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    <LawId>419M60000002064</LawId>
    <LawNum/>
    <LawFullText>
      <Law Era="Heisei" Lang="ja" LawType="MinisterialOrdinance" Num="064" Year="19" PromulgateMonth="08" PromulgateDay="10">
        <LawNum>平成十九年内閣府令第六十四号</LawNum>
        <LawBody>
          <LawTitle Kana="しはんきれんけつざいむしょひょうのようごようしきおよびさくせいほうほうにかんするきそく" Abbrev="" AbbrevKana="">四半期連結財務諸表の用語、様式及び作成方法に関する規則</LawTitle>
          <EnactStatement>金融商品取引法（昭和二十三年法律第二十五号）第百九十三条の規定に基づき、及び同法を実施するため、四半期連結財務諸表の用語、様式及び作成方法に関する規則を次のように定める。</EnactStatement>
          <TOC>
            <TOCLabel>目次</TOCLabel>
            <TOCChapter Num="1">
              <ChapterTitle>第一章　総則</ChapterTitle>
              <ArticleRange>（第一条―第二十九条）</ArticleRange>
            </TOCChapter>
            <TOCChapter Num="2">
              <ChapterTitle>第二章　四半期連結貸借対照表</ChapterTitle>
              <TOCSection Num="1">
                <SectionTitle>第一節　総則</SectionTitle>
                <ArticleRange>（第三十条―第三十二条）</ArticleRange>
              </TOCSection>
              <TOCSection Num="2">
                <SectionTitle>第二節　資産</SectionTitle>
                <ArticleRange>（第三十三条―第四十六条）</ArticleRange>
              </TOCSection>
              <TOCSection Num="3">
                <SectionTitle>第三節　負債</SectionTitle>
                <ArticleRange>（第四十七条―第五十三条）</ArticleRange>
              </TOCSection>
              <TOCSection Num="4">
                <SectionTitle>第四節　純資産</SectionTitle>
                <ArticleRange>（第五十四条―第五十九条）</ArticleRange>
              </TOCSection>
              <TOCSection Num="5">
                <SectionTitle>第五節　雑則</SectionTitle>
                <ArticleRange>（第六十条―第六十三条）</ArticleRange>
              </TOCSection>
            </TOCChapter>
            <TOCChapter Num="3">
              <ChapterTitle>第三章　四半期連結損益計算書</ChapterTitle>
              <TOCSection Num="1">
                <SectionTitle>第一節　総則</SectionTitle>
                <ArticleRange>（第六十四条・第六十五条）</ArticleRange>
              </TOCSection>
              <TOCSection Num="2">
                <SectionTitle>第二節　売上高及び売上原価</SectionTitle>
                <ArticleRange>（第六十六条―第六十八条）</ArticleRange>
              </TOCSection>
              <TOCSection Num="3">
                <SectionTitle>第三節　販売費及び一般管理費</SectionTitle>
                <ArticleRange>（第六十九条・第七十条）</ArticleRange>
              </TOCSection>
              <TOCSection Num="4">
                <SectionTitle>第四節　営業外収益及び営業外費用</SectionTitle>
                <ArticleRange>（第七十一条―第七十三条）</ArticleRange>
              </TOCSection>
              <TOCSection Num="5">
                <SectionTitle>第五節　特別利益及び特別損失</SectionTitle>
                <ArticleRange>（第七十四条―第七十六条）</ArticleRange>
              </TOCSection>
              <TOCSection Num="6">
                <SectionTitle>第六節　四半期純利益又は四半期純損失</SectionTitle>
                <ArticleRange>（第七十七条―第七十八条の二）</ArticleRange>
              </TOCSection>
              <TOCSection Num="7">
                <SectionTitle>第七節　雑則</SectionTitle>
                <ArticleRange>（第七十九条―第八十三条）</ArticleRange>
              </TOCSection>
            </TOCChapter>
            <TOCChapter Num="3_2">
              <ChapterTitle>第三章の二　四半期連結包括利益計算書</ChapterTitle>
              <TOCSection Num="1">
                <SectionTitle>第一節　総則</SectionTitle>
                <ArticleRange>（第八十三条の二―第八十三条の四）</ArticleRange>
              </TOCSection>
              <TOCSection Num="2">
                <SectionTitle>第二節　その他の包括利益</SectionTitle>
                <ArticleRange>（第八十三条の五）</ArticleRange>
              </TOCSection>
              <TOCSection Num="3">
                <SectionTitle>第三節　四半期包括利益</SectionTitle>
                <ArticleRange>（第八十三条の六）</ArticleRange>
              </TOCSection>
            </TOCChapter>
            <TOCChapter Num="4">
              <ChapterTitle>第四章　四半期連結キャッシュ・フロー計算書</ChapterTitle>
              <TOCSection Num="1">
                <SectionTitle>第一節　総則</SectionTitle>
                <ArticleRange>（第八十四条・第八十五条）</ArticleRange>
              </TOCSection>
              <TOCSection Num="2">
                <SectionTitle>第二節　四半期連結キャッシュ・フロー計算書の記載方法</SectionTitle>
                <ArticleRange>（第八十六条・第八十七条）</ArticleRange>
              </TOCSection>
            </TOCChapter>
            <TOCChapter Num="5">
              <ChapterTitle>第五章　株主資本等に関する注記</ChapterTitle>
              <ArticleRange>（第八十八条―第九十二条）</ArticleRange>
            </TOCChapter>
            <TOCChapter Num="6">
              <ChapterTitle>第六章　企業会計の基準の特例</ChapterTitle>
              <TOCSection Num="1">
                <SectionTitle>第一節　指定国際会計基準</SectionTitle>
                <ArticleRange>（第九十三条・第九十三条の二）</ArticleRange>
              </TOCSection>
              <TOCSection Num="2">
                <SectionTitle>第二節　修正国際基準</SectionTitle>
                <ArticleRange>（第九十四条・第九十四条の二）</ArticleRange>
              </TOCSection>
            </TOCChapter>
            <TOCChapter Num="7">
              <ChapterTitle>第七章　雑則</ChapterTitle>
              <ArticleRange>（第九十五条）</ArticleRange>
            </TOCChapter>
            <TOCSupplProvision>
              <SupplProvisionLabel>附則</SupplProvisionLabel>
            </TOCSupplProvision>
          </TOC>
          <MainProvision>
            <Chapter Num="1">
              <ChapterTitle>第一章　総則</ChapterTitle>
              <Article Num="1">
                <ArticleCaption>（適用の一般原則）</ArticleCaption>
                <ArticleTitle>第一条</ArticleTitle>
                <Paragraph Num="1">
                  <ParagraphNum/>
                  <ParagraphSentence>
                    <Sentence>金融商品取引法（以下「法」という。）第五条、第七条第一項、第九条第一項、第十条第一項又は第二十四条の四の七第一項若しくは第二項（これらの規定のうち同条第四項において準用する場合及び財務諸表等の用語、様式及び作成方法に関する規則（昭和三十八年大蔵省令第五十九号。以下「財務諸表等規則」という。）第一条第一項の規定により金融庁長官が指定した法人（以下「指定法人」という。）についてこれらの規定を法第二十七条において準用する場合を含む。）の規定により提出される財務計算に関する書類のうち、四半期連結財務諸表（四半期連結貸借対照表、四半期連結損益計算書、四半期連結包括利益計算書及び四半期連結キャッシュ・フロー計算書又は第九十三条の規定により指定国際会計基準（連結財務諸表の用語、様式及び作成方法に関する規則（昭和五十一年大蔵省令第二十八号。以下「連結財務諸表規則」という。）第九十三条に規定する指定国際会計基準をいう。以下同じ。）により作成する場合若しくは第九十四条の規定により修正国際基準（連結財務諸表規則第九十四条に規定する修正国際基準をいう。以下同じ。）により作成する場合において当該指定国際会計基準若しくは当該修正国際基準により作成が求められる四半期連結貸借対照表、四半期連結損益計算書、四半期連結包括利益計算書及び四半期連結キャッシュ・フロー計算書に相当するもの並びに持分変動計算書をいう。以下同じ。）の用語、様式及び作成方法は、四半期財務諸表等の用語、様式及び作成方法に関する規則（平成十九年内閣府令第六十三号。以下「四半期財務諸表等規則」という。）第二条の規定の適用を受けるものを除き、この規則の定めるところによるものとし、この規則において定めのない事項については、一般に公正妥当と認められる企業会計の基準に従うものとする。</Sentence>
                  </ParagraphSentence>
                </Paragraph>
                <Paragraph Num="2">
                  <ParagraphNum>２</ParagraphNum>
                  <ParagraphSentence>
                    <Sentence>金融庁組織令（平成十年政令第三百九十二号）第二十四条第一項に規定する企業会計審議会により公表された企業会計の基準は、前項に規定する一般に公正妥当と認められる企業会計の基準に該当するものとする。</Sentence>
                  </ParagraphSentence>
                </Paragraph>
                <Paragraph Num="3">
                  <ParagraphNum>３</ParagraphNum>
                  <ParagraphSentence>
                    <Sentence>連結財務諸表規則第一条第三項に規定する金融庁長官が定める企業会計の基準は、第一項に規定する一般に公正妥当と認められる企業会計の基準に該当するものとする。</Sentence>
                  </ParagraphSentence>
                </Paragraph>
              </Article>
              <Article Num="1_2">
                <ArticleCaption>（適用の特例）</ArticleCaption>
                <ArticleTitle>第一条の二</ArticleTitle>
                <Paragraph Num="1">
                  <ParagraphNum/>
                  <ParagraphSentence>
                    <Sentence>法第二条第一項第五号又は第九号に掲げる有価証券の発行者（同条第五項に規定する発行者をいう。次条において同じ。）のうち、次に掲げる要件の全てを満たす株式会社（以下「指定国際会計基準特定会社」という。）が提出する四半期連結財務諸表の用語、様式及び作成方法は、第六章第一節の定めるところによることができる。</Sentence>
                  </ParagraphSentence>
                  <Item Num="1">
                    <ItemTitle>一</ItemTitle>
                    <ItemSentence>
                      <Sentence>次に掲げる要件のいずれかを満たすこと。</Sentence>
                    </ItemSentence>
                    <Subitem1 Num="1">
                      <Subitem1Title>イ</Subitem1Title>
                      <Subitem1Sentence>
                        <Sentence>法第五条第一項の規定に基づき提出した有価証券届出書（当四半期連結会計期間の属する連結会計年度の直前の連結会計年度（以下「前連結会計年度」という。）に係る連結財務諸表（連結財務諸表規則第一条第一項に規定する書類をいう。以下同じ。）を記載している場合に限る。次条第一号イにおいて同じ。）又は法第二十四条第一項若しくは第三項の規定に基づき提出した有価証券報告書（前連結会計年度に係る連結財務諸表を記載している場合に限る。次条第一号イにおいて同じ。）において、連結財務諸表の適正性を確保するための特段の取組みに係る記載を行っていること。</Sentence>
                      </Subitem1Sentence>
                    </Subitem1>
                    <Subitem1 Num="2">
                      <Subitem1Title>ロ</Subitem1Title>
                      <Subitem1Sentence>
                        <Sentence>法第五条第一項の規定に基づき提出する有価証券届出書又は法第二十四条の四の七第一項若しくは第二項の規定に基づき提出する四半期報告書において、四半期連結財務諸表の適正性を確保するための特段の取組みに係る記載を行っていること。</Sentence>
                      </Subitem1Sentence>
                    </Subitem1>
                  </Item>
                  <Item Num="2">
                    <ItemTitle>二</ItemTitle>
                    <ItemSentence>
                      <Sentence>指定国際会計基準に関する十分な知識を有する役員又は使用人を置いており、指定国際会計基準に基づいて四半期連結財務諸表を適正に作成することができる体制を整備していること。</Sentence>
                    </ItemSentence>
                  </Item>
                </Paragraph>
              </Article>
              <Article Num="1_3">
                <ArticleTitle>第一条の三</ArticleTitle>
                <Paragraph Num="1">
                  <ParagraphNum/>
                  <ParagraphSentence>
                    <Sentence>法第二条第一項第五号又は第九号に掲げる有価証券の発行者のうち、次に掲げる要件の全てを満たす株式会社（以下「修正国際基準特定会社」という。）が提出する四半期連結財務諸表の用語、様式及び作成方法は、第六章第二節の定めるところによることができる。</Sentence>
                  </ParagraphSentence>
                  <Item Num="1">
                    <ItemTitle>一</ItemTitle>
                    <ItemSentence>
                      <Sentence>次に掲げる要件のいずれかを満たすこと。</Sentence>
                    </ItemSentence>
                    <Subitem1 Num="1">
                      <Subitem1Title>イ</Subitem1Title>
                      <Subitem1Sentence>
                        <Sentence>法第五条第一項の規定に基づき提出した有価証券届出書又は法第二十四条第一項若しくは第三項の規定に基づき提出した有価証券報告書において、連結財務諸表の適正性を確保するための特段の取組みに係る記載を行っていること。</Sentence>
                      </Subitem1Sentence>
                    </Subitem1>
                    <Subitem1 Num="2">
                      <Subitem1Title>ロ</Subitem1Title>
                      <Subitem1Sentence>
                        <Sentence>法第五条第一項の規定に基づき提出する有価証券届出書又は法第二十四条の四の七第一項若しくは第二項の規定に基づき提出する四半期報告書において、四半期連結財務諸表の適正性を確保するための特段の取組みに係る記載を行っていること。</Sentence>
                      </Subitem1Sentence>
                    </Subitem1>
                  </Item>
                  <Item Num="2">
                    <ItemTitle>二</ItemTitle>
                    <ItemSentence>
                      <Sentence>修正国際基準に関する十分な知識を有する役員又は使用人を置いており、修正国際基準に基づいて四半期連結財務諸表を適正に作成することができる体制を整備していること。</Sentence>
                    </ItemSentence>
                  </Item>
                </Paragraph>
              </Article>
              <Article Num="2">
                <ArticleCaption>（定義）</ArticleCaption>
                <ArticleTitle>第二条</ArticleTitle>
                <Paragraph Num="1">
                  <ParagraphNum/>
                  <ParagraphSentence>
                    <Sentence>この規則において次の各号に掲げる用語の意義は、当該各号に定めるところによる。</Sentence>
                  </ParagraphSentence>
                  <Item Num="1">
                    <ItemTitle>一</ItemTitle>
                    <ItemSentence>
                      <Column Num="1">
                        <Sentence>四半期連結財務諸表提出会社</Sentence>
                      </Column>
                      <Column Num="2">
                        <Sentence>法第二十四条の四の七第一項（法第二十七条において準用する場合を含む。）の規定により四半期連結財務諸表を提出すべき会社（指定法人を含む。）及び法第二十四条の四の七第二項の規定（法第二十七条において準用する場合を含む。）により四半期連結財務諸表を提出する会社（指定法人を含む。）をいう。</Sentence>
                      </Column>
                    </ItemSentence>
                  </Item>
                  <Item Num="2">
                    <ItemTitle>二</ItemTitle>
                    <ItemSentence>
                      <Column Num="1">
                        <Sentence>四半期会計期間</Sentence>
                      </Column>
                      <Column Num="2">
                        <Sentence>四半期財務諸表等規則第三条第四号に規定する期間をいう。</Sentence>
                      </Column>
                    </ItemSentence>
                  </Item>
                  <Item Num="3">
                    <ItemTitle>三</ItemTitle>
                    <ItemSentence>
                      <Column Num="1">
                        <Sentence>四半期連結会計期間</Sentence>
                      </Column>
                      <Column Num="2">
                        <Sentence>四半期財務諸表等規則第三条第五号に規定する期間をいう。</Sentence>
                      </Column>
                    </ItemSentence>
                  </Item>
                  <Item Num="4">
                    <ItemTitle>四</ItemTitle>
                    <ItemSentence>
                      <Column Num="1">
                        <Sentence>四半期累計期間</Sentence>
                      </Column>
                      <Column Num="2">
                        <Sentence>四半期財務諸表等規則第三条第六号に規定する期間をいう。</Sentence>
                      </Column>
                    </ItemSentence>
                  </Item>
                  <Item Num="5">
                    <ItemTitle>五</ItemTitle>
                    <ItemSentence>
                      <Column Num="1">
                        <Sentence>四半期連結累計期間</Sentence>
                      </Column>
                      <Column Num="2">
                        <Sentence>四半期財務諸表等規則第三条第七号に規定する期間をいう。</Sentence>
                      </Column>
                    </ItemSentence>
                  </Item>
                  <Item Num="6">
                    <ItemTitle>六</ItemTitle>
                    <ItemSentence>
                      <Column Num="1">
                        <Sentence>子会社</Sentence>
                      </Column>
                      <Column Num="2">
                        <Sentence>財務諸表等規則第八条第三項、第四項及び第七項の規定により、四半期連結財務諸表提出会社の子会社とされる者をいう。</Sentence>
                      </Column>
                    </ItemSentence>
                  </Item>
                  <Item Num="7">
                    <ItemTitle>七</ItemTitle>
                    <ItemSentence>
                      <Column Num="1">
                        <Sentence>連結子会社</Sentence>
                      </Column>
                      <Column Num="2">
                        <Sentence>連結の範囲に含められる子会社をいう。</Sentence>
                      </Column>
                    </ItemSentence>
                  </Item>
                  <Item Num="8">
                    <ItemTitle>八</ItemTitle>
                    <ItemSentence>
                      <Column Num="1">
                        <Sentence>連結会社</Sentence>
                      </Column>
                      <Column Num="2">
                        <Sentence>四半期連結財務諸表提出会社及び連結子会社をいう。</Sentence>
                      </Column>
                    </ItemSentence>
                  </Item>
                  <Item Num="9">
                    <ItemTitle>九</ItemTitle>
                    <ItemSentence>
                      <Column Num="1">
                        <Sentence>非連結子会社</Sentence>
                      </Column>
                      <Column Num="2">
                        <Sentence>連結の範囲から除かれる子会社をいう。</Sentence>
                      </Column>
                    </ItemSentence>
                  </Item>
                  <Item Num="10">
                    <ItemTitle>十</ItemTitle>
                    <ItemSentence>
                      <Column Num="1">
                        <Sentence>関連会社</Sentence>
                      </Column>
                      <Column Num="2">
                        <Sentence>財務諸表等規則第八条第五項及び第六項の規定により、四半期連結財務諸表提出会社の関連会社とされる者をいう。</Sentence>
                      </Column>
                    </ItemSentence>
                  </Item>
                  <Item Num="11">
                    <ItemTitle>十一</ItemTitle>
                    <ItemSentence>
                      <Column Num="1">
                        <Sentence>持分法</Sentence>
                      </Column>
                      <Column Num="2">
                        <Sentence>投資会社が、被投資会社の純資産及び損益のうち当該投資会社に帰属する部分の変動に応じて、その投資の金額を各事業年度ごとに修正する方法をいう。</Sentence>
                      </Column>
                    </ItemSentence>
                  </Item>
                  <Item Num="12">
                    <ItemTitle>十二</ItemTitle>
                    <ItemSentence>
                      <Column Num="1">
                        <Sentence>非支配株主持分</Sentence>
                      </Column>
                      <Column Num="2">
                        <Sentence>連結子会社の資本のうち四半期連結財務諸表提出会社の持分に帰属しない部分をいう。</Sentence>
                      </Column>
                    </ItemSentence>
                  </Item>
                  <Item Num="13">
                    <ItemTitle>十三</ItemTitle>
                    <ItemSentence>
                      <Column Num="1">
                        <Sentence>キャッシュ・フロー</Sentence>
                      </Column>
                      <Column Num="2">
                        <Sentence>次号に規定する資金の増加又は減少をいう。</Sentence>
                      </Column>
                    </ItemSentence>
                  </Item>
                  <Item Num="14">
                    <ItemTitle>十四</ItemTitle>
                    <ItemSentence>
                      <Column Num="1">
                        <Sentence>資金</Sentence>
                      </Column>
                      <Column Num="2">
                        <Sentence>現金（当座預金、普通預金その他預金者が一定の期間を経ることなく引き出すことができる預金を含む。第八十五条及び第八十七条において同じ。）及び現金同等物（容易に換金することが可能であり、かつ、価値の変動のリスクが低い短期的な投資をいう。第八十五条及び第八十七条において同じ。）の合計額をいう。</Sentence>
                      </Column>
                    </ItemSentence>
                  </Item>
                  <Item Num="15">
                    <ItemTitle>十五</ItemTitle>
                    <ItemSentence>
                      <Column Num="1">
                        <Sentence>デリバティブ取引</Sentence>
                      </Column>
                      <Column Num="2">
                        <Sentence>財務諸表等規則第八条第十四項に規定する取引をいう。</Sentence>
                      </Column>
                    </ItemSentence>
                  </Item>
                  <Item Num="16">
                    <ItemTitle>十六</ItemTitle>
                    <ItemSentence>
                      <Column Num="1">
                        <Sentence>売買目的有価証券</Sentence>
                      </Column>
                      <Column Num="2">
                        <Sentence>財務諸表等規則第八条第二十項に規定する有価証券をいう。</Sentence>
                      </Column>
                    </ItemSentence>
                  </Item>
                  <Item Num="17">
                    <ItemTitle>十七</ItemTitle>
                    <ItemSentence>
                      <Column Num="1">
                        <Sentence>満期保有目的の債券</Sentence>
                      </Column>
                      <Column Num="2">
                        <Sentence>財務諸表等規則第八条第二十一項に規定する債券をいう。</Sentence>
                      </Column>
                    </ItemSentence>
                  </Item>
                  <Item Num="18">
                    <ItemTitle>十八</ItemTitle>
                    <ItemSentence>
                      <Column Num="1">
                        <Sentence>その他有価証券</Sentence>
                      </Column>
                      <Column Num="2">
                        <Sentence>財務諸表等規則第八条第二十二項に規定する有価証券をいう。</Sentence>
                      </Column>
                    </ItemSentence>
                  </Item>
                  <Item Num="19">
                    <ItemTitle>十九</ItemTitle>
                    <ItemSentence>
                      <Column Num="1">
                        <Sentence>自己株式</Sentence>
                      </Column>
                      <Column Num="2">
                        <Sentence Num="1">連結財務諸表規則第二条第十九号に規定する株式をいう。</Sentence>
                        <Sentence Num="2">この場合において、同号中「連結財務諸表」とあるのは、「四半期連結財務諸表」と読み替えるものとする。</Sentence>
                      </Column>
                    </ItemSentence>
                  </Item>
                  <Item Num="20">
                    <ItemTitle>二十</ItemTitle>
                    <ItemSentence>
                      <Sentence>削除</Sentence>
                    </ItemSentence>
                  </Item>
                  <Item Num="21">
                    <ItemTitle>二十一</ItemTitle>
                    <ItemSentence>
                      <Sentence>削除</Sentence>
                    </ItemSentence>
                  </Item>
                  <Item Num="22">
                    <ItemTitle>二十二</ItemTitle>
                    <ItemSentence>
                      <Sentence>削除</Sentence>
                    </ItemSentence>
                  </Item>
                  <Item Num="23">
                    <ItemTitle>二十三</ItemTitle>
                    <ItemSentence>
                      <Column Num="1">
                        <Sentence>企業結合</Sentence>
                      </Column>
                      <Column Num="2">
                        <Sentence>財務諸表等規則第八条第二十七項に規定する企業結合をいう。</Sentence>
                      </Column>
                    </ItemSentence>
                  </Item>
                  <Item Num="24">
                    <ItemTitle>二十四</ItemTitle>
                    <ItemSentence>
                      <Column Num="1">
                        <Sentence>取得企業</Sentence>
                      </Column>
                      <Column Num="2">
                        <Sentence>財務諸表等規則第八条第二十八項に規定する企業をいう。</Sentence>
                      </Column>
                    </ItemSentence>
                  </Item>
                  <Item Num="25">
                    <ItemTitle>二十五</ItemTitle>
                    <ItemSentence>
                      <Column Num="1">
                        <Sentence>被取得企業</Sentence>
                      </Column>
                      <Column Num="2">
                        <Sentence>財務諸表等規則第八条第二十九項に規定する企業をいう。</Sentence>
                      </Column>
                    </ItemSentence>
                  </Item>
                  <Item Num="26">
                    <ItemTitle>二十六</ItemTitle>
                    <ItemSentence>
                      <Column Num="1">
                        <Sentence>結合企業</Sentence>
                      </Column>
                      <Column Num="2">
                        <Sentence>財務諸表等規則第八条第三十一項に規定する企業をいう。</Sentence>
                      </Column>
                    </ItemSentence>
                  </Item>
                  <Item Num="27">
                    <ItemTitle>二十七</ItemTitle>
                    <ItemSentence>
                      <Column Num="1">
                        <Sentence>被結合企業</Sentence>
                      </Column>
                      <Column Num="2">
                        <Sentence>財務諸表等規則第八条第三十二項に規定する企業をいう。</Sentence>
                      </Column>
                    </ItemSentence>
                  </Item>
                  <Item Num="28">
                    <ItemTitle>二十八</ItemTitle>
                    <ItemSentence>
                      <Column Num="1">
                        <Sentence>結合後企業</Sentence>
                      </Column>
                      <Column Num="2">
                        <Sentence>財務諸表等規則第八条第三十三項に規定する企業をいう。</Sentence>
                      </Column>
                    </ItemSentence>
                  </Item>
                  <Item Num="29">
                    <ItemTitle>二十九</ItemTitle>
                    <ItemSentence>
                      <Column Num="1">
                        <Sentence>結合当事企業</Sentence>
                      </Column>
                      <Column Num="2">
                        <Sentence>財務諸表等規則第八条第三十四項に規定する企業をいう。</Sentence>
                      </Column>
                    </ItemSentence>
                  </Item>
                  <Item Num="30">
                    <ItemTitle>三十</ItemTitle>
                    <ItemSentence>
                      <Column Num="1">
                        <Sentence>パーチェス法</Sentence>
                      </Column>
                      <Column Num="2">
                        <Sentence>財務諸表等規則第八条第三十五項に規定する方法をいう。</Sentence>
                      </Column>
                    </ItemSentence>
                  </Item>
                  <Item Num="31">
                    <ItemTitle>三十一</ItemTitle>
                    <ItemSentence>
                      <Sentence>削除</Sentence>
                    </ItemSentence>
                  </Item>
                  <Item Num="32">
                    <ItemTitle>三十二</ItemTitle>
                    <ItemSentence>
                      <Column Num="1">
                        <Sentence>共通支配下の取引等</Sentence>
                      </Column>
                      <Column Num="2">
                        <Sentence>財務諸表等規則第八条第三十七項に規定する共通支配下の取引等をいう。</Sentence>
                      </Column>
                    </ItemSentence>
                  </Item>
                  <Item Num="33">
                    <ItemTitle>三十三</ItemTitle>
                    <ItemSentence>
                      <Column Num="1">
                        <Sentence>事業分離</Sentence>
                      </Column>
                      <Column Num="2">
                        <Sentence>財務諸表等規則第八条第三十八項に規定する事業分離をいう。</Sentence>
                      </Column>
                    </ItemSentence>
                  </Item>
                  <Item Num="34">
                    <ItemTitle>三十四</ItemTitle>
                    <ItemSentence>
                      <Column Num="1">
                        <Sentence>分離元企業</Sentence>
                      </Column>
                      <Column Num="2">
                        <Sentence>財務諸表等規則第八条第三十九項に規定する企業をいう。</Sentence>
                      </Column>
                    </ItemSentence>
                  </Item>
                  <Item Num="35">
                    <ItemTitle>三十五</ItemTitle>
                    <ItemSentence>
                      <Column Num="1">
                        <Sentence>分離先企業</Sentence>
                      </Column>
                      <Column Num="2">
                        <Sentence>財務諸表等規則第八条第四十項に規定する企業をいう。</Sentence>
                      </Column>
                    </ItemSentence>
                  </Item>
                  <Item Num="36">
                    <ItemTitle>三十六</ItemTitle>
                    <ItemSentence>
                      <Column Num="1">
                        <Sentence>金融商品</Sentence>
                      </Column>
                      <Column Num="2">
                        <Sentence>財務諸表等規則第八条第四十一項に規定する金融商品をいう。</Sentence>
                      </Column>
                    </ItemSentence>
                  </Item>
                  <Item Num="37">
                    <ItemTitle>三十七</ItemTitle>
                    <ItemSentence>
                      <Column Num="1">
                        <Sentence>資産除去債務</Sentence>
                      </Column>
                      <Column Num="2">
                        <Sentence>財務諸表等規則第八条第四十二項に規定する資産除去債務をいう。</Sentence>
                      </Column>
                    </ItemSentence>
                  </Item>
                  <Item Num="38">
                    <ItemTitle>三十八</ItemTitle>
                    <ItemSentence>
                      <Column Num="1">
                        <Sentence>会計方針</Sentence>
                      </Column>
                      <Column Num="2">
                        <Sentence>四半期連結財務諸表の作成に当たって採用した会計処理の原則及び手続をいう。</Sentence>
                      </Column>
                    </ItemSentence>
                  </Item>
                  <Item Num="39">
                    <ItemTitle>三十九</ItemTitle>
                    <ItemSentence>
                      <Column Num="1">
                        <Sentence>表示方法</Sentence>
                      </Column>
                      <Column Num="2">
                        <Sentence>四半期連結財務諸表の作成に当たって採用した表示の方法をいう。</Sentence>
                      </Column>
                    </ItemSentence>
                  </Item>
                  <Item Num="40">
                    <ItemTitle>四十</ItemTitle>
                    <ItemSentence>
                      <Column Num="1">
                        <Sentence>会計上の見積り</Sentence>
                      </Column>
                      <Column Num="2">
                        <Sentence>資産、負債、収益及び費用等の額に不確実性がある場合において、四半期連結財務諸表作成時に入手可能な情報に基づき、それらの合理的な金額を算定することをいう。</Sentence>
                      </Column>
                    </ItemSentence>
                  </Item>
                  <Item Num="41">
                    <ItemTitle>四十一</ItemTitle>
                    <ItemSentence>
                      <Column Num="1">
                        <Sentence>会計方針の変更</Sentence>
                      </Column>
                      <Column Num="2">
                        <Sentence>一般に公正妥当と認められる会計方針を他の一般に公正妥当と認められる会計方針に変更することをいう。</Sentence>
                      </Column>
                    </ItemSentence>
                  </Item>
                  <Item Num="42">
                    <ItemTitle>四十二</ItemTitle>
                    <ItemSentence>
                      <Column Num="1">
                        <Sentence>会計上の見積りの変更</Sentence>
                      </Column>
                      <Column Num="2">
                        <Sentence>新たに入手可能となった情報に基づき、前連結会計年度以前の連結財務諸表又は直前の四半期連結会計期間以前若しくは直前の四半期連結累計期間以前の四半期連結財務諸表の作成に当たって行った会計上の見積りを変更することをいう。</Sentence>
                      </Column>
                    </ItemSentence>
                  </Item>
