关于什么是压缩（翻译国外测评）
最近在朋友主页上看到一个网站是一个关于压缩的测评的网站，站长测评的压缩范围广。。几乎什么样都都测。。我觉得挺有意思的，故稍微翻译了一下，由于自个不是干翻译的，难免有错别字，语法不正确，歧义什么的，老伙废话还是不少的。有些木有什么用的话我就不翻译了。老伙说话直，不好的就说不好，大家也勿喷，反正他也看不着。平时也是一点一点翻译的，所以如果大家觉得什么效果器想翻译的，欢迎自己上一下网站看，或者站内我，我看见就给翻了。原文地址：
http://www.ovnilab.com/index.shtml
今天先来一个关于什么是压缩的q&a。
什么是压缩效果器（以下简称压缩），如何使用它？
压缩只是一个自动的音量控制：
基本上说，压缩实现了在你的音乐音量剧增的时候，自动的将音量关小一点的功能。这也就是所有压缩的工作方式。而压缩经常被误解，并且在功能上给大家造成疑惑的原因，往往是因为效果器内部的电路设计，压缩常常在进行音量控制的时候对音色产生一些你喜欢或者不喜欢的改变。还有一个原因就是，实际上很难将压缩设置好，让你的信号得到足够的压缩，但是却不过量。
人们（包括我）经常谈论压缩使我们的音色变肥（fattening）、增加延音、让我们的音色更有冲击力（punch），或者更多的音色的提升。对的，这些效果确实存在。但是，这些效果真的只是一些压缩的副作用（sideeffects），它取决于你的设置，还有你实际上选择的设备。简单的将压缩效果加入你的信号链中，并不能让你得到你渴望的音色，你需要做一些理性的选择（educatedchoices）。
首先，你需要决定一下你想获得什么样的效果（如延音、限幅、稳定的音量）；然后，你愿意付出多少（钱 ^_^）或者换种说法，你想提升多少以获得你想要的这个效果。一个需要你理解的非常关键的一个事实是，所有的压缩效果都是一个折中的选择。所有的压缩效果，从最便宜的到最贵的，都是一个折中的选择。选择一个压缩效果器，很大程度上是选择一个比较适合你的折中结果。譬如，如果你想要一个既能给你提供自然清澈的声音的同时，又能给你带来Funky或者阴暗音色的压缩，那么准备好你的钱包，你需要的是一个有无数旋钮的机架效果器。又或者你需要一个非常简单的压缩，那么你需要意识到的一点是，你选择的设备，不一定能很好的和你的乐器或者你的演奏风格吻合。假设你需要获得一个很好的延音，那么注意了，好的延音往往会带了很多的噪音。所以，想获得每一个提升都需要付出金钱，但是就像生活中的其他东西一样，只要你不怕麻烦去了解并做出更理智的选择，你会获得这些提升的。
压缩有一些核心的元素和概念，一旦你理解了它们，你会更容易的调节、设置你的压缩设备。事实上，想要用好压缩，获得满意的效果，首先你必须非常熟悉一下的观点：
·
输入电平（或音量）***译者认为这个观点非常重要，俺们常常忽略这点***
输入电平是起到决定性作用的(critical)，因为它决定了压缩效果器所能“听”到的还反映到的信号的变化。有一些压缩并没有输入音量控制，所以你需要用你琴上的OP（out put）音量旋钮、前级的音量控制、或者其他效果器上的音量控制来控制进入你压缩效果器的输入音量。找到正确的（correct）输入电平是一些对压缩已经很沮丧的用户的头等大事，错误的输入电平会让你的效果器非常闹心（noisywaste of time “哥们觉得就闹心足以表达了”）
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门限值（Threshold）
门限值是指你音量在什么值的时候会触发压缩效果，这点非常重要，因为你不会希望你的所有信号都被压缩的。有一些压缩并没有带有Threshold旋钮，这些设备的门限是“固定”的。如果你想调节“门限”的话，只能逆向思维了，调节你进入压缩的输入音量。
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压缩比（Ratio）
压缩比是指你的信号在进入压缩效果器以后获得多少的压缩。压缩比表示的方法是毫瓦分贝（decibels）也就是我们常用的“dB”，dB是信号相对原始信号增加或者减少的比值的单位。用Ratio4:1为例，它表示了超出了门限（Threshold）的所有4dB的信号都只会输出1dB。一般来讲，2：1或者4：1的压缩比是比较轻的或者是适中的压缩设置。10:1以上就是比较重的压缩了。一种叫“砖墙”（就是厚的墙的赶脚吧brickwall）的限制器，它的压缩比是
无穷大：1，也就是说，不管你超出门限的信号（这是基础概念）有多大，都只会输出1dB的信号。
·
Attack（没法译）
Attack是指你的压缩对你的信号进行压缩的反映时间，相对的Release则是指效果器在被触发以后什么时候释放并且停止压缩信号。这两个控制是相互影响的，正确的设置会让你获得良好的表现，但这一切都取决于你的演奏风格和你所演奏的音乐。你必须不停的试验，但是一个正确但是非常笨的方法就是将你的A和R旋钮调节到正中间，然后开始你的调节吧。
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输出增益（Out Put Gain）
输出增益是用来控制效果器最后输出的信号的大小的，这是非常有必要的，因为压缩会将你超过门限的信号压缩，所以几乎所有的压缩都会有在最后加一个booster，提供“补充增益”，让你的信号电平提升到你想得到的音量。这同时也解释了为什么压缩效果器可以很好的提升延音和泛音，当然也会将底噪放大。
对于那些只有两个旋钮的压缩，“Compress”（或者“Sustain”）和“Level”，level旋钮是控制你的输出增益的，而“Com”旋钮则有可能是控制压缩比、门限值或者是在进入固定门限之前的输入增益。这取决于不同的电路设计，你需要了解你的效果器是怎么样的一个工作模式。 沙发！！技术贴留名！GC就应该多些这样的帖子，感谢楼主。
EBS MultiComp
今天先来一个EBS，下班回家，明天再弄。先定MXR吧。顺便谢谢楼上帮顶了。EBS MultiComp
OK, 我已经回避讨论这个效果器一段时间了，但是现在得说说，EBS的效果器在老化后的品质会走下坡路（gobad），这比其他效果器品牌更明显。新的EBS表现非常好，这在我的测评中表现的有非常高的评价。但是只需要几年的使用，它们将为你创造出诸如失真、开关缺陷、噪音、飘忽等等的新效果。所以，我非常推荐新的EBS压缩，但是被用过多年的就不在我的推荐范围了。MultiComp一直是我测评清单上评价为“TheBest”（评价最高）的贝司单块压缩，但是现在由于它老化所带来的种种问题我已将它剔除了。实话说，现在新的MXR贝司压缩表现的相当不错，足以在很多方面打败原来的“压缩王”EBS。（作者说的，不要打我>_<）
出了所有的这些，这块踏板的音色和使用功能还是非常不错的。它有相当低的低噪，并且在压缩旋钮扭大了以后也不会带来特别多的噪音。“multi-band”和“normal”（single-band）两种模式非常的干净和清澈，“TubeSim”设置使得音色变厚并且提升了中频，而且它的音色非常丰富，它似乎只有对高频有一点滚降。在其他两种模式里面，对高频和低频倒是没有滚降多少，尽管如此，它也没有像其他压缩一样有“Boomy”（隆隆声）和“Bright”（明亮）。TubeSim模式下，压缩钮从12点位置到最到的时候指弹或者slap的音色听起来都相当不错，我非常乐意将TS模式常开。尽管这样，千万不要忽略了Multi
Band模式！如果在MB模式下将压缩开到最大，你会得到非常清晰并且精确的slap音色。然而最大的压缩比只有5：1，所以它并不是非常具有侵略性的音色（aggressive）。你可以看我在FAQ里面关于MultiBand 的文章。（以后再翻译哈。。）
这个压缩的Attack有一点慢（并且不能调节），所以它会让你的信号里面的原始的Attack通过，这一点是好是坏，就取决于你剩下的设备了——它可以使你的音色变得非常清晰，具有侵略性，但是那些尖锐的Attack将会短暂的限制你音箱。（哥们也没有看懂原文：butthose sharp attacks can clip your amp momentarily）。不管怎么样，这个压缩自身音色非常平滑和自然。高输出的乐器（如*但不是全部*主动贝司）将会使EBS失真（此处失真并不只代表失真效果，还有音色的扭曲等等。），尽管他又主动被动的切换开关，但是我所得到的结果却是有利有弊的。所以如果你被“失真”了，而且你的主被动切换也不能帮助你的话，那么你就需要降低你的输入电平，或者打开EBS，调节内部的两个旋钮（哥们网上找了个图）顺时针调节内部旋钮，将降低门限值，也就是说压缩将在更低的音量被触发。在MB模式下，两个旋钮分别独立的对对高低频的门限值进行调节，在Normal或者Tubesim模式下，Low的旋钮对门限进行调节，Hight是不工作的。你的设置和你得到的结果，很大程度上取决于你的乐器输出音量（个人理解为压缩的输入音量）和你想获得多少的压缩。你可能会发现，如果你关小旋钮（逆时针）你可以得到更自然的声音。必须澄清的一点是，我并不是说主动贝司不能使用EBS，我想说的是主动贝司需要对EBS进行更多的调节以获得适合的输入音量。
EBS有三个版本：最老的是灰色盒子，开关是bufferedbypass（就不是truebypass的意思），然后是黑色盒子，带Bufferedbypass，最后的是黑盒子带truebypass的版本。bufferedbypass和truebypass一样的好，但是我比较推荐最新的那个版本，因为老的可能会有些许毛病。它尺寸比MXR或者KEELEY小，使用9v电池。
[ 本帖最后由 flyleafs 于 2013-4-7 17:49 编辑 ] 很好的学习贴~ 应该配合那个XOTICSP小压缩的视频，我记得那里头有动画似的东西，配合文章更容准确理解。 长了知识了不错 营养贴，强烈支持！感谢分享！
回复 8楼 橘子爱琴 的帖子
少年。。给力哇。。。。。哇哈哈哈哈哈MXR M87 Bass Compressor
MXR M87 Bass Compressor这个MXR的踏板在它正式上市之前已经被大肆的宣传了一番，所以很多人都发疯似的要我做一个关于它的测评。一部分的宣传来源于它的设计灵感，基于经典的Urei
1176 录音室机架压缩，很多人都希望的到一个踏板式的Urei1176。好吧，开始唠唠这个MXR吧。
首先，要意识到现在市场上已经有很多关于M87s的抱怨。在我手上的一个M87s就有不正常的噪音问题，我见过有人发帖子说有几个人他们买到压缩无论怎么调，噪音都无法消除。还有一下包括效果不起作用、或者要在非常大的输入音量下才能起作用、还有输出音量非常小等等的问题。不过，我手上的那块完全没有这些问题，我不知道有多少问题是由于用户的错误使用导致的。我只是将MXR可能遇见的几个问题罗列一下，如果你买到一块有上述问题的单块，我建议你马上退换一个新的。
你很快就会注意到MXR带有一个LED的指示器，实际上压缩很难直接的被理解，如果只用你的耳朵，听听你有多少信号被压缩了？所以一个视觉上的指示器会起到很大的作用，特别是给初学者。很少有踏板有压缩的指示器，有的甚至没有，有的只有一个灯 ，以灯光的亮度显示压缩的程度。这些只有一个灯的已经足够很多情况下使用了，但是MXR一排的LED就能更方便用户使用了。还需要注意的是，有时候这个踏板在门限和压缩比的相互工作过程中，可能会产生一下违反你主观想法的结果。所以记住，还是得靠你的耳朵来听。
