsGmFb+L7ntArFqGcHPgobDWBUgeAZxo4S5ROW4kNGXFMi86oUY7UddM2tqIhjdJL8nTf+7hjcfYp1kAfOzLHmzw/sPTTtPx3gQ5A9oSlyHg1gJ9bcMBstY4blDgJE+Wiapn1pvV6cJL1eb2lpsd/ry4EQ6i2eeurQ4UPNZlMjY7nsvXTp4vvvv//6a69/+OGHfuAvzC/Mzs42mg25rpAI78iRI/v3H+h0OoaOQuCRmosNjvWbbqx7bxNgN7GJ3U0TOklOZ7CP1Opi7cBTrMjAKCGNKN8GYTiTE10h0R4vKc9zNoACM7JSkKQoMwn55JhYiuWSpYTmBMGXIS0PiPe4MLTsPa93Opa8P8w2qW85Y/xAR219AOmbHw4fSmB3yyOsPh9NpESo5pTTl09jHz1pCqOizxEG5wyVFiUMBG1zo4C4LU/iLIvLLBKgJ7UiBr203yviAU8SSnNFpMIQ8DBCeFZpYTGhiSkqPVvYgSJntADkmQ7CrrAtCfWwRG+ej/0Gcl3H77Bm22+1g1bbanc6Ycvyfcf1LafBHMcxLQwRWygSopA5YECygWoCdXfgquKWsRrYrW00PWXfJ7MGHKRsNAOZTX/hZOd/3T9/sOOcdMQcHKJOhH00gB2vM0dH31wTYV+tY4WSC9lujICYD6GclUUBtbQlrFplJ+l2umEYAg2K+nJZlF9++eVbb7/161//+p2332GcNcKG60FtSrvdPnPmibPf+c5TTz916OChiixUUVOVihxcIkW9DALPnm2pTAfj4VnsbtEmwG5iE9stqwiZK67SsZsNj1ReVbwSRI5OjMtRD1LuctorSFoSCeZiJYBxvWBRQeNCrMDghQYSAlJeEKR4klEhNM4DWpaaA09Jn2Gd8K15dscde2vW20jRrQ0/RPhBBXZoE+R0b4DdaCLjtjx2m5E5DGsvIOZVVQcq4hy4sEITIuuZywDVCphyMQNNFQnyoGQn52UO2evpAA36eTygSWQMIlYMcJ7yImVlLPKcFgknJacFZzkqS46opThZdO02EhX5C7AmK0AJ4NKyJbwTlmU6IQqabqPpBS0rDIOwbYYN22+YQZc1Gp4XchdUzgwnoHIKxy41HARhNF1pADhPJ8qrJYrQZR+izhytc0mFcYdT80bckDswFWyk8vD9qebBx7v/596Z/Q1rn4Xaah+qyw538VBPdFvKj1xNNVhlKB661sTw+fiCVL5DCb1y9eqnn5778Pcfnjt3LopBBChRfj7ZhSSwe/HFF1944fmTJ05WWxYiSZPr169fuXIlSzN5UzQajampqWarBR5lEDqzTctcFcjb8IxW9787LTZ2irts9wWwu0UZ6TdSYVqX609sYndkuGYqXQPsRjtYXQYLCVBIM0qU6sOUIxCoBXELxkt8s+BJSeOMLuVFkZHlgsRFmeasXxQl5SkTRJUoliCHUYtFQV6VRnXasTMEduO3YCUzMAbshu7Gb9LuQW79mvjRrTHZbpuxbt5Zk5w3pIoTVfKSSm8COMcqB54K1GIdX630MGzMHShhLV1Vh2GS3E7zrByYcZQPVopoiQK/2FIZRVkal8UApVlGU5MSoWsSddIoMPKCl1hza+sW4oYJaIxbyJQPG4FkmYEsFzkekKqEHdTu4FbXaHeCVidodmC6dVuGRIF+4LuuhKRAm6f5uhViAr8d8CHzmjgPVbXh6xZG27C76ohVcjPU8ezmns6RMzP/dU9rzjfmTdHc4LsPNbDbrq2h0uUVzh4TohiavGTgck6SQTSQ1u/1l5aWLitLs3RhYeH06TNQSHv4sG5keVVu3LjxwQcfvPbaazeu35DdanZu7ujRIwvzCx1l7XYbai8cx1hzj41QuvDVe//ue4jvnPp4e3ZfALuJTWxiq9qNAo1QFgtVbwjMeVzeQ3mpHHjyL6U5YXkpBoDzyqWSppTlFIRuaY76BU1LljI0gO3iFNiV0ZCqFAjzlMyAegV0KnjoGlHwbmQRjcUWlzgjsOPutcg9BHZoHU3/ru97g4O5Gxupr508FWCgMy35MFTZLdAjg1sYirBZjouc5CnNYgEMeXEZx2k8KNM+JOTlAyuNeBzTNJVTLCoTXOaI5IjlKqOJVvl59S5NvXKQTxTnGMBNy0KuJzzfDRs2VNQ2PL9pBH7gdVmj6zVbrt9gnivfZG5gOJ5lhciSx2mVhiUsCRCtslJR0xlaIIhQeaMh7wBpRd11p747E9pI/SXATZO0Q3tmburoE3v+rtuYcXALC3ftgUxs3DYUkcKb32iV2ImixS7zst/v31RWlEUQBLOzs/PzC1NTXRVmBSbI69evv/322//2b//25ZdfpknqeV632/V9X64lDh48eOrUqeMnju/ft1+pohlrjkqtevH6I7hbzp3VLMAd/n6kvbZoE2A3sYndnzaaHycnMWCugLS8XNVSZCo/r2QokRNezpcLkhCaEOBVKVO+nJKoIHHJoSyDAn9erqnkFXKBWl1sDH1yVl2oWBFgQOBLaE5mrabwzbXABNjtxEYlTFaz1rCqj9CVtVCqyh2o4uQW4i5oDFBcFgSCs4mZ50XWMyXIGwyKfp9EUZr1UBqTNKJpH6K6vMCgQcrAe6X8a7gikUWmqr3QPYcbBojSWg7QuJi2fMATq8WDFhRe+A3RCM3WlAhbVtC0/Y7VbDTdUPiB5XqW7TL4lWVKPMpBUE2RIWv/t/aD86rMY8TnuqmyyB3yqgw3DOcsuE2nWu7cwsyJM9P/teV3bNxAwhnZ3y72kAfXtgvsRptRtjlQd4MV8lLK9QkI5rme49j657IDLy4ufvzRx2+88caFCxckyBtEg6IooiiSPfDYseMvvvjCSy9994knngjDQAM72XWyNFteWSmLwrIsz/fkA5YWkJInVyomOLs3DN2uD+htyOQ8YndKdzwBdhOb2ANuYg2eqfKRq7r+ioQMwJnOfwJNT05FRhUlHgNGFVrwqKBZSbOC9kpSErpSkrSkBWE5+GpEDJW5vCxFxGGy5Fi75bCmwRiNQuj0vNHDu6c37wTY7dQ2ojasw5karBsCRKJMwzIQxKfA2SZA/I4TE6TLciNLyjTJk5SA0Fkfp1BvW8YrQk6WJBZlTsucFRkqcl4WSHYmQjApYP2h+fIUzuIqP85AVR9WJMwOclzsusj2ue8bjTYKG7YX2nbTlMAuaMqXThC6PmTmuUFou75juyZ2mAR5hsUMC2R5kcnULrgWsIUsUxDCGusw21TSuvWF0ddGqGwH5vL5qeDAvtnHTrb+96bfspCPhDX25YmtszsBdtqGaab1ine1Ela+H8fx119f+fKLL27evClB3tLy0srKytWrV8uy3Ldv3zPPPHP27NnHH39ci2EgVaV78eKlD95//9q1a3JLoIHR7TTAsewFQdDtdJutVhD4EvONjYCjRyU2eedu206S/ybAbmITu58MqFJGxDdxVRApNooUoNUbWKgQmxCl4o0gTFDGSMlT+SZhyyVJCtDAAP68XNwoWZSTKKXXypIwnghUcojVpjBwGlSJRyFNjCzn+1G4sSEJ2S62xQTY3SVbUzqgnmhZW/gMfBhauBipKlgFx+SIrUUFQAAgM4uC5inLIhTHSdkTWVwkMU0HOI5pHPEkZtGAxz0ESZ4leNhkL4TSHeAkM6HeFlV7MxQVI4A9i0DpooMdxzIdU7jcdV0vQJ5vSTzXaAk/cJsds9Xxmh3P7wo5JTuN0vWx7ZmGD781DS0lCsdYESOL0Yu4Gpm90zyB+kZkDKiJQ3x4tnVi/9zjh92/Db2mhR0kRsqSJvPbRnbnwA5VPKEV53U1OtZbBTqVLJPwrijyLMuSJI2j6Nr1a/KdRqNxYP+BQ4cPzc3N2Xbl5Mvz4r133/3FL37x8ccfF0XRare63W6nAzTIe2b2nDhx4sjRo7OzeyTIMw2z3rvQ6Z+44hUfueh3e6QSq6kOcGOKkWTsLdkE2E1sYveT1Rx4lQ1T326ZP7RKk6G8buDVg4R6VS3LGRqAyhkvChYpUtsbBYUC24xeL4qypANCM8YKwgZy0ipZThmgQzl0cZ3kpFUuKtYCrTx6r9piAux2zRRvnEB1phpXOZfKtwbBKAidGpCgp2UxDO5xZtAS0cImJSERypMyS2gWGXESRz3SHyT95XxlEWV5XsaozCkpOM8MIjtTLgjRyEudowRBKmuUQ+ccZhqo3E4TGRaybOS4KGxiz0dBEzXbZrtrN/dYcnr229wPTb/huC0UBKHnmlo73jBx7cEZq7HUOI8LcYehWNXrZQPJ1RIAu459cmHq9IHZxxbwXwVew0T2BNjd1u4U2FVeYPDO4prqcIPfjgyTss/1+4M8z+TVgzUDlMe6qj/rOGz+7jvvvPrqq++///7yyrIGahL2yW8uLCycPXv2xRdfPHr0mIR6tm3pDiXXOVkG8WC53zAMHMdRIjGVQOBdwnaa6xFYh8AFrYMmFq4JW7ZMyDwBdhOb2P1km/CMiNppt2HJNh7/bcXyL3QATlOFqaUmU6wSBReEclKyGEilWERIUpC0YEvAk0xW0jzKyqjgK3IgYzgGdCiYMEoVSFOEeRLyqdJdXVoxVm9bzau4PqwqjozGlpt89NNbtYXYlZqMsZarNy7HJTbCmvvQA7vVfa2NKOFhm+tiVGmQH1dfDqTIR/TcwygGzdCCgnRKSpNIpGmW9Hka5VE/690kgwFPeigeoCQWRQKBWhuC/0BTLJj2v5iVwmydpwckZHIus8Eh4ljYBs480/ax53p2wF3f9Jt2c8YAwrwOanW9drfR6piO63i+cFxF/mIS1VcJkETKYxQl19SPqg6JibFGqJzjUEqs7x9L5eTV7aJWWUKVgwBRnSo82eM+e2j6O/vnj8+g79m2b9RubF7388kMt962DeyG3xi3ivTn1lbFZ6GoQqgFRV07VKMPAR6+K1eunDt37ssvv5RPbty8cU1ZNIi6U92XX375Zz/72eOPP97tTmlgJ48/ieOvLl++evWK3OTc3NzM9LRcbMiOZ0E2qFnFiNeNV5uceE3cjFcPGO4KQuSRoTiVD1EUqKSQDAPE3wEKPNQI4VuGofdxKwfevQR2eqjYvT1+I7o0W2fMmtiDaBuv9XfxAt8VYDcSuh31YqhKQkVuDFCPiVz5M2LCspIlJV+GOgzaz0mcl3HOoQCtFD3CU0ILKlL1k1IiQiYfKKsLLISm3UAqPKF3KbAx3DeuPhye1mrN5obDzzjBxzYa+7ZemVvz2OERQaTbbmSUiHVbfMi32/iWTme3h5dxfpBVhSiF8+ScYpiV30N2JqNi1uFK0LawQOgsNfKUpFGZ9EQU5cmKE/VZPJAvgVcPpbjMSZHRIkdZllNiAElyrSxbXwtwkAmkQJ9mxDCQJeGeg0wHOxLkdbCcUoMOCttmo2U32tj3rUbLkG/6gev6yAFFW2S7hmFhZIFchGkBr4qiAFQew1oOSyI1xbYCD3X/2CMNLf+jSuVNaJcJ1ItwNuc+f3jPCwcWTkyx55XCxl0Adg+OqNoObUwmebh82uXTHNE2Gd661bvyGLIsW1ECGNJu3rx57dp1Cez6/V7gB6fPnH7+7PP7D+yX0E2HYiljEtK99+57H/z+g16v3+12261Ws9kMG2Gr2ZpfmN+/b79cbKicPHVqI8zM623tGG8oZ2RBRG/55o0b+eUr+c3FIk6wBHbyVmgG/lS3NTfnHD/caLUMxxVqpDWGq/g1HI33cn2ogd2uXsX10Pge9JvNgN1DdVM+wrbDhead2KbAbvNEXTz+W4E3SLhdXR3yukRDx3wJVNcKwGpQHSlyBoK2JeGDkpQF7wErMtReLMuXgP9IXtKs5JESC8g4ZPUxuQCGdjKUUwTqIXUQQa+UsY72YVFzZAiNim6D6tC9BXZIpWtt6fqMY7u7iMC2COx2sOVt2fiuVwts9W4Vpqvy8PCIaxYWDVzVEDCTMcQIpyUCfYHEyRKWJXkWMVA2G/Colw4GWdzH/UGaxUgiPFJwVnAKOraqxparUDEARoFrGQzYsqJiNi1kuMJxkBsYtossWzge+OrCptFsec1W0GhZzWaj2XYaLdcLXDsUlu3YHpVftm3LlDjPMIQBtUdQXMtKtSPQ3ACftkpoElXWQd0eStkFXnM4+QX35aMz392/cKzFn5SIUdRTuO49RgWGt2d8I2D3sE4i/F4Bu2ofm1wO4HMHf7POyUviOImiSHZY0zKnpqb2LuyVqM5SOXnyGAkhX3zxxX8ou3TxkqXNtoBXpdN9+pmnv/e97504cbIRhqMLU5X+Cf9WXYaGHhMrIsr6m1xIVLe8zM999Om5T+OPP8m+vpKlqUHVKBkEzempPUeOBC+/uOfoEXt+XgQBErXzsb5djbof3kv7ZoAd2uWuMwF2D719A8DuG7Hh8FdxKguOIHG+kPCOxSWJC3o1L/KSRYRmBckytgT1tmyZsgSU0FAsv1yKBNTSMKemDtRyvajkWOfpK98dxLzMYSuuOYpvENiJLWdiPWTAbl2g/Pa73uwLhkRdpkp605nlWM9rFqWCloyWoizLbMD6K3G/l0c9q9/P4xWcxiJPBI1xmtIyFUUuESHjRFDGaYFUHarsQ6N9BuptgZhHuVI4oC0OCVKeCBpO2PAksGu3m+0pu9XxgqbnNJnrOW6T+A0UhLYXENd1sSsMG5uWYVo6LZUg4A/itPLn4DrurK8yUw+5ZHFs297v/eTo1A8W5g6G4gTSeh9aPEa1pKE8g9u7BJt47B6uIWbV7imwu+Vh6EYW1TpC6KWdyiLGuncNq44IpRcunH/99dd/+9vfSYQHYDDL0gz0HsMw/P73v//zn//8uWef63S7+icwHhZFHMcrvV6e57LbeJ4LqX6u5/k+6GDoBFbAeAjLMXWlX3zxOfnXf/7Dhx+Sjz7mV69RQtQCGTFb9t5W+/Ah9y9+cvCZZ4KnnzIXFgzTrDvnCLC75215L3Ls+GYxkd3pPeKWUZiH9Z581OxRAXZDWy0ohBsWEBsuOcopukmJvIczhiSeKzK6mBdFSZaAKpnlhEcS56VlLycJYWWhBG1B10pNlhyY8yqZeRWaNWE8M4wJsFv3/a2ezjcI7DY/EqEpTUzgntNkYaq+W9jgaoPokfLnEYcUopSPPEjTNI8tRZ5Hi77V6/WiHuv30qif5AkrijyNeJaURU5oaaw2tIr94iqRXOiseuiwFtReyPnOcpDrIidELkRjkeEjP0BBGzU6ZqtlNeWTRtNvu0HLb7XCRsu2LQnXhGVBALgCkJCexSEBlet9QI05Y3LN4spZ/KD/yuHuy7N79gf8mPJE3xGwewS9A/cbsFub31Knr4hhlrJKwJUo7cqVK1999dXNmzeXl5cXFWGyfEIoOXPmzI9//OMnn3yy0wFgJ0FOURQ3F29++cWXH3744c3FxUYYTkmbnpqenlmYn++020EQOK4rAZ+EgHi5t3zh0qX33ln5f/+fL8+fb1673kiAo8BUh1Rik5sW6nai7zz17HPPzv30p40nnvDCUPbXNXoeCH0THrux3e/OddpgxxOP3cTuwB5+YFdpS6xjVKkSOFS1BBCgsKEYBuTNcwKS2zQCuQtaUAZx24wOCpLkJI3ZIshjiAh0bzmhaKAwWip4oYTOoA6Dm4yP1f/Wu71LOXbrHUt3Edht8Ve7Aey+qbzhrR/Dug+rrQHYM8yKAxZwvaEEbbGET6USq5UT56BHB4MsibMCRC/SbMDjvogGIo5QXiCaI1aqRy6hFhLAqwK+ZYQ09/JI+TbW9Hkqo90QErt5DStsuOphBBKdNc1G22t1wvY0llOs1+BuYHiB7TRKFWKjhqn5kIVhGgznhGWEcMyb7XbncPhXhzsvT3VmHTFdATs0AXbbsPsE2G37sDknTI5rRC5pV1ZWlpeXJLBbWlpKk3R+Yf706dP79x/wfV8DuzTLrl279tFHH/3Hf/z7n/70J9O0WmDNTqczP79wYP+Bw4ePHDx4oNNucsrwuXOLb79z/re/S//xv/WjvluWjko51X0Z+jgW1Lb73Y5EkLN/+7ft//SDcN9+1GitBXaPjsduV2+PR/CefNTsEQd2a16PFDyAS46LnHPIz+MiZowRlKo6jDwRN+UqtoQwblLSnIgVqMal/bKMyjIrOcRtqSHnSbr+cL6p4okHBdjtYLM7sLvqL6zFIlSamgZ1KgalP7UAFklMBBFbWmZmWULclmQQty1iJFcJccSivhHHWSbhnQR8cZGs8CSR4I8XKSMlBW4Ixd+oj04X9o7sHpLqQADDMSzbAjoVx7I87HpmEFpBB/m+5bdE0MKNpuF3WKvVaLbNsAHMF7ZtOo6DbAK15AybqNPtdo80/vOB5svtZtfi7Qmw24E9cMButTYfV6qy0DnzPE6SNElkv/V8r9udkusFywQvm+zjcqG7uLj06aef/uY3v/7Dh3/o9eXoV8jlrtyU/ObJk49997vf++53X9q7d46XhL3+xsVf/eqz3/7Oe+OdrMgczqyR8ZepInJi4EXXPbB/f+dv/nr+lVf2njqF5veNVm9NgN1ds0fwnnzU7GEEduNntBqG2BTY1cOHxnZ4qMoOsTb1QKis0vLkQ87LKJGTLRF9VWyRFRLnEZKXN9NsOc36cfl1Icc4lHODbHBwuwPsNtvIJBS7od1tYIfqhYH+p0qlVf4lqDdBPp5EepClLnjFCScoBENZiSRuKwuWpUaSpkUssoSkgyJZQnEcxT0U90kS50ViAL1YgotMfp8JZlQnUWUhqf+G4shaCMNEhoktC9kuth3shdgPjSA0JMJrtZutjtVsu2Hoe4HhB77TLKyQuq7faHbmZueOtv5yX/hiM+hYvINQTZMyAuzwBNjd0h5EYDdS6LBa3s9ZpXQHIi5Qtl2xPkFEQvA0Ta9evfbxRx/98Y9/vPz15WvXrl2/fqO3stJoNE6dPvPjH//Zj3/0w737F3helP/yb3/6x3869/rrU3/8VPZ3C6qQVvuEJt6mGC8b1szMnvAvfrb3p68ceeppceJETWoF9tACuw2H2N2+Pe49mpzYvbSNO9UDMh5tbHicTPPW1Md1Aa1OLq6ozSp20JH6hxod6vit5imjaEB5QuWkzK/JBW5SXomzm1Gy2C8/SrNUgj9ulBs2+Mhzte3tNPUO6Ie2AtHW/2QY6n346E529QCqOlcQstMlNZobR68WsC4a1IU26lOu+SK4MCilvMS05KxArG/LLhT37P5K2VtO+ovWyvLK4td46TqJBxktRm5QgUzNyTLaU3ElM4t0TQ82LBs7tqUI80AAwwmQF5hQadFkraYfzGeteTS9pzN/YOrwocPHO3++N/xO02/bfBppjStcUaYgTYm3nQl2M2D3EBO+PnDAbvSYhwOFLm8dkkmtUcKQ/UtiPontbt64+dVXX12+fPnCxYsXzp+X8K7RbDz++OmXXnzp2eeenZ7psjQvfvlPf/r/fvnpW2/t+eJLwonsr0a9EbUSgSpxhnCM7KnulPfKT+Z/8mcHn3uWP3HKUKPQQw3sRvhpxoggHpSOM7H73h7E8WgD2yawG557HY9QRBerm0IVF7LSCFVUyIwjIl8T0WcipaLI+FVCaEquxemNQXwzop+APsEmwG5cCkL/3R57xGaX5k7lB3bfNiDS37yb7d7pbLjTu7U7LmoSbSWdN6QGGQ2mGlCBAY41C8psDdOysOlADSG3QeJWOHbeyPIsiz0J7JZvRotXxZWrVy7/Kf/60mB5qVemuJK5ULjNUr1V0+sM0aMO3lYdDG4HhhXRtjApxIgtZNrI8UD6ojtltveLmQPO/gNTR07uP3rs2Mmpv9zfPNv0Ow6fUZu8I2D3CNqDOJCOkFwqEhPFYGKqlAKofoDnJh5eeQH0KMCikiZ5lidJsri4KLHdxYsXby4uzs7uOfX46VOnTh88dDAIPRInxT/8ty9++U+fvv3Wns+/oJwaQg+wQqXZGYpIh0tgFyFrenraf+WVuZ/82YFnnuFPPC73PzyuhxTYjdjoGmgC7CZ2t+xBHI/GDOt7cBzYoZpM+NY5dupDUW+BKwJ/gTPQmUWEoYFcaGa0X9BEDmiUQ/FEwVZKFhNaFGKFUlIy4EkhJGeKG4XVsd2xnYy36gTYPWTAThFiG4pHkQmDwAsIY8EEacl5EXwgIBBmylfCgi7JDDlpQm9jNoGpEhc5IymnK0GcRPEA91ey5cW4v4hXpN0oo16RZwWjQJisuY116BXV8Sx1YkzdCdrNAoFfYGlxoJZWPoxAAMl/S0I63GyanSmz1W4E0yLsmu1WszsztbCwcKzzyoH2893mrMv3jy2Kqkl9SyulR9keyIFUD4DVCzHCKqoLaFdVF/Xfa1ev/eHDP7z33nsSzEVRBIR5ZVHkhTzfM0+cef7555988tv79+/3fBc0bv/1Xz/7p3/69PU39pz7k/ymzZlZiZ9wVCuFU2wsG/bc3JzzFz+be+UnR779JD9+THvs0ATYTWxiO7YHcjxataGmxRpgV4dUNwR2ejhTkmRIATulP8EIL+UAxETMoO61IGixKMuELGUEBMoIvQ5VsXyFsER+k6A+5EsBiTEwkmGTQRxzCxT9O8MSDxOwQ7vsP9vkMHa4xyHp1y02q7gNQZ1LmIoERwDnr3xYKvcNpCy4YgsmwBxGCgF6ZTnNMyVWNqBJxLKBICtWmpJkgKIBjQYkj3CelTSDvE7Z02RXg8grADsV5a2BHVbFsyZk15nYFKZl2LZl+9h1HTeE2CtUxbZZs+k1O0ajbTWaTrONgiCwG8R0qWlZjus0W63DrR8d6r60p7vX44cmwG4H9iAOpHIAlGOayqljlFBg8aSEUajrd1038ANgp7OtYY3FhfMXfvPr3/zbr3716afnkiTxfR9kKoKw1Wp9+6lvP/fscycfOzkzs8dxbFYU/LXfXfjVr8797jX/rXeLorDlOqZCjsPViCDY6DvB4UOH/J//1fQrf7bw+Cm+b28FMYfADj2MdCdDmwC7ie2GPYjj0YiJTcUFVXQMi3oGrNLqoLKBAYkd5TBd5lDtL1LCilLOs2xQSqN9QiWMywHDEZLTfslSBkLpCsmJVGlaMG4UWndKRbuw4qEwxBYacMfoZf3VEXeyuXtlm+qhr3Vk7u6JDNMHx8Pit9lp5TnA6w9YMeaoGCiErrCNdCKdoQKj3NApmYhiKhcDpZGlZZoUeSRAbz0WSVQkcZbEPE2SOGJpzMtMiMQoS1FkIs9RWQhWglcPVXqvoCahjsHQXMaarMwwgKnOcXEQYs+zLF94gQGExm0jbDTCpvzrBA3PbYvA973QcHzDdW3H4SAVahFulMoLaDqueyD84ZHp787PHPDF8Qmw24E9KAOpqJN85dM0TYFncRAlygbSooHsoZZlzczMHDp4aN++fa12q5JVxOjyV5ffeuut11577fz5C5yxmT0zSl52ptPtHjl8+ODBg/Id3w9My+SMGp98evWddz/73e/Kf/xnuRevzF254EHYApcdkGYzjKjj9GZmTp8+PfXzn3df/n734EHRaolVHb4JsJvYxHZkD8p4tImNKMmO3/0axxlKw0nx1cnRgjAjkTdRIfqFSCjPGR8AdOPLGY2yMkqY8snRXlFCsFXCO5UhlYPyREXXWu1JRbvwSJwCgwTo1iKMQjyI7bxzeyDPVQxrZpRXrOaCWf0LukhCuWcNUxqCulcBeM4C70dp0xIkxWiCsiyNI9xbyVeWs3QZp1me9VDSK+O4yFOeZ0WRC0rkKkOYwlR5ThByFYr7uuLs0dLEZmlAQBeZJkR5hYMty7Bc5AdAaNKZQc2G5bZZ0DaaLTucwg0AdmYY2p7vWr4hp2q5PeWchj9IeWuoyh5A1DIt64D/n45Mf29h7nBDnFYSYsPrpxtkAuxuYw/KQMqr5Q0w2F29eu3LL7+4dOnS9es3+r1ev99fXlkui7LRbBw/fuKZp59+8sknZ2dnJVBDqkf2VnoXzl/44ssvlpeXXdeblzY3153qBmChZVumWuDKsVHuxVxcWfny4uW33k7+r//7q68uuf1lp8gwYy6FDp7bpnAc3Gktnz7+5NNPz73ys9ZTT4ftDjKsYS4pmoRiJzaxndmDMh5tYuPAruaBQNrdr0KsKsxQUAraEgUaUEpjtpSSflmmjPXly5z3choVNC3wIgKyEwjFcjnroQK2YxRIUdPheqGrZ3kAdqvNhWEtOlKLOnaId6A8sdlGhnb/X7IND/Den84mlcVolcNQJ2yvy8LENUUduOYUYR3QepmgxwWkh2rJAAKyeZnnZZawOI6TAWhL5GlZRjxJ8igSgz6KBqiMECGIxqhIUZkjRuEB2XFaCaBKGzDrQzJ0lpOBTcc2XZ95nhcGhhIQ8+ymEfqh18Bhy2m1/PaUAL6xRu6G3AscKyxdx7FdbtlcTrUC5kp5bpSpY9ap6YqRG+SmOIET2+f94Oj0d/fOHWkZ35LIcQLstmv3xUA6ftXW9Gc9PlbADqGSkA8//PD111979913z58/n8SJZduyf0tUt2/f/tOnTz/zzDNPnDmzZ8+eCthhVJYkSZJoMJB/HcfpdruNVlN2tGoH1VIIMSjQFmZaiKUe//wL67//yyeffFJcOp/duBb1eiJNZZc2O6323Oz00SPlc98+dPq09+x30IEDSPZXZI6e0MRjN7GJ7cSG9/m96FOb8QavsZFMuOqlWi/qd/jYd+TMR9XbhCMoXOUoVR8mTBSEF5RHeVmk5WJeRgVJc75MCElZLyMxKXPKMsYp4zkTVMifYwJ67Fho8GUov4VZCS9iyInX2SE6ea8+kNFj1bqx6wPEo3euXo8+asBulQ31bpzOmq3d9hCQQGM+U6HVM+tjw8PjrJJ7AMfBddb+MgvirUj+NTHMOpYEc5w7lIKGWJFYRZ6nPSPqF4N+0l8m/V4vXmbpoMjSgiaiKEoIrZaCEImilNYsE7rKRjuTsVBUcSoTT0VXoQ8a4JlDpoWwh9yGnGtRo4OaDaPVNdvdoNVpBFMmSHT6ICzhB04QYsuyDAf0x6CPqc6pvNRc5wtUqFUR/MCnkDsgDJ0ir4pp57zvHJ75zr6549P4RcOwUUWRJ7Qy8qMG7HSSw1Z743h//qaAHbhgpalUOfmXMkpKKGIllMi+0WyAPgRoSNS3ZJ7n77z9zq/+x6/efPNNCezk+nff3n0zMzPzC/OHDh06fvz4iRMnDxw40Gw0IP6vh22ui2eZrpm1bEvLJ6sbShOBrrYJSIMRyvsDdP78hQsXep999vUnn3z+2acrX38dBMH0kYPHzpw+/uSTzref3DM3Z03tEZ5f002hVWWX0Za8V406AXYTe+BtDYjaXbslsKszxmqyCGPkgxrYrZZIVFM1aHlJqAQFDawgNCOsB3IRvF/QqCiTgvXkuJazJShlZTnBfahsFRERuYR0EJUVOvGOq4MSKuW9CrhBDWOtBlsDO1QRlumM+Q3Orz41vMGnNUWc+nyXgd0a3+GtKwBuvcc7HGw29dht1PNucTp3cC7q0tb8fGoSUnV5hoqxGpVTDsKdFYcX5EwqsXT4ogRcFKKrSI72EpwVGU+zNI1QHEPRQzow0oTmfZzGLI1pFrMkKUnEy4yTgokcEjkpNzjXlFXG6LSlUshBMN1USA5b3HEdz8d+6DRCv9F0PM+1WzzomK2OE7RZ4Ft+U/ih7Tccu8FBcN0CvU3TwrbL1OYAJwpFsS2GBqe7WiQOQA5rIjGh10rKi8f22E8fmHpm3/zxOfMHlu3KWbu637Rm+yMG7BAaqRDd2peHdttfjd3LW+/Ha74n1rwSRV4sryxfvXrt4sWLS0uLCQhIpHEcyz1MTU8dO3rszBNPHD50yLQs/Qs5Ekq89fHHf/zi88+XlpbkLTA/Nzc1NSXxX3eqOzs7OzU13WyCQ24Vr60/1mGNf03SOHa88rCgzGwQ9/vlV5e+fO+9t3/zm89//+HMnpljTz956vnnjj31tHnsuOu6yPaEuudwnduywQ4nwG5iE7vPTMOZNcBuTfo8r8Ui1Dxk1D8UmoWEgFMNigupKmctIFoqCMcxITSng5wkgOSKJblgLXgfXHRlVopETlpU/hWlQFQYBaw2cSlA0VUoeQkgjF3lrqtvLaxJI6on+tD1BzUk2ahoowJ2IxHh8RPcObBDaLNgIr7Fm2vYhnfMinwn483Wgd0t9rIG2G3heNaWSIvV9wDpKEinr3YF7BAyFYWwgYCOhGNiyo5GKSoLM02zPJaQjshHHJWDQb+/THu9fNArswHKc05yTEtMZcck8BNeAvWqYJUWsaidGRVRsdKHwCZMZJYJpQ+OI5EZtjwWNr2wiVsdv9ttd7thEIZOiwZNK2z6TsBt2zYByQlwHVpUNR3TNIvIIBBYVaSv2l0salEMheHM+kpAkIzXHVn3bwa4lXWMx/Z2zuyfP7nf+3PX8Q3Dgf4vHlGP3e7ZeupmPJoQsN5qhzf4ydQ/nf9pmqAkNyxrkIvbKBpIoPbhh3945523L126lMRJqcwP/IMHDj711FPf+/73zpx5AtTk1CZlJ5fYr9/vRVFUFqVhmkEY+J7n2I7ctOd5tmXLxQOsedYdDxp2MFRFNFA9do+dKgIxWkRAcUX0++feeedf/+Ef3nnt9YMHD377xbNPfffFY088YUxNK/+5OdTBMPCtmuIe2ATYTWxiW7E1pCT1JLFmthBU8QEDLya8rCCUnBsLEFbHMRMF5aRkCZVQTqxQnhKWlmhJDl4ZWylILIFdXi5BAYSISwiwMoap0AEEofg2sYlXZdVX976d+2mMV2WN5xHfVvGiJt7c1Tt4TdDzvgR2aA32vasNUl2jOsaKNaM+0i450D1lykcHn4MvjQMdK2cuJL2VguZmlmZsYBGgI0HxwB4MkrSHi5SWGckiGkuLeDzI07gsUgT6S8KsqL/QUNsVjgE4g9X/AFtZ2HKQbRuGj23PcH3DDYwgMMMWDhuGFxpWgzaadtAUjZbbajUaLTm3eqZbWi6yHRtDjYYBYVUOae+a9hj8casmNoP+IHG2Lg6Oa10BwghjtCEOzDaP7p977Fjzf/G9hok9JKwJsLvrJtbpwehLsxZC6Ci5ipvL8QuGOGlygVHksr9JPNdsttrttu97+ssS8a2srJz75Nxrr7/229/+9vLly/JXQGrj2FNTU4cPH37yW09+5+x3jh07LpcHY/sZgon1mOyWJeM6rA8EUJzLjjpUHhv9QrUZtXRiJfn9+x/8/d+/Kg/v+PETZ1984YWXXnz88cflHcH4GE3UBNhNbGIPhK0DdnoUGIVFQgO71U9hChMS0REIsBJS8D5hWUnyrBxkeV6QG0UZFTQuhEZyAyIyxguBIvlbbhXCoAg497kqKRR6mQuVhqv1rWgk3Ludc7kDYAfHtqMcu23Z/Q/sRvdy243v4PhxpZpQyYqo+gdTgTnwcWCTwUuVL0QJK0tWSMuBlCQZ5EmP9Pq95DqNe6zfEyvLaGUFlbHEfOCHQwRRBl0ViOU4FlS7vSw9H+HVKVExzlnCNAxhSkhnua7phSjwg7BrNbpBu9PoTEP6eatrNFuu37DMMHYcx/JK0xYSBRoGJDNRHHEMCQO88txgLYOH9T1SZ87dshlrTbM1jVmvsJjaT8j3df1DC9PHHuv8b81G2zT8CbDbPVsj2rkhfpDfkSvYXI51RbG8srK8vLS8vNzr9eRwJ4HUkcNHTpw4MTU9pb8sL6H86LNPP3vjjTfefffdwWDQBTx3aGZ6Zs/s7MLC/N69e2f3zDabTUW3WQUnuBC1lqLairgNmFtjJSFfX74sAeWp06c9z8UYr7rhxQbA7oP33n/11b9/7bU3jxw58tzzZ1/67ktnzpw2LEhUmAA7teMJsJvYg2VV2pxYfb0ar2RK6YExnkKyHCoLIyJQrHqzKOOSJkz0IKLABxBpLdOCRSo1OKOMMF5S+Ss5NeFSVzPUWVI6/IXrukdjmLmxtlBsh2cy3MC22dd2DOy2TrH7AAG7HVuNZlaPENf+OZB7sADNSGClJhsTMxt8W6VFS06JKHNDzpc0NcuclinNByJNk8GKEUcEqlkTUMNMejSN5TKCFfBl2eGUl1GtUBQ/IqtyPCsHLNJYy3CR5yLHFw5kDSE7RL6PvCb2QtMPrUYHhdKaZtjw5EO+GQS+FzqOa0kkh21qVJFhfYIIctQZqQRNhioB2ttZ6W7WvsmxZl4LwoZ0LePEh6vZqhLYOXy66c3NTx9/ovNfWo2uZTQxdx/Z4oldNFz7dte8OQ6qKKVRHH399dfnPjn36WefLS0tDoBtLs6z3LKt/fv3P//88y+9+NLBwwf1r+SokmfZ4uLi+Qvn5a/KogzCcGZmZnpqqtVuNxsNP/BlPwNmnuFRjAK7oQ1lKG674sIoy7KPPvr403Pnjhw9+thjJ9vtjl0l8FVbGJ6Q3FRJyvffl8Du1Tdff/Pw4cNnn3/hpZdeOn36lCWB3fhieVM0NQF2E5vY/WW61qGCQVwFWIGmUoWV5NSVQWI6iwjJCp6mxrKcd1N6JSv7JUkYWpbDnAR2JUkJLRhK1ZBBq4w9TFTaOFOOOAMLG9crPhVvVQ4VYQ7zf/VwM5aBdSc3E97mInfisbt7NqrKKs3QbCQK0UEGm2FwZILXlyBeGGVZFDGSuC2Ny6gvBlFUDnAWiyzi2YpIYhr1cJ5BpJ+XQq4bSC4hIOg9cGaqMGflU9BxfAkVDfU/iXtg8LeRaZty3vQaotnwwzb2G5Z8eG3UaHqNrhE2bQnsghZQljiecBzDcgzDZipMKrRzmoHHGg1hmdAFH6p6VuNVUR+EQEO387D7rfE9j73EI7O3GAN2ddYh5yZr+fbUns7Rb3X/bqo97ZpdLFSY71EtnrjrpmbwKmauWZggbQ68vkByDWF3Jcyq4+MSmV2/ceOjj/7wH//+H2+88cbyyjIpCQgNW1az2Th16tQPfvCDl19++fCRw3X5guyorCiLJEmyNJM7kd+U23Q917ZtqJgeFoErWwvsRjxt9aEK43bATu7rs8/+dOnixf0H9kvEeeDgwbnZWaiE0Oc70tXkpgpSvvf++7949dW33pTA7sjZswBMT2lgN1ZpNgF2E5vYN2Cry7AN31WfCLQqYal4xAWDXCZRcEHlzMlFxmACzUooZc0JA6LgkkkYlxY0y3AfImN0idCE8oKjhDNOUcYAAlKBqfLEKalqOVgZEKRSpKuqdFZYGI040qo6hxFgB4PZugXz9u6nkbT/CbC7/cGg2w3Jw8zL4cs1T0ZN8wfqvDFFSYOG4kMS5tlykqAU3HKUkjwHVS65RCgikcrprs+TKI+jPOqzOE5IgooMFYkoIpRlPFfEcrpkVvni9NgODr/qifIEy8nXtrDrcdfFjodBvMtxrBB5oROETqMlQGSpjeVzL7TdhoCE9Kbp+pbjGrZLTdMyQH2Oq5od5ZKDfANFtshXgd0oeZfuurp8pHK7YVGz7ay5GfHqoY5fu1sCO+XIo75jNKaaB7/V+bvZmTnfmjVFU7XrhonxE9ueyfYjKq4KiXJQVg31qnESZ1kmPwNJt8OHpqenPc9XHL+oLMvr1wHY/ebXv3nr7bflzyzbBm9vs9nptE+cOPH0U0+feeLM3Pzc2F0idAgUnlasK1hV02zCyXJHwM5ASZyoCtzlkydP/PHjP0ocuXfv3vn5eUdhu9HdycG6KMFjB8DurbcOHzp89uwLCtg9Lm8IMQ7sMNqElHgC7CY2sd0yPJzwRtDDcIapokgMSH1hlElVcSDlIqeCFqJX0hQEuxiodSVsKS/jjMQ5gzw5IgaU5ZQTinJFnZqLirxVR91GCi8g6uUosYe63rG6NeQblkpBYvqgcJUnfiuPHdoWcBkiOR0Mu7fAbn3g9dZVseg+AHZQpLAeSo8d7pinqupNqsC4jkpqPgU97gENh2J5g5JAoKQBlxZm3ABwlHt5TrOYJn0Ux1FvUQz6ebRSJsCKmuUDkadlnpEiFyUhmBlymQCl1RQTSkbyfBRboVwwGFW9bOUFBBIUbPqoEZrNrmi2Dfnw26jZbPhdHLbcsOGETeH7vhsg2zUgT85mCskpqTE4P6Yy5HTNA9LEwRqSjlymSpisqsOouvAaAh2hlkzrr7sxPvttUB60AbBTW+bMMrHT9vd9q/1f5mf3NuxDtpheF9R9tGzjJewa24SFZA1birzsURRdv3792tWrN27cWFxaWlxclE/6/Z68IIcOHfrRD394+vRpie0sFc2kjA4Gg8uXL3/22WdffnnetqxGo9HuSGtLbNftdqemptrttuu5typ0UKiuWg+M1JWjGtiJTWRwbgPscMU/lcTphQsXBoP+8y88/9XFrz755BN58Ccfe0zCu6pctzY5CEio+t577//iF6+++eabRw4feR48dt89depxwzLGmaPEKB/erZp612wC7Cb2aJkcngxjON3WST9Dl4uavqFijxEqcqBRABWHkvKCsESuVnOyXJCMspRoGVa+kpMkp3HBl8F1gSKOiMCcG8Qw5dxWanq5Ktw2EgpTiVO2BHZQNDaW5Vb7VzYHdmgUhu7A7hjY3QNx17sC7Ea3sOPxpo4B6lqZuh7TwKMvuSB45MpqkKOpepXiw2o3k885U9UDDICNkhSBgsFC9qqcJkkS91CeEpB/6ItoEEfLaCCf9FDaR3mO5EpB1D45MI5qJhLt9jPUE61Qji1HPkzXtaEy1fMc13Acy5bPQ0NOqN0Z1uq4jbbrt1AQ+H4H+U3H8w3LKYAhwi4xJA4xjgsMz4DMTk7V4KtmXOjyB+VdVk1k6koIPLytxjLihgnp48AObwDs1gVMa1Kwjamh1wI7A9lNd/508/+QwK7jHXPxnkcW2G2jdnVNgppY/S0eDYEjdO3atQ8++OC999774osven1QaB1EUZZlruN861vf+vlf//Vzzz03NzdrKjo3JsdQQkDLdaUnEZ7rug1lYSOEstY1Tq01nHaj13ic9NHYSDF5s9PfgscuvXhRAruBBHbyUN99592LFy62Wq0f//jHnu+PYrsxYPcG5Ni9oD12p04BsBPjO3+kgN3EJnZbq6aCu9Ubx5jGxGqGnHInQJYbvFsoejmJ4Ygc0ygGouASFLpuFkWRlteLMga1LhHDBEwG8lPGCyYSmJUhr0gFlTABPmBE6wKIakwZP4013gjjFoBKM7UOX67jDV6fujz24zrMuoUv76BRHzRgdycHgpA5rHFbd+KVAoRAZBW7I6D1UFWc8q9tgnqXA5cTSlANuWYoUj/PaJkyEuE8zwZLpL8S93tpf7mUE0zcN4qMkZLTAoJZpMCUIkYQ/OUQrq/o7MCjjCrNVFVcIf8PYg+aKBhISZDbRmELt9tGZ9rqdjthGzcant9w3AYUQPghdz0DmPcdeaCmaVmKCY8jUapG5qKq0uFVaimk0XE9z/KqAgILVPMGa4SwWg049FxuZmI1OFrVTgwXGxsUet9S82M1zU7+De2Z462/np9dmAmeDI1DADqFiR49G4KzIT4bLm9WsRpGWoNBO2A1aRyVXU32IMeGZErH0Wlz+npeunjpX//tX//lv//LRx99JFF+GISBXBMEwdTU1FPf/vaPfvSjEydPtFptPfQpVRLYLAE1CSpBkgW9zDJMY1viqVtyOm7Xao9dmmRffnH+woXzYSOIo/jixYuyKY4ePfrMM890p7oSgOoVi6GWTvJ2fP+991599dU3Xn/j8BHlsXtJArvH5UkNgxi3GZ8mwG5ij6yJu9j/h8CumkD0HML0gMNAvIEznhGq8uRAX5XnogcwjvYLeh24l+g1QpOS5xLYKSSXchDvIlxkisHB1JytQC2GKlISXN1NSghg1M3Gja2f2SbAbg3ryurnY1veANht/uUdNOqjA+ygJSFcvv4AqhzxirOXoIqgRAuPGIC5GLCKAOluYcgFAZSv5jzP87jnxjHNB7QcoCyj8TKPB2XUJ0mfZVlZJJgSLZuF1YxrVFdTaIoHrl+YhgC/iM0NOVHahukZruv6vuH7tuOZdoAD3/GmRKNjNdvyIVqtlt9ifmA5vml6BIhb7VK5rmGLqsTBgiR4gJ90jeasqBmrh6fP61pWsbbEYVuNq5ZAq/O2jtvuANjVmwMhFu6Z3UPhz+bn9s43nmvbx03DQtxCj6Bhna42cvmGjNoVcgckd/PGzeWV5UF/MIgGvV4/ieOiLCRc27d337Hjx+bm5iR600Kr8t+N6zfeeuutN99888KFCxLNtNqyW7WazVa32z186NDjp07t2bPHc92ht3YE3esjuc/kvDEqCnLuk3O///D38ubt9/pRFE1PT58+c+bEiePtdtuybI2JR4Ad0J1IYHfo8OEXXnjhpZdePHXqlGVasKioeYluvcd7dGYTYDexB85Wi1PHgpM19xcaQg+IJcGq0ShVrhsosSJIScooKwnLCpHAapLFRQHE/AWJKHCU9EqWqaKHvkJyAyYUlQlWE578CzOQYgODvVu4IuOv94jF6gQnNsFbWznHcRaSLQC7sa+Pq0ds9uUd3vL3MbC7raNou6eK63iOHrh1+yspVPA8mFANCJqlStW0IgpmlJiU8iKnSUyTJCUxSuMsiYqkX0RRHPXMJCZ5QssEkRKVGSpzRAogmWMMMYIrJyCqA2FVgNdQtayQSGBZyHUROFM85HiGFxh+x4Sc9LbZbPlhw/Wbppyb3Sb3Qsf1LNthEvaZLlOSDxKMEdWTS5V0IHhFI6cpGwRGfBgJG/OsVOQ79RWpGnoHNIqovkaj5QyjHrvb51xu+AW4WQVzcHOv+7IEdgc63++6p0zDRvyR89jp8lVFwAv/anRSVZXqTiXHOonk/vCHD//02Z8uXbp07fr1paWlQb9PKJndM/vU00+9/PLLJ0+enJqacmxHN3uaplekXb0SDSLbtj0fCKg91/N8v9loqIQ5D+L440ey+rwOod4vUEOxIn/11eXPP/9cNtX169eTJJmann7sMVCYlXeQaepMgwmwm9jEdt+4pqbC9YPrwjcVG6oERrka2EouEjmaELxMQfshkyiNM5bRxZJkOYtTDFSZlIEka15Eedmj8jWCpDqVA8VHBFXlmGhrCaeh8w9GSm7iUYbfSuYL8B1C6+Vkd+4qux2wu/WONvvyDmfl+xfY1dxoWyTnE7c7EwzjomakF4qIhGOlxGAJG0SuhC24A0q9pQkhrILTHMvRP0+cPKNxRHtLtN+P6MDIEkB1yQqJoihNcFHQspD4D+uuqnZUlRvU1Q+y7zHLsFTtAjJt0MeybBBTsF0jCHHYRp6HgWQuxEELhdNGu91qd0DyIWx4QWC4ridnJWNIOazdiaiSeZCTet2qmFf7Xb2ldEvidclYI+ULHI0J693JlR52zrqkaafADgT6OLdxMGM8uTC/93D3lRn/GdN8xICd0rkHZWBCyqIoyqIsSwm2JLIH4hDP04Q6WFWtSoz27//+P955553P//T5jZs3szTN81wuVSSseeGFF1/5yU8eP/X49PSMW0l4oSFSFIqaZ00G3noTG12s+81pB6t3QmVrXL58eXFp0bKsubk5KIx13GHkegLsJjaxe2JjMdYqt0lPEZBZTkFiiNKspNoJdyMv47yMSrICaXPkJqF5KdLCjCAfXERyGKQsZyKGmdbKoZwQIKJOSamAncCgY1NPZNVsBJT8GwC7qkpiAux2bPcG2A23v/pEVAimNvDMWbZODTJU7BL4C+VaoSxIkbM8RbJH9VbyXm8wWEnSAUmSMhmgDIS8UH8FpRkywRsnQH21UImcJZCScK69qqAKJipfrnLKAesa9GLTEHIe9gMRhG7Y9IK23Wg2gVWuHbQ7bnsK+77nNoTrW7aPzQZQ+dtuYprcMOWyolA55lRPwzoBaFjDoBOq6njZsK/WZQrVl9b11fse2OkAtin8Djs1v7D36NRPZ8PnLMt+hEKxqpFIKTth0uv1bt68KZFKNIgc15mamt67sCARm+M4OhVSYr6vv/r6n//5nz/4/QdXr1xlnE9PT3W7U61mUyKbo8eOPfbYyZmZPWEYWqa5fi9rbffHhF01nVFKAA5DWoXne3hE7GQC7LbWiJuUKE/skbZNyt3HvyJq3nOAUBwBRRwTXGIyLqCOlaCEUFKwQUkKQuOC9UABgi3mZVKQFCiCi5LQCBb3cpI1oC6vLvGrd2iIWu5hZO8wgVnVW6sYspoF8eqkOYyi3Qoz7WA2vKvA7uHLsVtDI4c2Pt8KPtU1pViHAnUlqaosxatC9xIhqMaW+MpSgVYTKH9LRAogoOcDN42LJKLpAKm6PzLoxyC9Gkm0VxQxLgomYV+RCwK00zqRTe4ZKypEXpFd63RMGxkWkvDDVhUPhovlc9MVToCaTaMB/MBuo+WFbUsBOyNoehBsDQ3Hlv+waRmGJQ+Tqgo+JVUsBOisA2GwDrWiio6kbhnldFyXyjBMohMjbTV6OUZzCsbFT+6G3QaLbx3YGbLl2IG52bkTM//TQuMF23Ix9+/usX4DtgUslef58soyEJEsLt68cVM+uX4D/siVrQRqjz322Le+9a3Tp0/7nir2xEiOk8uLy+++9+6FCxeiKJaLl9nZ2emZ6Waz2Wq1FRdJy3U9xQz8EM7VG1bKizq9FPSY64avvnbnwO4etuI9Ana61HH05T0ItK/ZKbqvPMAbHvAtJsz7/NDvxoljcasS8ZrqTQhNbYCI4l+ATLiSylXWckmygkWZWAZmYNYraSE/JajPGCeoR4BeDiQfgEVV5CpYqrOlcK2OCmWMmzd2zUJSfbmahxQXiRgBdmMR4U3PdwLsbnu+W0iWHz2iW7S31j7QDlakkYshcB1kh6pJZEIpKxYqulTleFGKKQEuElaCTHiW8jhOo3456KEkpmTFSiOWDHgeQ/51nkFGHZGPAjqlKGBcZbDgwLxi0akeWodBvzBMmD+cEPuhEzbtZtv0fddvW35gew3T66C2xHMt7geW65t2yCFPLmCmbVgWNm2uKx1V3p/gijoEZhcdXWXV9CR3pW4cc6Q9ec26t6YF64bfCNhtRnV2Vy85v9WHW+oP6mbklkvnpqdmjk//5wPt73lOYCia4vXTwYYb33VbXSvWh7T5YqWC/9VJVxUtoi5AHtXPlSZR3blz5956663z589fuXIVEuYGgySOPd+XqO7s2bMvvPC8xHZhEGoWD7nAyLNcIsBoEEmQZ5pmI2wEYeA4jm07oPlrWVoJZdjm934Wuotz4ppNidthnrXVuNsBdqudbaQA+V7avQB2Gwfad7+P8G9ip3f3gEftoVw2oZGxCw/zi1a9X0ptElEl25VLJMcU9y9nvMSxKmWNS9YD+fOiV0hgR+Oc9SGpRMSUE8ixw5ma0zMORCRUYKK6IlW3YJUwh1cpGzZ3s4mRT8WwVEJXntUHPzzykTPZdGPbNB0ZRhsIMW389dtu744v2e7a9oGdGFs51r/WtcEVvynUtypvxao0kRDcggdUxSh+YIoowRDFj3GWFkVMipRBKeuARP8/e+/5Hddxpw1WuDl0N8AskpJIJcoKlpU9kj1Wsj0z7+6XOfMH7vuesx929uwer8OZ10Ee+x3JlpNkWZKVSIkZJEgA3X3zvVW19au6txMaIBqBBKUuQSDQ6L630q166heepx91V7O1VRb1WdnDWSLyVJQ56DsoKhP1pfhPag0Rtf8qPKk0RgxETWAlNk1hmsRyEIixmqbXFkHLay+4nUVLbrquhHe+A1peLez7vu1ww4TPYoMRQjmBPB6V8FApj2qlyaq5Aqlc1Iw4tUO5TkTAjYda98iABG99JzZGzMFF9niQh+OF0A4tds11BBhZy4VOu/PAwr/c2/lO4LUtcQBpivCNL37b1tZRuFCni26QTAy8mCoaUp4rQO8hSWUBxWnOHcdptWVpeZ5Xn4YxWl5efu/d9375y19+9vnny9evZ3mGgXGHtjudM2ceefrpZ771radOnzrtKnq25pwMKl5cuyywmqdEg8WaG0WHmA16/DbvQWLTZ3+mUZs6+rM1ZxZgN7qVEzwTu8vulNsB7PgGlvM5sLtlhYc1/4rZ7KZHfGkSON5IeJUgHiiSQvRLVpbsRl4kWdXL2RqwkJDrOUsUEUlPwjpWglqX0mECAlVGCq3QpawjuM6sGLlT7XFDd01UtWZOEVsFdpOf3t0D4/4Ddly7IAedNegcnQyowmXklmU3Yqy1GQ84bwqjzE25ZLMejftx3OdJhOM4W71G+900kxguFuBdTXielVlagYM1L1hBq1IRgA27WDkDaycv15wncgOllAhLUAvbPpZYzfNI2MLtjhW2idficpf12oXnmz44WE2gipBvNqlhEerCNltziGGsJ61iTRQ6l5Vxvvm2t+eDtMMyCz/21oGdEBKg261W63RbAruXOsHBQJxU2c13HthNaI9ubgeVq5zEcv1+f3V1ZXn5xrWlpWvXrq2trUmod/TYsTNQHrnnnuNygmkc3+11P//s8z/98U+XLl1Ks8y2rU6nEwRhEARHDh8+fuL40aNHwyAEcuDmVtMxh0Ab9dX+AXazoboNrjMHdjsqtx/YbTSQ+xzYobsQjG6zrCedBAgGuahwTBWl0pbO5Vk1q/pZtZYDM//1JO2nZbcQXVaxPr9S8JSJlKEIUvy40nggclWXWykVRik0wyrWuavr4sBrS8Yc2G2n7ENgp7KYmw/imisE1Y+PTmsjIPVRh1TyEvLgyjTNkkgiOZEmabGGVlf73bUi6qJ+j68s4X5PlAlCGZADg6qcssnVnc8M7awcrNkUU4CMVFnoDCD+BYpgm0N2qs9d3/bbZrBohK3wwEHj4IFWa8GRwM6W26+fWDY2LUwMaALDcuoyBnbDXD4FCq+KxuffuJUH4iVb68B9WvYK2OGytCSgOd35ZwnsFlqHWuh+vD+A3fhdR8h5RL3yjyKDXq937drS+fPnz509d+HixatXr165cuXmzRvyr2fOPPqd77z80ksvSXAH+l0K2Ekg2F3rLi0trXXX5JGg0+4cOHBAojpqGMCYLQ8JVOV18/XdMKVrpnbJnfIaTYzdrOM1B3Z7UubAbqvV3mDp2efVHm9CEwIyGss+/KGmgsNIMT0g2C0ZyiuUyj0swdeKKi3LpKj6SmOplxdZXvYz1lUyrN1KST5wJPGfqEQm93IAgoqprqHdUg4FQgZhQqNMWesKGXNR7e/S5N5uMcZu8tNfDWCn3Y41e29Dq1bnO2j1LrmDGRTgFfD6IsJsDlZcXBYEkFxq5mlRxKjoi6gf9btFt9vrrZVRH0lgV6Y4z4oi40Asl1d5QssC4uQgTK1eUBTHm1I4FU08tU64MCxkWdh0kekL10FOG3uh0W7RdpuGQaAMdbbj23ZAHdsxfeY4hgphUpDT4GQkBA48rbVHVxnkGB0K34mGHGXQSwQPZM0me2+/LxmjntfdcsXqv6KyIq7r3eu/ct/CPxxauKdDviFXhRE8syeHZ73NqQxkJalGGsUC1Lhdx+8hVzxgI1GuVUqoimqzKKkTeOSLEsZ9+OFHf/ojlJWVFcifVunMvu9LYPf88889++yzDz74oJzyukEgHSFPwmlayhmPiW1ZjuuoxwGjIcNn3YFi5Odbdvig3H5gx+cWu22Vrxmwm1qPPavGNqqN1tUc77NKbqUJU5do5UEqGFAwFBD0BhFzecUkYktKAdG7PXExKyJAdVWvgOTVXlnlBZd/7THGGY4UyTCEfg9I/0c9G/r2+tEStXRmvSfyYdVGy93lim06+GsJ7EbUkBo2Dp1/QDSIATelaFhDGMNFyctCgn9TYrU84UnMJXRLekaalFlXZKu438viHuv38qjHshhVhQSASukBtCKQ+sFQ2atoYFcBexwVBhWgvmVyahBqEcPGECcXGp5n2oGEdEL+4C6KIDRbLaPTIWEY2h63bMOwKbEgjIkbGaYgIKH5xnSLRDNZ+bB31amEW0iBVCymjTvecBaMqHvt0zIZ6LcLyROazU4CO2Ga9nHn5Xs73z568ORB62k8ILpsQtsnPrXzztK1aiQ7MKnjd5ugR0jaL9M0TWRJ0zzL5L+rq6txHMubt1vtk/eePHLkqO95euDkBLxy5fKHH374pz/+SZYszzqdjpxLruvKH06evPfhhx+SqO7Y0WMa3KNm19PIEqE6YG4ijnFQ1e09wbcf2G20J840YjPggamlEYueA7uxsn+A3ZRqoH0Em0btEqM13DcV3ELla10grtl9lfQWMAQLLndOVvIGq7E+qBKWcVEWBYsL3q+qoi+WcgiVgy/Qg+CZIk0vwUQHLsi8cbGpsDkyYWyrKbhwIzxZ10r9y6ZBkQHPxR6UW47XzOtqvR8Nt6W7FNgNnE+bd4tovJwqqLvZKesAOYiWoxq5SGgulNW3qoREcnkBAXBpUiVxGUdp0cNyF437Zdyv4ijJIpqmVRmLMiJZxstU5DnKM8wKXCfq1LfmakM26qB2VRFChWURx8Xyy3VNsLpB7qqhNR7aHdv3PScgdsgc27FCYbuma8v3C8d2sVnps4YgKjaOZFoQBX6umE6PHDC6jGbiwI/c1BF2Q2S/lXHHd8GisQ7Y7chiVyu+qyQaCespNY6YL5zoPHv8yOljzksQZ6v0/kaB3WAu7g6wG9RD3YbgEXEcpXDQ7XUvX758/vyFK1eu9EDDq7e0tBRFkW3b956897vf/e4TTz554MABxSkNl5Gw79Kly2fPnj139qyc8gsLC61Wy/PcMJAAL1xcXFxYXAj8YBLcT0Ny6/tqDuxmbvgc2E2U/Qzs9rrtM5UNzc77GdsN3UR6vSjUv/J7LmFZhfqlPKnyHmPdoshTsZQVcVp1Y7YKrOhlryzzkiUFj1lVZbivbHLNlZDeyg2iWEhG1kmN4bBYt8dN8MkNSoWnAjuM8Z4Bu80SX2ejz62vKNZd5K4DdpMKttNbhLXprc4C1goIKg9B4TqCDFgmQfLB5FyUuVUUVZmJLBFJnCVd0etGECe3xvq9OFkRSZQlEUsjcHtVGSmBJEciQTXuTAetEYEogToBCQgmDFMGNzLhlliiO4ooxaaP/RCHbfUVUPtgFbbtoGMEHer7fhDaHoizEmpBiCcFjRJlTwaVCshiBR5sJoGcjipjOgMVa6kn9eIIV9+AClF3FR0DdpuatcaGfN+uGE3hs1RwS8BOa4NwDrktEgnRx08sPHXvsTMnnR/KAwCI/dV9qgxazVPI8S6s/7DWVYzptGokJwwFjkEdLqC+yfG/cvWKhAXvvPPOR3//qNvtAu3cTeBmknDtzJkz//qv//ryd75z9OhRQuqkZvkR+Z44jtM0tZVwhGlaEC6n6YJlk7Sc3ezlbgF2e508MVvD58BuosyB3Q7rr6cLb0Qr72itEGl43Jqa1X9lXEBmfpVUVVEprdWizFO2lhdZWXYrtib/mCGIostFlKOe2ulixkomMo4zucVWNFEOk4GhhKCaNXYKsNOMrxNlI2DH8aiHa/DmObDbZplpkRyZyXiAVtD4Vq1+rlskty1lmaM1TZfarQVwwkFeTVWIPM+ylMVRGfX7/a6I+kkSFWkskpQlXZTEKItFFiMgB45QmYtKybBypuh7tVNXZZiSWuOBaOppeaiAaDkTOx4NAj9sE8e1HY84HnYcx+vQIPSCtgnZrJ5LW33bo7aHLZ+ZlkkNATssYUqAVYJRxQDMtWOVcxX/xCFAXkdQDYEdgtuTofNVEVCgGYHd/sdwU8tMwG60mbfc7Ateyo5u42/c037y/uOP3uv9ixzYicx4PHgKm2qIEXiNRzbp9UWbVofKuVxI7HXzxs2V1dVEuVZb7daxo8f8wKfAHw0Xk7DvwoULb7311m/+8z///vHfibLASbTmef6BxcWTJ0++8MILZx59dKHTGV3qtQQx3IPUSsVoQHuHZ1kAJup/lwA7XXaeUDgHdntS5sBut+o/0WnT27hbHTuZraYXRvmVAU0EfM8UM2oMp1W527K0KIusuCH33aLq56yXF2m3XMmLnPGYo0RuyyWLGIeMP17zyYk6zlvJVAotbtTwOtZRcsO8gXFwMj0tYhRPjQVLT89K2asHbhLYjVgKtpoGuHERI9+3XJ8dt3SMJq4eoi1dc/jBRt8dK8GPgWibynUQNYiHzBdFI8wsVJlAN8sduSnmiQC4luYsMfr9qNe3v1egAACqlElEQVTNe6v52lp/7SaXwC6LyzLlWS7nn1zQ5HSUQBAzlSnLldRDnXUoANnpjAdCETawBGTUxAaFX5EjLAd5PvJbJGwZBw9bnU7oh6YbINtz4AfPcVzTdqhpGMgswRsMSRoMAxlYrcEqJvbMgdMP4zrrETqgqqHt9LEd5AHpyYKn/HVsbPfZ4nXrMoCpu13xJleYwUCjxer+o94Dxw89eJr+b5iYyHCQYQvTRKbGRATV7IZ1GQA7jf2Vxx9P9WwqbQ9elqWEcWu9tTiKu93etaWlq0tLvV7Pssx7T9771FNPSbgmoRtRuajyyHvt2rW/vPuXP/7xTxcunA+C4P777j9y9MiBxQOtVkv+evToUQn1LNseiqxMNG2iGjsY97sI2O1p8sRsDZ8Du4kyB3a7Vf+JTpvesbuy1Ovj4sA8IGpUx3lVsF7FCoBoolcB0/5aVRVZFaUsKos8q26UZVbwqBT9ipV93qsk6oPwuEzFFBV14qyuoOJtrako1DgM26+jnVGTZ3uXlU2B3bYsdoMrbQsU3hlgp4VCahMI0akqRKUtM0W/oLQ/YPipVr6SayOQpZag2FglpIgxRJnHJI6LqMejNRHHVRnTJC7SfpVGTP41WkN5VrJcbrOQiMCZPiIMoydFjZFUHWgFc80QxMS2Y9mB8APb900vMFzXNlrICyyJ6txAeB5tL2LPd2xPgoHStAzTxoZBCcWUKvM5rgTSKqwqibUiGg8IPsjEHu2ccdswLutxnHEaCD59Tdj3CbATzRh0zi7by8UgUZrCZAjiQwvi6KJ//L7yh5SaxGnZfsdthaTtEvC9g3NWGW5HrlBjZ33MqI1kg9DHwZMn/83z/Mby8nvvvffhRx/euHEjTdMoirrdrny901l48skn3njjDbnla/0uoXJg4yi6cuXKhYsX1lbXXM89cuTIwsJiGIaObVPDkN8Nw5CPyVajw78GwG4zV+ws29wc2O1JmQO73ar/rgG7xqfR/DMwf2kAV6ptpwS7GlghCs7l7lUxLvFckVQreZ5C4mrZzSWSK1fLKs+rOJfArlThdJxxlDPlXS1JqWCc3FCVihE4odQs16hNx0/hwUI/fkZtMEwTIDfRqH0M98blmMQIsKtf3XKk1NSrz974vQV2U4RcsfKziTrhE9fZLgYCbKd/xXp8IeypolVZlQUucpFleR6zNMlSEOwqFR0J73aT/loV9VCacJbhqhCs1LmrqMowZw2nNRRl7WtcuUiJTBDIYwUZVtPmhkmojWwX+6EXdFC7E7Y7brttBWFotYQbuq5HTVcYlFoO5L3CvCW5mqGahYSpvAf5f6XzH5WLH8gTca1cojdmMj5C4w8urhpgN9uwb7AmNLELd0sZ2tp3OxBCdTMVJMholmbOdc/r+jYOjybPAguO2/Y7BxYOH6L332O129gLhGkPhWfUaOooOfAqMFbJA2teyDOGvKjtOBBDadk6jE++VyK5819++aP/70e//c1vry9fVzQ7EpZh0zCPHD3y9NNP/+AHPzhz5oxjO1qlF9ZRzmHBzDI524lBbEvFzCnZrmYZnGHfmgO7ObDbpMyB3d62fXfrv2vAjgwOpnpz4spDpTi6YNPsQbqeiArRK+XCxlfLMi94VPB+UeUxX87KtABekgj+WnWBAx8VECoHq1c1Wl0dvVRXHf6HaDmIgyM6fnmzlV2x8YohCBzfBjDaCTba6zJmsdMS8GgI7MRO1JoE2sYl9gTYIc0sUyshiFriQUeLk0qDK22povADVuJdpKo4q4yqLFlOqhwY49iqkaVFEtG4j/v9tN8Fl2uWVGlcRlESRSKK4ixiRQpBnDViHLaeaN4bjZUFZjDJTGQ52LIwBtkubPnIDXEYEj+EnFYHfiW+57gt5AdeGNpBYNiuQ11u2nKJhpg31UJDG/tUAoRuJUxvxZ4oWE0bXPuSidYyGfTz5vyImO3rY8ntK7sM7DQJnJXhE587azdXvU+Ze0XwHLWzA3JqIsezw3b72FH89JPthx6yTj+ADxzEhHJUJ68URRHHELeZxMBJ0uv3VlSxbfvEiZOnTt1/5MgRR1vghJAA7fLlyz/+yY/ffvvtbrcbBMFCZ0EW3/cPHjz4wAMPPPnkk0eOHjUNY7DTDzf4wbM4WMOAuG62KTEHdnNgt0mZA7u9bfvu1n83gZ1oIB1CFQelB4iUg4wGoAIGMtdyNSlWsywp2c28kMfMnvySwC4lK/Ioy5TqA+xgRkapnPQMkVJXanQScyWvPtIwtYaCw2pLwE43Zw7sRsv+AXY1qhM6PQBpNhKVqAexa4YB06Lx4cM7WYXzjKdplqUc9s5uEXWzqB/H13lvjfdWRXcV9fsojYRSegBEJWclq8AFCb5OlcpKOWmowqAowxxVLl0Ofn2Tm5bheoYfGp7veh0RgmWOhgfoQqfTOWD5gev42PSEZZnUzmQlDeAHlvOZlSSVLWECiFNUWB5FTX7DSJZHLbTKm0AxPc7NTG5crnNgt6Wya8CulhYhBE4Y3bL1p+zS+UvWx5l9EfGcBLEPDghqCtO2Om3y7FPPvvjigeeedx56yAtCph7OsixXV1e+/PLLixcvLi0t3VTl+vXrly5dOnjg4PPPP/+d73738ccea3c6GtgxVkkI+MnHn5w9d7bIi3a7ffTo0cNHDktg59jyPyg12/C6MpGlse0mz4Hdzq8zQ8PnwG6izIHdbjVhrNO0l2tdqufYhMd6CxRNChp4VAXiJV5lXG5gSQmMcWXOe+ByqOKCKSMcXsmLNCu7edVTjokMXmQ5bHhClBg8s4obArIIIViF1PSfqlaGJv5qgr7HO1ZzeGIudPB4zd8/ndxsAOyav67fBgaU/PuwjA0Ur7f/BtiJYe1nLeuA3ea8VdNGYat3apLv6o2ADf8i6pxlgxjaGgfoSkXRqakgVxUsp0yeSSQnwJ8VkyLLswglPRZFSdKncZzG/SLpF2mcVRHKM5YChzAD1V82JLLRsHG0cSpPFjy6hiVsG5sOAnlVD1k+Aoa5gEs8F4QS2FHf9+wQe57jBsQJsCd/DwzTVIFMVOgs69pfDBpejJOS6xQITUysZrK+p7IK6how3Q98fOaRZrZvDdjx/Tppb2fZhSVXG2/lP5XS5G0lltFn5eXo+P8sL5+/RC/m9hqRw2UyeCeDyEiCbCs/fuIbjz+28Nrr/j+81D55r8T+ckZJlPbxx5/8r9/+9v3337+5crNQHlh5+SzLTpw4LoHdiy9++5GHH261Wqg5z8iVs6uKnDyu47Y6Lc/ztHgX1lNm6ro2DuzQncB2c2C3nYbfjcBuT2HWHNhNjRHbYis0VEPrryCmf2SQ6gl4QlS83o+BEJWJHL5YkbGlihUF7+esn+dpXN0ECa+qJ7/KKi/xzYqXFY8l8lPrD6u5GjQhUw21OFJEwWjiAeP2KLBbFx1eS6Q3wK5u1IBQamxQxpGLmH6+35H16/aUCWA3aO/2qr4O2JHm5akXG+u02fYSQRrBLh0QxgYTULmNVDorksDOUMsZhdCkCoiCq5KlCYrjOOnzvkRy/TTvojiqkjWUdHkcl2mf5lklZ2GZyY9UqMBcJUuzSgnbQ52xPpAot64yxRHNZUeIKUzLsDziBjQMHUciOc9021h+hS3bb/Mg8LyAOh6yHdtwuWEZhsWoyeSOK+tY26lVT3BOVVwVEUL9oKLohp0EwrL19FZ+Vn0AZirYrtb3GvbysF+3COzmZRcKTFC1RFZAN0MWVg20lMZnb576EVu+umLdZF4K2gtUq8CpgEhG6FrYOnb8nvCN7x944wcnH39MHDuGTbKysvLeu+/97Gc/e/fdd5M0sW1ncXERtFZ9//iJ42fOPHrmzCPH7znuOA4a7mgqJq+CSQXchZap8ySaSIXNnrGx7elWNC6omYjTX5+9zIHddho+C7AbveMdA3a7k0e5cfk6A7sms1OM9/FkQnuThzVZjXUfRCP79wC/DWwJOhgd9i0Okg+85ElZpaDdJUCMtWRJzuKyyvJyuawgszWXX3mWlCtlVcKbeQoLFenDnUkpGlISHWGsw+TqUBHFVYEaG9ywSo3FblSMaVDqNAgsGmAn6uxb9dcJYLeOEWFKDuE+ttiNDBgeIvvRRm2v3qI2Mw1emAB2E1ddB+zEwA41JRmlOUAIHQg5jJpTIeMKtRA5ThV4LinY0koiCgnmWFWSKErSuMySKkvzJOFRP4r6LOpV/V5a9HGaiDwSeYKUDY8AjatOetA2uZqdi6hUG4qVHQ1go4ENWzg2sV1sO9R2DNMTnu/5LSNom61W4AbClZttKHEedn3PCYXj2LaNDVMAHDMKZVisYDIDS3DJgA2F14EIEs+B647ISavC9JgYPoG4dsU24nUj/Ii8HtNRgr7BsNZKXhOG6mkze9/P231eYFaqhR5YKk2wk3UuI3a2e/OjK6d+VkVruZ0gr4IkZiLqtREBVzm+aUOujPeP37vnB/905pln2CMPE8fs9/off/zx22+//dnnn8kJEgbBoUOHNAWJLIcPHz546FCrFVJCx8YdT12xh3+dLT1mI63w3d6g58Bu1qIDaTcCdlQBuwnuw0En31GL3V5iu68zsKuVoZXzbUAzOnA1NQe8Gu+QQarBoBljXaa/8ybmVuucMmDrgpzATMI5hipgiUNVgVZKuYFWN7P8htxvkwqQXMZ6GesXZc54X8K8imUVy+VWV6AENWKVA0rY0e6pb19bD7evr9oYNmqoQ8QkjfC8bKGMW4PEOF0DZhu9uday5EJTM4vJDpc4Tijpcq58TWCyUqgOfKzKZAYWLMFNUGLNWBk7RV4UXZ52y7ifxX3rxvLK2s2i3y2TKK1SlKZ5ngqAcWWJGakgaQLC5jhYfkcjL0UFaaf65KCFw9QENBF1sOfjoI3abdxaRO0DtNV2nQXIeJCozg2pxHCmLWzLMkxCQB/CQHrmcqyeBMWzM/IUsQZgNetDQ7IzIggx0bG1dsC0