                  <Item Num="43">
                    <ItemTitle>四十三</ItemTitle>
                    <ItemSentence>
                      <Column Num="1">
                        <Sentence>誤<Ruby>謬<Rt>びゆう</Rt></Ruby></Sentence>
                      </Column>
                      <Column Num="2">
                        <Sentence>その原因となる行為が意図的であるか否かにかかわらず、四半期連結財務諸表作成時又は連結財務諸表作成時に入手可能な情報を使用しなかったこと又は誤って使用したことにより生じた誤りをいう。</Sentence>
                      </Column>
                    </ItemSentence>
                  </Item>
                  <Item Num="44">
                    <ItemTitle>四十四</ItemTitle>
                    <ItemSentence>
                      <Column Num="1">
                        <Sentence>遡及適用</Sentence>
                      </Column>
                      <Column Num="2">
                        <Sentence>新たな会計方針を前連結会計年度以前の連結財務諸表並びに直前の四半期連結会計期間以前及び直前の四半期連結累計期間以前の四半期連結財務諸表に遡って適用したと仮定して会計処理を行うことをいう。</Sentence>
                      </Column>
                    </ItemSentence>
                  </Item>
                  <Item Num="45">
                    <ItemTitle>四十五</ItemTitle>
                    <ItemSentence>
                      <Column Num="1">
                        <Sentence>修正再表示</Sentence>
                      </Column>
                      <Column Num="2">
                        <Sentence>前連結会計年度以前の連結財務諸表又は直前の四半期連結会計期間以前若しくは直前の四半期連結累計期間以前の四半期連結財務諸表における誤<Ruby>謬<Rt>びゆう</Rt></Ruby>の訂正を連結財務諸表又は四半期連結財務諸表に反映することをいう。</Sentence>
                      </Column>
                    </ItemSentence>
                  </Item>
                </Paragraph>
              </Article>
              <Article Num="3">
                <ArticleCaption>（四半期連結決算日）</ArticleCaption>
                <ArticleTitle>第三条</ArticleTitle>
                <Paragraph Num="1">
                  <ParagraphNum/>
                  <ParagraphSentence>
                    <Sentence>四半期連結財務諸表提出会社は、当該会社の四半期会計期間の末日を四半期連結決算日と定め、当該日を基準として四半期連結財務諸表を作成するものとする。</Sentence>
                  </ParagraphSentence>
                </Paragraph>
              </Article>
              <Article Num="4">
                <ArticleCaption>（四半期連結財務諸表作成の一般原則）</ArticleCaption>
                <ArticleTitle>第四条</ArticleTitle>
                <Paragraph Num="1">
                  <ParagraphNum/>
                  <ParagraphSentence>
                    <Sentence>法の規定により提出される四半期連結財務諸表の用語、様式及び作成方法は、次に掲げる基準に適合したものでなければならない。</Sentence>
                  </ParagraphSentence>
                  <Item Num="1">
                    <ItemTitle>一</ItemTitle>
                    <ItemSentence>
                      <Sentence>四半期連結財務諸表は、原則として連結財務諸表の作成に当たって適用される会計処理の原則及び手続に準拠して作成されていること。</Sentence>
                    </ItemSentence>
                  </Item>
                  <Item Num="2">
                    <ItemTitle>二</ItemTitle>
                    <ItemSentence>
                      <Sentence>一般に公正妥当と認められる企業会計の基準に準拠して作成された連結会社の四半期財務諸表を基礎として作成されていること。</Sentence>
                    </ItemSentence>
                  </Item>
                  <Item Num="3">
                    <ItemTitle>三</ItemTitle>
                    <ItemSentence>
                      <Sentence>四半期連結財務諸表提出会社の利害関係人に対して、企業集団の財政状態、経営成績及びキャッシュ・フローの状況に関する判断を誤らせないために必要な財務情報を明瞭に表示すること。</Sentence>
                    </ItemSentence>
                  </Item>
                  <Item Num="4">
                    <ItemTitle>四</ItemTitle>
                    <ItemSentence>
                      <Sentence>前連結会計年度に係る連結財務諸表及び直前の四半期連結会計期間又は当該四半期連結会計期間における四半期連結累計期間に係る四半期連結財務諸表を作成するために採用した会計処理の原則及び手続は、正当な理由により変更を行う場合を除き、当四半期連結会計期間において継続して適用されていること。</Sentence>
                    </ItemSentence>
                  </Item>
                </Paragraph>
              </Article>
              <Article Num="5">
                <ArticleCaption>（連結の範囲）</ArticleCaption>
                <ArticleTitle>第五条</ArticleTitle>
                <Paragraph Num="1">
                  <ParagraphNum/>
                  <ParagraphSentence>
                    <Sentence Function="main" Num="1">四半期連結財務諸表提出会社は、そのすべての子会社を連結の範囲に含めなければならない。</Sentence>
                    <Sentence Function="proviso" Num="2">ただし、次の各号の一に該当する子会社は、連結の範囲に含めないものとする。</Sentence>
                  </ParagraphSentence>
                  <Item Num="1">
                    <ItemTitle>一</ItemTitle>
                    <ItemSentence>
                      <Sentence>財務及び営業又は事業の方針を決定する機関（株主総会その他これに準ずる機関をいう。）に対する支配が一時的であると認められる子会社</Sentence>
                    </ItemSentence>
                  </Item>
                  <Item Num="2">
                    <ItemTitle>二</ItemTitle>
                    <ItemSentence>
                      <Sentence>連結の範囲に含めることにより四半期連結財務諸表提出会社の利害関係人の判断を著しく誤らせるおそれがあると認められる子会社</Sentence>
                    </ItemSentence>
                  </Item>
                </Paragraph>
                <Paragraph Num="2">
                  <ParagraphNum>２</ParagraphNum>
                  <ParagraphSentence>
                    <Sentence>前項の規定により連結の範囲に含めるべき子会社のうち、その資産、売上高（役務収益を含む。以下同じ。）、損益、利益剰余金及びキャッシュ・フローその他の項目からみて、連結の範囲から除いても企業集団の財政状態、経営成績及びキャッシュ・フローの状況に関する合理的な判断を妨げない程度に重要性の乏しいものは、連結の範囲から除くことができる。</Sentence>
                  </ParagraphSentence>
                </Paragraph>
                <Paragraph Num="3">
                  <ParagraphNum>３</ParagraphNum>
                  <ParagraphSentence>
                    <Sentence>次に掲げる会社等（会社、組合その他これらに類する事業体（外国におけるこれらに相当するものを含む。）をいう。以下同じ。）の財政状態、経営成績又はキャッシュ・フローの状況に関する事項で、当該企業集団の財政状態、経営成績及びキャッシュ・フローの状況の判断に影響を与えると認められる重要なものがある場合には、その内容を四半期連結財務諸表に注記しなければならない。</Sentence>
                  </ParagraphSentence>
                  <Item Num="1">
                    <ItemTitle>一</ItemTitle>
                    <ItemSentence>
                      <Sentence>第一項ただし書の規定により連結の範囲から除かれた子会社</Sentence>
                    </ItemSentence>
                  </Item>
                  <Item Num="2">
                    <ItemTitle>二</ItemTitle>
                    <ItemSentence>
                      <Sentence>四半期連結財務諸表提出会社が議決権の過半数を自己の計算において所有している会社等のうち、民事再生法（平成十一年法律第二百二十五号）の規定による再生手続開始の決定を受けた会社等、会社更生法（平成十四年法律第百五十四号）の規定による更生手続開始の決定を受けた株式会社、破産法（平成十六年法律第七十五号）の規定による破産手続開始の決定を受けた会社等その他これらに準ずる会社等であって、かつ、有効な支配従属関係が存在しないと認められることにより子会社に該当しない会社等</Sentence>
                    </ItemSentence>
                  </Item>
                </Paragraph>
              </Article>
              <Article Num="5_2">
                <ArticleCaption>（四半期連結キャッシュ・フロー計算書）</ArticleCaption>
                <ArticleTitle>第五条の二</ArticleTitle>
                <Paragraph Num="1">
                  <ParagraphNum/>
                  <ParagraphSentence>
                    <Sentence>四半期連結財務諸表提出会社は、第二・四半期連結累計期間（連結会計年度の開始の日から当該連結会計年度の最初の四半期連結会計期間（以下「第一・四半期連結会計期間」という。）の翌四半期連結会計期間（以下「第二・四半期連結会計期間」という。）の末日までの期間をいう。）に係る四半期連結キャッシュ・フロー計算書を作成しなければならない。</Sentence>
                  </ParagraphSentence>
                </Paragraph>
                <Paragraph Num="2">
                  <ParagraphNum>２</ParagraphNum>
                  <ParagraphSentence>
                    <Sentence>四半期連結財務諸表提出会社は、第一・四半期連結累計期間（連結会計年度の開始の日から第一・四半期連結会計期間の末日までの期間をいう。以下同じ。）に係る四半期連結キャッシュ・フロー計算書を作成することができる。</Sentence>
                  </ParagraphSentence>
                </Paragraph>
                <Paragraph Num="3">
                  <ParagraphNum>３</ParagraphNum>
                  <ParagraphSentence>
                    <Sentence>四半期連結財務諸表提出会社は、第一・四半期連結累計期間に係る四半期連結キャッシュ・フロー計算書を作成する場合には、第三・四半期連結累計期間（連結会計年度の開始の日から第二・四半期連結会計期間の翌四半期連結会計期間（以下「第三・四半期連結会計期間」という。）の末日までの期間をいう。以下同じ。）に係る四半期連結キャッシュ・フロー計算書を作成しなければならない。</Sentence>
                  </ParagraphSentence>
                </Paragraph>
                <Paragraph Num="4">
                  <ParagraphNum>４</ParagraphNum>
                  <ParagraphSentence>
                    <Sentence Num="1">前項の規定にかかわらず、第三・四半期連結会計期間において大規模な企業結合が行われたことその他の事情により、第三・四半期連結キャッシュ・フロー計算書を作成することが実務上困難なときは、当該第三・四半期連結キャッシュ・フロー計算書の作成を要しない。</Sentence>
                    <Sentence Num="2">この場合においては、当該第三・四半期連結キャッシュ・フロー計算書を作成することができない旨及びその理由を注記しなければならない。</Sentence>
                  </ParagraphSentence>
                </Paragraph>
              </Article>
              <Article Num="5_3">
                <ArticleCaption>（比較情報の作成）</ArticleCaption>
                <ArticleTitle>第五条の三</ArticleTitle>
                <Paragraph Num="1">
                  <ParagraphNum/>
                  <ParagraphSentence>
                    <Sentence>当四半期連結会計期間及び当四半期連結累計期間に係る四半期連結財務諸表は、当該四半期連結財務諸表の一部を構成するものとして比較情報（次の各号に掲げる四半期連結財務諸表の区分に応じ、当該四半期連結財務諸表に記載された事項に対応するものとして当該各号に定める事項）を含めて作成しなければならない。</Sentence>
                  </ParagraphSentence>
                  <Item Num="1">
                    <ItemTitle>一</ItemTitle>
                    <ItemSentence>
                      <Column Num="1">
                        <Sentence>四半期連結貸借対照表</Sentence>
                      </Column>
                      <Column Num="2">
                        <Sentence>前連結会計年度に係る事項</Sentence>
                      </Column>
                    </ItemSentence>
                  </Item>
                  <Item Num="2">
                    <ItemTitle>二</ItemTitle>
                    <ItemSentence>
                      <Column Num="1">
                        <Sentence>四半期連結損益計算書及び四半期連結包括利益計算書</Sentence>
                      </Column>
                      <Column Num="2">
                        <Sentence>前連結会計年度の対応する四半期連結会計期間及び四半期連結累計期間に係る事項</Sentence>
                      </Column>
                    </ItemSentence>
                  </Item>
                  <Item Num="3">
                    <ItemTitle>三</ItemTitle>
                    <ItemSentence>
                      <Column Num="1">
                        <Sentence>四半期連結キャッシュ・フロー計算書</Sentence>
                      </Column>
                      <Column Num="2">
                        <Sentence>前連結会計年度の対応する四半期連結累計期間に係る事項</Sentence>
                      </Column>
                    </ItemSentence>
                  </Item>
                </Paragraph>
              </Article>
              <Article Num="6">
                <ArticleCaption>（連結子会社の資産及び負債の評価等）</ArticleCaption>
                <ArticleTitle>第六条</ArticleTitle>
                <Paragraph Num="1">
                  <ParagraphNum/>
                  <ParagraphSentence>
                    <Sentence>四半期連結財務諸表の作成に当たっては、連結子会社の資産及び負債の評価並びに四半期連結財務諸表提出会社の連結子会社に対する投資とこれに対応する当該連結子会社の資本の相殺消去その他必要とされる連結会社相互間の項目の消去をしなければならない。</Sentence>
                  </ParagraphSentence>
                </Paragraph>
              </Article>
              <Article Num="7">
                <ArticleCaption>（持分法の適用）</ArticleCaption>
                <ArticleTitle>第七条</ArticleTitle>
                <Paragraph Num="1">
                  <ParagraphNum/>
                  <ParagraphSentence>
                    <Sentence Function="main" Num="1">非連結子会社及び関連会社に対する投資については、持分法により計算した価額をもって四半期連結貸借対照表に計上しなければならない。</Sentence>
                    <Sentence Function="proviso" Num="2">ただし、次の各号の一に該当する会社に対する投資については、持分法を適用しないものとする。</Sentence>
                  </ParagraphSentence>
                  <Item Num="1">
                    <ItemTitle>一</ItemTitle>
                    <ItemSentence>
                      <Sentence>財務及び営業又は事業の方針の決定に対する影響が一時的であると認められる関連会社</Sentence>
                    </ItemSentence>
                  </Item>
                  <Item Num="2">
                    <ItemTitle>二</ItemTitle>
                    <ItemSentence>
                      <Sentence>持分法を適用することにより四半期連結財務諸表提出会社の利害関係人の判断を著しく誤らせるおそれがあると認められる非連結子会社及び関連会社</Sentence>
                    </ItemSentence>
                  </Item>
                </Paragraph>
                <Paragraph Num="2">
                  <ParagraphNum>２</ParagraphNum>
                  <ParagraphSentence>
                    <Sentence>前項の規定により持分法を適用すべき非連結子会社及び関連会社のうち、その損益及び利益剰余金その他の項目からみて、持分法の適用の対象から除いても四半期連結財務諸表に重要な影響を与えないものは、持分法の適用の対象から除くことができる。</Sentence>
                  </ParagraphSentence>
                </Paragraph>
              </Article>
              <Article Num="8">
                <ArticleCaption>（税効果会計の適用）</ArticleCaption>
                <ArticleTitle>第八条</ArticleTitle>
                <Paragraph Num="1">
                  <ParagraphNum/>
                  <ParagraphSentence>
                    <Sentence>連結会社の法人税その他利益に関連する金額を課税標準として課される租税（以下「法人税等」という。）については、税効果会計（四半期連結貸借対照表に計上されている資産及び負債の金額と課税所得の計算の結果算定された資産及び負債の金額との間に差異がある場合において、当該差異に係る法人税等の金額を適切に期間配分することにより、法人税等を控除する前の四半期純利益の金額と法人税等の金額を合理的に対応させるための会計処理をいう。以下同じ。）を適用して四半期連結財務諸表を作成しなければならない。</Sentence>
                  </ParagraphSentence>
                </Paragraph>
              </Article>
              <Article Num="9">
                <ArticleCaption>（四半期決算日の異なる子会社）</ArticleCaption>
                <ArticleTitle>第九条</ArticleTitle>
                <Paragraph Num="1">
                  <ParagraphNum/>
                  <ParagraphSentence>
                    <Sentence Function="main" Num="1">その四半期会計期間の末日が四半期連結財務諸表提出会社の当該期間に対応する四半期会計期間における四半期連結決算日と異なる連結子会社は、当該期間に対応する四半期会計期間における四半期連結決算日において四半期連結財務諸表作成の基礎となる四半期財務諸表を作成するために必要とされる四半期決算を行わなければならない。</Sentence>
                    <Sentence Function="proviso" Num="2">ただし、当該連結子会社の四半期会計期間の末日と当該期間に対応する四半期会計期間における四半期連結決算日との差異が三か月を超えない場合において当該連結子会社の当該四半期会計期間に係る四半期財務諸表を基礎として当該期間に対応する四半期連結財務諸表を作成するときは、この限りでない。</Sentence>
                  </ParagraphSentence>
                </Paragraph>
              </Article>
              <Article Num="10">
                <ArticleCaption>（連結の範囲又は持分法適用の範囲の変更に関する注記）</ArticleCaption>
                <ArticleTitle>第十条</ArticleTitle>
                <Paragraph Num="1">
                  <ParagraphNum/>
                  <ParagraphSentence>
                    <Sentence>四半期連結財務諸表作成のための基本となる重要な事項のうち、連結の範囲又は持分法適用の範囲について、重要な変更を行った場合には、その旨及び変更の理由を注記しなければならない。</Sentence>
                  </ParagraphSentence>
                </Paragraph>
              </Article>
              <Article Num="10_2">
                <ArticleCaption>（会計基準等の改正等に伴う会計方針の変更に関する注記）</ArticleCaption>
                <ArticleTitle>第十条の二</ArticleTitle>
                <Paragraph Num="1">
                  <ParagraphNum/>
                  <ParagraphSentence>
                    <Sentence Num="1">四半期財務諸表等規則第五条の規定は、会計基準等（財務諸表等規則第八条の三第一項本文に規定する会計基準等をいう。以下同じ。）の改正等（同項本文に規定する会計基準等の改正等をいう。次条において同じ。）に伴い会計方針の変更を行った場合について準用する。</Sentence>
                    <Sentence Num="2">この場合において、同条中「税引前四半期純損益金額」とあるのは「税金等調整前四半期純損益金額」と、「事業年度」とあるのは「連結会計年度」と、「四半期累計期間」とあるのは「四半期連結累計期間」と、「四半期会計期間」とあるのは「四半期連結会計期間」と読み替えるものとする。</Sentence>
                  </ParagraphSentence>
                </Paragraph>
              </Article>
              <Article Num="10_3">
                <ArticleCaption>（会計基準等の改正等以外の正当な理由による会計方針の変更に関する注記）</ArticleCaption>
                <ArticleTitle>第十条の三</ArticleTitle>
                <Paragraph Num="1">
                  <ParagraphNum/>
                  <ParagraphSentence>
                    <Sentence Num="1">四半期財務諸表等規則第五条の二の規定は、会計基準等の改正等以外の正当な理由により会計方針の変更を行った場合について準用する。</Sentence>
                    <Sentence Num="2">この場合において、同条中「税引前四半期純損益金額」とあるのは「税金等調整前四半期純損益金額」と、「事業年度」とあるのは「連結会計年度」と、「四半期累計期間」とあるのは「四半期連結累計期間」と、「四半期会計期間」とあるのは「四半期連結会計期間」と読み替えるものとする。</Sentence>
                  </ParagraphSentence>
                </Paragraph>
              </Article>
              <Article Num="10_4">
                <ArticleCaption>（会計上の見積りの変更に関する注記）</ArticleCaption>
                <ArticleTitle>第十条の四</ArticleTitle>
                <Paragraph Num="1">
                  <ParagraphNum/>
                  <ParagraphSentence>
                    <Sentence Num="1">四半期財務諸表等規則第五条の三の規定は、会計上の見積りについて重要な変更を行った場合について準用する。</Sentence>
                    <Sentence Num="2">この場合において、同条中「税引前四半期純損益金額」とあるのは「税金等調整前四半期純損益金額」と、「四半期会計期間」とあるのは「四半期連結会計期間」と、「事業年度」とあるのは「連結会計年度」と読み替えるものとする。</Sentence>
                  </ParagraphSentence>
                </Paragraph>
              </Article>
              <Article Num="10_5">
                <ArticleCaption>（会計方針の変更を会計上の見積りの変更と区別することが困難な場合の注記）</ArticleCaption>
                <ArticleTitle>第十条の五</ArticleTitle>
                <Paragraph Num="1">
                  <ParagraphNum/>
                  <ParagraphSentence>
                    <Sentence Num="1">四半期財務諸表等規則第五条の四の規定は、重要な会計方針の変更を行った場合において、当該重要な会計方針の変更を会計上の見積りの変更と区別することが困難な場合について準用する。</Sentence>
                    <Sentence Num="2">この場合において、同条中「四半期会計期間」とあるのは「四半期連結会計期間」と、「税引前四半期純損益金額」とあるのは「税金等調整前四半期純損益金額」と読み替えるものとする。</Sentence>
                  </ParagraphSentence>
                </Paragraph>
              </Article>
              <Article Num="10_6">
                <ArticleCaption>（修正再表示に関する注記）</ArticleCaption>
                <ArticleTitle>第十条の六</ArticleTitle>
                <Paragraph Num="1">
                  <ParagraphNum/>
                  <ParagraphSentence>
                    <Sentence Num="1">四半期財務諸表等規則第五条の五の規定は、修正再表示を行った場合について準用する。</Sentence>
                    <Sentence Num="2">この場合において、同条第二号中「税引前四半期純損益金額」とあるのは「税金等調整前四半期純損益金額」と、「前事業年度」とあるのは「前連結会計年度」と読み替えるものとする。</Sentence>
                  </ParagraphSentence>
                </Paragraph>
              </Article>
              <Article Num="11">
                <ArticleTitle>第十一条</ArticleTitle>
                <Paragraph Num="1">
                  <ParagraphNum/>
                  <ParagraphSentence>
                    <Sentence>削除</Sentence>
                  </ParagraphSentence>
                </Paragraph>
              </Article>
              <Article Num="12">
                <ArticleCaption>（四半期連結財務諸表の作成に特有の会計処理に関する注記）</ArticleCaption>
                <ArticleTitle>第十二条</ArticleTitle>
                <Paragraph Num="1">
                  <ParagraphNum/>
                  <ParagraphSentence>
                    <Sentence Function="main" Num="1">一般に公正妥当と認められる企業会計の基準に従い、四半期連結財務諸表の作成に特有の会計処理を適用した場合には、その旨及びその内容を注記しなければならない。</Sentence>
                    <Sentence Function="proviso" Num="2">ただし、重要性が乏しい場合には、注記を省略することができる。</Sentence>
                  </ParagraphSentence>
                </Paragraph>
              </Article>
              <Article Num="13">
                <ArticleCaption>（重要な後発事象の注記）</ArticleCaption>
                <ArticleTitle>第十三条</ArticleTitle>
                <Paragraph Num="1">
                  <ParagraphNum/>
                  <ParagraphSentence>
                    <Sentence>四半期連結決算日後、連結会社並びに持分法が適用される非連結子会社及び関連会社の当該四半期連結財務諸表に係る四半期連結会計期間が属する連結会計年度（当該四半期連結会計期間における四半期連結累計期間を除く。）以降の財政状態、経営成績及びキャッシュ・フローの状況に重要な影響を及ぼす事象が発生したときは、当該事象を注記しなければならない。</Sentence>
                  </ParagraphSentence>
                </Paragraph>
                <Paragraph Num="2">
                  <ParagraphNum>２</ParagraphNum>
                  <ParagraphSentence>
                    <Sentence>その四半期会計期間の末日が四半期連結財務諸表提出会社の当該期間に対応する四半期会計期間における四半期連結決算日と異なる子会社及び関連会社については、前項の規定にかかわらず、当該子会社及び関連会社の四半期決算日後に発生した当該事象を注記しなければならない。</Sentence>
                  </ParagraphSentence>
                </Paragraph>
              </Article>
              <Article Num="14">
                <ArticleCaption>（追加情報の注記）</ArticleCaption>
                <ArticleTitle>第十四条</ArticleTitle>
                <Paragraph Num="1">
                  <ParagraphNum/>
                  <ParagraphSentence>
                    <Sentence>この規則において特に定める注記のほか、四半期連結財務諸表提出会社の利害関係人が、四半期連結財務諸表に係る四半期連結会計期間が属する連結会計年度に関する企業集団の財政状態、経営成績及びキャッシュ・フローの状況に関する適正な判断を行うために必要と認められる事項があるときは、当該事項を注記しなければならない。</Sentence>
                  </ParagraphSentence>
                </Paragraph>
              </Article>
              <Article Num="15">
                <ArticleCaption>（セグメント情報等の注記）</ArticleCaption>
                <ArticleTitle>第十五条</ArticleTitle>
                <Paragraph Num="1">
                  <ParagraphNum/>
                  <ParagraphSentence>
                    <Sentence>企業を構成する一定の単位（以下「報告セグメント」という。）に関する情報（以下「セグメント情報」という。）については、次に掲げる事項を様式第一号に定めるところにより注記しなければならない。</Sentence>
                  </ParagraphSentence>
                  <Item Num="1">
                    <ItemTitle>一</ItemTitle>
                    <ItemSentence>
                      <Sentence>報告セグメントごとの売上高及び利益又は損失の金額</Sentence>
                    </ItemSentence>
                  </Item>
                  <Item Num="2">
                    <ItemTitle>二</ItemTitle>
                    <ItemSentence>
                      <Sentence>前号に掲げる利益又は損失の金額の合計額と当該項目に相当する科目ごとの四半期連結損益計算書計上額との差額及び当該差額の主な内容</Sentence>
                    </ItemSentence>
                  </Item>
                  <Item Num="3">
                    <ItemTitle>三</ItemTitle>
                    <ItemSentence>
                      <Sentence>報告セグメントごとの資産の金額が変動する要因となった事象の概要（前連結会計年度の末日に比して著しい変動が認められる場合に限る。）</Sentence>
                    </ItemSentence>
                  </Item>
                </Paragraph>
                <Paragraph Num="2">
                  <ParagraphNum>２</ParagraphNum>
                  <ParagraphSentence>
                    <Sentence>当四半期連結会計期間（当連結会計年度に属する四半期連結会計期間のうち当四半期連結会計期間前のものを含む。）において報告セグメントの変更又は報告セグメントに係る利益若しくは損失の金額の算定方法（次項及び第四項において「報告セグメントに係る算定方法」という。）の重要な変更があった場合には、その内容を注記しなければならない。</Sentence>
                  </ParagraphSentence>
                </Paragraph>
                <Paragraph Num="3">
                  <ParagraphNum>３</ParagraphNum>
                  <ParagraphSentence>
                    <Sentence>当連結会計年度の第二・四半期連結会計期間以降において報告セグメントの変更又は報告セグメントに係る算定方法の重要な変更があった場合には、前項の規定による注記に加え、第二・四半期連結会計期間以降に変更した旨及びその理由を注記しなければならない。</Sentence>
                  </ParagraphSentence>
                </Paragraph>
                <Paragraph Num="4">
                  <ParagraphNum>４</ParagraphNum>
                  <ParagraphSentence>
                    <Sentence>前連結会計年度において報告セグメントの変更又は報告セグメントに係る算定方法の重要な変更があり、かつ、前連結会計年度の対応する四半期連結会計期間における報告セグメント又は報告セグメントに係る算定方法と当四半期連結会計期間におけるこれらの事項との間に相違がみられる場合には、その旨並びに前連結会計年度の対応する四半期連結累計期間に係る第一項第一号及び第二号に掲げる金額（当四半期連結会計期間における報告セグメント及び報告セグメントに係る算定方法に基づいて算定したものに限る。）を注記しなければならない。</Sentence>
                  </ParagraphSentence>
                </Paragraph>
                <Paragraph Num="5">
                  <ParagraphNum>５</ParagraphNum>
                  <ParagraphSentence>
                    <Sentence Function="main" Num="1">前項の場合において、正確な金額を算定することが困難なときは、同項に規定する金額に代えて、適当な方法により概算額を注記することができる。</Sentence>
                    <Sentence Function="proviso" Num="2">ただし、金額を算定することが困難な場合には、同項に規定する金額に代えて、その旨及びその理由を注記することができる。</Sentence>
                  </ParagraphSentence>
                </Paragraph>
                <Paragraph Num="6">
                  <ParagraphNum>６</ParagraphNum>
                  <ParagraphSentence>
                    <Sentence>当四半期連結会計期間において、固定資産に係る重要な減損損失を認識した場合、のれんの金額に重要な変動が生じた場合又は重要な負ののれん発生益を認識した場合には、報告セグメントごとにその概要を注記しなければならない。</Sentence>
                  </ParagraphSentence>
                </Paragraph>
              </Article>
              <Article Num="15_2">
                <ArticleCaption>（金融商品に関する注記）</ArticleCaption>
                <ArticleTitle>第十五条の二</ArticleTitle>
                <Paragraph Num="1">
                  <ParagraphNum/>
                  <ParagraphSentence>
                    <Sentence Function="main" Num="1">金融商品については、当該金融商品に関する四半期連結貸借対照表の科目ごとに、企業集団の事業の運営において重要なものとなっており、かつ、四半期連結貸借対照表計上額その他の金額に前連結会計年度の末日に比して著しい変動が認められる場合には、四半期連結貸借対照表の科目ごとの四半期連結貸借対照表日における四半期連結貸借対照表計上額、時価及び当該四半期連結貸借対照表計上額と当該時価との差額並びに当該時価の算定方法を注記しなければならない。</Sentence>
                    <Sentence Function="proviso" Num="2">ただし、当該四半期連結貸借対照表計上額と時価との差額及び前連結会計年度に係る連結貸借対照表計上額と時価との差額に重要性が乏しい場合には、注記を省略することができる。</Sentence>
                  </ParagraphSentence>
                </Paragraph>
                <Paragraph Num="2">
                  <ParagraphNum>２</ParagraphNum>
                  <ParagraphSentence>
                    <Sentence>前項本文の規定にかかわらず、四半期連結貸借対照表の科目ごとの四半期連結貸借対照表日における金融商品の時価について、適時に、正確な金額を算定することが困難な場合には、概算額を記載することができる。</Sentence>
                  </ParagraphSentence>
                </Paragraph>
                <Paragraph Num="3">
                  <ParagraphNum>３</ParagraphNum>
                  <ParagraphSentence>
                    <Sentence>第一項本文及び前項の規定にかかわらず、四半期連結貸借対照表日における時価の把握が極めて困難な場合には、第一項本文に定める事項に代えて、その旨、その理由、当該金融商品の概要及び四半期連結貸借対照表計上額を記載することができる。</Sentence>
                  </ParagraphSentence>
                </Paragraph>
              </Article>
              <Article Num="16">
                <ArticleCaption>（有価証券に関する注記）</ArticleCaption>
                <ArticleTitle>第十六条</ArticleTitle>
                <Paragraph Num="1">
                  <ParagraphNum/>
                  <ParagraphSentence>
                    <Sentence Function="main" Num="1">前条に定める事項のほか、有価証券（次の各号に掲げる有価証券に限る。）については、当該有価証券が企業集団の事業の運営において重要なものとなっており、かつ、当該有価証券の四半期連結貸借対照表計上額その他の金額に前連結会計年度の末日に比して著しい変動が認められる場合には、次の各号に掲げる有価証券の区分に応じ、当該各号に定める事項を注記しなければならない。</Sentence>
                    <Sentence Function="proviso" Num="2">ただし、適時に、正確な金額を算定することが困難な場合には、概算額を記載することができる。</Sentence>
                  </ParagraphSentence>
                  <Item Num="1">
                    <ItemTitle>一</ItemTitle>
                    <ItemSentence>
                      <Column Num="1">
                        <Sentence>満期保有目的の債券</Sentence>
                      </Column>
                      <Column Num="2">
                        <Sentence>次に掲げる事項</Sentence>
                      </Column>
                    </ItemSentence>
                    <Subitem1 Num="1">
                      <Subitem1Title>イ</Subitem1Title>
                      <Subitem1Sentence>
                        <Sentence>四半期連結決算日における四半期連結貸借対照表計上額</Sentence>
                      </Subitem1Sentence>
                    </Subitem1>
                    <Subitem1 Num="2">
                      <Subitem1Title>ロ</Subitem1Title>
                      <Subitem1Sentence>
                        <Sentence>四半期連結決算日における時価</Sentence>
                      </Subitem1Sentence>
                    </Subitem1>
                    <Subitem1 Num="3">
                      <Subitem1Title>ハ</Subitem1Title>
                      <Subitem1Sentence>
                        <Sentence>四半期連結決算日における四半期連結貸借対照表計上額と時価との差額</Sentence>
                      </Subitem1Sentence>
                    </Subitem1>
                  </Item>
                  <Item Num="2">
                    <ItemTitle>二</ItemTitle>
                    <ItemSentence>
                      <Column Num="1">
                        <Sentence>その他有価証券</Sentence>
                      </Column>
                      <Column Num="2">
                        <Sentence>株式、債券その他の有価証券の種類ごとの次に掲げる事項</Sentence>
                      </Column>
                    </ItemSentence>
                    <Subitem1 Num="1">
                      <Subitem1Title>イ</Subitem1Title>
                      <Subitem1Sentence>
                        <Sentence>取得原価</Sentence>
                      </Subitem1Sentence>
                    </Subitem1>
                    <Subitem1 Num="2">
                      <Subitem1Title>ロ</Subitem1Title>
                      <Subitem1Sentence>
                        <Sentence>四半期連結決算日における四半期連結貸借対照表計上額</Sentence>
                      </Subitem1Sentence>
                    </Subitem1>
                    <Subitem1 Num="3">
                      <Subitem1Title>ハ</Subitem1Title>
                      <Subitem1Sentence>
                        <Sentence>四半期連結決算日における四半期連結貸借対照表計上額と取得原価との差額</Sentence>
                      </Subitem1Sentence>
                    </Subitem1>
                  </Item>
                </Paragraph>
              </Article>
              <Article Num="17">
                <ArticleCaption>（デリバティブ取引に関する注記）</ArticleCaption>
                <ArticleTitle>第十七条</ArticleTitle>
                <Paragraph Num="1">
                  <ParagraphNum/>
                  <ParagraphSentence>
                    <Sentence Function="main" Num="1">第十五条の二に定める事項のほか、デリバティブ取引（ヘッジ会計が適用されているものは除くことができる。）については、当該取引が企業集団の事業の運営において重要なものとなっており、かつ、当該取引の契約額その他の金額に前連結会計年度の末日に比して著しい変動が認められる場合には、通貨、金利、株式、債券及び商品その他の取引の対象物の種類ごとの四半期連結決算日における契約額又は契約において定められた元本相当額、時価及び評価損益を注記しなければならない。</Sentence>
                    <Sentence Function="proviso" Num="2">ただし、適時に、正確な金額を算定することが困難な場合には、概算額を記載することができる。</Sentence>
                  </ParagraphSentence>
                </Paragraph>
                <Paragraph Num="2">
                  <ParagraphNum>２</ParagraphNum>
                  <ParagraphSentence>
                    <Sentence>前項に定める事項は、先物取引、オプション取引、先渡取引、スワップ取引及びその他のデリバティブ取引その他の取引の種類に区分して記載しなければならない。</Sentence>
                  </ParagraphSentence>
                </Paragraph>
              </Article>
              <Article Num="17_2">
                <ArticleCaption>（金融商品に関する注記等の特例）</ArticleCaption>
                <ArticleTitle>第十七条の二</ArticleTitle>
                <Paragraph Num="1">
                  <ParagraphNum/>
                  <ParagraphSentence>
                    <Sentence>第十五条の二、第十六条及び第十七条第一項の規定にかかわらず、連結財務諸表提出会社（当該連結財務諸表提出会社を含む企業集団の総資産の大部分を金融資産が占め、かつ、総負債の大部分を金融負債及び保険契約から生じる負債が占める場合を除く。）は、第一・四半期連結会計期間及び第三・四半期連結会計期間において、これらの規定による注記を省略することができる。</Sentence>
                  </ParagraphSentence>
                </Paragraph>
              </Article>
              <Article Num="18">
                <ArticleTitle>第十八条</ArticleTitle>
                <Paragraph Num="1">
                  <ParagraphNum/>
                  <ParagraphSentence>
                    <Sentence>削除</Sentence>
                  </ParagraphSentence>
                </Paragraph>
              </Article>
              <Article Num="19">
                <ArticleTitle>第十九条</ArticleTitle>