另外一件事就是控制旋钮的数量，大部分的压缩单块没有太多的控制旋钮，而那些有很多控制旋钮的单块往往都会非常的贵。MXR既有Attack又有Release，有输入音量又有输出音量控制，还有一个档位旋钮，可以供你选择4种不同的压缩比。MXR的Attack只有一个狭窄的调节范围，从快到更快。但是最重要的是MXR有输入音量的调节，通过这个旋钮，你可以设置你需要的门限值。更高的输入音量，就会越快的处罚压缩效果。它有一个很大的调节范围，所以可以适合非常高输入或者非常低输入的乐器。但是一点，就是这个旋钮行程太短了，很容易将音量从“不够”变到“过多”。这点非常坑，但是在一个短行程的电位器上完成大范围的调节，这也是没有办法避免的。所以它也不算一个设计缺陷，只是我建议可以更换一个行程更大的点位来改善这个问题。
可用压缩比率有 4:1、 8:1、 12： 1，20： 1，其中的 4： 1 正好最佳适合和"丰满"你的信号，而 20： 1 适合作为限幅器用，作为限幅器，它工作得很好，并且很适合slap和暴力的乐手。这些压缩比都是很有用，不过，还是要根据的喜好和需求。它有很重的压缩能力，但它不会很多人喜欢的那种，非常甜，非常肥的音色效果。我发现它表现的是有点类似于 1176，但更"冷静"、 少"多变"。
高频和低频都没有多少损失。它具有相当低的底噪音 — — 但它不是完全干净的，但噪音水平是肯定比平均的要低。音色非常清晰和干，不是完全清澈的，但是也就差不多了。想要最少音染的人可能会感到高兴，但想要"音色魔法"的人估计会感到失望。由于 M87 是"基于" Urei 1176，所以乐手可能会希望 M87 给他们著名的复古音色。但是它不会。它是一块听起来非常好的踏板，比很多其他品牌的单块都好，但它不是一个魔法般复古录音工作室的经典压缩。它是只是一个良好、清晰的压缩效果器并且一些好用的的功能，使用电路和控制布局类似于 Urei 的基本概念而已。
它和其他的MXR踏板的大小基本一样。总的来说质量很不错，价格上典型的量产的价格，但压缩比档位旋钮有一个塑料的轴，所以它估计很容易坏。效果器使用 9 VDC 并且脚钉是"直通的"。MXR 技术支持说如果你需要的话实际上单块可以支持 18V，但它不会提高性能的踏板。（那么干嘛浪费个电池。。。）
有人要我和更贵FEA踏板进行比较。它是既不是特别清脆，又不能进行双波段的切割，也不能产生肥厚的温暖 Opti-FET音色，它没有FEA那么多的控制。而且FEA还有更低的底噪。尽管如此，MXR 在同样的价位里面比其他的压缩好很多，并且它和FEA压缩一样有先进的 LED 指示器。所以总的来说，和FEA一样好吗？不！但是考虑到价格，它也已经非常好了？这是的绝对。它已经正式的给Demeter和EBS说，喃们该退休鸟。
努力，加油啊 现在用的就是M87，受益匪浅啊。谢谢LZ强大的翻译！ 还有更新不？
回复 17楼 SuperBiG 的帖子
有。一天一个吧。。因为还得上班。。大家见谅啊。。。 学习了 收藏了 顶啊！营养贴！ mark下了 LZ辛苦了OKKO Coca Comp:
今天忙尿了。。。来个短的。。也是一个我非常喜欢的pedal。。OKKO Coca Comp:
这个压缩是纯德国手工制造的。这个踏板只有两个旋钮，一个负责控制压缩良 （在这里叫"Sing"），另外一个是补充增益 （他们叫它"Push"）。OKKO 声称其电路工作原理是一种反向工作的压缩，提高低音量的声音而不需要降低高音量的声音部分。（***个人理解为：一把压缩是对超过阈值的信号进行压缩，这个家伙是固定的压缩设置，你通过提升输入音量，使得信号超过阈值，使之“被”压缩***）因为他听起来就像是这样工作的，虽然调整"sing"控制听起来像是你提升了你的输入信号，提高或者降低峰值信号去触发固定阈值的压缩。它没有显示灯显示你的信号超过了固定的阈值，而相对“sing”的控制，就取决于你的乐器输出音量了。这个效果器的压缩比例似乎是固定的，并且值相当低大概就是 4： 1 吧？所以它非常有利于正价延音，让泛音非常的突出明显，让你的音色变厚实。但不幸的是这也意味着它在限幅方面表现的就不会太好，当你拧大“sing”的话将导致原来的信号里面的噪音被放大，但是它不会引起任何噪音。
没有高频或者低频的损失，它产生的音色很自然清澈，它不会将你的音色变肥增厚。当你将“sing”设置的很大的时候可以得到有一点暗的，以及有音符的attack上有"chicken-pickin"的效果，低频会变闷，然而“sing”的值在低或者中等的时候，这些现象都会完全消失。和Demeter, FXEng Mirage, Rothwell, and BJFE进行比较。Demeter在低频非常厚重 ；FXEngMirage就是稍微清晰一点 ；Rothwell 就更加清晰了而且抗噪表现更好 ；而 BJFE 是音调更全能一点。但 OKKO 能提供更好的冲击力并且提升临场感。我觉得它比较适合喜欢干净音色的，喜欢拍弦和右手更多控制的乐手，或者是无品贝司的solo乐手。
典型的优质手工制作的效果器，质量和它看起来相当不错。它 9VDC电池，脚钉是直通的。 mark 好贴要顶 有机会说说KEELEY吧，最近想收一块
Keeley 四钮版
说来就来一个。。正好今天忙屁了。。来个短的。。哇哈哈哈Keeley:
对于吉他手来说，这是一块很多人都想了解的一块压缩。但是贝司手就有点不感冒了。我测评的是四个钮的版本的Keeley，常规的版本里面，Attack和输入音量的调节在效果器内部，但是由于这些调节旋钮的作用非常重要，所以有这些调节的效果器能更有特点。总的来说，这个踏板的音色非常精确，像我测评过的复刻boutiqueRoss的Retro-Sonic的感觉。它有适中的清晰的高频，具有冲击力的中频，良好的延音，但是在低频上有明显的滚降。尽管有一些噪音，但是不大。尽管它比其他压缩把我主动琴里面的前级的噪音放大了更多，但是如果你在舞台上，用一把四弦贝司，这些噪音也不会被注意到，但是如果你使用5弦、或者失真、或者是录音的话，这些将会是一个比较个应的问题。
这不是一个极端的压缩，更适合轻度或者中度的压缩，当然如果你需要，它也可以产生极端的压缩。相对于其他的压缩，我觉得它更适合无品jazz贝司，或者是对清晰度要求很高的乐手使用。Keeley比Retro-Sonic表现的更自然一些。踏板质量一流的而且脚钉是直通的。但是四个旋钮在你踩脚钉的时候比较容易碰着，不过这是这种小型踏板没有办法避免的问题。事实上使用的压缩多了，我更喜欢丰满、明亮的高频和中频泛音丰富的音色。如果Keeley不是噪音和低频损失两个问题，这将我的最喜欢之踏板之一。我试过更换更大容量的输入电容，但是对低频损失这点还是没有多少帮助
；它只是增加了一些mids 和衰减了一些高频。可能使用更大的输出电容将会是一种解决方法
（见BargeRC-2）。
[ 本帖最后由 flyleafs 于 2013-4-10 14:37 编辑 ] 等了好几天没更新呢~~LZ~~这么好的营养贴坚持下去啊~~~ 马克 楼主给力啊！等着继续，什么时候说说CARL MARTIN的压缩。 哈哈，看到原文了，我也试着翻译下Carl Martin Limiter，这是好多我喜欢的乐手使用的压缩单块。仅仅帮助大家看起来方便吧，详细还是看原文好。
Carl Martin Limiter的压缩设置范围很广，从缓慢被挤压出的轻微压缩感，到中度压缩，再到尖锐的硬骨头（Hard Knee暂且叫它“硬骨头”）限制。Carl Martin Limited比大多数压缩单块都有更多的控制调节范围，Threshold门限值（触发压缩的音量值），Comp压缩比（压缩的比例值），Resp反馈（“反馈”会影响相应和释放的速度，像膝盖一样），Gain增益（压缩后输出的增益）。我想这个块是给喜欢调节旋扭的人，以及耐心的聆听者设计的。想要插上压缩就开始弹琴的人一定会对这个单块沮丧，因为它需要很耐心的调节来得到你想要设置的音色。我是想用这个单块来做一个限制器，控制我前级的压缩。不幸的是，调节到最大限制设置，仍旧会有尖锐能波峰通过；虽然有限制，不过它不是我的那道墙brickwall。此外，调到最大时，你的tone会有一种“人造声音”（是不是声音比较假）的效果，当限制起作用时，有一点“POP”人造的味道。
这个单块最大的优势就是干净，非极端的，自然的压缩。在适当的设置时，这块十分通透平滑（老外乐手常说的transparent）。声音如同手术刀般干净，只是音色偏暗，有种高频被削减的感觉。只有GAIN设置的适中，不会有一点额外的噪音，这是我听过最安静的压缩，而且非常容易做到。如果你的GAIN设置得高些，它确实会有噪音。我强烈推荐这个块给想要通透声音的并且不喜欢噪音的乐手，只要他们能接受比较复杂的学习调节，以及偏暗的音色。它的脚踏非直通，不过压缩块不工作时，音色几乎一致（高频略微损失一点）。 强帖留名+狂顶 顶楼主啊 坐等更新 这个 必！须！顶！ 我关注OVILAB已经有几年时间了 真的很全面专业的测评 楼主也真是辛苦了 翻译了这么多 并且还加入了 图片！！ 技术强贴，必须留名 不错~~~
马克一下，回头我想补充下Attack和Release开关门=。=。=。=。= 压缩只是一个自动的音量控制：
压缩设定比较简单，电平（音量）大了就用直接减小电平的办法把他按下来，当电平没那么大的时候把它推回正常大
控制按的速度就是Attack，松手速度是Release
啥时候按呢，超过阈值的部分一出现就按！
按多少呢，按到1/X的大小，1/X就是压缩平时调的比例，常用X大于1
一动手按音量就小了，但是音量就平均了。
Attack设定的是按的速度，如果Attack有1ms如此迅速，可以把任意超过阈值的电平按下来，如果搭配上高的压缩比例可以很好的限制住音量。
贝斯军鼓地鼓用户希望的压缩是另一个用法，我传个图。
这是一个常见的三角形模样信号（我只画了上半部分），设它的时长为230ms(毫秒)，最大电平越过了阈值
压缩Attack是50ms，比信号短，就可以成功压到音头，使得原来的三角形会变成一个凹下去的三角形~
当然被压之后的音量会稍小一点点╮(╯▽╰)╭后面补偿一下，把音量提到跟之前一样，会发现被压缩加补偿过的信号音头更尖锐了一些，延音差不多，同时也多多少少限制到了最大音量，如果Attack和压缩在合理范围之内，总体会感觉比压缩前更紧凑点儿。
找不到文件上传按钮擦擦擦怎么破！！！！
