C# 8 - Range 和 Index（范围和索引）
<div class="OutlineElement Ltr SCXO245908875 BCX0"><h1 class="Paragraph SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN"><span class="TextRun SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="none">C#<span class="TextRun SCXO245908875 BCX0" lang="EN-US" xml:lang="EN-US" data-contrast="none"> 7 <span class="TextRun SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="none">的<span class="TextRun SCXO245908875 BCX0" lang="EN-US" xml:lang="EN-US" data-contrast="none"> Span<span class="EOP SCXO245908875 BCX0"> </span></span></span></span></span></h1>
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<p class="Paragraph SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN"><span class="TextRun SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto">C#<span class="TextRun SCXO245908875 BCX0" lang="EN-US" xml:lang="EN-US" data-contrast="auto"> 7 <span class="TextRun SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto">里面出现了<span class="TextRun SCXO245908875 BCX0" lang="EN-US" xml:lang="EN-US" data-contrast="auto">Span<span class="TextRun SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto">这个数据类型，它可以表示另一个数据结构里连续相邻的一串数据，并且它是内存安全的。<span class="EOP SCXO245908875 BCX0"> </span></span></span></span></span></span></p>
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<p class="Paragraph SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN"><span class="TextRun SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto">例子：<span class="EOP SCXO245908875 BCX0"> </span></span></p>
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" alt="var arr =
2,
new[]
slice -
arr.
AsSpan().
Slice(
start:
4);
length:
foreach (var number in slice)
Console . WriteLine( number); "></span></div>
</div>
<div class="OutlineElement Ltr SCXO245908875 BCX0">
<p class="Paragraph SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN"><span class="TextRun SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto">这个图的输出是<span class="TextRun SCXO245908875 BCX0" lang="EN-US" xml:lang="EN-US" data-contrast="auto">3<span class="TextRun SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto">，<span class="TextRun SCXO245908875 BCX0" lang="EN-US" xml:lang="EN-US" data-contrast="auto">4<span class="TextRun SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto">，<span class="TextRun SCXO245908875 BCX0" lang="EN-US" xml:lang="EN-US" data-contrast="auto">5<span class="TextRun SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto">，<span class="TextRun SCXO245908875 BCX0" lang="EN-US" xml:lang="EN-US" data-contrast="auto">6<span class="TextRun SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto">。<span class="EOP SCXO245908875 BCX0"> </span></span></span></span></span></span></span></span></span></span></p>
</div>
<div class="OutlineElement Ltr SCXO245908875 BCX0">
<p class="Paragraph SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN"><span class="TextRun SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto"><span class="NormalTextRun SCXO245908875 BCX0"><span class="EOP SCXO245908875 BCX0"> </span></span></span></p>
</div>
<div class="OutlineElement Ltr SCXO245908875 BCX0">
<h1 class="Paragraph SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN"><span class="TextRun SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="none">C#<span class="TextRun SCXO245908875 BCX0" lang="EN-US" xml:lang="EN-US" data-contrast="none"> 8 <span class="TextRun SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="none">的<span class="TextRun SCXO245908875 BCX0" lang="EN-US" xml:lang="EN-US" data-contrast="none">Range<span class="TextRun SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="none">类型<span class="EOP SCXO245908875 BCX0"> </span></span></span></span></span></span></h1>
</div>
<div class="OutlineElement Ltr SCXO245908875 BCX0">
<p class="Paragraph SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN"><span class="TextRun SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto">而C#<span class="TextRun SCXO245908875 BCX0" lang="EN-US" xml:lang="EN-US" data-contrast="auto"> 8<span class="TextRun SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto">里面我们可以从一个序列里面很简单的提取出来一个子范围组成新的序列。<span class="EOP SCXO245908875 BCX0"> </span></span></span></span></p>
</div>
<div class="OutlineElement Ltr SCXO245908875 BCX0">
<p class="Paragraph SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN"><span class="TextRun SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto">看例子：<span class="EOP SCXO245908875 BCX0"> </span></span></p>
</div>
<div class="OutlineElement Ltr SCXO245908875 BCX0">
<div class="WACImageContainer Selected SCXO245908875 BCX0"><span id="{97244d7e-6016-489a-b244-b5810b1554d7}{23}" class="WACAltTextDescribedBy SCXO245908875 BCX0"><img class="WACImage SCXO245908875 BCX0" 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" alt="5,
9,
var arr =
new[] {1, 2, 3
6
int[] slice =
arr;
foreach (var number in slice)
Console . WriteLine( number); "></span></div>
</div>
<div class="OutlineElement Ltr SCXO245908875 BCX0">
<p class="Paragraph SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN"><span class="TextRun SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto">这里面使用了范围<span class="TextRun SCXO245908875 BCX0" lang="EN-US" xml:lang="EN-US" data-contrast="auto">运算符<span class="TextRun SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto">“<span class="TextRun SCXO245908875 BCX0" data-contrast="auto">..<span class="TextRun SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto">”。<span class="EOP SCXO245908875 BCX0"> </span></span></span></span></span></span></p>
</div>
<div class="OutlineElement Ltr SCXO245908875 BCX0">
<p class="Paragraph SCXO245908875 BCX0" lang="EN-US" xml:lang="EN-US"><span class="TextRun SCXO245908875 BCX0" lang="EN-US" xml:lang="EN-US" data-contrast="auto">arr<span class="TextRun SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto">表示把<span class="TextRun SCXO245908875 BCX0" lang="EN-US" xml:lang="EN-US" data-contrast="auto">arr<span class="TextRun SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto">这个序列，从索引为<span class="TextRun SCXO245908875 BCX0" lang="EN-US" xml:lang="EN-US" data-contrast="auto">2<span class="TextRun SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto">的元素一直到索引为<span class="TextRun SCXO245908875 BCX0" lang="EN-US" xml:lang="EN-US" data-contrast="auto">4<span class="TextRun SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto">（但不包括索引<span class="TextRun SCXO245908875 BCX0" lang="EN-US" xml:lang="EN-US" data-contrast="auto">4<span class="TextRun SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto">）的元素提取出来组成新的序列。所以结果就是<span class="TextRun SCXO245908875 BCX0" lang="EN-US" xml:lang="EN-US" data-contrast="auto">3<span class="TextRun SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto">，<span class="TextRun SCXO245908875 BCX0" lang="EN-US" xml:lang="EN-US" data-contrast="auto">4<span class="TextRun SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto">。<span class="EOP SCXO245908875 BCX0"> </span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></p>
</div>
<div class="OutlineElement Ltr SCXO245908875 BCX0">
<p class="Paragraph SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN"><span class="TextRun SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto"><span class="NormalTextRun SCXO245908875 BCX0"><span class="EOP SCXO245908875 BCX0"> </span></span></span></p>
</div>
<div class="OutlineElement Ltr SCXO245908875 BCX0">
<h2 class="Paragraph SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN"><span class="TextRun SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="none">Range<span class="TextRun SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="none">类型<span class="EOP SCXO245908875 BCX0"> </span></span></span></h2>
</div>
<div class="OutlineElement Ltr SCXO245908875 BCX0">
<p class="Paragraph SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN"><span class="TextRun SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto">也可以直接创建Range类型的变量：<span class="EOP SCXO245908875 BCX0"> </span></span></p>
</div>
<div class="OutlineElement Ltr SCXO245908875 BCX0">
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" alt=", 4,5
9,
var arr =
new[] {1, 2, 3
6
Rgnge range = 2.. 4;
int[] slice =
arr ;
foreach (var i in slice)
Console . WriteLine(i); "></span></div>
</div>
<div class="OutlineElement Ltr SCXO245908875 BCX0">
<p class="Paragraph SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN"><span class="TextRun SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto">这段代码的输出结果和上面是一样的。<span class="EOP SCXO245908875 BCX0"> </span></span></p>
</div>
<div class="OutlineElement Ltr SCXO245908875 BCX0">
<p class="Paragraph SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN"><span class="TextRun SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto"><span class="NormalTextRun SCXO245908875 BCX0"><span class="EOP SCXO245908875 BCX0"> </span></span></span></p>