mSk22B7JOpFWzKcbm3fAejMvNbDD4DjHyHYIJYc+EPwvK9c+OH//bxnLS3U0gMGgvOZ8RmrOxway5GHguW8f+94bj7z4PHvxGeq68qzS6/eXr1+PokheyrZsz/P8wDdNUBGxLNOyIIO1JkScpZIz0K1tsGnt+vY0B3bbaTvFGwE7ouB+7b8aBB+PdtrcYrcrZV8BO1ErFOrzvHIdDGKIxpwy2kgw0jPrgV3tA208lxC2LvFZqbIZIsY40PKzrKzyFC1LAFeUK0WxkhVpym9UVVmIqOBxxQqBEw7KSiUXKq7IKGoSCjj30nWmwyGwG9kOt1PmwG43yvaBnTJQiZogA0KOUGON0yofghJKiR4dzBjlDFyjDBIK5PQBiJbEVRIVSZRlXSNOkmytSlZ51C+TPuquiaQH0l5ynrEMQQIE5EAom/PAQl0Twah53uiUC7OS4Mx2ieMAVlM/2IaHHd9otf2wUwWhG3ZI2MGOZxtt5ri25QrDqigkTpSKCxEcqRxYeVSUnEoEgh/kaWcEPAlClVt1OrAjZMOuW788iI33xjmwuz1lAthRg3beK/PfLy19cP7RdwxeMjmRyQbAzrRs+q3njv7jq098+0X2nRcNz4MYUl4fwzUZnrZXaws3btbETVDdYGufqOQc2O2w7Jyu9fa7YtHcYrcX5U4Cu9FYdhVhCz8xXrvA9I2UahL0jPqV1ARG9YcnMhgFruALLpEpw1+heOaAjqTkRcGioozyIs2rG0WRpVWSVTEksfJuWRacSQCXguSD/Czn2pgHvgvCBz49MbwlUfpdeF1QPx60SLuG1WvbeU4GU76msRpz4yqkOsd2tygTPj6EReOKrUM7xrByk75aS3oIpBnUqGLVJyqMTA6DoUjmCFYOLcxMkG1gEp8ZqYRusUglmIuzrI+iKO6uVmsraXetn6ziNMvKhFcpL0qYYVUlFxOkXJ1aSgtpH6uqANdwTiVagFlOPgHUBP0u00ZGS4QtwG3hgtFuu+2WGYS+41uOZ/m+6wbClAunJUxLGCYFqVhNbkKYtjuKRsMEbIGi5tKuSfJwOXB7A1zFWvpiEEKg4+FQc+hiE0GemwzDJrMfb/XlOaqboYxkIow4QmvCJoQVtW/nvSr7w/K1Dy49IYFdwaiy2Kk1RbnJ1LIjxzgmEthZ6JlnD7/y6pP/8G3+Dy8Yvi8U9aAWm6iLGA2jxHhbeGgO7HZepkiKzQhX7kCM3X6w2A1vvzfl6wXs0DCKCfjdsqSQ0yFOq6KAIx0lhmFQz5dLiWFadUw9HtP9qzdopHYqIRgpGCoYL3LehRBznjAWlyzPBLCQ5KxbVP2ylD9cy/Ms50nBMzDOoYgDqUiJlbS5TqFQpkKF44l2xuEmJGhouth8WEZ6dUf2Bv1RMn4BTuZ73YxlAOyGCIePjFKT4gCSWYDdtJaXMlCpTOYK1iN5bgCbnARnGQGK6YwWCQdRh56I4yLtiaTP07jM+yhJQAGiv1ZG/azsQ2gdB1q3Ebg/IJOuDwtCYThCLYguN2xkutS2TctGjmM5PpVfXmCZizwIadDhgcR2oeN73HYsYG+1DXB/mZUymMh1E5Ac/CPvC5ZATTtCm8RvuHUtR6bzVOCIUo3GM/JGZaDuoPEUB7yxxW5e7lRZR4I9RPIQKonrsyYxiJxgBz8i1V9Wr39w6RtvkTIt5enVaBJxsBpOrB6PSAE7/MLzR15//XEJ7J57lnquAnbqgNOU0U1k20Gxc2C38zLXit1GmQO73W873Bp4RSqUpuj6Um91Nb25UkQR49ywTFvubAcPO0eOuAcWRWjDgoJ5I7PAlLeTA50WsJ+rjAecFSKT+21c3QB+/rKf5/28SDIOqawFiyqeCtiXV4EsHWRYIVSIk1IlPAhSx3oPlMXr9AU9CKieiNpmSGri/s06duTEvF1gN/jcHNhtq4x20sC+Wnu3hRZGHZhCFaKTpwkKBTyf8BZGGcOsFFVmyikkTwNpWqRRKjFcFEVJl8W9oteNumtVmvIsEnkKMZuskJMMlUApjOS5QYndo+ZGuA6SI8rkq4xzlCBqYNNUSQ8+smzDCYjfsoKW7wc4CPygZYZtxw89o6WQnFvJL9MyKFFHIKKPH6ixMnKdKauyWRtGkiZXWowoq6rZrLXK5G9jWE3/sUF1aHKmEz7evRsBu+3luM/L1osYLE21CwMcFjXrjWimOQe7rD6iYGJapmkeueCiv8fXPzx/6pdJ1I2MorL40AGid1eG0aqB5RS0vvOdoz/4/jeef549/hixbG36k8/KhMdlhy2ZA7udlzmw20aZA7u9aXuU8tVedeWy+Oufu5cu5deulf2+7AfDAvJKcuKE8+BD3sMP4MdOENtmVAKyUgA1SaQoUtOykl9Zwa8XZZGKXibivMxitix/BcmHPCrKjImuiiYqtNiDwJVaBA3QNgdeCPCywcJXcwJPGRGMBjxyetEkeCJgayrQ2j2yhjmwm71MDErjRBdCs8mNv1lzvslpYCgNU8JKW6L/MjPzFEP6as+JkzTtV3Evj7ppsiKifpysVfGaPIakcSIXsgL0u5gmH2nOBnWgXJ3KrMl6iYEsC5sONmzAc9hDrkscHzk+9gLktpHjIrdF/I7TagVhW3ieCzqtge24DraUwBiIdzHFRiKqCpKzecUV+TFVD7MyJyNkCDra8LpTMNMYbkg7IvQCw5s36H+HYsTr1wdBhzahsTdP7/+5PW+PykQP1yY6ob0bMBm0tDSYoA3uU+RgYhhWy7KsA70Ouspufvzlgf/3k6VLl+21vp9X8nSgAg7q2OSC4CXfPXLsaPD9Hxz5p396+Ikn+LHjwGyscqXxiC92DuxuQ022UubAbhtlDux2v+1w5+s3b5z94vxf30ve/PnSlStsbY0Uhcoohd1DHD128JEzp5/+pvXac4fvOcYtERdxmsUlW1MiXbEEdkWZZtW1vMgS0c1FwniZAaswQyIXomCixCTWNgklo4SUOqe8s9Fky0KC7ebATls6NFWY+m0O7PZFWa/BOlLGBkXz7SPlRDcIeKM0NwnRIA+sxlyCsywpQbMrzrurRa/Xi7o87om4X/VXcByLtA8sJEXGWYSAkytHogD5BQaGPSaA7E3PCo5HwgSaiQIptIZJnQB3Ou1wwfQD0/Vtd1HIX1sLlt8yPM+yWoVlm4YrDAeZJjXsFGhcKQfvJ0aMqJwHVMovBDu2wZiSRKlZSVSqeGNOplwLQKE5sLvbyySNk5jsf2WWq1Q+DFJ+UkyxZRBwzxumY5qmQ9sm9iSss9wF1/PuyQ47q2bv7GXz//jDB++9X11acpJc3sPStjoV+clNMzl25NHHHmv/8z+73/te68RJFALnsF4SRzeCObC7DTXZSpkDu22U2wHsRtLSxhiAdu1+0+KStz6MeIZX1zdp3ftlG7Mcv/fXK2//7rN33uG/+30v6vEyJ1zT+Sqfq+u2jxw++vjDxf/+1AMPPbR2vLzmrKZplFbXVPphw0JSRkAvJ0qm6YVxWXOSYL3OMYXJ1BaHm9C8Outw1J4xihKG79OvjdHN1YEog8LHI/Hxhl0140gO318vMAPf7tfdvTWI6h/8psZX0wE3aXqQ9YDRQOlBULn90YpIYC+nCM8tmEEFLQqeZWUakTRJJHRLozKKstWbxdraWhbzPJVfVdolWVbJd7IKcZBUUGFqNaLScZng2a09YwQZJjIsZNrIdpCCaIjYwvKwB9Fy/MBiu71oeqHhuJbXMcJWaHuG5RiObVGHUx3kh9WUg2QgpIivGa9TdSH7Vs83zaczXAvHJUywGILLsZ7DAwcrmpxJ6wj7mkvg5pM60JQhNHrtW7tiN9L926vpcXtvt40KNkfEhgSg5vSjqjOFogoRiuRZD5ae7+MrFdcBwIZcJTHYaV2MLEosk7dM07KMlmUElgmnBNuyHdKyFLCz7QXHcXwUkpym125m//nnv/31/fzjT8TFK3GvZ/b7nLHStsxWGB45Ir71xDeeeGLhuReshx9xQHbCQM10mELtOG0Uhm27VZl1bMSOr7DtG+1Fc/aoqtuoxjbaO0ZJiGDFnS0rdn1tb2P33Q5gN+yp0XDUXVqQVKwFnOmGw6Cy03dq/JkR2NXeKYFoWcVrq/kvf3nx578495d3Fz/7suQSkPFBheS7KopM17ZPHFz6/gOPnDnTfZwvH06qKkurJQYc/CWwNSjJB7XDNhvPoGp16MmwJ7fU+SPAbnRAxts8+teNgN3khjfTSI7RNI+TRuynLeqOFQ1z4CcVL6aWCgActRomZJMqwg5Ma54OBhkPIkNVxrKkyrtUIjm5kXW7rLtWxmsS2BV5hPOEy7/GfZamGSSugiyw4CmtIAOiBpNExZeTessSnBSEkpqeV8JIm3ue7YUoaNFWx/E6Es/Zdos4oRGEpu0VrdD3W9hyBZXrnIssy4Q0WIIkpJNoUSgGMMxriTDecK/o2Pfmh5Hgqj2bDHj46Cjj3+D5mpRwvYVNbkOGra81sNPZOQNgp2PktBuBK/ObbEI1sPo37NRIMTuraAIBjISE2BS3DcOw6YJthJbhOeKwC7yFB0yjZVLLIq6cZTYOTOxQbFIayjcTbMtZW8Vx/sWX17/4svrgw/5Hf7/0+dn43Lkyz8niwuHTp04/+QR++YXDp0+7J++niwflXEXDebfFRiKtqbd/+n1e9qJMWArlObooZwB208vtmjR3N7CTR/4kiSHiO0mLIlf56npTwOOKCNvpmcnf8egZXUx7O6Gce2m2vLxc/fzny7/5zbWzZ0+uRSPWw5r7gWHOCSpC8+wznYcefiB+0Y4exNTECbshcR0YXpq9TacyqlA4sa5ms7VOrF+9xrsI3wrYNfhyes9stVvnwG7yLFgbCoYsMrgmxqllD+rPEEWAiAUHermyxJU8MRS8yFCWZnmfZVEeRznEyUVRr1eurVZrqyzt4yznVYZYgUGwSymJ1PYq2IV1+Fq9HAGHIZHYUXGRGII4lQ2pqci0iGUbps9CWdq4vWB1FlrBAgqCwA4NOzBd1zLtEoiCbU5oJbd1hpUHDdXpq0zt6JAkzsb8+PWIK3bHdZ20Z9NheE4izW+qS2YEdmhusZusilAuTYHGjHAC6DnrpC0VyaZYntTUNlDtaoc4ApP6lFIbuyaxTcMx6YJpma654Fgt2/RcfMhxHMtoG9SDtBxkyalqIEeRusuRspGWEpH7GGMoSlCvh768sPTeX//6zjuf/f6dLE3bJ44/9tyzz333O+Zz38KdNvJbyLKbnp1tx52nz3wdyhzYbbXsJrBTkj5Zll84f/7zzz+/fPlyt9cVXBCtwTxgBt4utsN4UxarKVcGS4fF+OFev9/rHXv3L+4nH8dr3U5VghwlEMfhRs8cdCfl4bRw8Bf3V/edOrb2Ay961nU8t19lnDf0S5DtZaF6Q9e3aBgHd2k4JrJatYVo5IUxYCfqjMMd3/TrDeyG8g8jTdZJD0QJPGBKYJsDf6SK4xYEVQbQ3JRWkYssZlXfieI4XeNJr+iupas3eBTFmQRwcZWlRR4ToNcpeZGzPC/LAoM9jw/420qsM031IaUmUlTmQIqUmQ2bHnICFLSwdwC122bQwX5oer7jtLjv+15AXM+QOyw1S9M0IOdWMU3IMjrITKJPWOq4NqjXU1cJDq8f6zs37g3ztuaenR3YzctoUWcDrh0odeaxtsgpk7DK0TeVH9OUkIxi0xSA5AyyYNLAMn2XHrMdOyQHPaNtW65ptNVJwzWoxHO2hQP5CyUmRs1Mmzil8lqjDjfv4FF2/pPPfvPrN3/zP38eJ8mJU/e9/L1/fO37b7RO3KP3iEl3xbzMy0iZA7utll0HdnEUv/fee7///e8//OjDtdU12bnUULE8ihNhp12zQczjYFcee1ERLNiMH4uTsiieuHjhxI1lXFVhngOwAxeF2jzqusNOK4Hdl6fYiXsPdX8YZC8EXuD3QNdVboka2GG9Ds6B3d1Y6qY1jROoliHVSg+DZ42ozWrQdv0ZJZogEAO3fFWyPOF5lucZjaM86mbpqhnHcbLKojW2tlquLKM4FlWGeAHeVVHgmhhYGU6EMJTSSR3khFEF91Phecoyx02JzkxiWdTxTDcUvu86LRF0jM5CEBxC7U7LbxEIofNswy/hzUZJDB0jlYDUA/D6iIlWq1gqyETkiItGYUVneZCBLQfXwrXrMnmHl9r7VJo5sNuFoh9hrL0KmInGyz54g5KIg2QZefJV0iY2paZJJVYLXde1jQOmcrb61gnHcTy84KDQkO9BoXpMLACCcsIKB+tzzsbj0ogP1zk0pOJXvzj/X79+85c//km/37/3wdPfe/21N374A+NAW0cXDxfAXVxV5+WrUu5uYMc1sLstm+ouAzsu5A737rvvvvX2Wx988MHqyqocCTDYYaKXlp12zcBJNtaE6aE1KuaCOJwfi5KiLL556eK9qyuUsZYCdkrxXAM7HXQC23xpowv3V8dPHuz9Uyt9sSWBXbdKoQlcL0wDDxEQDddtRsPwwZl7b73cjZgUJ18H7Eb27Oae68UhZko4uguA3ebyF7dg7xvuFeoAwBuHt9CxanJ7M6j8MsFmgA2F8QzBDcZYkeM8q7KsymOUyxLxJMrjfp50QfIh7qOoX8hXij6pyqpMWZ6xLK2yBJUgF6wymjkWNddbCe5QDHhKVwZSEgzh+MKysOEgy8G2g5wQBYEVtGgQWn7geB0eBKHbNt3AdFzLdOSbTUKF+iLYFDq9S10fTiuKIKJmF1MONVHffeDrbAixNfU/2dwMPtGPtwPYDUILBsButNy6slNn7M5TKffJ7SbuU3+v1a6HKjEqvhnVHn2k6eUcyHjABkU+xMmRlk09+a9B2pZlWzQ0qWcZjm8s2rZjkJASR0I9+bp8Mgz1Qf1caN3BRrSXTq8VHs0Ja6TeOBCXYI4unr/wm1//+mc//Um/1z/94OlXJbD7/htep4U5njTX7Y+1Z172T+HjexOeUVJsw3JbZlojKXZ3Ars0TT8/+7lEdefOnuv2eoqxQ4liaaLWLddqgztMGaSNEqcHwO5oL5Ll1McfdS6cL6OoXeRIRQvrTYPXDMCwKJYOvnyqvOfEoe4P28kLIQA7lspFkooxHhCORR2gUisgNYHJM67n6w2QCthtsrxNd2TzrwWwG6nJRJfgzf372qoKrk3VHDY6TkRoXVMlCizBGEPy6WMVKnIjz7Ooz+OoiPtF2sVpUoKEV7eMe/JXEsd50hdZKsEf4xmuYVWtjap3NqMhl4ZfCS0NQ5gmxTYCL6kJEUy2S4MF4XuWHWLbw65HnE4Zhk6rA8DOC+TrpeO4pk+ppTJvMVeZq8ApJxq4KwThMGs0N+xgxmDETTRCo6BpsVWM/Biw2+oAi3E9p70tA2A3YeO/BbDbqDVfUWDHB8ptSPEo1dw3dZJyHTVngDmaUASRcBZ1LLxgWZZHDzpGaBquSQ7IXy3aMUkANmK6IJEcRg7GlnouaK2HM8Dbo/wn9Wjw0edRqF91SvPwRQ5ZZ1r9+MKFC2/++tc/+elP+/3+Aw+cfu21VyWwa7XnwG5ebl0mKUt2BdjNXbG3qjhcrizL1bW15evXV1ZWsjyrQ3LxbMf9WbPbpgM7tSJZjC30o5s3b/r/638Vf/rjjcuXDiQRBgYJXC9IymahSLpQ4eOLj5YnTh7pvdZJng4dz4mqDMIEwfs6euVRlSY0nBpixkmy3mI3xTY1gWKmlB0Cu9GOrQPOhq6c/VEEGUtRH81VERqsiNpx2jRjpPdgZJWMlgWscvV2A0ZXUDJlhFeiLFiZiSIv4riIozSJCjlHoiiOemXUz5O4kJAuTUWVoiLFRYbKVIk95I0Ma6VrVXcaxtqVS5GKYpL3hJRCl3seAazWQo4Ea4Hp+LbnW61FEQSBExDbo5ZDTT934M/YdrAh6+sUhEjwybhyqKmVDfRP5P/KNAd3hMRWpIP0oA/IYBOu2eYGqd+i+a5f4TpqdYtjfLvAymDUtgPs0FfHYjd2BdHY5Go3gWiCBPQUUNQ7VECsm5KWtlQknEWJaRimI9EbQLdFywxs03UkhjMth3QsIo8LNsEtA4zVgYEdA1um8NQdTE262Rwdmlky+oMYmuTWVXV9sj/iJYP8cQB2F99881cS2MnnSwK7V1975Y03amBX25XHuVY265e7H/vtlAJsP9V55zwym1ykPlDsDNhNybCZ053McM2GB2viRTQbD8guNI2rcDijyJeXbyQ//vGF//iP83/727ErV5QgqxYA0NqFKCMVo6hYoJ+8VN1/+kT2/EL6oGcYBitywbWT43ZubLMVvn8e+j0qgk55BEVtnMCkUvnBHDeeu/FppqjgkGEgD0Yd9j/CGS0LM89zHlt5zBJlk4vjZGU5X1mJuqtpf4VGUZTFVZ6VeV7mmWBVBW5UZRcZcP1pH2h9ZCGcGMiQMM5o6EgMRE1s+sJ1cdhB7Q5pLRDvEG+FYbBo+W3Hl4gOJB8804aQdQhFpXrPZgPqEflPxZjiJRaEKz45URtjNO7hI6cBPMW5P5CMJYPPjvx9Is96n5TtA7uvRKnRkgZJMMF0IIi2aQlMuVmnocH/lDAXZG14myKbEtukYJOz5XfDdyw/sA7JCWYbB00jMEHp15N7HkE2BtwPRwIIsWvOSmQqwcDU5QVP35mnEu2q5A2mQvqUxe7NX/3sJz+NYwnsHnjl1Vdff+N1Cey08XFz+8pU58wdYejdlTITSe+WXIp3tM4z1XCj60wdzQ3HfScExeh2g+W7Htihkcd77AR2m0st1Sk3XM7SlP/615f+4z8++d3vnL99WACPnRbSxKZK2JLADiJJjjqXf2iefuDUzcec5aOqb8oS1Ya0ObC7c2UE2I3YFGtEA7zQ4FKVX/AkG7XYQy33IM8X4LksBMtJmqVpXKRJrhysvN+L8i7OIpFEPF0Dm1wSiTQBruAywVnGqxxxDbEYYDiQXVXATnlXBW9opQWSiI+YNnF9KwzdIEAe6HOZrmc78ntHhCDDivyAOoFhdXLTsiTaMxxEKTLtDKLlaO3IF1i5c+GubPBgasZg2NHFENihBvfMgd1XrtTAjgMbDdfU1EKPnRo+KsAmR5TmsEls22hbtu3RAzb1TVNiuEVTFtI2iWdCBs5Bi8ilrUOwI3dCih0w7XILI0OhxGZWqHlCBga50TIT7cgWgN2v33zzpz/5yW4BO3TXYrs5sFv/+hzY7U7ZE4vdSKhWfUnliB2LsVM2hw0Dd/BuTOLBGmMQsLF8/MmVP/3503f+gH7/9srKCo5XzSKFtQxV8lZri6I6QO3j7uobnWPHj6eHSd+twCLEdPyKuPOP1MblKwbsaq/96BxoiOX1NlT/MuoB1zgOWHcFYiZEuXEimF2VVZZQYAlOqiIiURT1V7N+N+71kt5a1e/380hIGFdkTCI5xhCvCITZMciahk2V8ybRgmu+HfWl1FflzQxgbiUGIi5ybAx5D21zASjlSBCEftvwAtvzbbclPN93bWqZYJZDVqU8phAapzzIFVyd13a/qvavDbNkRh4ECf+obi+qc4Y0FqxddWIqsBv8oPtwCrDbhyeWryawg2zoMepN1GRAiZrWvY7xoFhYakIoVzkcUCxw8HOHIsvAjsM7AN0MVwk/eI55AICdueiagWW6Bm3Jsw0lHkYWJAbV0XImVtx1OlsGJOmElhwZOOhV/2qJkfHaTQqObBpwsgmwg+g9AHbnf/UrcMVKYPfg6QdebYCdmse38OpM3eBvTzD6XpS7EdihXXLF3nlgd9v78isF7IYvTkTlI703bxKQLXZaHZX/B8uFqfhWbq70L1y68emn4p23r124UF4+W61cK4pMiMSyzO59lN9ru8eDqy/4cpXJHZbRUs4FqiPOZw2eu73lqwfsatmswQxoDHAQI0fqVE5Fea3eC+zSCg5VBHJXE5KnVZbyPDaiKO2tkqjH0z6r+iRN86xfpTGEzSUxy7KcFUARLJ84UVFFRkIHVmZN31pHgmMGe6UpDAtbNnVbxHUt1zdcD/JV3QUM3tQW91qk1TLCkDvyzx43HWJaxHAqwzBMAoZEoQM0oX01sVit0dLk41TKz4vVkI62Xv9Qe2rHnyaBa18wx5ut/riGEBNL2vZ5JfeyfDWB3Whphk/NAsiJqSD3RrWbYJMIH5AcVnmsEBvqWabl4LZFfYcGvjhiA/e0b1DHoBLJLchtzKHyrx5k2RBXnYksrMWpB2hsGBg3iB4QAjcLnD4X1HrWA/N4Mxq6rhihWy2GmwA7Q8UoKGD35o9/Cha7Bx944LVXhsBOK4PNDOz2DeKZtdylwG5P2z4HdrtT9soVO20kZoycEzOeASZLffoFRXOlwF4UOEnRygr6+KObFy6sfv6Xm5c+WV1bztBSEPjlKYeeDOxD4aVTXGKHnBY56MAiWts5bus0mJXO/i4HdmO5cBjrqCKB6lw8+J+CjpYaRYhcAzJpcFAxISpI1ikLXBRVkbE8YXK3iLs86mf9btZbZb1usrbK+12RRYKlKt2gQrwCyYeqgl9rUASbimKV03RyRDN9IUIFNbBhYsMAnhHDY45n+C2rtSgBXLvVsVstP+x44QHiOK78q+li2zYsqwQdJpoLXIHMA1FhmkLbzOp8arDP1NCxMbs1cYIqhFzgdYYRrGVdB722DtiJ2r0wfc2aA7u9LxuGg+PRd9SQSv9tkOmClbcVSOUMYpuoRUG8y7eoQw3bpIHy7S86ZuAYgY8PmZZpEocgE0OiA2Q8mCDhqhOxLXUDY4QUcES07RbAjo68GU8HdmizKTP1pA42aQYWO/lhFWP35o9/UgO7V1959Y0RV6xKN5oB2Gkj6F1qtJsDu/Wvz4Hd7pQ9Anab3+j2FNwcVnmzvimq2Yr0e6srK9eW37ly9d3LN85esX7n+x5d9GjLtSwLxJcgUL0Ab5xcaDndSR222VdfI2A3BiyauDjYYJRpDih7kU5cBsscBbEHWRIzS6siYmWXpLLERhyVUa+I1oBGsYgoBNLJr0hkWZpELM2KqmI1AQTSO4e8KWsi5BSSorCrGCZoGpk21pIPTgu5AfIDFITYcajV4m6bhm0LVFk9T04b15WIzrI90KhABqTDAuMXomBABFISphnFOAMyxJr9qzluTI3aHCHfucXDsh7YoS0s/XNgt2el6cnxOguucRWA8pohu2aYU1FyyAWDHPYIOiC3IpOGluGa1HfwIdu2fXxQYjuDgsXOdV2LBgaxFI2wrxOv69vWfcbqmE88xsG0YWVV4XVkp+YAUlvlaEarXjrHgd0temEqQQEQCYHNe5A88ZMmeeLVVwHYtVutwSRW6rQbd/EGa+PtWALxLj8rdyuw2zxzdWdtn8fY7U7Zt8BuF9o+WLzU6qQJ0LHgBpBblFXx97WVv5+/9unZ6peGYWQ2yg3Yjistj6EIjOVybGjOiNtbvgLAbhBOtElDcB0pNwpK6tO3IgrWOAyorcsSXKxZyrIE92RZqfq9LOnm2U3c67Ooi+NIxH2RRSjPOSoQr0AMFVWgn8UqzMA6VlsjSBO8R/R9wTKnIotMJmF90DLD0PECxwlJEPjBIgo7VqvtdDrI9RyrVdkBtlxquAU1aEOwUjGcAQeJ9qaCFZA2WeFcdYPWSmpo7fYS2KFbrf5zYLebtRwjCRKNH3KiSzXMqmMcUe1sBFAHRMFGaJmOaYQ2PQqprEbLtjzHbDnksGVaLlq0kKc0u2yVxm9jeXpAhlGTkkzUZqDSsU+BnWyv/Flb7H7SJE/sd2C322Buk+ZMhSDr/3rny9RazNhLc2C3t+WOA7sm2G7a67t368EPMMwgmCkK9OXN/mdfLH34afl/q+wzxf3KByQtFbjFIHN2zGKHt5tEsSvWytGgq9ELTl1wp0YZ3/LKg5zTrcyFiVtMEB2PBIaz2s9Tk6Yq7WCNqIgiQVXBPVh5zXkBKg5FTouiyiWSi0WSJFmPpXGexiyNSL/f761WSZwXGWMJjuMyT0SRi6JAValyXVQmghjhi9A2OfCtIsiCBrOchRwXOQ4y5XePyC87ZJ7ntSSMa3le4Jo+dh3HDpHjGxAv52LTMonBqQGJhYICr4oKk4P4OI6AWI4POH1qvrFB/pDONRxyximDzZSsBYzHFJVu2fM1n9k4sLvlcI8Cu420m2daCTae22Pys7Ufcvqbp2d9rGsXmXj3KO3iJmXnCxvG6xFbPamFNsUhHSzZaO8KSiB3gSiyX4Miy0Q+yKyKtm24BoA5XwI521iwTM+ivk0OmIZpGPJ1yzQcg3jwbCAH7MBwBlGrkKIdVBlE09wIQ5puXFduC4uoGD6kw24fmR945OUt7t1TgZ18NitDPngYXTh/4Vdv1skTswK7jeqw59vk1GThHV5QTGy+g0TDLQC7XYGbE7229QvO2t1i+mszJTgPN/HmU7MCu7GIn223ZQflawbsbv8xBFLQUEIvLkdnv7j2t4/z/yEhBOWk5pKoA0mY0jmsSSIGhYht2gx2yw1dS9TfCtjNxPC8kfLELUdmjHQaT27jdZwORI5VuvOQDg3HBtamAaxkdzkBho+SskqwHJUxTuIk7mMVJ1f2Vnm/l2WrKItYlvA8JmlaZDErSxWlVuGyqLiyzCnKQqqGlw9SQEHRXA4tQRgsHQLoIQLsBkYQ0CDkYWg7LeGHZtg2vQXuum4QUj+wbdcmDnwWWxU2gGHYIEw0yatgi9M6Tep/XOe43nroRoDdFJSwlQ6f6Hw9G2cFdtueJ7NeBI1MV3QrELa1O94pYKfpr7l2s2oUp58TrcvQ6LZBNYhQ8aDIpMgD1hEcUsOxiOeSRcMwWviIb7Yt2wcxVtO25IvElV8matWKdqrolgp15hla+/Q3zU1yVxUwuhdM9ob8+fyFHQG7ndZk/NdbHp/EIBZyI53yndRkfOJqlogBDfVEwc2yz7hmXMdqnuyg4IGQtFCp11u+2p0AdsMPDqR05soTm3XT1xLYCY5SevlG9MWXSxLY/fc8T4mitYOioRtmjVDPcD/G47/Ods+9AXYaWNwWYDfhvxt5sxD1wtfUDasAovolMFjp9yuuNoYZ01xtoiyrMmd5BjJ0aSS/F3lcZT0e96N+T0RRHvfKqIuyDBU9VKRyb0Asx0WJRDUQxdR2Cb0kUYLB1yMokHNRA5kmdmzD9ZHrGpZDqSsgbqlDwrYXtiwv5IHv24EAUhKJ8EJmGKZlCQsY+6kwQEmYoUIoHXPBiqqqlHlOq6mPLstKrGwL4W23AnazPAlNJgS6q4DdLd95q0Im3r9nwE5M+1UMmqtstbAHK1U2U4vuKgpFw4JMVZNixyQhyLBKGGd5tuE7uEMlsCOHXTMwTYcSzyAGRYFOgCDIU/blQdKztjGQrxawg6zY8+chxu7HP/1pEsen1wG7Ohpjz9o3qSK/iX1IEYNXZckYLAVqcbB2a0eemLXyR7m8cHUj5aOn6zWc9Y1lleRiKRciiZIdx9kGthvkJArVwFI2sKpkl8u1UR48au/C5v0/B3bbKnNgt+dF4oECL69Gly9e+/Dz5H8kacxQgmipcjI1sBsP6hd43Ak7M7zbJ8AOTZvlmwC7+kaCjIc3cW2Ea95Z9xUmTYQcxZRSgWzl/jSwsJROgi0YyHBlMUqztFwlSS+NlE3u5s2VtZui102TXpH1BKRH5EjuBIVEUyVgRMGEyj8AA6oWUVK9wBmpaheGdnZSuB93kOlgiee8Nmq30eJBtLDothfdYBEyHoK2GYSO7VrY4nIhI6b8Drm2QqtWVFhxEasIuEFXAMc1ho1c3WjnE3aHcErv/xvF2M10tdsJ7NCm2O52WuzWkcmtfz+rVRDr22Ct8YCEknzgVInRUcphL/RwxyK2QT1qLDqwPR6wTc8yQ9s4bNuOa7Utw4EECOFiQkzkg/2XjPEwqlsoJmJcx4IADzaessjg2gS+hcWkPoJu7c17XFSYbKksdkQDu5+OJE9snaB452UA7EQd/Tp5r8EElbAgS9N+v58kiTzN+b5/8OBBbXTkDSErWZePq7c5MjjJNG+bqEOdzNs0NsvzXrcrEZtc61zPDcNQ4sj1/QBVytJr165VZeX53uLiou/5sza/ySOGHEE5BLKBaZLK3zudTrvdlg0czWuePhZzYLetMgd2t6MU+GY3uXpl5ePPkv8uH6qC9SWwgwPQVx3YTb3m1K13aGjhmtFUNEY4jglXniMVQKaigdQaR4Q2ZyDlXK2oPIWWOS8ynudZFossyZO4jNZYr5+yLspjnsYi7aO1taq3itJEsFyIDDW8bgpSNiJhTcwQEbDBqjA9eby01MnVpbZj2bb6QZYF4YamH5h+RwSB2+qgILS8wLRDJs+4psOIIbDcoxWOl9+VrpKAODl53xILJcrKRqIyYCdlDUCZA7stXwSh/WixG83dQePTvg6Sg3nOkNbrkvNeJdeoQElKsA3mWWJJhGYS2yG+ZVmhRHKGaxoBpR35q4U7BnXkrzY9YmIDMl4h9sCABAh59uGWnHN4kLGPmlireihvAezQ1i12+w/YKYJiorVi7xSwG9RnCuTCY/FtEvdcv3btwoULS0tLZVWeOHHiiSeesCw7A/9CKlco27Il2jMta32FibJ7qfgQHY4yRJBC4bMaVpJ64b144eKnn3564+YNx3GPHz9++vQpie2AHWakaKApUd1f3/9r1I+OHDki63Ps2DGYmI0H4ZZBeLx5BuWty6K8fOWybOD169fli488/Mjp06flMppKJJum8mp+4IPaocSyMzmwp3T39NfmwG4Py9cW2FW4H+U3r/XOfh7/n8s3rqflVUFiORtwE5g8XteJc9nM8Rb7HNih4U7JJwI/mqvB4kHqp0Ql9QF5AVWSu0TFt8ldyWWVKAueFyJLszw2srTMEpb0WK/b666UUT+Jenm0VvWjGKeEF7iqUAUsdKIo5LTHELzGNcVXVRsCdRqnfBKUNQ6o8SkyHWRb2HSxFQrPJ0GbBC03CO2wRYMw8BcMN7Adz3B8ZNmWZQoK+q1yb0UgFasUJWCJ07Ry9cxsYqTqI63gdf5DDeEJb7zMt6Dx2tpkmK62MuODIOo9ewQYzHy9rzKwq92Xyr47LagAj8VU1w5WzvVUwOpmFkEgGG3hkGKTYtfCLZCDM3zb9lwzcElLHhU8esg2NDOwRahBtNIDMSlywTAnzCZvRos6kIGMCmrurgipR4zfQkcXNNUbSZDWqQ3TM6anALiN3Wq3F+1pYAeePkzOn79jwE6MTJf17HejKkhYOT0vXbz4yaefnDt7Ls3Shx9++OWXX5aflDBoefl6WVaHDh06cfy4rPnAbdrwbsIBQf06nK6jW3lzglDYDlZR9N6777311lvnL5wPguDRR7/xwvPPHz5yBLi3Gqwm/5fnzjiKzp8//19v/dfqyuq999770ksvnTp1auA8FQ2cq88Gun2jUSNNDIn+U57lZ8+d/eTjTy5evCgn/jPPPPP444/Ld1y9enV5eVkiv3vuuefo0aMSYk7Oov0B7LDyEQGwe/cvP/rRj+bAbrybvq7AjuEkKXsr8flz2f915erlfnaO4TXDkMuxitPalJMYf+WAnR4FBW744JSJdK6DsswR0qgRQantmoyhqmKA5FIJ5ooqdfOsTGKWRKjfL/IeSWOWxTyPRBQl/VWWxHmWVFnMiqzAJcFKbgGBwrmow4mG3V4QELaEDFbTMixXQjTDtIFf3/VsH0S6qNuidkf4PvXawvVNLzB8ifM81/KxYVFgFba5XDdB7VVnK0oAygVjTcBwDVoNuHXj3RXaVNMAOzwAdkI3m+AJW+62yq7BqZoN5GsH7Lbkiq3znCDjQYci6X1NNE5WHR6KG32TJmUBrCgU24QYBvFNvCD3Vw8fNKlj0dDGB2wb6IIty3WMwMZtGyw2Bw3iYFKbc+u5ovOeERqVOW4qNhLopF+YAHYIN8K+zVY9YojZsJ82mphT8712YRbPUO68K1ZdUi4DhY7zQNgyTdtxNB06q6oCAn5LudbZtqXdoIyx5evXJZC6dOlSXuT33XffE088sbq6+umnn547dy5NAep985tPHTt2FGJFRG0A5hyi1rIsk7+5jqvseapdo7Y0WDm5fJtEHpTKO9q///3vf/GLX3z++ee+5z/11FOvvPLKiZMn5eujwE4uYfKmS0tLf/3re71eT0Kubz75zWP3HBsPpEF5lsm2yNcsdaiF3YGLqirzvGAMJHDk6xDsiMDWdfnypfNfnr92/br85GOPP3by5Mnl5RsffvCBbLVpmY9947Ezj545cuSIuvRkZ84y/NNf2yGwQ8ruOAd2G3TT1xPYwaqb5Sxeyy5fyP+fi5curMSflOiGAWGrGthtlpg1oQGwxeajnWO7Eb6TpjcFmsbBslFXj9eoSfnSCVYYK6n5gZiV9hdRZZsD6Qe1uihsVKGyQEWep6D0kMb9tN/L+71+3CVxlMX9MuqJXo8XwCqHqgKJAiBgmcGneKXIT6pG8gGrbRQh7ZZQiBEcu5RUcnW1beL6xPOcoIP9luMHrhda7XY7XECtluOGlhVyy3YMp6Qmkg+yYRWytgznso6Q3mwoUhKAcjWwQ6IOS9eHc1zbUXSIuraPTAF2aENgN2ZJmWUyTLHYNQv4Vq8hxMDLdhcAu634TLdw0zHTyAhfRPMojFWLqL9xEAGhpMlkVSLC8A8BqwrMCaqcrXI3N01qU+IYVIK4lmU5lhFYZMEGmxyEzdkSz5GOehZcgk2QbRUe8GijlpJ/GN54aIhDqNZ7ReN/n6jprYGdGLR7d4Dd7XXR3ilgJ5T1rGI1Vbj83u321tZWZX3CIFxYXJQwTr4eRdHa2pqsj0QDBw4e6HQ6gPkQTpOk2+1GcSQv1Fblk08/feedd95//6/9fv+ZZ5557bXXHnroIdO09CFBHm7jOOquwX9yTi0uLspLOa6cSEB8o7LqoQ46a0EumBKoSYwlkdOf//znX/3qV5999pnjuN/85pOvv/b6SQXs+BjtlMRnLEmS69evyc70ff/QwUOe7+lr1m1kYmVlpd/vyU+1W+12pyNRnPyLrK18XcJN+anFhUXZ23IsZAPl610V2ydn8dEjR2Ql3//b3377m9988skntmO/+MKL3/6Hb8sxMsadwvsL2JU7c8XeRvDx9QJ29a1vS2jF2P2QfB7KKL92OfvZuS/OXU/fy8kVWLT14R7vlYrYtk132+6fDe7IVCBRTSuHddxZY70jgijWBowLh0scxklVybNRwXKnLFgWiaSL5DoYrZpRP416edwt+nL9W+EZsM1VaQxBvmWJdMgSriEUahTHVa2wChYnQCxH5SbpYMtC1EHYQ7aNnABB9kOAghYOAttfLMK2E4auH1hybQpbrus58kyJTdiUNb0qOCA4LN9lIU/DTAU43yJNpJkK6yf+xB65UUjl4G13gDh3NKnuzgK7jS64e0/0ZKKBzkfleCxsgNQ+9cZDzQ0OHDUVoWKYPMgtwV35WaNqEyHPDi4IsFoWxaFpObYR2hhISQLrkG26BoixSoRnO2ZgGrZBLYKMBmrVHnyyQTCTruaU1ybj4zZFuqKxo9em2UE/1M7c8ZSQGYCdGCjaDQdrb32guwLsZrIOiCbbQII2CV+SOCnKYunq0pWrV6qqWlhYOH78+LFj98iKLV29evHSxdXVVTkT7r/v/gcffPDEiRNhqyWBnaxknueY4DCUM8GSqO7nP/+5/C4v+Owzz/zLf/uX55577uDBQ/L+8s2XL1/+4ssvLly4IO8oGytfP3H8+L333nvP8eOOA+Y3ebVerwfSOUl68aK840oQBM8+++zZs2fffvt38ru8xRNPPP7666/LCsiJJ5pcB92HEr9laSZRo6y/67qdzoJhUHkpWRl5x36vJ9tydWnpxo1lObyHDx+WF5E4VeI5WbELFy5KGNdqhbKBstuPHTsmbx3LBkaRaiDA0DzL/uut//rxj3/87rvvypq89NJLb7zx/WeffUbeaDIYcbbhn2EoN8c8o0nNEP9KSbllYDeXFNvzG01p820GdnBLUCVIy+XL+c+++OLcUvKXDF+hpAmw+2oBuya4YvRyTCdAaCyrNFgNojRZYbesBC9AEquIUBJnSZxH/VwufEkPJZGIuiJaRUnCky4uIDdClJkoCrmICpB8qBAvsVyD5M46YrgYtkJLSgjCJZKkJrY90moF7QW73fHd0DRCFoZ+sICC0PED6vjMdR3Tj20Pm3L/JRVkTRgwPhwSWBW9HGZC8f3q2CPOsKgD9abkQq4biDmwQ9v77CYX3O1nebz/m0dzQ2Cn2UgYVe52joFsHGs9K4pdidXkpuvig67le1bLMxblHmbSlkFtiwY2lpul4eAFKg8c2EbIJxCf6agECFoTBQ9NhXhDYLe+Y7WVfb8CO7SX2O4OATtRFuXy8vL777//0UcfXbt+XS4dKysr164tpWkqgdGxo8dOnT4le+Lq1atfnj9/8+YNOUlOnjj59NNPS0zz1Le+Jd987uxZ+Vc5ne6///5Tp069/fbbEvfI7xJFnXn0zPe+971XvvfKNx77hm07n37yyTt/eOfPf/rzuXPnJFSSx07XcSW0euaZZ15++eX77r9P1vHKlSuffvrplctXVlZXPv30s16ve9999/3bv/3bys2Vv7z77vkvv7Rs+/HHH3/ttVcngB1WIDVJkmvXrr373rsSoh2/5/iT33yy1WpdvXL1bx/87e9///v168umYdy4ceP68vU8y9vt9smTJyWAq1h19erSl19+KXGk53myIbJKsoEPPfjQ5StXLpw/L7tI3kG2IgzCt95669///d//8Ic/GKb5zNNPv/LKKy+9/PIjDz8su2vCmzzL8M8wlHNgtzvl9gC7W7ph7gCwU5tAxlav5m/KR/Fa+vsEfTmowt0I7MZ3+ppPAdet0QFAROEqY5A0pTJcTTB1lViUBHibcjvLyjSqkh6Xy1/Wp3GcJlHe7+e9tTWJ6tIEwuayGOdZVWRI2fMgdxU2Csbrm+t0MEzqWCIKrHLUAr0Hy0G2g20HGa6wHeJ4yG+RTqfT6hhB6Dq+aQTYBcFz+SfFrGQJuVoRIwMBcSwvXAlex8iBZphW3kSsiUTiaickjeN7i8AObXDgH/v01C4f/+ttncDjE0mMfN/qhEF7Buy2d4UpoBAPjgZ4+Osg3wFiB7jSkYFXDGEoX7mEX0rFBHlwBMC2gVwILSKhYdgm9S1Dhc2RRcfyJbazDaCWoMShEFQn3+xhkHC1VPqCnEiGjptDdfQFae5fB2lO3x82fsZneviHTjhNjLzHwA416Zy7XuQgVVWlJMV2lBU7A7BTKFoCrEsXL/38F794+/9n773f47au/H/cgjqVpEg1qvfeqy1XyTWxYzu2kyfZTTb73eeTfZ7v57/Z3767Gye7cRw7lrtlq/dGdVKURIoSJRaJYpveAXzPvQCGM+RQ4rBTniOaJkEMcAFc4L5w7jnvc/oUEA9Qjt/nT6VSXQBxnZ3xRLyysqq8vByoRdf1QCAA68BHlixe/Oqrr77x5puwDlDUjfobsHDt2rU7n3kGGHHfvu+BfoLB0KqVKwHrduzYOW/uXDiW4yeOX79eD1uAHcMGYe+wQeiZs2bN2rhhA7BdWVkZ0NXJkyevXr0aDAaTqWR5WTnA2WuvvQbsWFNzofnuXUVRVjGwe7m6enYe2CGgggx86s7dO/v27QMQXL58OZy36dOnw+B1+NDhM2fOwO4APRVVgec2NKPzUSec9qqqqvKKckDMdCbdzQ3O3/Lly95+++3ndj3X2Nh49dpVaBWc2Z3P7Fy4YCEc7969e2tqauAe2bJlC5Drtq3bAJiYZt6UAjuCSXYi2ybjEtiNxV4mH9ixVqWMYEf69N27dx7EToT1BnjeYYxsTdApBXZ9EXdO9Ayv2WVnRtlEZznLTJGPh4zJuNMSJxOpdFRPReCNMB4LqYFAMtCdDvWYbBYiSpLxDDBcMgnfk5mEyQQ70wJ8ccFebGvy2zs2eJEwS5FBsHaICSIKUlVR8Zhuj+j2Upcfeb2y6jM1N9Xc2AXL3W5FM1icscQEJeBlkYgC5p5EwdqBmUZO1LtV7oE5MUysm9SOg+c4iQU7HWwIIYZjMWmIxpPtCh1jXmXVKTcVWwjsHE+VHQFpWA4se31sSZQwuRpYLJoSk/zFCkWayIJlfaKoyNij4AoFhjtSKREmSiJiP/fJ+SUiU/jCsqUtzO8UQENRKHAV85qRba51kIMdzPBOYMFtOenP2YfSWIFdUZds6OtOCNjBTgHI7t27//nnnx89eiQWi23btm3Txk1ujxsWnj9//sqVy8Dwq1at3LRp8/z582GFutramgsX4L3ylVde/ad/+i2w0dlzZy9euBiJRLZu3frzt95qbr57+PDhs2fP9vb2btm85eXdL69cuRJadOvmzR9+/AFWm1M9B5YATsHWbjXcamhohDXL/P4PPvhgydKl9+41f//d96dOnwIcWbxoMZDTlq1bli1bduPGjZMnTgKiAREOBnaZdLqnp+fGzRufffYZNAyI8J133p0zp7qhoeGrL786fvw4sOnu3buXr1gOTNbU1HTs2PFbt27CO/Pq1as3rN8wd+5coLpLly7V1dV5fb4P3n//nXfeuV5/HXjo5s2bMCDs2bNn44aNjbcbv//++ytXrlhTsQB2q1etdns8okixNXwIJbAbpj2FYCcMfiHtXU8Q2KXNcK958W7zndbw0UCqPpNJY8oVcYWxqmozYrDrvwH7XkNW4XjT1uRwRJI45SBnhopnSCVJKpkGUGOzqMlUPGxGw9FYMJkIpaORaDQk9XQne7sz4V4hkRT0pJBJ8+Kr1kBgfTftEY55RyyvhZVWQAxRIqKERFlgbMaqOFBRIbKbeD0et1/3+l0+v+L2U5/XJ3t1zSUpGpWUDCUwIqcElIEGZojB3YlceoLFBWd0GLodsHMeLIRrrCBdoPY54c3CfW8QJbAb0jH1ZR7kH8iwz0dOq4rbSK7SnLUlQciK7yAnE8KKbsO2Cw0T3tcpwizWUjFdIoEe55JFL0sIZKpywHMehTCXjCJWiFghSMWCC3orq9zK9OSgI1G+K8vLi3gSa6GZdWT2B7snnYnRyzodP7Aryobu3puAqVgH7O7ebf70009PnjgBe3/33XdhXxUVFYAy33333b59++BVFvDlF2+/DUAA6Hnm7NmPP/44EOh9/vnn/+3f/q2rs+v0mdPnzp0LhUI7tu/44MMPOzo6Tp8+BVAYCAR27dr16quvTa+qYj4zsCNHKirKX37p5VdeeWX6jOnBQLC2tvbEyRPnzp7r6u7+4//5P4CG7e3tX3/zNWwQOiQc+Ouvv75hwwZZkc+fO3/o0KE7TXdcLtfKVavsqVhZtmYnbLDLpLu7umGbf//73x89erR+w4b3339/TnX1rVu3vvjii9OnT8Pr8b/8y79s37HD43Zfu3bt47/97cSJ4x6Pd9euZ998483NWzYHegP79+//5ptvADrhVPzmN78BsDtx/ERtXS2cK2jMzp3PtLe3HTl8BOBPlESguueee27+/AVsZhlelaiIpw7YlaZif7pgJ7AMgngEN96/f685+ENX7HIylRAo01uacLAbxO3EZyDzNYQRk8wiLJ8XU3gBZRNJvMYR82npPK8+4U4k0qkY88mx2dUeKRiIBHqTwWAmHIrEekksmkxF03qcZeDraRSPJ5MJI5UiBq/Y5WQ8WHtMW09fO02PJ/wBChOFTbOKXpbu4PEL3nJcXq6o7rTLJbl8iupjGQ+qK8G05RRFlmS4IaGLs/A+FtRnJ62ahs5l66wwJsImiNkXLyiLMswRaFcAEASnuluezosjIm37dQZEno0l2A0zxi5XjK1YK0qVt9iNjKPHznKyCrm1kSy3LPygp3Xe37HFW6xmF6bE1IjpwZjK2COKTHxEpj5Jkr14liq7FdEvkTKReX3hrxLFEkESgc9hCVnkbWXy2OmnlpKEvdccFRIjv5G4kHvqSYml2VNhO7ULBdcVPkP9CHIqgV1BTRsr8H/8wS6RSNy9e/fzz/devnSpsrLyt//0223btlGR1l+vP3jw4PHjx+E0AG/t3r17w8YNCKO62rr/+s//am1thdX+9V//taen58yZM+fOnw+HGdh9+KsPgahgyYULF0LBEIDdnldekWUZOO+HH34A5JozZ87LL7303PPPuzQtGAx2dnZeunQJiK3+xg0AO1i/u7v7wMED0KTZs2YDO+58dueCBQugsefP1xw6eKjp9m2AMwA7aM/s2bP6e+wy6Z7unrrrdZ99+hlsef369QBnM2bOAEj9Yd8PQHIzZsz447//+9JlS6Gv116r/fKrry5evFheXr5927YXXnxhzdo16WT6wIEDe/fuheN64403fvWrXzFP4alTgHHwAv0aA7udDx8+OHbsWH19PVwsaCFQ76yZs8LhsAKvRopsx6CXwG5Y9nSC3aANcBTFJgbsUDyKbrc/aLsX/KEjeikWixg4BS8nTLdtjKdiCx6vmd9xLQEk5DxAkaWzgvLi/e20Vv4jJzl4AvAyrLwkVyKZjIWlaCQRC6XiwUwkEo9340hYDwfNEKvHaqTDgp6CF+q+gDXuK2PVk4S+8Y3Nh7JpVdFkksSUwRx7h5MFWREVriGnaYpclnF5JI+Peiuw3+dV3SlVE2WXKLkQk3VVonCvWZqZDOIslX9LrZON41xtDnjaATtreEMC4d0jzantaQO7kdjTAXZcTLXAxbLMSs1mJeoEQDN4e1EYsSE3FVgChELLoFdJbHaV5a560AxFcinUJ6IyIhCEVK6kQxAPKuXOuWz9kpx9Iodw8khrVMGu8F9zd9f/9D/1YPftN99GY9FFCxe99PLLe17Z4/V6xgLs4rH4nbt3vvryK6CuGTNn/u53v1u9ZhW8T96ov3H06FHAKXgdBkLa9eyuVatXASXA8v/+7/9uaWndsmXz73/3+97eXqC6CzU1oVBo+47tv/zlL4Gozp09B8AUCAZ27nzm5ZdfhhYBIP7ww49tra0zZ83ctGnTqlWrYPdReLYaRltb29WrV++3tPz617/euHHjo46O4yeOAx0uXbp0546da9etnT5jOhwVoCEDu6YmeAFe1Zc8IXEZY6vGD7anYm/c+Mc//vGo89G6deveeeedqqoqWAK4dvPmrblz5/77H/9YPaca9ltXd/3777+vr79eVVm1ZcsWaPySpUuNjH74yGHA3K6urtdfe+2DDz4AKDx95vT1uuuZTOa1117bwcDuIQe76/BS9NxzuwD1ZsyYGQoF3W7PJAW7VOoSgN2XX549e3b+ggXbtm2FNq9cubIEdmMDdkPeUN9r7Vgfal/bnCxR9vxMJ4U2uN+awz+0h2vCkUCaBJlAJcZPbNFQArmKtew2nUkolg3Ak1XZ05lpexDrP1aeCBlUyBDoLUaSZtKZVNKMx/U4i5MTWMZDGJAuFYnGwgEguVg8kk7GzFQqrccwrMm+Uuy7kWGRaU4aKWw0w5PxWKycyat3sXJhlAkFyxKSNJ764BIUL3K5VZfHcHs0j091eyV415RcGVmhskpkFcuSTCWdF6dg3jdeOiKFbB0KyyUjOOUeDDP7s8BjA4VsKq016SawQhSor0a65b/hc8JWo+0Qe0fQzxiN8hDFdalx3NeUs+zjxfpJd6LkkBUvx7oCELrOLjS1aAyJGEkwiijIK1KJYk3EbokprvqYvBzxiJhplMjEy/IeEC/5gIkseCiRKJIJL97VpwxsRQ04eUR9YMe/m06Ag91YlNdmoW9p4RexkZ0SuwmF1hiYpi30e9VEqB9tDtaYJ7xADtuGHl5ogZ0VY3fv3r1Dhw59A2AXiSxatOjl3WzuknnsHJa20XWQ010E2OksjfTOnTtff/11XV0dUBeA3cpVKwHs6q/XA9jV1FyQJWn9hvXPPPMsoAAm6Hrt9T999KfWVgC7LQB2AFKAXBcuXAiHw1u3bX3vvV92d3edO8dSX7t7up8BsNu9G47ryJEjP/74I1BgZWUlEBsAViqZisXj8OabSqUCgUAqnX71lVfmzJ0LjTl27GhvT++KlSu2b9sONFlZVQlHBds8fOiwBXar16x56aUXLbDTWYFsgxDKKoClmccOUIyB3aNHPMaOgR0cy4GDBxoaGubNmw9gN6t6Fhw4gN2+fQB29TNmzNi8afPWbdsWL14Mr/xw1Hu/2NvV2fWaA3Znzpy5Xn8dhg8Gdjt2POBgd/16nQV2cIywhd5Ar9frVVV1osDOSYbrvyUuUJy6dJELFJ9lHrtt27Y980wJ7MYI7IrayniOv/YOrYKMVjBaRhe64XZtjvzYEjzbG+pK4k4m3ojGCewGOvDsyDg7bNxAtjQ+Fvq8DMjUZXjHMuIkE0OJRCoVpPFoMhbT4S0xBj/0okg4EQlmosFMLJaMR4R4LJVK6EbaKoOJDSex1GQ1vJhSJddqtdSCU1TEcAKohAhLEzQtVlM1zOoiuk1Fw6pPcJUjj9eleZJujwrvcqqLzbFSKcOnghHK8pZpZgw9bVgFXzlvZUdWy+v2hAHGcV0gK+/VQTd7zDZzwM7sA7vxVdUv2ZMsV5QEbryUYStTY1sg2hSwQYkhMzhjCsAiJRrBbpGILjRNlV1sppWUsVIBUplIFZG4KfaJVOQUyJwZFvFgU2RFXc1+bGYIeVohOc4wJ140d+3BbAITywZvkjkxRXuGcYwM7HQWJIJwS0sL4MW+fT/EotEFCxe88MILL730ksfrMfOFJweTphse2NXW1c6cMfN3v/8dsBTQyfXr148cAbCrUWR5PU9ZXbVqJWyj9lrtRx991NbeZoFdd09PTRbstgLYvdfV1WVpmvT09u569lkAu3Q6dfjw4QMHDsLhzJo1a/ny5XPmzgFOiifiLFbbYMGFsOVnnnnG5/cBhB0+cri7qxvIY/v27avXrLbADqAEwO7u3bsej2ft2rUvvvQiYCgMQwxNTPY+jzjY9fYEbtTX22C3du077zKwA2Y9eOBgQyMDuz/+8Y/V1bPh8Q4Lv//+u+vX62fOZE5EaPySJUsy6TRAGwM75rF7vR/YvcrB7qEDdrIs79rFPXbTJwXYFV6ZV564euXKt999e6Hmwtx5czdv3gxsB1ehBHY/NbAz+cSfYeMT058PhELB5uiP93rPdPc8jKMHbMhAZMzALlcjw8np5HUFkeUow1ahB/aDNVPJVNN1DL2CT62mk4lkLGpGIpFYIB0LZKKRWCLASj7Eono8LqSSQiYmJOJCIiokYwJwK/CcnmE5sNb8EsqKmVtCDqw8ORe6xyyCSVQzmkt0ueGLaC5NtnxyXsXDfXKipjNPnBvJXhNIjogxUcYiq5DJfXI4bcGcwSdarQRGnYvi8f0V0OIacPr6naqszoVuo5tQCOysSaoS2E205Z70vitp8jvOsN+4oUewvyLo4iIv26USpkWiylhjRZ5ouSQqInUBvQG6qUIFgJ0ieij2ICa06CaIYqRgU2MMxzJYUbYTMPVggb8HmfmNgs5jzcCiyQh2wpPijwdvkoDGsXrEiA7QFDjYsWcEoMO5s+dOnDiRSCSq51Rv3bIVEEdza2b+7Pcog11t7YwZMwDsgKUcsDty/nwf2K1etQqeYNeuXvvozx+1t7Vv2brld//8OwZ2NTUXOdgB6r3//vuPOh+xqdhLl8Kh0LO7dgGS6nrm+PETRw4fhgcywBMg1IqVK+ABnkwmAcVCoVBXZ1c4Etm5cwewUW1t3cGDB4GrVq5YwcFuTdV0BnZAV0cOHwGw8/q869aue/6FF6bPmM5CvU2rh7J/MAoEA0EL7Do6OthUrAV2tXUHDh5obGycN2/eH//471mw++67bwHsZs2auWnjpq3bAOyWAtgBUn/xxRdd3XlgV3e9zgK7ndZU7NGjgHqapj37zLPQyBkzZ8BRTOxU7GPADlp+4+YNuJpwboFi165Zs379enhhYFmxJbCzd/wTATsh44Ad5mW0UrFY9H7sYHPP6c6u1hhqhDGHzT4+KXBqsEfMoI8elC0DZY0zVjy4U63Z4h5DxIJECEW6xmapdJJJo1QynYm6Eol0LGSGe9LBYKinK9HbGwh2JyIBgLx4KkISMXiSwEOGJw9mrG5r8jpa9niaHcIMbPAyYSa80mAsmBIryYoVgbpYsQevX/CXCWXlxF8mw2u0q0zweF0ej6a5RXiHkyTE5r7g3BADzl3aSDGCs5VTdDtcTmdjNwuAsGpXEFbGYuiXJ78P9huls6OyBXyDAFwJ7MbR+oIHstObzvynnX9kiDwpmyVAAHlLaReLlsNuCfsk6FN0tixpsuhWRJ+iaKpcwcCOaEyyRBQl5GH8B/dpdvqWz6vaJR+y6dB8Pp87NgZOwg/Whey7wg7TfBIhjSHXDZnp+rVxQkKih3mIXPHEetD19vbcunWr/np9OpOuqKhYvHjx8uXL4S3RHMLRDQPsbjc1fWOB3cwZv//97y2wA+4BkDpfc16WlQ0W2K1mYHf16rU//+mjtrY24LN//t0/99hgd9Hy2L373nuw5Ny5szU1F3p7erZt375nz25VVa9evXry5En41IIFC3bteg5gyO/3J5OJ7u7u5ubmpqYm+OH551+onDYN9vvjjz8CL2bBbvr0KmjsuXPnWEmxhkZJkuBsPP/887OrqwHsAA3ZVCxm/+C4o9EowN/ezz8H/AKwe/e9d22wO8CmYufPn//Hf3fArrb2WwZ212fNmuV47JbaU7F793Z2db3++uu/+vBDK8YOWsWmYu3kiYewDnxckpncCSyZM2dOLBpTNSYrSqwn+aQCu0ymtaW1tq72zp270J0WMJtfVTWdF/DtK8hmCe/n7aUEdsUfQZEtGFdjb/AGrxiK7KubhpuwJXHobvepBx33YkIDCwoeGdjxaQUnn7TP7BAyq/wqjyXKKpjw8vRgSeZySyZTySiKxxPRcCocSrICrD04EjbjYSEVZYF00bARjeqpmJFJGDzGDvoMd44Z1rhHsgNcNoIH8YA1llioUiYArBHNhd1ul+IzVZes+YhajgHkVE9GVbGiIZWV9pJljy7KMA7DLaTz8D6rlKph4IzAcoozHOZY7qqVBWOxpGAhneVvY3Uvh92tSmA3GS2bzJvN2uM6wY50tMC6GhHYF1MkEVi0HFOMY1W5qBuVqZKmSH6F+lnWKpohUpXpBmOPSCUR+zDzyclYkFnJB9NllxIWBr2kdlEVroddyPs26cFucOv3hJm6YCc4/hJoMjxse3t6weAdEHjO5/OVlZVTQox+BztaYHf79hdffnHt6jVAnD/84Q9r1q2B3gicd+jgofM1NYoib9y4cdeuXatXr2Zgd+Xan/70J0C0bVu3/u73v+vu6r7ALRgKbtvGkidCodCZM2eOHj0CbLpmzZo33/zZypUrYrH4lcuXf9z/YzweXzB/wfoN6+fNm59IxOvr6xsaGsOh0LTKae//8v3q6uprtde+/fY7oMN1a9du37F9DQO76dDUSxcvAZzx0L0ev8+3dt3aqsoqGCQSiQSbrEEYTlTFtIrKyioYIr744osHD9rXrl0L7QGwA3rb/+N+QLR58+b9v//3/85mMXYmHOA333wDfAZHvXnzZtjX0qXLAOyOHDny2T8+6+zs+vnPf/7rX/0KPnXy1Mlr166lkqk3f/YzANyuzs5Dhw+fOnWqs/MRHPIrr7wCBAlv9JqmTaDcyWNWZqV+oxFA50AgYHUnr9dn1cnIFu0oeeyycV4jGxknO9hZ0RxmtqnQ49sSJ+92nWt7eDuMrvDpnMfH2A06ecKzPu1HGLbVEbFd4d4UnHcI9jPOMHVyPY0zKSGdziQSQiKeTERMJiwXiceDGJ4X4VA8GIpHwrFojxCNpHmuA9KBp9JmJsPqPQiGFTbXl4nA9ku5SjArEmYCk1FJoPy7KAtURJIP86lV6vVSuA00n+lyK4qXqj4MvCcpGcJLixEunAJDq1WG1cp2MHmtJiurQ3AcgTm16HWez4CRlcxosCAqVh5gZPkk/U5wznehBHZjbAMVOhxNEMv5zFIf4DfKX1gok5RjyTYq9BsRqaKgMR0e5JFEWRI1SXLBD240TVNciuiTqIer3biZ/w5gDotMDJFV8bJeBQh/J6B9SRdPaiUaVGSuYBeyX3uGqEw3GcCunxXM1J20ln1iwgMkw03g2WDQQZgKwcCShyMHO54Ve+/evR9++OHGjRvAQB/+6sPlK5ZDrwOgAXa5evUqq826es2WrVuAe6Ab1tff+Psnf+/o6ADaA2zq6ekGIoR/4XB4/fr1P/vZz9Op1MWLF/cf2H/y5MlZM2e9vHs3QOGsmTMfdjwE3gLas4q0zpzFStA2Nd3u6uyywubeeuutquks0eHQoUOBYGD1qtUbNm5ctmwpMB8cFQOsEyfPnj3b1NQEZ6Z6TjU8meFBnkom4Vc4OOCqOXPnrlixAja+f/+P0MJly5a98cYb06ZVNjQ0AGgCvwI4/uFf/jBj5gw48Bs3bh46yALvKisrgcw2bdq0cOFCJtR3+sy33wFZdr/88svQJNgdYOvNGzdTqdQLL764bds2wFA4NGC72mvXeHGLPUB7c6qrNZeGLe1+YZKBHQ/fzGTScHS82iTluSY8JP3xYDeMAxmZTQDY9cXt2z88xWAnOMHUttqBwCTfzI5kTXPXhZYHtwLojGHowhMe5aaj0zJg247x/kVsjONnRNe5Uy5jMC2SZMaMqokEJ7mIEI2mQgEM32MBIRZiuQ7pCGHqwYl0PJ6Cr3SE1YfgobRO4qe9XavjCpZngiXKUoJVQZKIqGJJYyUf3F6suUXVjRUP/EpImcGSWF2Ye+w0UctIEiWyQBSefkV07lnkwq1CNtOC4RuHOnZ7IJOrA/eVU3JSGnDaAjvMFRaQQQQb7Mb3GpfAbtQs/0xytUHTzPId5uEErAArAzisUqxRIkq4nM2xYr+C/CKVJFzBwI66WeQclVShQuKlvQjSWO/NTu7wLtQXhpkrQfJEYRF7rWJEZ2wX81Alh0tgN3JznHbZqRJnQsEscKQjBztYEx6hwEA1NTWAd36//8WXXpwzdw68Z9+/f7+uru5O0x3ggAULFixbvqy6eg48/O7fu3/40OHe3t6lS5e+8MILgWCw6fbtpjtNAIiLFi3auXMnvIk0NjQeOXr0xx9/AChdv37dCy+8uGH9elEST58+ffny5ebmZqBA2CwcIbCdy+1atHDRxk0bgQtVVYU9wjqRaGThwkVLFi8GgPP6vHBUba1tddfrrly+AmgYDIU8HnjVVtgWgFZ47oUFdqtXr543b96VK5ehhYBxW7du9Xl9be1tV65cgS0Aw732+mtl5eWmbsABXrp0qaW1BQBx8eLFcDjAmoauw1GfO3c+FApt2LABDqetrbWxsbGlpQWaCvS5atUq+OHatVogxePHjldUVMAunn/++bXr1rldrr5zPJnArk81KKdHOa8QTx3Y8Qkyw/bfYPyYp5JpC2vkTRoW3qBpZ7Phx/sxR+Oqj631gZ31K3POdWUut3Rfut9+q9s8xiIbrEB9hPr6i3Me+FPJCpLLzkllD51PQbLvmPu8RP6CyuZJmRxJykgmkvF4MhZNxCKJZICEgqFwMBUO6qFgOsB8cmYiIqTirGAXSrNK9rph8oR3JGSInTVmqYEgJoNCMOJJFlxYDguYFX4AdJMlt+lyqZqXaj4Cz4iyCtHn93r8ouYlKjwvPClJESXmxssQQgQaZ7PAQiqDUkxdTsjwgyW2JKyBHel/K0YBW4MuzhnqcoKrLFESZIOdSSw5iXEHO2Pk23h6rf+El5CjJJD9we7iTs/m9YUt5UDrkrJZVib8S9g0q0x9LGOVunjVB1mmFbIkq7RMIWUidDT4zlSCZSTIPHbVyzxzhsSiO/OaIjh5RDkVPBxf3JAeE2MKdsIEzN08nuymKtj1xcAUFr2zbKRgJ9izsaFwqOV+S09PD3DVkiVLfGU+eF729vS2P2jv7uqGx3R5eUVVVVVZmR8GykAg0HCrIRqNVlZVLl2yNBaLdXZ2dnd3A19NmzZt/oL5kiTDkqtXrhw5egRWnjF9xsZNmzZv3jRz5kz49ebNm1evXoXvXV1diqzMnj176bKlK1euBCgEwsukMh2POtrb2lOpFDATcBhQl6zIcFRAWg8ePrx/7x4AWW8gAI90FqvDppaMTAbetBE8t6GR8+bPhx0BqiYScfjsnDlzYC/Ake3t7cFgEHaxfPkKRZFh5A/09ra2tsJRK6oCO4LPwvqABA8ePADGhWEI2jZ/wQJeHrcTPgsHOHvW7JmzZsJJaG1tu3Tx4vHjx+F6AfVuhsPbtMntdqGs63wswa7wdR+kmzx+5ay2M8rpfpZNSbBj9VsymXAoBB1IUVWAfa4MWWhryC72Al0Z7gF4CCvwWBbFrM+Vb459JVOpeDwOl5/Vz9Y0lrXZVyN04BEU19r+YbNj/348cLo9lLn5oPdGS8fNFuO7eCImCCmCDZaqynV67elIA5hF59OcmKsCYzhZ8N5mWh3exKLuZrFyaZxJCqmUnowryWQyExXSUa5CEiLBAJBcOhLOxKLxRAglwOKZRFxPAO1FWGidrvMANf7U5kq70BW4VogFK8gu9oAkQZYFSRNETVAUQfMJiopVl+nyELdbdfl1j9elerDsFlg4nUvUXJoiiyxGggGgwNmcawKzbWYssWAeKmc4CadOXFO/wBeh4Ax1YYeKFTs/9LGzZGNsdlJ09qZFjowOfwe0K5pY72/wTsLf9+CvBAtENP3sRUVQqaCySDjK1EZE6pEJ05lzC9WK4hKpSolCCTw+FEpF5qIjbvaCw2Lt+rDI7sd2ZNwTOonzyHI6WD90Q4VKuA7ZzMc7xPKt2IC2guNWsc/zx7dwiE0yhnaU4/PUzUZn4myYZjFHVxzYccvomWAwlEomYXTzejyiJPI4v2Q8FofxEQ5bEiVFUSRZZtlgGXg4R6zqZ26PG6Aqk07DavBghHVcLhd0ZxgHge3u3LkDPwBXTZ8+HSAJeBEaFgwEgbGAqACVKKHwp1mzZgFXaW4NdqrreiKWgKEW1oRhFJALvrNXa4HV3Ybl4VA4ws2wQ1cFOwtVYIWzAUz9fr/H400mEzoM1nC/KSqhLP0WhpFMmuk/e30+wtMsoM1ApdB02D4b1lm9HwkOFhbCAcLuVE2FTcGR8uzdFNyecHSyLMPIFo3G4Cju3WtOpdIej2fWrJnV1XNkWRp+9ygG7EbXcjvGlAc76EChcPjOnSboXmVlZbNmzS4vK2P+o5yCuM6uBJ6SHW5puQ8XWFO1snJYtwz6QSbDPMDQb1jPM4Xe3kBbW2soGIKuU11dDZ2AVdkuGP1SZJMLvrSN6VNmwJOOCWpFzMZH4YbWR7ea019HwiFBSBJiMsERU7SiiZCtt6GzdmHKqxuxGl4m32AGTnrawCkVboZEVI9F0pFIPNyLIpFoMqwnQkYknIRfQyH4k5mMm8mEoccFrmNie0z1FC9azOLS2DYtfhMALpkrDm5xgwfPCUxkTqKqV3C5FOaT8xKPR/NOo26v5vYSlxupmqJ60ooqSapJ1Awr3kx0HhOlG2bGsIPcDb7jDD803UoQZuU4BaEf2A24WgWdIiWwmxKWB3a2k553NH4P6oJ9M3LHvMFld5jwr0iJJKMyADiZFe9iAXOKVC7LMBj6ZeqViKwJs0UkYf7FdEwEkceXKkiwUh1JbiNy3vl5lsXTCHZFTTMNu4VDaVJRw+dYs90QEfMxRzcMsIOHNoxx8OpCeACW5Sxkr9+GHZhsPf2wI1ug67olk5GN0+JRxAytCCK8EgSLEYyztAaDafZQ9o4jMoUshm5JZikr3kt0jHJ6M0y7+rXJgwutybQs4PLUOa4xYNgyo4ITqM2f0kwfiAeQETatwgctS4hVt2Jl2NiEsiDIYl95QR9b+4EdjHWbsx1ZNRvgX/Zdjs0EETurHFoBXAiwCM2C3UkMQiVLIX+YVgI7qzH9wa6oiDckQM96+PDhyZMnHzx4ABC2auWqufPmulxuq6fm3b2A8PF4a0vr2bNngOXLyyvmz5s3Z84cYPzu7m7C3NTMYMV7zfcuXLjQ0tICbyfbt2+fVjkN6B5nZSzMnOf1aICdMJbxhQXBLi609ETutXXdaop/FgwGTBylYgYTEZmqfX8JTsAcwy/R5CUfMglGxrG4EY2kIuF4KkTj8UQsrEdDmUgkFguzzNZ0nKWvJuLpZNSMJ8x0ytQzLN7O1JEz/WXwjAtkPWWsUkGICmyEVATZJWgqkt2mqlJFQ4pGAN18ZcTl0hQPVT3WD4KswjsnjMDs5qcyEzRBRBdwxir7Y3A1PN1SJLGjEGywY6MiRjmuuOwwXPD8DzE+PW/VUrzb+FjWHeL8nhtykI0lsEvVCQbhwwELpmR6IozJYFigLGkbUcn0yvA4F92i6JIovK1PE6msim5F8sA4RrDK5lipRolK2Mo+5gdm87PYyoLmuyLsVcGefBP6AjH5j0JubazBe0jOQ6DgJFD2c5ML7Abb+CQHu2G0cLSOZYhHNwywy901Qlb2dK7GolU52M4IGqyp2fk8Ky4lZ0DOudsc/Z1se/r26zS+f7NzA1oG7DQbIma3ra8NVsaa/S+vIkN2ILYEtExLwrovh73v+g6Mp8+XmTJytEJG2ilKYGc1Jg/sHjM8DgQ+Dh6JeKKlpXX//v2tra3z5s3bsH79osWL/P4yG+zsS25YXTwSjTTcbPjyyy/D4fDMWbNWrly5cMECgP2GxgZJkpcsWbxs2XL4QF1t3b59+27evLlkyZJ33nlndvVsTdMw03x3vOu8LpSTCVqEmeag9+oYnV+zENilhEfBePuD7sZbkb8Ggj0GDlE5Be9jguHiqX/ENJiWcSbDX+mskg+xZCxoxmLxUEDv7c0EemPRbhSLpRJRMxE1kolUJoX1jG5kTCPNXHomE3vjHrPsVJjtk2MSXEQEcmSxTBiQTiSUFe+iisd0+5HPSz0VgseruD1Yc2OXS3V5sKrKooaB/OCNURBTbFtOd4Ef+OxqBl4P+Wmk1nk2eLcykfVmZnCRO3OAkMQElD0t2QjNfu7n5R7C7Z3hf+yXAIH50x46ncI/CO/iMryWi8SDMU9lxbJIZDea6dLcMstd9cKLgiRUUSLKVJOIyh4jJuHeBsqmWXlsp+CEnToqO/3vaMulIAhOFbgnC4wwG9PssfGfii32mfb4Bo4F2BXVwpGTbrFHNzywE/IZy47wM+3lAz+aG10qOFyVi4PWosFGLmHgK9bgJzAX7Jza2f0ZMW9lZLtCcqPhs6pD/TZuOGgo5MjNZFfI0kWOQmT2dNkplX0nbfiSVZMV7CZS7gSz8El7aU7R59zc8NyF1vJ0Kt3Z2VlzvuZRZ2dVVRWg2Jw5c9xud/Y1Qjf0VCoF/UiUxFg8dqP+xt/+9kkwGKieXb1q1arZs2cD5NVcqHG73Kzy2rPPUkouXrj4+eefX6u9tnrV6t/89jewQVVRrc7NvMOUOH0L46J6gHN3TahTh3XaDOqOJB89Ct6pD/5vb0+3jkOYJgWBZJJyKpVOJcxEQo/HErFoOpFIJENGIpSJx5PxgBGNxsMhPRQSohEhFhRSCSGdFIwU1yKxCiKYlsNfsOad7MAmZKVaYCohUUKSTF1uoqqKpAqSilVNdvnhu6p6BNWLvF63u8zUXCqwtMwyXiUq6yKlWDRMzBQsMyjOX7EEa6YAscgSnQvc6XzIF5Fdv4ufbe6FR1YkvPV2YOTeY6V50yljua/UyHocW92N94NsPJv1EEWMxggPIaAsBg67rcIPIst4UCTRzzRK4FeiANh5yAymfUM9BKkYwatDOeYeZKu6A4+9404300qmEfN0EB4Hdn3yIj9BsBtdGwuwK8qKvToTMhVrf5BjExqG48HhPDRg9mzkw1Z/j52ZrdAyyAlxeLFfUJXFhAMTHwtia9bsWWDnjGadWFlgzT0+Jk087HuxBHZWY7JgB0eeZNFYBg+BFHn1d2QYlnALex3nTMWi+FmRAp3jGr+WMKwHenuTyaSiKB6vh+VPUNGajwMuCYaCwWAIRn2vxwsfbGpq+uqrr6PRyMwZM+fPn+9yudra2k6ePOnz+/fs2fPWWz93e9yXL17eu3dvXV3dylUr33///YryCsMw0iwOD3s8Hq/XI0myFaPAyjYM3cwJpzrBAjsdRZLpcG+k7VbP3gcP2+OpaFpPphKZWECMhMLBnlSgJx4MRAJdQigSTgTSiXCG6Y8khUwaroXJC2jBaWdhFjwK3faA8/8ZJo/MMygfgAkbITERkCyIEp9p9SGfT6icIZSXeT1lsuaV3B7NVUZVTREVTGRTFHlCCw9zt2q6GgblHjiDC8uZPMHCtOtMmAZs3hp1nRBIPgw7sig69BZeXxMXTnyZwimlU6TA0kisTw+kb5Syg2fs6BnLLcaWGuy6E1MmAF4mpZlpVhlWWdQUxaXRKhbATctdYjlLfZDKKPwVS7zSF6GmxiUbsBNeYU35OPP1tmyi3SZHgDrPNYjMfs9OO05Oz3+eosemsj5lYPf4gbZYm1pgVxTVCWMAduaQV55AG8b1yl1/7I5sRCQ0cWAn5NDzZAE7eEzHYtGGhoburm6ArQULFlRVVcHTtqu7u621taOjI6Prs2bNnDt3bnl5OYzwvT29t27eArbz+nx+nw/oLRFPAHNVVlb6/T5VUSORSFt7e2Njw61btzo7OyVRmjZtmqqq3T3dly5d1jQVdgFsB1u4cePGuXPnNJf27LPPvvXW28uXL797986333574cKF6dOn79ixA85KIBgAPITrAw1YsXLF/PkLoBmiKBbdtSae7RjYmSiWNqLd4daL9/9SV1fb9qClBzgupKdCKBbPxMJmLGzEIplISGCVu2KmkYBx1EAZwciKNLD/Y1tDwUY4lrVORC4OLFGqIVmWVI1qLsnlUhWvoGiy6jU1r+B2S16/6XKrsguLqiDJVNQM+IhAdJOkedyd5V2z5BiBz6luidTYp47Hz9oSyCbhsb/9wI6DHgc7QkzuPCyB3eS3AXM6Ntg5Cf32QsdXa/Jy4YTwlG2CWW06ibD5U5GoqjnTKsPKtIJFQDp4mIgyLlOwjxIJYS8LsOMKw8zvbio8n8bZrZntSDmTN9k29de94U0UUL5icAnsRtmmFtgJE+2xmxJgJwwxInlw+Y9RvNy5s8AjwqAS2FktscEuk+np7Tmwn5WBA1bbsZ1VIFE1DbgMqKuuri6ZTG7YyOrcLVq8GIb6pqamH3/4MZFMzAebN7/5XnNPT+/MGTOWLls2d+4cTdMaG29fvnTpwsULsMFYLObz+crLyiVJAj6Dlaurq9esXjNz5syenp4rV68Aw8Gftm7Z+rOf/xxIrqur8/vvvz9+/Dg0bPHixfDQDwYDXV1d0Ui0ek41q0a3hRU/9vv9RR+umf02YcY7blo3kj2hh2dq/3Hs+LHaa/UtrR3hUMpIkHTG1NNCBr4yQiYlsJykDB9heeoR+yjmNbwwK7XA5lmJgEVEqSBSJElY0gTFJWguovhYCS+fX/L6FI/XpfmxpimyhiSVYZ8kC8xHQi3BOAMRg+uq6JY3LudMWXlTJD8IpM9/wiIdeUQw6oue6wuYzYY6IXOwjv3UwdFUsOwTOfuws51xHHt4mTb+XLIYigkE8qQXg8fJsUA3wks+KCxWEzOSo1QSiZflrooehSU9aBqaIUkyn2llwEewmyOgTASZe+YkHuyB7Xld08mhGRAnNrDxToJEvjKO2W9lsy8VVnjyNp/wh9Gw4kK+xnj7w7AhNmnsmlH8K/wobNwsZuWCH5zMVDdEG1QjZlQv90h57knNHbeRZmDyCirw09g3A8AOHq4ZALuenr99/LfzNecBy1544cXnn3tuWmXlhZqab7755sTJE/F4/KWXXvrFL97ZsGGDrmeuXL7yt08+AcKDX1etWnX23LnW1paFCxdu27pt2fJloigeOnT42NGjQHUZPWOJFgK6hULh5ubmW7duLl2ydOfOnbB+b2/v5SuXz58/ryjKju07AOw2b9r06NEj2OmP+/eHQiHAxtmzZ4tUhObdu3cP2jlv/vwXX4AGvjB/wfyiL9ckAQk+xR0IdJ25sH/fD/tOn7zUdLstEorzEuZ9ceGCg1B2RpKQQRiJoiDLiALHyUiUiKxi1U00TZQ1U1UJi5PzIJebKH7B5dY8XuJ2Y0VTJJfJSj6IAuIeNisX1oAt6iacUtP2ZGS9IChLck5uO3rMsUz02SxZEZbNfTP7UsSd644sX6xuIp1ddIMLUrKYNia4Ixl+5hIGjMMKJbKI/NwJ55OpVxQViisY2FEPlw5WNDSNVW/iGQ+8r3Fdmyx+5Y575qgOwk/BQFqykv0EbbTu3EkyxI/1YT5xPxbYGYYBFPXX//3r8ePHdV3fsnXrK6/sWbRo0enTpz/55JODBw8mEok9e/a8//77WzZv0Q2jpub8Z5/9Q1WUXbt2rV23bt++fQ0Nt1YsX/Hcc88tXbo0mUx+/PHHsCkYJwDgduzYAWAXi8dv3rx59OjRA/v3L1y0cPfuPQCF6XTq2rVrZ86c8fl8u1/e/fbbb8+YNQNw8PN/fL5v3w+RSHj16tWv7HkFWhKJRmGnp06egu08t2vXu798Fz4+lcHOCIV7Ll45uu+HH44dPXvrRnM4lEAmySaQY7uAF081xzxPiLISXpomuN2i26MpXuxyudw+6itX/H6v5jaAyBUPUlxIVmWmKicBYKcxSZuwO5zgA2uaqRBb4mHsZGCreJeTnZodY3GOLwc9QWS/BHZTw0xbrNAp/5Aj/WNNs1tyg2winskZMok4FbMMCIVgSSSKgstVVZVEt8zKsKoKrZBESSY+ibgJETHyszwJQcECgCCRDJ9VqcQhOcsZiAqAnTAaYPc0eUhKVrKfoJXAbnT3Y4EdPNrj8fjevXuPHT3W09sLIPXKnj1r1qy5cOHCZ599duTIkVQ6BYj22quvrVm7Fsjv6tUrBw8emjat4oUXXli5chV88Pr166tWrQLOmzOnuqOj4x+f/ePGjRsLFi749a9//czOZ6hEE/HE7dtN+3/88S//85eKiopdu57bvHmTJEmNDY2nTp+aNm3aq6+8+vobrwOOXK+7Dh8HBJRl+fkXnn/j9TcWLVkUj8Vrai589umnt5uatm3b9utf/2rzls1TFuwYScdikdtN9QcO7v/+u/2XL10LhsL2X3ktJBgkJYVlPBCr5IMqiKoAVOfxCV6f6PGpbr/pcmmal7q8ktvtUhUiwfgrUxaPzlIWLHeIyUUq2VSuwZTleLAci5Lq03Gd3EEgJRuh9QkFw3+6XUvLzkazJluRoAicxrDO1CIlpMFrgURVEc9gAnLYDW8THOymqUxTnvnkRFEWiYfNwGKZIjGnbBOyIkCdmqyC7XQuqgDX2Fmpp5esZJPTSmA3uvuxwA4slUodO3bs1KlT9+/dd7vdW7ZuXb9u3e3btw8fPlxzoQZAZOnSZRs2bJhTXQ1r3rt/7/r1+urq6meffWbhwoWf/v3T6/X1a1avBuRye9xNTU1nz56NRCLr1q579713YQUYMGALAHxnzpz56KOPYCBYs3oNMKLX67nXfO/4iePlZeWvvPLK668zsLty5crn//j84sWL8+bP/8UvfgE7LS8vi0SiN+rrGUHW12/YsP6Xv/zlho1T1mPHh7tUKtnZ1Xry1KnPP/vi+InTXZ1dLGgJxlJFUDSquRWPDzFi8xNXmej1uTzlSFUll1vQ3EjRRFFNsEoPUoaKOpv1wmzUZpUe2BQrUwTOSiQ58VSOcpHAK6uWRrmnzgYwuiVEIvCMB3blrQhKZCW68BIn7CVA0ChRRFERsZtVN6I+l+SRZZeIZsqywmZasUaQJAnlIqt+ovKqDxQhjec9iJiF3Dn7c8L1sJnvxy2BXclKVrLHWAnsRnc/FtixiCvDuHrt6oWaCzdu3AAmm79g/upVq3t6em7evNnc3AxrVFRMq6ysVFWFiZgEQ7FYdOnSpZs3by4vr/j447/eunlrzdo1mzZtopTevHHz5q2bhJAtm7e88eYbVVVVum5gjEKh0NWrV//nf/4nmUguWLhwxfLl/jI/cOTxEyf8ft+ePXvefONNALtLly7t/XxvbW3t8hUrPvzwAwBKTVNDoXBjQ8NXX31VV1e3bh3jxXXr101dsBNYJnImGgvC4ez78fMTpw62P2w15JjbrWg+5PJRt0fzeAQgbNlDFY/o8bB6rHByJK5FRyhBJMm1hIDneIEmXriGF2JlB2nkH6rheG6clFrK58XMrDhRacwbnk1cbmzhHdvTq6aTCGZLXhA7ydQUWbEgwUXZBCv0Ix90KEr8IvWIoqxgjySKLtGrippIFYL8EqtQpLJiX4hgQeHJp5RtinUeXtfYHJDxZYNd//Nkt3liu5k5ARLwJStZyZ5sJbAb3f1kwQ5OyL1792prr12+fPlO0x14V1+0aBG8z8dj8WQyCSQB1JBMJKKxaDweh+XTp08HwFq5chUMHf/7v//T2NC4dt3ajRs3wnt8ff11tgVZ3rJly2uvv1ZRUZFOpzEh0Wj0em3dXz/+aywWnzd37tJlS8vKyiyw8/kA7Hb/7M2fAbtcvHjxi71fAPGsALD71YdLlixRFAWgsKGh4euvvobl69evfwrADkbdTDrV3t5+4er3V2qPtjy4G1Pu+3yquwJrPqqqcP4yiiIjCWERYI6y0nw4VwJct//Px29Dx1apiUIp9qaO+cp27U6EDGrN1CJr5C/FyQ3Xhgh2IxQVK/TxAkkHffkQJjJtTRquPIkVjEQgORG7WDFGVKEQnyy5VDRTUVSJVBGmQiIqSKOEyliVOMkJpkxY0WeCsK1xbe8zZ8+mk2bTr3F94iMob+kE34FZx2GJ7UpWsslmY5kVO1lsXMFO4OIUphkIBACezp07e/78+e7unmnTps2cOXPWzJlAZlQUAUFuNza2tLQkkglYsn3b9m3bts2bNy8QDP7lz39uamoCsNu0cROh9ObNGzdu3IQhZcvmLW/+7M2q6VV6RofhJRQOXbl89S9/+XMikVi8aLElWTLQY8fA7gsGdsuXLf/gww+WLlkKYBcMBRuYx+7r+uvXN2zY8N4v34PdTWmw46ffjEUi9x/W3G293N7R3GVedbk01U9kF+IlpBNw0nSU0XnGg26kdaYWbtVtNpClAW6aTtEZaqsUFyIIG+xsfS8L7IQ+IeGnT5NtvGxszlz/XAAzZ7lV9QH1ZYE6or5OmgJnfw5krCtILIWGukSqypKiiD4AOxVXyMSrANjhGYqkEFyOBBcWiMS0SBDhs6s8DpQFz/VlPFhQxFWrLccvstULTTRwFtjIbX7uySqBXclKVrJBbOQ35iQfysYT7LK/ZNLp5ubm06dPHzh4oPZaLTyt165du3PnjlWrVsF4AEuOHDly9drVVCq1dOnS93/5/q5du6ZPn37//v0/ffRRc/PdtWvWbt6y2e1237lz59SpU9FodPPmzR+8/8Gs6llWKYOuzi7Y+H/8x3/Az5s3bd60aZPH47l79+6p06fK/GW7d+9+/Y3XqUgvXbgEYFdbV7ty5coPPvhwyeLFsiwHg8GGxoavv/4GgG/DhvXvvffeVPfY8dNvGul0Z/xCe+/l9s477ekjTKZOlLAo8sSHDI+RQnb9LnuCDdmVmBFXic36T6xBaxBlEmPAfgudCyQ4jhY0yYU1J42NBtg5p91KcYArbtVd5eUemOoIstxvVhk/k7AUGJ0YIjFZzS6TpT4IxFAJq8QqSYJfYmXgvJRqIpFFUiZJsipVaLJPUVwy8bASwaZCscyKeiEXr8qHHS0Sy4trWiVWsUX/zotDTgmvvoYPPBTbCq7Tt3CCPMQlsBvcClejn+hWlaxkk8cK3CNDzD6cwJJiVss7HnacPXv2q6+/BoYLh0PPPvvsu+++CwAHr/3Hjh7b+8XempoaWG/Dhg3/+q//z44d24HMbt9u+q//+q87TU1r1qzhWbFzurq7vvn6m1u3bs2cNfON199YsXIFkJmu662trceOHf/LX/5cXl7+4osvATK6XK6GWw0HDx5UFOXFF198++23y6eVX7l8dS+vFbtixYpf/+rXS5ctU/lU7K2Ghr179169ehXA7v0P3gdqnPJgJ7CSbQH9SkfoatujptbEgYyRFjBFbNpVYGmstjQJypZNNrMlHuzRsR/Y8W+FSk3nSbEXHFmzvpkS2A3ZxgDsdFNIC5YYjaVLjbBdsZEjGDUY54mCLCIREwljFy844hKxKlHNJVbJMnCbhzLdYEXEZaJIFcpcdCKWCNKYeA4vw8oUdUy5gOA+q0rHeh2yU6cR6gd2jz0UZyv5vwr5ny2B3eSz4Q9aJSvZT8OmHthZM3rw+h4MBC9fuQxY9t333z/q6HjxpRd/+5vfvrz7ZUrFAwf2f/rppxdqLgDkbd229Q9/+MPadeskUWxsbPzP/+8/m5qaVq9Z8/LLL61atSqT0T//xz+OHTsWiUaWL1++bNmy8rJy2EVrW9uFmpqjR4/OXzB/9+49zzzzjM/nra+v/2LvF4lEYuvWrb945xcAc3ea7nz55ZdXrlxZvmK5BXaapoU52H322WdXr15Zt27dBx98sG37tikPdrwWc9io7whfb3nYeD/2XVpPCaywBK/Vatqemn6RSs7/88Euh8kKXmgjr86fYaIBUOKAHUKlB/pQbbhgVwB8LI8c/8Y9diY1Le8Zm2SHKyITJFEsyoJCAdmwl8uOqCItg3tQwh6JaIqouaQKll8jyFZQHUtixfCioGFW7AF6FeUFJiwvnWCr3qC8ZplI58UnkAV2g7wpjOCghRGCHRrBXVwo8q9k3AoWPSu935WsZJYVrEs2BcCO1f0kOB6P3268ffTYsYMHD7S3t+/cufPdd9979tln4U8nT576/vvv6urqFEXZsGHDW2+9vWjRQjiqu3eb//7JJ833mpcuXcb0iteskRUFPn7o0OFbt24aulFWXjZt2jRJkiKRSHtb+/0WVqNix44dmzZtrCivuHnr5ieffAL7goWvvvoq7AtWO3LkCOxo4YKFb7311oKFCzWNFZ8F4APcBBAEWHzzZ2/Cx6c+2LEzHxFuPwrfbHlw605kbyqTFLCJCYMr08x66QrWRuoHdnzZoJ0M81pRpiNkZlWD7cclWbArPcyHasMCu6wKCT/h7Orye5CjNbKSToG8TIWVfBAoMTVWjBX5KdEkqqqCT1EVjU6TqVcSXRKtEKnEwA5r8INCPDzswUmDtcqE5ZQSYUO1mR+7l3O1Gf1D30B9YCeMoudmVMBuVJRTSh083wati1p6GpSsZNyMkdwgE+qxgzd6nMlkujo7GxoaautqHz54uGTJku3bty9bvgxa1tjQeOXK1fa2NlmW582ft3bN2sqqSvhUR0fH2bPnuru7pldNX7p06bz581VVbWm5f/369dprtbdv3+4NBERRLPP7/WVlmqoaplFVVTVv7jyw8vLy+/fvf/311w2NDcCLa9eu3f3ybjeb3m2E5ZWVlZs2boLvkiwlk8mOjkdXrlxpa22dNWvWho0bFy5a8BSAHVgU3emKNLZ2NDQGPosnozDsYcqddkMq+TDEgHR7UxYrGhbY9VefQKURr1gbCtg5RbyYOSUfrJsOWWSfLXsPF53JkWDKviOXSBRJVGXikxVZImUSdYtUUZBXkmUOdm6CZSx4ERO0VokAPxNiKtzHS6x0CkOwysLmXVnruvOaItbvfU3lWTljBnaCkB9FMLwtlMBu9M0YpER6CexKVjLLpiTY5RogVCAQ6OrqjEaiZWVl02dM95f5YXk4GAaGC4fDoiR6PV5gMgA4WB6Pxx88fJBIJOBXv8/v9XqpKBqmHgqGmu82A9413WmKxeKV06YB81VXz/a4PQo3t9utuVzd3d01Nefv3r2bSqUqK6s2bdw4e/bsWDwWDAZhgzOmz5AVhSWH6nosFoNWhUIhl8tVVTXd7/ONbWnocTDenhR+GIi3tnc13ur9WygSyAhhRFOYUMGQ+lYc2KuK8tiZtNBnSzZW1ne97JyX3BOOkWDlJShwXYhJxLQCPVnCfpFlPKgU+63JVkV0a7JHk6drmioSHwubIyLBCmYyJE7uKr/iyBKuYfvJdoCcnlAQPy2wGyBpbDjJE8hBqNEf3Sf8NiyxygArPBVbAruSlYzb1AY7xA8AGAtwzTQMpnqlKiJL0hT0jA70xhXpsChKMPYQJnCFDF2PJ+LwWLAKJ8BylmqHhEwmEw5Hujo7Ad3SmYymaX4/wz5FljET12IVxWFl4MhHjx4BSqbTKaC96dNneD0ewLhkKgV7UBSVi2mxGStYmEgmUqk0G/YUBfbES6gWYxM+ogxsD5wo1BlJPnwQuN0Q/Fsg2JPQew0cZ5FRppx3YfpbUWBH8rplCeyKN2RXWX1yH8rRk7PNcEQHWb/HcOPIhN0+LvhBQrImeODG0aRKRfJIokvE5dDDZYGFzQHnwa/Q1TFyYxY5B/eCxGUnLZ+coytiOonO/S4scv48yDH1reM0vQR2P0EzB+nWJbArWcksm/JgJ/AHr57JCIhXHMJ94vIG19dAKEdunh+WJYxrH6JzoGyUMfR0Kg2YaDKlVIZxDPsQzq6MuJRDKpPOpNOwEdihLEmwnjUaWqtwRQYh2wCDSbixhc7uijncCR9RClwBwUDBWLKrI3S3MfT3nt6uSPpBRgjB2UKClF3nscfzxKPKL76OJueJmNTGe7wlM2NNnNqprE6ZruzIyKsymBgZlPVSRBHPhQFIYtOsgkKxxCTlRD+8GonET4kqYUVFXuj2mlKhSmyylfBEVz61CjcL5SUfBKucK794Vk4DsgqzWvF5Fon1v7D9cjPyre8xld+7TMEpTyKMGdgJE9oBJwJUnPJ+Q2vgGLPUQIp7TMvQuDRp3KxwKOEgR1fUypPfhvJSOgkPcuC9M4zWFZryKm4rRYFdX5tz/zyO57TAVKydGOno3RdoDBryc9nCCTMHGK3/99tyvtgV18y3oc00niTZP/XBzkSxRCrQGbp/O/ppV9ejYLI5JfQA2GEsTnTjRloyYapb9tg5xzGvm2HlnHB64zSX5re8YSUeCCz5lGBBpLpKMJEIIJpMiUSxSgHlBD8sUSSvKk5ntbxQOcUahXcZk3nsZJFRHUuTEIj91iOgvhsnKz2YF2RmJ17kN/bJZoX6PWmtsQS7n5iZRQyqY5uLWlRLxqdJ42bm4KyGRrby5DezGLCbVLf8QKIq9hIMduy4mM0UBXa5K/ftZWLBLu/Po3F5jTG9PZ4KsEumQj3R1jvxzx92tPfG76RQN4uhnwRg9xO3nD5qItPgOGThDmaz29y1LVgprhaDsTJcoogV2fQQkSjUJ4uqJCmy5JEVWUZ+RfSoilcl0ylzxflYZB1QICv8gJiDls+YO7eLJTuTfShkS4z0y3jpAzu7KsUQbAhglyNqOJme8lPUJgnYDY/qxrRJ42klsBviypPqln8awG7Cp2L7/7kEduNgKJ3OxAOx9rvxLx50tHfFr8fMNgA7iiXnCCfLPfaUWn5mseMbswqumlbFLJMV3GVhAKweA+ZuORljJJs+wDjK3HJcKBiVS6JLpi6VVEiSJBOfRDVRlDGTC6Yi0thULJFErPLwULvkAzL65srNHJm2vKfGY+o95C4fYu3aoqZlJtNTfopaCewmg5XAbogrT6pbvgR2w7AS2E0CQ5mMngwnO+4nv2p/2NYRuRoxWjCAHRKdI5ws99gUtcJhEFZpNtPKJrV/5SpvBrIddDyilGEc05UTDBb6iUzKsx8kgoHViBtPU0S3JKqUeEQqKrRSljywREEVnOS8FMkIUQHJAguRY4okGBFsSsjRsGPBBrnxbshSB7bDR4sAu2Js6j7lp6hNErArtiXj06RxsxLYDXHlSXXLl8BuGFYCu0lgyDAMPZbpaU8faG273xY5H9JvY1ZWzJn1K4HdyGxAX7NJzrnbeQ91KtubOjFt6WCEWRqqiwXJIVkymU9Owl5ZVEVRo9jNUllJuUw1CYgOa4RQmfpEqvL1NSzApyVkMq1gk2U8mFb2A5MmYTpzgtUGIWfy1UmK6MsKKoHd02HFgZ0whme8qEvf16SnogeMHOym7r0wdW/5EtgNw6Y42E11HTvnKOAMpYzwI/30/ZZ798NHe/V6nv2YDZYfDVHWn6ohxyOXs6wvj5V5zOw/Mbcc65WGS2DpqARgjlIq4QpJ1BTs0cwKRVFcYpXKREncBAHDiRJyUyITLBIkI0aBMqO3/GSgQmb2/1NOaYj8AnKDdPGR3TzOk24oWzEn1VN+ilqxfrIxnI0tmBX7pByppwTsBlN1GeToBo5cRaHApLIS2A1cXgK7EVkJ7IZyFBkU7RUuNd+70xw60p2uNQ2DWAmPJbArwgbBqBylP0sy2EErxCdbERf2IZSIlIpchYSlskpUk1mc3DT4QcIuzSxTVJUFz1GNEpUIPsxLPnC1YbhAXHMYLpqJbeHfnP3Y+0YD2mnmNxHlC8s95hYpgd2Uskk0FftT9dg95hI8ZoDvN3iVwG78bSqCXW5nm2CwG7cuazjBTCWwyz0QAyViQlPz/bt3ggc7k1cymZSAY5bsRbHHOdwI6fwWZZU+EMoJRxs0WO0xWxiTE2Zv3GAhcQzNeGAcy1HN8PlNagGJYNXUMgn/AEGmyNWCFYwoFWSqu/lkK5s/lURVIhpT5BZnssRVyaPSclmWJezHWILPU4FwrWz4wizkjhXzyPZilD0Vpo11CNuVxHJTWU1bKzh7YrKSeIN57HJOM//sgKzYUTWjYImKxxJmyZ4CM570xHgKwK5kU9SmItgJBVcdRxtvsDP75r1KYJffNJRMoub77fcB7B7GLyVTcROF2VlCRcfYjQrYCdY1yim3MHnADjnq1hxFdMY7SGdEZQDVMaVrFifHGovZ2WMUJrKKD1ikiJWno8gjiopMXKpQJkmiSCok0SUB2xEXz3iolKibfSEfwYQIHoxEC75ymAsxWBQGXpksGnFVbSvB1nRoLKtFlzdXO1DBpOAxF9SxG2Urgd1P057ozimBXckmyiYJ2I1CzOX469iNz32be2pKyRP9m4ZSKdTW/qj9buhQe+RCPB7OoC5e96PoqdinDuwKFNjgbjOrTIJucL1gxNJbEdaRYRqCoQB4IUR5ZVUsYjelEi/PxaSAVYmHzVG3i5TJiixin0gVSiSCJTYnK2hAcoRVelBY9QhTYucfOQ1wXkwK9jyULd5l5kyqZtVUHHdd3pGYVjpFdhOFOykaEdgN1h/QwPUKKLSXwO4nYI+fLC6BXckmyiYJ2AmF7pGi56zH6y5iYDduE+olsHtc01A6jR496uloDh1tC9eEIz1p1AZQwlMpJwzs+m12dMFuaGUtslhk5H7QtCt6mVxtziAm5RFvsmS4WLic4MNckUQkvKgD88mpEnWLpIxSqknTJarKWFOIl1U9RgqwH/ftOSDGtw9fFjwKeW418zHdqD/u2dPBeY66fp9HWbDL/hUV3LKjcDcMsEODtLnQpnIeXrkCxUXvs2RTy0pgV7LJaSWwG4Y5HrtxYbsJBrtJTHWsdSiTQZ09oe770WOtwXM9gUdJs4VQMuFgN24xdrnbz/msyQt2mVl1Et4eQc+wqVc210oYtkiCzLRIkKZhr6KqijhNFFVZdMuSX2Hlh8uB5Ch1UeQDfON5DxIVJGKqzEVnSvwkC47EyLiCHRNVmTRgl//kKoHdT8hKYFeyyWmTBOxGGmOX/cC42BT32D1FMXZwKQwUjsQjLfETzb2nOzpb4kYjFZ9msHNC5WwXWXY72YRNrkWiG1bNLkNGXBmOCGx2VdL9ElZE6hapD2MiCn5CZIW4XGK5qqgSKROJIkqyLAHPwUlUuU+OYMRzV01s68WZ1kwzEux6XHz3OI/DdD4PW5wImTPpml2CsnTIlxi5U6+mQHKmmk1U8tiVbLytlDxRsklrJbAbhk1xj91TBHYmA7tIIp14kDp1t/t024O7Ef2m+FSDnbOO2c9fkN2d5a4D7OOzqy5CKAWYI25KqRtN12SPIvklWs4mW/E0+JOENQX7KKFE8AICwocIpsyrZ8o8m9VKknWwzczDr5w2GQ6dsW86i24rrp+hx4JdP5/cpAK7ksfup2klsCvZpLUS2A3DxjUrthRj99gDMXSUzOjpzvSFe93n7rc29OoXWSonzo6+Qz3UcY6xK7hH1N9zlavowSXerPg4g2cP8JlQwsptWTGFTOOXmApCmGIJcA3QjZJySmWZajL1UFHUcIUsabLoFimr5SUSL0EiZUkPMi8fIfO81GxCMbGqSthoZNiSJIURCeV5rAyBh8AVCXf5Jy6njqsz35preKzBrmDrs63pt8zJDsktdVEa1UdoxakTT0TzSlmxA63we99Et+qndjjGCHNRJw/YjX9WbLEHOTwbJ7AboOr/mHUnkfHETsPQA5nalq6Ld1tvPNSPsmEcs8xMvsZE+u2y8W1D3LkDE7rg6LqZeWDHhDWMDIVl2GA0BoslUxaJSIhCkIoJkVEZkJxG/W5aJcuySGeIBKjOBWBHKCGChoH6sMjLtoKJvAs75bny6Sev1VYRr8cIxvU7EpQ9gFE5nYOcrdzdjT7YDceMHL79KY7qo2qTR6B4eC38CYLdYDQwRU/FaCUQTJJmF0VUEw92T7dA8ZiA3ZN2lHe0k/me5GAH/w/p11t7Lt5tqW9LHTHMDMKWAC8aRv2J0WK7vjYWA3Z8qMjYQm65s5scX5hvzpQxIiKSWf0GhGRBkSVFklxMVU6SFZbKqnCwqwSwo7hKRCpFKhFUvg3ZtJ1uPO/BJLZT0ArIyy+wi0dw1UtgVwK7kVsJ7KacTclBpPjDmcxg9xhHcgnsnrDDEthNIuP8EzGa2nuuN7fWt6a/y2RSJkoJWGfyapYiblHnYQzBzg7b6heAlk0LYMFxhm4aOv+RwhdCWBS8FFGMNIrchFAJ0E1SZepVcJkEQIe9sqgysGMpEaKIfaw+BBJFpHDZF8pcbAijLCPmTG0aWaUSIQt22XM6lcDOaXJfpgXumxotgd1UtRLYTTmbqoNIMYczmalOKIHdCKwEdpPJONjFzOaO4K3mtvqW5NfJZFwXkgLJcD1eWvR5GBnYFTxbzsyswVVIGHbYdbT4P0OwCq/aMh+IJaAyZxzGMqGigspFKkvYIxEgOVkmlaKkyMQn4zIgOQ35JCJRrBKsEZbB6mJFwASMTWxnreZaboljADvs/DQCsCsYRDixYNe33xLYTWUrgd2Us6k6iBRzOOMmiDG6zS625SWwG1srgd0TjONQXGjvDt9t6bh5J/ZZNBrKCHFE0rwiglj0eRgdsDMHLrTBzhSQQTjXYcGwHIoUE0yxQgHmCJGxJomyKLpF0QvopuBpDOyIW6Y+FjZHvARLsCYLmIOfBIUwkhP5F+xH6s84uWb0n8F0ikMYzql0Tmjff48/WXbg3YDFfRdnTGzgJcomWOQlbZiOIMs4deES2I2ilcBuytlUHUSKPRyhiNt78nTLEtg9YYclsJtchoQk6grE2h/0NDZG/toT6MoYIURTrNQpq21V5HkYFtgh5KStZhkD9d+UJRoMf6emyp1qMjFUQghGTDdOwl4Z+0VRctEqVXYpcrlMywihMqkEfhOxLGGXKFKMJSSgnLAy08YrE+dJ/Ra8Zvlglw3eY2IluUtt7d/JftnzL8BEN4BbCexG0SY/2D1e8WQKPDlH26bwIFLM4RRl4zx1W5qKHbaVwG6SGRJSqDucfPgodLcx+vGjRw+SmV4AO6AiZIyfx86aXHWaZNqLmFiwYYvAYYEw2KSAaLKkyNSjUq8sy5LokUTgNq+EmE9Oo9NZDVbkxoIH1qdCOUYUCJWYMk+ewFxVLlss1RBsaWJinYr8jIt8K4Hd2Jvh6DRPrfM3CW2Sg11Jx26gTeFBpJjDKcpKYDfMZkwesIPDGLuraPBgphLYFTQdhePpYCDaeifxaWvb/Ui61RTDlFIdSSwIzDDgi+uNPTmXog+jczJq2UKUyV2NZTywpbo1j0lMwhxyBsEG4fFyCqvZYErIkLhzDhBNFKkmUcZwKimXRAV+VqhPVVVNLBepJBJNxExPGGOZRdkxuuKxdixMkM+yZstN2HJ22daarGarQFB29hQNemwFlw4eCof6SDF7VsxJ2R0mR6NKHrtRtEkOdk9s4ZR4co6uTelBZOiHU5SVwK6oZliyoGiIwlqjan1g12/XpjP7PhZN4mwxtn1k6unYOWagWFqPhJMPm+J/b753J5y6Z0ohAmBHZNMwBF1nYGcOCexyTgcDO0eLDv5LO2eJB8txyjKMDLAd9EHKAt0QNikRJIIJJR5KRZGlsmqUiAqtApKTRS8vw6qqQjlhYnIaxW6RSDL2Ypb3IGOByQvbjbTD/3NOP7JUUAyGqoJVDiJ770HPyKncOthlKxrsnDzavjSI4SjIjIdNjm5q5JzIycN2hR/0k36sHTuwy9GUHtEpGRWwM0ejJWNk/U+UVfTmMaLrRYLdZD52oQR2A7ZjPsZ1VWjTRYGdmdPb8MSC3WAHOCZg55yUkuWZ1R2SkUw0EAu0tj/64t69OyH9vqBERJcS9bO8hBTWUzhjB6I9dlt5P1ieMXtmDZl2XStsbQQxLRLE+rnAandJSCGEisglCS4WMEf9PHfVJRG3KEqayMBOEt38S6SCxnNXKTIlLGDC5OVg29TO4c2Kr9keOCduz55jtYuH2X40I9svcqZgUWGkyJsszhoSBkH6vJOSBUZUArvBLQ/sJuDRNFirRqz/PhE2hmA3yJaLHYNHDnaT3MWV++4o5Pju8WiA3SQ/dmFqgp0wlskTj2F6NGKwy135JwR2JStgLKHTMHTd7OpO3G8JNd8K39r/4EFbUGhD7rhSoXUuxprHFfMJEcXImWMdjGQMwcI5e5pTt/SCbbIy2ZQoMkUsiMwnZ7pYfVXmdXNJoixjP3xXcDl8iaIsEeu7WyRsdlUhZYRIzEuHRIyFvMlNs1BjTDMryWatgQbpVYZR8Mk4yJ1jjPQhhUpg91ibnFOxJbAb4pZLYDfEFg7qgSuB3QCbEN07Y8QntqhjHwqrFbVyCex+2saC3Iz/v70zcY6buuP4O3Tt+lgbO6QhSYGhtBwBAm1JgIYpE0j/ZTpAB3JAp0kITRqGJFwOcfBB7Nje7CWtXvWk3fUe0lralXYl+ftp6NhrrfQuaT/7jt+r7u02fvhp7db/7t7+unLv08fbW3v8sSN2hWVWPjXz9LGj5JlZs8Sllbl092c5Wuj94Ha/NUlL7NwjhC3spvyKQuQOZcRROsY41RWmO0pnMHfFgzZv6KWiUXTUTdcKBUWKnfO6QhYoUTgxqNz4i3ExSymnbvdeTxQSz+pY768dWn1wwxobxK6TsjQAsYsRiF16CLmpPMRukJSIXdRShdhlifQ/zQ/OACGdsCLUssj6o6073zUuXdm+enX155/I+n3LNJvMZKogRbb5vHXi2ZPlt+d3X9bUgvZYrzWFzWzBWoOsdsv03IFN51NZep6tUurOkyOznHLNHU5VuKbQ3xl6cUYt6Uy+XpDxgTVVLejajKZplGhcrsI1ODOcH6hQvM27WhIpeHss1S9e7uBUzfAE3XvU7/e4N9VID/b0GnX3g3vAnCdd4L43+IHrN3NAXGIXySbHT1Is6uB/9Vgf9WGaUPcG2WGKYojYkfGKJa68Q+ySSBvELhGmUmSx0TWIKaP9VirKnR9uffVV+dPPaje+2dveKj7Zk+OozCaMWCr55Znm0WOLu+/PVP86N/fUws5c3XQXUjBvjazwdtXibp8cZVT26jHiyFnBkTaNlGR8YKVkqCXHCnV20jBmis6vdJYzxSALClMZcxRQk4GQPYejCqWqO7+YtSfneZ1/pJVuGih2nZmj/iPFQXdl2HuvZ2lrzhBkmkt10yN2QSu3IHZ9DJmEFGNJTVfsSBxK0XkohX/K+BdsJLGLoxZi0SmIXRJpg9glk3rnW6kMftZ5uokDizA9HwvCfcw4/zkC1bSs+sZvhS//feXixfKly/SH7616o2A3aWveurC4WC/Z84v69jtG4+zCkZPHto6TRtMiFqW2jCQi48Mxzqkht+Tiiq7IhQ4an9P4vKYZBptX5N6ss+42rJrKl+W0OVpQpPlxVciAJu64JOtau+D+KlrrVtsF3tGv9pYIwWIn2utPfaokYEFEuJKD2CVC30Oqb1WsmLDYBTy7syh2UT/dYxG7mLOQA7GLKXETFru4BnMhdkmkLazYkUlPsMm22Dm1VatVK5VKvVa3mnJWGXNoF/TgspfJPARDptxJiemmzmDcrtUrK78sffzPr69dbX57u7i5SeXyBxn1g7uGZVNRUU1N19be4uaZxRMvPf/r6wVTNImlyV0fmKIqc6qianRB5wu6VigqRwyjUFCWZZw5zdDZjFsymvPPDU2nuPcGc/8Rfxum3h5WomdoUGqm3WtgvVFXuo7tNG5KeoOQjNtjl3OmMhQ7+IRqi53w/tTleZOopiFBJTLXSqKOiiY3MXxkQiYpIe2OZTgyroKK9JVDVv0Y141xih7Erv/F4FWx4QkOd9KO3dV3wKTKb0I7T4xfN4MIIur1xsrKz3fu3Ll//355r+ycUlVVxuVIYmttQSon4XmV7pSJJW2LGYyJhtlc33jxP1fXVlcX19eXynty0pw7u39f7JQGU/gvp4R5dvEPb760e3aZqlwhRZUWZJ+cvqg7sEWNlWQ4ErKgck1jizpZVKiqyHUPTlEozj838omMRUJFu4/Y/34PGmzt/SYw0GPXjpZH+04WeyH6v57KGo9GOnLQJ3bTTk62QYDizJH+9RCjZ21UxcuT2EXNTjzLtvIkduMvV/ZLuKyqSqVy48aNy5cv37x5a3try5EkRVHkfP/2otGES2+M5FPpR03KnXLXbcEtq1Auv3P3rm02jpafLFWrNrGb7oQ5V+zkRhAmk5669mJJPfPi6++dqZw/rRR0lc6qfNbQDE2TK1hlCDqhUUaZu8eDHGClihtt2BO49qAqHVoynY62EQYF26LovZV1zgaxC086ctC/KnbYiua07uGRGiB2mQNiNwjErj8lELv+C8fSY1er3/729vVr1+/cvbu7u+O8qMhtrNj4a5EmgFPuFuVOagtOaTRM9ujRWze/qZXLSzs7C9Wqk7smUdx9IJzGILdotYhgnD/649Mz773+9ocfmP94l+saI0VGCyrXFLbAmcKdAujsSEHb4YA72zF0yoMNHX+PUexE3znjA2KXMFHE7sBw2YcdiF3mgNgNcmjFLpY4ya03TIRsi51lWg8fPly5f39tba1arTgveVaX/ltPyN1YiS371tgM46LeqD9cPXn54oOVleKD1dLurutjckzZXc5gN4moEqrrevm1FxY/ePfsR+ftv5+hikKESqT/cUp1t2eOse7YbPubaHk/dT6rm93H9P8kut8csSRpeyFsX88gxC486chBZ2sPiN34QOwyB8RuEIhdf0ogdv0XjuP2aNrNaqVaLpefVJ6YDbN96mxMCfLaCuPcoIpomJXVB8V/ffLf69fJrdsz6xsycByR613dvi9hEbJLlPlSyT57ZvnChTfPnSNvnCJcds55S2s9V6M9nta1GMeW61tdz/LqwuqU1b4JCRrQ7iJ9ZgccDLELT2pyYHeHuYHYjQHELnNA7AY5tGJHMBQbtkRiWZFCZKXJjbjc/yVWSvEj2xmVo7FywYdgwjTNjY3Cpc+vfvHF7sUr9KefhQwu7B1K3WFZsUe1Z44fn/nw/MKFC8dPn7ZfeJ6w7s65AbEjZH+PT4hdhkhHDjAUGyMpF7sDV7PmwGaiArEbBGLXn5LUip1oJj4RLbkeuw591ZaedRNMxonwS0s7zFtr4FgGKH7Cv7937csrjz/+pHbtRnlne75ed/5iUW451qapO8ePvXLq1PKFjxbO/e3IiRNkrtTbTPyu0t4jonPR1pHdH9L79RA0qa73KsMXXgy3wBhrBWKXMH1x7HJQrlMEYpc5IHaDHFqxC7pBUix29n7k0U5s7lFPFiHAz5C6GSUZve7RrshxY0NGPN7X6Id5UGttAZVT4Ihlst82V7/7zvzs88eXrjz48ceZ3R0nGw3KbUXlc7Pi9Gsv/eXPC++f01971ZibI1zvvWD35/DwlIv98MI9L9NQWQ7quWmb6gEFKoYmLy1CPh4jPP7Efv9YOoqgv93S3gaW9AMq2kMgOOhdhAwnmadE49iNf9cc+P4pq8xIdTN+yYTfeYIM3VKMhD5+MhkfuVD8ExNVsyIWVHJx7CLMsQsuEJ+0+Pa3TDhAsfC+mHv/F2HDFd+TRXm8xiR2vsd5Vxyz2y6O5up9xAeeh7Znp7tOJFi9Uvttk968vf31Nyv37qkbm3JHCsqobswsPWW89cbvX3m1+PKfyLGjhCtuFJSAHrsDU+5rmyGXSvi/tx30LGAXse63BpZJPqyO5EPsyEAd9aQrabXLm9jFkZ0YzpxVRqmchEomKCkpErsJt4eExU74iV20AiE+LUHE4lq+SRl8cE78i1GP2GWRwK/C4zfuqPfU4BXDd0257YOyZr1RF9uPK+sb22vr7NfNRq3WIIQXi7NLS+pzzz515Ig+P0d0VdbXkA0Kpj1WIIbuQEWnnr6Ug9IBAIDsMu1neFvsPDKrd2lnWN9H16u0KY9sWKJWJ5UK2dgilao81jBoaZ4cWaaKSlQZp1h2I/ft5ZU2DhwNBkFM+6EAAABgdKb9DO8Vu/EJCvYS8sgRSiRRRYg2IjJ+dtoj4nKHVluYpmi6/XKMEYU7Vie8UUxx0Ey1qRBKXqOcIdNEnQOS0XLI090X9SRxPcHCnzmIDDWYkRmtpSVRMpHqfVgImWSuOHliaa5x3X2RLppc3qddNXGLnW9WExW73NGZONcJD7v/J3dNKk1ndxfEbsy8iFHfOEWSa4qxfMFLVOxiuWjUxCR0uUyQnjKZcP9Fcs0s0QIJIq6CGv+iyeV92rWT/R67POITdaRrC4c0il3Ub6vhT5JFcpORA8mZ2NHQ30vjumikM/uCxjYIxG7CQOwmdrmQ2U1c7KbyWMwfYuDXkAU1AQuk0cXO90+IcZtFEmpgkxc7kqbHV8hSPTxPy5R8ipOYhmLHbJlpq/epiF34605e9KddQQkMxR58zYCy6Pw1hT1Sk2T4PTyluDgAAABAJjlkXjENsQMAAAAAAAkAsQMAAJB9ho8FAXBogNgBAAAAAOQEiB0AAAAAQE6A2AEAAAAA5ASIHQAAAABAToDYAQAAAADkBIgdAAAAAEBOgNgBAAAAAOQEiB0AAAAAQE6A2AEAAAAA5ASIHQAAAABAToDYAQAAAADkBIgdAAAAAEBOgNgBAAAAAOQEiB0AAAAAQE6A2AEAAAAA5ASIHQAAAABAToDYAQAAAADkBIgdAAAAAEBOgNgBAAAAAOQEiB0AAAAAQE6A2AEAAAAA5IT/A+6zabb782B1AAAAAElFTkSuQmCC" alt="" width="840" height="410" />

3.7 绘制虚线(了解)

  • 设置: setLineDash(数组)
  • 读取: getLineDash(数组)
  • 偏移: lineDashOffset = 值
    aaarticlea/png;base64,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" alt="" />

3.7.1 一些说明

  • lineDashOffset 用于设置开始绘制虚线的偏移量. 数字的正负表示左右偏移.
  • getLineDash() 与 setLineDash() 方法使用数组描述实线与虚线的长度.

3.8 描边和填充的样式说明

  • fillStyle : 设置或返回用于填充绘画的颜色
  • strokeStyle: 设置或返回用于描边的颜色

以上两个值都可以接受:颜色名、16进制数据、rgb值,甚至rgba. 一般先进行设置样式然后进行绘制。

    例如:
ctx.strokeStyle = "red";
ctx.strokeStyle = "#ccc";
ctx.strokeStyle = "rgb(255,0,0)";
ctx.strokeStyle = "rgba(255,0,0,6)";

3.8 绘制线的练习

  • 练习1: 绘制坐标网格
    aaarticlea/png;base64,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" alt="" />
  • 练习2: 绘制坐标系
    aaarticlea/png;base64,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" alt="" />
  • 练习3: 绘制折线图
    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" alt="" />

4、使用面向对象封装绘制直线

function Line(config) {
this._init(config);
}
Line.prototype = {
constructor: Line,
_init: function(config) {
this.ctx = config.context;
this.x0 = config.points[0];
this.y0 = config.points[1];
this.x = config.points[2];
this.y = config.points[3]; this.strokeStyle = config.strokeStyle;
this.lineWidth = config.lineWidth;
},
stroke: function() {
this.ctx.moveTo(this.x0, this.y0);
this.ctx.lineTo(this.x, this.y); // 判断有没有值
if(this.strokeStyle) {
this.ctx.strokeStyle = this.strokeStyle;
}
if(this.lineWidth) {
this.ctx.lineWidth = this.lineWidth;
} this.ctx.stroke();
}
}; var line1 = new Line({
context: ctx,
points: [100, 100, 500, 100],
strokeStyle: "green",
lineWidth: 10
});
line1.stroke();

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