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**zrhcFlfC8wv1WJ/eGHLtf5vQBA8pA5sGPErQF0Vc+HT8zMV+cGu8ceKje1d0odkf4wz6zUPbEWMMb1tZQ7F181pIBvhTuAnLCyK1eFHSgPSkUAssOHFnznLUDfJ3m984Dft9icK+n2E2bCTD1lY33lgvbRaLTcV5QEjYf64S784es2vXqAwYFNr7StlL706JzI25IiADSnOr8g/OVrGdxaG/vkRMl5vvo3FPRWdq8e1ThDGkw0VMP5DV/7BJ+fq51ur1eK/KgxxXhd83yYOTY2MMSxyvS1MhSFEBGwYKay03mg5ACKqVqvkFd+4OZlY7oQEoJQSz6GADRYwPlF9FyL3qj6YwBRCaNiAwa3W2sKZzz2CVzke9JhuwtAiAjak8Kpza5s3qq63Lz+GP8YkSfzAQxiG/CHzR9poNArPLGtynNlQAUP37OJNVe+sywL+xiuOYzfAYSMoTOZbEdsz/OEQp5oJg0IEbEjhlWytXVxcdHe6KrE8z12qPX+kYRj6F4tC+MF6kYb+vQdh+NhQAXP2k9tL+R6CXgoZH+xR8Gv2HySuo43vQlxlCRSsQOt1zRaGExGwYYTFyU+pdw59t0V1Qe88z93lwDkV/a72/BiJfgnYeAuMt1bUU/JxMCYmJmhVkXuQ1Ot1d9sVWR8MfxqZW19yaRpmRMCGFOeXx3LRwvJBf77Tgz9V1wvYb6jo/7nI2Diz0QLmzi7eRa0uY0633Jard77rg6EQHmYe8PkLLo01fxRCH5A6sE2C34Cq4IRx1xF0nZDuKuNmCUrH1THhUATsweCfh75a8EbKCZX7p0L/33U3xaIo8lvYPKB6OR316yxdNRv/9D9DXkpZlvXuDl0UwO1EhXVHLLDNgFtX7HUkolKpFIYht+ogrwGVa47g4gG8ulzdmLC52VALzHo9qXk8kOvKQd0aD0dhFIO11leOdcFXzcKo2IPhXn3FUBzPSefF4haOL1pcqeL2hQx/ILJH3AhEwDYJviHlexSpZ5NLRPywwmxM+QrGgQ0VsMKcMHf6uUJ7vrj7KRXOH17wk68jSinWLVegdjD1cuZX75Ip/KH//Hme+2/BP/7FxcXCuxPWFxGwTQJvCbF8/bhVVxiSybtLdEPuvntE2NxsdAzM1V2xRVWwY+DZZ4U/dKbMOloq/Jzu7Rz6GW6MYdvRXzUuB8QtIlf17N6184W4Am2Z3rehiIBtBvwWOLzXc7+2222OYLtggPsK/Bi17BDHhA0VsMKIcNYw/+rP/5qmqZ9/ZIxx1YqFuNGDxB0Jy4w/q+hgxw+AO+g7I5KNMP58+F04vyivLH8cErylt3o7AmFdEAHbJPi65RdB+6U5QRC4olG3NQ6CgHe+694EQRhCNtoCY9ycID8pw9n9Pr6i9FaPPHgKz8b1JIeieeiuCKWUH5lzjkReSly4Qt1qM2d1+QaZ844I644I2GbAb8bD8C6ysDfkj91dU5yMsdN/EAcu9JsNFTA2rdyvnMtAXko65xD5GywA7XbbjVxAN6S0XhaYC7m5yWSrx9i4b4D7K+v1l1JKcVWZC5L5PbXd2yw8v+/DFNYdEbBNgh8Yt8urxOC5L6y1fozaX37cRFHY3PTBArNebh6fb/7C58e4Oa7WC9yu+7W+kJ30gM9vl0fLCnWWtpvl6wJjrtWIvyl0b9NXQcglbmOQOrBxpDdT2a8kdXthP6exEDyQjI8R5VAE7EE+ubvo+3Ps/FJijFpO+cHel1+IXbjBCueibn4BmVtW/j8VprGP1uczQMQCG1+4UCwIgkKLHT+5gz0qbgFzVEC8IqNLfyywghvN1WCxjLnU+dGi931lWeYSOgqLqJCIj64XxPeROJPOdYnzEz1kj3goiICNIxwhcGNZ/CXHC9JvQFX4alwfYdkkjiIbLWB2pTl2zrj3F/5onT8rvi94mznq+g/ZtdjrVKTugIjCpDF+QvdsHCCUtPtDRARsTPG9Iu4StmJsjB/vX26kL/DosqECdrDE8YPZ96PCISbEK6V8O6xQMV0ulwt5mP7nrLX2Jx/J+jpERMDGEZej5byCeZ5z3ynfDuN+VOQ1AeL9phQ+jy4bbYGtOMeOX8h525Ikcc0DR4WDvS+uY3O9o/hNsaeU3RhOt/x9YRAEWusVm4/42Zj9fYsjiQjYOFJQIOcVoeVRaPdlcTtgyKTa0WejBexgc+zcq3DY1fXkHBVWfF/oao/rJJBlme125fDNrziOkyRx6Yvlctn13eeygdGS8+FBBGx8cW0ROJLsTKtCJpXfDi5JEnS/LNkhjiIbKmCrzLEDUGgrNUIxsIO9Lz8jw+FGzrq/dU1wGNcZx2+37f5WAsyHhQjYOOLsJxcrdve47F7f48Eaxv59KRcbafqQxOEc1H71IZafUSN3Fq3yvvjXguT4n6Frru0mjbF0uU/eT28RU+ywkDowYQX8fvZBF/Kac4dhWCjPLCw8fx8qX+7wsKF1YAejkO/qSpv9zHLHJr6Ca62dfrs+OH6nfL9zv/OI9EbF3Efk+t+PbbcqscCEZTgPRmEyoX/1cf4Qt7Scd6UQG3MP8DOshAHShzqwFeFLrdsAuVxE10GGL8GbWL183GWQWymWy2XX1IO8KZru8a5HV57nfmMBybYXARNWwy9zKZVKhbZAhe/Rxbd5S+hWV++wWmFQDErAONmVbQ4XBCJvwIp76c19UW40Gr5bwg8w+5JGy8vmVuyDU1hWm/tzOxgiYMISfuTZ3clqpJTiby1JEjeWha9EHBtb8Qn52iQCNjwMSsDcNde/ZAdB4F5rHHKC3BIoDD+r1+uF7N9arca3XQ04fz6tVsvpn2u0OM4ZHyJgwjJ8mWk0Gr6nwkUyXGdx8uLSHJZP09TVxLiGrRiPy9NIMCgBc6dQ4RXd9Ev3c33HqQwbWZb5CVMuCsjJin5j+xXNsjiO4a0sf2TSeMqYCJiwDNfJpjAe1/WvcwPaC/CS4wW24rcpX/EwMBAB86uAXRN36g4Kdy/nd7zd3DiRdvtF56ugrovVv1q6RA+39ApPOLZ1mSJgwhL+MnCtRf0iGH88BH+JSZK49eZ7h9zk+LFdWsPJQATMPSHXTrnxYO46wCbIpnc1+906et+mWyz8MHepLMTJkiRxDkbXDtg1URw3RMCEZRTqKF2NM7yEDj9bzF3+nC/Rvxpu+kvSyDEoFyK87ZF7RbbGfPfy5vYfFmxNbkOF5QvKFWL6pSy9Pg/nxo+iaDyli5E6MOFBobV22YlRFBXKxbjnGz+y8BVba1csAxI2lAHWgbngqHu5Qn/6YTbWVyxk7gNu9hh1I81um8irzEXO2Hvv+zwKZQku+8O9kU2AWGDC2vHnGBUuhW6TWC6X2+22n2zmKjQxrpHnATIoC6zVavENd0X2h4+4GT0b9OoPktVbZG00zWYTgFtifgqVw20ZWcaazaavZG7rwPhDyEYdETDhweJWgr8xdJ3sXSMP93hXicnrapwdIP1nIALmm1YcrfEHNHP7CXRPpOE8Hw7WzHdDKcxudn03XE6H316SUzz4e2QZQ48Rtri4uMkamYqACQ8K1yCATSt4m2t3efK3ivAEb3PsAUeLQQkYX0ndN26McQ4xZshbSxxsnMpG4ysN9yvBcr9i4aLKCTJu8FjvAQ/zLmENiIAJa6dXgdxGlZZnT1UqFV5U9XodXYeS5Cj2nwEmcTDsv2o2m/7OJkmSYR4yd4gDLdcd92lwpRdTkNI4jp0564Jh/GvhexzUu9hQRMCEBwXnYqyYZ8jfsu+sdyMNJyYm3J+LHdZPBiJgznTwL5ru3ODrL3u9/Cv1UGGXz3HNsqxv521vpqK73yKbx5gAACAASURBVO8wUCqVXEdgf/SzUkop5T9yM3X+FQET1o6/X/alyL+fV1S9Xnffu2srIF96/xmgBeZqKty12N/f8Ki5YTYL+t9r2K0pa637oIIgcN7X6elpWo6fzeEe7z+nK4bZHIiACQ8Kf0m7eBi8rDNjjJ8zXfDX04albgsrMqhCZv853TnTe0pgKL2IfqcrF8mjjacQPyavSYf/T3Ecuwb2ROSPfnaPAeBKxf23M+oMpg6Mf/pBRWyWD1TA8hXiOrb5K8ofG8G/+m4NKXzeOA4mYPxdFCrWNxp/PhZfnQsJ34eOUspd0/1q+nXBPbOfwt6rLuuOP+vSZRiuAb9a3MnYMBu7h85gLDAu/vAH2wibj16Xi9a6d36EG/pcGNwnsbGNYEUBc9tKeJuP/nz+hcs0u5eDw4S8VpxBEPhJsOsLh5e4/8UGvcQDsraX9pM817xLGEIG5kLkTbd7jGy6NxmrBL3Ju9z0Lks+W4Y2mD/qrChgrq6oz7N92+02b2iCIHAJPmuwM/hve9OFDlcIVxdIv3Ztbcd5uPgBQlqu9IcFvBG1hWnOo85gBMxPkoG36RM2B4UqE/erf3FkDSuXy4HnJCGiSqUCyU7cMOxBXIh8ibTdlcgVDht9nrhj4JFy/jCRw8J/C64KyiniehF43iNOo9hofE87HoRnwn3Um89mGJgF5nuT3WQpYXPgBzb8/EMi4kbaviMxiiK3t/UrWjbHAhs2VhSwYHkHSycDG32e+CdGIT56WPSaR+sOfxr8KvyzPwLvvq8Hs58zXdyva36qYWMwAub2SoHnUdzQ80/oJ866cr+6zlI+/h45jmN/TFTBRhfWixUFjLrWD28+go13jjl4Q+NKl2i5Y/mwKFyX7bo6Ql0jxD573uzyntfW2jUIJ7qfRp7n/EbcwL9RZ5Bp9G4skKjX5sPVVLpe9dTdsvipwMFyi7xcLvsZX304OceNgwlYYSsZBEFvus0G4V7IbWgO9035aXU8cmy9Pi7GVQHzC3Gr3PV9iRXptZnW9rqFdDlXW7YOhzhoBiNghZ/+r8ImwP8q3daer4x+rrP73p1F7v8JiQW2AawoYEE3T6GwJDca/xt3p0ewvPD2EClc2TeiEoCtmT538nTx4yzLbLcuZQ3Pw6Lu7EjphXioFAatblyGq7A5cHb5Rp+Z44m7/LE9QUPj//C/94L2bA5nl7ARbOxlwnojtG23ad7mSN8U1hH/guVGpG8OF8dQ4QIh7h6uHR7s8TArfu/+DEaRMaGXDRcwfwqc1CwLK1LoxiJbnI3DFdjxDRqopbv6986Dr/xf+3lswkjQj9PXpb5gE/lehfUlTVPefdtuIbNsdzYOXo/WWp4kOdgj6f3eXfF7uVx2g08He5zCcLKxAla4Bol6CSvinyeNRmOAR7K54biX+7S