</div>
<div class="OutlineElement Ltr SCXO245908875 BCX0">
<h1 class="Paragraph SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN"><span class="TextRun SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="none">C#<span class="TextRun SCXO245908875 BCX0" lang="EN-US" xml:lang="EN-US" data-contrast="none"> 8 <span class="TextRun SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="none">的<span class="TextRun SCXO245908875 BCX0" lang="EN-US" xml:lang="EN-US" data-contrast="none">Index<span class="TextRun SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="none">类型<span class="EOP SCXO245908875 BCX0"> </span></span></span></span></span></span></h1>
<h2><span class="TextRun SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="none"><span class="TextRun SCXO245908875 BCX0" lang="EN-US" xml:lang="EN-US" data-contrast="none"><span class="TextRun SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="none"><span class="TextRun SCXO245908875 BCX0" lang="EN-US" xml:lang="EN-US" data-contrast="none"><span class="TextRun SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="none"><span class="EOP SCXO245908875 BCX0">Index 类型和 ^ 操作符</span></span></span></span></span></span></h2>
</div>
<div class="OutlineElement Ltr SCXO245908875 BCX0">
<p class="Paragraph SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN"><span class="TextRun SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto">直接看例子：<span class="EOP SCXO245908875 BCX0"> </span></span></p>
</div>
<div class="OutlineElement Ltr SCXO245908875 BCX0">
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" alt=""></span></div>
</div>
<div class="OutlineElement Ltr SCXO245908875 BCX0">
<p class="Paragraph SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN">这里使用了末尾运算符（Hat运算符）<span class="TextRun SCXO245908875 BCX0" lang="EN-US" xml:lang="EN-US" data-contrast="auto"><span class="NormalTextRun SCXO245908875 BCX0"> <span class="TextRun SCXO245908875 BCX0" data-contrast="auto">^<span class="TextRun SCXO245908875 BCX0" lang="EN-US" xml:lang="EN-US" data-contrast="auto"><span class="NormalTextRun SCXO245908875 BCX0"> <span class="TextRun SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto">和<span class="TextRun SCXO245908875 BCX0" lang="EN-US" xml:lang="EN-US" data-contrast="auto"> Index<span class="TextRun SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto">这个类型。<span class="EOP SCXO245908875 BCX0"> </span></span></span></span></span></span></span></span></span></p>
</div>
<div class="OutlineElement Ltr SCXO245908875 BCX0">
<p class="Paragraph SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN"><span class="TextRun SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto">这里面的<span class="TextRun SCXO245908875 BCX0" lang="EN-US" xml:lang="EN-US" data-contrast="auto"><span class="NormalTextRun SCXO245908875 BCX0"> <span class="TextRun SCXO245908875 BCX0" data-contrast="auto">^2 <span class="TextRun SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto">表示从序列的倒数第二个元素，也就是从末尾开始算的第二个元素。所以输出是<span class="TextRun SCXO245908875 BCX0" lang="EN-US" xml:lang="EN-US" data-contrast="auto">9<span class="TextRun SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto">。<span class="EOP SCXO245908875 BCX0"> </span></span></span></span></span></span></span></span></p>
</div>
<div class="OutlineElement Ltr SCXO245908875 BCX0">
<p class="Paragraph SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN"><span class="TextRun SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto"><span class="NormalTextRun SCXO245908875 BCX0"><span class="EOP SCXO245908875 BCX0"> </span></span></span></p>
</div>
<div class="OutlineElement Ltr SCXO245908875 BCX0">
<p class="Paragraph SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN"><span class="TextRun SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto">而如果你使用<span class="TextRun SCXO245908875 BCX0" data-contrast="auto">arr[^0]<span class="TextRun SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto">的话就会抛出<span class="TextRun SCXO245908875 BCX0" lang="EN-US" xml:lang="EN-US" data-contrast="auto">IndexOut<span class="TextRun SCXO245908875 BCX0" data-contrast="auto">OfRangeException<span class="TextRun SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto">，arr<span class="TextRun SCXO245908875 BCX0" data-contrast="auto">[^0]<span class="TextRun SCXO245908875 BCX0" lang="EN-US" xml:lang="EN-US" data-contrast="auto"><span class="NormalTextRun SCXO245908875 BCX0"> <span class="TextRun SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto">和<span class="TextRun SCXO245908875 BCX0" lang="EN-US" xml:lang="EN-US" data-contrast="auto"> arr<span class="TextRun SCXO245908875 BCX0" data-contrast="auto"><span class="TextRun SCXO245908875 BCX0" lang="EN-US" xml:lang="EN-US" data-contrast="auto"><span class="NormalTextRun SCXO245908875 BCX0"> <span class="TextRun SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto">是一个意思。<span class="EOP SCXO245908875 BCX0"> </span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></p>
</div>
<div class="OutlineElement Ltr SCXO245908875 BCX0">
<p class="Paragraph SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN"><span class="TextRun SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto">这确实有点容易让人混淆，但其实其它语言也差不多是这样设计的，例如<span class="TextRun SCXO245908875 BCX0" lang="EN-US" xml:lang="EN-US" data-contrast="auto"> -1 <span class="TextRun SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto">这个索引表示最后一个元素。<span class="EOP SCXO245908875 BCX0"> </span></span></span></span></p>
</div>
<div class="OutlineElement Ltr SCXO245908875 BCX0">
<p class="Paragraph SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN"><span class="TextRun SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto"><span class="NormalTextRun SCXO245908875 BCX0"><span class="EOP SCXO245908875 BCX0"> </span></span></span></p>
</div>
<div class="OutlineElement Ltr SCXO245908875 BCX0">
<h1 class="Paragraph SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN"><span class="TextRun SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="none">组合使用<span class="TextRun SCXO245908875 BCX0" lang="EN-US" xml:lang="EN-US" data-contrast="none"><span class="NormalTextRun SCXO245908875 BCX0"> <span class="TextRun SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="none">Range<span class="TextRun SCXO245908875 BCX0" lang="EN-US" xml:lang="EN-US" data-contrast="none"><span class="NormalTextRun SCXO245908875 BCX0"> <span class="TextRun SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="none">和<span class="TextRun SCXO245908875 BCX0" lang="EN-US" xml:lang="EN-US" data-contrast="none"> Index<span class="EOP SCXO245908875 BCX0"> </span></span></span></span></span></span></span></span></span></h1>
</div>
<div class="OutlineElement Ltr SCXO245908875 BCX0">
<p class="Paragraph SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN"><span class="TextRun SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto">Range和Index经常组合着使用。<span class="EOP SCXO245908875 BCX0"> </span></span></p>
</div>
<div class="OutlineElement Ltr SCXO245908875 BCX0">
<p class="Paragraph SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN"><span class="TextRun SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto">例如：<span class="EOP SCXO245908875 BCX0"> </span></span></p>
</div>
<div class="OutlineElement Ltr SCXO245908875 BCX0">
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" alt=""></span></div>
</div>
<div class="OutlineElement Ltr SCXO245908875 BCX0">
<p class="Paragraph SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN"><span class="TextRun SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto">这里arrTwin和arr的元素是完全一样的。<span class="EOP SCXO245908875 BCX0"> </span></span></p>
</div>
<div class="OutlineElement Ltr SCXO245908875 BCX0">
<p class="Paragraph SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN"><span class="TextRun SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto"><span class="NormalTextRun SCXO245908875 BCX0"><span class="EOP SCXO245908875 BCX0"> </span></span></span></p>
</div>
<div class="OutlineElement Ltr SCXO245908875 BCX0">
<p class="Paragraph SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN"><span class="TextRun SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto">这里还可以更简化一下写法：<span class="EOP SCXO245908875 BCX0"> </span></span></p>
</div>
<div class="OutlineElement Ltr SCXO245908875 BCX0">
<div class="WACImageContainer Selected SCXO245908875 BCX0"><span id="{97244d7e-6016-489a-b244-b5810b1554d7}{27}" class="WACAltTextDescribedBy SCXO245908875 BCX0"><img class="WACImage SCXO245908875 BCX0" src="data:image/png;base64,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" alt=""></span></div>
</div>