                <Paragraph Num="1">
                  <ParagraphNum/>
                  <ParagraphSentence>
                    <Sentence>削除</Sentence>
                  </ParagraphSentence>
                </Paragraph>
              </Article>
              <Article Num="20">
                <ArticleCaption>（取得による企業結合が行われた場合の注記）</ArticleCaption>
                <ArticleTitle>第二十条</ArticleTitle>
                <Paragraph Num="1">
                  <ParagraphNum/>
                  <ParagraphSentence>
                    <Sentence Function="main" Num="1">当四半期連結会計期間において他の企業又は企業を構成する事業の取得による企業結合が行われた場合には、次に掲げる事項を注記しなければならない。</Sentence>
                    <Sentence Function="proviso" Num="2">ただし、当該企業結合に係る取引に重要性が乏しい場合には、注記を省略することができる。</Sentence>
                  </ParagraphSentence>
                  <Item Num="1">
                    <ItemTitle>一</ItemTitle>
                    <ItemSentence>
                      <Sentence>企業結合の概要</Sentence>
                    </ItemSentence>
                  </Item>
                  <Item Num="2">
                    <ItemTitle>二</ItemTitle>
                    <ItemSentence>
                      <Sentence>四半期連結累計期間に係る四半期連結損益計算書に含まれる被取得企業又は取得した事業の業績の期間</Sentence>
                    </ItemSentence>
                  </Item>
                  <Item Num="3">
                    <ItemTitle>三</ItemTitle>
                    <ItemSentence>
                      <Sentence>被取得企業又は取得した事業の取得原価及び対価の種類ごとの内訳</Sentence>
                    </ItemSentence>
                  </Item>
                  <Item Num="4">
                    <ItemTitle>四</ItemTitle>
                    <ItemSentence>
                      <Sentence>取得の対価として株式を交付した場合には、株式の種類別の交換比率及びその算定方法並びに交付又は交付予定の株式数</Sentence>
                    </ItemSentence>
                  </Item>
                  <Item Num="5">
                    <ItemTitle>五</ItemTitle>
                    <ItemSentence>
                      <Sentence>取得が複数の取引によって行われた場合には、被取得企業の取得原価と取得するに至った取引ごとの取得原価の合計額との差額</Sentence>
                    </ItemSentence>
                  </Item>
                  <Item Num="6">
                    <ItemTitle>六</ItemTitle>
                    <ItemSentence>
                      <Sentence>発生したのれんの金額、発生原因、償却方法及び償却期間又は負ののれん発生益の金額及び発生原因</Sentence>
                    </ItemSentence>
                  </Item>
                  <Item Num="7">
                    <ItemTitle>七</ItemTitle>
                    <ItemSentence>
                      <Sentence>前号に掲げる発生したのれんの金額又は負ののれん発生益の金額が暫定的に算定された金額である場合には、その旨</Sentence>
                    </ItemSentence>
                  </Item>
                </Paragraph>
                <Paragraph Num="2">
                  <ParagraphNum>２</ParagraphNum>
                  <ParagraphSentence>
                    <Sentence>前項ただし書の規定にかかわらず、当四半期連結会計期間における個々の企業結合に係る取引に重要性は乏しいが、当四半期連結会計期間における複数の企業結合に係る取引全体に重要性がある場合には、同項第一号及び第三号から第七号までに掲げる事項を当該企業結合に係る取引全体について注記しなければならない。</Sentence>
                  </ParagraphSentence>
                </Paragraph>
                <Paragraph Num="3">
                  <ParagraphNum>３</ParagraphNum>
                  <ParagraphSentence>
                    <Sentence Function="main" Num="1">四半期連結貸借対照表日までに行われた企業結合に係る暫定的な会計処理の確定が行われた四半期連結会計期間においては、当該確定した旨並びに第一項第六号に掲げる発生したのれんの金額又は負ののれんの発生益の金額に係る見直しの内容及び金額を注記しなければならない。</Sentence>
                    <Sentence Function="proviso" Num="2">ただし、第一項ただし書の規定により注記を省略している場合は、注記することを要しない。</Sentence>
                  </ParagraphSentence>
                </Paragraph>
                <Paragraph Num="4">
                  <ParagraphNum>４</ParagraphNum>
                  <ParagraphSentence>
                    <Sentence>前項に掲げる暫定的な会計処理の確定に伴い、四半期連結財務諸表に含まれる比較情報において取得原価の当初配分額に重要な見直しが反映されている場合には、当該見直しの内容及び金額を注記しなければならない。</Sentence>
                  </ParagraphSentence>
                </Paragraph>
              </Article>
              <Article Num="21">
                <ArticleTitle>第二十一条</ArticleTitle>
                <Paragraph Num="1">
                  <ParagraphNum/>
                  <ParagraphSentence>
                    <Sentence>削除</Sentence>
                  </ParagraphSentence>
                </Paragraph>
              </Article>
              <Article Num="22">
                <ArticleCaption>（共通支配下の取引等の注記）</ArticleCaption>
                <ArticleTitle>第二十二条</ArticleTitle>
                <Paragraph Num="1">
                  <ParagraphNum/>
                  <ParagraphSentence>
                    <Sentence>当四半期連結会計期間において共通支配下の取引等が行われた場合には、次に掲げる事項を注記しなければならない。</Sentence>
                  </ParagraphSentence>
                  <Item Num="1">
                    <ItemTitle>一</ItemTitle>
                    <ItemSentence>
                      <Sentence>取引の概要</Sentence>
                    </ItemSentence>
                  </Item>
                  <Item Num="2">
                    <ItemTitle>二</ItemTitle>
                    <ItemSentence>
                      <Sentence>実施した会計処理の概要</Sentence>
                    </ItemSentence>
                  </Item>
                  <Item Num="3">
                    <ItemTitle>三</ItemTitle>
                    <ItemSentence>
                      <Sentence>子会社株式を追加取得した場合には、第二十条第一項第三号及び第四号に準ずる事項</Sentence>
                    </ItemSentence>
                  </Item>
                </Paragraph>
                <Paragraph Num="2">
                  <ParagraphNum>２</ParagraphNum>
                  <ParagraphSentence>
                    <Sentence Function="main" Num="1">前項の規定にかかわらず、共通支配下の取引等に重要性が乏しい場合には、注記を省略することができる。</Sentence>
                    <Sentence Function="proviso" Num="2">ただし、当四半期連結会計期間における個々の共通支配下の取引等に重要性は乏しいが、当四半期連結会計期間における複数の共通支配下の取引等全体に重要性がある場合には、同項各号に掲げる事項を当該取引等全体について注記しなければならない。</Sentence>
                  </ParagraphSentence>
                </Paragraph>
              </Article>
              <Article Num="23">
                <ArticleCaption>（共同支配企業の形成の注記）</ArticleCaption>
                <ArticleTitle>第二十三条</ArticleTitle>
                <Paragraph Num="1">
                  <ParagraphNum/>
                  <ParagraphSentence>
                    <Sentence Num="1">当四半期連結会計期間において共同支配企業の形成（財務諸表等規則第八条の二十二第一項に規定する共同支配企業の形成をいう。以下この条及び次条第一項において同じ。）を行った場合には、前条第一項第一号及び第二号に掲げる事項に準ずる事項を記載しなければならない。</Sentence>
                    <Sentence Num="2">この場合において、同項第一号に掲げる事項に準ずる事項を記載するときは、企業結合を共同支配企業の形成と判定した理由を記載しなければならない。</Sentence>
                  </ParagraphSentence>
                </Paragraph>
                <Paragraph Num="2">
                  <ParagraphNum>２</ParagraphNum>
                  <ParagraphSentence>
                    <Sentence Function="main" Num="1">前項の規定にかかわらず、共同支配企業の形成に係る取引に重要性が乏しい場合には、注記を省略することができる。</Sentence>
                    <Sentence Function="proviso" Num="2">ただし、当四半期連結会計期間における個々の共同支配企業の形成に係る取引に重要性は乏しいが、当四半期連結会計期間における複数の共同支配企業の形成に係る取引全体に重要性がある場合には、同項に定める事項を当該企業結合に係る取引全体について注記しなければならない。</Sentence>
                  </ParagraphSentence>
                </Paragraph>
              </Article>
              <Article Num="24">
                <ArticleCaption>（事業分離における分離元企業の注記）</ArticleCaption>
                <ArticleTitle>第二十四条</ArticleTitle>
                <Paragraph Num="1">
                  <ParagraphNum/>
                  <ParagraphSentence>
                    <Sentence>当四半期連結会計期間において重要な事業分離が行われ、当該事業分離が共通支配下の取引等及び共同支配企業の形成に該当しない場合には、分離元企業は、次に掲げる事項を注記しなければならない。</Sentence>
                  </ParagraphSentence>
                  <Item Num="1">
                    <ItemTitle>一</ItemTitle>
                    <ItemSentence>
                      <Sentence>事業分離の概要</Sentence>
                    </ItemSentence>
                  </Item>
                  <Item Num="2">
                    <ItemTitle>二</ItemTitle>
                    <ItemSentence>
                      <Sentence>実施した会計処理の概要</Sentence>
                    </ItemSentence>
                  </Item>
                  <Item Num="3">
                    <ItemTitle>三</ItemTitle>
                    <ItemSentence>
                      <Sentence>分離した事業が含まれていた報告セグメントの名称</Sentence>
                    </ItemSentence>
                  </Item>
                  <Item Num="4">
                    <ItemTitle>四</ItemTitle>
                    <ItemSentence>
                      <Sentence>四半期連結累計期間に係る四半期連結損益計算書に計上されている分離した事業に係る損益の概算額</Sentence>
                    </ItemSentence>
                  </Item>
                  <Item Num="5">
                    <ItemTitle>五</ItemTitle>
                    <ItemSentence>
                      <Sentence>移転損益を認識した事業分離において分離先企業の株式を子会社株式又は関連会社株式として保有する以外に、継続的関与がある場合には、当該継続的関与の概要</Sentence>
                    </ItemSentence>
                  </Item>
                </Paragraph>
                <Paragraph Num="2">
                  <ParagraphNum>２</ParagraphNum>
                  <ParagraphSentence>
                    <Sentence>前項第五号に掲げる事項は、当該継続的関与が軽微な場合には、注記を省略することができる。</Sentence>
                  </ParagraphSentence>
                </Paragraph>
                <Paragraph Num="3">
                  <ParagraphNum>３</ParagraphNum>
                  <ParagraphSentence>
                    <Sentence>当四半期連結会計期間における個々の事業分離に係る取引に重要性は乏しいが、当四半期連結会計期間における複数の事業分離に係る取引全体に重要性がある場合には、第一項の規定にかかわらず、同項第一号及び第二号に掲げる事項を当該事業分離に係る取引全体について注記しなければならない。</Sentence>
                  </ParagraphSentence>
                </Paragraph>
              </Article>
              <Article Num="25">
                <ArticleCaption>（事業分離における分離先企業の注記）</ArticleCaption>
                <ArticleTitle>第二十五条</ArticleTitle>
                <Paragraph Num="1">
                  <ParagraphNum/>
                  <ParagraphSentence>
                    <Sentence>分離先企業は、事業分離が企業結合に該当しない場合は、次に掲げる事項を注記しなければならない。</Sentence>
                  </ParagraphSentence>
                  <Item Num="1">
                    <ItemTitle>一</ItemTitle>
                    <ItemSentence>
                      <Sentence>取引の概要</Sentence>
                    </ItemSentence>
                  </Item>
                  <Item Num="2">
                    <ItemTitle>二</ItemTitle>
                    <ItemSentence>
                      <Sentence>実施した会計処理の概要</Sentence>
                    </ItemSentence>
                  </Item>
                  <Item Num="3">
                    <ItemTitle>三</ItemTitle>
                    <ItemSentence>
                      <Sentence>分離元企業から引き継いだ資産、負債及び純資産の内訳</Sentence>
                    </ItemSentence>
                  </Item>
                </Paragraph>
              </Article>
              <Article Num="26">
                <ArticleCaption>（子会社の企業結合の注記）</ArticleCaption>
                <ArticleTitle>第二十六条</ArticleTitle>
                <Paragraph Num="1">
                  <ParagraphNum/>
                  <ParagraphSentence>
                    <Sentence Num="1">連結財務諸表規則第十五条の十八の規定は、子会社の企業結合について準用する。</Sentence>
                    <Sentence Num="2">この場合において、同条第一項中「連結財務諸表提出会社」とあるのは「四半期連結財務諸表提出会社」と、「連結会計年度」とあるのは「四半期連結会計期間」と、同項第四号中「連結損益計算書」とあるのは「四半期連結損益計算書」と、同条第三項中「連結会計年度」とあるのは「四半期連結会計期間」と読み替えるものとする。</Sentence>
                  </ParagraphSentence>
                </Paragraph>
              </Article>
              <Article Num="27">
                <ArticleCaption>（継続企業の前提に関する注記）</ArticleCaption>
                <ArticleTitle>第二十七条</ArticleTitle>
                <Paragraph Num="1">
                  <ParagraphNum/>
                  <ParagraphSentence>
                    <Sentence Num="1">四半期財務諸表等規則第二十一条の規定は、四半期連結財務諸表提出会社について準用する。</Sentence>
                    <Sentence Num="2">この場合において、同条中「四半期貸借対照表日」とあるのは「四半期連結決算日」と、同条第四号中「四半期財務諸表」とあるのは「四半期連結財務諸表」と読み替えるものとする。</Sentence>
                  </ParagraphSentence>
                </Paragraph>
              </Article>
              <Article Num="27_2">
                <ArticleCaption>（四半期連結キャッシュ・フロー計算書を作成しない場合の注記）</ArticleCaption>
                <ArticleTitle>第二十七条の二</ArticleTitle>
                <Paragraph Num="1">
                  <ParagraphNum/>
                  <ParagraphSentence>
                    <Sentence Function="main" Num="1">第一・四半期連結累計期間及び第三・四半期連結累計期間に係る四半期連結キャッシュ・フロー計算書を作成しない場合には、次に掲げる事項を注記しなければならない。</Sentence>
                    <Sentence Function="proviso" Num="2">ただし、重要性の乏しいものについては、注記を省略することができる。</Sentence>
                  </ParagraphSentence>
                  <Item Num="1">
                    <ItemTitle>一</ItemTitle>
                    <ItemSentence>
                      <Sentence>当四半期連結累計期間に係る減価償却費（のれんを除く無形固定資産に係る償却費を含む。）</Sentence>
                    </ItemSentence>
                  </Item>
                  <Item Num="2">
                    <ItemTitle>二</ItemTitle>
                    <ItemSentence>
                      <Sentence>当四半期連結累計期間に係るのれんの償却額</Sentence>
                    </ItemSentence>
                  </Item>
                </Paragraph>
              </Article>
              <Article Num="28">
                <ArticleCaption>（注記の方法）</ArticleCaption>
                <ArticleTitle>第二十八条</ArticleTitle>
                <Paragraph Num="1">
                  <ParagraphNum/>
                  <ParagraphSentence>
                    <Sentence Function="main" Num="1">第十条から第十条の六まで及び第十二条の規定による注記は、四半期連結キャッシュ・フロー計算書の次に記載しなければならない。</Sentence>
                    <Sentence Function="proviso" Num="2">ただし、第一・四半期連結累計期間及び第三・四半期連結累計期間に係る四半期連結キャッシュ・フロー計算書を作成しない場合には、第一・四半期連結累計期間及び第三・四半期連結累計期間に係る四半期連結包括利益計算書（第三・四半期連結会計期間に係る四半期連結包括利益計算書を作成する場合には、当該第三・四半期連結会計期間に係る四半期連結包括利益計算書）の次に記載しなければならない。</Sentence>
                  </ParagraphSentence>
                </Paragraph>
                <Paragraph Num="2">
                  <ParagraphNum>２</ParagraphNum>
                  <ParagraphSentence>
                    <Sentence Function="main" Num="1">この規則（第十条から第十条の六まで及び第十二条を除く。）の規定による注記は、第十条から第十条の六まで及び第十二条の規定による注記の次に記載しなければならない。</Sentence>
                    <Sentence Function="proviso" Num="2">ただし、次の各号に定める場合は、この限りでない。</Sentence>
                  </ParagraphSentence>
                  <Item Num="1">
                    <ItemTitle>一</ItemTitle>
                    <ItemSentence>
                      <Sentence>第十条から第十条の六まで及び第十二条の規定による注記と関係がある事項について、これと併せて記載を行った場合</Sentence>
                    </ItemSentence>
                  </Item>
                  <Item Num="2">
                    <ItemTitle>二</ItemTitle>
                    <ItemSentence>
                      <Sentence>脚注（当該注記に係る事項が記載されている四半期連結財務諸表中の表又は計算書の末尾に記載することをいう。）として記載することが適当と認められるものについて、当該記載を行った場合</Sentence>
                    </ItemSentence>
                  </Item>
                </Paragraph>
                <Paragraph Num="3">
                  <ParagraphNum>３</ParagraphNum>
                  <ParagraphSentence>
                    <Sentence Function="main" Num="1">第二十七条の規定による注記は、前項の規定にかかわらず、四半期連結キャッシュ・フロー計算書の次に記載しなければならない。</Sentence>
                    <Sentence Function="proviso" Num="2">ただし、第一・四半期連結累計期間及び第三・四半期連結累計期間に係る四半期連結キャッシュ・フロー計算書を作成しない場合には、第一・四半期連結累計期間及び第三・四半期連結累計期間に係る四半期連結包括利益計算書（第三・四半期連結会計期間に係る四半期連結包括利益計算書を作成する場合には、当該第三・四半期連結会計期間に係る四半期連結包括利益計算書）の次に記載しなければならない。</Sentence>
                  </ParagraphSentence>
                </Paragraph>
                <Paragraph Num="4">
                  <ParagraphNum>４</ParagraphNum>
                  <ParagraphSentence>
                    <Sentence>前項の場合において、第十条から第十条の六まで及び第十二条の規定による注記は、第一項の規定にかかわらず、第二十七条の規定による注記の次に記載しなければならない。</Sentence>
                  </ParagraphSentence>
                </Paragraph>
                <Paragraph Num="5">
                  <ParagraphNum>５</ParagraphNum>
                  <ParagraphSentence>
                    <Sentence>この規則の規定により特定の科目に関係ある注記を記載する場合には、当該科目に記号を付記する方法その他これに類する方法によって、当該注記との関連を明らかにしなければならない。</Sentence>
                  </ParagraphSentence>
                </Paragraph>
              </Article>
              <Article Num="29">
                <ArticleCaption>（金額の表示の単位）</ArticleCaption>
                <ArticleTitle>第二十九条</ArticleTitle>
                <Paragraph Num="1">
                  <ParagraphNum/>
                  <ParagraphSentence>
                    <Sentence>四半期連結財務諸表に掲記される科目その他の事項の金額は、百万円単位又は千円単位をもって表示するものとする。</Sentence>
                  </ParagraphSentence>
                </Paragraph>
              </Article>
            </Chapter>
            <Chapter Num="2">
              <ChapterTitle>第二章　四半期連結貸借対照表</ChapterTitle>
              <Section Num="1">
                <SectionTitle>第一節　総則</SectionTitle>
                <Article Num="30">
                  <ArticleCaption>（四半期連結貸借対照表の記載方法）</ArticleCaption>
                  <ArticleTitle>第三十条</ArticleTitle>
                  <Paragraph Num="1">
                    <ParagraphNum/>
                    <ParagraphSentence>
                      <Sentence>四半期連結貸借対照表の記載方法は、この章の定めるところによる。</Sentence>
                    </ParagraphSentence>
                  </Paragraph>
                  <Paragraph Num="2">
                    <ParagraphNum>２</ParagraphNum>
                    <ParagraphSentence>
                      <Sentence>四半期連結貸借対照表は、様式第二号により記載するものとする。</Sentence>
                    </ParagraphSentence>
                  </Paragraph>
                </Article>
                <Article Num="31">
                  <ArticleCaption>（資産、負債及び純資産の分類記載）</ArticleCaption>
                  <ArticleTitle>第三十一条</ArticleTitle>
                  <Paragraph Num="1">
                    <ParagraphNum/>
                    <ParagraphSentence>
                      <Sentence>資産、負債及び純資産は、それぞれ資産の部、負債の部及び純資産の部に分類して記載しなければならない。</Sentence>
                    </ParagraphSentence>
                  </Paragraph>
                </Article>
                <Article Num="32">
                  <ArticleCaption>（科目の記載の配列）</ArticleCaption>
                  <ArticleTitle>第三十二条</ArticleTitle>
                  <Paragraph Num="1">
                    <ParagraphNum/>
                    <ParagraphSentence>
                      <Sentence>資産及び負債の科目の記載の配列は、流動性配列法によるものとする。</Sentence>
                    </ParagraphSentence>
                  </Paragraph>
                </Article>
              </Section>
              <Section Num="2">
                <SectionTitle>第二節　資産</SectionTitle>
                <Article Num="33">
                  <ArticleCaption>（資産の分類）</ArticleCaption>
                  <ArticleTitle>第三十三条</ArticleTitle>
                  <Paragraph Num="1">
                    <ParagraphNum/>
                    <ParagraphSentence>
                      <Sentence>資産は、流動資産、固定資産及び繰延資産に分類し、更に、固定資産に属する資産は、有形固定資産、無形固定資産及び投資その他の資産に分類して記載しなければならない。</Sentence>
                    </ParagraphSentence>
                  </Paragraph>
                </Article>
                <Article Num="34">
                  <ArticleCaption>（各資産の範囲）</ArticleCaption>
                  <ArticleTitle>第三十四条</ArticleTitle>
                  <Paragraph Num="1">
                    <ParagraphNum/>
                    <ParagraphSentence>
                      <Sentence Num="1">財務諸表等規則第十五条から第十六条の三まで、第二十二条、第二十七条、第三十一条から第三十一条の五まで及び第三十六条の規定は、流動資産、有形固定資産、無形固定資産、投資その他の資産及び繰延資産の範囲について準用する。</Sentence>
                      <Sentence Num="2">この場合において、財務諸表等規則第十五条から第十六条の三までの規定中「一年内」とあるのは「四半期連結決算日の翌日から起算して一年以内の日」と、財務諸表等規則第二十二条第八号及び第二十七条第十二号中「財務諸表提出会社」とあるのは「四半期連結財務諸表提出会社」と、財務諸表等規則第三十一条第四号中「前払年金費用」とあるのは「退職給付に係る資産」と読み替えるものとする。</Sentence>
                    </ParagraphSentence>
                  </Paragraph>
                </Article>
                <Article Num="35">
                  <ArticleCaption>（流動資産の区分表示）</ArticleCaption>
                  <ArticleTitle>第三十五条</ArticleTitle>
                  <Paragraph Num="1">
                    <ParagraphNum/>
                    <ParagraphSentence>
                      <Sentence Function="main" Num="1">流動資産に属する資産は、次に掲げる項目の区分に従い、当該資産を示す名称を付した科目をもって掲記しなければならない。</Sentence>
                      <Sentence Function="proviso" Num="2">ただし、当該項目に属する資産の金額が資産の総額の百分の一以下のもので、他の項目に属する資産と一括して表示することが適当であると認められるものについては、適当な名称を付した科目をもって一括して掲記することができる。</Sentence>
                    </ParagraphSentence>
                    <Item Num="1">
                      <ItemTitle>一</ItemTitle>
                      <ItemSentence>
                        <Sentence>現金及び預金</Sentence>
                      </ItemSentence>
                    </Item>
                    <Item Num="2">
                      <ItemTitle>二</ItemTitle>
                      <ItemSentence>
                        <Sentence>受取手形及び売掛金</Sentence>
                      </ItemSentence>
                    </Item>
                    <Item Num="3">
                      <ItemTitle>三</ItemTitle>
                      <ItemSentence>
                        <Sentence>有価証券</Sentence>
                      </ItemSentence>
                    </Item>
                    <Item Num="4">
                      <ItemTitle>四</ItemTitle>
                      <ItemSentence>
                        <Sentence>商品及び製品（半製品を含む。）</Sentence>
                      </ItemSentence>
                    </Item>
                    <Item Num="5">
                      <ItemTitle>五</ItemTitle>
                      <ItemSentence>
                        <Sentence>仕掛品</Sentence>
                      </ItemSentence>
                    </Item>
                    <Item Num="6">
                      <ItemTitle>六</ItemTitle>
                      <ItemSentence>
                        <Sentence>原材料及び貯蔵品</Sentence>
                      </ItemSentence>
                    </Item>
                    <Item Num="7">
                      <ItemTitle>七</ItemTitle>
                      <ItemSentence>
                        <Sentence>その他</Sentence>
                      </ItemSentence>
                    </Item>
                  </Paragraph>
                  <Paragraph Num="2">
                    <ParagraphNum>２</ParagraphNum>
                    <ParagraphSentence>
                      <Sentence>前項の規定は、同項各号の項目に属する資産で、別に表示することが適当であると認められるものについて、当該資産を示す名称を付した科目をもって別に掲記することを妨げない。</Sentence>
                    </ParagraphSentence>
                  </Paragraph>
                  <Paragraph Num="3">
                    <ParagraphNum>３</ParagraphNum>
                    <ParagraphSentence>
                      <Sentence>第一項第七号に掲げる項目に属する資産のうち、その金額が資産の総額の百分の十を超えるもの又は資産の総額の百分の十以下であっても区分して表示することが適切であるものについては、当該資産を示す名称を付した科目をもって別に掲記しなければならない。</Sentence>
                    </ParagraphSentence>
                  </Paragraph>
                  <Paragraph Num="4">
                    <ParagraphNum>４</ParagraphNum>
                    <ParagraphSentence>
                      <Sentence Num="1">第一項本文の規定にかかわらず、同項第四号から第六号までに掲げる項目に属する資産については、たな卸資産の科目をもって一括して掲記することができる。</Sentence>
                      <Sentence Num="2">この場合においては、当該項目に属する資産の科目及びその金額を注記しなければならない。</Sentence>
                    </ParagraphSentence>
                  </Paragraph>
                  <Paragraph Num="5">
                    <ParagraphNum>５</ParagraphNum>
                    <ParagraphSentence>
                      <Sentence>前項後段の規定にかかわらず、第一・四半期連結会計期間及び第三・四半期連結会計期間においては、同項後段の規定による注記を省略することができる。</Sentence>
                    </ParagraphSentence>
                  </Paragraph>
                </Article>
                <Article Num="36">
                  <ArticleCaption>（流動資産に係る引当金の表示）</ArticleCaption>
                  <ArticleTitle>第三十六条</ArticleTitle>
                  <Paragraph Num="1">
                    <ParagraphNum/>
                    <ParagraphSentence>
                      <Sentence>財務諸表等規則第二十条（第三項を除く。）の規定は、流動資産に属する資産に係る引当金について準用する。</Sentence>
                    </ParagraphSentence>
                  </Paragraph>
                </Article>
                <Article Num="37">
                  <ArticleCaption>（有形固定資産の区分表示）</ArticleCaption>
                  <ArticleTitle>第三十七条</ArticleTitle>
                  <Paragraph Num="1">
                    <ParagraphNum/>
                    <ParagraphSentence>
                      <Sentence Function="main" Num="1">有形固定資産に属する資産は、これを一括し、有形固定資産を示す名称を付した科目をもって掲記するものとする。</Sentence>
                      <Sentence Function="proviso" Num="2">ただし、有形固定資産に属する資産を適当と認められる項目に分類し、当該資産を示す名称を付した科目をもって掲記することを妨げない。</Sentence>
                    </ParagraphSentence>
                  </Paragraph>
                  <Paragraph Num="2">
                    <ParagraphNum>２</ParagraphNum>
                    <ParagraphSentence>
                      <Sentence>前項の規定にかかわらず、有形固定資産に属する資産のうちに、その金額が資産の総額の百分の十を超えるものがある場合又は資産の総額の百分の十以下であっても区分して表示することが適切な場合には、当該資産を他の有形固定資産と区分し、それぞれの資産を示す名称を付した科目をもって掲記しなければならない。</Sentence>
                    </ParagraphSentence>
                  </Paragraph>
                </Article>
                <Article Num="38">
                  <ArticleCaption>（有形固定資産の減価償却累計額の表示）</ArticleCaption>
                  <ArticleTitle>第三十八条</ArticleTitle>
                  <Paragraph Num="1">
                    <ParagraphNum/>
                    <ParagraphSentence>
                      <Sentence>四半期財務諸表等規則第三十三条の規定は、有形固定資産に対する減価償却累計額について準用する。</Sentence>
                    </ParagraphSentence>
                  </Paragraph>
                </Article>
                <Article Num="39">
                  <ArticleCaption>（有形固定資産の減損損失累計額の表示）</ArticleCaption>
                  <ArticleTitle>第三十九条</ArticleTitle>
                  <Paragraph Num="1">
                    <ParagraphNum/>
                    <ParagraphSentence>
                      <Sentence>財務諸表等規則第二十六条の二（第四項及び第五項を除く。）の規定は、有形固定資産に対する減損損失累計額について準用する。</Sentence>
                    </ParagraphSentence>
                  </Paragraph>
                </Article>
                <Article Num="40">
                  <ArticleCaption>（無形固定資産の区分表示）</ArticleCaption>
                  <ArticleTitle>第四十条</ArticleTitle>
                  <Paragraph Num="1">
                    <ParagraphNum/>
                    <ParagraphSentence>
                      <Sentence Function="main" Num="1">無形固定資産に属する資産は、次に掲げる項目の区分に従い、当該資産を示す名称を付した科目をもって掲記しなければならない。</Sentence>
                      <Sentence Function="proviso" Num="2">ただし、第一号に掲げる項目に属する資産の金額が資産の総額の百分の一以下である場合には、第二号に掲げる項目に属する資産と一括して掲記することができる。</Sentence>
                    </ParagraphSentence>
                    <Item Num="1">
                      <ItemTitle>一</ItemTitle>
                      <ItemSentence>
                        <Sentence>のれん</Sentence>
                      </ItemSentence>
                    </Item>
                    <Item Num="2">
                      <ItemTitle>二</ItemTitle>
                      <ItemSentence>
                        <Sentence>その他</Sentence>
                      </ItemSentence>
                    </Item>
                  </Paragraph>
                  <Paragraph Num="2">
                    <ParagraphNum>２</ParagraphNum>
                    <ParagraphSentence>
                      <Sentence>前項第二号の資産のうち、その金額が資産の総額の百分の十を超えるもの又はその金額が資産の総額の百分の十以下であっても区分して表示することが適切であるものについては、当該資産を示す名称を付した科目をもって別に掲記しなければならない。</Sentence>
                    </ParagraphSentence>
                  </Paragraph>
                  <Paragraph Num="3">
                    <ParagraphNum>３</ParagraphNum>
                    <ParagraphSentence>
                      <Sentence>連結会社の投資がこれに対応する連結子会社の資本の金額を超えることにより生じる差額は、のれんに含めて表示する。</Sentence>
                    </ParagraphSentence>
                  </Paragraph>
                </Article>
                <Article Num="41">
                  <ArticleCaption>（無形固定資産の減価償却累計額等の表示）</ArticleCaption>
                  <ArticleTitle>第四十一条</ArticleTitle>
                  <Paragraph Num="1">
                    <ParagraphNum/>
                    <ParagraphSentence>
                      <Sentence>財務諸表等規則第三十条の規定は、無形固定資産に対する減価償却累計額及び減損損失累計額について準用する。</Sentence>
                    </ParagraphSentence>
                  </Paragraph>
                </Article>
                <Article Num="42">
                  <ArticleCaption>（投資その他の資産の区分表示）</ArticleCaption>
                  <ArticleTitle>第四十二条</ArticleTitle>
                  <Paragraph Num="1">
                    <ParagraphNum/>
                    <ParagraphSentence>
                      <Sentence Function="main" Num="1">投資その他の資産に属する資産は、これを一括し、投資その他の資産を示す名称を付した科目をもって掲記するものとする。</Sentence>
                      <Sentence Function="proviso" Num="2">ただし、投資その他の資産に属する資産を適当と認められる項目に分類し、当該資産を示す名称を付した科目をもって掲記することを妨げない。</Sentence>
                    </ParagraphSentence>
                  </Paragraph>
                  <Paragraph Num="2">
                    <ParagraphNum>２</ParagraphNum>
                    <ParagraphSentence>
                      <Sentence>第三十七条第二項の規定は、投資その他の資産について準用する。</Sentence>
                    </ParagraphSentence>
                  </Paragraph>
                </Article>
                <Article Num="43">
                  <ArticleCaption>（投資その他の資産に係る引当金の表示）</ArticleCaption>
                  <ArticleTitle>第四十三条</ArticleTitle>
                  <Paragraph Num="1">
                    <ParagraphNum/>
                    <ParagraphSentence>
                      <Sentence>財務諸表等規則第三十四条において準用する財務諸表等規則第二十条（第三項を除く。）の規定は、投資その他の資産に属する資産に係る引当金について準用する。</Sentence>
                    </ParagraphSentence>
                  </Paragraph>
                </Article>
                <Article Num="44">
                  <ArticleCaption>（繰延資産の区分表示）</ArticleCaption>
                  <ArticleTitle>第四十四条</ArticleTitle>
                  <Paragraph Num="1">
                    <ParagraphNum/>
                    <ParagraphSentence>
                      <Sentence Function="main" Num="1">繰延資産に属する資産は、これを一括し、繰延資産を示す名称を付した科目をもって掲記するものとする。</Sentence>