5L+0AjbDVv3cO0UHscuHgbPi5y54K220shM2SvimsI+wdcmY6DzoSl9HGYa1dXFzk2wMUsFW+d55mQEQc/ZKLhrAiG3vuso/bbZ38anBB8HHhejHTNw4WA9/uyfN8bWnr68WK3zsfYavVSpLEpW+IBSb00qc6MD4FWc8ktiEU8Lc1fseBwR3RZsZ9sPxRD9wC8w/Gfe9uBE/vIwXBIdU2gjDWDDYRcXWCIBDpElZheM9dQRD6gAiYMLoM77krCEIfEAETRpfhPXcFQegDImDC6DK8564gCH1ABEwYXYb33BUEoQ+IgAmjy/Ceu4Ig9AERMGF0Gd5zVxCEPiACJowuw3vuCoLQB0TAhNFleM9dQRD6gAiYMLoM77krCEIfEAETRpfhPXcFQegDImDC6DK8564gCH1ABEwYXYb33BUEoQ+IgAmjy/Ceu4Ig9AERMGF0Gd5zVxCEPiACJowuw3vuCoLQB0TAhNFleM9dQRD6gAiYMLoM77krCEIfEAETRpfhPXcFQegDImDC6DK8564gCH1ABEwYXYb33BUEoQ+IgAmjy/Ceu4Ig9AERMGF0Gd5zVxCEDcQCMIB5YAGz/ODOTb3sjuK/Ap2nBVYQHrv08JUfUOBBCdiyo1x66UN/dWH4EQEThHFBG8DCGMBYWGPzNqwKiPhqvvwS38W71wIKSIEMUPwwC1gD29ED3blTweSwCjC+YLD48d8CCsgfUEVWFLDiEXaf338XSwdmO3+il/4zFspCdV59pacTRgURMEEYFyyQtjUsrDY6bcMqm7fjiJy6FK0r92fLBSztiBBgAWO6kuhUTcGkywVMAcr9eUfA7PoKmFouooBVHQGzHQFTgCoKmFlJtIWRQQRMEMYGC1jkqWL/oVYZrGYLbEUBW7rdvWUBDaNhrDN6vH/yBCyH9eQEClZhnSywlegeyTIBMwUBW8kCM6JeI40ImCCMC1pbYzpqpFUGGGt1FEXWc7IVBEz7GtYRLdX9bymS5P85rIJVzmLTYC1RzkpTANC5Z/UDXkMMzDv+JVXz34sF7EoCLIwiImCCMDZYWG1gLEznmt1K20EYr+A8XB466sSxOsqUd0Jc1jgnoV4mdcu0qitgS1Ex3XmNtSZxPIDkHDRBY5XImTCiiIAJwthg2egyAJRSrCUUhIcgYKYjYEZBK2gFwwLWo15dSeCYU+YEzORdDTsMm+cQBWwpjGW79l+vKbayUImGjTYiYIIwHljotM1hoTzPLZDqjswsV6DOg9lnaAsRL2OgDbSBWZbgV5AK21WvZRYYa1jXaDsUDSsIWCEg5+5aZiaaFDZF0SO63GG49AxL2R/CKCICJghjgoE1UClHp1q58RLzDpJ52MkeVEs+R+P9Z70HOhMNHevHBco8w4gFrOBIXI2VBQxL+fG+tWcBWAPdgGnAO4CuBamWBMy451JLUTlhBBEBE4QxwXSSKby08uUhLm10zld5pfiazrmCykDbrjnmLJi0rS1rmOHYWAbkRqfamtx2nrmZmo6AGdtx7qlUq+wBBUwpled5pVLJsqxz9KablN99F503BShgvqU7+SPtPVDzOlcZkAJNzdpm8qwJlcMA2ldf1c1IFEYSETBBGBOKArZcvXLo9lLtVDf9Xem2M1C0gQWUhe76Aa2GzVU3yTC3qgXkBlYDuUKaGQBa22Yj42fMszancqR5diguRL9LyJKvspvl2MmVB1oKGdBs5TBt5LuR71V52rRY1GgDc+08t6aTyp+ZjoZZzkXMLXIRsNFFBEwQxoQVBKzr/ctNugCbIm1CZ87HqIBW3tEeWBgNDaQGbQ3lfHGq09tDm5TNNRYnrbVWGcuh0x6tbZ61XcuMg2Ft5x+jKNJaA0jTNM2UJ2B5V8AUYDKgbWEB6Bbmbz316FJMRMkMTRx3xQ9uaQM5bDtdhFUd52dXwLQvYJJMP4KIgAnC+LCs35JTL9gW8nlkB2BaLkiWAU2g5YJYBkZZV4lsWL1yy+XIxkIBuWpxxw1jTKecOW3aPEsV2KHnEuizrO1UahWstdZa9mcut8CWCdhCho6fsbkXjVseP0vVgCiYovLDvvLjuw4YpAAfoE1zF8DrClhqoTpiLIwaImCCMD4sbxjIqQ02RTYHPf/pf/xAhaiWBAGFROUTT3virYvqADsQO+XLxkJp5Bo5kEMpLKTIAY1FjTkDDWSq1c0GbKG5F7oFqxTQAhoWKZDl2pplRdArHKUx7idjrU0z1c1pzGHTbtpIDms447HVakHNY/HGJx5FZSIKpqj6qG9evzAPpIDhY3ZZhxYWSiMVARtpRMAEYXzoETCbwjSg5zF/10nHzNSIykREIUVViqb+/rJv3g+04JL1cqBpsWixAHUAKkVqnv9rv1GOtnz1yp/PAxmQ5m0DrfIW9CLUPNr7n/esZ4bVrVf84MYFYL9CrgAYa7JVeiGyyZXnOWtYmqboZjYWBczksCoHFnPAAuleHLjmzBmaCIhohpJHfuHKvXsN2kBmU2vSjlB1shE7AgaoVfVUGF5EwARhfFgSMACAgm3BzEPt/dnXPztFNBNSiahSqVFYp3j2lBe9+lagAdi8E96CnQP2AbuBuRO3z2wh2hbOlOPtX7rylvuAeW27RWO53n/nY3dOzhCViZLJI7/yo1sOAA12Axpl8/bqBVjtdrtziF0xW1nAbMoWXtvCGgW1D3M/edJ2qhNRsIUmT/nSzxpzQBPIbAqbdWSwI2C5RsuyeeYVBggjhAiYIIwnptMSXi8iv+/dr3nRJFGVqJaEJ530OArKVNlGWx99dRMLgO5UVLWgdgO7gb3N/b88ddeObUQ1ipN49oqr7tgNNIAMsMhg5tG+96Sdk1NEVSJKZr5x1e0HgAVXJmYVdKvTm2NZidlSoqMGMqNduC5TKcCVXilMqyN+NgdMw6INWAuoOcz99LxtVCOiYIbqj7v0yrk5IAWAFLbl0hc5mJcBmpM4RMBGExEwQRgXLI8EA7TWgMl11k41dAsHrj/nCKoRBSE99zd+8w1veCOFEUV1Sna97zM/mAfarCH5ItQ+qN3AYtbe85gjpmaJ6kRhVPn2VbfsBfYATQD6AOx9SO94xK76JFGJQirNXvHD6xpAE2gal8HYgJ6DarAJpHUDSI1BbpACLaANpDAty/5LY9FGPg+1iHQ/dAMWzVYKi3aOOeAAH6RexIGrzttBNSIKp6j+6MuuOtAEdK6gF9HeA9OAzSyQAvPAXsuKmxtpxzGaiIAJwljgumN0bnXyGQC18LUP/cVOolJEFCX//MlPfvd734mJiIiCo55y4Wv3A/Odv2jhwB2f/eA745AooEmiOlEpoCiJKaxT+QiKd77uL/7Pp//pfVNEpYBiookwiCmmoE61WSqVKKq+9m0XtwHoFvRe5Lsv+eDfTcRbAipHEZVKFFB5cuq4O/ZiAdgDNLotNoxtAQeg59DcjXT/w3bMBETV2hRRSKUJKh/5P9/6vhSAaWDPj8/dThUiimdo+rGf+t49bQDtBTTu+a+P/W2NKCkFFFUp2XreC141D8zr1CK3h9jbShgyRMAEYSywbhaXAXIgy4AW7H4s3Pa7T338LBHRVHTUo66//96m2X/S0dWtREQzNHHCTU3cAxxQBqaB9M6vX/zOiYiimIhiojggojCgZJrCWZp4+Ov/7D2f+sB7ZokSojCOIqJKqUpBQlFCUUiV6T94zyX7AOh73/0nz52MKCAiqhMlFFEUUJnimCYonPpff/UPu4EDAGDQ2guzD3ovFu551JFbJuIgCokoJIqJQgrKFM8+9JQnH2gq6Ab2/Ois7TQVE4VbaPL0L1+XpQDUffkvf3jiJNWJiBKKdz3t5W+6TyEF2iYz0LAwUs08goiACcJYYIE2X6W5kjfLYReh78jv+dGjp6JJKlN0zFkXvmYfoDH/V69+/k6iajBB4VG//+5/uQdoA1ANNG+/7P1vqRFFASVRJaRKQCFRQuEUxdso2vrmt7zr0x/++1miClElDiLOaQzr4fQRcXWCwvqr3vahBQDqV29/zXOCgKg6RUE9rk5TSElAk0SzYRSEMcUT7/30d/cBOjfQc8jvvvearx07nZSIKIgpqhIl5VI9jBIKEoqnH3vuM/ccaMA00LjhSTu7MbCJs/79u/dbpDC/+p2nP26WqEIhhbM0/d9+uhdNoKmbGspyUofEwEYQETBBGBcM9LKLtV5Efutn3vu6SSKiCSo/+n+8+5P7AaN333bFxQ8nmiCicPaIcy76eYqWBnQOsw/5r4C7kN/12KOPmqaoRGUKt3z7uvvuA+Y5S1ABKsX8rScfk5Q7Fs/Rl/3gF2l3IrMxgNn9p699MdXjYx5/WtMiUxwYy9/z+hdtp46dtOu0C29PoS2gG5i/5ZXPPbvGchjPUDTzv9/1fzWQ5dYCB9o4/7cuunduHmYRzZvO2EJTRFSapcopX7l6Hnbu0g+/eZqoFBDRNiod+9Wr79rfLazObFvZNiyQWxGwkUMETBDGBDdMGUopWCCdw4Grzz2aJomoegRNn/yJK+9fAIA5zP3kKUdTnYjCCaqeeNl17RRQrRxIgX3AnWrh+jN3TO4gqtJkVD/uSz+7736gATR1wwLIUsxdfe7RVCOipEZbHvNfP93X1ICGamkYhWzfO9/+2jv339MAGqrbtz5roXnDHzznMdtjIkpo61nX7Ec7B1Trhq9+YhvXqAVlSo7+0Ge/kwKpNhZQuqM+GoBpYPfPnrSTJoiIqjR50leuvPOq7/7nFqKJhCgoU7jrw5/94X6LBuc6WpMjtcg7yf8iYKOGCJggjAk8lCsDTG4Ndw689cv/souoQkS12W1n/cZNChmAfBEHrn3lM0+cYsGoHf/7b/04p8gfUCZDC7gTjWuesiPZRVSiGao84tM/uu8OYC9sC6kGoBcx95NzZ6gWEEVVqjz8yz/aqzpNCHPYBrIDMA2YeehFDSxqtABAoX3/yUdUYiKqTNPEyZf+pGkNsLDn/W+8aAdRLSAKJ8646HV3AQ3VyYbXQK4VLNrNFLqFuevPPIq2BBQRUbLl8m9eefxDdpbYEExmz7nw1XcD7W5/LK0y7ucLC6NEvkYPETBBGBMMTA6d8oxKbVKYxnv+nxcfQzSVEEXJH7z7/Xu4mirPkd/5+Y/9ZYUortQp2nrcaRfc3cQC0ABS5MCdWLj6vG3RMUQlmqLS8V+6bvFuYB7IoCyA9AD2X/m0I6lMRMkUTZ50+Q/3qQwwsLYBOwczj2wfFu46adcsBURxiZIoiGiaaJooDIhKMzRxyqevPJBbIN39+097xE62wCpb3/O5H9/G3aGU7RheMDplN2ADCzefcSRNEpWJyknl9NPODigMgxLRxHGnPv2XwL2dv4VpZ7DKIjfIJAtxRBEBE4QxwcAqo1MLGKNgG5i/66QjarMsDHFCcZ2iCYomKkQTRDWigIgCztGYee8/X7EfaAI5FoG7kP3i7COmjiSaoGlKdn3hJ7vvBRrcvd4AaRtzPz37CKrHROEsRSd+82ctawHkbSiNRajb//qPns/hriiKKIwpScJyVCOqE8VcxTV5+mVXNxtAe/7n5+2kY/g4q1v/6t9/eDvQQKeNvAVgNNimNE00fnnODpokqkQUUBhFSUAUhWWiiUed9eybso6AdQOBii2wPD+U+ZrC0CECJghjgsnyJmByC6gc+e7LPv7XU0RloqijUhVK6pwAXw2pGlIUEQUUE9Vq2570/D/ZzT2ZsF/jLpg7T9k6cyTRBNUo2Paln91zN7AIANBNg3YL89effTTFRFTbSTPnfv77B5SFsa1FtDTmvviRN+8i2kJUoTIFZYrLlJQDokmibQFNxkTxDIWP+dyP9++H0eq2Nzzv5GPYhRhNfPBLV98N7Mu7/kPV6dWx0GrDNLHv52dsoRmigCiZ2PHOv3pfiajjQgxnf++tH+B3kStYDa2y3LQ0ckAKmUcSETBBGB8M5wECOZq3/+55j5xmMyusBlVOkoijco2CMAmoRFQmqgRUDYhoiraefsM89mutMJ9ht8p+dfrWLcdRsIWSSrLjS1fdcS/Q4C7veQa9iOatJ2+lJCCKZqly+qd/lKcWFqaFvbm69TW/ecouohpNEB3xh+9+3x7uo6FStH/5sicfX+fY29SpX/zx/iYAs/u3zzn6IUQTIVFYPfuFf3A/N4LKlOrmpWhuNaxbWLz5vGPCSSIKKlQ6/ps/u+vPXvPSIyMqB0RUpanHXPa9u+aB9tJA6rylGp3ibvEijhoiYIIwRqR5lloLtWBu+tajQpoNiIKQ6kd9+Yc3WQuT6tx2Z2vZ1txt3ztulkpEVNpB0SPe84lvNYAG5lPMWX3vE4+ceSjRLEVE9fdfesV9QLM7xxnZXuy75gnHRDER1XZQ9ZT3fvqWRqcf1Fye/eLkLXQkx89qD7/2AHazWy+fx95rn7AzrBNRXKPyCV/40e4FA2D+8o+/7UiiOlGQVCiZ+fJPb+GWIhpoao7MwQJY3Ie9Vz/hKOoUBlQff8VVe9C4/ZSjaarTaH8bTTz6l4vYBzSA+XZbQSlksDCpFgEbOUTABGFs4DFbaMPuv+zv/2IX0SQRJfUdpz79dgMFQGMpm0EvYPHa333GCXFAFE1R5fizX/DaA0ALyNHUjTuevKNybEfAqk9+wUv3AHuBBSDPU+h9mL/69B0UBUTxBEXHP/kFf5pZ5DlSoNHa88SHbd1BVKKYwu3/8ImvzAMLmM/U3Y/bObOVPX7hNE085j+v3t8EkO7H3PWnbadJoko5oqhMUe2jl3yyrTuFZdffeeCMpz1vIeNmV9efM0sTnW70p33hR/cDjau//YkjiXZGVKaQwu1n/dbr7wUWAQWjYFKTGWNEvUYRETBBGA8sTJbD5DB7sHjrkx6+lftlEE38z7/6+D3AXApYWIuMTTA7h+zmL1/8ZyUiihKKt9PkIy770Z17gTZS2L1/96rfPp6torhKtWkqT1HtqNe+5wO5BdQ85m547+tfWOeWT9FWCo4gmgiTqde9469T4O1/+LIdRNMcYou2UjxJVaISTYRUJ6qEJaIZmnjc53+0vwnA5sjuve27n5skKnGKBx9SUqEgpqBK0dbHPOk5v7hvP0wL89c9YZZmIqJwC20547Kf7mkhh7r7b//4JUd2SqTrFB33t5/6/n6g3WlIb3IlEbCRRARMEMYD2+2+oe646RuXcB/eJKxTtO1v/uM7d3Wro1rc/AIGag/UbXtu+K+HzVKFiIIShdt//y//6R6eENa+2/z8x6dVwy1EcRRQHFJtC1WP/523fjQFoBWa+1o3ff+4Cu1IKAiIKJksTRHVX/mu9+8D7r35ysdM0izRFAfhooSSOtVqp570sPPPe1zE85Sjky+/GvN8WOkc0t3XfPfyCaIqa1icUJjElTqFVUqOOPaM85sA8gaaN56zlSpEFM5Q6fgv/ey+DIBpYP5Xpx1ZmyaKgpiSLVTZdcXP7mMNS03bAkYssBFEBEwQxgVrFEwD+V3v+pMXx0QUJETVZGLXjXPYB6RAlmttYS20yoBF6Pth77vo/LNqrBnR1EPPfu7NbTQAYBHN/ViY++2n/1pMROWQSlWqPOzV7/pECkABWYZ8HvmtL3nGoyohBUQxhWEy9Yfv+cAeAHYerdtefv45daKIKCiXKZ768L992uoDL/yNc+OAKKxR/eT//P6CsrAagAFSmAbU/Kf+8f2lgMdGl8IooaBMU8dc9r3rMwAmxZ4bTj8qmowCCutUf8hXf3a7AqAyqPlrvvnFMuslxUF1G9WPu/F+lQIKuZSBjSgiYIIwTlgF04JtdWapLBvtyHe4a7kCUtgUNgVyfmTabSEIKOgcWnFnQ25133b/agFrYHKYBmwDnKduwYO4OmmQtgWb8kTKpWnLUDz72XaPytMVA6s6/3lzpZc90hroFkwL1uhlz2Bg8878TACctdh9USsZ9COLCJggCIIwkoiACYIgCCOJCJggCIIwkoiACYIgCCOJCJggCIIwkoiACYIgCCOJCJggCIIwkgxGwIwxQRBwR5ggCABorY2RagxBEAThUBmMgJXLZSIKw7DT1SyKBnIYgiAIwugyGAGL45iI+CffMMYopQZyMIIgCMIoMhgBI6JqtcpGGNth1korMkEQBOEwGFgSRyEGJuaXIAiCcFgMTMCazSaArDN6SBAEQRAOj8EImNYaQJ7n/Ku1Ns9zvlMQBEEQDoWBWWDGGI57GdsZJeeFwTr3Ff4DTOc/C5hl/4Dib/zIpX9Y+qfOLbPst6U7l730Mla6d9msBxnKIAiC0Ef6KGBFQTB8j+6M5Ok8xlproXJkGkYDi8pkS2N7ciCFVUvDfJSGhc5hu8+jO8+bGtuyMDBAS0NDAS3kgIEx0BpWwepcZwpItekOI1IWuYZqG6WATC/XPP7PLFNE3fnNWCgLJRomCILQNwYgYEu2VFfA1NKdsEBbt3JktjvmLjXuATnQma3XFTDLomKBZqY1G1DQxqYWuQZU3nnkQtpqw1ogTxUsoHKTtQDTyFPVPQil26ltaOSaX7r7qh3jzHatrK6A6aX/RMAEQRD6zUAFDMAyC8wYAw3kyDNkgDHtTOfuDw20gVUauXJyog0s8lzbzlhVxbKkYXJYDeQ8k1V1xra2LTKgmZvO8FYotvP4VS2MRgq0TLqArAVjWKgAAyhY0/2v8y70kgUGcSEKgiD0mcH3QvTjShZI87aGslA277gKTTvrmFEK0MiQt511ZAGLRjPTgIJWug3VhlYKaFlYGBgLDZsizTMFZACPUjfIoXKoPNeZRucuzQJmM9gc/FSdeJjpHMDyceZ2mYAJgiAIfaX/AtZrpvi2i2E/YdpehAYyIGdfngI6MpNBNZGnHLTikJeFAuaVUQCMgbasVTbfDyxCG61godq6ZYF2lgINoMG2lAIy07HActNq62ZHmXIFmK6NxQKWe/8pl+vRQXRMEAShv/RHwAyWLvcFV5vpSELn6q+gF5HPweQwsDnQaiFbxFKSIBRUijyD0jAwMKm1wIFcLwBNIG00YZBZKKNhd8PsztNMAam1ml/XKqv3Wb3P5IuwCmkbBgpIO0aWZtFq5cplinQ1jCNwaScOByUCJgiCMEAGIWB2yQUHKNgWbKv7ew4z/x8X/99Joo9/4vLMAjqFXmRjzEuRVxYp0ELWgG5Z5E1gN3AvOomC1sLmbag7r/7avwaU/NoFL20DXDKdtxeAFrAIzOX7fvGkXbNbiCje/qp3f3QRaGukumN4sRnnciCxTMPyjlHoEAETBEHoL30SMAulOUPQquUClsPMw8xzxsRtt9+8dTreGlCNKJk+4ZZ7NNTCpz72NxTEFNYpiImoRFQiCoiCgKpEZSIKiBKi6uwTXvJKDmhZDZgWslv++rUvIkooOTKeOvrO3QvGAFDaNIFF2Dm0d582W91KRKXtv/fODzU6QgVjFMe3MiAFsqU0E9+RuDznUARMEAShv2ywgHUdgxZKwWgWMGNgoQ3nBqbI74feB50DUND/3/e+WSMqEVF45K+/8JUwez958TsoJCpPUBBGRBWiClFEFFCYUBJTmAREUUITDznz2lvVjQAAIABJREFUotfktqss2X6k152ykyiIKd7yjOf+1jOfc34UV4jCoEoUURBSKYxKRAmViCYoqFJASSmIiGKikAKiOKodfft9io2wLAcAa5RL4e8tlxYEQRD6Rp8ETPsCpk2eWQ2kVgMtmHs++f63VQMiSk44/Qn3zs2/8Pyn1kOicJaimc/8x8cv+fi7koiCgMohxUTV0mRE1ZjialgLqBpQUi8RRUT1Y0658A87AtZuQu+74asXTxNRfQvFsx/9l3967vPOJ0ooTCiipN4d5JLUiMoBJQFrVkBJEJYoLoURUVKeOvbufZ3wmNawxovFiYAJgiAMlA0WsM4VX2nk7IiDyWEUbLeZht4PfcelH3l7mYiS6eOe+Ft3NLD7l1cdXaN/uuQzDaAFGMwBv9h/8+XH16lG0TGPffJdTZhFi7wTpnrWkx8XJ0TV2bNf+ke5AbIMqoF8zyuec1aZiMo7qfzQu+6844UXPJ0oISoHAVFAQUARUYmoTGUKSxQmQVKhICqXq0RhQHEcTyUTD73hjnYKtHPobsq8NaonFQVSByYIgtBnBiFgWqkcjcwoAJhH87rLPvqWGhEFE7vO/K3bcwAN5Lst0AaagEUL7WvzX17+sJgmg+S4s591SwOPeuhjK1T96g9vagIvfe4Ty0RUmTnjoj9QAFSKdPeeG7+/c4qCIKDkuKe96PWwKfQ+aAMDmytYZW1DZweOO2JnPa5TEP/5u97dzqFNJ/9QWyjbOYCG6lhgiqujl4wwD6+/oiAIgtAH+iNgRkOxIw46h1Kcua5ggDnoG7/4kTdXiIiqDz3tWfdqtACLfLHRYrdcls0D9yz+6gePnEkqRI8+64nfvObW2ZljiLa8+h0X393GRc88a2uJqLz9zJe8flEDqon2HZdd/I4KEQVlmnzMpd+9FXbf3M3fOHYiqhOViWIKgpjCmNgmi6KAAkqiOA4TCgMKqxQc9fBTnnPPIhqcd9jpv4E8zWC07zAU36EgCMJA2EgBs0sCppYJmNEZFLCgWrC7oa+77IOvqxFRWH30Gc/4ty9/j+KEIqrXJ0txmSiOo6ASUI2oTjRdCigmipNKZZZohiYeft7zXvayXz9rmohKO097yZuaAEwD2S8ev4VqRBRP0vTjb5kHsHvxlsuPr9JWooQmiSYpJAqoUp0Mg3LYiX9RxOkhSYmS4447/cI9Ck2gxYmI1midwxoRMEEQhGFgEAKWG7bAMhhgL9KfXfb+P54KiCh53JlPvfQr36EoDEohUUxUpmiKwnpEcYloqkxBQBQSRZyBUaPyUec85wUvf/rjtxBR5SEnv+ytcwBM44YvvPeRIdWJKJyiI8695l7A7p2/8SuPqFKdQqo+6oof36cAoGXyJqzOlem4BlX7E3/3Z1siItp13Bkvvn0xbwILpq2gLHKLzOTNTjepbkdE/z9BEAShb2x8FmKncbvpxsAUtLEKmYaCgdkNfd2XP/KGGhFRcvxpT/rc174XhBQTRUEYhjWiCQqmKagFFJaJYiKqlChOQoqIEkpmnvn857/q/FOniajykMe/7C0LOZDNverZJx5NVCGiaDvVT755P4C5Azd+9ZHVYEtQp+S4L/7wLgUAKVQb1uQWCkg1YPNLL37XJBEFO487+0V7LA4gTWE0VKu94GXPC4IgCANmwwuZnXXi1QKrjnEGwByAvvGyD7+xRkRRZfs5z/6lBnQT+T6oBRhrLVKLRaCZN045emaKKNr50Gv251kTnIVobeMVTztxhoiqu059yRuQprd9/XM1omqZEoqJZql20u0HALNv7pZvP6peniSiYJKiSaIwIoopCigmCqNyiQIiogpRQCGFRz3s7OfdnXdiYJ0UDb00SMX6b8+I/SUIgtBvNlbArDfgGB0ZM5qNGKNhAL0IffMXPvKmChHFtR1PecENbbz4gqdt7wgJRZQQlY8969z7m/OvfPaTZoloets1C/j+d6574uPO3T+fWtt6xTMeO0lE9Z1PefnrsHj33/7eBfWEKOQEjVmaOvXWfYDdt+/Wb58wXZskIqpSaZIoTIIwojjoFC5HFIVhSDERUUzlY3ad8Zw7czSAvHvoPJfMjQFbmmomPkRBEIS+M0wCFtV2nHH+TQ389gW/Pk0UULlUmikTxVGw64xfu7Nl/vszz5glotltl37v6kccf0JESTh97O33H/jtp540GxGVZ5964UuR/eJbH3j9JNH0TJ0opmA7zZx3/V4A8/tvueKhMdWJkvrxl//gNg3AKq3aHT+nRWYA5P/6oXdXAqJw584znr+qgBlbEDBBEAShj/RRwGyPgFlAL0Df/PmL38**vQ5z7+1iRed/9Rpoj//i/+TWrzlj3+vRPTQs599Z4b//ZqLZokoCCmaIipH5ZnXvftDexVe/ptPqBNReftTXvhyNG+8/esfmiZ69f/4XSKiZDtNn3vNXgDzB266/DFTNE1E8a7Lv38HD2ixJgVMnsFa5MoArf/4+N/ERBQ95JhzLmIBU/DmVy7J8HIBEwRBEPpLP5r5OgFDR9IOImDxxLYnvOjGNv77BadvI3rz2/6yBbz1j19aI3rEmeff1ca/vf8du0KqERFNUbj92FOfemszW0T7peefWSei5NhzL3oDMD93y7df9ORzv/aZz0ZEVJ6gLSdfuw/A3PwNlz8yplmikCYp2kphhSiMQgqIorhCQRQGFHMbxqBCpRO2n/rCX/kCtiwGtoKAiYoJgiD0kz4JmPvfSgJ24+cvfmOZiOLazJkvuLGJ37ngtO1EFBHVpmpEtYB2Pv7X7s9x/Xe/cCTRDFFAdaoc+cHPfnUfkCK/8Cn/bZqI6iec9ILXt6Ft684ff+kzN37n6zERRVXadto1ewGzr/XzK06dSmaJiCYo3kbxJAVxEsUBETfvjYgqAdUDIkooesQRZ72kR8AsLCyMCJggCMLA6eNE5m5Kfee67wTMdAUsqhz7hAtvX8RLz3/iLAtYlBCFFFRPfPqLbptXWLj1jCNpkiig+BnPfd4Xv3clJbPPeu6Fr3jWqXUiqu464aLXHwCAeeS33fStT5WIKJyh2Sdduxsw+9o3Xv6okCYppMlHf/aH9zSBvKM5nYRIkzdh5r/wwbdPEVF47FFnvrRHwDRgPAHrvi+JggmCIPSdPgqYOYiA6Zs7AhZWHnr6Bfe2ANWGnsvRagEKSC32WqTAZz/219uI6kQBhZf8xyX/cMk/U/XI8y54we88/eQZIpo89sSXvmmPAbAIfePN3/6nEhGF22nLE6/dDei59o1XnFCiSYqpdtznf3J3kz2CFtZawGjVBlKY+c9/4B2TRFR6+I7TXvQrP4nDGGjNo2FWFDDdv49SEARBGJCAWaOgclhAHYC++bKPvalMREH5Yac+894MmQZgUqiMHXSZBVqf+Njf8CSwEoVE4Slnn/L2D76PJred/bznv+L8s6eJqP7wx1305xmAfBHZDT//2kciIqodTZOnXLsPMPPtG79zYjWeJgqTGpUmKKpSWI+CiYBiCiiOqURUC6jCPsbk4Uee+YJf5TjAAgZAKejMmqwrYOgRMClwHjGMMQCstUop96sjz3N3O8uyPh+bIAgPyOBciJ0S4AbSGz/9of9Vj4iC5JFnPP2dH/g3Ks9QGFMloSSOKJwOaEtAFaI4DoOwVKWgRBRERNUy1be96q1/+ZJnnL6FiMrHnnThG7UFGnuRX3vjNz4YcRbizOnX7AbM4ty1X39kNZniMq+4QmGZgnIY1gKKiSgMqV7ujHsmqlP5uKNPf+5dGgtABli2wKwClEGuC7XM6ATG+vdhCutEmqZ8gyXKGJPnuTFGa22t1VoD4J8FeRMEYeBstICZpdDQUqzI6FzBImvnyOehb/3MhzkGVnrkqWd/9opvURhQFFC5TkmNKKwS1YgqEVE08+FPfO7f3//eI1hmojrVjv/ylTe+/Dnn1oiotuuUl/ypApDtRvrj23/4sTgkSnbQ5Ll3NmEbe9Lbv/fwqahCEZV2ff2qe1JAA5nR3GVDt5XJUqj5z3zsXVUiCrYef9YLb2thjjv5GsBoWJVnTQslAraZYLni29YuC2XmeS62lyAMLRsvYP7M4q6ALbVfMi3oX1z60T8rE1GQnHD2U/71P79GUUBxSGH9I5d8xsDCZGgvHnfs8V+76pdtANneX33r0goRBdWnv+BVixovvuDcEhFNH/+St/9jUwP5Pphrr/3635cConCCJs+57leAau676VtHlmmiXKf46K9ceUdLIVMtBe23iQJan7r4bRUiSrY+7NTz785xAFhQ3TIAkwMqzdudkrClEmZjoay0SRxBrLVsWjkDizWs2Wz6D2u1Wv0/NkEQVmcwAqZzpVp5R8Aa13/+o2+pElFYP+aMZ9+h0QRS1RUVGNgcSsOgYWHQhroL8zfDphoA8m9/84tV9gqWHvE3n7umCcCmyO+46oqP1iOiKKbao7/z093HzM5MEdU6jezjqFzj7lEUJkRJJapGFAZEFFAYEgVEYZ2iWUq2nvfCVzQsNGC1gVYqb1mYZQJm+G2KgI0kHP1yN/I8D4KAiEqlklKKza+CWSYIwpCwoQLG6tW9rK9ogaWL0L+49OI/LxNRaeaYJzz/5hx7c2gD5EAL7Sy1MPxMGgpYhLnr3z/09hJRRFQiqpUpIKJw9ukX/el9wIEcQA51z3XfuGRLiSggqh7/tR/eOZ3EM0QJUUA0WS1FLFJhSFQmqkYUR0RhSGEcUECUJBQkVJqh6hHnXfh7TWAx5fCdAVSus6XSbBGwUYY9h36sKwiCIAiSJAmCgHWLf2ZZJjEwQRg2+iVgdpmAqSyHgVGcbHjbv7//TbWAKKzvOP2Zv7RIAZsr5ECb0+g1DEybI08pzD7ovSfsmOXZylFMFG75ozf/v5xzDxjYeWS3Xf+1f64QUVSiqRO/8ZP7dkzOcv59WKpSQGFEEVEUUhBNE01G9P+3d+ZxkpXV3T93q6WruntWhmGGRTZZREUQFzQacSMuWURATdSEEBVfjUZj8iavr/oKavIa4xa3uMYFEESNb4xokEUFNwwqmzPsDMNsPb3Vcu99lt/7x6l6+ulbPcPQNt1V3ef7qU9bU111+9YteX51zvM754RDcUwBURzxoMsoCihMKFn79LP+vOlKwazJ0obfHMsTsNwiFwEbLJwmGWPCMCSicrlMXfznuEBNEIT+YXFSiEUBg4XV/Jsc2QMw22GyDBgDxnjQpVVIwXMvU2tZB7WBhYFpwDSQpshzmNwCkwZNQGneo0qRj0Fv//W1l5WIKEzC1cfeucPCADqHRWagYYxNgRwwykIZQGlYY4HcQuscULC5BiaASWBKI+/UOlvAWKtnCVhnD00isIFEa01ESZKwaEVRFARBFEXGGI69nHRJIlEQ+o1FtNHPjYFNgRaLQ8ae9c7jznZfaHShYBWMgelssOmZImJ+JIdtwbYAZQHl9qtgvCOZWf8stoMyfD6q+/IDWLqMqFc/4Iq3fH+8c2o4QzzLUtDF17AlOnFBEB428p+rsHxg9XIa5lsHlVL8OKtUHMfUQyHkEgShzxEBE5YV7BtkEVJKFfJ+LFQcbEVRxDIWRVEURegmCf0GHIIg9DMiYMJyxtkL2aNRKpX8bCERhWEIIM9zJ3Wy1yUIg4IImLB8YOcF2+LdvpevWHEc844XPKFyu2VKqUL9siAI/YwImLCs4E6G6GYRgyDgPCFHYK66y+GKvSTwEoSBQwRMWG4YY9hn6O91sYw5lWKRy7KMdY4zjUop554XBKH/EQETlg9uMAqAMAzDMOSEoW+OZ63yW/RKvyhBGFBEwOYJe9X8Vg5LejrLFtsFnj/QBUzo7nvx4069CkZ5ftBv2iuflyAsA0TA5oO//LkFtN1uL90ZLU9YkJzJArOHT7pPgYWNH282m4XqLgDs6fCP7OanCIIwuIiAzQdeDQttHYRHAhYna+309LR70KmRUyb+9sCfCIdfSZJwdVdhsLL77CQIE4RBRwRsnvC3+0qlwv8UDXuE8AuTrbWtVsupV2HUpPs+4WIvF2bxlwznsIdUKwvCskAEbD6wITuKIr4j3+UfIQoyU4il+E6apu5x90G4+mX0uDMKRkRBEAYXEbD54G+xsFkAsq3yyOAP64JnfMfsC56mqVMmfzPSZSBdfRi64id7loIw6IiAzQciqtfrrjY2jmPfaCAsLK6nhoPVyPV/4t9yhtA9s3cMSp7n/J2jVCpJClEQlgEiYPPENXfgCCxJEtkGW3D8mcjOLOMCX3ie+DnDMo60fAsi1zVzRbOkEAVh0BEBmw/GGF4HC7M53FLrf+tf0jMdMHoDWd+pwd8YXFteHHD1se/v4JnL8m1DEJYBImDzgdfNQr1RkiTuV65WCbI3dgCwSrmOGG4YCt/hhCFnazmEYhHi12qtlVIPuaGllHKfVBAEkM9FEAYfEbB5wrECj+coNH2QlXEe5HnuvPL+49ZaDnbjOK5UKv51LoRr+4nGtNZaa1f5IBGYICwPRMDmg+8UcFYOf2312+tJFvEhmZyc5DtuBCVfwDzPC6OTuTYZnnGDW3L09tooYK0tl8tulgrke4YgDD4iYPPHjZsKgiAIglqtFgRBuVz2BwGLeh0gBTlhSyG3kw+CoFKpcOGdSxX6/o6HhL34LtP7sF4rCELfIgI2f5y/oLAZxlsskFLZA8Zay4VcLrOXJAlHS+6OrzeuOAzdGq8DUSMXJYt0CcLyQARs/viDE3lnxW3SJEnius3KdstD4iu962foJ2b5V7zp5a4n/9Mp2f6DXS4C49lgMj9FEJYHImDzwa2hbqiKH36RlIU9fPwpJ72+GMzOGfqxGrwWvfvBzbeUPTBBWDaIgM2H/RfYul0x9HTnc52NlurMlxxrrV/a5e8XYnaTSSc2PCgZD3Pfq5dCglcQhEFHBGz+9HZzYBMH+xIZf2wVvNCt0Wgs6rn2B4WJlL4Pvt1uU7dNBn8PcIZDxi8Pnx8iYIKwzBABmydzNpl1lnpOJLqCWfZ5u8hjJQ8F5uxfYaCXUqparRKRq6sDkKapUsq1g8JccykfFiJggrDMEAGbD/sZ88FNIuI4dnGY/0yOOVaygDkK+UAXflUqFdZ798z9XO2HhQiYICwzRMDmyZyDFp2Dzlk5eF32+0ut5IGKfIk4reo3kieiMAyDIAjD0F0Ztma4CZZ89QpDLB8WImCCsMwQAZsnc46650d8NwevmHMmvlaglaPwljkedXrvt8ko9Dacnp7+7duaiIAJwjJDBGw+cDTgexB4I6dQ2hyGIW/qEJErWlrh7u12u62UcheBiMrlsvNu8INux6vgUSzUgT1cRMAEYZkhAjZPbBfMDgvc5A5XdeR6SUB2vzz40jmB5/EofCULEuWCXXfB54cImCAsM0TAFhLfWF8oCyOvye8Kx20c5nnOnhd/68tVfS34NqEImCAsM0TAFhgOEfxhK+yqZ1MiPyfP85Vp4vDTp87wwhrvqhHQU928UIiACcIyQwRsIfGddej232OiKArDMIoiXqlXoIPDwfrEdkT/QZd95UckAhMEYf+IgC0kvAS3221XcsuxF1fpslVhZcZejt7RyX55sh+iLfhOoQiYICwzRMAeQTgh5tZN5+lAzzThFQLvfnEdGO91cUst04Wf9giZXETABGGZIQK28LRaLXSThBxScGOOMAx5v4e7/K1ML2LvKBO/UW+e5yztWZZJBCYIwv4RAVt4fEMdr8tu6fTdHCtQwAp7hK4lBz/i8ofOpriwf10ETBCWGSJgC4k/XNEt1rw68wYY/+S2SSvTx+HUq9fwAi+z+kjUG4iACcIyQwRs8XCORN4P4x6JTvOcB2+wWnW4omO/yYh7p/ACqSV/XyJggrDMEAFbDHgRj6LIWTlcQAag2WxiMIvD+H350VKapq4FSRiGaZr2PmepEAEThGWGCNgikee51tqZOPwYxcHRzLx7/S0Jrs8TF725trwsY/wrTgwuecpUBEwQlhkiYIuBW7u5V70vY660mXeD+iFSOXB880W73a7VanPK85InDxkRMEFYZoiALQb+Qu+yiEEQuJEr8ERu4BKJXJvM74s9ltyZl/OH/WO2FAEThGWGCNji4aaExHHsNop8Aeutkepz+FT5vbgJ1EEQuIa8/jOXXMlEwARhmSECtki4NBo7D3kl5e6IHIfxbwvjMfscN73TuTb4cadV7E9ZculiRMAEYZkhArYY9Dbw9df9Qq/6PlnuDwTy5sXwW/Abyfv1yP0QVi5vAbOABQDTudnC4wfw4rmfZ3AgRyi+xHQPOHMy3X1g4x1z5r4G9MwfUoCadV4WsLPuzxx89kFmv2uDwms7DypAwRpYwGDm9Gae5P4bNICxMBqm56+7/+WjAd13ASjvCnRPyD+814jGnXzvx9e5Ct7TCiz9f1RLjQjYYuAv4twGELM1jFd/l2MsFPkqpQ7EmugGlBBRkiQLqBmFOZyFHo/cJcud6tJqld9TseCIcUlO/mfB89lbkwfvg+sHAZ4D2/nZFQBjoYAcVsEY73F0F+IeMeB/8vLYkRZjZ62nysLogsAVxcN/CYAcyLv/7t43yC2/LoXOLJBbwCqTNgBkQBuYBhRgYYCGtQ1toIEMUBbQFsZoILP8EExbAUrZpkEbyI1RGdC0sICxM1fDWgsNqzqPaKtgc6ABNYmsDWXQyKFgYTJ+nwYGtvNCC6taQNpCO4XK+EoaQMOkGhapgQZgp6EmYaAVUqAJC7SgW8g8RTWdc8hN94JbWKthc77CbZVrmFy3YRVMjjy3wBSwt/Pi1OZtvqRGWfcJanf0fSjcskcEbPHo3Qdiz54b6sh9fnUX9xK+v38N4yM79XJOigWHPSb8h9hwmCQJb3oteezoN6lygpRlGXen5F6UcRxj3xeTs7s8yI2f41SwHzXM+urlBKwbW8wKwox1AjbzYPeeAYyB5dDEePFQR8BsUaLMTByzLwHrHDAHUuiM5Udbg3QSqsXiZFULNgeggAbQAJq5MUYB00ADFhpIOQoxgEFbIwOgYaZy6Bw2zbu6wlKXAe0cFtBWWbRhp2BT04Y1SIEpqzuBjW0CLViFLEeeI2tBZ/yGWm1kQMM2LaDzrtph2qKVwyqg1eroR6OZKb5K2TRMapupzpECKZDrSdgG0gwKqUJmoXPDbyczVmUaBh09t9AGbWUVkAEWOew09DSsSg32AHuBTOWwKawySjv1gnVfTSACJjziuPXUraq86LuwwLnP3fMxu8/Ffg7uknXO1siiuIDnn+c5L+XGGHf8OI45I+fazC+5hZItkS60dRcwyzL3oNaaz9N9UdBa8xN8cw284S+9U2D6gplYSgF5QX4ABZtDG/511hUY1Ql0Zo7gZa6MWxwVoDsqNbM4esLGTza+iM7Kg1kFy2qaIh2HaeRZGwBMDp0B0AadEzbINFpAa+blLaDFh8stsu7RM2BKK20z2Aby3Zd+4oNBsvq/fnLHNNAGjIFWsIAyKUwDZuyrH3v7aqJKOHLMib+7LcUEn39bITOwaFikMMC4nbz3lEMOGqEkoM2l4RPuGB+bQt45GauQTiLbdfnH3leKiMIyxWs/eemVTQsFTLVzDcDCpNZlDVsWCsZkY2hsPe+FT6Wkdsxpz2y0JoFpg0mLloWBhW4aaCiDzEIBLYMpQCNH446XnXFiRERJ5X+89xP3tPk0chjdudR6XwK2EhEBWwwKy7r7pzEmSRJu8hvHcalUSpKEw4Vexdp/iVie561Wq1QqFea2LCxEVKlU/LQnvHCHU21LGIc51ffd/PxdAQCfOXc/gXeF2TjDDSpd+OWSov5Ugb5jRn7yroA57UEnGVUUMDMjYDNxUzeW6kqQ7qhXUcC6r/Dyh7M3hLw4jDXVwKa7fnPD0WujmIgoDIj4Vi7FSRIRUUBxqVyjOKCIQkoiCsOIopBKFCdUpqBEQTkIhsPS6u//5MYmoNACxjC55aQNdYoPofCIM87+8zaANpADMBopTMNO3vva3z95DVFCJYoOvvKmu/Z6wVxmMAlMAjl2IL3rmZvWH0xxRIeFwyfdtGvnTqRtIOM3rVpo3PcfH35HPSKKqlTa/IFLrp4CGtYoIFXINGChp1umOQ0Y3dm4msbuG07dRBTWKF77qvNfFkVULhGFRDFRkpSoFFGdgiNPOPnFYxOZAiaBFjSye//Hix4fhESl5C8u+vhu/ih1ppX/n7/pEbAVigjYIsHy40KlVqvleizxilnw8rEqoNsdcf+RjV9hxkGY7wpZEFqtljtDF6ag/1Z217XLD6QY6jYKgXfaPJCM7ZQ8d9SFbryf19cCBlaMTjZPw6gZE0Hu73V104DGQllPeLpCxUk/OKnriKJVsDP+iFlBm50tV12N857Z3f3S6fTWHxxepuGQiGIqD5XrowFRKSQKAwoooDAOoyAiisKIqgElRBQQlSiMKeb1noJhKq+95pYt40AbU8Cub37ob9cTEa2n4Ud/7xe/sgBawLRG3tLILQC0rvjUuzZEVCKiZP0b3vmhCWAqA2cvpzTGgDFAYRfSu55UC4+iMKbNyZpTb2+kY0AbaGukAEwbrfuv+ug7h4gorFH12PdfdsME0AY0Z175/3WWBTvVpm2yHPmkuuv7jx4lolWVg497z4f/VxBTmagcRFQLqEwRUUQ1oiMf/dgXXPXdb4YlovKqM89+Ffbcff7pR5UqRNXw/Pd8cpvFdGo7ke7MNoRhpdTuE1mpiIAtEq7l0pxGeV/AfFc9vOqx/UQ2vquid+H+7XFpQycM9XrdGRx8N8SSdxLh+NVdBJdK1VonScK67r4ZuG0tY4yLXNHdS+sf/+Q+6KbprHFf/GfEwyrWmK6TjXeqlPWCrYLFA50NIn6+ck6QolZ12ZeAzRJRA+hW67bvPmaUakQUDVE8QnEt7rhXKSmXRofKJaJyJ/ldC+PVRDELWJmikCKihMIRqqz5fzf8rAkDjKN55+lHDA8TUbjpNe/+ZANoTm8/Ze3BBxMNEVHhAxDZAAAgAElEQVRIFMRENERUIxqOE6I6RWspWkVBHJYSissU1Wnk2LubACbR2PK7a0uHE9XoCAqPuWVC7QIaBgpoAkCKxp3f/8S7akQUDVPp6Pdf9uNdQAqTpZ2LlmsWu1ybJpDC5MjGv/2xt68hoviwZ511wUc/fWE5pmGi4WCUkjKVYwqIKKbksBNPeebV//n5KCQqb3z22Rdg991//byT4oioGp//vs8+yN8nLNI0NbAWMJ0QWgQMEAFbHHhx96cwu3WfH+SFNY5jpxDcQtB1aQL2Z693U8eSJHFZxAU8f/LqlPnIvgmCNQNdkV7CbTDfLUndsTXunN27cANFnTuGC/KCICgIsD9Xs/+UTMG0YFtOvRQws3tknD4ZO5MANLa7d6WR606KDx3jHe/BoAG0eC+NXzPj8oDRMAomc/Zu6xyMM2FZN0VpOuZy3chu/fbjh6lGREH1Oa9+y47OyptbmDRrwDSgpqBbsBjXaIDXaQtt3ZFVx3sIYydg773iM++uEBEN05rH/SZFE9NQ9zx108aDiepBlSiJkyEKgzCmOKASUUwJUS2qjFBIFBGFRENrafRxv9mJXE0jvfepa+NNRGXasHrj0/97l9oJpEAz09MwQAP6zq9/9G9WxURBlUZO+sCl108DGgo6g86BXCNPkWZQacrulQnoXef9zmPXE1Fw1Ae/+iNgDxq3PmH9hiGqU7j5Q5df3QIU0jGbKrRu/P7najHR0HGnvOi1SO9+47MOLRHR0NrzLvrCvUBDuyttu3uEOaBEwCACtmjYLpi9B4bZ9nfyZobxc5zpY//HL2iMe/mCwGfVW6zmzspp85KbOPyMH1+KJEn4knKq1qm7Uztrra9zTtV88+eSGyznwCrYaZiGW8s0wCY4WNgZo/zclUa+gNmuQmikwDTsNGynDGtGonoEbPZvXTJzlmEEAPS0vuXbjx2iISKqrj35JW/cBqSANZm2Ckih9+y47UePWlUJKKR449Nf+gbN2mtmQr+u6ySH2o321hMODonKVN74pos+NgYoTGbTW09bP7KBtSqoUzxKQZmikAJKKC5RiahMRElMUUhRRBTUqHby1j3QSNG66/T1lU1EQ7SR4uNunwYLGIDM5sAkzJavf/KtlYAoLFNyxEeu+Nm0BmwOPQk9ftVV33rMaY/drdLJmT22B9Hc8tSDR4YppvqTrvjJgzC7W1u/f3ytOkR1So769k07m0Ab2RRyhfFbr/tCjYjKxz/l3Lci3fqGMzZWiChadf57vryNc5UGGsgtcq26m4v5LAFbqRomArZ4uH0UXu6zLHOSxo5EF36xVJTLZdfH3X39L2gGC4YxhlMybgNs3ns2/krtNzlkmwmv5kuuUvunEIfx+bv8Id/33yZ1h2W77OKAoGAbsA3ozOZtoAXka9Yccull/8kiZpHDZtC266/n/x9pA22greXYzFqLzCJn94finGQKNQmbmtQeftixX/y3i42FhWmn04AyOre2U07FvhHLYVdu2TCS6U6BlOUD6kl723efUKMKEVXXHP9Hf3VPJzVnAAU9gfzexl3XH14jooSGjjz1nLdoy29AWxibK51mgNGqBTUOPXbFR99dI6LSQUc86Tnt9tjf/uUryzG19z74uFFaRxRWKh/64tea6DjaWYe7W0g59H0/v+7iKhFRnUZPvW0SU9hrs61PXj10KFGFNiS1x906hZ1AG8jSFrSBGof69bc++5ZSQFQfpsphH7zix9oCqgW1fezO69esKVEUR2uPvO1BTPHVyO+6/bsfHSEKwzrVn7xlL6DG7vju59YR1ahK9cNv3m2awKTFLiCD+s01XxgmosrRp539l8juuOB5hw4RUVQ778Iv3g80Z8okXJY379TRoeicWWmIgC0GvbGXrwH+HEinFr7dwC8LQ4+33q3UTv9+m2YTbvV3Z+gEtfDXl3y7az+4K5amqTv/OI4rlYp/YXlvj7q2FPRjnnA/KJNNwE7BsIxNP/e5z37S6c/bNdGp9AVy2I41w3a/rVsYzT6O7q6VBjIY1d3CshYwKew4Wrv+4MUvOemkp4xNtDWQ5m3ODlqTcYKxG7ShcxRtkKd5q2mBlkIr7y64eiL/1XeOJRpNiJL6k8+76E5gRwoL5KoFTMLcu+Om/3fcmjJRQrWjHv/Hf5NpQEHDTKWNjtlEtYEW7J4Hb/3ho+vBMBFFa/7lkq/ff9sNR66mKCwHlKwhWssbYPW1wfCmu3c2M45aMguLRgbAALtgdqA9aS0e0HgQmMJ41rrleZsOPoLCOm0Iy0ffPo49QBuABTKgNYn01//+ub+OQ6Ikptqh/3T5NTBAOjX1mx88ajVFRBTXKD6CwmM+c/nPjAbyLR968/PLRBTVac3Tb7kfyPd89+N/P0oUUUzJMJVGiOpUPZiSDc/7o7Nvu/qLI0RUftSTzn498rte+/zDh4goKp930RfuBxqAsr0CpkTAIAK2mLDhDZ7fQWvN3QLdr5z/288E+l4Dlo00TZ0rhH/Fz2fPAnWbejxcWL1cPtB5Q1gaMbtwaj6X4BFmTvnh8jjXc5L7hvBb4y8KfoeOPg8uZ2NgU9hJYDvyB1/w3BcG0aqPfe6StBMVdQIs3vKyFtbyfW2QW6t5RcyBNqxCnus2S9p0S8HmMLte8twnEiWfv+Q/uNQJ1kCl2rQtlILmIi/TETx02i1ZBWOUUq6sOLcGei9uv/rJazmFV3/CK/7+TmCy45tsw05C3T1x+38dWqYkHqKhI0/+k7cpC7S1Apo2U8rAADDQE1D3XfGpd60lqrEXPworRCFFFG2k2qG33vjj7Vt+sWp0mOIylZLOXldAlZi/FQ4RlSsBVYiqRHF5hMqb/+zCD0xi3Ko7Tq/VjiIaptVRdeN9480ptk4YDsQAc/el//q2OCAaqlF1/UeuuBJajd/8k6NHaJhodblCtIqiY373Fe9sW6CVT/z6W8eNUqlMlNSp9oQHm8DUnR98w4uGY6KgTElAEQUUh8k6Sg571ll/9qtrLh8houTw08+6APk955/5qCEiiuPzLvp8R8BmRWAd844IGETAFge/wdK+lv48z1nY3LQwF43xq1zo4/ebYPzwK4oirgCb32BM/1X+TlKpVPI7LfXtQu8qlOEVLWRZ5k97cTt5bsvQj1l9r01fYxXycaidUNuPOGQkjmov/oM/yWbvPzkfh2cm7HbQsJ1aIjVTNwarAShkE8esCUYDetFZL29wmMVbXCoFcguluxa4GaMHq58xUHme57nBtELKAmbGW7/89nERjZSI4toTzn7T/cAk0DYGUMjGYO7fu+W6o1eVQ0po+IgnvuKvcgsYZ+hH2tbd7b1tu7Zcc3gtHiEaJSoTlYii8hqKjnjzu/8VafOST/1zPSoRxSc96XGvvuBVUYkionpMJSKiKsVriMoxRaWQKIxpeOObPvzRceyy6V1nrF7zaKIhqoal1RSGFBJRQjRCtGn9yGET22+87PPvjIgoLNPQuo985fJ7b73pqGEaIaoSJVSl6KA3/J8v7LRoK0C3vvGxv19HFIRE5VFa86R79gBjt5x+CAVElIxQTNUaDYcUUJmSI9540cd/ec0VI0SUHPr0l1yA/P7zzjy60hGwzx6QgHUdpCsQEbDFw49d2Lk3Z5siXmddTw1eW91eV+Fo6NYwcexVq9XiOHZdM+YHVyXnec4DvdzSj5kyFKAvG+f7u18FHXKRFl9beJ**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**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