<div class="OutlineElement Ltr SCXO245908875 BCX0">
<p class="Paragraph SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN"><span class="TextRun SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto">arr<span class="TextRun SCXO245908875 BCX0" data-contrast="auto">Twin <span class="TextRun SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto">就是<span class="TextRun SCXO245908875 BCX0" lang="EN-US" xml:lang="EN-US" data-contrast="auto"> arr <span class="TextRun SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto">完整的拷贝。<span class="EOP SCXO245908875 BCX0"> </span></span></span></span></span></span></p>
</div>
<div class="OutlineElement Ltr SCXO245908875 BCX0">
<p class="Paragraph SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN"><span class="TextRun SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto"><span class="NormalTextRun SCXO245908875 BCX0"><span class="EOP SCXO245908875 BCX0"> </span></span></span></p>
</div>
<div class="OutlineElement Ltr SCXO245908875 BCX0">
<p class="Paragraph SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN"><span class="TextRun SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto">下面这三种写法的效果是一样的：<span class="EOP SCXO245908875 BCX0"> </span></span></p>
</div>
<div class="OutlineElement Ltr SCXO245908875 BCX0">
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" alt=""></span></div>
</div>
<div class="OutlineElement Ltr SCXO245908875 BCX0">
<p class="Paragraph SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN"><span class="TextRun SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto"><span class="NormalTextRun SCXO245908875 BCX0"><span class="EOP SCXO245908875 BCX0"> </span></span></span></p>
</div>
<div class="OutlineElement Ltr SCXO245908875 BCX0">
<p class="Paragraph SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN"><span class="TextRun SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto">再次强调，Range的范围包含Start不包含<span class="TextRun SCXO245908875 BCX0" lang="EN-US" xml:lang="EN-US" data-contrast="auto">End<span class="TextRun SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto">。<span class="EOP SCXO245908875 BCX0"> </span></span></span></span></p>
</div>
<div class="OutlineElement Ltr SCXO245908875 BCX0">
<p class="Paragraph SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN"><span class="TextRun SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto">所以索引为<span class="TextRun SCXO245908875 BCX0" lang="EN-US" xml:lang="EN-US" data-contrast="auto">0<span class="TextRun SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto">的元素包含，索引为<span class="TextRun SCXO245908875 BCX0" lang="EN-US" xml:lang="EN-US" data-contrast="auto">10<span class="TextRun SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto">或者<span class="TextRun SCXO245908875 BCX0" lang="EN-US" xml:lang="EN-US" data-contrast="auto">^0<span class="TextRun SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto">的元素不包含（尽管也不存在）。<span class="EOP SCXO245908875 BCX0"> </span></span></span></span></span></span></span></span></p>
</div>
<div class="OutlineElement Ltr SCXO245908875 BCX0">
<p class="Paragraph SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN"><span class="TextRun SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto"><span class="NormalTextRun SCXO245908875 BCX0"><span class="EOP SCXO245908875 BCX0"> </span></span></span></p>
</div>
<div class="OutlineElement Ltr SCXO245908875 BCX0">
<p class="Paragraph SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN"><span class="TextRun SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto">其它一些例子：<span class="EOP SCXO245908875 BCX0"> </span></span></p>
</div>
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4xhD9XjQLyvBeYCBcCkL/jYbLZ3CfM5oU8g98UBLxU+jxYbzbXwdi2+xQ1+tQabnvMMZfwCEW1UbzVjkRwDwbpRTqoY28YwVBAGosKYspdRVsZYZ87Yzdwp8yjsuFkLV7crhLaahPvLZ/xp6brdZtKx7cHZlfFBU30uhWHyD4b8YSEVcLH7ITwPLcYRXNt9CJZSQGbnM7ZNYWiD24gwtAcxtt1li+3qW+gtWomGpZQyfNDbxXEo9o3tLikFx0/y+6XgvxJOeIVZ5slRQFXplBOd2SFw0e7jxWiY0VLx8sJa775q0KairO+xgm+PJE7DXHQkpWrC1+mTkE7GK4JTDljmrIe69sEpr7v5tn1YolgNA1reh/4+Hr0bHQQPittw+aurB/6NFBDjIWbD5CTW45PrM2DS73fanbKYDeeG7Pr79LN0ioDOXqyvBb+vMuc3g/0ElG2+9nvBTz7CJjqKTCI/Wq0nzvP5HCFyT3wKdKeUKjg3QR4P1e0sUMDxCa/tOp9ew2gSDcmG0WEQDbPotoa772shiJbarAtz1EhfXa7g+8tDr1aisf6fLoT37lMBuuwhHeZEh359Meg73/+8T/wyC5VO55SteBuTQR+1cpqtpPOQfXoNI++SH9O0Vs2X/LBfomEW3dZw930tOgT8apVVrVelTDy1Y7oO1B/b8fp5UKNN94SWfnrg0oqgN8P0EUF4nTgs8zhE/FEXoBneloUAB9B2i0Hi02sYNRlJcvgQC6JhFt3WcPd9LTpG6M8NqneCvH9fFCTwD5dXBAQEBAQEvQzC4kdAQEBA0HshpBQBAQEBQe+FkFIEBAQEBL0XQkoREBAQEPReCClFQEBAQNB7IaQUAQEBAUHvhZBSBAQEBAS9F0JKERAQEBD0XggpRUBAQEDQeyGkFAEBAQFB74WQUgQEBAQEvRdCShEQEBAQ9F4IKUVAQEBA0HshpBQBAQEBQe+FkFIEBAQEBL0XQkoREBAQEPReCClFQEBAQNB7IaQUAQEBAUHvhZBSBAQEBAS9F0JKERAQEBD0XggpRUBAQEDQeyGkFAEBAQFB74WQUgQEBAQEvRdCShEQEBAQ9F4IKUVA8CVAy0uJzqprw7c4oGbFppQ38qkQhZKz3jucDmfjWwIoCvU2uHC/HN9CqY7auN9g5QuuMgxq4karv1fer8Q3MfgWsoC1op0JJ/Cow4ff4lvcdHx6nYDf/eFzK3CKzh4nOQXzP50vGVGl1J8WiLwHkoVvSYjIDWokJi6H3tDxYpS8wHHyeBWJtDykCS/+pKnNvH/xfmDIW6qYXcInxKu/++HPjkSy2xZXhxd3me5q97OnOv5o+Ky/Usp5v3pthY+fT5kX9aoe3+4khtO32tb4hvDv6FHJQSKhi0lMWFmujz6+CTtuava9W7K//jxcD9+bTVHQy31qA36epINvo1BTs2+1K2RSHbX7yb4cJNn3Ev5xHS2YeBAs8LoOH+EHZR4mrorCc8MMNC3aXzY10X9X9YpdrrbYVtRVK56TR5cuC85PEBKDwcBXBQKk1F8WSFI4Yo0XdILaWkRVFV/nAkipUUX/5h/wlEUQGRVtXTU5vAJAr6usrGkB55awy2Za01XaaR95vOajkBMXGFnVgm9wIm8zZtRoU3ABIgCk1J3sCi2L6RNsNT5zJRZIk8FPfnpzZqoGgkgr9dHVkCfhNV2jubq8qr4VQaoe/TB6r/2DlztcVfAaAgG05oROcnw3IXrlT/YKeBEGLX3viNsvfl58a76x0G8k6DddPN7m4FvCcHTOSJqMdbgQoEAMKfdNWTiJ2TsDvcFkKU9/q7DiqE3Bmtdh+CaGhl/GunW2QCkJWMpdgehbhKANwqY2K2PrIgFOxiTDBzSrn7jR5blRMGgfr0G1nwB/nwVJ63SiNgbMoQxPCeAjR4WDX+/YioWgtemHi8NAU5Eb9dWs+2RuDFhnND1pnRW+JxNwFUOiB4GPkwf3eU7zH//I/e+HZn+uiwKirgun9OkiqpQSm2PDkAsLkZjV+CYXUEqRLwsRQCLt1O20NFDroMwEoib9SeobaaOpHqboCZHkVVWVZCTTBX9GQCkVs70iaB7fV9+uU3J7gf1vVvcJKSUS1c9/Oz0t2zHliqcJtywqvXN2kK/C9aS5ozXxEgFAKTWHp9/kDxQb/sZASunzFWxAutzX83OKSV3hhXe4LBnWwi3MmOJkceXViedNgjh6Z9ZHqPCRdnxRWBGyLACqYrCv99jHT3mEktUpViJSCocl85gyCV5RDI+0dfRbkDQzl3nh+CERTont7vaXKqUIv5RoyCppaKprwkVJDtwzKVk1fFONEFEEvZvWwuRjAcjq9S48Igqhvbt1qLjfeudhIogo8QFdP2Mbo3CYFxBOZegKQgv5u8AnY+WegpdXoFmsOsr/depkS+eOut7qxN1Ly+bysw1WR10dDbSozMkbLIEQWs0AH8R3oYAd8EOQorid+2T9MljlQFdj7sap/HUBIEGZBjqo/7HskAYrXySH54ZhNwQuKwO94GknrVM6uyzZ9PQEIJCoUVG7Ui12zeXVtL5ohEupNSSExFx43gGyjiGkNUhjDvLLSESehMjrINuj8CoA0KLAIWtikdg1+OEeJ/Gq7qQhJzryyuWHpwJDTgY+CLwenVTSzNYWq9JunQPlIUGJ9a3lGQ+uP4K7XY7Pw2x5gms75n1UWMCN5LJWfJMJNfHug4tPCuHRzJbhcuVlPneDOY8f/fe0kJz/OuTaQ7DDqf+evchv6l4NF0KNPRM4dfpf/YZtN3Pb6bT40s2MBvaH5j9ePBqUb195i9ySHfnrwr/hbrNuxTeKUPtRqX25311D3nDxjffCntqXQkPKhZSQEQ4rh/Ja3anxyQfe9d0y11pEK4WG+9fZpQsHPWB1wR0tf+/Qncnu8ZMT7UAhyy8FNQkFn8Mr19kaTt+qf2R+8FsoNlonf2XdkZDKPP/ygueQufwEiDp6SqivinbK51i7M2EumsH7mApdURzF9JIPh4lP8hgvWcUUQnATqEqYFCzdVrcJqH2llFxM96OWpucqDLTQQVfw89f0yPdExRWEw5OHLn78VcDPHuFSamcxUgyWa/gmL9eQAZORgf5IXjFyxgvZMQN5gVcgC+/AA/c4I8570BaKkaCFeFV3oqRtbOA4wnXm9JGzfQYNUmtIfJyQzup+tay9po0cbijdQH4b9qSo1WLAVy5asiQgQEWo7RhNdUXppqYaGP1BTg4Ju3AjIacZrNfXNzBU1LRkwCra8uzpI737KUnDI3ipK0wPSWgwdnWd7TOwn2JDWkJ6Oa/Mkzgapo62v2xfGHFjVfSlmb9Zlm/yvR1GYd4oY7d9l1YdnyKf/y56228JTdMnh27vpyVNgtcitPajkhsR8Ly6ufR+WDoRWYFSmuh3qGW5r3Nfnp96a/7tP3N0Nw4Z1UmbLLMLFrBsQg1rTBydYyNtoSajr+UGNJ6jg9CuG6Lh7r5FO9HOJCZ1hfsu/mEREJsfV5UGmD2Yyz8ujomIulRJ+Im3pxYwgyyg9KL62rElgcHKlBJsx66BqlMBS6usVnthuhQMpoBxE6CujJxFQXeq+5BSr2UNFFkN573Z8DwLA/X0OW8Fpn2yL8Q3coMyXvVFIVxKaRkihmDRwDfb889zZIkT3GfBUqA0IGl5eLmqLixUk0Vk1dAWDBEtRbyqW1E3te7XVxOa43SNnJ0N+rQ1VFYywwel5FU11BVlSPXFlU3WLhOdjfsoSSEyMgrYbRBc2zGq6oryLc21QGejkcvIzY21NWXkVoTWWN8iq6YpB4Uc2jI4JRXZDkSerNbIya4OppqauqZ2xorSdXXlUM4Jpeb2fDTcjQPVaZff47VCMHAc5jHYyMhI38iy/6xFDiOaKtLymLGUMsq6RvoaCqS8kDfkuV/vmznAVF1WSlleBRNEgms/KtY+G+cNcpi+dZlbx9/YLwhayoWka/3sVgzjvRvUmPi9CfrrZ9l0629Sw1zTIjlx+nmT6MJhXmVtcy+N0zzICo5gB0SUnQrTR/vxDqHSLAfV+0wUEKUtoi5luCSUo9/nsfgBdSdgsCG2o/iA69oBozmAgEnyHILpUoV2IXaHb7qtQj+RlpYLwwupeZRczmA/aqL/CeXTu74wn5MoCJdSQrBCrPvgqxh0roDyjwC9KvvZ3cfnzt+H5rV7BVX8wr4ZcpoD7DWhWmPpunSWoz63giO4lg9ayupSzbVkOlJeTVbQMNVoqf5AR2oaG1rl1XVE67mVVfQUOASYqDEtKuOPFPOQeXqKiL8zWn7c4Z+PDBuzw8xtu9ncqGc0vJwTeh/LRROM4DW4zUo4M8mGO5hRcO1HQWng8v9epdxe66ohVAX+AqhMPuFPW7LFrT+PUa+1+PGxHGS1y0ReV5UgONwtoiyH/3fsqhWMfQBdP9rz6mtZm0GlofCfPtTnV62gzwaXEBSobAGd5vDhDG4zFyvQQMPC/bepgdqJnhxx2PrOWhwONZH9Ut0OKghL0UgQ0oVo39UwdMLYO5SBRhJqWE2ZIR18O6scqU69V1jPvoTqqN0vKFuZtj4CTrospXob1LcPH2Tm0lUHjxo2e/rI2Z6GWnx7K1U1Q46wd14E17ZHVVVNrrmaTCdX1dFVdU01EOqHD/Tahhp5BS1O2SN5pJT6GPJgoC2aSlMatfHbh+fqDX8/sCL65qroo0OH8XVPWOsOUMJX+SC4luDj0pYT/OqScf8fRmnjBUxoqQm7Q7S3rrTnO0CkI7htfbjnH9tETVVeZexasKz7Y/XX2VCHYMobpvgxmfVywSws8A+3tml6vM2B1q116+y4zVww1IKF4ZIzw+xPRW2B45yq8zgtutBitmmfaoQVNhKrPegOTDskHLqES0Eei59kRtQy24cilkPDw0fyqttPMVEOzknMyr53i+2No0Y9XLqPzNoZvwrCL4XxuUkpck55OV1pwGgXaD3TVNdUkZXqiXdqbR1NqfpaSlUNTVFVo4+aAg0a/RrblJVFVKXERXyLX2HMu8c1+ut/nz7ZETX69ZFHTZMEnw/UpH93Vs/eMnQAr1Gv7NGBdPLywRN5XVWdgeX5FwzUIVhyC1+ASMMD/zgXoHwIVSOMvc8EqqOKCC9Az4OiDhEwsJdrGC8uUzksfqg+JxHU3ff+wnONcJNp3NOwt5qhnOtjE8wxchnqVeDkWXEWeOQ64ZfC6Akp1dKDNsC2Nga4KDlF/LpaaS0cEX7dh7yGqlxTQ0UFVUpDR11HU0m6rvZ9dZOimrqEBrN2hPgWv9ZWBgORVVbFrZn0Whq12+M1eGl9H/RdP40+I3fHUPGHhJboWE71j2OWdBYixg+nLfde0mk16+9G6fH8xmlpiYfuqK5f4dCV+HM0PYTl+I4i5XjyFRW1ywmEBf51IEIEAPQ53H7IAv0sk6VNQNjwU+lQCQEFwEyumI7O4oCeJxXfEgLMIsEZy8eVVAIodmu3gFNSYJeggg2cavuhvgQQ4VKKXIKUgAV9PlR0vaIWrRANew8kcR9yLR0emBSMZHRz36FtoqlGqkt/kVVKrq7Mef3geXk90vyhhELDOr22plpqdSOdgbS11FCqqxvAGgeCawWiqaHAqKWU1cpqaMsgGkpqtJqSmjZl9T64pwZtmUKphiODGa2N2LoEos3Ft/iZOfQdIFt08mRsRmFZbmzo+j9eZSG1yanFtZgbj15fUVxGBXetiVZeXFZK5Zb1gmtF5u3tP85kVpOjtx0M+4CVpF3edDKzKvfev/ffiWnaIGL8MOrTrxyoHLVxqAuvUa86/mzGu3lOc/t3yqbNBTXq6mggFf7rwugiXl2KOyxQNAwG6spHXbXSDA7/Eagg0OsDZFjGosIRUOwdPhwW6o2KwKnV4zojAKBXqavSAo3Zo1yTW6u/w2Dl/d1zgi94ckTuYTIMoZ3aEsdtYGSbIg1Wvui29E2fIMKl1FYjxAgsc+D6HHR92gW0QjTctyNnRiFrHOGBU7YjaUV4eXehbz/KQYNUkn3vTvS9xGqdoSMnD1SpKSvDY9HJWWF3nr8oaUXIhXeDnofEl3GpeYJrBaKgoaRc30CWVdJRlUK0NPrIN5GrZdXRKHQI2vL1oOeh7xpaaR+iguH643R+4Qo9hs3YPRssZZ6ETZp9cvqRUueN391ZZ5wen4vrMEWxGxYcX3WvCXkZ4z3z+KKLWVyJFAXXioytzy9fGcgomi2Z66qOlVh7r/JQl1J0WTChn5imDQuPuf1lEBnnof2+6KQUpeEJh5r6/TqFN+9Ra07cnyflN/7gJK5aAQPYND3KfoRZi/AijLJEMhZfDan7kJKj4GyNP9VuoD4nBb7GwCFcHBKIZffTX2FdH1RpjTq1kn0vCc599yECZswDB6ottu1Q7r7axhiEr4oIOLengXplp17+zjnMFGh+LsH71JwzKJM31LCCQeBdJZGOnx+9GBPbQF/sgt732dHtGZIE8QllSCLoHB8tQ1JD9Ob+I4953M46N133i3W0odn5nqyeG7TckvtXUx35S8C0986v26VKEgE8sRBM59Ne1cA6XzzaG8XROfZw/QLR8/5BNPxC7UK8eRIIYXn88A0cmGco2RTNeMSZXZD/uaHKH3Mf7tbgafPk8cMvE13n2NlhB+nZNobIoxuAvETzNmEtoG2G22bclVsLB4cx80KhN+2CJ3OTBb8sStzwuyefM0BKfTSe/cI2RzgfTGvBi1Fyz4xlmySWBdPwYhFoaWE3RKfT8TUUzk3O3QgkTcpfNvizAyrT/2Jr8eIuI7Td1/sHSvX9+Wk1vvllUlcQceLh0wp8iw39Q/KloLOJNfhmL6TwkZf++ZAyfAtuIn5+GXCVEnnFEtmOMBf9FdGsvXoZxYFe2xHOq8CA17Ld0S8L38SBO7crJOBGiC5V1VBV11ynIqeiraRNb6MX1UCDnZmGGfhbVldGo9NAOagF+4A9ZaRkjNWM0eNEg0YpJTfiH99hTnSIgoaBlpJIb8bJycmZmZljxozR0dEhk8lhYWEWFhZDhgwBVREREaDEx8dHUVExLy8vNjbWxcXF2lqMJO8EQmHmLod0R050CL92c89NdPAf/fz5JoceGUFOQEDQ7QjR+zeEbTA/bA7+gvW0ijSwDhasat7NeWD9RvoNsA7+gnX3QHesSlQUNA1wl7+hIZeIAsio6LArRRRRADk5ORKJJC0NQ9dkZGTACijBquTl5cEmViUrKwtWwA5YFYGkkVPXw5+doaGepEQUQFi7Fosf1CYSIoqA4DPio/qlCAgICAgIBNJpHyoBAQEBAUGPQUgpAgKCTxwYyd0+3BwmHuQZTUzwKUJIKQKCLwFaXkp0Vh2f1MvUrNiU8kZ+OZklCDXqqpW4AgMeiw507ehoOHNgmMavvNMkwlx/+gImV+wS6AinbhaBQMoKHukFY9mt2qXt4FvIAb9nAQcU80+BKKy1nkBUv9SfFsgfxkhaJCLJkDg4FGo/nsjC+WBa7E8D2NEMeYHjbJc9xqevWBYskfFS5JdBcckU7PcobzNm1GhTziTegms/NkXJVx6Xtpk7zPYw6k2n1csQ9I3qPj7Op3YOOFLqa4pbUsBIA64307bCm+ectqjei5/lJiz1LHMMkKjoswYGwT49YLNpu4FBIoAOdcr3PGpTsCYTGyCFV7DhHOHEQsMvdmTxAu4hXABH5wxJTMjLuhUc18gNOhaK99Pbwzof4WOkWCgwp8ZHTwOdVp/ziuAdW6cc3O4ywc5DogeBs5UHO2Bz1bPm75cHZxtO8edze7k/Aj5HbLIVbrp5/FYnpNRfFkhSuDhSqrYWUeX7C4C/7qJ/8w94gn63w0j0hF0205quSkRKtdFqaxvp4Gud+/jpB21PHjkkuBapevn0ThozCJokraKmYefmNNiwUzla6bRGRF6x/RT0BeEX0nK5E13IG/ef62XOvmYopcoQy0EzR0pYSrXSaK3yCp9JqllB3ygAvTJq/8ypv0XNuCfRUeLMERUl1+YOv/hVci+UUq05oZMc302IXvmTvQJehIGO/33x8+Jb83mzVIgMJiRkBfVTQrtgfYsQ0Fe26+xxEcUevcsn5wWzfLb62uvV/uxarFOOXFQ4kV+X3RVYZ7VPNYJ1enidRGHJFT5SkM8txUQFP0GC3174pNYZTY9wSoRS6r6en1OGT+yUSWYW1ixxxfNJUNZio55hs/4+49eGPPL34R46Dc8kw6d7RxkDKdWtHHVjuB3F13mBo3qFDtgVaafOUZl682zYk/xmfJOHDmor45+cOvM0tpRKJlPJ5flxwaEnA5/EVbbi1cL5EH/7/qUnhfw+NT/sfPDN2ArYMnOh1re04bXdSXbsmTPPkhvwrU8eAV+WxtwHm4YokZRVVEiS/j4xgSPReUen9wqoUZsPaM2OeN/uy1oSFKhtdvkJGd8UA3Sw7V8rQtoPIWYhZOAqbKH9GFgGozDwX4S7ZbQEH+TLhN04rGW1Q0nYYIntiY6xdbzHdVAXwAYXsy6H3ymJCc+w5Q4W5md1MPwZNOLGPd4ZniH35be74dTIDft4PwjuAMuxK2Uewu9Rcoy87i4Iv1SnIMmrwyl3NXVNh3qYGEjVlxQwRyV3GWk5Fdgyc1FXaq9yEYhNyfVFg6fdG3Ihozx41ZeW4K+1MPlYALJ6vQtvViTau1uHivutdx4mdnZ0auLupW/VBKYbh06jKuf/Ope/FXp90OluNwVMajnrjftFjJesokTqH7FjZ1vnbNx4ydTAUVgxTCT43nPIXPh2D2elWj0MKZTEzFGoFgWul61MgFMqDJSH8zd2uX0sJyEz/S5c+KV4F6iyVIPHUTaX1z+HAt1LaFp3bDYv9sxVhw/HwZmuWFOFwRlMHJ0zShcOz3y4NNwWvbclQTvfqv067KPN0ChcSq0hISTmwqNIZh1DSGuQxhzkl5GIPAmR10G2R+FVgGPD4CFrYpHYNfjhHifxqu6kISc68srlh6cCQ04GPgi8Hp1U0j1zd8jKSHOKkZy4wMDIlEZ8C6lKu3Uu5E4ytk1+GfTgZGBMMqWtLu9VIDyxkP8iS0RNZQtbhoegUw9nNOClGFjLISfvvqlrrUp59Pjs2fsnA8MicpmZ59uob588vXgB3efswyshiWmlzLuBNRtZ1YLUxl9BGz8b9Yp1/t1HecLBHw4P9/oDThA8+u85u6PzONLkvws8AsvdLtxvaXlzNdAL3W3iqSxRagVi+NXR9IKkozP6KX8E2U/POjetj5TK6OPpoqcvlhwNKRdSQkY4rBzKa3WnxicfeNd3y1xrcW2f1VG7n+zLQZL/iukwiAAVYzm883SApUOHfBGcETjA32cBPuMUlTbi6DjNtWew/WFXTpk87sglLHIBbia5V+KpxAOWXmV2viYxV+Es9fj6sWOJ3l0VJDC+QBPa99C5dzlgys6uhBhAqcy8M+zFZGk5Otc+bzm8dn4flXn+5QVcNrcDTdOOCyGwyZ65aonTTfAQaYlZ1diOdTkUbAZhsMJ8cAFLOd4zeGfwEtWd1gWES6mdxUgxWK7hm7xcQwZMRgb6I3nFyBkvZMcM5AVegSy8Aw/c44w470FbKEaCFuJV3YmStrGB4wjXmdNHzvYZNEitIfFxQjqeEV1ytNTkJhSVkrRs7ETJiqFhP3b47OkOA9SllExsZ4ATmz5yqquBqL6LvvZfoYcMN2w/sz3asouWbENtcnjym1b90ZOtTGVIUviObQXRCVFFJHNX51mgBW87K4W6gtJ6PJoLaxYci6g4TITtz/7KZQC306Jb0DN0n+Rx4uy30TdXhe9z1I0O+9ovmSWnLGbOjb45agpCTT13Zekt+XUHv90/GpFB04UIrRWMjI6RvuQ8UZ2j8PmFh2RG/bPghPJuDqXjQ2mi36GW5b7OvFMetubf/jNHd+OQUeK6VIrOXvYItw1FZ2/C+tl2QWIlZ+cEh88fssGSZ7r3lYEcU/BygKpQ/sYZnBNtaFhYW3POtMvscF/q+eljn4hPzsTdPvcndnFG+aJQb5IfTBfLmmEEVU1YAXio7ASi9Bg62y+UZ1z9uJAFiDdZOAk982zRCbHa3zGOEiC/+T01mx9XlQaYPZjbQeQhes5A0A5YbWKJ6lLw/KlAkYKBJ6VpFehBMDDSYKAuOAMgfeFnYRNFcszSwpqqEV+45lPuHoRLKS1DxBAsHWcD/uc5ssQJ7rNgKdAhkLQ8vFxVFxaqySKyamgLhohWjySuUTe17tcXnahX18jZ2aBPW0NlpaTeYZlqx8WoyApl1wkuIgkpREpBVV1TU0lOCpGSkVdHDXoqoicNklXSQA/hE3WBtawkhdDI2c2GEyYMMNOWl0akZOWxx1pTRWlhqGs7WOtqgRYMTV3GjvJx0sQ7daxZcCzLjMn3E/hSdNYbmxiYjcFKUYNyDYdMcrQ30jcy0rca4v3jrD4VqSW5eBX4qugYGSkqIpRTt5HtR+dPttdXU0A0lPBZPATX9l7MR69e7Goz6rf147nj63oAWsqFpGv97FYM4/39UmPi9ybor59lI95vEoZ+bVYOeTDZDtuuARoPW8XBwM1x60W3E8G5nRhJk205zFN8Fuwj0FmA+WZAFwh/rUXIAvOvr4YnhjfCD1R2Fq4tsiOdTVrGITVhL88WMKgqo4HNDsxcOAQwFIfYhFjsQlS5vF7tz7GbAKg0y0H1PhN5p8avjmJNxLXp3FxlVJfyvab5YvCGpp/BaQfqMSdeqc9JaeWccqUo6GX4jz7dGRkhAl3+1Vgh1n3wVQz6x7BqcEKvyn529/G58/dRE1lBlSRfX5lqx3QXN52G+OBnz3IlMJUhRnlKBDxhbLnyMr9T00UyZIztrPvAh2k6buGYEfqYJNIwNVKS+fD+1u3YmIySaomdKYLoz7qEzwzMIvnv0dp4rRAas0JuLFrwd39ou9s+/gQ+/yE3bSaTh0xC2/Pevv3C1zz9nODaXoj5jJOx757+OYZ32txupzL5hD9tyRa3/jxqZGvx42M5yGqXiZ2fwAOAiyjOkDA1TOPZVrinHrykY0oVao4THlwHLUvM2dZxmOYpngXt4hVWnJ7A4yBB+3FOuRKwNIx2yucYu0STFRSOCsJ2LQtbRJMQuP4hbrQbM2yPx6SGCq0lTmcCeC2WbN8Sh9lNw8L9t6mB2qyZqyD6zlpmqNMraZ0OtFuuUw6G1lSog2ITHxuPs/BKznkE2i9K+y9MYaAFW2ou8zfupE+xG+jpn023Q3378EFmLl118KhhUJx4GmqJrLSIAFPt0NSzdXd07NOSmZReLqGJ2LX7D0XlH7pMHGjcuWBmBR0j7qBrFG1n99ne5uYKjVkvU65efvTfw/RSicgqGRUdPOMrC30tJZEsbwVXz0/amSMzcvTVm6uib666/A1/z72LlaBfuuBaApy2nOBXl4z7/zCK9/2BlpqwO0R760p7YUOk2gPNWbwiigPYTWN+I2j7YsEtM6AUwStEB4gizTnN/jCegkdglIT/V85thpK0xa8rwAkh8VUhoNohesK+kRuUWUY/VF9Ud//NqXgyt2uN7VviMbvBgBH7U1FboPMKWvBgGaqlkUh+cGAZh5sQN9IaD5zvRT33KLsoPDfM0XI8/usqObssJoy1M1NL7pV+qU8Lck55OV1pwGgXB1PU6KciKyVJKcWJmqqSFNAcaRLS1bhi/EQ3vglBStXI1n2S56JF3nPc9eQr8h8+zRVvXl0uxLf4FYQ/LG0Z6Xbwe1fM6Kel/Nm9J/UaqEn/7qyevWXoAF6jXtmjA+nk5YMn8rqqhAENcah7Botr6AioCflGjntrxxZUPF4WsLCEDSpjuCfJbacbwQWOomVrDxyhCtTS9FyNxeMFvu/DU+rWAT0dQs2j5CIc2olgcFmCTdqL3iK8BFMHqb6eHficeDD2PhOoHnw7i70vEIHctkfMFMk07hmOm68HxI/J0uoVu1zx+wT1Kg5ZyHzovdIv1XVaetAG2NYGdAUpOUX8ulppLd0T4QdoaqYzEBkZBb63EI51wlc5AcX4Wk8jo2Fp209HqqWm+kO7x9EKLqRTiG/xa20FqqeKPNNL0lJdLQGhKVEoT7c6aaj2WxtSxnz9gCV6OsN+ixA39uGjxPi15d5LOq1m/d0oXjMjLS3x0B3V9SscOhl/DkMhLnh6lYk0QhaNaOh4Tw45xIwfA90xh0+rXQQ2x8KjGEFlheprh7XGbJPH4octHO33FNWp9wpz2NpJe9hRJ/Ce4HoJx8kPKfdlKUxgeann187nxBeg1GLWPBZFQS85Y/ngptqAn5mKqfH0IfCuOrJLcN1O8BtJzyBcSpFLkBKwUOE6FV2vwJPBiIS9B5K4D7mWDg9MCkYyOuVu6TzaJppqpLr0F1ml5OrKnNcPnpfXI80fSig0zn5YS1VNprkkMx/sQykpKanl7nwE1TKaqqspFLCUv42KjS1B9C3NdDBDl7qyulRDUWYd+JzW2qLo2BIKb8+voaMp01iUm5hHoVA+FKRlF3KdU8e0NFDhJ1Y3AlnS1lID12sacLnSRqutpjSAM0RPDN2FTUN++PXwe1HvCqrAIR8KkpJflbcqaPXR5rQl9lHrI133Lj4bvdjc11nVItkvxbf4WbgOU0PCEw88LyguLogKPOcbRJPNLU96j4fAt9RUFhc3go3G2rLi4soa7m+L4FrB0OsqS8HTLCmh1rchDdQyuErmE/tZ8tBvX3J1XeaRXdezsHuRF7Rrb3JFVeyeSwlifnk/RoxfffqVA5WjNg514TXqVcefzXg3z2lufz4WYoFAjw5Pxyc2ePwYtqDCDOocPN4pEWEbyuACA+T0tdx4owqZEdg9TFHczn2tbO2kPVARxFe57klH52zsunVcKXQgdQaOmL2Va0MukUiH/3fs6uilTZyRe6gMQ5DkNwd4gtxZyhxJAmPCxES4lNpqhBiBZQ5cn4OuT7uAVoiG+3bkzChkjSM8cMp2JA1O9tud6NuPctAglWTfuxN9L7FaZ+jIyQNVasrKuPojKdPhw/Tly8E+z2+Ev3mdzwzOxhBUW/fqwfPrQc+v30mOK5O2GeY6cTAzZE67/8hBajWvIgMCH5x/WKDgZGnK61iSMhvu4KxDf/ss5npQfERaSUmVaB6t96m3wScGPX9R0oqQC+/C9fj4YuytnJr6+MX1BHILdmIP0oo4X9aVjAcP6kMqy398DxwSG/amUd26/xRPU67eSaOf53A9BfxiszLeV3V32lGHFVN2D2++8GvgiK//O5Bn8e/dr3+1K3magvf/uTevjJj57B6C3Nt7fMTMK1dYwX8ogmsFU3h9npkRZNq/9ciVb9D1DU/wPJEcGI76bqWdolwfr8VjLbFHaz562UQtkpzp9zOcxcxNZTJshhs41GbYQF3hvzfJUBqecKip369TePMetebE/XlSfuMPTqJZoCSBhkF/C/YrfAfAcaPYMB3xQSMDYSB76czvLPAyFnxiNLob0L+bxKSucN/F60hjQ03NvpXDZa6EGlV7nQ+KCszICZTUlZ0xXdbnpHBmODRccg1ootSda95yOsvAh0JbX8jqwkD1Uz7/YdKIiib5JU1t9sel5scxmUI+6iyIMOsa+bKQlGoi7URAAPm4XxaYIfmoT1L7PH5pfk6OP6n9k/P4OwuRQky6Cpqd78nquUHLLblvBMw5O+298+srnmIF9/EBdnAdB1PgoP21EB87nmsOrqKdpmDbHFCVOLLn4e2zcp6WnPW+EO0LdmjhSGrHfUgXARLRBdo/O8qfi10Cv1y04Ny4gkdY++BXDe5D5AhrNQtrPTTVBZqEUD8rt0kxeyG8RuZV8Lml/FK+wt2S8Sy96DkDhQn/RLxq9qKntzjTMKKn0dSuKSxbI09KXy74XaykQPMkfSRg1jUmvPnPYE40vArNiY4Xi0BLC7shOp2Or6FwbnLuRvCZIOgb1X0I+9SCcxPk5b6+XtkTiRlR6goiTjx82j61Hv1D8qWgs4k1+KYk4MqeJyFAm/rcyei4gDn68Px+eO473jR9xYFeglMLdhl4Dts7OEk0LV7n7gn3ITAzHpZPj/cq0OtFk+Z1kMcPgN8T5oKdJFbYLpsi