                      <Sentence Function="proviso" Num="2">ただし、繰延資産に属する資産を適当と認められる項目に分類し、当該資産を示す名称を付した科目をもって掲記することを妨げない。</Sentence>
                    </ParagraphSentence>
                  </Paragraph>
                  <Paragraph Num="2">
                    <ParagraphNum>２</ParagraphNum>
                    <ParagraphSentence>
                      <Sentence>第三十七条第二項の規定は、繰延資産について準用する。</Sentence>
                    </ParagraphSentence>
                  </Paragraph>
                </Article>
                <Article Num="45">
                  <ArticleCaption>（繰延資産の償却累計額の表示）</ArticleCaption>
                  <ArticleTitle>第四十五条</ArticleTitle>
                  <Paragraph Num="1">
                    <ParagraphNum/>
                    <ParagraphSentence>
                      <Sentence>財務諸表等規則第三十八条の規定は、繰延資産に対する償却累計額について準用する。</Sentence>
                    </ParagraphSentence>
                  </Paragraph>
                </Article>
                <Article Num="46">
                  <ArticleTitle>第四十六条</ArticleTitle>
                  <Paragraph Num="1">
                    <ParagraphNum/>
                    <ParagraphSentence>
                      <Sentence>削除</Sentence>
                    </ParagraphSentence>
                  </Paragraph>
                </Article>
              </Section>
              <Section Num="3">
                <SectionTitle>第三節　負債</SectionTitle>
                <Article Num="47">
                  <ArticleCaption>（負債の分類）</ArticleCaption>
                  <ArticleTitle>第四十七条</ArticleTitle>
                  <Paragraph Num="1">
                    <ParagraphNum/>
                    <ParagraphSentence>
                      <Sentence>負債は、流動負債及び固定負債に分類して記載しなければならない。</Sentence>
                    </ParagraphSentence>
                  </Paragraph>
                </Article>
                <Article Num="48">
                  <ArticleCaption>（各負債の範囲）</ArticleCaption>
                  <ArticleTitle>第四十八条</ArticleTitle>
                  <Paragraph Num="1">
                    <ParagraphNum/>
                    <ParagraphSentence>
                      <Sentence Num="1">財務諸表等規則第四十七条から第四十八条の四まで及び第五十一条から第五十一条の五までの規定は、流動負債及び固定負債の範囲について準用する。</Sentence>
                      <Sentence Num="2">この場合において、財務諸表等規則第四十七条及び第四十八条の二から第四十八条の四までの規定中「一年内」とあるのは、「四半期連結決算日の翌日から起算して一年以内の日」と読み替えるものとする。</Sentence>
                    </ParagraphSentence>
                  </Paragraph>
                </Article>
                <Article Num="48_2">
                  <ArticleTitle>第四十八条の二</ArticleTitle>
                  <Paragraph Num="1">
                    <ParagraphNum/>
                    <ParagraphSentence>
                      <Sentence>連結財務諸表規則第三十六条の二の規定は、固定負債の範囲について準用する。</Sentence>
                    </ParagraphSentence>
                  </Paragraph>
                </Article>
                <Article Num="49">
                  <ArticleCaption>（流動負債の区分表示）</ArticleCaption>
                  <ArticleTitle>第四十九条</ArticleTitle>
                  <Paragraph Num="1">
                    <ParagraphNum/>
                    <ParagraphSentence>
                      <Sentence Function="main" Num="1">流動負債に属する負債は、次に掲げる項目の区分に従い、当該負債を示す名称を付した科目をもって掲記しなければならない。</Sentence>
                      <Sentence Function="proviso" Num="2">ただし、第四号に掲げる項目以外の項目に属する負債の金額が負債及び純資産の合計額の百分の一以下のもので、他の項目に属する負債と一括して表示することが適当であると認められるものについては、適当な名称を付した科目をもって一括して掲記することができる。</Sentence>
                    </ParagraphSentence>
                    <Item Num="1">
                      <ItemTitle>一</ItemTitle>
                      <ItemSentence>
                        <Sentence>支払手形及び買掛金</Sentence>
                      </ItemSentence>
                    </Item>
                    <Item Num="2">
                      <ItemTitle>二</ItemTitle>
                      <ItemSentence>
                        <Sentence>短期借入金（金融手形及び当座借越を含む。）</Sentence>
                      </ItemSentence>
                    </Item>
                    <Item Num="3">
                      <ItemTitle>三</ItemTitle>
                      <ItemSentence>
                        <Sentence>未払法人税等</Sentence>
                      </ItemSentence>
                    </Item>
                    <Item Num="4">
                      <ItemTitle>四</ItemTitle>
                      <ItemSentence>
                        <Sentence>引当金</Sentence>
                      </ItemSentence>
                    </Item>
                    <Item Num="5">
                      <ItemTitle>五</ItemTitle>
                      <ItemSentence>
                        <Sentence>資産除去債務</Sentence>
                      </ItemSentence>
                    </Item>
                    <Item Num="6">
                      <ItemTitle>六</ItemTitle>
                      <ItemSentence>
                        <Sentence>その他</Sentence>
                      </ItemSentence>
                    </Item>
                  </Paragraph>
                  <Paragraph Num="2">
                    <ParagraphNum>２</ParagraphNum>
                    <ParagraphSentence>
                      <Sentence>前項の規定は、同項各号に掲げる項目に属する負債で別に表示することが適当であると認められるものについて、当該負債を示す名称を付した科目をもって別に掲記することを妨げない。</Sentence>
                    </ParagraphSentence>
                  </Paragraph>
                  <Paragraph Num="3">
                    <ParagraphNum>３</ParagraphNum>
                    <ParagraphSentence>
                      <Sentence>第一項第四号に掲げる引当金のうちに、その金額が負債及び純資産の合計額の百分の一を超えるものがある場合には、当該引当金の設定目的を示す名称を付した科目をもって掲記しなければならない。</Sentence>
                    </ParagraphSentence>
                  </Paragraph>
                  <Paragraph Num="4">
                    <ParagraphNum>４</ParagraphNum>
                    <ParagraphSentence>
                      <Sentence>第一項第六号に掲げる項目に属する負債のうち、その金額が負債及び純資産の合計額の百分の十を超えるもの又は負債及び純資産の合計額の百分の十以下であっても区分して表示することが適切であるものについては、当該負債を示す名称を付した科目をもって別に掲記しなければならない。</Sentence>
                    </ParagraphSentence>
                  </Paragraph>
                </Article>
                <Article Num="50">
                  <ArticleCaption>（固定負債の区分表示）</ArticleCaption>
                  <ArticleTitle>第五十条</ArticleTitle>
                  <Paragraph Num="1">
                    <ParagraphNum/>
                    <ParagraphSentence>
                      <Sentence Function="main" Num="1">固定負債に属する負債は、次に掲げる項目の区分に従い、当該負債を示す名称を付した科目をもって掲記しなければならない。</Sentence>
                      <Sentence Function="proviso" Num="2">ただし、第三号及び第四号に掲げる項目以外の項目に属する負債の金額が負債及び純資産の合計額の百分の一以下のもので、他の項目に属する負債と一括して表示することが適当であると認められるものについては、適当な名称を付した科目をもって一括して掲記することができる。</Sentence>
                    </ParagraphSentence>
                    <Item Num="1">
                      <ItemTitle>一</ItemTitle>
                      <ItemSentence>
                        <Sentence>社債</Sentence>
                      </ItemSentence>
                    </Item>
                    <Item Num="2">
                      <ItemTitle>二</ItemTitle>
                      <ItemSentence>
                        <Sentence>長期借入金（金融手形を含む。以下同じ。）</Sentence>
                      </ItemSentence>
                    </Item>
                    <Item Num="3">
                      <ItemTitle>三</ItemTitle>
                      <ItemSentence>
                        <Sentence>引当金</Sentence>
                      </ItemSentence>
                    </Item>
                    <Item Num="4">
                      <ItemTitle>四</ItemTitle>
                      <ItemSentence>
                        <Sentence>退職給付に係る負債</Sentence>
                      </ItemSentence>
                    </Item>
                    <Item Num="5">
                      <ItemTitle>五</ItemTitle>
                      <ItemSentence>
                        <Sentence>資産除去債務</Sentence>
                      </ItemSentence>
                    </Item>
                    <Item Num="6">
                      <ItemTitle>六</ItemTitle>
                      <ItemSentence>
                        <Sentence>その他</Sentence>
                      </ItemSentence>
                    </Item>
                  </Paragraph>
                  <Paragraph Num="2">
                    <ParagraphNum>２</ParagraphNum>
                    <ParagraphSentence>
                      <Sentence>前条第二項の規定は、前項の場合に準用する。</Sentence>
                    </ParagraphSentence>
                  </Paragraph>
                  <Paragraph Num="3">
                    <ParagraphNum>３</ParagraphNum>
                    <ParagraphSentence>
                      <Sentence>前条第三項の規定は、第一項第三号に掲げる引当金について準用する。</Sentence>
                    </ParagraphSentence>
                  </Paragraph>
                  <Paragraph Num="4">
                    <ParagraphNum>４</ParagraphNum>
                    <ParagraphSentence>
                      <Sentence>前条第四項の規定は、第一項第六号に掲げる項目に属する負債について準用する。</Sentence>
                    </ParagraphSentence>
                  </Paragraph>
                </Article>
                <Article Num="51">
                  <ArticleCaption>（偶発債務の注記）</ArticleCaption>
                  <ArticleTitle>第五十一条</ArticleTitle>
                  <Paragraph Num="1">
                    <ParagraphNum/>
                    <ParagraphSentence>
                      <Sentence Function="main" Num="1">連結会社に係る偶発債務（債務の保証（債務の保証と同様の効果を有するものを含む。）、係争事件に係る賠償義務その他現実に発生していない債務で、将来において事業の負担となる可能性のあるものをいう。）がある場合には、その内容及び金額を注記しなければならない。</Sentence>
                      <Sentence Function="proviso" Num="2">ただし、重要性の乏しいものについては、注記を省略することができる。</Sentence>
                    </ParagraphSentence>
                  </Paragraph>
                </Article>
                <Article Num="52">
                  <ArticleTitle>第五十二条</ArticleTitle>
                  <Paragraph Num="1">
                    <ParagraphNum/>
                    <ParagraphSentence>
                      <Sentence>削除</Sentence>
                    </ParagraphSentence>
                  </Paragraph>
                </Article>
                <Article Num="53">
                  <ArticleCaption>（たな卸資産及び工事損失引当金の表示）</ArticleCaption>
                  <ArticleTitle>第五十三条</ArticleTitle>
                  <Paragraph Num="1">
                    <ParagraphNum/>
                    <ParagraphSentence>
                      <Sentence>同一の工事契約に係るたな卸資産及び工事損失引当金がある場合には、次の各号に掲げるいずれかの方法により表示しなければならない。</Sentence>
                    </ParagraphSentence>
                    <Item Num="1">
                      <ItemTitle>一</ItemTitle>
                      <ItemSentence>
                        <Sentence>たな卸資産及び工事損失引当金をそれぞれ流動資産及び流動負債に表示する方法</Sentence>
                      </ItemSentence>
                    </Item>
                    <Item Num="2">
                      <ItemTitle>二</ItemTitle>
                      <ItemSentence>
                        <Sentence>たな卸資産及び工事損失引当金を相殺した差額を流動資産又は流動負債に表示する方法</Sentence>
                      </ItemSentence>
                    </Item>
                  </Paragraph>
                </Article>
              </Section>
              <Section Num="4">
                <SectionTitle>第四節　純資産</SectionTitle>
                <Article Num="54">
                  <ArticleCaption>（純資産の分類）</ArticleCaption>
                  <ArticleTitle>第五十四条</ArticleTitle>
                  <Paragraph Num="1">
                    <ParagraphNum/>
                    <ParagraphSentence>
                      <Sentence>純資産は、株主資本、その他の包括利益累計額、新株予約権及び非支配株主持分に分類して記載しなければならない。</Sentence>
                    </ParagraphSentence>
                  </Paragraph>
                </Article>
                <Article Num="55">
                  <ArticleCaption>（株主資本の分類及び区分表示）</ArticleCaption>
                  <ArticleTitle>第五十五条</ArticleTitle>
                  <Paragraph Num="1">
                    <ParagraphNum/>
                    <ParagraphSentence>
                      <Sentence>株主資本は、資本金、資本剰余金及び利益剰余金に分類し、それぞれ資本金、資本剰余金及び利益剰余金の科目をもって掲記しなければならない。</Sentence>
                    </ParagraphSentence>
                  </Paragraph>
                  <Paragraph Num="2">
                    <ParagraphNum>２</ParagraphNum>
                    <ParagraphSentence>
                      <Sentence>財務諸表等規則第六十一条の規定は、資本金について準用する。</Sentence>
                    </ParagraphSentence>
                  </Paragraph>
                  <Paragraph Num="3">
                    <ParagraphNum>３</ParagraphNum>
                    <ParagraphSentence>
                      <Sentence>財務諸表等規則第六十二条第一項の規定は、申込期日経過後における新株式申込証拠金について準用する。</Sentence>
                    </ParagraphSentence>
                  </Paragraph>
                  <Paragraph Num="4">
                    <ParagraphNum>４</ParagraphNum>
                    <ParagraphSentence>
                      <Sentence>連結財務諸表規則第四十三条第三項及び第四項の規定は、自己株式及び自己株式申込証拠金について準用する。</Sentence>
                    </ParagraphSentence>
                  </Paragraph>
                </Article>
                <Article Num="56">
                  <ArticleCaption>（その他の包括利益累計額の分類及び区分表示）</ArticleCaption>
                  <ArticleTitle>第五十六条</ArticleTitle>
                  <Paragraph Num="1">
                    <ParagraphNum/>
                    <ParagraphSentence>
                      <Sentence>連結財務諸表規則第四十三条の二の規定は、その他の包括利益累計額について準用する。</Sentence>
                    </ParagraphSentence>
                  </Paragraph>
                </Article>
                <Article Num="57">
                  <ArticleCaption>（新株予約権の表示）</ArticleCaption>
                  <ArticleTitle>第五十七条</ArticleTitle>
                  <Paragraph Num="1">
                    <ParagraphNum/>
                    <ParagraphSentence>
                      <Sentence Num="1">連結財務諸表規則第四十三条の三の規定は、新株予約権について準用する。</Sentence>
                      <Sentence Num="2">この場合において、同条第二項中「連結財務諸表提出会社」とあるのは、「四半期連結財務諸表提出会社」と読み替えるものとする。</Sentence>
                    </ParagraphSentence>
                  </Paragraph>
                </Article>
                <Article Num="58">
                  <ArticleCaption>（非支配株主持分の表示）</ArticleCaption>
                  <ArticleTitle>第五十八条</ArticleTitle>
                  <Paragraph Num="1">
                    <ParagraphNum/>
                    <ParagraphSentence>
                      <Sentence>非支配株主持分は、非支配株主持分の科目をもって掲記しなければならない。</Sentence>
                    </ParagraphSentence>
                  </Paragraph>
                </Article>
                <Article Num="59">
                  <ArticleTitle>第五十九条</ArticleTitle>
                  <Paragraph Num="1">
                    <ParagraphNum/>
                    <ParagraphSentence>
                      <Sentence>削除</Sentence>
                    </ParagraphSentence>
                  </Paragraph>
                </Article>
              </Section>
              <Section Num="5">
                <SectionTitle>第五節　雑則</SectionTitle>
                <Article Num="60">
                  <ArticleCaption>（特別法上の準備金等）</ArticleCaption>
                  <ArticleTitle>第六十条</ArticleTitle>
                  <Paragraph Num="1">
                    <ParagraphNum/>
                    <ParagraphSentence>
                      <Sentence>法令の規定により準備金又は引当金の名称をもって計上しなければならない準備金又は引当金で、資産の部又は負債の部に計上することが適当でないもの（次項及び第八十条において「準備金等」という。）は、第三十二条及び第四十七条の規定にかかわらず、固定負債の次に別の区分を設けて記載しなければならない。</Sentence>
                    </ParagraphSentence>
                  </Paragraph>
                  <Paragraph Num="2">
                    <ParagraphNum>２</ParagraphNum>
                    <ParagraphSentence>
                      <Sentence>前項の準備金等については、当該準備金等の設定目的を示す名称を付した科目をもって掲記しなければならない。</Sentence>
                    </ParagraphSentence>
                  </Paragraph>
                </Article>
                <Article Num="61">
                  <ArticleCaption>（別記事業の資産及び負債の分類）</ArticleCaption>
                  <ArticleTitle>第六十一条</ArticleTitle>
                  <Paragraph Num="1">
                    <ParagraphNum/>
                    <ParagraphSentence>
                      <Sentence>企業集団の主たる事業が、財務諸表等規則別記に掲げる事業（以下「別記事業」という。）である場合においてその資産及び負債を第三十三条及び第四十七条の規定による分類により記載することが適当でないと認められるときは、これらの規定にかかわらず、当該別記事業を営む会社の財務諸表について適用される法令又は準則（財務諸表等規則第二条に規定する法令又は準則をいう。以下同じ。）に定めるところに準じて記載することができる。</Sentence>
                    </ParagraphSentence>
                  </Paragraph>
                </Article>
                <Article Num="62">
                  <ArticleCaption>（指定法人の純資産の記載）</ArticleCaption>
                  <ArticleTitle>第六十二条</ArticleTitle>
                  <Paragraph Num="1">
                    <ParagraphNum/>
                    <ParagraphSentence>
                      <Sentence Num="1">指定法人が四半期連結貸借対照表を作成する場合においてその純資産についてこの規則により記載することが適当でないと認められるときは、当該指定法人は、その財務諸表について適用される法令又は準則の定めるところに準じて記載することができる。</Sentence>
                      <Sentence Num="2">この場合において準拠した法令又は準則を記載しなければならない。</Sentence>
                    </ParagraphSentence>
                  </Paragraph>
                </Article>
                <Article Num="63">
                  <ArticleCaption>（別記事業の資産及び負債の科目の記載）</ArticleCaption>
                  <ArticleTitle>第六十三条</ArticleTitle>
                  <Paragraph Num="1">
                    <ParagraphNum/>
                    <ParagraphSentence>
                      <Sentence>連結会社が営む事業のうちに別記事業がある場合において当該別記事業に係る資産又は負債について、第三十五条第一項、第三十七条、第四十条第一項、第四十二条、第四十九条第一項及び第五十条第一項に規定する項目の区分に従い科目の記載をすることが適当でないと認められるときは、これらの規定にかかわらず、当該別記事業を営む会社の財務諸表について適用される法令又は準則の定めるところに準じて記載することができる。</Sentence>
                    </ParagraphSentence>
                  </Paragraph>
                  <Paragraph Num="2">
                    <ParagraphNum>２</ParagraphNum>
                    <ParagraphSentence>
                      <Sentence>前項の場合において資産及び負債の科目を一括し、又は区別して掲記する基準は、この規則の定めるところに準ずるものとする。</Sentence>
                    </ParagraphSentence>
                  </Paragraph>
                </Article>
              </Section>
            </Chapter>
            <Chapter Num="3">
              <ChapterTitle>第三章　四半期連結損益計算書</ChapterTitle>
              <Section Num="1">
                <SectionTitle>第一節　総則</SectionTitle>
                <Article Num="64">
                  <ArticleCaption>（四半期連結損益計算書の記載方法）</ArticleCaption>
                  <ArticleTitle>第六十四条</ArticleTitle>
                  <Paragraph Num="1">
                    <ParagraphNum/>
                    <ParagraphSentence>
                      <Sentence>四半期連結損益計算書の記載方法は、この章の定めるところによる。</Sentence>
                    </ParagraphSentence>
                  </Paragraph>
                  <Paragraph Num="2">
                    <ParagraphNum>２</ParagraphNum>
                    <ParagraphSentence>
                      <Sentence>四半期連結累計期間に係る四半期連結損益計算書は、様式第三号により記載するものとする。</Sentence>
                    </ParagraphSentence>
                  </Paragraph>
                  <Paragraph Num="3">
                    <ParagraphNum>３</ParagraphNum>
                    <ParagraphSentence>
                      <Sentence Num="1">四半期連結財務諸表提出会社は、第二・四半期連結会計期間に係る四半期連結損益計算書を作成することができる。</Sentence>
                      <Sentence Num="2">この場合においては、様式第四号により記載するものとする。</Sentence>
                    </ParagraphSentence>
                  </Paragraph>
                  <Paragraph Num="4">
                    <ParagraphNum>４</ParagraphNum>
                    <ParagraphSentence>
                      <Sentence Num="1">四半期連結財務諸表提出会社は、第二・四半期連結会計期間に係る四半期連結損益計算書を作成する場合には、第三・四半期連結会計期間に係る四半期連結損益計算書を作成しなければならない。</Sentence>
                      <Sentence Num="2">この場合においては、様式第四号により記載するものとする。</Sentence>
                    </ParagraphSentence>
                  </Paragraph>
                </Article>
                <Article Num="65">
                  <ArticleCaption>（収益及び費用の分類）</ArticleCaption>
                  <ArticleTitle>第六十五条</ArticleTitle>
                  <Paragraph Num="1">
                    <ParagraphNum/>
                    <ParagraphSentence>
                      <Sentence>収益又は費用は、次に掲げる項目を示す名称を付した科目に分類して記載しなければならない。</Sentence>
                    </ParagraphSentence>
                    <Item Num="1">
                      <ItemTitle>一</ItemTitle>
                      <ItemSentence>
                        <Sentence>売上高</Sentence>
                      </ItemSentence>
                    </Item>
                    <Item Num="2">
                      <ItemTitle>二</ItemTitle>
                      <ItemSentence>
                        <Sentence>売上原価（役務原価を含む。以下同じ。）</Sentence>
                      </ItemSentence>
                    </Item>
                    <Item Num="3">
                      <ItemTitle>三</ItemTitle>
                      <ItemSentence>
                        <Sentence>販売費及び一般管理費</Sentence>
                      </ItemSentence>
                    </Item>
                    <Item Num="4">
                      <ItemTitle>四</ItemTitle>
                      <ItemSentence>
                        <Sentence>営業外収益</Sentence>
                      </ItemSentence>
                    </Item>
                    <Item Num="5">
                      <ItemTitle>五</ItemTitle>
                      <ItemSentence>
                        <Sentence>営業外費用</Sentence>
                      </ItemSentence>
                    </Item>
                    <Item Num="6">
                      <ItemTitle>六</ItemTitle>
                      <ItemSentence>
                        <Sentence>特別利益</Sentence>
                      </ItemSentence>
                    </Item>
                    <Item Num="7">
                      <ItemTitle>七</ItemTitle>
                      <ItemSentence>
                        <Sentence>特別損失</Sentence>
                      </ItemSentence>
                    </Item>
                  </Paragraph>
                </Article>
              </Section>
              <Section Num="2">
                <SectionTitle>第二節　売上高及び売上原価</SectionTitle>
                <Article Num="66">
                  <ArticleCaption>（売上高の表示方法）</ArticleCaption>
                  <ArticleTitle>第六十六条</ArticleTitle>
                  <Paragraph Num="1">
                    <ParagraphNum/>
                    <ParagraphSentence>
                      <Sentence>売上高は、売上高を示す名称を付した科目をもって掲記しなければならない。</Sentence>
                    </ParagraphSentence>
                  </Paragraph>
                </Article>
                <Article Num="67">
                  <ArticleCaption>（売上原価の表示方法）</ArticleCaption>
                  <ArticleTitle>第六十七条</ArticleTitle>
                  <Paragraph Num="1">
                    <ParagraphNum/>
                    <ParagraphSentence>
                      <Sentence>売上原価は、売上原価を示す名称を付した科目をもって掲記しなければならない。</Sentence>
                    </ParagraphSentence>
                  </Paragraph>
                </Article>
                <Article Num="68">
                  <ArticleCaption>（売上総損益金額の表示）</ArticleCaption>
                  <ArticleTitle>第六十八条</ArticleTitle>
                  <Paragraph Num="1">
                    <ParagraphNum/>
                    <ParagraphSentence>
                      <Sentence>売上高と売上原価との差額は、売上総利益金額又は売上総損失金額として記載しなければならない。</Sentence>
                    </ParagraphSentence>
                  </Paragraph>
                </Article>
              </Section>
              <Section Num="3">
                <SectionTitle>第三節　販売費及び一般管理費</SectionTitle>
                <Article Num="69">
                  <ArticleCaption>（販売費及び一般管理費の表示方法）</ArticleCaption>
                  <ArticleTitle>第六十九条</ArticleTitle>
                  <Paragraph Num="1">
                    <ParagraphNum/>
                    <ParagraphSentence>
                      <Sentence Function="main" Num="1">販売費及び一般管理費は、適当と認められる費目に分類し、当該費用を示す名称を付した科目をもって掲記しなければならない。</Sentence>
                      <Sentence Function="proviso" Num="2">ただし、販売費の科目若しくは一般管理費の科目又は販売費及び一般管理費の科目に一括して掲記し、その主要な費目及びその金額を注記することを妨げない。</Sentence>
                    </ParagraphSentence>
                  </Paragraph>
                  <Paragraph Num="2">
                    <ParagraphNum>２</ParagraphNum>
                    <ParagraphSentence>
                      <Sentence>前項ただし書に規定する主要な費目とは、退職給付費用及び引当金繰入額（これらの費目のうちその金額が少額であるものを除く。）並びにこれら以外の費目でその金額が販売費及び一般管理費の合計額の百分の二十を超える費用又は販売費及び一般管理費の合計額の百分の二十以下であっても区分して表示することが適切と認められる費用をいう。</Sentence>
                    </ParagraphSentence>
                  </Paragraph>
                  <Paragraph Num="3">
                    <ParagraphNum>３</ParagraphNum>
                    <ParagraphSentence>
                      <Sentence Num="1">第一項の規定にかかわらず、第一・四半期連結累計期間及び第三・四半期連結累計期間並びに四半期連結会計期間においては、販売費及び一般管理費について、販売費の科目若しくは一般管理費の科目又は販売費及び一般管理費の科目に一括して掲記することができる。</Sentence>
                      <Sentence Num="2">この場合において、販売費又は一般管理費の費目及びその金額については、注記することを要しない。</Sentence>
                    </ParagraphSentence>
                  </Paragraph>
                </Article>
                <Article Num="70">
                  <ArticleCaption>（営業損益金額の表示）</ArticleCaption>
                  <ArticleTitle>第七十条</ArticleTitle>
                  <Paragraph Num="1">
                    <ParagraphNum/>
                    <ParagraphSentence>
                      <Sentence>売上総利益金額又は売上総損失金額に販売費及び一般管理費の総額を加減した額は、営業利益金額又は営業損失金額として記載しなければならない。</Sentence>
                    </ParagraphSentence>
                  </Paragraph>
                </Article>
              </Section>
              <Section Num="4">
                <SectionTitle>第四節　営業外収益及び営業外費用</SectionTitle>
                <Article Num="71">
                  <ArticleCaption>（営業外収益の表示方法）</ArticleCaption>
                  <ArticleTitle>第七十一条</ArticleTitle>
                  <Paragraph Num="1">
                    <ParagraphNum/>
                    <ParagraphSentence>
                      <Sentence Function="main" Num="1">営業外収益に属する収益は、受取利息（有価証券利息を含む。）、受取配当金、有価証券売却益、持分法による投資利益その他の項目の区分に従い、当該収益を示す名称を付した科目をもって掲記しなければならない。</Sentence>
                      <Sentence Function="proviso" Num="2">ただし、各収益のうち、その金額が営業外収益の総額の百分の二十以下のもので一括して表示することが適当であると認められるものについては、当該収益を一括して示す名称を付した科目をもって掲記することができる。</Sentence>
                    </ParagraphSentence>
                  </Paragraph>
                </Article>
                <Article Num="72">
                  <ArticleCaption>（営業外費用の表示方法）</ArticleCaption>
                  <ArticleTitle>第七十二条</ArticleTitle>
                  <Paragraph Num="1">
                    <ParagraphNum/>
                    <ParagraphSentence>
                      <Sentence Function="main" Num="1">営業外費用に属する費用は、支払利息（社債利息を含む。）、有価証券売却損、持分法による投資損失その他の項目の区分に従い、当該費用を示す名称を付した科目をもって掲記しなければならない。</Sentence>
                      <Sentence Function="proviso" Num="2">ただし、各費用のうち、その金額が営業外費用の総額の百分の二十以下のもので一括して表示することが適当であると認められるものについては、当該費用を一括して示す名称を付した科目をもって掲記することができる。</Sentence>
                    </ParagraphSentence>
                  </Paragraph>
                </Article>
                <Article Num="73">
                  <ArticleCaption>（経常損益金額の表示）</ArticleCaption>
                  <ArticleTitle>第七十三条</ArticleTitle>
                  <Paragraph Num="1">
                    <ParagraphNum/>
                    <ParagraphSentence>
                      <Sentence>営業利益金額又は営業損失金額に営業外収益の総額及び営業外費用の総額を加減した額は、経常利益金額又は経常損失金額として記載しなければならない。</Sentence>
                    </ParagraphSentence>
                  </Paragraph>
                </Article>
              </Section>
              <Section Num="5">
                <SectionTitle>第五節　特別利益及び特別損失</SectionTitle>
                <Article Num="74">
                  <ArticleCaption>（特別利益の表示方法）</ArticleCaption>
                  <ArticleTitle>第七十四条</ArticleTitle>
                  <Paragraph Num="1">
                    <ParagraphNum/>
                    <ParagraphSentence>
                      <Sentence Function="main" Num="1">特別利益に属する利益は、固定資産売却益、負ののれん発生益その他の項目の区分に従い、当該利益を示す名称を付した科目をもって掲記しなければならない。</Sentence>
                      <Sentence Function="proviso" Num="2">ただし、各利益のうち、その金額が特別利益の総額の百分の二十以下のもので一括して表示することが適当であると認められるものについては、当該利益を一括して示す名称を付した科目をもって掲記することができる。</Sentence>
                    </ParagraphSentence>
                  </Paragraph>
                </Article>
                <Article Num="75">
                  <ArticleCaption>（特別損失の表示方法）</ArticleCaption>
                  <ArticleTitle>第七十五条</ArticleTitle>
                  <Paragraph Num="1">
                    <ParagraphNum/>
                    <ParagraphSentence>
                      <Sentence Function="main" Num="1">特別損失に属する損失は、固定資産売却損、減損損失、災害による損失その他の項目の区分に従い、当該損失を示す名称を付した科目をもって掲記しなければならない。</Sentence>
                      <Sentence Function="proviso" Num="2">ただし、各損失のうち、その金額が特別損失の総額の百分の二十以下のもので一括して表示することが適当であると認められるものについては、当該損失を一括して示す名称を付した科目をもって掲記することができる。</Sentence>
                    </ParagraphSentence>
                  </Paragraph>
                </Article>
                <Article Num="76">
                  <ArticleCaption>（税金等調整前四半期純損益金額の表示）</ArticleCaption>
                  <ArticleTitle>第七十六条</ArticleTitle>
                  <Paragraph Num="1">
                    <ParagraphNum/>
                    <ParagraphSentence>
                      <Sentence>経常利益金額又は経常損失金額に特別利益の総額及び特別損失の総額を加減した額は、税金等調整前四半期純利益金額又は税金等調整前四半期純損失金額として記載しなければならない。</Sentence>
                    </ParagraphSentence>
                  </Paragraph>
                </Article>
              </Section>
              <Section Num="6">
                <SectionTitle>第六節　四半期純利益又は四半期純損失</SectionTitle>
                <Article Num="77">
                  <ArticleCaption>（四半期純利益又は四半期純損失）</ArticleCaption>
                  <ArticleTitle>第七十七条</ArticleTitle>