/1NlZu3DNz8+QnSpqoaquuY6FTkVbSVtehu9qAYa7Mw0zMDfsroyGp0GykEt2AfsKSMlY6xmjB4nGsxc0pAOc6JDFDQMtEQaP4skJydnZmaOGTNGR0eHTCaHhYVZWFgMGTIEVEVERIASHx8fRUXFvLy82NhYFxcXa2tJTkVC8JER9I3qPoR8au39FfoLle++Pzy2148/JiDohQjR+zeEbTA/bA7+gvW0ijSwDhasat7NeWD9RvoNsA7+gnX3QHesSlQUNA1w37uhIe9PW0ZFh10poogCyMnJkUgkaTRrjoyMDFgBJViVvLw82MSqZGVlwQrYAasi+EwQ9I3qPoR8quqkU/UfCBFFQCAmH9UvRUBAQEBAIJCeijkiICAgICDoPISUIiAgICDovRBSikBc2t4eGykvZbjmERkvIOjF0PJTnr/jGcCOUp0Vm1wm7jC5mujNB/SWPS/DNzukJvqajd65YK794LGDDmbiW5zUJG+2+WtZcAW+SfCFI6qU+tMCkfdARJlvrhNEblDDksABXA694Uofkxc4Th6vIpGWh/S2PDpfAvSH3+H3n0SSGRXAkzOzreD8T+uLV/448vT3fz2rwQu7m7a3/kPxMyKRFH56ghcTCKUm4Xj4rD0prLRPTNqKIqKnzo1KRlOSioGynZZ64PPfOpAoJedP8MqwkrBJmLiqyQm+2eJiw2dKoJKg+L8UBvw8WRfdKjs/iZniiGvxO/gGrSf47OmELsWMles0tYIyKs29mI/mgbu/3Jor4M5k9mWs4s73vSs4qo3W2G2pAXsfcituok+h8MZcU7wIhVFxc8OqV8uP/3Hoj4OG/ssOxnFnqGvOC17vaahKIkmpD1xyIlFiypaU5ZJg7Hwuf4MXEYhAW27c7mNyv/zkYsjzg6dlXt1T7LrVzU0NLxAEEDC8ouKQ4+L3WUhT4JR/uct3kAbdA0LEcNG8W3px3iyFqSxsktGbcUHu/cB6XdWraoMZLpgo4qAm+ciuxgOXpwxA5dOgg/mgzP7APM7UQYzi4ROxnQm+CNBRU93IUTeG21F8nRc4GlLogF2RduoxssMfnribXo9vfd60PPgWkfeNwLc4aau4u6yP0leXi+AGLeEPW6nBe1+xB7M2Rm40JJktv/6muDj72cGJfRTHns7GqyRFx+dG0J7q6C0HNWc8LmjFt1mU3j2r0/fS4yp8UwjFoRORQwfS8C0BFJ87jtjf5dyx+vlVa92z90rxTVjw637WyFN8gTvAcvsD79A9sENKz03cjpWwEflMCD4HCL8UQWdhVD7auurcAL99c43gprzzhpO/VGz+MeAdpk8xiq/s3luz/OjBWf0NDS2HOtohjY/X/RPBrWwR9BxtRSn/nmhb9bML70wdtKwgvyLLn5xHcM9jKiIl509gChO6AdUsXicTdC/hqpX6yIysivwpBtim38EYaO5beu97TDeqfm5nbe+UVr7YI+fh0hCby+ttgNoV9GeGwqZhk/Xxxgi+XISPl1pDQo7hq0goA+GcSyTrGGLzBmlYj2xdjByJRhBtZPMtZDtzaO+xYciaWHwdw/0EEvktvg7prjx+9NJXCdGpFHJLm5S8krm9g8dALVk4LLgg/EKWjINuTWpxWYucrbu9Vu7ruKJmaV3zqRPttMAvuCrtVgjZbKJpfcy7LHJLq7SctpXdxGHGCuiQ4pzHjx6/5+pqSbqW3/jYopP31KTci06Stvx6oo0yPv64KePRk+c0o5lT7GHL3QW9MDTo1zN5qYX1Na0kZV39Rb5Tfx5jgJtOmzL8Fl/1y0c0pk15+aPiha0P/eJraqT1/jj9/SJrYbUQ+sPvZKcrRdAOeWLbIkK7t0xxZuvdqnNT1JC2/FPjv0m2av733qSYou2u+B4SoKNzY1Q+XDt02im59Q9f7hklihXr86cx+e+To54PeH1nnBn3NxEoKy6zmvxeL/JpZ3UTTE30NRcgdYBceT1lAFaSldugV33Y5e5fWdA69xqKGTb4/rpm914tRqVOTfTmgJF/1bH2BALP8emAV2dGtp0/YbSY6cbC2y87P+nE4gd4GQfqB9J812MfT/B5I7wH3VmMFIPlGr7JyzVkwGRkoD+SV4yc8UJ2zEBe4BXIwjvwwD3OiPMetIViJGghXtWdtFW8jH6QXKdiP2jmdDcvW/myxISnWaxJMppz3jVaeg4ZYdSa+TwlR7XfdHc9hcriVHYu8brEh9mNZgOmTXcbYylLeZcWkY7nvjF1g5P/DjeURrRMpqIz6s7xtFJAqxBEzdxYBamqzGWlXqcVva9s62NootGNIgogo29l/c26rx5cWxV9fWHADJmrW6/8k8i8FjnLJX6rwtcZ0/ILju0IvmM87MrZ4WMRKRks4angWvFpy89LI+ma60IRQYs88qfZb7umOTLKX+f1yNQ+rYm3/8lvpmVdey7hSJ9PlrLEwweal/7kzCOikLaCoN3ZGr8MGdMZEQVD9YBiNKPxYOk2BlNEAdSsLfTVHPdkQo+R8c+XSSRmhB6qTqmPzO23uq81qkvBYAoYNwGjNcrTKlCJVJOXUac3UBfIL8NF30Htqnrqr9bqqGsKh/BLfdEI70S1DBFDsPAJxcH55zmyxAnus2ApUEeQtDy8XFUXFqrJIrJqaAuGiBbvpKHdAC0v+V29kpX9OAejPpp9TJ3cRpiTCjKyKHhsE0PbatAAQ209DTmSvKaDs0kfK21taeicw6oRRLrv0OFe6LGWI+xsVdqK8wtoaIWMspomNoeulKwaOqOuuhJ7Ql11c21tpLYwH58KorWoqoyubGKpJoqQyjzqiketsTBf/5SC1wpG1sJh4jArIyN9IxOL4fOGLzKpS8wuxetIchr6+voqMk1v3gRpeZ79eVh/fQUFaXllLBpFcK34tBVmvpKyNNKG8urinxG+vpNgKlbGh1pxo8g6hbTrwj9G2wxZvGuWA17yZdP0+lLSZUvblSN458Sojn25N1Zv/Zx+Iv8mYSyD+siSVWnbGOWYSsQPQ6/70IJn8XzKf1uPXbNRvxuyCgiYXy/NV0aALlX60y29OAff+nWZ24rP6VckUD7AYxpyXnEF+5UExYesmkToSQQ4XX7Vt0Ksua3a9I/rgCghl7XI6ZtoMQMGpfR1lKXq6qtEncBOWp49mbuOtqYUo7a2XJRjNYz6ajLKCt+jIq0tr4DarKllKZomZb7wHhq3xkHMVldspmdhtNVk3dx7wnvCLjO37WajoAWvPQyS1sKvhsBuStXj6JMl07iT6wuu7QK06ON7zf5c2rN9DUlz5NYn7+ID5/UjUjQCqlJOHm74ZovbQB5zeVtJxL/Z9FXOPp2YVF5/0X2gx/jOTTyBR/F1uPid0piTyfDduRr83fZ6vX705gPq3yvehrJNbcSen8vPjIRq0ziLiak5j96An2zqlQcKA82ZOl1J2Ir9hqhrioAApctSqrfBaGtDmjIjQk8GhmDL+TgKvbkZzmfbaaSkSSxlSSio0e/Dh/dwZFdpSWfMfbJquniqUhb6msw58QXSkntm/eVNMXIzf50bfXNV9BWfFSZ4DRcKuv0EzF8muLbTSJnYODA+UGsLrvz1dOWP3rhvSMpMv+fm3SPAaMsNSTmvZ7d2DO+tp6Ul7LmjtfVbBzE8d7hRjrnAwAfoImKXAEmGq0F45PqhkX/VIalJA5liDA+yMLSfO7H67KPMkvDcB/aW4/G3mbLzK148YO3MHAicCq2I+OFwMXrBx1FF8Lny2UkpkpQUImfu5jYbdR0xFyc7pgepM7S1diYVLzT6tVbnFzQjBWWFNCURzX0AsS1+zW/TbqXJzFgz+7vRqNHPQEWlRybZE4iUmfnAtqyMy/5/av+2fBDQaNrepb9kOqoIepDqlJO7KDO2DLXnNepVhB1ML186eCKvq0rSGHrdhx4meVYsH+pwkmca9/THzdUH4sdoMWXpbldcSEG9CkFtg+j+TNMi4Zf6oukJKdXSkzZAQy192ZaaWhLmOmIuKvKiKkWMNtY8720lQCWS0dDQ55lIHKhrfIUXNPq1lRWWFhRX00Q29wHEtvgx6IxWhKSqqIJvNtVTBE2m2UPIO3lMaA7cF7Rg9SQtsNn2PiYkxWCJtzNWywmj8uFPtqrqgzZHMIf9oiU6eqN3RYs5EBg08KO5vGK/zT2WDqO30pYfnHhSwXqVpwHP95CWnuh3S/mnlQ5ixZ93DphFIqspIZPK3mQnlUAMpw/91RqIIHYJ5tYS5Pci+AIR3pOSS5ASsKDfMyq6XiEolwQv9h5I4j7kWjo8MCkYyRDVPyQuCuaO/ZSr0xMeJBZ9oFRTSnLjQqOj8ppE1omac+LiEvIpFEr5m6eZuU1ylnZmnGqYtpaSDLk0Jr2cTKkuffsumxmVgQKNfvTK/JTCJu2+FpoivwCIbfGTtzUbrd989VJwTE5Z4dv4I79GXK9lvHmTX4LFezCaqWVlZXV0hNFCLS4rKQdrHAiu7QIko7m/bTRE2ooKM0tKciJ3f7MmZszOpcPb+4naCoL+9ntXV5O6b3cQ5k9re3f5f37vqiqe7brxCi3oNESMH05DxtWDFSM2DR3Kq8LWJJx/82a203xeV1W3gJoHv/sl/DKJ5Lf12LXRi7GkEjioDEOQ1DcHeBIssZNcEGmQCESRUluNECOwzIHrc9D1aRfQCtFw346cGYWscYQHTtmOpMHJfrsVKd0hQ8fZqza9S70Z9Px6aGZei5K2kuiGO3lTK5Xy+LjrQQkxxQxjF5eRplyalLqDo4elbGli4o2g6AeJxfllXA4vaPRrritvVDa1Fnnexq6gOGjt/1yHVbxeuODEuPWJVRNnRB0Y3PdlwRvsVaA556zv8XGHi5C6zDUzj4/ZEVuIFuMIru0SCu47n9/9Kmetq5GR9ZQrVv5R15ZZ4lWcSPX1/nGxmZy83uRFo+Dsz6DExnulpwqiYPPjFDFD9KSdJn4D+mXlMY5f9hzMZY8TDtTZbJ5qwvMDx1MlrXXq5BCprqC/6MrUX62rd63J4HxzKIFDoyhL731ffE4zcMp/mDTCIt1JE2j7cOMeMSKKALz4Ch3V241016hecYGjesu0Ro8azS2ZOkPT29CnL+jmHMN7P13EHNXbI3Q4qpd8/es+X0f//rxgFx/t7UuB9vaAx81HK76+960V96+m5vmvJydnOb2+PqYTwX1M8MG5+JYwsDG5Ncmb0aG+ukvHvjozUh8oSUaJ+vfmLI++PfIvadawXFRiNbYbpYsP/sW3+IE3i28RfK7ANEkfC5iij4nzwTR2IjhA7pmx7Oy2ncrj19LCbohOp+NrKJybnLvhVKbePBv2JL8Z3+w0rTUZsRcDw56K30KvAubKYyLtcVLSqfjEoTXj8BD8jIDayyePX0voGjmpwX5feIa3+vdPTj54Uo5vsWn9kHI5KDChGt/sZmAiPqRdCj4sgx9XTj9Iu0R/BARMhOhSVQ1Vdc11KnIq2kra9DZ6UQ002JlpQPtMWV0ZjU4D5aAW7AP2lJGSMVYzRo8TDRqllIxndkBkVLR11TiyrtPrKitrWvBKBQ0DLdFMaMnJyZmZmWPGjNHR0SGTyWFhYRYWFkOGwK4tIiIClPj4+CgqKubl5cXGxrq4uFhbc1iGuqJLfcgOf5aTX4PoDBg8wUVP5GCNXk0juYSCubgQkqyqjo7qx9dOWmoqKpkeNJKiloEmd+xma+LOfm5x2/ODv0FTDBIQEHz6CNH7N4RtMD9sDv6C9bSKNLAOFqxq3s15YP1G+g2wDv6CdfdAZgo/EVHQNMCjBQwNuUQUQEZFh10poogCyMnJkUgkaWkYkS0jIwNWQAlWJS8vDzaxKllZWbACdsCqcFT0h4x1GWokVl+srKBjYj52ypipQz4TEQVQ1MLvv6GhQW8QUQDOSBNeEQWQdt6a3UKIKAKCz4mP6pciICAgICAQSOd9qAQEBAQEBD0FIaUICAgICHovhJQiIMCgpex3kZPt91tkNV7wWUHLS4nOquOTzpKaFZtS3ihOnstOQI26amVw4b5Ys7fAY0k7DFa+6P65X6qjNu7nSBh4+PBbvKLrYFfhdDgb3+4OqIkbrYScc9HZ4ySnYJ5d+BZyUHLWu92ZF4V6d/BAhbXWeUT1S/1pgfxhjKRFIpIcLAmHQu3HE1k4H0yL/WkA20OfFzjOdtljfCKMZcE9MF6K/DIoLhnPJSFvM6Yro6YIeiM1t+erz7iMratM/e/NnXl9sQ2U5nfHvJ2PD1zS9+xz18fPt7riaae6F1rKX66Om19jGwb/iy3ZIcGZIrmojvwl4GuKW1LASO6MSW2FN885bVG9Fz/LjT0sRACgHw/w2CckEZf+Cq+UgOEc2fVBNxew2ZSnUCRA5+7ike951KZgTaZpyLKASfySFoPe2SV4Xw6+xReuU+p4f+4zr87Kara2lkSaZPYnavhlrFvHL70z6NxNlgoVxAor8Jsg0oPAcXTOSJoMPxOeRjjFn+c2gqdzIdq33b2FOz83CgZnCx+fv8+CpHU64EPXGU1PWmcFz9bfGG+WE+6PQB/f2/Z3ut03RDAwHF0EdpkzVMYyMvGtzlFTg6/wAsdLzb2Yj2auK69uwksxWmorStCKO98rd268lLi0NtZQyWQqOS/peqAYo6Y+xN++f+Juej2+KWlaaQ1Nbfg6G/RDzwRzLe3PobmxoaX9sV8c1bfmIbo/PUC/VSWVtVzD5VoKzvko2mx+Rm1M3ues7HQghXcwXVtjfvDP9kpQlOAlkqCtiVqGnk/WmekSbpoLevYjb1X/g68b8W0WjW/+dto17VJhK74tFGrkhn36K6LL8M328Nuh8JEXsh0RsOifD+HXIiXyiiXy14qQCua6n18GVsMNJWGDJb4bP9qdEty/g6a6heJAr+2I470M9kr3IOi64E3gue3YPUFvLFc5WBz9suBB4MHBRwNP29EvBbuNmZk5ZWhr+D7cFAb+y25W//ylG/Av98MV+hVqh6gWv99zkdpwcRSpY8MQb0EZlZQ09NGw4g4j0TWUe8gqKaWgiqamVZGV6nWh5AXhl8JD3+BjlzjQsB87HCZ9d9GSZWWCH23JlQO7Ku3Wf8/jij/urF+9BmlVTfRbZaCtwhFZTy+8tdE3/uv96zzUFRy+9fuheovvqbfsO9ZW8+bqt4Otp55gTvApMUhy6nro+ehqdOcModUxp9MSJgycNYA3dL/0Ufw+sqXvROPu/I2VnF0WU+W3gCupOcdCibTllz8L6haaQIti6k8a7l8/DZT3tevIokU75XOMw1jHufiJqnN0C1ARWZpqEfIAqB2GS65N3lCT6CkZ6yU0xHFdqSZQ16i+dlyFnJZSR/ZT8I3cgM13WhK0s+zHDPbjYFAmb7BUcLZGs10be4eWLpyEqzzK7nt/KQ0Ybm1toVcUt3NffbLvJc4PgibBotBlm5VP7wJKEmj2rdqvwyZJJBMX4Zf6pGFKViXwHEmySnA2YU1Vuc9lvFYPQS+69/uPIe6Hd0yBP0eS2ojN/y5L37Dxci4mp5rf/jvF6du3c+/n5Z2fhpZ8YrQWJh8LQFavd+FN6kd7d+tQcb/1zsN4J/KVJNSoqF1Vzv+ts8K3RQL2vyablUPKNgVMajnr/ffK+5Wg1HjJKkqk/hE7vt4dhRUhq9ldLdfC6pF7HqaISmH29RrOexMmL3wSNlgCgspwSSj3lUIBo+HHKXIY24BcEWBYKzl7d7PpkLkdWCCZEihgaRjCkklA7CWH54Y5OmfgH7Ey0Ave/KR1SmeXJZuengCuFD70VItdczv10DtG+FDNNSTkGL6KhDIQL3wVknUMsXmDNKxHti5GjkQjiDay+RaynTm0F2hRa2LRtViEtAb+734CiWQn3ek22qhvn6XEFzbQWhlS8krm9g4eA7VksZ4bZpcgW3w1UC7xVXxBYzMipWJoMWGcjZZwYV2Tci86SdqSI0FfU8ajJ89pRjOn2As/vPzto+jC0rqW5lYGSVpO28xy9EjOpOmN7+OTYrJqqpvbEJK0kpqGzeD+zhZq6FxRBeEX0vDuMiXiZAr4j2TgNGaKgwjzZcGLLahCHW1VEaHozHPy/caOHtWX9dDppa8SolMp5JY27hsFPjRLxkG3JrW4rEXO1t1eK/d1XFGztK751Il2Itwr8WnKifrr74QHObVl9W3SyqqjZ3nuWulkgJ9vXeyBk3Ov1yD6g65fH9N69vqmK6UF9TJeGxcHzDASVisIGeOvzpdz5PknqXv9w7Et12/51dyvtY20ZWpu40U9B73o9nfD5l7T3xb+5DcxXWUNKRdSQkY4pA7l9TtR45MPvOt7bK51N3p8qYm7l77NyUHsSIl4CQ7Lv8IL5p6Bb/2haB9HpY04Oi594pmVCNwfaFTZlMSNLpdIf3F0/RCoS53C1/mgvwJfYQJ1Dl98XQAdnqdwikK9TWJgb17K7bwBgirboL93gL4TmY9fRzQ68vdA+F2Xo9/0w/gqBxV5f+9q+jWYvxgD7wSMJeB/VNCGQT0sCXvVgNdVjugr55YjtuBIaml6rsJACx3wrNNzWU8B3jcorkC3U5bro78DlnHQ7nEIRHiXs7MYKQbLNXyTl2vIgMnIQH8krxg544XsmIG8wCuQhXfggXucEec9aAvFSNBCvKo7acp5lhBVRLJ0c5k13c0T5i+PD0tn5mGCNKTcS8ySMx8/dcSUwWr0ktzYDDi9rjDQqXirKnMbmC3Rit6LPiGvuraFbb/xk0fMnj5y8lDNtvy3YTHlLItS9avE8PRG9YGDZk4fOXuS/WA9eklRNTM5lNGwKSNnT7c2lUG0+w/FJnUcO0C0bkXL2mvayNmehlok1rSQbm4mLBHVVvEy+kFynYo9+Fw3L1v5ssSEp1k05uU157xrtPQcMsKoNfN5So5qv+nuegqVxalFbDtYdyBvYDJ29tiz57+Nvvlt8Fab5lshqy9mMT9SafCyb6IDhg6rJ0cev/FzvM7/js393QGRkcEegODarkBS0AciCt/oYRpeXj9T1Fz3+lZcAV7SWUoT/Q61LPd15k0v25p/+88c3Y1DRonVA4tGydk5weHzh2yw5FF0wNs3vgc3qArlbwxe0vEOEaBhYW0NunWgVDFPFPby2xgv9fz0mUoVVsJun8/STqXg1Tk6WDg+txOgsYImyabgqplyCFVNWOZKqAYVri2yI6FqIuj3mXYzkRan4DIgrVknCVUoNESCVYLZUTlKktZhsw5wo2t+OHvd4sqr0zqIPETPOWBpldVqL0yXgudfBBQpUFdGzsImaq37kFKvZQ3UceZTKAzU01/hvot13/QtQsrw00CXzqu2wn/DWoaIIViw6TX58c9zZIkT3GfBUvDSjqQxjfequrBQTRaRVUNbMES0utP2jlOV9ep9cx9bh2E2ulqafSxdBw3swyjKeFvOmtsQQTRtXSaPMDPQUjcYbGQo3Ur98EGUrhfOyoHUFubjYYetRVVldGVRJ+RV0Lbu3xd8oqamuoGty2AjaSqZjDeEIGRyPV1erV9/oz6a6pq6RgNHjJzuYaKAa2wyyhrgKHmgV0nLqaAzOqopyYhm0pOSVwXHQjcb0xjIORskLS/5Xb2Slf04B/C5fUyd3EaYkwoyspgTZjG0rQYNMNTW05AjyWs6OJv0sdLWloaxNli1IF793Q+bcZiN3bY4Qamt2SiZjfQaZGukb2RkaDfac80E5dy0EnROcYCUArg7OvLy9SVnYrX2758+tp+mmpy0mhKmVgqu/VRRHr5ss7vtyG+3TO6Hl3QOWsqFpGv97FYM4/39UmPi9ybor59l032/SdzWt16AwYkH1IQFunVq4kardl0za8ECoI29Qxnb7qqH89YKXjofDY9FkPO2I2Tx8wi3zRAm4aCyQhmnufaYwQ6VC+xOHPbyHCIHSnT9FV5lHDuwJB8uDu3SR0dzFKJ3z+68SbSIipqKpuKRm5hNlYMKptEVtOw5BPNpFdqF2B2+6QZOG8hFWlouPISaR8k10LRgPWRqov8JzDUlObr8pmmFWHPP+Unv3rdtIdAqaqhtCnomqswLUzPUV5SuqytnyQRERl2be+L1Dqbe5QVOxcsoK3yPxjC05RVQm0WfkLetLj8h5ublh6cCQ04Ghjx+z3WPDPpqqTRVPbkdFZlcUF5PF+lkuk4JuaxFTt9Ei6kkSOnrKEvV1Vd1fZpKu1WRaNwaB09/Giza61MrJfn65bmz9/Rz227mth9a8NrTJu08fcgw6N3V+frIpr/HcXtVBNd+akjrjdsdmRF1ZLqFWMpcZfIJf9qSLW79ebTv1uLHx3KQ1S4TeV1VIlF2Kkyft19mLexQBWidE6GjrMuh5HB2c4AOdCM0zkJhBer5wIAdPfpuztGPw26dI0yAe2HHAogKvAqeRkRZRJQQ6JUKdh11DDMYHTWpsR8BKrRKt9Wta+f64oh34HhMjt7HA82e+PzHEZaiMNBiAHxjALerBeh5F6J9V0PtFr4ZoGH0GlZTZkgH384qR6pT7xXWO2sxf2XVUbtfULayH5Bk6LKU6mXU1TczgP6hzhZD8ApFUgGEghr9Pnx4Dw2EpSWim/uQtoLo2LC0WnkLW59p0GQ33JBLSipYDpkz2XYA0PnS0u9cC7twN/Ed1xTA3QOjrQ1pyowIBVITW87HUejNzVyzOooHM26NAz0NkVLwNr4KuDjbv8xw6vg7N1dF31xyfApfV4yCo5UJvsoHwbVfEm05wa8uGff/YZQ2XsCElpqwO0R760p7kYZItYP31Z5r4WvP4QnAg36OzgJD/uY0+8N4Cj4KCofgRBv/kMlHG2MNNa37kIK5dASb2iQ7NFVUqvPSRbM7IOrue3/Bb3vhMGhDxTQwTBIbe+8f8ZonRoNfjB9Ew31C4IYW3/no9eI3B9XSwE0wiQnjfHy4MqpuP8VEOTgnMSv73q3WyV9ZY1KJGvVw6T4ya2fcHssjRMUIufzcpJSKshwJoddXsw18sNclkUSzkQkBGv1aq/MLmpGCskKakqjmPqQo532znJG1lys0M2pqqiu2M9nJaFu4jvWYv3D8okkWuvXlkU9el3GYKLsFkpQUK3idvTjZdd1CJrbFry774eMPOlNG7VzohBr9tDUUPrfvZ09CTfp3Z/XsLUMH8Br1yh4dSCcvHzxRjJkQ0Z4RffcHvdgRDjNRyVlvzOnC2oETHr8UWFjCpiT8v3LHxbacmgdHdBl7gSNe2f0dHvXHgkeXQvrY7H06zIvtEYGdMten6KOuFAh/B1VH8fHdT31OSr0+WzsRDFOWTG32B6cNFThmCXrHgPCe2IHPiRt19988N9TkPGKLZfgcuW2PqCmSqfVq2FvNUM71sQnepzbgZ/xRQr0KCDiWLMSdiz3hl+o6LT1oA1TQVdOQolWVsqIAakrKGts0NUwkEscEjX5tZYWlBcXVNNHNfVBtYcjKyjL3bmwE+h5/pBT0+tmDc62pq2CbKHFgK/hqZ2G0tZd5hlr6si01tSQ16K9iLRyOK7ER2+IHTrMNkVNWwHdta6qu6br9sQehFwWtslLtM/zPaGaOJVhio2My2S9BzKxL9KLby03kVYfsFtGvx6Yt917SaTXr70bp8XxLaWmJh+6orl/h0BVbaNHZyx77GiqySvBXdSrNcrS8L/8YcT5wyKGApVicOnfGHUHqGhYswA2vLgUwdt26sHz5FlSZKIrbeUGPFRjN60rpVRSl/RemwNJO2gP9ZNiNgv4npl6SnGiHX77fOqPpHLfL93Dxg3Y+J35A2yN3Ugxqov+ucqSUkos9FLhZvWKXK76LhvPaLeAcFdglTN2OHfkiKYT3s+QSpAQsVLhORdcrOKJ2hWLvgSTuQ66lwwOTgpGM7u52tC3tjWUr0hJeZFaQKR9yYpKTq6TN7Kw5wr6FoaWqJtNckplfSq6mlJSU1HKawKDRj16Zn1LYpN2XM5ScSVtLDaWawlqqG1Evk76xnkxdYU5iHoVCKX8TEZNQwUBqqQXVaGVb1cu74dfDUrNLqeCQ0rcJsblNiKa6MZdY1dTWkKrMSUsvAfuUv03NZ1oE22i16AdBOx2jpaEGrtdyy0AtDS25loK09LyqakpFMWgCF+AK5o79lKvTEx4kFn0AR5XkxoVGR+U1iSsIORDb4qdqPtxZqfBeTODLwuKCzIdHrm191tKQVZpRhknsNhq4gMqmJqStDmZs+FDP9fYjuLYrMJqry8EXoaSkgtqItNbCL0VJGbV9YGhz1s2/T+TUkWP+PvSoGC2hpV3cdiKrqihk7z0xbUdix/jVp185UDlq41AXXqNedfzZjHfznOb25x5F3wng27rJ0ia/jE131jngnamGhftvq4D+UeN7SZSEe6g/idmToi6cLkoOXl0KAvWDhU+itvz3bOPomKpfhzGdJTyulF5FdZT/6zBHlnbCB+jGw9b4eO/aB0+qu6/tVwsdSJ0BUzTR9inX5Nbq7zBYeX/3nOALnhyRe5gMQ2intsRxf7fZyhz4JoggHkVAeOe91QgxAsscuD4HXZ8mKJcEL+7bkTOjkDWO8MAp25E0ONlvt6Jo7TnE3ZiRE5twIyjuWT5iOdx1jA0zYk4UpEyHD9OXL8++d+f5jfA3r/PrOcUUNPo115U3Kpta85uZkVx4N+j5ddYSkVUDe31525F2dmpN6U9fXL/zKgMxmjzN1kqmrqi8DbYgpWXrbKxVXxb16AU4JDiewjAwmzxhIPewJDX70f1t5avjHkVfv5Mc97a8vB6TJtTUx/Co6wnkFqQ5LzYWrj/NaUTrcKSMR4421Wsqe3zv+fX7qa9zqqrw7ltKd8jQcfaqTe9Sb4KjQjPzWpS0lSQgpLqAmseq8b9YUw/6nnZfdOdiq8OlK5O/VSmOycbOuCHlzMURK+NjkPrTm4+PWHI3lBn8hyK4tis0pf/rbQSxXhaEVByaCFedDsGha9zIWU784WtjOUWzr+a5YUO0FGwnLhuuRFJxXuXN+ZLaCZScp8xQRkjaowaZ4iWiURqecKip369TeJNKtObE/XlSfuMPTh32gkIoOesN3t9l+Sajg4EGhcPsgVrDGUqnYdDfgpaYJViZhKkKuio58MhA5hBUcA5NznufOhYseHrB0+sB6wWfyuVK6U2A/j0A3tv/BEReQAOp/mRLZ9bZo1fdToVFRQXmVzP2vtKZ6Az4uoCvQtCUH3plp17+zulKBB/qErxPzTkD6LXsVBpwIAGJdPz86MWY1CwNGC7u14ybjzoLIsw2S74sJJGsSDv1IE1vQ5++oJtzDO8l+DSA2WbXWHdjRtcu0NG5tRafn2q8vOCv+JRNjqJH+dHS9464/WT13KDllty/Gphzdtp759dXPMUJ7sOGqerzDKdtB9aF5XCkVcUORFc7hKPZIuF5V5mDbfHPQsvwFuAoVFZqVI99rStCJo/wu8FKAAEbZ6VJFXxijswkrZIAvSiggPKR7pD2N41JuwG8zH2Y1+7otyBiklSTNVBEwbVjeWPlsrI+lAXcgvZA/CowEcgVtgAU0HYpX9Hdwm2xC2c+COwTmVV35daaxKSyjkVPA7wH8DYl/KHzudgOgMn8OqayvjKPkgf+gvWW1hawDhasqrS2FKzXNtWCdfAXrBdWF2JVovLsF7Y5wvlgGleCz9wzY9kmiU5lm21pYTdEp9PxNRTOTc7dRKa1JiP2YmDY007noiX4+MBss0xUpv5XgBd/TBqT9wzCzwjNiY4Xs6m5s1hW0fMUn7SegqgriDjx8Gn75Kv0D8mXgs4mdpT9WTCdyZRKSdjgdtIvtqP0r0JgZSzlj5Dcsmhq1NUXvZjZVHHgUdsRfX83znysMA0u//SsMFmqRNPCgotCOsqWi2bj5Zu8tUO4DuHIJMt7zvBuoPeBJz8sZ8pX9Mky88wyTxItbJ8FmP+pove8U+ffKYToUkvvLD2bcnbJ4CWB0wJTylIcTziCQqDNgb+e5zyf5j8F5aAW7AP2NNMwy1vXmYScNEopmZkVQkZFmyvhLL2usrKGmYBBQcNAi5+BrT3JycmZmZljxozR0dEhk8lhYWEWFhZDhgwBVREREaDEx8dHUVExLy8vNjbWxcXF2lrkDLofssOf5eTXIDoDBk9w0ZNAlAFBz9LW8IHlTiLJqelwJZz9ODCaqyuq6vHQFimlPvoa3LpPw/NNdpOL/d5d/EqA7kJA8HnzUS1+3cAblHHjxmlpadXU1ISGhgI55ODgAKqio6MrKiqAlJKTkysqKnrx4gWQXubm5tiBwqEVvUptULMwN+uDJwUkICAgIOhuPjcpRUBAQEDwOSGGD5WAgICAgKCHIKQUAQEBAUHvhZBSBJ8V5Q+/N5VWnRjwtv3Exl82tLyU6Kw6zrF/ONSs2JTyRj4VAoAjY0RMM9EObFRNR1PuSpQirjR9ogw3Fhn0KjiHhXUDRWePCzlnauJGK95kUfwLOWBnr2ADx1fxf6DCWusJRPVL/WmB/GGMpEWKM6l8h8ChUPvxRBbOB9NifxrADrrKCxxnu+wxniZoWbCo46ViD/w19zreQU34bf3xqWrYOsFnQsZhp/6+ydi65cbIhL/dOeekoDzbOHTmu4nTcv6j/hp3+RtLsfMrdIby+ysH+5zCBxF7BRaGLjHG1nsTcKTU1xS3pICRBlxvpm2FN885bVG9Fz/LTeTUs+gInrIfRR3swgkczLS0asDRcflrmINy2iPCeCmuoTYd78+1GzUrFx1UxGfkUEfwG1EEYX1iRzuwBjMJgTUkS5QhZTjsiRnhabDGfjGBT2edcnC7ewt2HhI9CJytPNhhTrN/CprvfEi5L1iRB2cbTvHnM98j90egj4/PWYo+8kk8gJQShV3mDJWxjEx8q3PUdDQ+A46XmnsxH830Vl7dhJditNRWlKAVd75X7sR4qUZyWVFRaVFR9O/e2767U42XSpKW2uqGVnydDyVJSa8rm9rwLZy8ayftXLeZci2nb1HwWpyWuup6AQ0ToKT7OSIefsnoV6OM3Mh1w+ridgxQn3Ayo7Hswaq+febfKG5/O+lFSdEZFDFGygmAXv+hFD2f538MgFIKL+5N0LMfeav6H3zdiG+zaHzzt9OuaZcKO/PF4xid08HSwdAZdAgOPqCHNY6HD3BokYCxSu0GOQkZX8UL51AhbBwV3hocI8UeIcS9GwdwNwQO2GKt4BWSRtB1oeOWuG87xzgnnir8ovAhU/hlJqG3MTYnE1SB1toPjQKwbw42IiqGz7iodo9D8ohq8fs9F6kNF0eROjYM8RaUUUlJQx/N9MY1WAogo6JjgFZoKHfGKqmgqWcE02kriza8qtPEHtg/8I/4DhMZ0t9c/fPe77ff82QrNJ4wIxxOReH9jTpiPmPSE7g+3ZtLzXu1e/K+jeGdTSn6ZSKvro1+NfQ0OXOm1yf9u26f/MZd82wV9Lx+3ev5cO2OR+U8hixK5L7p47eG8hZ3DWklLew7rMXzHe41VMecTkuYMHDWAN6E96WP4veRLX0n8iZSEgCcneGCHneWa86lfSo5FGg4gollmW/lhkuuTV74JIxnagk27PSp7RZRdY5uAcsEoeY3E6gdaPYg9VNcMzOJDzTEcV8pUNfaTeXFYSnlzDWOzdwBG4k6YcqVqJcjkTnMBstOBWuIThblamGthyYP5JlfA5oEq6N2Pwn/0QcoSXBCy1SLXXP74sf2MJ2RAATCqHueeqnMYO5Ec57eSka1jyFTdsooKRvAda1OSV8CIdSnnFq/vXK132pnOCWVtOmsPfvtL/24L7KKUyAVR5y4QF/07VijL+rWtxYmHwtAVq934c2KRHt361Bxv/XOwzqRPq8kaGe+J8c8hKIA+1/N4PAfFzCSJuuDdSy/HExmunJPAXfSPxYcE0bwLsweWTKw5poSAaaIWsDq642XrCoMlPe1k4Cbrf10i+jU7Dy54QUa1qoTdy8tm/tzBxZI5oRbmh5vc9gy6fDhOJjYkDW1Cj4VfenC4ZkPl4bbwnT1aJZFNXa63h5H+M91DQkhMReed5isYwhpDdKYg/wyEpEnIfI6yPYovAoAtChwyJpYJHYNfrjHSbzq45Ef/OfxMT5/WrhtNxux29P3TmQxV+psetHLvT8ccPLYYea23XbCP2uPx7zF87pCjxcohE6v508c4Eyy261+jeKeSrYiPCSH5jlgghHXJIfCeLV7Amjt9kkq8nD3QdCsmdsfPwRzaWu0t1E7vt3bb9h2M4/9cw9F5zHzdYBTmnD0+YWN+/oN2znt+Kt3j66OH73Dyuf87QLmRdFLIw6f9By/0xw06/HXtM13H71r6PbxcdQ3Zzb/M3rCLniT3fdM3vI4tYYtKoruBqJ378Sl4pb8B1e+8oG7ue9Nxu6k4FpBKA9e97Qum+2lkrZa+rAue/9obfY3vDXz/tE7ht8uGcY9uXT3U59yxEtLXv/rSzntpmPpARpSLqSEjHBYOZTX70SNTz7wru+WudYieXxRis7eXRrGM6UhunQ0YSDaOaKzF7JmGxpyfW2RHb4/nEK+cE896DF5Xfed1KUETh/MsYg/sSGML9D0yPcMQWet5QAIKkqk/hG7roQYYBElvAs/XQpdgFzn91GZ519e8Bwyl68YYyZQx+fNYuthS5xuPtmXw04HXJdDwdL+wuTr+FNgzq6CwjHhL7r0hGqLW/465kMxoxgs10DnxgjFy3AyjzIQbYa5LSMwEe5zcR7cjMYrGTXlsHCPM8N5D9pCMeNDA16FA/1SQl1OIu3UjpQ/x/P1S9VmRsXFvi2Gvqs3L/2+/9NqaUg6yyHW8sZ/3g7HdcFR6A7pMY93rb1wIx93YmAerwe7dpv+8PAddH2VllC4/U/vHs4a6X/0Dbd/jQt4VuOOpHF7B2jkYtyRtvhiLupUK6fQ2A23ZIUvHbtjwq7IpPzSnKSIX2fuGPFXAhWtj9m/x9LD/4/Q7KxHVzzcd474+eHL/BT/hX+MP5aBfkRL0r9+lt4Bx6Ny3sPrTbm6P+Dnm0WSdcrwo+pVeHxSLrxFucnP/jfvD4fNUWVMx0dLbVVxUdwfUw78+u/liTMCL8a9f7x37+j9KZjvUnAtBPqlxPP9NCT8OUh91tWi7vP9dXRusByguTCoHC/pQUoiv9He+9MTHicog0HPO+O9y/VgBs9vUgCYP+Pon7xOI1jOLmGndOuM2wb1dfF1jYhAl/xSHC4Z3GGDV3DshjmBOK8azQrI9aFYnkC4D3otnG4hIQvvLUIz/vEUgrvKXcLjSWI7h4oDv+a6jWwnH3aGyF9TV5+2RD8anj9eyLoW3HcFVzHYrikA++Gy6RV+KS1DxBAsnJFU3PzzHFniBPdZsBRBqpA0ZiY/VV1YqCaLyKqhLRgiWryThvY8KtYjh7r2M4S+q/4u6xbZqKeXvW3A65DS8lelbc4ew0agO9i5jfn98DczTfG4Q8zjpaEAdEYFPWiy0zfQkONwftVF30t7Pdhuaj85TD1adVe4AoAir2mIGwMVVPugTjVdjtmY6qKuJTwxdDqwwd3RVN/C0XPn5kFyIUkhxXjuN/qQQWu9LK1stM2klGfMH+Vi6jDEQba1FautyHlbR+9vOWuEhQm8Xoc5P6/YP8NIpOR1TSHL8Wl2WciPCxQxSWOfQWOHOJrDW2Q+2GPlXGPGu7I8ZkiVjEofQyMVFem6G7fqFvw1f8FQE00lKWVlReysBNd2ifInx49ULUCtfeX3VxpYbYpCp0zrCczGr1/iaD9583cjeKd273ZoKReSrvWzWzGM9/dLjYnfm6C/fpaNyL9J3NY31RDfFgpqwoJz8hbxm3uXtaBaFDqBXkb/pyN4awUv4kbDsxE6r1VN1FUrk2TTkNXYPFgdgiorhUBNJJ1NWsac6B0scM5G9lTFqCqjwT07MMcc+Wjo/NTqcZyF6N27Xu3Pfyp9Xqg0y0H1PhN5VcZqltGVsencXGVUl/K9pvli8Iamn8FpB+qVJZIpcMf6nJRWZ2t19CBIUdBLzDX1Memygd4KseY2oNAlNvtcd0CvTIz43/e4Tc/MN60KL0cxsR7vIBfud2beXw8jUiq45pUSSmnSxZCmyZNdOmftE07eyxc0q6HmFkxPl4yNgas8JTOv/SR87TF0cddTi30+bdXVM0/elvEbK9Mhcp770LA1DvIvzzbBa4XQXPg0+Icl++yHQ7voyN0F/KYWatMePdjHGl6V45qfg1fxdJaCa8WgNfPu/ovaH8HaB1G0/SYw6fW9DSM4zI89Q2XyCX/aki1u/XmMeq3Fj4/lIKtdJnZiAg/DJaEidJTU0vRcBc5uDsA15yF7QeMsHNmmJNwqBd1O7H4cduucYQLcS5enhRU+I6IaU9bi2wJBr1TcmGxmMDqPSQ0VWkuczgTwur444x1YZjc4HeXUQG3WnE8QfWctM9Tphc5msl9znXJw6cJJevDNAJv733ichVcyOp08OlPwQAu21Fzmb8x+QB+Lnv7ZfFzoyfcXrnv+TMv+n4CV0TdXRe/op4XXYBjP3v/dvU22hvmpa1cfc/D233A7h+mWEsK7x2kRqtYz3TUkHVrYRqczsi5et4XeGnTxenC5tqGMItK7gNnMJY8DRs/XoZzeedVt/F+Ttj1ludmEQFLSQsPWODDQES2HeEXY9dm/pVYMdA28tArc5DtrjfgOxOlnbdqxfi6kttM0ptz4J9r1+7kOMLTii6EtJ/jVJeP+P4ziVeFoqQm7Q7S3rrQXeYgUN9xOI+iNxytEBg358/eB8RT8unSqrx1X4/mn22tjLD9QdV46FhsLXUftdmMt/PxGRXE797FnRNRwd99iz+z6Da5deY+WdhHRozOMvUNx6esbuUEZHRcFNTBUEqu7/+ZUPJk7RoNfjB+K4ZIzw+xPRW2B18u8OfgAZ3QGeo7HhyujxgPne1HPPcouCs8Nc7Qcjz+SkrPLYsJYOzODXD6CX+rLklJJkW/fafTb9Zv3cMzopy7Le/0yfQb6TD54fENaxPf/zVd4tPf6n09FGf5XlBxHbip/M38MJkuYoRC/PBM8Q6kISMnIkJjB6+xl1xgRu1sZnYHuq3etio74Neagg3b0s/kHX4oU7S6+xa887vH7sv6D96zzcEGNfn1UZD7+lyz/+Y3Xzc/W2MqjV6Lvc6osZ6+HZk9a/T4C1KR/d1bP3jJ0AK8mWvboQDp5+eCJfcV9MO0D8JjChpqafave8CtnDs2DI7qMvWjCEa/s/o43qIFblwKvW8vngY7b0W8B/nGgU9bn+hSDgbqYpGkXFIct/OLjUd2lCo0px0vQaA78kNI5Eom7Rqe+5dBOBIPLEmy6W1SBw0uwO0b19RQt24Wx95lA9WDOieSBCOS2PWKmSKbWazhuvh54HCZLq1fscsWFFNSrOGQhVL9gMfspYItkQy750hMdSEuvsQG20dsYynKsEHBKDY1nYBMbBb2hM+y9VWip2SW8gVmtbXRehUR/8tYVbClydOgweWT0j4ujNw3p1MtqK9Cb8FUW5kOGKxTlVyN6sMdnLdoqnX1w8gauIxcMlyVnlReIYiwU3+IHlT9EUU5FFttsratp6vAm9xhWSx/iVwGBo2/NVt/NjP51SPvUJPUpR30MVPvOu5DJzLEES0x07FfdyBEz69JHifFry72XdFrN+rtRejxfFVpa4qE7qutXOHRp+nZOuKKcsTh1now7PJ4YrgUO6OGFV5eCysTaQdq+IagyAcf3VLEDo3ldKSJRkbduNBBR7Jjy7gFaFHPY2kl7YHQfdqOg/wnXSziiKIeU+3JaO1/q+bXzOfHFeMkqzJrHoijoJWcsH9xUG/AzU0IbTx+yAbwOOLJLcN2OKZw+JsI7O3IJUgIW9KWTiq5XdDiolQ/2HkjiPuRaOjwwKRjJ6KEeq4+FtUx0aPTLgrLinPRXeXjvMNDZTOf9u6M30wqKyzLCbiw9VNAiRU5KrGxChQPl+Y3J888eeZAOasFRN/xjgmpV3AYacw5+MrXWU4l/fTQ8pxC08Cz6BR7ILqOiyyFF+sjLYaEQOkrY/aXXfigBbRbXNzAQekN9KVwnc/u9DPrbyz65GR6WUVJcnP30QQozQl7FfY6Le2bMkm0RieBaQNWly78EpNWKYrejJu1eePiH49HJ8MD3ybdC/o5oNh5kYiZK4LH4Fj+Dwa7aykmv/7mf+b64MP76Zd9zVfTyiuS8Giyig14HbkVdXSvSVE8pLq6g0LjuguBa8ZFV08WvAgJH30qraOhwjwrGIMcF/n2/rK7wyq5zePx7+bOju+4XVaWdOBnF5cUUnffPAsMpzeVhj9J6TnWrT79yoHLUxqEuvO9J1fFnM97Nc5rbn/Nr3TWYUc7ogrlwxJIcbHh1KQjUD+R95weHnb3scUFv11ymdOFxpYiIrvnh7K67tYSBWhTZ2kl7oBsPX23vvWNfOwtj163jSqEDqTNgiiba/sq1IUB/Pfy/Y1dHL23y+49tbkVlGIIkvznAYxdlKXM9k3qRL8Kl1FYjxAgsc+D6HHR9mqBcEry4b0fOjELWOMIDp2xH0orw8m7GeNY6Dx9K8tdfHx+x9O7eJ7nYW7DK6IlHl/Z5e+bmqJkBK2+Qvj228sQc2ecJ7+moN0nTxW2jl/Tjo7c9Zx4fseDm7pw+G/d9s2kYl73EYNLUk4uUHu256D7z5Nf7kp9mVePBdgIpenhrHGhzZujFaiTv1n3Y/sygUK4YQN3JG318tQrWLz85Ys61zVezMyl4By1jNfbA/pGjyImL54GjLq8PbbaxVEVEkVIaA+avtJaPjV4IDzwz7yR54PIpV30HK+PV3YX5V5P2TpYN/fuyx5zzW+P7/O/8or2j6p4k49dTFnF34sz7pyuQmOP/jZh58d8UVoQlRHBtT6DlOHe1h6ac+tAFPnaYoqXnPHuOlayM3sxvhosZotd3xBwnOURmkJutJH1tAikNTzjU1O/XKbxJJVpz4v48Kb/xB6dOdupsVCw1LUspuQLtTjBVgRiSgxssMpA1BBUoHMZL5kWOe+sNutcn7Bd8bldKbwK1KKaucN/F0k7aAQ2kORqLx7OFJbzq9sOcoajA/Grq7ntXdiY6A7wucLosYMqPDZbUnWu4XIngQ6GtL2R1IUcqDTwXxtRmf1xqdmumPoF81FkQYbZZ8mUhiWRF2ongSwFmmw1Z2zszunZ0bo0JfzgN2Tfw6turc3om6wUtfe+I209Wzw1absn9q4E5Z6e9d359xbMTwX28iJSt1ZFlTKOKkHeVmXQV7S7xHhprAaZ7YKVGNYkJc3SOPVy/gJUAAjbOSpMq+MRYSVpFOn8MwclkL3h2UMu8EH6H8yZsZe2DX7u+RUjkCGs1C2s9NNUFmjdWPyu3STF7IbQHMq8CFYHcYQtAAW0nSOBuyabYIcwHgX8iXjV70dNbHvtkWceip9HUrinhN63DeyUBsGFTHVFZX5lHyQN/wXpLawtYBwtWVVpbCtZrm2rBOvgL1gurOznY8tkvbHOE88E0ruGmuWfGsk0SnR/VS/CZgo+QRbHcGNlusOpHoCxkhT5+RmhOdLyYzdt/XKUMV4dW4ZvdT11BxImHT9uPpqV/SL4UdDaxo+zP3QPXsFA+sIed8gMdaXty9df7mNlUcdChr9v13fzd2ENruYfrcsE5KlbAbpwI3A0dDNtBLTqqt3MjlLkPwQYR8xvwiw6URu9Dh6N6sX2ww9nDdbFC3gG5HZwq9+jmXoAQXWrpnaVnU84uGbwkcFpgSlmK4wnYRQDtD/z1POf5NP8pKAe1YB+wp5mGWd46EQd+otAopWRmth8ZFW2uhLP0usrKmha8UkHDQKub0scSfFq01FRU1uE+O2lFLR0+rqWeprWBXElletBk1XR5/Xfvr84ctGtQWMy2IV9UHDwBgYT4qBY/AgICAgICgXz0F1ECAgICAoIOIaQUAQEBAUHvhZBSBN0D9fnvdrKKw/YniRRMRdDdNOYkR2fzy+VIyYx5VSGpgWmdoOCRJz4QBy7G38e2y18kNoWnPHeQjC+GSq7F9hScOibRc0aQnIejZC48ZI9sifeV3/EdxzYScVn+uxhRRr5wkH9y1B+uR7J7/vFKElH9Un9aIH8YI2mR4kzX21kakiMvpuAjh2X7Dlw61hRbJ+hNFJ31NmFG1OqvCEkJ4BqiXpe4e9TY0OFz6Rcy5z0PWTNQ9HSxgtslEBPKE99T3zSOSPp3OHcuitaCq2eddmk8jJkpYmwH6J3NVgrunLX+yfxxDbOj6Hh/rt0oWbl0664NsGLC+kSjVeOT/3Xj0ybl5Xqn+4fy8a0OGeqSGecDTxAIVLPYp1ihEBRXPVr2r7dYA+ty4nwXPzoczRjqvyDmRyspKKUeNN7ZcmKCNCpszn8Xyfh2tfcs/2FeMKM1rD3MN5fJt970jdVj+mXOSvvhR9v34MDTs+ajDQLwdtD9+MP8dA5KIxc7PIuc6xXvz+9m9gQw0E8EdpkzVMYyMvGtzlHTycjXNlotmUwlkytig4LPhOfjpZKkraWhkc80Sw3pQWeCT3At92/Gf8BrcdqaGmh0fP1LpjDQCxnwx3M05VDph3quW9L45vAIFbd9iXWUqN9s1cefyeK9Ya21b6+stJZHHP3S8RIWLbUVaJuZd1ebASnVe8JhP2Xo7x54qhw5/KbdgI6G1D8H/TnrarHok27lBxxFhgZ32BPkPxyN+P/DUQ32N1oV0z4qvpsgP/nPDPl71aNK1gpeIWm667oe/yeHnH8AfzBx6+S2f4uuZZ/4Rxov5Cb7gYc0Xg73GXovA3uQsPywP9zIO+GxY6h/FvP58mzy8njdH3xqS54t0tnZb32cOBfbUl/T0NGniYyoFr/fc5HacHEUqWPDEO/O5KoAkORVNDXVNTVV5LvHHtmQHHXmxqsCfIsDBcux00fOnu7mbiKHyGgNh+vDvew58wW05D99fOFRFjoTCwEip4blUdLXUuKYsIT29sLP/yv//q/lTsoaw9ce/Dr1l803CtiGCnpV4qkFAwcuvFyKF3Ajo6KDtqmjoSLhSVC+XCjPT715PdV+li3vyPji+/EH6i3Xeht27pcWn2DDYazjWkTVOboFytPLTp6Zuv/MAtqM5uh5TwNUjo+/fDQLr+0KoGVz7isF6lrx8Ue6XIVHJPBZY+Y1MRZC9YkDy2/X0NsVik382kvSXKfNXsYe5mcaNPA4V7Hl7YGhnVakgM5q/c/GKDK+KTbdIwc+UUhyKlA6qinKkMCdUYTr6qoffzzOpwUt88qmTSmzD/88CmYzldIbv81/wmPfHcx5G+sS/vYevqV23dOC10c80BKCbqa1IOWf01I/+rrwyqLGjBuHSu3Xu7h2NnHTUJdMZq453iXfbTS+U0/DFFEL49ZYYCWmK1bnB0j/YCMB4QFkXh73leYH6BitGl/BVcg2YHYS6ILiERgkEjTonZy4q135ji76mYb6L2jlOm328nhdr+zthPul1pCQY/gqEspAOLO0Zx1DbN4gDeuRrYuRI9EIoo1svoVsd8drgRa1JhZfx3A/gUR+i6+LQGPKvYhkpfZ+qZa8uJj4nIbaptY2REpORa2/q9PQvmzHB6OpPPnJm9QKWlMrA5GW7aOv7zBkoJUmvP2cHi8cOV2vBUPM8Q0MoDA9Cy1UHbvQlSPXI1rIPfegdB+zr6YOYM1QxagvjH/67k1lE50hraKtN3S0g5Uq/NCWgpfXn7cN6E9/9aq6RUl7xEjt4uh3OXVSevbOk120u1NfqH9zI2jblaKMksb6Nil1U5O1v0xbMkQL/8TKuF+XPrhShdivXHhrEtlv+9OzqfX1GlYnAr8ZryesFgL9R/4+6Unr7LBtUWmrKy2j6xpqSAtpgBq1yWUO2b+9X4qWef4bj5URDn6RQd93wt/1xVIf/8dJ79TBb6568qRnojy5PPibtlOvF3h1ZmpIyfml2sHyA3Ua6tP1AZ6HGHx9Qqj0KpwgtrsIxmKcWSm6hmhk+Sj5G++uOXAifHdutnR2/eVlE+6X4gXswF/vgWj6P7S+4ZPVkV+KY5MX9HPnsWs5HXK8Twfe802W04OH5qxfkng5vVWpX9+jt+cstFOClXw8f4o/hq/wH8s9oZ+ICJdS5BIEpmqNhgln+UipbYi5NvK/S4i3PvLkF+SbMCS6EhmO1tZWILV05PxU5MYs5O4iWKKg2alJ5TuSUm21hXnFbRp6ajJIa937xIz4CoWhU0Y6YC+EjMY3j569oKg5De9noSbTVlv1Lr2o0Xzo2H7wgxlNddSG1qbMlLuZcsMn9zcCRTIKaqry3F8DvlKKQW+orW1qKUtMelGjPdbTQh2qXsoayniaAQat8Nnd1FxZ3eGu1rokSsbLtxkt+pO+GgxeX6GUiqhCjMw9neTSw9/mt6r0c+tvWpb6IF+lnYCUMNT0hIQGHTsDeaSlJvVO2M9BcltPL5trgV5uWyO5rDo76NraQtMpVVk5w8f81r9w7c66nwIXeIFfmOBaiLhSioW4UgoPr1CedD4tZKEZXkjQEcXP5g56aRq08m937gzlrbkBXpfPTZ8dvtZGAS/qFoCUGpHoxD+KQSJgPSlnH4p2kdcmcIROYJ2mLthnRDGUZ6InMeaNhkCFbh13IRBjlxM3iy0FuYm4LD82c8kDIJwSfeUfxDhpJcaSW7/1pp8Yxk9YXZbfrPoqZrKtFJJz8mi/06Zp6DoMF5RI9AS9rrKirgVByq7ccL5q3l5KTbqMGNtbHj401EGp7Pyih3+ouqXfHwd/k200SgW1sTpzu1dM0/4Ze0aqgpd6FR0dNXw+n07CV6JyoWWIGIKlY6PAP8+RJU5wnwVLEaQKSWPmSFLVhYXgvGTV0BYMOyWiBCClamJpa9oH+q60jRw8jHTp9ZUf8DqETqmqaZXRMRiM7tCnr+XwCaMwEQXAPF5qcmyDniaviOoIkoySGm4MlJJFDYPqLBEFHgolNTeLpurk6WJrqK5lYDZ8rIV+fXnqO6buJaVo7WRroG3QR5khpW860lJb31hFpa1NFL09coMaOnUfBy6H3og2ZZdGf5dxLqZwMhEzmwnzXaYoU1LymPMySilqQX+SVGXUm1duk48sdbLSkpOTl1fBXBeCaz8quqNX/+g6YNxPvmNEnOD+S4aWeC75tn3/Za68k2hQnr/c+9rwp1lWoooo0NGb85qeBC+uR5mTUogKGkHerh0hi9kr20drGIKVMM0hB/O25a8ssCFdePP9BraNizzpJzMgh9Zgm+QnNmZQEWTWwmUjW/agofNzmiZwFgKhRSIFNZ3k2E1MYMg4vJyrZg2MbWz9af7Eh+ukkJOhMvj1+h95y+o18k/uyBr8ja1N+07ccsIz+tofobziwezbZ//juDo+SxynmgWdxPqGhvp91DoQFFa212/PmDjA2NDcZd5irca0ihysJ5ZS0NTXN9RVVJEmKWloghYMDcUVUQDhUkoIVog1t72A3u1zHjJaqnKjQyLOnb9/MjDk5BXuSQRkdcz05emF767efZmQU1HfQ9NZNRdW1EupaRozZTlJUVdXtZVKkcB8QkN/e4fGvHFwf7m1SHO7I/SyV4H/OzbK6w84g/AUaMFrT6uy0aJJtnA6D+uJQTdnDeOeF1Bw7UdBzmy6f2xa2E4vI9HeL75kypOOH2la8btbP57JpFoLQ//JVfjRZbzoYRNoR4+6ndj9OOzWjSwfVbD7OM6F5R8SGZMVT3gbEWERVUKYrlgtvuuIafuK/+ECW0DiQmvhgH9Pdcn1BVQi0rnvbL3o4HLYOtNQvyYoM8b5bWVdbPYJ6Z/sdpLQUVM5J0NWR5rvWN2h7Q49w3PfYfvAwVjs0xa+uAazpWHHaA3UMeScCaitrVWUN+/O0mUp1eMwGrLDHrx916g8eJTr7OkjZ0804f6Kypq6j5rpYaSP1KRGvbx06dGNJznk7rhzXDAYbYxWSsEtIDWx5Vx0CpXR0Cjm5K6cKGgaoDFvHHCl5e0YavLeH4P252t+v3MxnEH4zOhpfI3CBrq2BvgqHwTXEvRmWjPvplyxHLDGnfe5N6Yk7A7T3bpigFjpb8k/2OB9mZZnZj6CZJ9gTizLXvZ+H4q9ElHz0rFh3dSn6/e12421sPbvWWrIyUJHTWGYjn+Ci4p1T35SQi2BUANDJbHG6K0OOd5diNGAcX2c8gmj3ahePNgP3TPn4bLVrYcyFrCULlgVh5r7UMawZRsaHAi1K2yTa8k+oS39rTdsk2fhaOrj8+lJKVpWWXGrgu1wVwfM6Kcuy/tKTZLVsrQfM3Xs0sVjpw/RaC549/AF/6BnyUEiSZGk1Q29YfA6e/nKDXq+uojYFj9yytvgQvWV62fMdUONfjqKip/e0yYQH0risV218393teU16pXe3/e2/rvB3mJOdsWtSyGI1XfzQcc99J+FeAcH9C0jw68c2S+PRgN1Mf9Qu6A4bFkW8JHiAil55HxEcaC5aMY61OJHIp28OmEprsDhJTtIWvcP5ZN/8BQ32wV/RafDGD+oS/G16QGdTKgOBD+L02z4KdAT/VaLRG2AQGthkKRkmdpEa11zh1Y9koKunbWFGoNGobYzvTHEV02B4oSvsZAz0VVuq29skEd9XcyFw3ElPmJb/IDy3YbIqCjjrqTWhkYKV4jipwot8/wsfXmt8f+mNeIlBHxozQ5KOqtt8627Ds9vvPF14qEQ9fXLuAYCdgZeXQoqE+sGKf0QgioT1KeHXzdsHs4McqvNTmY4WfcCQzEfqK/uFuUPtfDu0AYI/WSYdw36n/Bot8bj44/i0mJE5WZOa2e0zp7JIUyFKhrdh3uewo7go+gsPuGBTVVk8aC9DoRpXe1l29jM5vhEO2nuQi5XFpLzOCfa2cKL05fFdnoxl07nYRIAg04XKbuRIIRLKXIJUgIWtJunousV3LHcgrH3QBL3IdfS4YFJwUhGJxxFMhqq8vTy4pSSagq5Ir8Yn4BdwVRTm9GQmfi2lFL9If/Ng/DSalIbubQYy0TW+iHj3uWIR7G5oBYclRWTmlEtpaqjzfmLlNNVUaNTU2MKKkELBVlp75m9HaO5DhxFqWmE97WtEa5X13JlOJPR6aNIqi5Lel1OoVBLc95llmO1Upr2Ftby1Nj78W/A2VIoBamJIaFpFe2kmRiIbfHT7m86VP3D2XMRKfll+cmRu/4XG9VEe5X2/gP2CNoaySVl5IY2pKWZXFxWWtXI9cUUXNsV2miU8hJIVXUT0lxDhqsVNZ34WlS9uHizvJkSHZwscFbzL5z6N/8dIHttcnXkNepRYs9k5C1y+prXVSU6vLoUxHT82QDpH74JCTv1n+c1g51zmB6pgvRLT0VWVnqYgrgdhxirdrp2KKQoZelMeyDq0+KQE5zXzsLUdduI0tAuj80CoD4nDf+MrdknaiYP70A9ai/bHtvIDXXOaOUuZHCqXPFHfqxqjc8Ny+Rosb3Fj2V7pNdVlpSVlJR9qGlDmps/wPUKcqPI3Zq6gYtDy9U9z5/klJUUZkWGppaK140Il1JbjRAjsMyB63PQ9WmdySXhvh05MwpZ4wgPnLIdSSvCy0VA1tTNdoBKXcKj59fvJEa9KsaGMEtpDRjtoildkXcvKPpOHFlzyPCpDqq08koKeinSWmZOA1Qb8jNDgsBRCVEFDKNBDj7cUbAyhvbjnNVbctNvB0XfjszPKqbgfSQt5zE4Kig2qrAZoZNfwPUXYamcahhJeaDjaGu5qpREUPUgtjivApedJAUTdy+7foq18aHgqJjHqbWyWmpyknsjEQeDYZs32xu/jpk594TPrkyNpQsfbbOhvSwows7qw+u93x6fc56M5CTPmXn8q2OvuRJqCK7tCjUv/xphBHH0jUTe/G8kXJ0QmI3XioC264wxioiU5Yj+RIK/Dil+mHCY1G/jJN7oiNbMuJ2nFTetcezMECk+oLFtqC5VnDNeFyocpivmPxmR7r2y9Z8n7NFCBWE5TwUpKx8PNBoia5XHHx1HXlBeZd/O11rkzY4BgVfdPokttPthfjWN0QdXMKMzRjAY47C1TgKD/ay+az2U8QOQLpbfrnm3vGCgtGRsdBG+jw4Pdn74LxqCIUp8RHH0HKMTRkYnnH/+gKS8HgbXz/4uei4JKeM5/3pvUsmZ3u+EkdWNlX45ueKFkxGzIBKIR5fHSwmhw/FSzW/9R9ttUjj5KmylDa9LkgClMW23292Yn+bdXGLOrTHBnLMzK4emXRjVyZxIEHSoEN5DD0VTPMABs9+0nkj+xrsBH7QU93fN16wEEHCU0pPGE9hAImzgbUcDlbqQpLU97cdLcYNdCL9ctLwDeFn74NduZPnoyXBzDQtrHXSw8Ca10Dgf7axculzWHGgP5LyKaBKpgcHgHF4qDDjIKS4SvEMCfQgb9sSCWcUczCR82BMP4MCL8o/svlMLpuOZlgSOCwZYPGDu2QuAyfwICDoNzDbLRJJZYYW2W3TBR0br6xtF+CZBe+ryw44/jKzCt9jQqxIvBJ1PqcM3uwzM6GoUsHr2XqRdhlkE2W7k5u/GzsdKefLT3g7Ss74PGC3RtLDk+J/MtnfwWfA0EKMLjzqROZX7EJhOdzu4OqRdKls0vy3XfRARNJksbBPLLSuAx+v+QD+aX+ZZwbCT2H6CCNGlqhqq6prrVORUtJW06W30ohposDPTgAbZsroyGp0GykEt2AfsKSMlY6xmjB4nAeh0uowMHiTQ2toqLc2W65ybnLsR9CBwWDrTnSSloKHDlXC2Cwhrt+rBtwNXKV1O8fOEeQIJCAg+d4RIqaV3lp5NObtk8JLAaYEpZSmOJxxBIWMbPMTznOfT/KegHNSCfcCeQHrlrWNmnugaycnJmZmZY8aM0dHRIZPJYWFhFhYWQ4YMAVURERGgxMfHR1FRMS8vLzY21sXFxdq6F5q+CQgICAi6Si/1S71BGTdunJaWVk1NTWhoKJBDDg4OoCo6OrqiogJIKTk5uaKiohcvXgDpZW7erfnwCAgICAg+DkT0BAEBAQFB76XzkT4EBAQEBAQ9BSGlCAgICAh6L4SUIiAgICDovRBSioCAgICg90JIKQICAgKC3gshpQgICAgIei+ElCIgICAg6L0QUoqAgICAoPdCSCkCAgICgt4LIaUICAgICHovhJQiICAgIOi9EFKKgICAgKC3giD/B+0s7B1oOy1wAAAAAElFTkSuQmCC" alt=""></span></div>
</div>
<div class="OutlineElement Ltr SCXO245908875 BCX0">
<p class="Paragraph SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN"><span class="TextRun SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto"><span class="NormalTextRun SCXO245908875 BCX0"><span class="EOP SCXO245908875 BCX0"> </span></span></span></p>
</div>
<div class="OutlineElement Ltr SCXO245908875 BCX0">
<p class="Paragraph SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN"><span class="TextRun SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto">单独使用Range或Index的例子：<span class="EOP SCXO245908875 BCX0"> </span></span></p>
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" alt=""></span></div>
</div>
<div class="OutlineElement Ltr SCXO245908875 BCX0">
<p class="Paragraph SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN"><span class="TextRun SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto">这个输出结果是<span class="TextRun SCXO245908875 BCX0" lang="EN-US" xml:lang="EN-US" data-contrast="auto">5<span class="TextRun SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto">，<span class="TextRun SCXO245908875 BCX0" lang="EN-US" xml:lang="EN-US" data-contrast="auto">6<span class="TextRun SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto">，<span class="TextRun SCXO245908875 BCX0" lang="EN-US" xml:lang="EN-US" data-contrast="auto">7<span class="TextRun SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto">。<span class="EOP SCXO245908875 BCX0"> </span></span></span></span></span></span></span></span></p>
</div>
<div class="OutlineElement Ltr SCXO245908875 BCX0">
<p class="Paragraph SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN"><span class="TextRun SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto"><span class="NormalTextRun SCXO245908875 BCX0"><span class="EOP SCXO245908875 BCX0"> </span></span></span></p>
</div>
<div class="OutlineElement Ltr SCXO245908875 BCX0">
<h1 class="Paragraph SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN"><span class="TextRun SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="none">总结一下：<span class="EOP SCXO245908875 BCX0"> </span></span></h1>
<ul class="BulletListStyle1 SCXO245908875 BCX0">
<li class="OutlineElement Ltr SCXO245908875 BCX0" data-aria-posinset="1" data-aria-level="2">
<p class="Paragraph SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN"><span class="TextRun SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto">Range类型；<span class="EOP SCXO245908875 BCX0"> </span></span></p>
<ul class="BulletListStyle2 SCXO245908875 BCX0">
<li class="OutlineElement Ltr SCXO245908875 BCX0" data-aria-posinset="1" data-aria-level="3">
<p class="Paragraph SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN"><span class="TextRun SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto">一定要注意Range的范围包括Start不包括End。<span class="EOP SCXO245908875 BCX0"> </span></span></p>
</li>
</ul>
</li>
<li class="OutlineElement Ltr SCXO245908875 BCX0" data-aria-posinset="2" data-aria-level="2">
<p class="Paragraph SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN"><span class="TextRun SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto">Range<span class="TextRun SCXO245908875 BCX0" lang="EN-US" xml:lang="EN-US" data-contrast="auto">运算符<span class="TextRun SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto">：<span class="TextRun SCXO245908875 BCX0" data-contrast="auto">..<span class="EOP SCXO245908875 BCX0"> </span></span></span></span></span></p>
</li>
<li class="OutlineElement Ltr SCXO245908875 BCX0" data-aria-posinset="3" data-aria-level="2">
<p class="Paragraph SCXO245908875 BCX0"><span class="TextRun SCXO245908875 BCX0" data-contrast="auto">Index<span class="TextRun SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto">类型；<span class="EOP SCXO245908875 BCX0"> </span></span></span></p>
<ul class="BulletListStyle2 SCXO245908875 BCX0">
<li class="OutlineElement Ltr SCXO245908875 BCX0" data-aria-posinset="1" data-aria-level="3">
<p class="Paragraph SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN"><span class="TextRun SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto">从头开始的索引是从<span class="TextRun SCXO245908875 BCX0" lang="EN-US" xml:lang="EN-US" data-contrast="auto">0<span class="TextRun SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto">开始的<span class="EOP SCXO245908875 BCX0"> </span></span></span></span></p>
</li>
<li class="OutlineElement Ltr SCXO245908875 BCX0" data-aria-posinset="2" data-aria-level="3">
<p class="Paragraph SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN"><span class="TextRun SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto">从尾部开始的索引是从<span class="TextRun SCXO245908875 BCX0" lang="EN-US" xml:lang="EN-US" data-contrast="auto">1<span class="TextRun SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto">开始的，与序列的长度相关。<span class="EOP SCXO245908875 BCX0"> </span></span></span></span></p>
</li>
</ul>
</li>
<li class="OutlineElement Ltr SCXO245908875 BCX0" data-aria-posinset="4" data-aria-level="2">
<p class="Paragraph SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN"><span class="TextRun SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto">Hat<span class="TextRun SCXO245908875 BCX0" lang="EN-US" xml:lang="EN-US" data-contrast="auto"> 运算符<span class="TextRun SCXO245908875 BCX0" lang="ZH-CN" xml:lang="ZH-CN" data-contrast="auto">：<span class="TextRun SCXO245908875 BCX0" data-contrast="auto">^<span class="EOP SCXO245908875 BCX0"> </span></span></span></span></span></p>
</li>
</ul>
</div>
<div class="OutlineElement Ltr SCXO245908875 BCX0">
<p class="Paragraph SCXO245908875 BCX0"><span class="TextRun SCXO245908875 BCX0" data-contrast="auto"><span class="NormalTextRun SCXO245908875 BCX0"><span class="EOP SCXO245908875 BCX0"> </span></span></span></p>
<p class="Paragraph SCXO245908875 BCX0"><span style="color: rgba(255, 0, 0, 1)"><strong><span class="TextRun SCXO245908875 BCX0" data-contrast="auto"><span class="NormalTextRun SCXO245908875 BCX0"><span class="EOP SCXO245908875 BCX0">详细文档请点击这个链接：</span></span></span><span style="color: rgba(255, 0, 0, 1)">https://docs.microsoft.com/zh-cn/dotnet/csharp/tutorials/ranges-indexes?WT.mc_id=DT-MVP-5003302</span></strong></span></p>
</div>
</div>
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来源：https://www.cnblogs.com/yangxu-pro/p/11677002.html
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