                  <Paragraph Num="1">
                    <ParagraphNum/>
                    <ParagraphSentence>
                      <Sentence>次に掲げる項目の金額は、その内容を示す名称を付した科目をもって、税金等調整前四半期純利益金額又は税金等調整前四半期純損失金額の次に記載しなければならない。</Sentence>
                    </ParagraphSentence>
                    <Item Num="1">
                      <ItemTitle>一</ItemTitle>
                      <ItemSentence>
                        <Sentence>当四半期連結累計期間に係る法人税、住民税及び事業税（利益に関連する金額を課税標準として課される事業税をいう。次号において同じ。）</Sentence>
                      </ItemSentence>
                    </Item>
                    <Item Num="2">
                      <ItemTitle>二</ItemTitle>
                      <ItemSentence>
                        <Sentence>法人税等調整額（税効果会計の適用により計上される前号に掲げる法人税、住民税及び事業税の調整額をいう。）</Sentence>
                      </ItemSentence>
                    </Item>
                  </Paragraph>
                  <Paragraph Num="2">
                    <ParagraphNum>２</ParagraphNum>
                    <ParagraphSentence>
                      <Sentence>前項の規定にかかわらず、同項各号に掲げる項目については、当該項目を一括して記載することができる。</Sentence>
                    </ParagraphSentence>
                  </Paragraph>
                  <Paragraph Num="3">
                    <ParagraphNum>３</ParagraphNum>
                    <ParagraphSentence>
                      <Sentence>税金等調整前四半期純利益金額又は税金等調整前四半期純損失金額に第一項又は前項に規定する項目の金額を加減した金額は、四半期純利益金額又は四半期純損失金額として記載しなければならない。</Sentence>
                    </ParagraphSentence>
                  </Paragraph>
                  <Paragraph Num="4">
                    <ParagraphNum>４</ParagraphNum>
                    <ParagraphSentence>
                      <Sentence>四半期純利益又は四半期純損失のうち非支配株主持分に帰属する金額は、その内容を示す名称を付した科目をもって、四半期純利益金額又は四半期純損失金額の次に記載しなければならない。</Sentence>
                    </ParagraphSentence>
                  </Paragraph>
                  <Paragraph Num="5">
                    <ParagraphNum>５</ParagraphNum>
                    <ParagraphSentence>
                      <Sentence>四半期純利益金額又は四半期純損失金額に四半期純利益又は四半期純損失のうち非支配株主持分に帰属する金額を加減した金額は、親会社株主に帰属する四半期純利益金額又は親会社株主に帰属する四半期純損失金額として記載しなければならない。</Sentence>
                    </ParagraphSentence>
                  </Paragraph>
                  <Paragraph Num="6">
                    <ParagraphNum>６</ParagraphNum>
                    <ParagraphSentence>
                      <Sentence Function="main" Num="1">法人税等の更正、決定等による納付税額又は還付税額がある場合には、第一項第一号に掲げる項目の次に、その内容を示す名称を付した科目をもって記載するものとする。</Sentence>
                      <Sentence Function="proviso" Num="2">ただし、これらの金額の重要性が乏しい場合には、同号に掲げる項目の金額に含めて表示することができる。</Sentence>
                    </ParagraphSentence>
                  </Paragraph>
                </Article>
                <Article Num="78">
                  <ArticleCaption>（一株当たり四半期純損益金額に関する注記）</ArticleCaption>
                  <ArticleTitle>第七十八条</ArticleTitle>
                  <Paragraph Num="1">
                    <ParagraphNum/>
                    <ParagraphSentence>
                      <Sentence>当四半期連結累計期間に係る一株当たり四半期純利益金額又は四半期純損失金額及びその算定上の基礎は、注記しなければならない。</Sentence>
                    </ParagraphSentence>
                  </Paragraph>
                  <Paragraph Num="2">
                    <ParagraphNum>２</ParagraphNum>
                    <ParagraphSentence>
                      <Sentence Num="1">四半期財務諸表等規則第七十条第二項の規定は、当四半期連結会計期間又は四半期連結貸借対照表日後において株式併合又は株式分割が行われた場合について準用する。</Sentence>
                      <Sentence Num="2">この場合において、同項中「四半期会計期間」とあるのは「四半期連結会計期間」と、「四半期貸借対照表日」とあるのは「四半期連結貸借対照表日」と、「事業年度」とあるのは「連結会計年度」と読み替えるものとする。</Sentence>
                    </ParagraphSentence>
                  </Paragraph>
                </Article>
                <Article Num="78_2">
                  <ArticleCaption>（潜在株式調整後一株当たり四半期純利益金額に関する注記）</ArticleCaption>
                  <ArticleTitle>第七十八条の二</ArticleTitle>
                  <Paragraph Num="1">
                    <ParagraphNum/>
                    <ParagraphSentence>
                      <Sentence Num="1">四半期財務諸表等規則第七十条の二の規定は、潜在株式調整後一株当たり四半期純利益金額に関する注記について準用する。</Sentence>
                      <Sentence Num="2">この場合において、同条第二項中「事業年度」とあるのは、「連結会計年度」と読み替えるものとする。</Sentence>
                    </ParagraphSentence>
                  </Paragraph>
                </Article>
              </Section>
              <Section Num="7">
                <SectionTitle>第七節　雑則</SectionTitle>
                <Article Num="79">
                  <ArticleCaption>（持分法による投資利益等の表示）</ArticleCaption>
                  <ArticleTitle>第七十九条</ArticleTitle>
                  <Paragraph Num="1">
                    <ParagraphNum/>
                    <ParagraphSentence>
                      <Sentence>持分法による投資利益と持分法による投資損失が生ずる場合には、これらを相殺して表示することができる。</Sentence>
                    </ParagraphSentence>
                  </Paragraph>
                </Article>
                <Article Num="80">
                  <ArticleCaption>（特別法上の準備金等の繰入額又は取崩額）</ArticleCaption>
                  <ArticleTitle>第八十条</ArticleTitle>
                  <Paragraph Num="1">
                    <ParagraphNum/>
                    <ParagraphSentence>
                      <Sentence>準備金等の繰入れ又は取崩しがあるときは、当該繰入額又は取崩額は、特別損失又は特別利益として、当該繰入れ又は取崩しによるものであることを示す名称を付した科目をもって掲記しなければならない。</Sentence>
                    </ParagraphSentence>
                  </Paragraph>
                </Article>
                <Article Num="81">
                  <ArticleCaption>（売上高又は営業費用に著しい季節的変動がある場合の注記）</ArticleCaption>
                  <ArticleTitle>第八十一条</ArticleTitle>
                  <Paragraph Num="1">
                    <ParagraphNum/>
                    <ParagraphSentence>
                      <Sentence>事業の性質上、売上高又は営業費用（売上原価並びに販売費及び一般管理費の合計をいう。）に著しい季節的変動がある場合には、四半期連結累計期間に係る四半期連結損益計算書において、その状況を注記しなければならない。</Sentence>
                    </ParagraphSentence>
                  </Paragraph>
                </Article>
                <Article Num="82">
                  <ArticleCaption>（別記事業の収益及び費用の分類）</ArticleCaption>
                  <ArticleTitle>第八十二条</ArticleTitle>
                  <Paragraph Num="1">
                    <ParagraphNum/>
                    <ParagraphSentence>
                      <Sentence>企業集団の主たる事業が、別記事業である場合においてその収益及び費用を第六十五条に規定する項目に分類して記載することが適当でないと認められるときは、同条の規定にかかわらず、当該別記事業を営む会社の財務諸表について適用される法令又は準則の定めるところに準じて記載することができる。</Sentence>
                    </ParagraphSentence>
                  </Paragraph>
                </Article>
                <Article Num="83">
                  <ArticleCaption>（別記事業の収益及び費用の科目の記載）</ArticleCaption>
                  <ArticleTitle>第八十三条</ArticleTitle>
                  <Paragraph Num="1">
                    <ParagraphNum/>
                    <ParagraphSentence>
                      <Sentence>連結会社が営む事業のうちに別記事業がある場合において当該別記事業に係る収益又は費用について、第六十六条、第六十七条、第六十九条、第七十一条及び第七十二条に規定するところにより科目の記載をすることが適当でないと認められるときは、これらの規定にかかわらず、当該別記事業を営む会社の財務諸表について適用される法令又は準則の定めるところに準じて記載することができる。</Sentence>
                    </ParagraphSentence>
                  </Paragraph>
                  <Paragraph Num="2">
                    <ParagraphNum>２</ParagraphNum>
                    <ParagraphSentence>
                      <Sentence>前項の場合において収益及び費用の科目を一括し、又は区別して掲記する基準は、この規則の定めるところに準ずるものとする。</Sentence>
                    </ParagraphSentence>
                  </Paragraph>
                </Article>
              </Section>
            </Chapter>
            <Chapter Num="3_2">
              <ChapterTitle>第三章の二　四半期連結包括利益計算書</ChapterTitle>
              <Section Num="1">
                <SectionTitle>第一節　総則</SectionTitle>
                <Article Num="83_2">
                  <ArticleCaption>（四半期連結包括利益計算書の記載方法）</ArticleCaption>
                  <ArticleTitle>第八十三条の二</ArticleTitle>
                  <Paragraph Num="1">
                    <ParagraphNum/>
                    <ParagraphSentence>
                      <Sentence>四半期連結包括利益計算書の記載方法は、本章の定めるところによる。</Sentence>
                    </ParagraphSentence>
                  </Paragraph>
                  <Paragraph Num="2">
                    <ParagraphNum>２</ParagraphNum>
                    <ParagraphSentence>
                      <Sentence>四半期連結累計期間に係る四半期連結包括利益計算書は、様式第三号の二により記載するものとする。</Sentence>
                    </ParagraphSentence>
                  </Paragraph>
                  <Paragraph Num="3">
                    <ParagraphNum>３</ParagraphNum>
                    <ParagraphSentence>
                      <Sentence Num="1">四半期連結財務諸表提出会社は、第六十四条第三項の規定により、第二・四半期連結会計期間に係る四半期連結損益計算書を作成する場合には、第二・四半期連結会計期間及び第三・四半期連結会計期間に係る四半期連結包括利益計算書を作成しなければならない。</Sentence>
                      <Sentence Num="2">この場合においては、様式第四号の二により記載するものとする。</Sentence>
                    </ParagraphSentence>
                  </Paragraph>
                </Article>
                <Article Num="83_3">
                  <ArticleCaption>（四半期連結損益及び包括利益計算書）</ArticleCaption>
                  <ArticleTitle>第八十三条の三</ArticleTitle>
                  <Paragraph Num="1">
                    <ParagraphNum/>
                    <ParagraphSentence>
                      <Sentence>四半期連結包括利益計算書は、四半期連結損益及び包括利益計算書（四半期連結損益計算書の末尾に本章の規定による記載を行ったものをいう。）を作成する場合には、記載を要しない。</Sentence>
                    </ParagraphSentence>
                  </Paragraph>
                </Article>
                <Article Num="83_4">
                  <ArticleCaption>（四半期連結包括利益計算書の区分表示）</ArticleCaption>
                  <ArticleTitle>第八十三条の四</ArticleTitle>
                  <Paragraph Num="1">
                    <ParagraphNum/>
                    <ParagraphSentence>
                      <Sentence>四半期連結包括利益計算書は、四半期純利益又は四半期純損失、その他の包括利益及び四半期包括利益に分類して記載しなければならない。</Sentence>
                    </ParagraphSentence>
                  </Paragraph>
                </Article>
              </Section>
              <Section Num="2">
                <SectionTitle>第二節　その他の包括利益</SectionTitle>
                <Article Num="83_5">
                  <ArticleCaption>（その他の包括利益の区分表示）</ArticleCaption>
                  <ArticleTitle>第八十三条の五</ArticleTitle>
                  <Paragraph Num="1">
                    <ParagraphNum/>
                    <ParagraphSentence>
                      <Sentence>連結財務諸表規則第六十九条の五の規定は、その他の包括利益について準用する。</Sentence>
                    </ParagraphSentence>
                  </Paragraph>
                </Article>
              </Section>
              <Section Num="3">
                <SectionTitle>第三節　四半期包括利益</SectionTitle>
                <Article Num="83_6">
                  <ArticleCaption>（四半期包括利益）</ArticleCaption>
                  <ArticleTitle>第八十三条の六</ArticleTitle>
                  <Paragraph Num="1">
                    <ParagraphNum/>
                    <ParagraphSentence>
                      <Sentence>四半期純利益金額又は四半期純損失金額にその他の包括利益の項目の金額を加減した金額は、四半期包括利益金額として記載しなければならない。</Sentence>
                    </ParagraphSentence>
                  </Paragraph>
                  <Paragraph Num="2">
                    <ParagraphNum>２</ParagraphNum>
                    <ParagraphSentence>
                      <Sentence>前項に規定する四半期包括利益金額については、四半期連結財務諸表提出会社の株主に係る金額及び非支配株主に係る金額に区分し、その区分ごとの金額を四半期連結包括利益計算書の末尾に記載しなければならない。</Sentence>
                    </ParagraphSentence>
                  </Paragraph>
                </Article>
              </Section>
            </Chapter>
            <Chapter Num="4">
              <ChapterTitle>第四章　四半期連結キャッシュ・フロー計算書</ChapterTitle>
              <Section Num="1">
                <SectionTitle>第一節　総則</SectionTitle>
                <Article Num="84">
                  <ArticleCaption>（四半期連結キャッシュ・フロー計算書の記載方法）</ArticleCaption>
                  <ArticleTitle>第八十四条</ArticleTitle>
                  <Paragraph Num="1">
                    <ParagraphNum/>
                    <ParagraphSentence>
                      <Sentence>四半期連結キャッシュ・フロー計算書の記載方法は、この章の定めるところによる。</Sentence>
                    </ParagraphSentence>
                  </Paragraph>
                  <Paragraph Num="2">
                    <ParagraphNum>２</ParagraphNum>
                    <ParagraphSentence>
                      <Sentence>四半期連結キャッシュ・フロー計算書は、様式第五号又は第六号により記載するものとする。</Sentence>
                    </ParagraphSentence>
                  </Paragraph>
                </Article>
                <Article Num="85">
                  <ArticleCaption>（四半期連結キャッシュ・フロー計算書の表示区分）</ArticleCaption>
                  <ArticleTitle>第八十五条</ArticleTitle>
                  <Paragraph Num="1">
                    <ParagraphNum/>
                    <ParagraphSentence>
                      <Sentence>四半期連結キャッシュ・フロー計算書には、次の各号に掲げる区分を設けてキャッシュ・フローの状況を記載しなければならない。</Sentence>
                    </ParagraphSentence>
                    <Item Num="1">
                      <ItemTitle>一</ItemTitle>
                      <ItemSentence>
                        <Sentence>営業活動によるキャッシュ・フロー</Sentence>
                      </ItemSentence>
                    </Item>
                    <Item Num="2">
                      <ItemTitle>二</ItemTitle>
                      <ItemSentence>
                        <Sentence>投資活動によるキャッシュ・フロー</Sentence>
                      </ItemSentence>
                    </Item>
                    <Item Num="3">
                      <ItemTitle>三</ItemTitle>
                      <ItemSentence>
                        <Sentence>財務活動によるキャッシュ・フロー</Sentence>
                      </ItemSentence>
                    </Item>
                    <Item Num="4">
                      <ItemTitle>四</ItemTitle>
                      <ItemSentence>
                        <Sentence>現金及び現金同等物に係る換算差額</Sentence>
                      </ItemSentence>
                    </Item>
                    <Item Num="5">
                      <ItemTitle>五</ItemTitle>
                      <ItemSentence>
                        <Sentence>現金及び現金同等物の増加額又は減少額</Sentence>
                      </ItemSentence>
                    </Item>
                    <Item Num="6">
                      <ItemTitle>六</ItemTitle>
                      <ItemSentence>
                        <Sentence>現金及び現金同等物の期首残高</Sentence>
                      </ItemSentence>
                    </Item>
                    <Item Num="7">
                      <ItemTitle>七</ItemTitle>
                      <ItemSentence>
                        <Sentence>現金及び現金同等物の四半期末残高</Sentence>
                      </ItemSentence>
                    </Item>
                  </Paragraph>
                </Article>
              </Section>
              <Section Num="2">
                <SectionTitle>第二節　四半期連結キャッシュ・フロー計算書の記載方法</SectionTitle>
                <Article Num="86">
                  <ArticleCaption>（営業活動によるキャッシュ・フローの表示方法等）</ArticleCaption>
                  <ArticleTitle>第八十六条</ArticleTitle>
                  <Paragraph Num="1">
                    <ParagraphNum/>
                    <ParagraphSentence>
                      <Sentence Num="1">連結財務諸表規則第八十四条から第八十九条までの規定は、四半期連結キャッシュ・フロー計算書の記載方法について準用する。</Sentence>
                      <Sentence Num="2">この場合において、連結財務諸表規則第八十四条第二号中「税金等調整前当期純利益金額又は税金等調整前当期純損失金額」とあるのは「税金等調整前四半期純利益金額又は税金等調整前四半期純損失金額」と、同号イ及びハ中「連結損益計算書」とあるのは「四半期連結損益計算書」と読み替えるものとする。</Sentence>
                    </ParagraphSentence>
                  </Paragraph>
                </Article>
                <Article Num="87">
                  <ArticleCaption>（四半期連結キャッシュ・フロー計算書に関する注記事項）</ArticleCaption>
                  <ArticleTitle>第八十七条</ArticleTitle>
                  <Paragraph Num="1">
                    <ParagraphNum/>
                    <ParagraphSentence>
                      <Sentence>四半期連結キャッシュ・フロー計算書には、現金及び現金同等物の四半期末残高と四半期連結貸借対照表に掲記されている科目の金額との関係を注記しなければならない。</Sentence>
                    </ParagraphSentence>
                  </Paragraph>
                </Article>
              </Section>
            </Chapter>
            <Chapter Num="5">
              <ChapterTitle>第五章　株主資本等に関する注記</ChapterTitle>
              <Article Num="88">
                <ArticleTitle>第八十八条</ArticleTitle>
                <Paragraph Num="1">
                  <ParagraphNum/>
                  <ParagraphSentence>
                    <Sentence>削除</Sentence>
                  </ParagraphSentence>
                </Paragraph>
              </Article>
              <Article Num="89">
                <ArticleTitle>第八十九条</ArticleTitle>
                <Paragraph Num="1">
                  <ParagraphNum/>
                  <ParagraphSentence>
                    <Sentence>削除</Sentence>
                  </ParagraphSentence>
                </Paragraph>
              </Article>
              <Article Num="90">
                <ArticleTitle>第九十条</ArticleTitle>
                <Paragraph Num="1">
                  <ParagraphNum/>
                  <ParagraphSentence>
                    <Sentence>削除</Sentence>
                  </ParagraphSentence>
                </Paragraph>
              </Article>
              <Article Num="91">
                <ArticleCaption>（配当に関する注記）</ArticleCaption>
                <ArticleTitle>第九十一条</ArticleTitle>
                <Paragraph Num="1">
                  <ParagraphNum/>
                  <ParagraphSentence>
                    <Sentence>当四半期連結会計期間における四半期連結累計期間において行われた配当については、次の各号に掲げる事項を注記しなければならない。</Sentence>
                  </ParagraphSentence>
                  <Item Num="1">
                    <ItemTitle>一</ItemTitle>
                    <ItemSentence>
                      <Sentence>配当財産が金銭の場合には、株式の種類ごとの配当金の総額、一株当たり配当額、基準日、効力発生日及び配当の原資</Sentence>
                    </ItemSentence>
                  </Item>
                  <Item Num="2">
                    <ItemTitle>二</ItemTitle>
                    <ItemSentence>
                      <Sentence>配当財産が金銭以外の場合には、株式の種類ごとの配当財産の種類及び帳簿価額、一株当たり配当額、基準日、効力発生日並びに配当の原資</Sentence>
                    </ItemSentence>
                  </Item>
                  <Item Num="3">
                    <ItemTitle>三</ItemTitle>
                    <ItemSentence>
                      <Sentence>基準日が当連結会計年度の開始の日から当四半期連結会計期間末までに属する配当のうち、配当の効力発生日が当四半期連結会計期間の末日後となるものについては、前二号に定める事項に準ずる事項</Sentence>
                    </ItemSentence>
                  </Item>
                </Paragraph>
              </Article>
              <Article Num="92">
                <ArticleCaption>（株主資本の金額に著しい変動があった場合の注記）</ArticleCaption>
                <ArticleTitle>第九十二条</ArticleTitle>
                <Paragraph Num="1">
                  <ParagraphNum/>
                  <ParagraphSentence>
                    <Sentence>株主資本の金額に、前連結会計年度末に比して著しい変動があった場合には、主な変動事由を注記しなければならない。</Sentence>
                  </ParagraphSentence>
                </Paragraph>
              </Article>
            </Chapter>
            <Chapter Num="6">
              <ChapterTitle>第六章　企業会計の基準の特例</ChapterTitle>
              <Section Num="1">
                <SectionTitle>第一節　指定国際会計基準</SectionTitle>
                <Article Num="93">
                  <ArticleCaption>（指定国際会計基準に係る特例）</ArticleCaption>
                  <ArticleTitle>第九十三条</ArticleTitle>
                  <Paragraph Num="1">
                    <ParagraphNum/>
                    <ParagraphSentence>
                      <Sentence>指定国際会計基準特定会社が提出する四半期連結財務諸表の用語、様式及び作成方法は、指定国際会計基準に従うことができる。</Sentence>
                    </ParagraphSentence>
                  </Paragraph>
                </Article>
                <Article Num="93_2">
                  <ArticleCaption>（指定国際会計基準に関する注記）</ArticleCaption>
                  <ArticleTitle>第九十三条の二</ArticleTitle>
                  <Paragraph Num="1">
                    <ParagraphNum/>
                    <ParagraphSentence>
                      <Sentence>指定国際会計基準に準拠して作成した四半期連結財務諸表には、次に掲げる事項を注記しなければならない。</Sentence>
                    </ParagraphSentence>
                    <Item Num="1">
                      <ItemTitle>一</ItemTitle>
                      <ItemSentence>
                        <Sentence>指定国際会計基準が国際会計基準（連結財務諸表規則第九十三条に規定する国際会計基準をいう。以下この号及び次号において同じ。）と同一である場合には、国際会計基準に準拠して四半期連結財務諸表を作成している旨</Sentence>
                      </ItemSentence>
                    </Item>
                    <Item Num="2">
                      <ItemTitle>二</ItemTitle>
                      <ItemSentence>
                        <Sentence>指定国際会計基準が国際会計基準と異なる場合には、指定国際会計基準に準拠して四半期連結財務諸表を作成している旨</Sentence>
                      </ItemSentence>
                    </Item>
                    <Item Num="3">
                      <ItemTitle>三</ItemTitle>
                      <ItemSentence>
                        <Sentence>指定国際会計基準特定会社に該当する旨及びその理由</Sentence>
                      </ItemSentence>
                    </Item>
                  </Paragraph>
                </Article>
              </Section>
              <Section Num="2">
                <SectionTitle>第二節　修正国際基準</SectionTitle>
                <Article Num="94">
                  <ArticleCaption>（修正国際基準に係る特例）</ArticleCaption>
                  <ArticleTitle>第九十四条</ArticleTitle>
                  <Paragraph Num="1">
                    <ParagraphNum/>
                    <ParagraphSentence>
                      <Sentence>修正国際基準特定会社が提出する四半期連結財務諸表の用語、様式及び作成方法は、修正国際基準に従うことができる。</Sentence>
                    </ParagraphSentence>
                  </Paragraph>
                </Article>
                <Article Num="94_2">
                  <ArticleCaption>（修正国際基準に関する注記）</ArticleCaption>
                  <ArticleTitle>第九十四条の二</ArticleTitle>
                  <Paragraph Num="1">
                    <ParagraphNum/>
                    <ParagraphSentence>
                      <Sentence>修正国際基準に準拠して作成した四半期連結財務諸表には、次に掲げる事項を注記しなければならない。</Sentence>
                    </ParagraphSentence>
                    <Item Num="1">
                      <ItemTitle>一</ItemTitle>
                      <ItemSentence>
                        <Sentence>修正国際基準に準拠して四半期連結財務諸表を作成している旨</Sentence>
                      </ItemSentence>
                    </Item>
                    <Item Num="2">
                      <ItemTitle>二</ItemTitle>
                      <ItemSentence>
                        <Sentence>修正国際基準特定会社に該当する旨及びその理由</Sentence>
                      </ItemSentence>
                    </Item>
                  </Paragraph>
                </Article>
              </Section>
            </Chapter>
            <Chapter Num="7">
              <ChapterTitle>第七章　雑則</ChapterTitle>
              <Article Num="95">
                <ArticleTitle>第九十五条</ArticleTitle>
                <Paragraph Num="1">
                  <ParagraphNum/>
                  <ParagraphSentence>
                    <Sentence>連結財務諸表規則第九十五条から第九十八条までの規定は、四半期連結財務諸表の用語、様式及び作成方法について準用する。</Sentence>
                  </ParagraphSentence>
                </Paragraph>
              </Article>
            </Chapter>
          </MainProvision>
          <SupplProvision>
            <SupplProvisionLabel>附　則</SupplProvisionLabel>
            <Article Num="1">
              <ArticleCaption>（施行期日）</ArticleCaption>
              <ArticleTitle>第一条</ArticleTitle>
              <Paragraph Num="1">
                <ParagraphNum/>
                <ParagraphSentence>
                  <Sentence>この府令は、証券取引法等の一部を改正する法律（平成十八年法律第六十五号）の施行の日から施行する。</Sentence>
                </ParagraphSentence>
              </Paragraph>
            </Article>
            <Article Num="2">
              <ArticleCaption>（リース取引に関する注記）</ArticleCaption>
              <ArticleTitle>第二条</ArticleTitle>
              <Paragraph Num="1">
                <ParagraphNum/>
                <ParagraphSentence>
                  <Sentence>平成二十年四月一日以後開始する最初の連結会計年度の四半期連結会計期間において所有権移転外ファイナンス・リース取引（財務諸表等規則第十六条の三第一項に規定する所有権移転外ファイナンス・リース取引をいう。以下同じ。）について通常の賃貸借取引に係る方法に準じて会計処理を行っている場合であって、取引残高に前連結会計年度末に比して著しい変動が認められるときには、次の各号に掲げる場合に応じ、当該各号に定める事項を注記しなければならない。</Sentence>
                </ParagraphSentence>
                <Item Num="1">
                  <ItemTitle>一</ItemTitle>
                  <ItemSentence>
                    <Sentence>連結会社がリース物件（財務諸表等規則第八条の六第一項に規定するリース物件をいう。以下同じ。）の借主である場合</Sentence>
                  </ItemSentence>
                  <Subitem1 Num="1">
                    <Subitem1Title>イ</Subitem1Title>
                    <Subitem1Sentence>
                      <Sentence>当四半期連結会計期間の末日におけるリース物件の取得価額相当額、減価償却累計額相当額、減損損失累計額相当額及び残高相当額（四半期連結貸借対照表に掲記すべき科目に準じて区分する。）</Sentence>
                    </Subitem1Sentence>
                  </Subitem1>
                  <Subitem1 Num="2">
                    <Subitem1Title>ロ</Subitem1Title>
                    <Subitem1Sentence>
                      <Sentence>当四半期連結会計期間の末日における未経過リース料残高相当額（当該四半期連結貸借対照表日後一年内のリース期間に係る金額とそれ以外の金額に区分する。）及びリース資産減損勘定（リース資産に配分された減損損失に対応する負債をいう。ハにおいて同じ。）の残高</Sentence>
                    </Subitem1Sentence>
                  </Subitem1>
                  <Subitem1 Num="3">
                    <Subitem1Title>ハ</Subitem1Title>
                    <Subitem1Sentence>
                      <Sentence>当四半期連結会計期間及び四半期連結累計期間に係る支払リース料、リース資産減損勘定の取崩額、減価償却費相当額、支払利息相当額及び減損損失の金額</Sentence>
                    </Subitem1Sentence>
                  </Subitem1>
                  <Subitem1 Num="4">
                    <Subitem1Title>ニ</Subitem1Title>
                    <Subitem1Sentence>
                      <Sentence>当四半期連結会計期間及び四半期連結累計期間の減価償却費相当額及び利息相当額の算定方法</Sentence>
                    </Subitem1Sentence>
                  </Subitem1>
                </Item>
                <Item Num="2">
                  <ItemTitle>二</ItemTitle>
                  <ItemSentence>
                    <Sentence>連結会社がリース物件の貸主である場合</Sentence>
                  </ItemSentence>
                  <Subitem1 Num="1">
                    <Subitem1Title>イ</Subitem1Title>
                    <Subitem1Sentence>
                      <Sentence>当四半期連結会計期間末におけるリース物件の取得価額、減価償却累計額、減損損失累計額及び残高（四半期連結貸借対照表に掲記すべき科目に準じて区分する。）</Sentence>
                    </Subitem1Sentence>
                  </Subitem1>
                  <Subitem1 Num="2">
                    <Subitem1Title>ロ</Subitem1Title>
                    <Subitem1Sentence>
                      <Sentence>当四半期連結会計期間末における未経過リース料残高相当額（四半期連結貸借対照表日後一年内のリース期間に係る金額とそれ以外の金額に区分する。）</Sentence>
                    </Subitem1Sentence>
                  </Subitem1>
                  <Subitem1 Num="3">
                    <Subitem1Title>ハ</Subitem1Title>
                    <Subitem1Sentence>
                      <Sentence>当四半期連結会計期間及び四半期連結累計期間に係る受取リース料、減価償却費及び受取利息相当額</Sentence>
                    </Subitem1Sentence>
                  </Subitem1>
                  <Subitem1 Num="4">
                    <Subitem1Title>ニ</Subitem1Title>
                    <Subitem1Sentence>
                      <Sentence>利息相当額の算定方法</Sentence>
                    </Subitem1Sentence>
                  </Subitem1>
                </Item>
              </Paragraph>
              <Paragraph Num="2">
                <ParagraphNum>２</ParagraphNum>
                <ParagraphSentence>
                  <Sentence>前項第一号の場合において当四半期連結会計期間の末日におけるファイナンス・リース取引（財務諸表等規則第八条の六第一項に規定するファイナンス・リース取引をいう。以下同じ。）に係る未経過リース料残高の当該未経過リース料残高及び有形固定資産の残高（有形固定資産以外の資産をファイナンス・リース取引の対象とする場合には、当該資産の属する科目の四半期連結会計期間末残高を含む。次項において同じ。）の合計額に占める割合が低いときは、取得価額相当額及び未経過リース料残高相当額を、それぞれリース取引開始時に合意されたリース料総額及び当四半期連結会計期間末における未経過リース料残高からこれらに含まれる利息相当額の合理的な見積額を控除しない方法（次項において「支払利子込み法」という。）により算定することができる。</Sentence>
                </ParagraphSentence>
              </Paragraph>
              <Paragraph Num="3">
                <ParagraphNum>３</ParagraphNum>
                <ParagraphSentence>
                  <Sentence>前項の規定にかかわらず、ファイナンス・リース取引の対象となる資産の属する科目が当該連結会社の事業内容に照らして重要性が乏しい場合において当四半期連結会計期間の末日における当該科目に係る未経過リース料残高の当該未経過リース料残高及び有形固定資産の残高の合計額に占める割合が低いときは、当該科目に係る取得価額相当額及び未経過リース料残高相当額を支払利子込み法により算定することができる。</Sentence>
                </ParagraphSentence>
              </Paragraph>
              <Paragraph Num="4">
                <ParagraphNum>４</ParagraphNum>
                <ParagraphSentence>
                  <Sentence>リース取引を通常の取引とする会社以外の会社が第一項第二号に定める事項を記載する場合において当四半期連結会計期間の末日におけるファイナンス・リース取引に係る未経過リース料残高及び見積残存価額の残高の合計額の当該合計額及び営業債権残高の合計額に占める割合が低いときは、未経過リース料残高相当額を当該四半期連結会計期間末における未経過リース料残高及び見積残存価額の残高の合計額からこれらに含まれる利息相当額を控除しない方法により算定することができる。</Sentence>
                </ParagraphSentence>
              </Paragraph>
              <Paragraph Num="5">
                <ParagraphNum>５</ParagraphNum>
                <ParagraphSentence>
                  <Sentence>連結会社がリース物件の借主である場合には、当該連結会社の事業内容に照らして重要性の乏しいリース取引でリース契約一件当たりの金額が少額なもの及びリース期間が一年未満のリース取引については、第一項の注記を要しない。</Sentence>
                </ParagraphSentence>
              </Paragraph>
            </Article>
            <Article Num="3">
              <ArticleTitle>第三条</ArticleTitle>
              <Paragraph Num="1">
                <ParagraphNum/>
                <ParagraphSentence>
                  <Sentence>削除</Sentence>
                </ParagraphSentence>
              </Paragraph>
            </Article>
            <Article Num="4">
              <ArticleCaption>（米国式四半期連結財務諸表の提出に係る経過措置）</ArticleCaption>
              <ArticleTitle>第四条</ArticleTitle>
              <Paragraph Num="1">
                <ParagraphNum/>
                <ParagraphSentence>
                  <Sentence>平成十四年四月一日以後最初に開始する連結会計年度に係る米国式連結財務諸表を法の規定により提出している四半期連結財務諸表提出会社（四半期連結財務諸表の用語、様式及び作成方法に関する規則第九十五条において準用する連結財務諸表規則第九十五条の規定の適用を受けるものを除く。）の提出する四半期連結財務諸表の用語、様式及び作成方法は、当分の間、金融庁長官が必要と認めて指示した事項を除き、米国預託証券の発行等に関して要請されている用語、様式及び作成方法によることができる。</Sentence>
                </ParagraphSentence>
              </Paragraph>
              <Paragraph Num="2">
                <ParagraphNum>２</ParagraphNum>
                <ParagraphSentence>
                  <Sentence>前項の規定による四半期連結財務諸表は、日本語をもって記載しなければならない。</Sentence>
                </ParagraphSentence>
              </Paragraph>
              <Paragraph Num="3">
                <ParagraphNum>３</ParagraphNum>
                <ParagraphSentence>
                  <Sentence>第一項の規定による四半期連結財務諸表には、次に掲げる事項を追加して注記しなければならない。</Sentence>
                </ParagraphSentence>
                <Item Num="1">
                  <ItemTitle>一</ItemTitle>
                  <ItemSentence>
                    <Sentence>当該四半期連結財務諸表が準拠している用語、様式及び作成方法</Sentence>
                  </ItemSentence>
                </Item>
                <Item Num="2">
                  <ItemTitle>二</ItemTitle>
                  <ItemSentence>
                    <Sentence>当該四半期連結財務諸表の作成状況及び米国証券取引委員会における登録状況</Sentence>
                  </ItemSentence>
                </Item>
                <Item Num="3">
                  <ItemTitle>三</ItemTitle>
                  <ItemSentence>
                    <Sentence>この規則（第六章及び第七章を除く。）に準拠して作成する場合との主要な相違点</Sentence>
                  </ItemSentence>
                </Item>
              </Paragraph>
            </Article>
          </SupplProvision>
          <SupplProvision AmendLawNum="平成二〇年六月六日内閣府令第三六号" Extract="true">
            <SupplProvisionLabel>附　則</SupplProvisionLabel>
            <Article Num="1">
              <ArticleCaption>（施行期日）</ArticleCaption>
              <ArticleTitle>第一条</ArticleTitle>
              <Paragraph Num="1">
                <ParagraphNum/>
                <ParagraphSentence>
                  <Sentence>この府令は、公布の日から施行する。</Sentence>
                </ParagraphSentence>
              </Paragraph>
            </Article>
            <Article Num="2">
              <ArticleCaption>（財務諸表等の様式に係る経過措置）</ArticleCaption>
              <ArticleTitle>第二条</ArticleTitle>
              <Paragraph Num="1">
                <ParagraphNum/>
                <ParagraphSentence>
                  <Sentence>第一条の規定による改正後の財務諸表等の用語、様式及び作成方法に関する規則様式第二号から様式第六号まで、第二条の規定による改正後の連結財務諸表の用語、様式及び作成方法に関する規則様式第四号から様式第八号まで、第三条の規定による改正後の中間財務諸表等の用語、様式及び作成方法に関する規則様式第一号から様式第五号まで、第四条の規定による改正後の中間連結財務諸表の用語、様式及び作成方法に関する規則様式第四号から様式第八号まで、第五条の規定による改正後の四半期財務諸表等の用語、様式及び作成方法に関する規則様式第一号から様式第五号まで及び第六条の規定による改正後の四半期連結財務諸表の用語、様式及び作成方法に関する規則様式第四号から様式第八号までは、この府令の施行の日（以下「施行日」という。）以後に提出する有価証券届出書等（有価証券届出書（その訂正届出書を含む。）並びに有価証券報告書、四半期報告書及び半期報告書（これらの訂正報告書を含む。）をいう。以下同じ。）に記載すべき財務諸表等（財務諸表、四半期財務諸表、中間財務諸表、連結財務諸表、四半期連結財務諸表及び中間連結財務諸表をいう。以下同じ。）で、直近の事業年度又は特定期間（金融商品取引法第二十四条第五項において準用する同条第一項に規定する特定期間をいう。）（以下「事業年度等」という。）が平成二十年四月一日以後に開始する事業年度等であるものから適用し、直近の事業年度等が同日前に開始する事業年度等であるものについては、なお従前の例による。</Sentence>
                </ParagraphSentence>
              </Paragraph>
            </Article>
          </SupplProvision>
          <SupplProvision AmendLawNum="平成二〇年八月七日内閣府令第五〇号" Extract="true">
            <SupplProvisionLabel>附　則</SupplProvisionLabel>
            <Article Num="1">
              <ArticleCaption>（施行期日）</ArticleCaption>
              <ArticleTitle>第一条</ArticleTitle>
              <Paragraph Num="1">
                <ParagraphNum/>
                <ParagraphSentence>
                  <Sentence>この府令は、公布の日から施行する。</Sentence>
                </ParagraphSentence>
              </Paragraph>
            </Article>
            <Article Num="7">
              <ArticleCaption>（四半期連結財務諸表の用語、様式及び作成方法に関する規則の一部改正に伴う経過措置）</ArticleCaption>
              <ArticleTitle>第七条</ArticleTitle>
              <Paragraph Num="1">
                <ParagraphNum/>
                <ParagraphSentence>
                  <Sentence>第六条の規定による改正後の四半期連結財務諸表の用語、様式及び作成方法に関する規則（以下「新四半期連結財務諸表規則」という。）の規定の適用は、次の各号に掲げる改正規定の区分に応じ、当該各号に定めるところによる。</Sentence>
                </ParagraphSentence>
                <Item Num="1">
                  <ItemTitle>一</ItemTitle>
                  <ItemSentence>
                    <Column Num="1">
                      <Sentence>第二条に二号を加える改正規定（新四半期連結財務諸表規則第二条第三十六号に係る部分に限る。）、第十五条の次に一条を加える改正規定、第十六条の改正規定及び第十七条の改正規定</Sentence>
                    </Column>
                    <Column Num="2">
                      <Sentence Function="main" Num="1">平成二十二年四月一日以後に開始する連結会計年度に属する四半期連結会計期間及び四半期連結累計期間（以下「四半期連結会計期間等」という。）に係る四半期連結財務諸表について適用し、同日前に開始する連結会計年度に属する四半期連結会計期間等に係るものについては、なお従前の例による。</Sentence>
                      <Sentence Function="proviso" Num="2">ただし、平成二十二年四月一日前に開始する連結会計年度に属する四半期連結会計期間等に係る四半期連結財務諸表のうち、施行日以後に提出されるものについては、これらのすべての改正規定による新四半期連結財務諸表規則の規定により作成することができる。</Sentence>
                    </Column>
                  </ItemSentence>
                </Item>
                <Item Num="2">
                  <ItemTitle>二</ItemTitle>
                  <ItemSentence>
                    <Column Num="1">
                      <Sentence>第二条に二号を加える改正規定（新四半期連結財務諸表規則第二条第三十七号に係る部分に限る。）、第二十七条の次に一条を加える改正規定、第二十八条第二項の改正規定、第四十八条の改正規定、第四十九条の改正規定（第五項を削る部分を除く。）、第五十条の改正規定（第六項を削る部分を除く。）及び様式第四号の改正規定（資産除去債務に係る部分に限る。）</Sentence>
                    </Column>
                    <Column Num="2">
                      <Sentence Function="main" Num="1">平成二十二年四月一日以後に開始する連結会計年度に属する四半期連結会計期間等に係る四半期連結財務諸表について適用し、同日前に開始する連結会計年度に属する四半期連結会計期間等に係るものについては、なお従前の例による。</Sentence>
                      <Sentence Function="proviso" Num="2">ただし、平成二十二年四月一日前に開始する連結会計年度に属する四半期連結会計期間等に係る四半期連結財務諸表のうち、施行日以後に提出されるものについては、これらのすべての改正規定による新四半期連結財務諸表規則の規定により作成することができる。</Sentence>
                    </Column>
                  </ItemSentence>
                </Item>
                <Item Num="3">
                  <ItemTitle>三</ItemTitle>
                  <ItemSentence>
                    <Column Num="1">
                      <Sentence>第二章第三節中第五十三条の次に一条を加える改正規定</Sentence>
                    </Column>
                    <Column Num="2">
                      <Sentence Function="main" Num="1">平成二十一年四月一日以後に開始する連結会計年度に属する四半期連結会計期間等に係る四半期連結財務諸表について適用し、同日前に開始する連結会計年度に属する四半期連結会計期間等に係るものについては、なお従前の例による。</Sentence>
                      <Sentence Function="proviso" Num="2">ただし、平成二十一年四月一日前に開始する連結会計年度に属する四半期連結会計期間等に係る四半期連結財務諸表のうち、施行日以後に提出されるものについては、当該改正規定による新四半期連結財務諸表規則の規定により作成することができる。</Sentence>
                    </Column>
                  </ItemSentence>
                </Item>
                <Item Num="4">
                  <ItemTitle>四</ItemTitle>
                  <ItemSentence>
                    <Column Num="1">
                      <Sentence>第十条の改正規定</Sentence>
                    </Column>
                    <Column Num="2">
                      <Sentence Function="main" Num="1">平成二十年四月一日以後に開始する連結会計年度に属する四半期連結会計期間等に係る四半期連結財務諸表のうち、施行日以後に提出されるものについて適用する。</Sentence>
                      <Sentence Function="proviso" Num="2">ただし、平成二十年九月三十日以前に終了する四半期連結会計期間等に係る四半期連結財務諸表については、当該改正規定による改正前の四半期連結財務諸表の用語、様式及び作成方法に関する規則の規定により作成することができる。</Sentence>
                    </Column>
                  </ItemSentence>
                </Item>
                <Item Num="5">
                  <ItemTitle>五</ItemTitle>
                  <ItemSentence>
                    <Column Num="1">
                      <Sentence>第三十五条の改正規定、第四十条第四項の改正規定、第四十九条の改正規定（第五項を削る部分に限る。）、第五十条の改正規定（第六項を削る部分に限る。）及び様式第四号の改正規定（資産除去債務に係る部分を除く。）</Sentence>
                    </Column>
                    <Column Num="2">
                      <Sentence Function="main" Num="1">平成二十一年四月一日以後に開始する連結会計年度に属する四半期連結会計期間等に係る四半期連結財務諸表について適用し、同日前に開始する連結会計年度に属する四半期連結会計期間等に係るものについては、なお従前の例による。</Sentence>
                      <Sentence Function="proviso" Num="2">ただし、平成二十一年四月一日前に開始する四半期連結会計期間等に係る四半期連結財務諸表のうち、施行日以後に提出されるものについては、これらのすべての改正規定による新四半期連結財務諸表規則の規定により作成することができる。</Sentence>
                    </Column>
                  </ItemSentence>
                </Item>
              </Paragraph>
              <Paragraph Num="2">
                <ParagraphNum>２</ParagraphNum>
                <ParagraphSentence>
                  <Sentence>前項第三号に掲げる改正規定による新四半期連結財務諸表規則の規定により四半期連結財務諸表を作成する最初の四半期連結会計期間等において、当該四半期連結会計期間等が属する連結会計年度の前連結会計年度末に存在する工事契約について当該規定による場合には、その旨並びに当該四半期連結会計期間等が属する連結会計年度の前連結会計年度末までの工事の進捗度に対応する工事収益の額及び工事原価の額を四半期連結損益計算書に注記しなければならない。</Sentence>
                </ParagraphSentence>
              </Paragraph>
            </Article>
          </SupplProvision>
          <SupplProvision AmendLawNum="平成二〇年一二月一二日内閣府令第八〇号">
            <SupplProvisionLabel>附　則</SupplProvisionLabel>
            <Paragraph Num="1">
              <ParagraphNum/>
              <ParagraphSentence>
                <Sentence>この府令は、公布の日から施行する。</Sentence>
              </ParagraphSentence>
            </Paragraph>
          </SupplProvision>
          <SupplProvision AmendLawNum="平成二一年三月二四日内閣府令第五号" Extract="true">
            <SupplProvisionLabel>附　則</SupplProvisionLabel>
            <Article Num="1">
              <ArticleCaption>（施行期日）</ArticleCaption>
              <ArticleTitle>第一条</ArticleTitle>
              <Paragraph Num="1">
                <ParagraphNum/>
                <ParagraphSentence>
                  <Sentence>この府令は、公布の日から施行する。</Sentence>
                </ParagraphSentence>
              </Paragraph>
            </Article>
            <Article Num="7">
              <ArticleCaption>（四半期連結財務諸表の用語、様式及び作成方法に関する規則の一部改正に伴う経過措置）</ArticleCaption>
              <ArticleTitle>第七条</ArticleTitle>
              <Paragraph Num="1">
                <ParagraphNum/>
                <ParagraphSentence>
                  <Sentence>第六条の規定による改正後の四半期連結財務諸表の用語、様式及び作成方法に関する規則（以下「新四半期連結財務諸表規則」という。）の規定の適用は、次の各号に掲げる改正規定の区分に応じ、当該各号に定めるところによる。</Sentence>
                </ParagraphSentence>
                <Item Num="1">
                  <ItemTitle>一</ItemTitle>
                  <ItemSentence>
                    <Column Num="1">
                      <Sentence>目次及び第二条第三十一号の改正規定、第二十条から第二十三条までの改正規定、第二十四条の見出しの改正規定、同条第一項の改正規定（同項中第四号を第五号とし、第三号を第四号とし、第二号の次に一号を加える部分を除く。）及び同条第三項の改正規定、第二十五条及び第五十条の改正規定、第五十一条を削り、第五十二条を第五十一条とし、第五十三条を第五十二条とし、第五十三条の二を第五十三条とする改正規定、第七十一条、第七十四条及び第七十九条の改正規定並びに様式第四号の改正規定（負ののれんに係る部分に限る。）</Sentence>
                    </Column>
                    <Column Num="2">
                      <Sentence Function="main" Num="1">平成二十二年四月一日以後に行われる企業結合（新四半期連結財務諸表規則第二条第二十三号に規定する企業結合をいう。以下この号において同じ。）、事業分離（新四半期連結財務諸表規則第二条第三十三号に規定する事業分離をいう。以下この号において同じ。）及び子会社の企業結合（新四半期連結財務諸表規則第二十六条において準用する新連結財務諸表規則第十五条の十八第一項に定める場合に該当するものに限る。以下この号において同じ。）について適用し、同日前に行われる企業結合、事業分離及び子会社の企業結合については、なお従前の例による。</Sentence>
                      <Sentence Function="proviso" Num="2">ただし、平成二十一年四月一日以後に開始する連結会計年度に属する四半期連結会計期間及び四半期連結累計期間（以下「四半期連結会計期間等」という。）の開始の日から平成二十二年三月三十一日までに企業結合、事業分離又は子会社の企業結合が行われる場合には、当該企業結合、事業分離及び子会社の企業結合について、これらのすべての改正規定による新四半期連結財務諸表規則の規定により当該連結会計年度に属する四半期連結会計期間等に係る四半期連結財務諸表を作成することができる。</Sentence>
                    </Column>
                  </ItemSentence>
                </Item>
                <Item Num="2">
                  <ItemTitle>二</ItemTitle>
                  <ItemSentence>
                    <Column Num="1">
                      <Sentence>第十条第二項及び第十五条の改正規定、第二十四条第一項の改正規定（同項中第四号を第五号とし、第三号を第四号とし、第二号の次に一号を加える部分に限る。）及び同条第二項の改正規定、第三十条第二項、第六十四条第二項及び第八十四条第二項の改正規定、様式第一号の改正規定、様式第二号及び様式第三号を削る改正規定、様式第四号の改正規定（同様式を様式第二号とする部分に限る。）、様式第五号の改正規定（同様式を様式第三号とする部分に限る。）、様式第六号の改正規定（同様式を様式第四号とする部分に限る。）並びに様式第七号を様式第五号とし、様式第八号を様式第六号とする改正規定</Sentence>
                    </Column>
                    <Column Num="2">
                      <Sentence>平成二十二年四月一日以後に開始する連結会計年度に属する四半期連結会計期間等に係る四半期連結財務諸表について適用し、同日前に開始する連結会計年度に属する四半期連結会計期間等に係るものについては、なお従前の例による。</Sentence>
                    </Column>
                  </ItemSentence>
                </Item>
                <Item Num="3">
                  <ItemTitle>三</ItemTitle>
                  <ItemSentence>
                    <Column Num="1">
                      <Sentence>第二十七条の二の次に一条を加える改正規定</Sentence>
                    </Column>
                    <Column Num="2">
                      <Sentence Function="main" Num="1">平成二十二年四月一日以後に開始する連結会計年度に属する四半期連結会計期間等に係る四半期連結財務諸表について適用し、同日前に開始する連結会計年度に属する四半期連結会計期間等に係るものについては、なお従前の例による。</Sentence>
                      <Sentence Function="proviso" Num="2">ただし、同日前に開始する連結会計年度に属する四半期連結会計期間等に係る四半期連結財務諸表のうち、施行日以後に提出するものについては、当該改正規定による新四半期連結財務諸表規則の規定により作成することができる。</Sentence>
                    </Column>
                  </ItemSentence>
                </Item>
                <Item Num="4">
                  <ItemTitle>四</ItemTitle>
                  <ItemSentence>
                    <Column Num="1">
                      <Sentence>第七十七条の改正規定、様式第五号の改正規定（同様式を様式第三号とする部分を除く。）及び様式第六号の改正規定（同様式を様式第四号とする部分を除く。）</Sentence>
                    </Column>
                    <Column Num="2">
                      <Sentence Function="main" Num="1">平成二十二年四月一日以後に開始する連結会計年度に属する四半期連結会計期間等に係る四半期連結財務諸表について適用し、同日前に開始する連結会計年度に属する四半期連結会計期間等に係るものについては、なお従前の例による。</Sentence>
                      <Sentence Function="proviso" Num="2">ただし、平成二十一年四月一日以後に開始する連結会計年度に属する四半期連結会計期間等に係る四半期連結財務諸表については、これらのすべての改正規定による新四半期連結財務諸表規則の規定により作成することができる。</Sentence>
                    </Column>
                  </ItemSentence>
                </Item>
              </Paragraph>
              <Paragraph Num="2">
                <ParagraphNum>２</ParagraphNum>
                <ParagraphSentence>
                  <Sentence>前項第一号に掲げる改正規定による新四半期連結財務諸表規則の規定により四半期連結財務諸表を作成する最初の四半期連結会計期間等においては、四半期連結財務諸表の用語、様式及び作成方法に関する規則第十条第一項第三号に定める事項のうち、会計処理の原則及び手続の変更（連結子会社の資産及び負債の評価方法に係るものを除く。）が四半期連結累計期間に係る四半期連結財務諸表に与えている影響額（当該改正規定に係るものに限る。）について記載することを要しない。</Sentence>
                </ParagraphSentence>
              </Paragraph>
              <Paragraph Num="3">
                <ParagraphNum>３</ParagraphNum>
                <ParagraphSentence>
                  <Sentence>第一項第二号に掲げる改正規定による新四半期連結財務諸表規則の規定により四半期連結財務諸表を作成する最初の連結会計年度に属する四半期連結会計期間等においては、新四半期連結財務諸表規則第十五条第一項各号に掲げる事項として報告セグメントの概要（新連結財務諸表規則第十五条の二第一項第一号に掲げる報告セグメントの概要をいう。）を注記しなければならない。</Sentence>
                </ParagraphSentence>
              </Paragraph>
            </Article>
          </SupplProvision>
          <SupplProvision AmendLawNum="平成二一年七月八日内閣府令第四一号" Extract="true">
            <SupplProvisionLabel>附　則</SupplProvisionLabel>
            <Article Num="1">
              <ArticleCaption>（施行期日）</ArticleCaption>
              <ArticleTitle>第一条</ArticleTitle>
              <Paragraph Num="1">
                <ParagraphNum/>
                <ParagraphSentence>
                  <Sentence>この府令は、公布の日から施行する。</Sentence>
                </ParagraphSentence>
              </Paragraph>
            </Article>
            <Article Num="3">
              <ArticleCaption>（四半期連結財務諸表の用語、様式及び作成方法に関する規則の一部改正に伴う経過措置）</ArticleCaption>
              <ArticleTitle>第三条</ArticleTitle>
              <Paragraph Num="1">
                <ParagraphNum/>
                <ParagraphSentence>
                  <Sentence>第二条の規定による改正後の四半期連結財務諸表の用語、様式及び作成方法に関する規則第二十七条の規定は、平成二十一年六月三十日以後に終了する四半期連結会計期間及び四半期連結累計期間に係る四半期連結財務諸表について適用し、同日前に終了する四半期連結会計期間及び四半期連結累計期間に係る四半期連結財務諸表については、なお従前の例による。</Sentence>
                </ParagraphSentence>
              </Paragraph>
            </Article>
          </SupplProvision>
          <SupplProvision AmendLawNum="平成二一年一二月一一日内閣府令第七三号" Extract="true">
            <SupplProvisionLabel>附　則</SupplProvisionLabel>
            <Article Num="1">
              <ArticleCaption>（施行期日）</ArticleCaption>
              <ArticleTitle>第一条</ArticleTitle>
              <Paragraph Num="1">
                <ParagraphNum/>
                <ParagraphSentence>
                  <Sentence>この府令は、公布の日から施行する。</Sentence>
                </ParagraphSentence>
              </Paragraph>
            </Article>
            <Article Num="6">
              <ArticleCaption>（四半期連結財務諸表の用語、様式及び作成方法に関する規則の一部改正に伴う経過措置）</ArticleCaption>
              <ArticleTitle>第六条</ArticleTitle>
              <Paragraph Num="1">
                <ParagraphNum/>
                <ParagraphSentence>
                  <Sentence>第五条の規定による改正後の四半期連結財務諸表の用語、様式及び作成方法に関する規則第六章の規定は、平成二十二年四月一日以後に開始する連結会計年度に属する四半期連結会計期間及び四半期連結累計期間（以下この条において「四半期連結会計期間等」という。）に係る四半期連結財務諸表について適用し、同日前に開始する連結会計年度に属する四半期連結会計期間等に係るものについては、なお従前の例による。</Sentence>
                </ParagraphSentence>
              </Paragraph>
              <Paragraph Num="2">
                <ParagraphNum>２</ParagraphNum>
                <ParagraphSentence>
                  <Sentence>附則第二条第三項の規定により連結財務諸表を作成する連結財務諸表提出会社は、前項の規定にかかわらず、施行日以後に開始する連結会計年度に属する四半期連結会計期間等に係る四半期連結財務諸表を第五条の規定による改正前の四半期連結財務諸表の用語、様式及び作成方法に関する規則（次項において「旧四半期連結財務諸表規則」という。）第九十三条の規定により継続して作成することができる。</Sentence>
                </ParagraphSentence>
              </Paragraph>
            </Article>
            <Article Num="11">
              <ArticleCaption>（罰則の適用に関する経過措置）</ArticleCaption>
              <ArticleTitle>第十一条</ArticleTitle>
              <Paragraph Num="1">
                <ParagraphNum/>
                <ParagraphSentence>
                  <Sentence>施行日前にした行為及びこの附則の規定によりなお従前の例によることとされる場合における施行日以後にした行為に対する罰則の適用については、なお従前の例による。</Sentence>
                </ParagraphSentence>
              </Paragraph>
            </Article>
          </SupplProvision>
          <SupplProvision AmendLawNum="平成二二年九月三〇日内閣府令第四五号" Extract="true">
            <SupplProvisionLabel>附　則</SupplProvisionLabel>
            <Article Num="1">
              <ArticleCaption>（施行期日）</ArticleCaption>
              <ArticleTitle>第一条</ArticleTitle>
              <Paragraph Num="1">
                <ParagraphNum/>
                <ParagraphSentence>
                  <Sentence>この府令は、公布の日から施行する。</Sentence>
                </ParagraphSentence>
              </Paragraph>
            </Article>
            <Article Num="6">
              <ArticleCaption>（四半期連結財務諸表の用語、様式及び作成方法に関する規則の一部改正に伴う経過措置）</ArticleCaption>
              <ArticleTitle>第六条</ArticleTitle>
              <Paragraph Num="1">
                <ParagraphNum/>
                <ParagraphSentence>
                  <Sentence>第五条の規定による改正後の四半期連結財務諸表の用語、様式及び作成方法に関する規則（以下「新四半期連結財務諸表規則」という。）の規定の適用は、次の各号に掲げる規定の区分に応じ、当該各号に定めるところによる。</Sentence>
                </ParagraphSentence>
                <Item Num="1">
                  <ItemTitle>一</ItemTitle>
                  <ItemSentence>
                    <Column Num="1">
                      <Sentence>新四半期連結財務諸表規則第一条第一項、第五十四条、第三章の二、様式第二号、様式第三号の二及び様式第四号の二</Sentence>
                    </Column>
                    <Column Num="2">
                      <Sentence Function="main" Num="1">平成二十三年四月一日以後に開始する連結会計年度に属する四半期連結会計期間（四半期財務諸表等の用語、様式及び作成方法に関する規則第三条第五号に規定する四半期連結会計期間をいう。）及び四半期連結累計期間（四半期財務諸表等の用語、様式及び作成方法に関する規則第三条第七号に規定する四半期連結会計期間をいう。）に係る四半期連結財務諸表（四半期連結財務諸表の用語、様式及び作成方法に関する規則第一条第一項に規定する四半期連結財務諸表をいう。以下同じ。）について適用し、同日前に開始する連結会計年度に属する四半期連結会計期間等（四半期連結会計期間及び四半期連結累計期間をいう。以下同じ。）に係るものについては、なお従前の例による。</Sentence>
                      <Sentence Function="proviso" Num="2">ただし、附則第二条第一項第一号ただし書の規定を適用した場合には、平成二十二年十月一日以後に開始する連結会計年度に属する四半期連結会計期間等に係る四半期連結財務諸表については、これらのすべての規定により作成するものとする。</Sentence>
                    </Column>
                  </ItemSentence>
                </Item>
                <Item Num="2">
                  <ItemTitle>二</ItemTitle>
                  <ItemSentence>
                    <Column Num="1">
                      <Sentence>新四半期連結財務諸表規則第一条の二第二項</Sentence>
                    </Column>
                    <Column Num="2">
                      <Sentence>施行日以後に開始する連結会計年度に属する四半期連結会計期間等に係る四半期連結財務諸表について適用する。</Sentence>
                    </Column>
                  </ItemSentence>
                </Item>
                <Item Num="3">
                  <ItemTitle>三</ItemTitle>
                  <ItemSentence>
                    <Column Num="1">
                      <Sentence>新四半期連結財務諸表規則第九十四条</Sentence>
                    </Column>
                    <Column Num="2">
                      <Sentence>施行日以後に開始する連結会計年度に属する四半期連結会計期間等に係る四半期連結財務諸表について適用し、同日前に開始する連結会計年度に属する四半期連結会計期間等に係るものについては、なお従前の例によることができる。</Sentence>
                    </Column>
                  </ItemSentence>
                </Item>
              </Paragraph>
            </Article>
          </SupplProvision>
          <SupplProvision AmendLawNum="平成二三年三月三一日内閣府令第一〇号" Extract="true">
            <SupplProvisionLabel>附　則</SupplProvisionLabel>
            <Article Num="1">
              <ArticleCaption>（施行期日）</ArticleCaption>
              <ArticleTitle>第一条</ArticleTitle>
              <Paragraph Num="1">
                <ParagraphNum/>
                <ParagraphSentence>
                  <Sentence>この府令は、平成二十三年四月一日（以下「施行日」という。）から施行する。</Sentence>
                </ParagraphSentence>
              </Paragraph>
            </Article>
            <Article Num="2">
              <ArticleCaption>（四半期連結財務諸表の用語、様式及び作成方法に関する規則の一部改正に伴う経過措置）</ArticleCaption>
              <ArticleTitle>第二条</ArticleTitle>
              <Paragraph Num="1">
                <ParagraphNum/>
                <ParagraphSentence>
                  <Sentence>第一条の規定による改正後の四半期連結財務諸表の用語、様式及び作成方法に関する規則（以下この条において「新四半期連結財務諸表規則」という。）の規定（新四半期連結財務諸表規則第十条の三において準用する第二条の規定による改正後の四半期財務諸表等の用語、様式及び作成方法に関する規則（以下この条及び次条において「新四半期財務諸表等規則」という。）第五条の二第六項の規定を除く。）は、施行日以後に開始する連結会計年度に属する四半期連結会計期間及び四半期連結累計期間に係る四半期連結財務諸表について適用し、同日前に開始する連結会計年度に属する四半期連結会計期間及び四半期連結累計期間に係るものについては、なお従前の例による。</Sentence>
                </ParagraphSentence>
              </Paragraph>
              <Paragraph Num="2">
                <ParagraphNum>２</ParagraphNum>
                <ParagraphSentence>
                  <Sentence>新四半期連結財務諸表規則第十条の三において準用する新四半期財務諸表等規則第五条の二第六項の規定は、平成二十四年四月一日以後に開始する連結会計年度に属する四半期連結会計期間及び四半期連結累計期間に係る四半期連結財務諸表について適用する。</Sentence>
                </ParagraphSentence>
              </Paragraph>
              <Paragraph Num="3">
                <ParagraphNum>３</ParagraphNum>
                <ParagraphSentence>
                  <Sentence Function="main" Num="1">施行日から平成二十四年三月三十一日までに開始する連結会計年度（以下この項及び第四条第三項において「当連結会計年度」という。）の直前連結会計年度（以下この項及び第四条第三項において「前連結会計年度」という。）において、会計基準等の改正等以外の正当な理由により会計方針の変更を行っており、かつ、当連結会計年度に属する四半期連結会計期間に係る四半期連結財務諸表（比較情報を除く。）に適用した会計方針と前連結会計年度の対応する四半期連結会計期間に係る四半期連結財務諸表に適用した会計方針との間に相違がみられる場合には、その旨及び前連結会計年度の対応する四半期連結累計期間に係る税金等調整前四半期純損益その他の重要な項目の金額と、当該四半期連結累計期間に変更後の会計方針を適用した場合においてこれらの項目に計上されるべき金額との差額を注記しなければならない。</Sentence>
                  <Sentence Function="proviso" Num="2">ただし、当該差額について、適時に正確な金額を算定することが困難な場合には、適当な方法により概算額を記載することができる。</Sentence>
                </ParagraphSentence>
              </Paragraph>
              <Paragraph Num="4">
                <ParagraphNum>４</ParagraphNum>
                <ParagraphSentence>
                  <Sentence>前項の規定にかかわらず、同項に規定する差額を算定することが困難な場合には、当該差額の記載に代えて、その旨及びその理由を記載することができる。</Sentence>
                </ParagraphSentence>
              </Paragraph>
              <Paragraph Num="5">
                <ParagraphNum>５</ParagraphNum>
                <ParagraphSentence>
                  <Sentence>施行日以後に開始する連結会計年度の開始の日に、負ののれんの未償却残高がある場合において、新四半期連結財務諸表規則第二十七条の二本文の規定に基づき第一・四半期連結累計期間及び第三・四半期連結累計期間に係る四半期連結キャッシュ・フロー計算書を作成しないときは、当該第一・四半期連結累計期間及び第三・四半期連結累計期間に係る負ののれんの償却額を注記しなければならない。</Sentence>
                </ParagraphSentence>
              </Paragraph>
            </Article>
          </SupplProvision>
          <SupplProvision AmendLawNum="平成二三年六月三〇日内閣府令第三〇号" Extract="true">
            <SupplProvisionLabel>附　則</SupplProvisionLabel>
            <Article Num="1">
              <ArticleCaption>（施行期日）</ArticleCaption>
              <ArticleTitle>第一条</ArticleTitle>
              <Paragraph Num="1">
                <ParagraphNum/>
                <ParagraphSentence>
                  <Sentence>この府令は、公布の日から施行する。</Sentence>
                </ParagraphSentence>
              </Paragraph>
            </Article>
            <Article Num="5">
              <ArticleCaption>（四半期連結財務諸表の用語、様式及び作成方法に関する規則の一部改正に伴う経過措置）</ArticleCaption>
              <ArticleTitle>第五条</ArticleTitle>
              <Paragraph Num="1">
                <ParagraphNum/>
                <ParagraphSentence>
                  <Sentence>旧財務諸表等規則第八条第七項の規定により子会社に該当しないものとされた特別目的会社を初めて連結の範囲に含めた連結会計年度に属する四半期連結会計期間における当該連結の範囲の変更は、会計方針の変更（四半期連結財務諸表の用語、様式及び作成方法に関する規則（以下この条において「四半期連結財務諸表規則」という。）第二条第四十一号に規定する会計方針の変更をいう。）とみなして、四半期連結財務諸表規則第十条の二において準用する四半期財務諸表等の用語、様式及び作成方法に関する規則第五条第三項（第四号を除く。）の規定を適用する。</Sentence>
                </ParagraphSentence>
              </Paragraph>
            </Article>
          </SupplProvision>
          <SupplProvision AmendLawNum="平成二三年八月三一日内閣府令第四四号">
            <SupplProvisionLabel>附　則</SupplProvisionLabel>
            <Paragraph Num="1">
              <ParagraphNum/>
              <ParagraphSentence>
                <Sentence>この府令は、公布の日から施行する。</Sentence>
              </ParagraphSentence>
            </Paragraph>
          </SupplProvision>
          <SupplProvision AmendLawNum="平成二四年二月一五日内閣府令第四号" Extract="true">
            <SupplProvisionLabel>附　則</SupplProvisionLabel>
            <Article Num="1">
              <ArticleCaption>（施行期日）</ArticleCaption>
              <ArticleTitle>第一条</ArticleTitle>
              <Paragraph Num="1">
                <ParagraphNum/>
                <ParagraphSentence>
                  <Sentence>この府令は、資本市場及び金融業の基盤強化のための金融商品取引法等の一部を改正する法律の施行の日（平成二十四年四月一日）から施行する。</Sentence>
                </ParagraphSentence>
              </Paragraph>
            </Article>
            <Article Num="6">
              <ArticleCaption>（罰則の適用に関する経過措置）</ArticleCaption>
              <ArticleTitle>第六条</ArticleTitle>
              <Paragraph Num="1">
                <ParagraphNum/>
                <ParagraphSentence>
                  <Sentence>この府令の施行前にした行為及びこの附則の規定によりなお従前の例によることとされる場合におけるこの府令の施行後にした行為に対する罰則の適用については、なお従前の例による。</Sentence>
                </ParagraphSentence>
              </Paragraph>
            </Article>
          </SupplProvision>
          <SupplProvision AmendLawNum="平成二四年九月二一日内閣府令第六一号" Extract="true">
            <SupplProvisionLabel>附　則</SupplProvisionLabel>
            <Article Num="1">
              <ArticleCaption>（施行期日）</ArticleCaption>
              <ArticleTitle>第一条</ArticleTitle>
              <Paragraph Num="1">
                <ParagraphNum/>
                <ParagraphSentence>
                  <Sentence>この府令は、公布の日から施行する。</Sentence>
                </ParagraphSentence>
              </Paragraph>
            </Article>
            <Article Num="5">
              <ArticleCaption>（四半期連結財務諸表の用語、様式及び作成方法に関する規則の一部改正に伴う経過措置）</ArticleCaption>
              <ArticleTitle>第五条</ArticleTitle>
              <Paragraph Num="1">
                <ParagraphNum/>
                <ParagraphSentence>
                  <Sentence Function="main" Num="1">第四条の規定による改正後の四半期連結財務諸表の用語、様式及び作成方法に関する規則（以下この条において「新四半期連結財務諸表規則」という。）は、連結財務諸表に初めて新連結財務諸表規則を適用する連結会計年度に係る連結決算日の翌日以後に開始する連結会計年度に属する四半期連結累計期間及び四半期連結会計期間（以下この条において「四半期連結累計期間等」という。）に係る四半期連結財務諸表について適用し、同日前に開始する連結会計年度に属する四半期連結累計期間等に係るものについては、なお従前の例による。</Sentence>
                  <Sentence Function="proviso" Num="2">ただし、平成二十五年四月一日以後に開始する連結会計年度に属する四半期連結累計期間等に係るものについては、新四半期連結財務諸表規則を適用することができる。</Sentence>
                </ParagraphSentence>
              </Paragraph>
              <Paragraph Num="2">
                <ParagraphNum>２</ParagraphNum>
                <ParagraphSentence>
                  <Sentence>平成二十五年四月一日から平成二十六年三月三十一日までの間に開始する連結会計年度に属する四半期連結累計期間等に係る四半期連結財務諸表に新四半期連結財務諸表規則を適用する場合における当該四半期連結財務諸表に含まれる比較情報（四半期連結財務諸表の用語、様式及び作成方法に関する規則第五条の三に規定する比較情報をいう。）については、第四条の規定による改正前の四半期連結財務諸表の用語、様式及び作成方法に関する規則を適用する。</Sentence>
                </ParagraphSentence>
              </Paragraph>
            </Article>
          </SupplProvision>
          <SupplProvision AmendLawNum="平成二五年一〇月二八日内閣府令第七〇号">
            <SupplProvisionLabel>附　則</SupplProvisionLabel>
            <Paragraph Num="1">
              <ParagraphNum/>
              <ParagraphSentence>
                <Sentence>この府令は、公布の日から施行する。</Sentence>
              </ParagraphSentence>
            </Paragraph>
          </SupplProvision>
          <SupplProvision AmendLawNum="平成二六年三月二六日内閣府令第一九号" Extract="true">
            <SupplProvisionLabel>附　則</SupplProvisionLabel>
            <Article Num="1">
              <ArticleCaption>（施行期日）</ArticleCaption>
              <ArticleTitle>第一条</ArticleTitle>
              <Paragraph Num="1">
                <ParagraphNum/>
                <ParagraphSentence>
                  <Sentence>この府令は、公布の日から施行する。</Sentence>
                </ParagraphSentence>
              </Paragraph>
            </Article>
            <Article Num="7">
              <ArticleCaption>（四半期連結財務諸表の用語、様式及び作成方法に関する規則の一部改正に伴う経過措置）</ArticleCaption>
              <ArticleTitle>第七条</ArticleTitle>
              <Paragraph Num="1">
                <ParagraphNum/>
                <ParagraphSentence>
                  <Sentence>第六条の規定による改正後の四半期連結財務諸表の用語、様式及び作成方法に関する規則は、平成二十六年三月三十一日以後に終了する連結会計年度に属する四半期連結会計期間及び四半期連結累計期間に係る四半期連結財務諸表について適用し、同日前に終了する連結会計年度に属する四半期連結会計期間及び四半期連結累計期間に係るものについては、なお従前の例による。</Sentence>
                </ParagraphSentence>
              </Paragraph>
            </Article>
          </SupplProvision>
          <SupplProvision AmendLawNum="平成二六年三月二八日内閣府令第二二号" Extract="true">
            <SupplProvisionLabel>附　則</SupplProvisionLabel>
            <Article Num="1">
              <ArticleCaption>（施行期日）</ArticleCaption>
              <ArticleTitle>第一条</ArticleTitle>
              <Paragraph Num="1">
                <ParagraphNum/>
                <ParagraphSentence>
                  <Sentence>この府令は、公布の日から施行する。</Sentence>
                </ParagraphSentence>
              </Paragraph>
            </Article>
            <Article Num="7">
              <ArticleCaption>（四半期連結財務諸表の用語、様式及び作成方法に関する規則の一部改正に伴う経過措置）</ArticleCaption>
              <ArticleTitle>第七条</ArticleTitle>
              <Paragraph Num="1">
                <ParagraphNum/>
                <ParagraphSentence>
                  <Sentence>第六条の規定による改正後の四半期連結財務諸表の用語、様式及び作成方法に関する規則の規定は、平成二十七年四月一日以後に開始する連結会計年度に属する四半期連結累計期間及び四半期連結会計期間（以下この条において「四半期連結累計期間等」という。）に係る四半期連結財務諸表について適用し、同日前に開始する連結会計年度に属する四半期連結累計期間等に係るものについては、なお従前の例による。</Sentence>
                </ParagraphSentence>
              </Paragraph>
              <Paragraph Num="2">
                <ParagraphNum>２</ParagraphNum>
                <ParagraphSentence>
                  <Sentence Num="1">前項の規定にかかわらず、四半期連結財務諸表の用語、様式及び作成方法に関する規則（以下この項において「四半期連結財務諸表規則」という。）第二十条及び第二十二条第三号の規定については、平成二十六年四月一日から平成二十七年三月三十一日までの間に開始する連結会計年度に属する四半期連結累計期間等に係る四半期連結財務諸表について適用することができる。</Sentence>
                  <Sentence Num="2">この場合において、当該四半期連結財務諸表に含まれる比較情報（四半期連結財務諸表規則第五条の三に規定する比較情報をいう。）については、第六条の規定による改正前の四半期連結財務諸表規則の規定を適用して作成するものとする。</Sentence>
                </ParagraphSentence>
              </Paragraph>
            </Article>
          </SupplProvision>
          <SupplProvision AmendLawNum="平成二六年九月三〇日内閣府令第六三号" Extract="true">
            <SupplProvisionLabel>附　則</SupplProvisionLabel>
            <Article Num="1">
              <ArticleCaption>（施行期日）</ArticleCaption>
              <ArticleTitle>第一条</ArticleTitle>
              <Paragraph Num="1">
                <ParagraphNum/>
                <ParagraphSentence>
                  <Sentence>この府令は、公布の日から施行する。</Sentence>
                </ParagraphSentence>
              </Paragraph>
            </Article>
            <Article Num="3">
              <ArticleCaption>（四半期連結財務諸表の用語、様式及び作成方法に関する規則の一部改正に伴う経過措置）</ArticleCaption>
              <ArticleTitle>第三条</ArticleTitle>
              <Paragraph Num="1">
                <ParagraphNum/>
                <ParagraphSentence>
                  <Sentence Num="1">第二条の規定による改正後の四半期連結財務諸表の用語、様式及び作成方法に関する規則の規定は、平成二十七年四月一日以後に開始する連結会計年度に属する四半期連結累計期間及び四半期連結会計期間に係る四半期連結財務諸表について適用する。</Sentence>
                  <Sentence Num="2">この場合においては、平成二十六年改正府令附則第七条第一項の規定は適用しない。</Sentence>
                </ParagraphSentence>
              </Paragraph>
            </Article>
          </SupplProvision>
          <SupplProvision AmendLawNum="平成二七年九月四日内閣府令第五二号" Extract="true">
            <SupplProvisionLabel>附　則</SupplProvisionLabel>
            <Article Num="1">
              <ArticleCaption>（施行期日）</ArticleCaption>
              <ArticleTitle>第一条</ArticleTitle>
              <Paragraph Num="1">
                <ParagraphNum/>
                <ParagraphSentence>
                  <Sentence>この府令は、公布の日から施行する。</Sentence>
                </ParagraphSentence>
              </Paragraph>
            </Article>
            <Article Num="4">
              <ArticleCaption>（四半期連結財務諸表の用語、様式及び作成方法に関する規則の一部改正に伴う経過措置）</ArticleCaption>
              <ArticleTitle>第四条</ArticleTitle>
              <Paragraph Num="1">
                <ParagraphNum/>
                <ParagraphSentence>
                  <Sentence>第三条の規定による改正後の四半期連結財務諸表の用語、様式及び作成方法に関する規則の規定は、平成二十八年四月一日以後に開始する連結会計年度に属する四半期連結会計期間及び四半期連結累計期間に係る四半期連結財務諸表について適用し、同日前に開始する連結会計年度に属する四半期連結会計期間及び四半期連結累計期間に係るものについては、なお従前の例による。</Sentence>
                </ParagraphSentence>
              </Paragraph>
            </Article>
          </SupplProvision>
          <AppdxStyle>
            <AppdxStyleTitle>様式第一号</AppdxStyleTitle>
            <StyleStruct>
              <Style>
                <Fig src="./pict/H19F10001000064-001.pdf"/>
              </Style>
            </StyleStruct>
          </AppdxStyle>
          <AppdxStyle>
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            <StyleStruct>
              <Style>
                <Fig src="./pict/H19F10001000064-002.pdf"/>
              </Style>
            </StyleStruct>
          </AppdxStyle>
          <AppdxStyle>
            <AppdxStyleTitle>様式第三号</AppdxStyleTitle>
            <StyleStruct>
              <Style>
                <Fig src="./pict/H19F10001000064-003.pdf"/>
              </Style>
            </StyleStruct>
          </AppdxStyle>
          <AppdxStyle>
            <AppdxStyleTitle>様式第三号の二</AppdxStyleTitle>
            <StyleStruct>
              <Style>
                <Fig src="./pict/H19F10001000064-004.pdf"/>
              </Style>
            </StyleStruct>
          </AppdxStyle>
          <AppdxStyle>
            <AppdxStyleTitle>様式第四号</AppdxStyleTitle>
            <StyleStruct>
              <Style>
                <Fig src="./pict/H19F10001000064-005.pdf"/>
              </Style>
            </StyleStruct>
          </AppdxStyle>
          <AppdxStyle>
            <AppdxStyleTitle>様式第四号の二</AppdxStyleTitle>
            <StyleStruct>
              <Style>
                <Fig src="./pict/H19F10001000064-006.pdf"/>
              </Style>
            </StyleStruct>
          </AppdxStyle>
          <AppdxStyle>
            <AppdxStyleTitle>様式第五号</AppdxStyleTitle>
            <StyleStruct>
              <Style>
                <Fig src="./pict/H19F10001000064-007.pdf"/>
              </Style>
            </StyleStruct>
          </AppdxStyle>
          <AppdxStyle>
            <AppdxStyleTitle>様式第六号</AppdxStyleTitle>
            <StyleStruct>
              <Style>
                <Fig src="./pict/H19F10001000064-008.pdf"/>
              </Style>
            </StyleStruct>
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rVHUl3uHoWkvZv6clFgE/o6K8w9XQjSLQQZhnAX6Sk3uftaBo/Ah68omHuPSCo+XRrMni4EieS0wys3wef6Sa7IuXcDzf9Y0exX2mLoLbuNfAQtGR5NJ7SlpmlWwNryyEIqPE5EqlHd8ERTEJysLgkpmtrhw2Ewoh6QsvpJRapR03DtbdTjS20Zk1irknhX7JNjKDz0KvkQNCoZ87x6BXbF4sCqKGhsPRgXOiUXys3LarVEu6k8p3rlkvX6c/2ixzxa9/OUdZpJscWyAafQZ/UgFMcn/C0hoflTGBy8IQGZ0DAVfwdn4yW4tbfbxRb/HXS8fib3CQ8zILche97VivxZmhPGbiHrO9lwVKwENkQP8y9/rtlAsmAn9DBO7kfGnKA5NORbEwXSp3+O9UbU/bb/dQtkZPg/PuIxMv5/csT71y3qfzzisTP+vzrhMTL99/tEjP9nuxIjy3+9NXQjzyU7wg+TvYNBjzTCS1Ks9uFCWVCoA0UiKcsvEzQMSPHFOZnt33SMlR24JhRwI6NIGIIWQekqhuf1hek294Y6qSm4j6Wv7ao2S0pErifT4e7++eXu58PZbT3Qtg8i+DFAeCUT6FhUvuLLsoRV2NPRrh6XFqiLZHSezSgnUa5KjEWWHxt/l+3mQd9m2uJw4YDSngU7mEjMeyoI6lXqnMpDmoIUy1u13/2MgtCwKYMB7ZnloCu++VKaa1iPpaJnmNrhTg2bi0yGzFcfwzbqH+hFFumeUjppfM3rgO9mYE1iqxRbn5/HZdEd3EmXKsR1WOG98PN7rF5HSl2A0xsY94To7X/QCtP/4Z0Ienomlv91jGWnZ2Fk/i/cNneAZ5OcaZDpHkilOKmc3V7k/n1KcFV4mT5e317PnpLYyEJV0WilWkuoN9JO+MOyH0nT47wYwAWRznJiGzkNA88O823j3h+NOZAYMabrH3Vl/flUdXl9qm1uPdB3LSvt7Oy8+t6975579E2kkUj8xUNcoXjzdrHxvqT3tq1jf2J073VTO6ano7Rb1a2VaIzsm9d7luCF/9OxlrJLJjGZRRrRfbcb1nuQu8f7uPmHWKKbbOKGr/vuA9dNr0l1TvyBO2CObg8c/XgvxRdS1y5sreiV5+uSPKdrmm3wyuoeVwm+56GWi3fxqwo/4Xikrf9qcciN+x1iR8Qu7XhW7OBnkzhO1++Ya6rOD0r3TzdJBR8wKy9xn1BhIoBXXgDXr+efn1hjCS/jSgppYihUqnceiQ33/bOfObV9HnzfEiXwV7w0V6nFUZcLN1Zf8u/hc1uRj/k/X/j2P+lPQ2/MEgnz6H8S8ckc2DsTwcVguyklWo+3nUnjB39ysLGF8iZrzV5JFG3vK64xJH7v7xQqf1DlYfkezjvZuau68nQtBfaxaZZLje5nNZmZrIXdwA8U/rhhJW7w4fO+5Kb48AWYP98G612VmnHce0MWVkgsPi4ui9vcvG+2eFnOSbXlYHv4qv32eI99XHuV4aOT85FUXMX6rKuR46vr7+hs5f7uhiIvdEvo7whFp8ye3xUBO4Ohc2Rn8EQHzc5yVwhKKnZTCHvE0WXeJ7nWYT7gHoxCy0bxRLdhpzsUAZe93hVBn8XtPh+IWOs6H+qIQw+qODtZ18r05c1O3MlL9+XNTLyX4yZd6xad2dtb9/vsSDkcf784S6K8OJXqqNj0dZ54bOHa53rcqPJqUgup2HzsmDizuo8myj4l52v57WWvm1kpQf0w+fR4UpFwcUatRDde0uJDR2HCXo7KHk+FYw4LZw0C1w0HvuAfxAoF7gMDJ4oMZwoNt8qOcw3Jzm7D3p5kf1+6vy83RJgeIMQOHWYOjXPIwU7yaD9O20/YBxE2iIQTmcMSbogqfVFIOWU+CZXZiCqzEVpqLabkmk/JtZCsYz5py2zy1xZUei2i9FJAaWU+6ct8ApDZGFuKI6wEV0AZtpBMbD6pwHyCkemII8MRUJotrGSpP0nJfMKc6Yid6ciV6QgmwxFVmi2kNFtEiT6fHGU+Scp8wpjpCCrTEVmqLaR0y690K6x0K6h0K6pUW0T5mk/5Wkj5WkD5WkQJn08JX0gJX0BJrD85ZD5JPZ+sVkgZl09ZJ6iEJ6KEJ6SkG1PaDSbjgSPjASTjgSTzDsZ80mI+qWQ+uWQ+eTWfvFZEacevlCuglCuilCuktBte6k2c+SBjPsn21yGodKk/mbWQbCeg1Isq887KfEJrPqm1kNxWQGknprQbUNqNLOOBnvlwYz7ZtZD8F9adiNJuWGk3vsw7QOaDAPMJ13zynbBSL7TMuy3ziZD55N8he1GlX1zMJYCl3viZDwbMJ3+p6RNT6v17CUXmA7D5pB+/ki+CzDtG5sPf8fBFlPhiSrliSrp/rSAy73Hmk+TzyegLyX+CS73/JoOS+VBkPlm2kIwvpMQbVOqNJh3QSo6J7UdVI9UHQyGSVyc9qVi2ElMU38YpRc3k7JEx660PrbPeYhVgu0F48I33NSupwt+2+x3jWdXRvH5DM03+NkBmlIyQiWciiUHMzCMIDRJNMh/HC5dnIyHwcYFOZPKQZIAwolBIciNbtVHuhBYi0U2/d0Mzku0QupfHQ+gFxn2SORay3xsnRjffbrrZWuEkc+TpOdrs5h79LoWbx1CXNfU+yMxCN3FmJMcGszNltBXgkjyQ69WPp5cpbKUrvK1qrrVZo5RSkWrEJWx718pckBVaMmwfn+TahR2ydVze0EzfJ6SbnXxg96qfj78MtLOG9Pv3a3t0R5zV9EyuwQATXoBZtJRo5+Efds5SipvZxcNTzaJ7MnxGuL2OfmypnFsTnfXW0fBKphQM2eR008YU28eBgbSW0+8QeeTAg09ltYh72C3mbxLdVskkVfrQOTshZ7kA0CD3g1d4njsUo3tYGp5dHnYjGD5sW29dTsKVpTnVpW3zX8MZIRbKZAPR2sWIKiVUqK1S7sUFtNJDt+Xim6P4UuAlZN69m39Cs3Lx4D8BcSss6rVpeaiyscHOLhhwtFeaP/apzjLioO+7tqcmLqeOj635yAnRTQTZyd8ikb+uvxczn3jHJc/Q0HrjHHTCmIePeIKYZu194gbP9sh4nldW3Zau2hCrQR8Sj4yE6u5wOOdWz4RA/kh6alo+5QW6LNRF24JbAV2V6BEqwPB+u8UozqiFUzHVKmoo6D97mhgMMKKorLCrBZvoppqIqEJ4J8ExNKuohOKLnGibNgbO+TgcyRX3JfiyjIB526IPDTvQ+jExCXXtzMncbTDJmL3c5U1cNx/8CA29vsYbN6A6dzmbnqr9Vo3En7z1A/x6QbfnSyHq/iMC+SC+sLkYBRVvIGLjhl4ouuxu8Bn4UrUptgCPrRcfK4G/3Y0/LXenVjC+/2MMyVvfXGrTxvcRCPbqdzeKL+FH8M1539D7rVFIGlPCd99u4mA3V0cuULRjCzKhN/hN2v5ncv5bApg7EnNTs72x7DXA8A+w/R8i+m69ZF6o8oXPn+Ks++A296qtzdbW0c8/fJzOsR7Ig2Z/tD9oshUmJPneC6upqGrZLZzRNee4n7Juy375vDBtvhr7cgLeugP+oAKU2e8gxnmEKiVaZ8VqxCtlA+HIHGYjnTmFoJSlLhar96O+AlRtAY4HHrMP8GyVUhUQdeNYxptVuvMVKXvlpZ7kvNArS79cf99f54EAdW23OU8NbwcfwhCro5D/lmLkGWJINdAA/wo0D/3Tq7f2xb9mrN4AJBek6ZyjuOBKhTpUFH3twhwj/5gyOK9N7i4yuwJ4QECLklFu31XJSIUDrv+LYjTCdAiYeUa5FGZqmXbqbqtanA/uh/NXSMaMEYKgiK2fYTMDWK7HBtGJdfnv/kVGffxqpKpLEz6wqD8OazWn3OiEoFbiAVSLzGyMMlMge/4V9YZabOVQUv6oSFNUqTRb9Dnr6tCGU4zOYgS8iOqkpsypxRbBhPvRCAlVV/cjygLxIfgGV5z63vkXkdWF0/4ttU+Gwvwb0fuRbleNNeuZNVsgi8cj3LTy2r37mThCKrQs7omngkaQi8BR1XlEVmPHRVwEkL+0myJFxOFv+id13GYFBEEOK8inCWTiDPD9tDOxj0emt2GORwCCdUc1hn5EygRz+NO4jNJLNey112pOdMD3MTlx+/1tA8ANSjoLsAP3JGZ1WShcerRnn6WHAKUIfBDJQEtaU/j1SIaV59rP43ruP40Q/MQubQ8fYON6SyIoS19mrpznMlPPMENLPXpvQjmmHHcMQR8Yq4U7C6iky6HicZbaaDM0wXOyLTRUeRlg0JE609162C3lyDh++csjyDLEFdkPsPT7Xekfyfn/EdWrdSr+84EXqc7HVXSmLE2AmgvBLLZ14TBb/pxPyYzsjUzVCZW7ZLM2fXLIj55JKgf42OCogOFeGemgVMJzvz1X2lsh2RXak+QMthuhxYY6BIvpp1TjllXjlIraJXiuiXIJfSIOMRQtFL7jMUabbD3WWJNdu/UivuFks/UYA69O9uRwzglG0uSqueasA++ffpFqRJNlb4qRa5QuHAYFZY09Oc4kQyUdbdPXaoe79Vb1tOc+T43Zl48dC79iNtzKcICGM96vPeNSVH6dRcaeSS0/HWyZYEM97ClHWIfdWoKqvdZ+zi4x61JYzpI0BYh80O9Pj5hx5yZN++hkcxS1mCfeR5CTWiv5CvfhWgY9JxcEuRu6i/vaM3G141tnkBHHMTXbhLenc216luNbZ7fS9dhzF/hc5nB+zxy5Ay4+wax8AGKiOT4BIK3SccLpu31qvfxbpgvsGDIeEDOhkn9Us6AQRVou5EQBsH7Qes6/ZSt4vZNy1Bm+fmUZl+OsPLUA8kOIYckkRFG2MrX23F89kraI70udvPUoLACyLqi/YLwLRIGW0JhUbxwzUwnUvdj/fFhZUG7Ie/WWIZAEZBpFtNYyEnHuRZttpAUA4WauJA4wLPfaq34u9fcekJCfCd7Ne37QSOJwheGbRVO1gwZLjHjJHtAUKM5p5UA5OtLYcX8pj1D3VKUKrEI4sV4OFRmM9VIIhTtTb2nKVfJaZKspoipEZAXPVX4KLzCuHwxCm9mcvA4MUTrarynHX03UXUB3QScaX4ldLHyNMl3K2SXGnLGwBWIFUCo0AOeQPMYfofbKGo9EYqo7/UicHokBABXR6NBov6FCVGXPAiwZUjRYjSuhU/qiyjOrLT3FAb5Raa9gjbD1Un+QnnZ4L1oNXtqXp+XJgtCm68vVMLuOk+VL7bblGSFRVE89QeTF20aue1SRU1th8mUKbjK2rAbL0ViynGRIGZutCtay/H2xUJLlr1wQrGDOSyQHEeXttOvQImE6c6/SOdjKKjwhv2zeRQodBYwzNKIxdzLly0uhBln4MQFl5MtAMGom/YWVq6CMTIN9VM7hZjhOmSrFlUeIoYJjoTKMnzGsv1jeDsiLu4rBS8zAF7S0J4lSfnVkrRx7+/3ekRHj79mdJwTL7kK/QzjKXrG0Ynqh6SGuOS2RTa3Y0EmHv1hKhS4A7AcbKeaCvAebj02Ay4GVBcY9jpx0BgVQyMWl3Wg1QAdaKkHQNAi8Bk2OvtRSHkFonAZVriUIrGAsKzbhDJ3V1VJV5me5R/FHPsMjXQ/dNGgpzRdmomQB2GseDrIDcRSEMVDYx+TnK69WJN0rTzfFwWg1HU32pNT8DGWwxKCpZ1+hMSbNL0NZ8hffqjy8RAMO2isGDAsQ7v+Vq4inUhAfBjo+RAfoiJ98614RefHcLUDjCbE2XZgwqr//B4U469u95OeOBHhuMGfmx0wLHkNCVmYjGKaS9YUqUAHkV1Bc4Ek0VvB5vbXM2WAp2tKocyEmFIP0eQ4IT2OMlwDeKoCnehOuqE7eFNRTsZ1yaipFPCtoMZsTudZ8EiQ4oAn9UDNHMZt/+TzKmkK7AjuWfEzZBUzxZn2g9rmQwvg25BQnPQ2uCrq9H+Z4TFRwbHHvB/dTbNDizeLQIpt15R2M2E+ez+pF32CX7UGXbOrMRddcIPW5TC8NVgVdxi8stk/FJ++KKyiGmOU0dGU8ikozgYomnjb7SxDnoh+dOCaHpCjK705tGMqMTnd0NxkVsPx9QcrdwbXaQphbSY4bCv1hO3E+Oh7W/jCUa0/2+JfVkF67JtmuCARgOttZpvktaMpM69n6fZdIBMy5axGb+bOD5xAieS0pFWt1+CdiSyPbinVykQintYUG1wEPMnggeCSo4ORSrt495nTbNOh+hoIzR93omHHnYB5dkI/MKk4EWnnN6ScR7dPB8Sz57n7tnNd67nbcy2SkUEtAZyBWgtstkP0wChCWqEFzUPs0R9xjrBb/2UtWWSgMNDYGa/BmrAhDsDZgaCIgTOH8QWoi9psZ805sP0Cokz7xJZ69WTOe7jlXBiF0RXxTjtx3u/2l1/Ds1LkqY2MQelG1ATBxkYL7CgsVWtSceQByynWTSKJYlfEUbwFwWxgpYDqgyhVLgEBJnCz+qIMifoH62Ur9Jb6AXTvxpsXWmfKjJgberFQTVxiHaFm+1Xs4bM65RsJpEJOXi5IsTrCn7BEBWcKKMZpLqkiAbvAywQCGQRn1KPCISqGbejmhhSepIUxOcP2yDvZGZAFB7PAqcBhtVXtmMKxNx34Qgo1kSoZh421VFuLGKQ8mhoDcIPjgAeEeXAgyRw+g4nMZecpvz/DQWXJCcOUSRYthOM7dOMsRJOPwkkkilS6FaySUsuDx1CP92tJuIzDPWzuJvHiie5u5unbP6jC8mHHuxQnd16+V7erIY1oOtSUA63QWHp7LoM1AsouY6kr5y9aKMI5SzvxxboHsDMRyzHuYchNqf5CVnjYkuGHxklIwrJnC/alo8PjlWr9kX9oWqyznfT3zrZrDP3PNHnPyzEHYRV8ra4q4UPLczrkrm4eje0NQfhKd7ROZeng5jVVs+UrZjWe8gibWLDXK9/3cchsujRFeDg8Wovm5KBn2bOOfxK30XwoA0JGfK6baME7zgN2dNmLxuwrysRiVa8u0vhmZFALO83LhzpyvgL0Efuk7q99J/OcoFA4CMmTWBR2ZwPM1RByhcLM0S64s6A+yBieMzqiG/EOr7afAlgzAtkzlp1fDwa6gdOm3J/101Nh/sJ+G4wD97t5B16KptTAoKnpTp9MdNs3kANCDGAtLQdEGKpvLcc4mhX+hJWkaXpiV6swNuRYLeQV3ZmW8cECsdQta5nvHQDzQet36pcJQJrhaN+YBmjqzNhSN9P7K8jUvV4sUMDO5BNbbWbXDvnQ/EfBTfiuoawETYWTrBfi6QS9hkW/2ycZx7scDl+0QHZUMZXabbFha+WVLpO9nuzP2ES3FtstwQ48dUUE0aCkv36XM0qKORsDV8Us6hg7VGcgYuLnKJi3JUjy87Oi6GnZS4iTbfDdOmeGU31qlVJ401tlPDVL34h3Me7vVRUAbPhPzCfhAvlBBvsw1EAmtMppKDGRNByEsE9vMPaHmU23RRQ/05t6u7UXLZLgvUK4WpiSKI/nXH8veTd5k9QF5QxN3EtYfuqeNP90TX9g9eBu49AvK5M9kExnr18RLi/1hOwHwB0oW4DJnFGy9k4YPW9x36/0v7SeKBDL1waqoD1kRg+blyPnMma2qq7SwKOQFcIuUl+sAUvWae0vBUG5Tv8waQAstoaAm4zN+UJZT9cJ8JyDlNQE8VIyUktcC5ZcAnREy22muVqXPqc+Z8m1x2iMryfzPhAHBSpfZLQbNImD0y6WLKwVWj5fFfo+il9CJ84FG9+0lgGGG6q4fC/dYCZXD6hpnm2CuiUVIL5m9uoErkfuK3zgPIJgCNl/Wr6oes6NR8AcIxmbUmoh2XmDNb8xxYs2iOS6ZaMAKgaNBUKkEbNMnqatIb/MWPYdYgZ2T9q8pRzaNQxJP8SMB/zKdR4KhlsDBZTcB0oDwGaSVq2K0pe9v04i+eiME40YSj5QerSpfWoDXS/SF+7IHN8/zk9Lbrtz9afF52i04VAqNvNNbc9OyBbw5X+K+D+BL81XVBOh1Cvq4fX7OjcRZTOjJvHzOl/0D0xP+2AZzsdjnsDxU77tiCgNFdG/MEemfdAQT7ik7Kx0Cc68ETSUNxhDwpb2erUT8pKyOtiLCexeUS6OoEiz4aqVc0mh6jAMeiUEVkv7uvbSY0rbw/C0NiinnbDXFXYhsD7X/xamMdW+KOQkdXymYn+FAGpcIph4l6ZIPDJUDzM3EAsxXBCHl1uLMF1TK+yF2bpcRF6r82teRZ5sS9sf0p+sO7fhAb6NuLYyx8S0xl77zt9viHbAYDzsz9t1Tl6Eeh1HcOHcfh5rMGW5UkPoT8cLFK4AveQWwFpr/egpVOQong66Lc11zbaUX/yBGAuomnrifDoVyOztioK+ozFIAY3Dtmac0wsknTuXAhwmFcOMSSfH1ecFdSj63xzVIbamTZUZnLFRSnOx+sIw/Sctx4zwhCmt76ACWVWL8T9YTyPlUmmyUnaZKqHx94la2YC8Kp+cBgBEXsVB7SIKFQDnAC3RzWmNXx4VGg1kyqspBxMVmplrYFE4qjCf3Yw31hvzd3e5xBxufVXicteYTVSvYBztFtN0CCOr8GYogS47l6vKx+iFXh1FtIfo1vdmWUbyz+LCAmqN5Sco4baivhsxZ9ds1neQf1FyetgmXvtqzvUq43lIdN5gTJvzJszqTu7ZdTgGT/qA6fr6f41LPGxOzpjWv008uxPQoWFZ19O2VEZdvGuNQQqXeJnWIIiLjEArUSlrJKtKl5eXkWcpl1IHDQ3iFfQvG8xLDAnlIYkw208Iv4SZJgD0HMgDnoKNpsSUlmj9Qb69JbJVrfqU2v2m5v5+3uDmPHVmPH/xGNeH2Jj/Ll+IBv3Cq6bX0tvcspJ3KN448y6M4eyLMsmvTYZkud5t/WNfsd7IrEPJ9cmHfRKRQBVDrp4y1pQ/g5HYxKLP48zL4yLWHXAt2tkIyUNBhzP+eEvYREfbm71E10LCKMo04OvEAn0d0zImqENIcO/deo+Kf1dg8oE8/+7tmVmO8Enr6hF5e22didkz7PbmEOglj2OM+NfH27L5DMTW1VZclgL+qU3iUnHjkITQBnpYfcWLUWQTHHMFUUtRAaNVDqabuQagbaWRpADinmmQ0wCoKLHDCPvO/2EkHWfMnEG7Ph+PxF8o1ZJ0LLrEeNUACs6zIzB7KUfn5oGj6e7IBxzeJzgK6AKCAFSLM4pfUYRiDkml1QDMkFm2uEVEvM6jjBrFhkiPDm3yW+oCvP2goTiQuzu+dyZaAff4U4KNx9vxMgnVZOqQCZ/T97v3RbsjDtP/zCLfPRpxpP1RvqkHhxVJlHoO0cQ9RA5rsZVphHkjmLgtYK0cRX90vT8CDOy6nFIBWgSGai4B73msCCsNYVawhF1e+zOL/IlAUfDivFq71DIONZukydsoypehQO4XlSQgjo1LjtfGjLWG4eFaCH4zH0MZRc/Hagf3awOYlWpnN6vQNSzD8wFGuc984Hjc9mzaYv05ozHm2WWKypyRCSIOBwvgltH8H7BIDBVGKG30mJmlQgqHCrK5ASYGyg8XTAh0uqm6uDDNJj4e6L+IH+1s95TZFl2k9Qp/N+MHw6tRiYd6baeP6yoG5PKTA3fnj7DvDqjL+jCm2OWNvZ46jssCrYTYEzyN1cdxqOliZcdtcOtVED1l7yKGCSA2gkt68Qz2GeP+6f7MvjsIy/NlaUWTsvQ4gFmQBOFE2YAjbrZ1QTWXGCTAL6dKxVsiUqfaXGsDzvm7cKQvwIhoV2HuMwdG40shFO+MW2nyC/0gSPIKIVoXnvIUkRwZJxASs0JrjTIRFPcw1EOybZz/MckxmQO8zWy+ND6j7e6azYmf3BBubGVBQZNwnxeKrE3Mw6bf2xRHILl/w/QxhcJ9SnYatun0Umu0iQ/aWI58AIWAU8Ql3NS2+KpXtunKAE5TpPm/MrMfEakZtnyvE8wnh8p/wjWz8Bm1yPh4uKJpgIpenaCR7ISiUit6QCFFbKV7noctUDX9d66FARII8AEFB2VAsgWdS7oWE0uK+tNytY8b2Whmy9Jdm2Twx4z+F9c8efR3Gh09bjhALQOrVlOk2WIOL0xUe/UQiiE6eywjt3yQg9urLViB3+yEg6QRn8mcYRdfvdLvjZr2/sDPbzhv14mxatJ7W6mweK+oKgf82OiTfJU9FiaBUZxUHeCzlDVqrJvhSTZ3eGx96OMp8U/YcS4L7YTDgnhi8wUD4jvmX4fc45Z3ghEvdAiFAHSMMUQmr5AebbZyVtu0RsxkU7alEhYmyTwT1BfcxROe4dShr0jRyB6C8aia0jAWfKN4thqYA86ODxEBQdxql6dDEWSpUMAZXnvOynZ2wqICTkl7QLgDG7f5lFS3ZOEFJKeOuKhsABQAoggOYzYP2NHeBKSjGg+ZwVNwigPOJoPePaQHvWv2LusQ81D3PJ949yzgvT33bc3pLUzm8pvyqLw/0J1h3rkx3XYLbNaMVVxHX8By68rU9CwEfcYDOFaoQT2mcvc1i+VuwU+0DNyzETlxwPerl5b0FE2/gjDlUPeoQBXxTqVsaJCicCV2UcMJ+0C2ALgRwyl4SOIUzFPZN+CGivfghbgvNEP650cUi/nqJL1uDo3ySfZTfaQe2rRxTJ+xBOL4rWRKmnM2oexgx1mbwtzNEm3sXUjzZvaKtnOHyw7b6VnuZ7Viuxv5DjkzBoUDRKF5BKuFaqDHl1sVk0EUQjXrqKrccteT+vsB2UNxc45+hwFTabOwILilAwEGxsUX+nPDObw3eOuN7oDYShBej5YMrGMTRn+TtZkRVjr8QWe0N9Y8L7pmR8YoYdGKN8v8gUqmX9pMrGwq2BcZBzBDjuPf492POCchAvZ3wvjGtvzFd2AXg4yTMwhQQX92kw57YjS4zDmtfPlfqOO7NXJQqSjqcgavRyywRSRRcyFUoTcjIl2BKN2tP1TtPCs87eod41gpgsBQoATZIIAFJg2tftSsV5e8LLDOdcvbLqkQWaX8YtQI8odpKoZ7GyhOexNKy0ehzdZaKNPPCE2EXEzUVXGWVtzuwaTCMYjUOaBtmCivQ6PuHlm0In1TbQu8sChPP0OK3L+6J89HytHPwdBYowZvJ+fkmqDxKma5nQBeOYG/0k2FfW4XI6OA+46x4fReOuTsWVwqlBehK0cqgyyt7lPPBsvdYjEZeB6BbS5WTniMEk86HUUbkb2rJmPPuwy9Fshf7D9rIIuNKqqnsVSDbCmU6MsJOAVlC4zNToaGbwtyBQ5Zm+TsvRxz5TwIbCqQAGbfKmqjQkqGleEyFiWPEJ5hWaCJ1YraXAqFC6V9SD4Lst3zRn8YS+3MIzVUCi310Pyn5V4KzueV2puNldaxsL8tPwEYkz6DqTuZ6bCsZxxf0PHkO4vwOMdH0R5kuD+IEzGeDIRMKRClo+4gWyceLSJ/2sPWQUCErmo8VzQk+Uk6nUs1Hp+2X+ZxVMBgzGFpOR1yu6jVynEfPJ4Jogkl7a425DCivlH6UnJ1C32ksoXBFQXNyLZZe3r9qF0Vtk59ei9SOW+zO3HyTuugDNsXd3cbFmI3kLYX/JOY6fJ7G9lmZ/pS0fKxeC0Pj3LkKxUyzZlqGnRQiXh0yHWlWEVoKDCygn1kkxklh0N8sqAkgCd4Pij2Uh0itUJjnBsV2h43tL50Zp7dZ+hXMSd5oO6yQH3avCG0i4+QdBZYdiG685YoBzrxIQQ4L+tFEowZVCRSpqLvCrATOoTThvMh8POAXxn0OpHV7JJ15Aewd85m0sgy//s2JCd8l4bYXPiRHMC5ABUzBX4Mt678oT6a5EBtMxDaV//HcwMl2RETSrtBS0z890Nkyjqzda8fVLAZkGFhpshzCb0uYdHbKjCw465KKTMgmg+PBP4bUvgHbC62o24XqfGsnmQeswzLfTsd3h7MonPPTnb8ysW7sCl/LDtlVZ77GM/Urz/hafwDBtjbXqT8JjICbnxcx4JSCQM/wnMiUlH+mKgUmWIQsiYuHgrMLhKUSBWYvBJ6rVVQ9Hh4WmDGR8BKQT0p5xGA4xO0+yHPdkEZniqr6ROSC3E61XuMWdtnqe9TFRracvyAP0NpAHdXyHLt0YMfQN3lJsFYfAYCcPB+AN5qa0yAP9CyrZNjEeSPsk6wN/ZETsWNwljIIosxIiOyjxHuJ/yXWYwlsyxf4Y4ne07kTGLSLIwynMdkmF/5EJpIm64XtUqriz5K0JbSvakkHDnnkfAHiRioWWL9Ivp7SzHqloGtscGtWFhUm1lGrmZWlPlerVm2MOpD+ayEZTJ5Fy022DjAlmBUKZwg3yNMIIfct2W1/RW8Oyg4OSrE/3YK2IZeCYRdxqkhzKZm1eJ3zzOqontQfgM6HYucf0ZHclwNnPhYdNbN+JVavOX9Q2ulXLTvme6DqbjU9qbeY8F9VIsZXwSSoWuBcmMXoK9MUCERlTKGVoGoEp6IPUE6ThA5j0oTh1mjoDulwN4ETsUZY9bOJZVX96FJSQFcR9sCTCeAGMDSjwXCMUNfgjQj6QTQjXtkLHKNtUAo4Gs2d4AVCiAzwLHHA/tJssQLbfHTf3U+V2FwMt1xF+KnrZGA00/BinVtR9nNaFnl4D6plfGFHQd+5NGYfGknOnkwTerAQEWqglJ5YK6KihrIwpzMtNAadxNnm72DhdvoDviT1Qk7OKWcbgqrcs974SGPRNjha1DRqzdY4vza0k84OsJCjeazK24HlY4liQAsge3DUGVUCFgSUVmmWnv1R5CozSxFmxgAhwcNLMg/NWZUzDAH3ov1tkXAsEZBC+2/aTU9AWL1FJrzV198in9aGXGCv8Jx3BFCf2nX8FsFySJ/NL2v2oPyr0YdI6ioD0NMjpAnkL811QbdhYFLAWijKgYqgjjooU6bRhOamzoCdAoBoF94vG0UNOhxJLreCLM23GpJvGaJtvSU+Cp+o8+seFndlbFKIjCyFloXSklGNx4c+IJJ1b0h6vjlyZ4e8lB+jUCCZ2FQSIdCE8AlqCzdnc6+it3VqUAvhVNK87eGbnUyxUcybL2MClRywxT0Ag8P4BUbaIXkSNOTHPrY2i71kUskri1tAkdC5qyC2x460RxApiPCmvHFtv2qe0BfnBGZeVpfqFldNU1462U+1gjlNGK5+fEqRS1SyasBuYxx65EsMEj8KvVpjH/G2C1VV2MAnIEcz/c8sWcr8j0/R7jVbhu2frN5UpThmlombM5MS4KjJxRyca7HbdcD6Q6QUQjKpbOePIo9E5Zvi49wlXLjVRgFx6m2eF1E02AsoihBN8auZQsu/U58ULBzjlRzsXPFfPW5OQQoWHgXswH6CQJor0IRdzHvnA2W4cvcKGrg2GXmk6zFw4oM9befE+lv0xUjthHNrL2Itth49Mn5lk3A6I0YB10fu8maQfQc8ZcxwOLE+9pvROn94BHgsiUUDwg0D78GPFb1GqPLMtOCPK9kYInEbd4ECmyMMZzm5jcqUNhxKUzhXislAAJukUivzMsh0xM6RHx1J97T180fWvMOZaxOgyafID3Xo4/vTQLCUXjaOB4mC9wIODPWoqwBvwDgiHfGbLIaLd44++gf1EX1HL28ODwTkDV3bsZkofmsYdWKlejulN+ESMBzQzLDmqqz0bwKcBzSn6Il0AA6LUq+rcQsdqX5Dnqs5UjE4KIGIixVkr17iDH/eleCnwVBuTN/QTNIpVRC64jx9C+69+tzRwW2lVTzxnoVZv3ups8Tk27KoYizf2CTZ4nyQteNeqqSHpkVB/aLnGTcUt/DolQQMkBZCD/SjW3JBFY6rByvpmp40URtFmvGmm3o/rqwtVFVwgOZPpWUyaydINtEATqUgtpxUtDnC12/J281WK+0krloUuDs3mDMlud2WWK45+l0sWUmrRwxHWnoK8MAhWwxoz4QmqpLB7MYZSgR+kiijoJzeHpa4Dhb76IL+4StlmD/CRwa6OH4/K5G6EiSJRWByOUM6pK2peXi5iapOCBBYE6+BC/oLGBHAQ6tyDV3Z1xkRareephIv4GckPyCIr8W5z+1IDrDNF+myk2xmSAl7w1enKq51g54KeP26wH41UmmAL051ZvI890+J+khCV7knYV6akbyg7PX6tS9qYYVMA3BmDcUzYmm0Hamwk73hsGh2rZhjzWISQInZVaeNxqZWy7hZZN4aGeRG0+XJ+Hg6MRAZHH5COIndV+2TyUUaAbzUYvByAtr84o4n0umgq0mj4D//qBGXRj4ZdVPCmrDVtcMu+dARCBSFqZeup5zois3dtvyq1ZRVEy1mDW5b5JIE2n447n4cc4uEU3TtfaEhNJ4wCKSTDR2NUZx0pl47lOJTVtmLHjfDAWiEr/XIbIU318tGNYdefpmSdH4NWTllBEh8xxzDlsI9+epD7Jwuhgvxx402EHnTPfUFXoaR7Uf6Q+xCzcAHUdiP6zzSabFnMWiRumRsKQWNrHRrqe2mw2euZcpNu7fXc+7SJw2/++v+RE2b1eEkxbOIYxdLD0MPZ293naeX03cM2I3Xfk/ole8p8rGO227qRg5vz8lxr8KncmmXx/Vj2UatTrvrs/bKkpt1MztPS13z2nqr02fsctZILC6P3RdpF/282tdAiJLt82zCn5Ffy4qWllkrpiSEUO8Zd/0YekcUyTbpzG0iB2QCxCzJ0ScMhrzr3l/Xbr8Ayg9NE1oqZg741wWe7W6Ov+oIzOCLo7/kSqCvGofwzSWDXHrU+UEq9ocOt0dTr3nO8zgVOyIVnu+bA7JtZ8yGdNttU7bX7RB+AaAEsExVFxpcb7g2nMA8Ih3ZMRY0j6q8QJ0RCXOJv5+h27UIkaHIBCKIkBPQbh+Es+4GHHNaxigkb2bVMb3p7Ch6MZ1EH4TKlX/tDtkNEKsTgPKPxkUEs6kNVuO8Do7K2LKDi2CO7VxzV9RU1BZaW921+kZPY2ejnYONAw83xDWsITuxjYnWTs3uKhBlYoJiD7NoprGhldfVw23KDpfr3XYPZ5eZq43rn2sBx/Dh9AOlpKWcklokocy1SuL0gx1mFCmN34G9wQQwhktyZvcsP4WPS9l3I4YFgGud91F3pPfYbayvLXSAltN5WcXFOm3lPnjCcRoDENe5g0f4ONoakDRnC8t3UlJeAPG56o5ndQA4vzzZjdxRmdu3z5kC1V3M99yOqJ+exDP/EFsrM8VcAel4bzOXiomKarK8eTgaF1sCx7/zNzowRUhxLo+rFeuFQVUAAWkn3abeJuEl9tI+uyg9Ot/xu/V4vdUSu+He5Z7vuj68JKn90u1xF3udvX2OetXu9vsJ8MD/5q7LCuVYLGcbJShqc3Nzfr3dbnPyORvIEesU6yKvzev2ff5ouXJzvbvcdTrdZYJvxrM+OX6JciwPhlKWs/izCUgRP5VWW96AIvBI1jILoTyXu9KD8gX/U9Pmzk3ttjBR4XRk4+jUJFb4p2tDq0dxoP4emyh59AjN4LCHYIDuD7WDHBs+9XTlyuT5R/13qBxjPEmDZF8/b8OgaRvEPaQNQ1ZWwQleOWY+vdoo7XmB1epIwteFyBRHqJ1mLovP23KBROmFyzyNqj3SSZUj86sSKFhJ0bgWSqoZKkRWHHZBhMmubf9etsngAPMDzRiSLVZU5ny5YgCVxuRJK6kEW16aJ/cN1lPLGn9OsIWfh4LoDXEbHyGDhuxmzjLlxF7j3nsz8jYk41Jor/L2m9DFHP+fkxIHC0nOyDyvAeOkLh9y+yDHAkXzmNi4VjFyMdDR5TTrpdbrbp10jLz0alkV0GUx63PTCnXb2JZl9VQU9xRgwiCVQOWSvcNQwOkEO2e2w0WmVbiwaUxDeJW2pFuo/SkSz/su2rPPJe8/62O8L8OzQIgxNlYujA1ZM8Da0UVmvQOsMXuMCwl8JoFnfiA+AyR2R68CW3+wjO+Dm0HEHRQ6qXImEHxLmlqaOp3mZoeuxFbnsnm9PrYvosroavR05RB7ESoTNjvqjxZnpcR+4fY4vwx22Jy16ex6mdRBUsOmdlF3udXgcbq/vWzNxmNw5kVDwMXYMi1gTSds/OpAtCV6A1g5+tGjcNt1GpBirPOrJNAXgmL1J+VF3SrVMrcMOLCcJml8AaY65zWt0BFAuVTyzQR+dqE0Duudc9RkNuP4VGpjyX5+urPSy+L7As6Hag30z2XWIRwKoyRJgWyegEWSO8qVOUYcaoWQNzbo3c8YRVQA+GiUEtqTTQej3p9ItFBXmiEmJj4301Fk46X7ttuH9rAAlX8Pd+5y1u2k2SHkIeAh48kmDAWAaHPmOkFADnE1MHV0deTQhpwLNhuKOii5t3SnlUYskiW038T8lr6V/pE+kPycPE5JoUYIgE7LnpptoXWzdmDY2n/ff/u9Ovy0LN3WJG2EoI0R+re73z1eJDEal4pqcmzqot+7Cs9ig3lSrjRdvBluJ69BigbwNQHqC3LT+HP8BbP60XZHpfFieXmaGNiFO6yMkoZO4yXm2QDAreCkokh2U3lA9h6iRlLUBbLDYMrd0Noqqqo2R72UcEI2MtFWISLG9kXgAQCNf7nDHOv09MFa/uKkBQIoKAMIE7Aii7SkLvnbCGU3SiAZK1SzNIRWMA3bQyoXDjXzznIsqTjby6qkSFWr89da4esCAVLmYea+JaAmVkcu2MLV68qRxfSXMWlbY7fRVuzNic4Jz4suV82P5LmwbM82wMvaL7pk9Kmpj8henb2Cu9XXy35fV68A/Njly6IYBgh4ejz/SxnPpCcFdmjFRdz6fhgyLEoFY0xlZ6XkUb3zJDf+2MpUSTwBu491SD+/bR/xtkmpcASxIBadu+Am6batpujp5RfeDD06lNEokaqvDH5oFp1vMuel3mbo3V+5RpcYh6OpjYbJbvKEdq8CITeGUXZc8T/GTUmno/hSfeTfNNkOFb9oTXQTtFdIGVMUNFR3MrM8R1JhNvLzgS0nwwf9gSM7VSnVUtp3blw+Z4y9JPB+Bjc3KSnW3Q4n2ZGjO5PRml973d8fTsRi9uYXbuMyoycZixBcRLa8ZAqRNt6k5iP7YDQNkQ7BGJJeSl42eMUzTVtUcsZbnGCsvRoS604LALv1O5LoOCOr9K1ieNbABSv1CTdSgesmS6ACgDTdPfA2MBGyEIqCrDQkFw088fc8kVCBcV/ZNPa/WIy11djpRUcrdkVG1RleOwiN+DgmlwOdxrcgk5Ows7keXkBQcNn9y72glINLoSlEnhBFLORxrjLVAK/1ipR1wqjC0raC52iyl8iW18KzNYy13zo8oBv1zgNZcJO1a20gzsMmRvEB1/5Y3C+xf5yJaKg5iwgBAqtAXaqRU+g7U6aeqNvDCpDIUgq0bstsYPZ8PJTR3+gq0LnDQHXqMPNN0eeYYiRTt3F/atWfIZxz6AHZHAiR7xDRSk7l093KcVWC47bUDmlKvTv6FivWRf+KppWmm6aZBn0cUOxN0oNsBbPVNBKo4tbJEJ1lXsmENBt6tye8Dt6xt7LSgraiAWMPHe+IVaNJ9o9ddG/kSWklHK/xtZq5LKcSExpmmhks4SW/RJT/EgnvOsQsRQjUrB2baMfXqSkZfy4+STbtRay6bpj0fDcfovoDQ3kKoXLsljHaduw92FYT8cUqvUQ+QHGOeTffylBd+8fe7+Nx0mar0XMxP7cX4nsdbI9GvCU577oV26jI6KZhouH9IsSCJifi98t2qof+OmWv7WJYMUey2gxa5YFOEP9v1ZfXN3fpnFPCpJuKGhqlhyC0pyFBfSdxgpuZ6Eumgwq5I0VdnYhfBNZ8Ly88mfJnkcJ1bqtCjhuBo5VdpSVW283ATPFqiyk0fNHq0Z+gOJ47aSV/qGSErM8YdXBIDBgTl5GXR+hm06NKA5kHXoHCpYt4K0ebmLQ+Kt3n2QnkK0YcEhkLrTMw8AEGrvHU8aVK/uDNPWJYhOVe0O+a9tqaq4s/O2SpPqRaUZREZc+Sz3+xVFW+f7jQshqzOuAI555AxJQXeHEtz4YkirIQ+6VZcGdSc9dTNC2kDsaJ9uZWyeh7Uzz95gOa/WOlKGMpWZeiS8dD/v3pHMIxYZhqeqE6g5VhMZt9u73qMZMTt2cx/2Lbp5NXrYfdZ/TlclSH7zf05nQUKATUlrFPhFCAkVErJycrJ2Nk3cbSyvaL5RfbrfvHbFme58vzXO9BhFkuBGBaLOCvnHUvR7rDRSJ7MUn1FkVgZ06XB2Z5mvk57lCrfTnxqBrq+ThXPB7H67cG5PufEeg0ZuvPoFyG4rgG16ZJE6nwwZwSsssWAYswHtJ4ODJdsBdPJUwSM3XcnR/+0jzvHVIQ57dJ5QWZMDhyFV5OqISAX8WLirIJASNMM552+/GpeOGg0t2M/ijHO+mFw3gMzpgrzGeVyFnvO8o2IpBZiyeWIVhQNfTnvyerJ5/XKemdSjVrdO3WqfIyTaYQ5jB3CB7Y20AbNqykj87iSB1UOJxpZtYk1QeDW9oHVyHqqCRRzaYrO5ysAkRTJtUpgnvG6Ak2gPOYUo65hwzwgb+yrFjLtMrbXMpX6KT+4O+v4+iv/7Loc1buBNk89L3QjDT1WAYv0exwfVivMEKf0+F0O9lecbKgqz6LCjFsWqdyxZ6KyaHuUl11vdvzOe5fAB77pdfp/fzUsjS+/0Aem9dt/1MYaIQ4v4Kw5OO1BofPGThYK9fn2StrlNWalgUEczBjm3njEK7Ln4SNovugmMGgb89Hf7GZcEfHqLL+nlCrDxsH6DM7Q8ePkhX+IpaBnOoiekGthdG6M8oKc8hhBKVXM2OYv8Y9RVkqDin44aKyFbtJHYi25qIT8U1/Gnq3ihzCY4Y0SK6BTaQ21ApIJYoxyB3jAKXoEmaGCPbsbY6F/pkc1wBqROe99hM5GB/BH/PD85RGm2+uWpyjMVenhq2ybJ5zKZlS4l3cwN3JXUd3niPY1o8Q658YwA5srXLUUfI+EkJKaoU+pB8sK6ce/As/V7Xe9+8BxaENsUyp+IZW4IwKbx9BY0VmKq7wt8/PqmptMb6UjsMmlSpzb93J+tRL5UmLXJ4vcPlZAk80JSeyoBqUgszZYI2YrKQ9XIA5g/QRlLFTwYVyEMXdzUbEpqD1l0QlbXxQjHhbQGiXlqewZ9bTr4uexSsmG0KtSBEa2478GmLzp3JatFYaW4/DCvI8z7FjLvI9o541yRYRLcRKAgDn3a5vN6PU1UjikY02O4/PDuAzeO+lo72vN66sO0tfLi86YPVNHRdrNhgiBIyN9dhRf0mzueygap8ltr6MYkNgEgFOha6KAddPjCHbG4kXxTWzdzj/uPhlGTfwrO8L39G8NLQD7yYQgNB84Jex4PX1BEo/e1S/0bFF9mqgDqOmNqPFXzrRtGnLS1O0Um6YmDE6S4AL8o8wM/nFoweVJS0Rlb+4sOzkXVvML3/Ug5qiuJ9cJtMR/dIpWChiscDd3TCZEfRL2n/PW+ro+TSzK+6GLXjLr1GUj5qJ8IgUddGOqXp1JgDzqS8xK1ZDHEKFrGb2W4OeBE4FnAYxLE3Xg3h1U7jrJk3AuLCUg+x5SvFDlrmU52bXBx9WoODJcZTY5T1YtvD28eN+TNmzQmY4imXiulQQsoUP5i9dNiCyYdeMFjf6XfYvJ1QUKZGXysqWRFcRKIU4ypiT1lS3FDtY2Fri7fKxmrwsk/Urexk62uz5IgGfbDJypckCJLCbeFtSxqigNWOb+vf00z2/SSzngLuuZkE/kfbrh4ckfNul0ZY1WKkxGTi77K4FatuiFbkZc8Num1hNipxnYJwUj0ASExysxI9F2kpHxwjov73ciD2BtoYA17ECJSExxhGq87/iMxe8po+GIZqj8SRms+4/tmNTPLpsMdH4UTOjFZZq8xdzn52VoO3/Yb0AeXvkv5xTZzRx6tefYXh0/mntzp0NkfdIllORjQH0YcfcRTvUHlcxZjkqp7KMVS6iaxhVe1aJK2r8Eee+5CcsQe4pT7o3WFnITmlYJLjo64HU7+FENndIvMrvkzV79wPM7nBLVkBdxqITEyyZJjSmiT/AMqcEIBJJcCFmU+q4PyYSS9PgR+06b9Rw3gAM74E0r55jlGLnJ7jx0DjH8l5sfEtSODzSH27mLqA4zihLTVv6DlkcxZf0I/wGutfG3y8nUPGnnQXUzYvXzfqw15WPOWQeLuKNMZd2KnpfWDT3QGHwpsqQNVU1UztTQ1flqtJqs95yNGQJ+7GxLMDjvE8JwO56tyzQlKWacHcoZL+ydUD3jy0UvB84i9eR90br5ykPTDmp4U9R38aOse7EyA51Dn9F6Zexez3NVXCUOulk7kj3dB9pVFVVTf71RfF4kVL7PIr7ZsQxBSxxpaC57AvE0wm1/EFb+ntL9pcaJcqvk9ZU0d8PBkv2REvtujQolh3ayJ33NxfTF3yw1HrngKjzan7AvToY0tS14vBSdVLfnLYy7ci7wme1tzrUbjY9Vp+btS07Vl5rtlpdPjdfsdBctx1Xu1142t7mDOJegPqJR6C+9HjSIE2zaGYOHV3dz4etUVt0t+3tXh4u7y8lTFKvv3bagnvyQW65fS5bnczm9Po+c8Fv/eKJSJozj5iWmi7nX2ZO45F9vT6bHezWPYDJA1i3gMqI0TX8rRAbl9IwYZ649zoZ7PHDMluRzFKXQBt9PrfLqzcjoSJpG23kC0CFw3IweRQErxyip8baBuQSQQcLmOtsmrLhmvYWo1KLIAe8a2oRvSJJpVtAby8YFU6FXxCokbjXlbtZ8swcph+iJslDix5AbJf15eSGoGNwnA/uICL80X7y+lV8cS8JEk2LPSy8RlUPJyJMuyB1Ojn2pDci45hIr8duOiY6NoylAscNTJZ4SOG+5G8lyqzLQCUk9e5+H58i+sHbJfz28y5tmlwOQuZl27KKfcjFhYBBRzKzezqvShe7MSd57j9axcb3+8J91HIqbsBNZb5wzEVqDPIOhQyaTGqv7an/BRAopDPvb300tcgn3pc4O0XOCBue5HiMt7FLMUsvYxvwZzOPhCpETrDrfDceyIcsamx2PhxHt9cE5ma7Cfz97G4WsHRu0M5o5phLE/kTlEM9Kr0nFuxWpkzjrIAczw8MLlfueXLV58jYV0cek157643rIi8fX/blZTJWaq5kO+eAZHDGo4Me/QQqxdDEwdLC0sPSxFLPpKZRl0ObQ5FD16HJhzGMY/tibdKcHk2acx07rX+ZZ6dnp0XoE74Gn8v9Wtyeud+nkYqChWNWGWcckgJZvn+eo8Co9naXmJUNBCsr8QZMD4Yt2HcFZi9JV3yhgq377echsEI2pTUtlSNn9kY7QyjuJmSPytPhEwUPfyOq92sEGhnZvie4pUF5PesHxwJIBZKsTMxY1aYJujrcl2ZgQAxcr3+oYnmqqBpIbajZBQ1K6wDfEQ7Q+wu+pC+RF1y9WU4zLVbcrBjaX9xNMs60KxFpPC59ZVRsVGxsbHSLKYlpKxHYOgfXVGz9PQOaKc2sdlo7p8OJbCfFevQz6fvEEnQMLGZkVNHoZv6jIOgB8d36SPCIiKpaau0X4SA4v7QAJLXDr4m0yJOQ9xHnKhPk0rANEeKfzNxbmHMpaEwSwyXTV5tnTtDC5bCcZD7T4aD4+LZkHe2M+V2eVKg9ShKC83uFLcdkctHyzXvgEd/6FcscgEJC75Ro3OzBvDzZNgI+OJBgf0YVlN5eJ6DgS5KuUXv49sxJkqcfFmjH82ryqpDMieTP0jL00jK/dE8w58u2FMlnIvnZ5LpxhDA/kBz5MNkuMU46H7IjPzqIcRc1V5Qxe+mzXTm+p/GhOPsnFxgd7bgn9b7Xn8/bP/3f+N1/xO7+PH1zvrlqVx6pEvuf8Kzd+dwHhFG0y/n3Hax87r0G3L3tu/leJvF9GOX9wMyBhbRhcT+FheaQnFzc41rwjYv7ujHYwF5wCRmFjDhXxyN9YjfThdZkxBoU0WuYl3rldh3PwNvJkh4W8y33dyAikbajHGkTl8g8q+r5MAvy3rprUz5KooKjqSOpYK8zE3T+MENLHwSznlExobjgH2mvoqqo8SRdOsgomBzSEwHXkC2XD9WQsQJNYZRYVrmnG8Elq+CKk8KL7e8kNAJtGDKKZlRTzAB4QpeOczJJLyHWGjisKfqHKWCCOFYoVyok0mkZSlNiwse5J8v9avplPMScqgvNDACMOYj3ibgINiHfAHJQD7dxLLhEK5SQwUmY7h0baKxGmxUkTG+9s1nj8M4QpiQWHQxFS9Mg+Y7gfeapDRdsbdXaqWL0gHIJCbpMaRRcFUqfHomJwWlarrTBGDKqDvmjVDlREligiVpnjtmuk+J4opdY6n9kwqW3VmI33VwBEiEJA6fHakKDr83RbnQ1WwP+UnPXVX/30Ev9ebvudtZ79alos5mMokG4Txz3TlN2nJLS1bbb4/s60EV33dl+NVlSlXbb7brGUv4t55o6h8fZV83p38J/15lzcrPleq3HxW+49juRHRx9dtsXLR1KVrGTLmR2hsM3mj9AY2Oqsb1OPOlDynUMiw12nF/EpBnUL21sLEtmz15ouvACB+9sGRKKW5PB31fJ5bJVZKBUW6zp6rT95Fqyq1aIat9aHwtkqJfuu2OabCNSchxm1JNx58exujtnB9UiSSRjlkb7HuXWNihZi8ENeM5HjZPPHSv5xJVIUCRCoBfpocllVd9lPwpsfzCNf2xZCawXl/OA8KL4ybkVOjqSlGrsRNOjONvxLuIiImRhZMEZvR3uPBMb8urg7Wv463B6cbp182UzF9fLDWfbzXwvYogcvovNpjI6oL9C1RLzjixLi9p/ef5zFR4HhCi2fuHmMxH+pgEGLKmiawP2KBhEwrNqD3qJr0eNR/b3r8ZKxHJ21MxfK3Lps7VNbSYPfbVa/c4C0DZWbd9woadvSHhx7+j1EHn1Z7/nHHr6FgTLLXsj7yRfUeIyQzuKrcEXIDK/ado9DFxxjBaHhyhSRTvDUi3szI5eF7HY4SR/ZzsTbVFLkTP6XtM5o3eZ1TipcuJH9zD9ZCy8N7z3PH6eytXmafbpZCOHd79bHwJJVI/2Y/XHkdtyQTZjm9H6RD4lWkBhZ5Yy1z8yKIfuyKrsTn+ILiU4KC6aodhzbeMcXbteJHXBtC5SHJ9HLBu0aXVE5mud8VQtFl5qW4Qg1zoIgc5zQVD6KkIfkFkqqPTJMWlbYb+m37xVtlSDK7XVIVlujIxLm+HqIEfuMr+ca5vOJicx82Qkt4WQjVmEIUIPiBHIGcEaM/qTRkEocc8cOu6LCOjXSMsV6SVY/XQ8uS3OScJaqGbKuNWfs2OrLRLiy25oGWpLbzGxwr3T7Gc6wvhmZWbjRb9+ZGnwMKbEvrnvGbEvDEGytUaB8XVKzfMsyUGHdS2AuAUfqYly5rIuZurMDzv2nMZU1LakzaVlU6rmkBo+q+AJJWufgimRUXukmbu2GIzTVEdb11nNQL7ue3fYlH1jeiz+CfmyL0lkTn1YMLLwSy3gGwulH5E2a2Xa0zinYVPL/My0mrEupd/ItpydtcnYYmpzs7Wx/YNDFcTvaKIDrGNbxSAvVU5bwsZyekHTl4Y+tBWP2ThQ2EVnkiy0P+6Qj/zZWYbd0d+oU/pzDHGSwm+W7J3GqfgkQq/oVRhp/IC8lJQUj6B0j20ESauuNIe7Wp4Yhwn8/fgyTuzNU9B4ga1NHxaaVCqP/XKRLI03Lm+LjdOqD1nCNRtKwuqr9gF1/xyonNIqLgZYZpt2m5qbtEvuE/ZEeDGDaUoYp6HH1e46yHeR9yD3if4V9bNitBab0Y79eGmm+zh9RW1X3t33gJtyV+1dnng7Og2Qp/DpXFau9uwTtgqH23V0jFsWt+f6dVghVbZ7P2DG+/Zz99Pv5nd2tPfMnvi2GPB9dTan0+74fnmV68sTURKYrUCQn2lBW/jHf7DZ9ppm/O/yx8nCdJH2hCGP5ayp3ijOdibM0NO0dmFrgK0gfetxIj422WbCvbWzbdW3X+pJp/ECd44ocy6vg+gd9PXDd47eJAyX6TxjtP2lcevGvgn3AKImUIJUGtVPZDrsNyA+qh2TEfzuuVGzT7D3MR8Ez1umBa852zOtyUKZpV9J1YpUGKKKnB72a/nlbYO1rCQfDt3JJWvzOdAW2UkO29cUdZ88uB5oeFXiIsgEDA0+DlEMOHQIC0vJMRn1JIHCnjlwWkLF2T+MuvQ3VMwFfutN6NFySqvFPoQLW3h5VXQ6XlHnFVappwjAMPVjYFMkBQlUTOT2ak4Np1LpMsZk/WGbz7AR9CUsyyXkBc19glpZiyuAlUx6psVnbJ+Xocvh/PBBhBHyGPmiptUhTttgFY5wDfPW7uLttMsZ3HTNHK4tvgX+GCJBX07RB8ZWi9Nr7koPP6eyeWuzdqVxUXzJyKyjG+gvYECJlF1BZKLvRU6r51cLMDM2x6SZnnlsFsMi4Da2Q/MkhjjXiJZnFIRZ7i9PUoKsEjSwr3rZaQLY7xUObjyu2LHPtuuHYx5Uq9Kh8cXzd6/VVdm6RMozc+4LZFagj2PUSHubVoBheyIeaUDXNPpQhCainxjwMMj9LAmrMAvrrGhUVRzwBHRok+0XN0zhVdwBkgiA029g+zg9MDQkKehFOAvSLFTlJM1FcdGl78MdB0pK8pYPiJcussIdb5+C2J15CjRJf1snrVOBLQHQEoTVa6dm6zyyDsAZMK6sDfzUVALH7jnMouz20j9veAKucSLL5vjwa6LPQeFGf44uB4KMuuZ5bmjfPpZlAWojgZJ7aqKRENFrVihT5vLABvuI65pWV/MkEa8JIAyfhih6Kz2VIQ1r5XOfq0dH8Yc6/TSpJJcWjTebKks0KW80PC26ORaxMvDI1+uoTiqjufy/fVnOJdu31iZUF7bQD7KCm9v644afIQXIoYs4JrNE5p4KhJv14YSns6rfbtpT5fzg8V4FRCiauTWbw6/OqshSvg/TiyIg9Vn6TIu+8QeAnyhcjuKK+/zxTMQLmOlwwcj2JK9OgZZjdMUjJy6Q23LEi0zPnEKsvbDsE4f132d6wGDujEUf79EcaXcWcSDsTsd72NwZzQ2lKpB9KYu796Ekx8XMZx6D8+j68ma0uDoa7EaWim5lgSlEgAzD4r0EBXF36gJYuxSlzBHS+FmRG3dYg43eeQMKj3SHQnFaOmqZ4k6v0Ki5yjC57LDO0o06JwWUlLpQkjuqs6KtDKtKKrtFUEQA1/fz30sL3i2nSCeT29JH2dB9UmZzliEH1pH3t/wSbweyE3MTdwl6GtZaMgtwJnIM29r/8yczOy63z46x2Z6PbbZsr5uOsjW9tp/rD6erCrhK4bGjI67cjffpBLNYXqeTp5WlOp7v5Yu1G5/v3bNc36Ml1vO8joWQU0Pk5znj/TDM0+vdFs/z/QMxvWcM4LvT1ulZEy3X/OhYXB7f90XUXNeagwFxJLrpsu3wkt3bhqAsZdnJaS+hnawn+U6rtU4BdZ+UHNw3PTDezbe9WHJ2FmZBFhlQZb46pCStkuED3Q5x0yUHy8qw1ixfmE7KBxozu1YDs0ilwR/i7YMFWnjNTXaVrSwjjPP5zeH1stW1NTmqA1U5gAQ1VI3UiA6UKnbDCBd8zWBK70LQykwLEqeBNnGrQcYYLmE7eFVomII7TbD7rIFL3QYJZ+Gzb8yZSour2pYl2hQsE0h5mb03vX41X9j5GoqWYhMLlU4qHkLc6dLuf25lvk5axWl7XW9W1ZUo7WJ8SsWevT9bvWp7ne+G3fkcb1bVEi6OoM/qJTckkYxoE+p1f9ZesbtKUOpwVqlfOrz87DpP7mz4Gw8v6GsvnuHQHAVaVzw/OCU202hcgbFjHgarLatep5dYZULbkODhOow9lKyCGpWdXPf72lBMHxrHBXRJ9uPAXH4O5hAQNvmDUhTN+HPeoCFCIWf2y5CRmqmgfARwBl7XOgQXw+PnjGTc+ibSvcmEVvdlo2Qg6NY+/UE+xZN3NF5L2Yd/9HsLj2ZO2N2anJ6snpRU4p3yUgakQOlmg13iH2KZz92BdWXbCkeaQJVQKKZgWpycC6dWyFyY/qW2icjyYBv7cn3LQcx1GDstmZlQQGFRf/dn3NHcnq2TmoppMf8w4/O2Z85tUMLD1gowHiOScsquMrHQnYADA948+HOAKj7BUbm/rT2on7wrEKoCDYXAjaBtxKvTVY2Z5DSLBVOaTUImH0pGFMNR5FkDKkUBOfQd1BmbJxhuZ91honvr18bb+PB4E7qdrrHlzPbviV+6XeIiojAlnj/r6+fsWyHXb0bW6A8z3A02YtX1SdSNj+U9Wck2om1HUai54zXNOSyDNA0EFi7l7Q6PO7feE3CIvOczKQS9hK0vt+gMqtnpwuy6aOIRJvIErMek5sMGpqSVrflr1EDGS4RCSMmdpPoisZqFudwdEkvP/f50XAScrKu+cOdJtIHzi6ZIBm/WfB0AgLyixLYgtOIpPH9sfGXg04Xdd1aZ+yD3JElouKus2OprMa/4Fzq7YTSaeBa547mE0DkEArcfNuYWkjM6X7ruY4zULaWI3IAfR8L9lVCFP2cC34WdzIXQospHv6IpnSva0lA5FlBoGa6Fs4WZMW84leCOXDBRwTJBB6kZMXOcw+xqlqvbLo1ufr8EoytzzlCVV8jTw2jL2udnb2dwL5vHxkYzEFvYUVH+tBTjUhhHvP1xJD+v/C1GKVHUgMMUqjgMIFyFlcokiexcLTQn1qzy8UC7Q2rde3nThBBKzEwC73xDiJmMUloRobbWWgwD656qgfCEC/pxTvzMOY3//Fsv344/WnQBaDrfyDxmhS30g/WkyJJBaxqV7TPuucuLPFLcUnQKRkLGgsmJRGjFRL14Q60iTtivKwkEjGcXbbm5sYJcilZFM8uLdeHGv7ns/HVho8ekO40WpMnX4nwGNmLa8gZO7yLoIWgDYKSifEBBgUpoG8oZyN1Cvba4lNmBxFUx0LRN2HCqkRJJithf2O7lNyrPQMIx48LlIekOFFYmlYezTEjCg/xwLlUw01A0ZOsWlD5Lr2KisQowI8GEDeokOIJMwnVnaHqZhE/TnqG2OeShO9SOcJgOaKaEaVKKZ8tujdwKfHV1Hc7u+jZ7g6NjSIepbNX2rzg3Mk6lk4uHj98xR+Rx2ZyCCnjJTqY2z/0FQWGgZRzLQPf6yXbwNK/ltABfSeIzEMtK2tJgG75gaF5RDuMu01BbH03o77OIhYBcJNn5NY+t50nOLPRCgkTRkoT6xR7SiSbYoWW3t3vrP+e+HspVyiAXSZUMNupHw9zcPD56Uf6bURNEiPTxeSICLCgaSd0DLDiYhW84nklt3I3Swl/ZtTtEoab3UZrAh3qFBXVLyBVRQGw04pMUfEdY1mUF66KaasVg/IDTIBKsKLlOPSzfv/UK8sT0RCySwS1ObRV6FBVlR2eCM5geTSeumXSaZY2T7JveDQUulNJJhetBGnPcFCeYdwo7yey8wqa4O6iJFl+AypHIDDXbqoGtD4T8m9YxxJKHDOk93+4Nqh0L9/Bl9xTMJb7LwTSCgJDYTdhxu5fMo2FgAXUl4v4k/w4ScYa4PIPyRPSB8fGfbYpFyScWYr8kBwQy4vt44Krrfvyosuv+2OW66yvqsAZEQd0pKM2Jfpzsquv97H0PkLiikLCRBQR+9bowovM7bllrOLJVV3K2SjX6AcnBreGRZXOwc5f7fgvyQiexFkHK/86+2TiIfmxxgyoTY+WU1Z+bNsSHWHSB605p6WvaYwP3TP8W0EIbaeFs0U5rTIfXom79+5VgIgMJpBxagZlKOllIAhlJcK++rDJCX8MbJxBemjfIv0wj4K1EFFj8KDhKRn9Gq5stCZ3dL2AHjUOuEfDguF0vyKxw4r4d+2k0IZ6Y2XzwmyjM6Qh8mey+h7GmS32YYchEHuSkvnJAn0hBN9xS/cCYBQtqPDC8JA+cm1Dey2Ak0V22JUqXQkS+xeKrsVaYu5PcWh2HrveLA1ars3W63EhlBnhsH/8P5ofWU1V+zijBGfmCyRNOJzjNUXkUNqOqvXpMuTNnSlPKtY03/N4YPMNQTPgDvw+CB4JPfIVplfOQN/aOwOsdr59a2TogylCOrE9J4znAwFl6Xz1XUG71kS7WOnRNjuNcZ0QId1vYy35s1M5Az/v2hu8tCffE8yru3sochod3mk8ZzFTU2JThZqcQExdfEkJ79k1CTSrGwyV/Xsz6K+LUWlwHzrGUPIvsMaNyjQAZk6+g+zXiBF11/28LrGkVnaQzAT8DGCMA9bZCq7Pj5YTfgLrVv3IVLbD8NtGQSEUUSergSJgMnZgJiXwFUroJp45+99VRduZrcdTReABsnLBL+PfGMP7c4+tLnqYDd0Wq6tzys2Eksz2lWZ14mA1ouKpq3+7bO31pG//iXFOjW0NPRUtTvVbJci0AXxRQ4SrBRdFL9wSHPYbr+o7F1REA94KC1nSIexXz0OrfKJrk5CE/Gns+D98pk+C9IyO/krAKDeEmx5AVH+NXroW2HN0zU/fYSOZZYC6TQLo3RmBNirJnBpfzUNFKftYfXZU+OcMQxV1gWYgFJ+I88MGTkE0V++mp/YZTrqNoVUwgaHE3uHbUbuNnRCAEfXvQA3ItKcjcMsfbcXahqTHIf68EF0/HB5U35+TWmXw9CbPHjuM0mt1++mquMkpJ3Wz00dXT38aEjxMbVepttoModyNnx2emnPPPBBNUp0me9ElJOFjYyOA4JEGuIKfOsqYL0+TxSkJ1NIhbuPl1s5/Cgwfp88SDh9YSauAROXIqNcQbKbgCzf8bdgj4G6ZxxLN1gd1Qfa6JLbfAAGuZBZL9PDORrAX/g7A1nDoE9EFD59N9/nA4QCXjnk0SFUO9b5bzj95VpoSLH9Lh89m5n5BEMqjtpqiZRjdjcsrHjb9MFTXZ6EhyTutjjGBRYtWpZozr0JBnHuMy/6TEiAJQyXO07jndS5rjDc6VD78nBSsEUj1YQqLSrYTgR7I5KKFiMvBwhw+hB2QplxPEmeJ16hos9WpPj+6fA3zW6jsztV1j7ggGKU8vWvEEvTU4Kg/HanmK7+M+wPHPvY2YP3X0rQlwTLdW53cGrOTznJyyOarpjnWFbPNa5zpPtOfI53odDvKkMo3Ocb6/V5tismLO7HgsvZt/tz7FPuU+9T45XGiRwrvcJVVdVcFv0rXqWfZt+9Z8i2Z1vCaNL5A9S/AxSxqGac/IzsrUTtfN7nk/rmbBk+HL9mr7lnxpnhHnxOl6Xi1yfY29ve797N/Y+dxt7UrxA1AjMC7V6/PiqWuBD7j+2X0cPkCAdwDld6lYn366fliE0pJFupiwZxzduni+Yg2UvP301Cohx9nGLZG3vtt8a/6+MIvycnOHCzlDo9X9iP4pVUoytfs8qxKWrJ9mhpVCfcPnrcsIMyf8E10czi1Ou4LgkI7BGE67gmK/G+8CSE7rKQt+nhJE9crjm3s3hoEegRkL4T34iGmV4nMm8IvME53oGoPD/b4s8+mtcU0I2RscIOh8UyvRBlmmKOZePiXEHFJfIymJoOubSlqkrjo8Oy63+6lCLrUnVN+z/pi4uwhqN74rL/YSi0/5F7Rhr+4LnGfPsBvneprkCVKEIJXIqxHV/U2f/8YGmHbp5RcVFf1ZMhCUi2yft8P9JYEcJi7AyOAX0Z3//mk62YbuOSrnLRXzklbM9TNv6/uT665n7VFuiEbXmGfiNpzBLaUtgIX/XV6LEWlSXMkksLo1mcyOQ30802BgMatWJypGJhJzuqky7+NUK2mkzcRytx4iowOyeexlS4y/x3w0qnAvQjNjPrO+60Nh9TDLFP4xzRQ5Ok0eyYQjO6FTIGrLt4OO9EvEcgI3hGN1VASZva4+UGW5RCDMoMypMAMLSOP8In1vnVUb8GSV9iT5sKOlhIrJ0HJ6M1i/ewQ0li7+ltBm3B/8p7XztAAVqXJg7pKo2kY4GQeTXprUEsfibAAEqTSmk4KA0/77/vX+N363fkPJTHIgRCV2VAGF5AkTJ58Ox1pIRu/06Pjfy8KRVBbkOJH8egG2KOdDig11O5cQMMtaGp2Fm7JqoSVVQ6p1XRR/SAoBCe8Ofryj8HyuyPrko+WMHIgOGUhGUt9TDWB1vttQVn6xkejjikatmZ57yQ0zNoRh5JOnKIhQm7w3jAEnrLRQSwZ3vCKCDo9i8WsvdmFmRSvkhQPkfgN/oCYLvi5A88CnNb78CRGxiE0SwZxS4CCDLwZfQhkQwyqK+V2FrFa2Wrp2unq6lrqaurYKb4fj+3MZVEWn4/N+WXWxtmRXvCfd5/J2M3SH53tnnynqGFBLIpPfenEwcDBq79XOxL2Qcy17xfTxdTh4+HsEOers6fGDaadq53MIXtf77XDKqC665+PQiq6X48X82uYb97tn5BWdyRk9RFGbBCfEf80K2N9kPQA61BaPy/PrOsNJ7RefkIxBKWRvBv4KduFAmaL4S0HOzaSS26jc50nuRWmirzn2DiftaxnFWUaclAJNFtDNr6pQcgLHvtYpCnjshPAU6zKhAm243Uz/PIiRRkA6njSkpyLwRZRBCB93shxZ/NkTR0mihPZFMU76wQ9KfREU3A8RT5W12xFcvCwP/RQeOjaeYisZxtq3CKFAEpi8+vWIQPX4XJwPUN9IHZOP8LdvRD0MX2+hWGRosItp8mi5H05lGSj1RQgsl1ctQtLq5KiUwi5KhcIDc5LMSDj4GBgFkUtoTkL93/x4oJJunDcHPVV5JE3zXlWGbPC2cvOxkLZGqNgCPG4XgbhzUoKU1Xpp/G36dKgVWXTn87D46pmAOFP3IfXzaQ3VRszKbr6pcpxAEifNKV6cAzhi6Ve120DlY91i9+rcp4DStx8yDCyVZxc9StsQfD9CTy5P+Aow9EfsnLAQPoMns/nTwb9HbicqkpqinKod5egYb7P3TQTw8rLzpxYzgJmumMTI2sjkprOzObK404ph5gFhgjlPclpWgLPC4rI77F++OqCl+3klEr63ACFZNW3cjjt93/AINmL3ejl3+GIsEOEYXr15rmWwVXEi56OLu8EUQBasbN9LUo0RduxGrjrlI8Ue1MXDZEbw+71l256FHHygoBj4h9SdeJCK1JejWw24kXE/Kmu/xSCHIdSiRIyg8psJIHDuuoetAC6912EqCwvFhlrP4b1ugsPGRiIf+BK4JQRXQM2TH1ESJjtdmf+UrtnJ9yn5fZ3J6/VFDpYHXppD3Hui1RQo1WYKx05RfyqeKPfpNIHfhO40brEqJWECRqmPYMEp51gyJkYmE6eI12jYsbYT1vLMY+aL3zhkkMpxmBDlFpuIa8yyQtwdCdTklky0ckvvGL82PvRQ9xyyLngMQB02fDJrMplGLMSgHn3QEB+w0OAEW86Y4dfWH7EORNLR7jvqY3oVoRKlGuklOwaHkopp3VPZI6qs9YbotueHG+TZxE/BH5IC3HDRQ/qElm8CnOgqPYVUmAnH478N6xXsAYRiiZjM002dA3SeWqb3ZHOnzZZ9Qp0Iuulb+ivGlDw5es7w6nu5ebxXNmXq0dDIqpRSQzecrEc69Od3c1+L0mVNDIRnZZ8zfj+guO5C3ZYljXw/NaKflAXQuRRSrPZCiLBJzRzs+YRxjB2FlljXu+MxEO0NXVfg7n/hx8wmrPz2SwksdFwHO8Z7jqGmP4TRyYpvNadvyq8jTCd+fJoI0BHX5oK30YMNazNkWHN75PnpW+ADVhsPssYWhb7VraJXr4NTzgqqsey6vG3xxvQbHWl3ds5nWQ98oWUca1rVw7dk9hiz+iRQBHAdZF18/vCgWM83FSLvuqG+Q9nlTZTWdLb+Ki3FLi0IqgcPLkKL8Z48C2jV+fbAyoKPph3xHts0BNkvdng+hlijl9aVJ2AFAvR/LH0QnjiGiJEUZNhLOr/GX2URWWPRqxH9rR2a+Q4+343mmL7Efr3rQJ8UWXb0Lk2oG93ExcrTalQGnSHIoAzFkIZ4S5s28zgPBncWGZ5Lc/MOSIs+weutVAc/re/LcQNQKK1lzM3nEfwyJnSF0xU3NbozxdeWfGrvghl+Uk1MlZFRVE1tKBnXeR4v0bVl8s6I9wfSvGHP3yIZuFnd7bdGvDAlRUixNYda6Y8oMU+yaw9sEJtHH2q9oHe63JnTu2ZproFH0AYz+/w+bjkWhWM+Oo2df5ecW74Xm5TUc8RhL4L8lny3EQp1XN088/fvJuJS2JaKrUUnNrt6R9/ZN8wFNXRPgHV9la3wdaCJ1XExUVEI2n0PHSWBlDyHK0bA13f0c3QFHJUFAM7z3bJxg9ljml8aEirmYmvQwKCueboz8zHxiKyTLZI1fDzxplpwAeiQOz6kBV4iYirMGFNbbp1CkbnGMsxZn0/MCDjtV3cwGAGVJCiDQ0n2bSYzRMasCsnLdOp8/NISTL7HYqfgv843IxxlCToMFAO8ZJZIWPl5ps37pkAW1QjWV+m+huUIhoPQPrCeduqE1mifSqspTe1FZykyIlaNo1b0AxjFO/sUmFWkrDBrSJ4lXAz4MWxiWsjKOpUelaCVdNuXCCwd832iQpCaiYtdjN2dbV3ximu9nHryBl8YMw4UFDyx2oK87hy7LO5crpLNLk8bjOZownHsDCj9BXA9vgLx9L2qo4CfvP1rWnmvMuJ/by09HaixftQtoKvmSCQSSQwiS6FzqCgs86bcK2iCS3hKLhimU0EnDlQahie4agIzDp/D+8d9kVEV+DJDIBmD0A5Yc4frOjPwokCAI7UY1+BhQMCAZgbI6rPT83AwddB3sXdxdrB66D/skwy9Mbo0JF4oZ9qCTdGbg+9fZbao2rDzJOZupO+o4+lgl2jh8dVgUSRW3D59bQfu85sdO4X0+k4eU1gUWCptkpIGJyChH+Ky0rW1xAhBQqi8B8Ri+7xM7AAKfIZ/VP/RfQhPvYRPdua4DXPbL79Q+B7tJLjaOKZbvO/hrGJRmcvh5Lqtj7AfqX+jVqvFSfGfHhnkVUms4ec/qZ87otZdbCkIFmtZNqKJDdAmOonhIA4lR9ZfXSuulYistZkkwYgO0w9dxPADNvT2ioP7EEDbOzgPsdTz27O3JmHFywpfGJ8dOTWSosdfMwQ3BDcKM+Q/++VdfPfcy/bBu/mqen2z3tUAb6iA9Xvi3NKaBXlu9BN/BW+B51rcp5n3t/nDgrc3YW93Z6OnvpHP0fFoRUxV1Zqq3kxPrtdRC5ueF9er7O3O2q5XDBYn5vmSZAfUNKYjIec9Tc5kfz6Hw9cxk1qtbp9r0JM1oFvNwR5Lp1tjY1utV7d9GjGjYhOx+Ct03u7ZiwEQ8McLHlhzjgCVf/nbO22eNRbGWx7BeOTJwqEE5qsH96B1dqAP1wRjGuUC+dLoMgr90vHw8LV1j2zaKPPCjYa7cmFO0+DA/Sti0pAzIpF+3pMlWVJF0I+EGzIYf0CQA1AUPy/LTtI9hCJ3cgasYn2DRWQARDjeaKUzrRy3+hoZadYlfiK4vGEMem6A2FDz3maGucTAdqIwCmRorfNqIxDeWGM4eDvln7e+fL9gjSRQU84IU4AK1XmyzmlXLZwKadJyWdlxiYxOCOSipCKloqUip6LHoqgiqSIyI7UtLHd9B0eHTpalTHS04JKNE43RWvlUYAXo/hUMHCz8LACdrJLOVL/MVB9BhgVmM9fXSpdf9fBNUTyzkzCtueR77wH729zD6gUMteLCaJBbLyKfJtpkgDoD6eM/0QYs6rWct4iIzlykR8UOhQJkhJYyWC1itZWJ+7fuJ4p6ieTZhUF48zyphRebr4xMP7jjQx2HA9emHTgA/dCQikQCDjFhmD9h53kAn03+Fk61ucrxkQ8zgkkXEnSlMRfmsssRHM1R68xJpKRrk8Cj0M7YEEXDNlAOY1JzL9PJObiPvsZ7RsVdjI/Qt9OsNH7JEBxjZZ4m7wiwsxLoC3VetNOvmLwbQMUJz3A12X8Pug3W6gQrmBIguqJBA649cc3wRPlUYmUkg+BEBHR80EzawDaPLk9W/crntk+JXEOkAK7Q+VR1riuULqo5SvAV1qFm8YVZoZisxKayFc8rn5rAN4CWIHKw0vDTzzOvCjzIQQGyJl23iw8/ljMsbuin6BlNXV2QPo2B6phPFJtsDKytAfpcsk/AIbhF9vQx7/kuAkq8LgtVHqnm4WQwK6vPrD7uqLUq50ElODxycUv8P9sLokV6r+Ha/I+TaMescCLkleqe6RkTvw19GwuCBUmowgvDwBQU3LcK4Y3bD82GEnIbrelNJSYZOAhl3XYbu09TeDKJHMMtxY9+4xf8ifRFZz5G4IyYLZA6p/JE80kd4VqwgGMrM2JqAG66ajIznZvVDdeJ1ongQe5C68Iz4tlcDZc9j+UUWSyOS5Z43Jxu2bCacqJ2unLCdtJyEjuT1eXyutluiSJOE83l8Hv+ep5i+yVGgD7jWgV8DjOpm38MxYl+WoIMAaQwW9zU3wHQn4aWBm+Lw9nYAdrvc7ltEdTyknu4HWrDdirXA5HWKGft8yLQYQUldLiJG1Yr9PLiu9DYQCZJw0DLh8Yu0UCbN+4TxT7MSqILhFtdWQpIqdgz7G9qb1adVPSuRX9prINidj8gxF322CL5G5DLVx9BkK6BtqRyqlsuIr17XR9ZDRiHAVYM0Z65bh8eADbXYNsOF0QjmKyx0urbh2rOK1H4xXNZfEztWaVbt1IGZL9bD1wbwf9COh/WecTFJoFmPLN6CrMontb0s51xbW6lncE2OytPI92g1ib4UieH7Q0m7ySgRplr5eCynZ1QMTtGwBGAwn8CgFJbW30w1kLd3mCrqUTJmrzxGLIqx7PtU/Qk97Rg4dc1pyqP/fuJp44+A87+9FdhxFhjgq9C+QcBfT83VahKbm6oqcUCAD52hWpUZGV66A2hoMIrZi/6IypWHaC8TYG8MEkmWpRV9n7Epe9A1aZB+HlhJkggbWQ0Jxn1uyI/wu8xl5uccrFkUTTjwS72LI8vtXOr8zN5LIg9C3QfeeHx8AwEuCNnkrQJM3NmHdAAKm2R6n3JdqSK43cg+PRP0ryyhxP/6/HukwdBDJVadALFnqvXAWtImzCEwGP8Iyx+sUBAyRPxkKl5SRP/ZahbeT60LqWVO1x0oXRwQdrBZHIOHg1wh6fxN92hj1+V6b4PYr7HqRSfoAOAO7Gg37fD/KljJV/Q8qKJtT4qpZGQhKAbcX+wvmn1q0OJKAIYy/0ny2NK5xt0n0me8sfqY8Tp0aLBlQac6dFnxKIWFJM5Par/4PJYCh9NCDPezLg/7ga2JV9LBYp+LaJtfz9dN2h4vsaaeA4WjE8/Ve/3Q2J9nK8yeF7JVkmc8PQcXOOJyRm6JkKXKdZhvmKJc9Vzkggkn3++gtNZRbHOBTWTT8b5LNfzDhY/YPCknl9MqSeyaA3jGSmEUniCMlQKyURYUYm5yyaTDBySBvb0Jy+mekJZnsKmRF5QE5ROFatW5dCmkctsGFEXUnziaLTCHhT3QrCw0EhK5MoJLkfwezXm3Xj7gRpeWcbTtsWegxTtqFOqSAFvDFgzbU02cjJGCZUUaDrSbwCsShFEUgkriIEZKgSPBrHSvKqAWBIPYARBV/vnVmNjJexCQL2F5danFedaPFl1uX3mPL2kbeFRczER9fYXumAbD95steHf7Mb1wrBhLAFnTnsM16+LETeCgp6stYAzThhLduA8wYZ5x/3B/Ib9oFpeCJ+SHZQUjqCGDGlAHlPkqTQCvwnHUnEK8S5QLEcrL8sfmAH5guvhks+9/XUrVNTKZnRxaxsHu+FQNQj5hXcurKHLTDJESi6t8qOHvrqqClroAiz2B9bnx/sykY8q3p7CF60q3hQjAcVzy1q2VSInvdItOoPfKHANgSROTqhZrXrML/IH+wN3X8dmWaTKvz7rnMgTbEcgbKe6Fn+P3ff+reCoLDaP19f3ZnDz5Egttqla1Hl2f1A7WIur3eF+PmFITFaP0+liMsAMTt77OYfb4XJ745F75td8ojnJKA4Y63Tj8CG/gtnrx3rXl+Clv2uA2X0vzE0R59rmribaFldi6TwlWCjZm/W+BKLEgVtXERDdfpFi+DkYGAFL1gJmHP31mqj+dQTiVhSoONeLNSyUCCIZXh2AS0q0JSL0TDj4lhWi0mFDn95wU5vtjv6KE3Tl2SotPBrI9YDi4d7gPkm2ORQJc2GEZD3LPqKQj0HQ2AQvqhMxcje7pLLMGqoAFIDMT+E4pKf8GM5KVqI5JtBag83hc6j5wswVFozsTWD3sZfQsnKAurWdBZDel9h84dU5PSeU9CnNB8mUlNYoVCyEQkFgJYEImP8pswI4bNHvhIiEX/47NJlC2G8Eu4FxuMiyUGXBS4LBDtgmQjv5LVg1I5Yrmn42/XjNWZpS2LsYG+u7Gjggnp0SfBb4bXJWZsyTNvnwJv1c5SYEaUTPX/6n91zKXvCQG20eb/e6Zmq6vC6hjImCLaZ2fi+2ISJ9o6nZZDYBkQuGUvjzVAYmLs+rNSUlhENY3R7IWL4xvQeeNawswm4FeQUFMf6XEIvgrDYRQMF8w8ORwRydQA8JEPQ9BNHxAhtyiv7ggB+9nv54WQnKBADXQ0A7r27nagnoMUGn1As43hyMKLiHFuIr5gyq1ihhkUTBEiEYDnDh7LEelvlD+UUWMl0j0MHRaN6flI3F+y8i+mE28laRqN4Sx8Y8q4MuREBZSFtCSHiuRLx6yeEcfejH4Y2loA3WCOl5L/l2I8SxGuy9B0OOEqOH/mBtlLsDx7mo8S488QoiXBn4EGjEgcpc0iCU12veCPA4SPZknaiIzV+L+l9N/ADP+cXyuwSFCWN6QV1/bI7FCFGEKJkPCoFP9J1TwY7jcRKK8r2UGqdwn4ITIIJz7JXDIZ0ngdzeMNPZ6Jk8yrYdtm1Wc2dDypKdBRiGOwpWuULl8oyjIQm46GT2TMfqAJSViJ7oAPJpdT4jNTsUrVZrYeE6f8qf3+wW2PizqOnTTLWzfx7EbZpHHY9VlAiqlL4rFn43/L74neFAReAzlINIlkOgsyLJ96xivugKzrB/h5Al5HWNYom96Pj8+uKcbIQMtXuj03alBtlfS6Z/zl4XyiFzfN7LhlUVQdc37eGSZaR5/nkEGRiWyQ24w+kcjHa7P5cZXN4471Z+jbok/EsfsV222jXw2CWAPHihCz1iGrp1LL6HKHfjNxgsiUDMD8/0iUH7J4t8mvLztgHc6ud50jnXvFuRnZkG9chUiGOD9/7bwoxR1t/VvcHd5WHweHg6s1yzvKOm53uQgq7r9zyDjtezX2RgJY/GDND0uf5+dDZXm6fV5/6xaFHpqsvxcJkg9srredfTtut3hYzv/RA053vJxfs8MufzeiaIsCpJg7XH6Yhi2i9F1/uVsKY7BqddvgaGFSS0Vqvr92p057PV5nvIlPdz7eZzEPXQavJcQHGXrtqDO7jUXZYLFXLfNFsYV0LuCstzsLSR0Sy3IUYfMKx712Pzp2mPxTgfGUis/JHmsrNgUjY0HFTqKHZNRojhJlutJZDZR0Z2EUXpURwjShi9BMVPLZFd9rRBf0Sna4qe0R5E5dKzZsRao88IdIOaYSh85At1BeWeWa24jywZ8aNEbIXb5/HYvZ9Ygj1UQjG0L9h/NvaTIzt8OKBnoHvOWiCget5yHDy7niRSR16cqAwzUYyBBhjaifEmxwJASGctM6HhnHoZkRhSAOGuMa0zn867E80CTZlinZlr4c6olMee4OR3XoEfgC5PsKoOXPHIszs7XkQXDsSEcKoxj3FwY4F2OdXrlFDj5pJm9hAhniGQM4Azffi+ph9upYBjmuiW4TOk9Padi01Z7uHh1ShpYJzV2WwU7ApRN/x5Jrw93OJ8ISIXDf3cqelD/i9cCOuaMXdCJilDXwZjSPaF1P07+TCDyNelrqFeDJvKi/x8E7MMUaK4PxA8YDiQgafObX66E4m0M4s13u0ItWHgg4xBKIhgzdVUlvwuypwSmMXHjcvxh7gB6AKwAzVQW7/elXBWApuJAbUH0j0M3xW/+GjrKHz2Du/pp1uRejreae3w0URGzIJ9iPRkZMwKwmlmhLiJiL3mEmQogkk9reZ6Ls4r1QZLXbXWbsNYCuaJWMTd4KiS3RiSLq/8AHxkWBaJOg8ui2yU6SZNOjZv7uBWsVpUa3Swr2LdMngl8+t3zZ5AhwjDxRQoIL9nNJsWcCxn2dAzyYQJLwR5KAYnDV3yecMtfnL451G3C7NefGzazR6Hr2NsjKA22+a9hmS1X0TvY00lzTSAdRgPSSWyo/G3lUn3j4KzS0Tmu50pmWynFck9cHyhnjYXafPEilH78q3QlL8G0tOGOsAabCQUVbBGflZ1aDMWW5gnAJygS0AvnRZgqWrg/xzVNfHKE1jysOR/MOutpj125PCz2dGnxNRjKVy4spedqpSCWce5mRFv7xZULN4mHg917ichwZwjkLGcDcotPOlhlZ7VmHji97m5XEU17iHxzF5osIKbXlgkpAwQBXwhlZ/8if6BJHND1BFYW6B1Rufh35v6OS2d0PL2L9Oal7VoZ1bFopORkZabTj2VjCopWSx5TJvjc/r5eMcu0So5k3STmsvzs+edfiNGPw7Kfwj6LtGMuGUIlSIu+W2FvHaKdoouS5Ot3e59M9lidqvd43Q02+SWm9XB42R3OgBzEkcqxMaTCiuDCCnWlaQ0JUWNTqediKN8vI8VvVcg+vjWgJweE3yN7NPQk+zMFXwJAqGY+Gnf/dIkmUhrvZWKr+tLnzbWQhnKeX/FSglQG5VosA44WJYiOXKmNg4A0ERXipHLgR5axfyzx7F2UQxDzcCQ4ARx8eIhPXbWfrOhZTX/LAwFR/yIyFuuCRD9gKvThQYdqVjD/3Gw99sdNSQNHPabcUStNZhAAQkAz1MabpA4v1RXJtQ1ZiktsFm3zFlGXITIf8e+/kdFoO9v52VynE9RWRDbxRJTclhhTZV2eUX32lRTARUErRQWhqQMT0B/dp+NEH1b7esGZuP6hyqu9lqzx13Ct3OuSG43Yrj4HnWj6D26Xek1/ELeHOJx7nzK8gmlP5mBokL3rcY4CjyiWirqpF5s/lqdcTqiDT314VgLMN9XYq2UmJ57Iuv+WFfu6ovlg3P5EiRT9NEcE5e/ruGT8pPbV06XAsJHUKNc5TJFoICwObiVnlQauimXY67QbKKJqhrS17OORURZxI9tfmcXBSW7UOlWtRPWQTwbxIepbMZKimmKyWoTcKagE0y+sk/zqjkMVCwVxS2kv/BhudKjk6+37VS7Q9LBMstXXvMTe0DcPsL1Jqa0Szqj+MQxkuUBf4/budxCPaZKjek70bl0z71lIpV2aea0b1QdYikWbglIHew3UukJgokMHqlBJeYKPaThPkhmDW+WZMI4yhcB5OH7mPVa/gAJV0Cu0Ou80BOjZ+oIcyODn72v08/418KF0VJblVvla9Wcml55r/qKBQx0ijLLyjn+Jb5FLGvZaOmYKvoqGtwvHM32pM6s/181/xi1S8ytbcK3bdvrtm3btm3btm3btm3btu31rWe/Pbp3v/sbo/tv14+M5JwzM6mMuipHKnWVZ+9fgb9RM2mZupxba/DWAEtBrajlEwzs8wCisD09jd2Tn+5j245AxmKdQ009nWObeyNy35vALz2I/A/+vqWwjhMlUctk+YJVQmpaPXmoiKHFNIZSqj/Cw4kUhkJSUBxaL5/hy2UWvmPUizDSnVvjIDxujM+TPOl+1DRzWGu1Eq1tyJbIvbEiAqkcsWfKL0egnt8Y8aQBQ8KQU43VEtxjCYSKFfohSinc2bitqsU9N7npLHBBw5ut3RFx4+iBqd1/4okjSyywXIJUzr+s2bON/xKHHuSO+Y27xtKcBtQVBJ1DfLJPGQ4J4h0DK6CBaKCBGqSCWLAur11bvcU8x7zKPC/Avlwubi4GlARJhaXGUodgBC7pZNICMgizPnIBgusTIEkNI7+M8xdfNGe7FiNjykT/IWVbZYWzrrXDy+ThnsIByLfOTyDosN4D64Q0z64322jtI3v9vjZ2sKP1QnuY/5UB2+v6PMWZGc8wYib287YwMXF9fTzp4JhpxRqObwbo2abPvG63UG+7EDnixUkzr88ILKvE+w1iQnAL6hzS9eQosiLBswbxBdA0i8kYxZ1PMtDrw68QD1P/i/ssDR3T+HPLKPyFwTlFemamPg1dWSyBdndw9CHMmzN3PFYsUUE1I35mp9vucXTZpJbX5flWmTaCOdJs4cOJFLUYY1uJii0bUzz67tDLxcDSwN7F3NXb2NDocn5esDQ2h+P3OjvDNafT7ZMw2lE4Tklvog99ZpvT53sDZiR3IF8MGb6Ip5uux13f6mvsdLU8sdQ4VZwrWqwp4GZ4C/kXz/AP6sEKQMp2wI2OWCuq9yad2d/UCNIbPU3VsBGv4fpvJDig7Azknw4cErE1bsaHSV2q7EJMzZZpbROQ2DYLRnSuZ2/H4MisD04uaNVIHyW4WC7eJFMjZOPwAisxblK5b10Z5Z5iQShlMKtMC3P2UVb/YfTK5zLxUz9XERiusnLjixy9+VjL5y3+ZYzTbYAb4t8H/Pw+/w9FAVzm0E5zONLpxKjQUJvNC2FSgZ+rhGFzQyKGjHSJaVIMLE+moQ0DS2xpWbcysyEng8knmfddZUbY4NQb3knbfugtVjX7tWpfRg5MKFUYJAoCyS0Zware+ptAuGBYmbN6OQRiRmlFLtPJXkHbFNjYKFHGqJC/8QgRR2+BRN5XRDyxL2cR8U+gx/ulJgiFCLLHHB6KCCMKNJaTgttyZ+DnAKiGXkuLw1+d4YTZkZ8fIBFjQQ2e6WMPgQLsp2/x/xic9x3XObNjgG0+tCoISHdMqw5OuQ4lj0K3SreOEfd4Pa0nDZwWXpc3qTe9F6ROm26XXLEX2xrGEdDtj3DAIOCr2+s0hyUm42hDj9wVZP/Ooo8jc/3+grzgvLkKmhfOiMOMCNRPCCGnsqYMp08XzhKaNDm/PN0yu6ImwaG2bDwVMdHtMxtsnxwpMGbdKfpD/WXC9yz5E8YYCx9pZWWFUSjKubBWqrzsI9KCdGySM9EGwm+FBDXtZSj70UYmMykpkIjI5Eb2vnFAWUW3vgmAChgPVNgSboZ9cHkneWjFhzpQvAJIvtN9aKHAu/0gVZK8BEug/FKwONCoenJMfPiXce7fxIKoB2skuOFX+N2xv7imH3TA62fpdX+CPvdRJW/I05UaAJdvzQCSAZkJ+r1+Ym2mfY4Iciz6/GbrPEbPi5hqdb8pk8cFPsMd6G8e/AB77qfyH8zmgTQDrvsOXcWbuLaxLGaczzqfdk5uJd+OLytWmqrOVDXCkhEBalCYqZcetQCrsK7h4UCzmmo2PkpCSkYWUhaCqsL2f8rUfpTBAUJl5GbueaQAEDA0J85CBFC2GcBYV+EraZtfWoF5dKZth2tgJ+Uvzvdmfe50dnq4Rm5isJUF5/gg5Df7w63p2PUgZPQNxh9GMoVxYk/xFZY7BYqLEuG2ldMCWMsDz1XCo4Ffs8flLF+rDTpWj6lx8JsoilOihLUTowV54Wc4OdIRFFd4xaLj6BVKK4RT2gml/hTygySoPUtyUaBQEQuvyU7yYFaOND64JxWuNwO2GAF25JIpxWON1z68vy3sFe5d2jCdLaB1+tc2VRt/s/sPyQ5HHILIHsLUGldteLoScCXbmMLT4Ojez18bAzmQ4cmMLSbjJjf6aJx+soFhI8dMjGrb9J4WNOEyAmw+748SDlCgSR4ZITcxOXU15bhq0m3WxswFbmOvjMDP/PAk7f6obFOdqfshp7W5bA6onZk/SRAhRhBG+lpssHfCiDUKCH19bAQETEhAWMXIxOPwyGnLLahjgWnDOXWTSgQfBSc1T8FZ8L/Sw4eh2F1uTp3wz6yZDg0AUsaH+nM+a8TnekcW+HN/KOh8Abf36gejCDBQByLeA2C2P/EBnmWG4rWvGs3eFfwF9IH/VKR7ZZjurgOv4/P+KVnT8/1ZuML3+TF62+v5OyLn91YGq/3L+KLqEXE7Qb9trTop8abn/X4IXdf9PSmW53f1Med3Cp1X4NWI4Ux9f8a25/48u4WPTFEB5ADGdMLF9+Zhmci+hWZesKIFZj10GLYtj47btX1bGpBRPl1hWr7ZBcKjcF2DtdEa42MXJzp0RAJOUbKVdthbgbr9Mgy99ZdWhgmykc/MjeatF6FN5dYRi7TevydQj+3PTlKTCY84oVkwceg1MswOPcFvoz9Hu9GI4rP4PaoSUziFo1W+gseufAcBGbLfLDG/2kMiALAMYXqae0P6jCnoqp/GkCfkL+oEwn257fzg+uQ6/Ap9voTwWPoQngDEgTr3EjggwCJZOl4EnZGAOB4oVq8oQx0CDChAFK4fxO7tWQgC4AoBViTfTUXagQIH9b4UvZFA6F7yiVmEBYYU5wEXtwL9twwwng4cOZFdqeJ8b/DrI+W3UD9srTh2aTVG4/4ZcfW3oyDo2p9BM2MRNJmYs+2eSCh3qZ5ipEsxGWcwHec3Su2QOvJAyubRsDGx0bgYfHw+ptlXSshdKneezBrQHkK7Da0HuJXMllV+L31TfVd/Djv/MrG22IfmVOol4Hyo4Ya6Pph8qHwqBrrGk83qLfKMHYriXeuZfuuQhk1aIO1Xz653YTU3LLQ3EtL5ykttafNi6eBAl2zS7xWl527Z6OQw9yVXGYXAX9CAaPJcyy6pgtfnBOoXOpbMHm0s6A0dDIh74VmnxYUU6jirKS2omTVAz0gwx05qkCH+R2IHqVwau0w3inmsYliPmkV7+I9h+hAgxCcg/oHAkwUXupfb4zG/wF+wH1LOYNmO3ds0UQkTybT4aOW8WwbudNEN4SPCP9XRlEaTBQ5ACrDI1AHbmJh4qPka5TZA8IBUGUkSR/uiTftIfH72dmaSXTkXZXORW1J3gg3oHo1dRCZJ1TIijFYVnmBOBlfs4ISHm8zJYxEXKz2Va4+ggsFqIpDxUgQZ7jjkBqSHI2WWjSUb/T/OMo8PgsInIrfFNJEegSFLv6J9/lY/ZCpT0dCB1umssGfijAkKEHmRpCRwY8LZye5A2wkoTIAMiTdZ5RSV5KVHANGM30rcZI6aJF6SBwGByIIeLe/vdv5Z32j2ocTWQj6IPReWJXSI4TaAoOWGjECm/XDuwB/ShEwo7EkcWR0I7Rjtb/e/Q+hKdCXpupbxS4sWS0YehbnpZfad7p4KWkBoftJcJXkrcxfoL1ZptXqdPkezMWkAInvuJzNq67UTJoj56Y4b3CgcrvuYx+DKi4+Lk6sTRWp5Ha/bNVt1fsewHvAF7peHHnUTTVy1mrQiO32VO0ZJDXdBZiJuaK2vb8uvfPVGD7QjBEoXwoP1SEZG8avUNd8PGMDNxjEQ3QcYVwY6iRUe+ZqdYeRBzQrfunLUtRIH/OVx4WErvrorc2RrisgqlEWmqulRymF3VXkf3D5fnzX1NJ9JmbUuyQCQSlsBF4ZQChSTwhFhEGgTF5morUGhs0feGQi7jeuDYzAAhCvAsTSznIVGpLjsusWNlAPkRrC9tGwLW9yO457fsKdbKgvJV3ySmdUmzdWq85FYDqhAD4nxdNdSooqIl0noEhHyIfywBudlwtwbapRCTDw2L0/G3BvwMuPlF+a+RG3lLXJ3H8I5uWtoFtS/Sy0TEwf8KE91MwCE95s670laz/B4RWWgrtjQxtUoBwxHPe8PfkA4vzb8x1n5z3rC+PlynbtFoAFQeZHZk3aorZMjkgmVeaIO5ewK2dS7FLs0u34HH+i7Xh8/aRlv6qeC3hBh2fL0yhjUcKpgVUFC+RJoY2mja1rYNdAFUQVZBVpHbmMU8LWAKmGZIdjgs153I193vtc8hwQJyO4M+27aKX6/2yFmdtvBnyZRiqZjkjBemCE7Oug2Q2NwLFtKBzfwDKE/L7dprnobC6ousaYDF5Ab8At9+31MpM5e41up95ASdGgCXq5HWW4kRBjcdwmLYCxjXfnVzjuJR/H5ADRLkqFoX+qBaF36459IM2oSSjfShXvDOb3I6rjsYHZ4S25l/joMgDXcf2RgtjL/lAyWposn+vcbhSPPSRQI6Fg9X20GHxIjYuxlI4YobzWr+0QfL0TG9X+Pdkso1Y0H4sqbXGN6Kax6X21ydtN7RfP1cVHnIsaDOQV62vbBUk5FWZZHpc43nbN2xuny3+XL5XfVIidLnS2FpcLT2dHg6/A2eDt+rBad4e34ON8tBInB4/c4Pq1k2fF5niEKtQ5+Po4+HhBnLVPw+F68nxyxxXJ7HXes2fa53p3+ZMHfddufjZzteeR+VsiyJnl9lKjtfp5vBQJf9LkfLL5YsWnTdc4buRSzMWjq1NY7JTxwugEx6Z5l1t5DxEf0DFzQR6ZfOP79q61z2bH6TDZ783LqGrE7L+EfXR/cASqf0GoZtUE5TYSTBCKLACQqTaDYDK/+0/7HUAb6KpUPTJ7AWkR5Q9IMkndilTwvo3KFlIzw6I8mxhKFJx4FbcNQvamOfDI9qxBQxQaRHVek5GX/VCUgoB6iicixdRzRpHB7idWc4RZzGmoEskl5bCj1mYqIIi+qMuRd2ogcw9I4IeDgZVAAIQ8NQFTlJ7H62ixFs7Kqs0wzLqR5jn88yPorGQw6Uf+cqAAiPsBpfciqjkx0/jg9+sJn4Qm5i8ZaC+xNfWtFRy0i5zSuLbwrGNu4QGOHr3GOTViBeUBcSqQP1VRV4ZJlKwdnyqvkqk/OKhTvhnuscjDejqxh2PXiW2FWYf6yU39dDAaaFss165LQ6zzKiD+IgJwRFfPo9YobUBl1AoixBNID5k69mZio6OeY880SEuzEj47Mn1teb+DBdmpoDbS10qLIbJi8tBU0P4m1XGTHCmXCFCDrlITnd76iv3BPA8CPTODSbVA7wh9rzVMuQxfinEZmN4U6jVSuK7kXs66Yay+crvOzok4L3p3Jt1TK0MyBlPXqmqFwZ64j86xWJoQQt7I7NgUgf2DexVFhfXY9POfacUUSHMv6mXwBsS0Rkt2Fw7J+09JFL588qkSEOtkl47hKrVOi1BHpzxVkEYZElVFasq0reBcSu5UI1IWl+vPoRQQsK4OpKCoLe0eBXpmq1y9jDjx7WFhdlUi909RIEph6oFLr7VXWchOUD2kefO7NhAXY2RtNM4myVBaP+AT9Yn1xSxYAzEMNmGNp220BEkEkkokUlSWlMn4lKzSxzvGpWaRqdn3TOgARh526B7K8XZr9nOm38pENzYuZdgs8lwMOo0WOKow7t9Uq1sDqi6xCtQq/Egz/uqZ+0HrpGC5ePlebYH0kSIJOzsgBs6uDZa9YEyMMCuJrNJSqx81hh51tPEAywpioFBFOUglQb01Kdb4S4CNopUBVjeCX6ibU/iwTVCQOCCxvYf+ifpqFiwG4rJ/eQ3Rev5ZdrnQnCDMrSC0jM2U9ZUVlSWVZNYGbaviJMscXdNjzagdMVoaBDzJdNV1JOU05IYTRPYnzd4N2+x2MH15OYj1V8ssDcnZp0XZuBzJI/GiVmZE2ZLmFbsqV0W1lg0pGzxe6VKHqvshdM1X/yqLVpSYpxJqHGMaOkiau8RBRKJSKH7Gt5J/ha1aV402Dos4t5IdXJZJ7exoZDdWrnpMJK8xydhpvgKcT6MD/cCmoYJoUGdA0PFJ55O8lgRJhB1pWHRtzwCTLrKlqqLAWmD0c1f3n5QjI07wAw/LYTWv8xvBVdWPkyhKNfIHqfLzFL8LeoBrRKqMYTaNVEnmqzS7/D4O9YL/CIrgqI+Ij4mkm8FHgwGbNC3xzeMU5by4kl/jiZJN4ngF7iTFdQ2TnmiL+BjXNreLudwKCwFY00LtriRX7m46uTmGIAdZRgxHd4HMZhTZbCtng5L0omh2UH98M71pFiqc8gGFw0E/izGqo77lLfkL2zXbuOm+Rd4ebLQJ7Ox3axMv6gSR+oGCzObIfoWe1c3Svp32s+tGwW9HZZWqaO5RsRO5IsrFOoyV3MLpp2lnaI1Rvea5i3AGt9/MQp7K5vF7Xg8+LrLINUVojG3dWKH//otd0niaGrgZZuIQh46hsv9fBprW4HXZRXM6+gqx+dLJRsrMztNlcDvDBUPZoBvS2NCtjM74fgz5b9I/LWsU9Hc03XykCPi+nvva2jIxuE9gfXEiphxKpajOqoy8zKTa4oIBgiINgDvOHyXaDmFTYKubacaqUqBOm1a1rozs1EsKnjbe9v/wrqET0PInLLNN4ym4S6n8A5ENBlZJMNhpRtJxLXW7yceRdamg+GMhEBe2zk7zy0LWkUAUo5bLhmjyewM/z9HfTySHD62NrAZy8EH2+WtsCQZTyvbpUe3P0sDnoH3/HeN/Tuexa23ZvlMlcng8bouSb9DSflXu7uXsZZRcIIDEBmN3vdt7a2nb6F9PQ0g42H4zIIEImdM8xGezaoLaWjL3sFj5I5/n5WEZZOrW5MPRJBUKm5Ndq0hvYF08aY61SWzclJvfGX9PAXJ0v2AiD/CdlH46WfYGJAoBT74DEvQ4R60nDrA1JyEoPWohCkjtIePyKWXyU0Imh5Fx6SSBVddvCWCSew7M9c5f+CIQu+MlCeRNE0G+64+iBYzC65xkeFgJ80wFdnLnnIZ41JJa7hzdA3hzJgPj041Tzm4qkRsBKCwwPzYv7HFB3Y5X6o5iUo/AMzEUlDj3BoQAiPssInAnD04ki0SOt+JNXJprFvNPs2+n6yZM0AJovJxJMEZ29lPdfj1x1uqJiJ6bpmcZU1vuM6hXuBVfeFyEQaEDVX7Nzwlr/AlaFZipBqhKlmP9RkFB1DPDOV61Q6wRWAn4ChgaeAqYCJqPL7XQ/OWRCt8t2fw0e8mRRh0AtDFAnwJQNWXrw9DawcLBwuhhfrGAqm+N2OryElIsbe1OzSkLemUqrrYe9PRDKwnFy1sHbdfBkDkpsO2Qj2x4py7SWe3yVDVJVbW1yA5KzhwfmvY5Kgfj1hZwyFe63qHP+S84Fc4VwNSp381o3ZNCjXBgkWpYyr5Zsb20be9f4NoOpLV72GiDuPIVAIkXkJngjT5at7Hzjwcoye5m5vLl9s/9HBr3HNCpaKBabuScIb1u6MUF5mYUowFiI+4jRL84XdGO+jEe1hir0MA7UsECdPXWchAlXn+4oIwImZ1NPM8j1+XPtpxnXKLMyK/Tk6RMwZ1R0jGHHgJ8u0N4wsWKodacnfF4WUlBOYgQuKtvr1lFuQLLNK9d83HrlKEzBAkGDjTnK3uylXjzEJqESfaHPzU+BJfJQJiUtPyQ8eKUNXZlCVGTsq/N13CrqONl3lQAtRmqlDezMoQ/q++7Y9jyW88z5pviuu7zUgzcKlBpqmaq05TvuvCpfJNIcwSbfYM0mogz5QtSrvGeVd97UNgozBtXoKCZiNGDUM6gzDQwkxAnqgwgkwlavbcYbnWeb8pqDbqQn5OSaPmV219LLkNpMqw6RyFK0XtSOHCaYBG3xGIAV1aYFckFiwfHQWmAawPx5ADRIl/xu9uyiWU01yBWRn1gtPL0QL3xUeV4lwGQRwTPaZABNOo+yZrY/xMDzIKUn6JPQ4ejfTxa7Hxi+CNr/Y23B7dY9viQfpWLE8UGbMm2WBS3zqLbO9/h79QO5I6kj6qwu2+/0++WJF6sHCyqpHgUuVOjAnTGBmoxqQrUxJ1tillRtyOpg6KBmSoxOr9v1YpOprDbXkaAzSJ2k37IwYV2+qMPjAAIXtKtLxr2kThlsASgQHuppfmAo8koIyc3k4noK9M8Rc6HQ1xEsfO+GiymTEtnihhxJFI/wBwNHyEd88wQkajkdhbky/RrdyiXO0TFeZfsXe9zBDOQEibb4IvSQYITDjLxO0qf1Q6JBjgm5PWSsWANBXJCBxKp1xLkpXu6IVbx4SjEBi3VH6UYhIPhGT+H4tNo1k/CG3leg6TqBHYZ59drRDsaJ0ufRHjDOu0z5DVrnf21d2LR1komSiamJrYnexe5im6zoqDLMg17vw8we+moPEZOJyk3npPM1tPrq/6xPPqRoXc3V7Ol2tA26zhwZIe9MUOwG+MEmB+2hQ3AWOFMCc0Opk0NkH8yOX09nbwZBV53Ftl/RY7SLpDXfdelSN2eO2DDeWXdN9HxLFK9D2nb10HdF5cB7fEvUsi9PKFposnk3ljQ8aLUZRxyR9N0gHHxRtwjxTNdSKIRRlXtB4q96M1AnCYkW/YlA7mAY2Hc28n7qIklvKJxwMML2nwD7Rq6McKHeuHEo6Io08ysv1h+nHcbrTIAoLORilRNlj8LKDy0Np+dWqfsTb67w4UGNDn++eR0/c3AOML2EySJLglEpogIoAbkxaYE1QImmv3t49GDNHJne+waM/gv2SdOaQ5vPWCkAV7ZA2XlcqQiomXSrRl7L1ZtPdzP1/tgbWDde7e97fFuOmE9G6igpAapUoBxI4hRP0qSf6ujT4dtkulhxecABSI8/3Lc/bARZKrXRbHUTv05mTr9lPAj/InyexRnMQNQYloboBjOU0hYzlSYGewXbGcNKCj+Psp2bna0NWuKnhyikO9ImDUGHpb5YTKH7rJ9IKmHJlwhiXkYFtcMnBGBimkhHlvRh7BibS6NhZQ5FZ9F5zSQSGx9tbVV4kMZvjKb/+4Npv0IfGZSbd3eh+g5OPTv0ceOPeyyoHRzlBElB0dGbiLZklJuOG3WvwDtR5l5ZzVxu54YCxGRzlwTsNb1P4D+KkaKZ90Bdn6XNigZjNXulo87e+Q1tGLvbX1pbQeZyg7K94FJCy5yamqod85PWX+EHyWEOIeMPxx0sur5XqWizIw7zR/j0CVzoQZ4oOSjLtJKTIx4HSiFPL0rkqNY9dALmRvic0rpsAir/7z6d7U3RyBfs38FZ8suEPbj4Pdy6UyA1lAC3SiQyiO5iELAPruaKU+RnbtWyjO+JmgWFeMR26ojDVJDnZZThbBrAq2aQ76VFnxllFo1HDKRwoRD0YTVF6z4GGbknax16uVKrxnzRCKJxPIzbRJ1W1MOEDetV/L+8n+DP2NJ/5vKdzm3cvPxhDclDLf/zH2FRn3JeVTw6uZSyqSatKCcppyonK6ewVji7nC3HNvBu8vkMwi/jvmzEJsMarbvYM7LHJSMmoyYqJyopqimqMlVZJuMpAN8AAAu4Fv4gf6xh52N3mzxoWzK57EI0ETuu++KpLVeJ8q/mN68yWf3U/jFNgTX2qc7z1q6xzSeeYpddo11OFrazFe5babYlxCh34ANErAcpU/cglQ0G4rxBQwaPj/UGoxzIoq2QN7l+uYxeq5l0BZVEAgsBFFysa2H2UuTdqyKGNXLLh6bO0vPO1vMkjoFHihJ7dtSP1/LaEXEYXuOxg+OSO1dn2HtxkckjPlE9cBtdERlm6JZOOKgf5k4QphPCz+qsNP+L9BR1llV4fZZwrHIWkZbP6+Xt9cP1k602W263o92bL7bcvoHHRVGBQYlswixHFvWjS21idpRrWmma6ZazLamBl/3RgZogsbgcXtfT65KmuZ0+n78fVPC1wufPAR7Af+AjfUw9X0+b2m53O8TOPZFIEeUDiLO0ymRze90PkJBj5apNXVUnc/AEQg4U1gnLa93w9Q3nN2wdSuejegaelvXk2J3vYfkKFjzymC4+zgEQoXJpMhkhkSGT0UcJTUhwZtNVg80TDUmiJYkefmA/T4+gn73bReeigp679UUwJcQxfyryZhcq8MvIfvjz+Cmn1pQzJ/DVTCQ3hfGALb4aRtgnaD4hlb/p80tLrJxa5JA/MzC4yDY4BmZ1TX9jLpxT8kssWcaZ4q7H/AJ+uexD2Y09NkSIl6w8yLqTdBdc9mFnxWVLSqEuDD0dK7lAxT9MNiOUudn7YdjBwSQNWTPmULVZ+z1Jt4JKZLFLh2wHzKABtHJ4KBxH2U8BbjdguQTcHv/i812nCAcdgcRqBQnqJRE3FiBDAMidrrO66Tza8N/EjcLom4FS5K8DuSoywcPO9YkD8lfADQQqo7gjLXkjiTGnn38T3MTSzlUNfUCQncIPfnnnBj5y7ydfBVEiwEcufORSeYP2XMvq8+iDQAU5e23gWMO2gouBjYGvdWHvEO/U3D7cRtRyBcBONX+r9kdyMpTRq+JYqXGtJKyaW12tLxihx+kU4i2nMU1YJ3IQ0ocGrAIdhAiiVdxGBhfRPmuz+yWELhigjfeWc/9x/WLFNw6cAysnk6S+Fcqc/su84cVL+aixQdhKEOazVCfPvSG+9FR9gElQrEqNp8dcjamaFmVvrVDnrFX68adImZzfk7k1lNpJl5AHDHi39eeYvcBfsbDMN/zfdTK+fVQNBhhteUAfEWH4fHzLeJx/odLjmgIDiMbQo/jcwQHJ+6v0vJcviqosoGQOR1MgshYy+QX9+2tbI1U26OxW27Wuc2nDA6W6UEmzjF5ag2nl62qROusG/6daCeUetEz5+ujVBgQ6B/e0Uy1LwRYqR3bKqa6u82nVcC7nL215TzUJVOwBU88rM2wqxVCOFwNkRaXZQiPDGbCucWUq275Ek/7izViq2HG1fyH1nCDGJ0YWPgAmv3HGENCY0AqcbbE3UG+xBqHOl66HOsoJks/W1h3rxPm568wv5if281Y/FSUC9mWprgvuqTA9ZjGtTg+nfIkKF4wKl8aN6lpVWOW0gey8J2wpZYWl2f7+/gCa8pai2YhmyyoXNi6yIRpwpPpVnVAMlHMUIH93e32zt76JzQsAlXxp5raFGnknKNQA5a3gnWyFAMetfAU8vOAiIKhowxsVrNCtnBnaH8akRwyft4Izn9i/ggn3kFaQzSs4NU21CkxQoO6qQfijcqczGkOva5bZ4Soc1+fZ739ZT//IO6qcZbzZvN1o0dS9+lxVXtbudnV67r2p1lm6WKELAkEW4AaQICQCENKHjxCgjWHQDbA2MOgb0TcwZUQzJTlYjzlkO7HHklWNJbHnRo9x6I7ORpz23anQIaXL79yt1rzp9nS+6fXd/R2ANHBI3FfJu8Akb/Iu4aYjCZD6iDBBjfKfJ8BdPSLPfhTWt096iuoU24HXjhSIsPob/otGXxIuzX8k08qtc9tNdjf19VTgzY4vNaIUqENxr647hQ8DMrQgjqIUQtcBZQsFcKxJuKBWU18XeI09EMw2kOKei+ZjxnDEwpOY5gWoi6/n3/OCIPSBhQoxYTm/NXYfUUzKqBcmvRAe5Q5e7RmwPuigXgfC++jUL6sTXwZf5JX9YikuRogi2qDNnTZZ4vTqKeU5D1Fby5YrTXKVWGIs1cyyiXkN9Rr9FmuHlYe557j1aFNsK9vuIaHCPMkIiz7PC/GgD42bMns7Ew/zSWg/MztNg7vb2Njtsja7Ex+msrjc0WDbSxnxtv0Lq87SJQttpx/9/elU23XkwoVzAeDzXkI/x1Cd2vs2xCYnE/C9GW5DPR3fsEVkxERz0R2ICW83WbooLfvi/7LQ0j6FRAAzUYi1v1F+iAbTUI617MlTMapMAnkLfwAB539sw4inUdWFF9Q8+RgAMsy7leiscUzcXBtVqAX3jsm7Qw4wSKQBFlT7C/n9krVfE2bD7QKWIxS3hWXl1BmnwFKK5hFoqzapNcU1yTXFdrPZZaXn4ffB/6H/MT6/UMAVKgu7o8GrxKvFqwaHVMOaEEtiwLhzw3NjRDYmNys9LWsNWtz1dFyb9LVlZ8G36VX9NpygJHZ73VP1dp3QFfcu0AR4b2tvAdAXb2/L5R5ODOmz9AzzU2t6Eqq8qB0TgS31PHyTtMJ5IGpjq58QbwGRpjfDb+WDnJ40hlAuDTxX3VqiGyEqQRiSzheec8QSyvRHVtazmtv0qdTVKoeiEsaqA0R3FoEGThhnH4UIf3OLoTfltPk1NTW4cqyzE8ghtoMFr06q/8rXeq0v/Ih6DDXCjGCHv/yEaKunZiF41jPpYNOhrd8BRrvBoi9rW0vBeFSMF5QkE/IyUArCAN+42WMg5kffGZkX//WDiJ5g0ORw7Rf9E/LTCAXk3xytbjg4oY43OwVanY8aGXZU4c6pizwhlh19EnKPSysMdSFPuqxtSZEQfQImvf8GmhihTKs1pCkTM8Oq46eW6pipJJx/Zwt4inOx5rd4y8xg2KL7jvmSeysicaP64lqNuyny+BNSl+jjC9YdVAC6dT6S9htF9HckLCsT68I3/Dc+wFVfoPIPJm6CY/AO8Sfr8DiCJHAZTZFsc9MmW2wipYhNL+2euiVly+nW482HpG+jVaVVqVXr1ASPy03Ja6s0h5LFhfnFpjClXNOT05PWadqZmy1RB9n+i3r9l2FBa0Gvg6F3YlMqq91Gg8/Z6KXVaprLvcLKejiFSdVBqhvUktXg/sBmuL/3HW0v6x5ALd4Y9YglDF5MewPFJGNdpS4deYYEiE40lkyPKs351TNCNyti+dyVcDU43DWXEDV9UQLDDVKDlFmFMv56DJR/RAC9A3N1A1O1CrzgdOdn+LgYSkaasgl2HoxbmCCyDSM8QN5Y/xBFA2KYDRwuKfA9I6r7xl9g6uICbv0CE2foTljDcQtnPJ7wXHuSOnnKFZVz2ug3uWe5N7vLvR6jObiur8ajVtzWY2gHuUGmRb5NeAtvy6nlx+VcYDbcdpeT1hSjsFj8zqvhC+S3XA6/08UQcDoAMd8aa5S98mXXZaRhzcDijY0F0ITf054vdejrxpqWbd3a/o6DAsT52QXisVtul7UOr1uf/V8pVx57IWJ45vg/zv2EQCSa8aXaLLXJPncrnU3vlS+9VGb3J1cqUpLKVW2bditysXXFusrONCEb8ZWZmJGlFbiBcaggCcw9xzn9SOyuCS51btiJkRNTtnwKBwOZpaThwhqHBEZeNi3A42VJNXBWTqINadudOs0c28NAuFGA80YmKjGr9Lb2bGjQtrL9zMNUuUcatk+hpcGNmIPSbTud0MABZ+b4DnVbETrNgEVP5I+mgGurpxBBTWHNsDET0fdtGPcpfoBe5oI25UMVr40oYgmekBfDGyu6FEFN7ahtAQpC0gbmqvsjyowz6ggqmplaFmIKrt3mV7WsTqyiPyyz0pI3wlyyfs012ZzL4NP+j+KkLDQZhaNP6UXsQeyDSCJp2kgiDtRWaGVe9/PxfRoJegr1spEovLBUCGa0FBjA72H3VLt0ULR91ffsyOlwcewsCq+bcfN2AEvx7YtRrUVU5xLOqDxxvSZ3TSN6yHDCQBvKtCu5lcWdVp6Wn0bADYhOy9n0ZDMb69rXQmn4Hd/rEWRy3u/DK8hz2e6/wv7iRkCYmQXYtnVjV3bwzWebVptXPbC7jQoRrsJehT0LAQ8DD/95tb7maGs07o6r4e55golsLq/H/nUgKo2Ot/XuwQef92N5wmyW14sVdvEaWBoFKjTg+9XmDhzf/b0AnudzHDV3OQGApUOaTRs8FhwByxycHXq/2Egsbs/l7MJrLqfvuT8IhCZlrQt9wvJtEG9XJUbHRkV5z8leCOq78KatyHI/vGYFTvfJ5aXyTVhX9ptajYmeQ3SLXijLoCV4I1u53KRcMAGq3DPtBoyQkkhA09bAafjSqMCaYB5DBRkSaGINS7k2/yBVWjYy0BNUR9UaQbVR6g/HGVxSdFRl9SvItdrmWUp6PdVFyHugCGpUZv64jmsRcc14dbU4I/SpzHUfG1YMZeNUyfitCs4cI+sno1b7eHi/lSo9yWPyFq8agV7FnyYwRvHI72StSpp9zW0A3+OQ9U/oZ9J8JtSQCJ+ALft7iQMVvO1TmdQDgveAKmViSZV4F/jE/nuNv2rjW3o+oe23SbKeINK8IL0fe/NbCFU68dtauNK09kRlkv3AAdidHFFO7MHnKd2cjPFbz+n9hLvHDNeaJTUrxn1oF5WZGuuWV/ppnubo3b38xU9E4UDDD2KmdHh/fomJvW/w9eX8oinNMdgP4JyRckTQF4TOHZ4ZniWcy5pyidvwe346qub0fA6I8b/Go9T4fFd05RLRQRmoToeZ3LJ7jgZ30O96vfeE3nhe74/g+f4eiul+v0fIZdMTMOEET9ubr910iZuWc3h/JZjledwW9T0BGRnEgnv67K8G+ZMfPF90zWb3vQ0GpdHqeTwzLBxsmyxS1ohakmHWLYWckpJpsDeccq7Va1WsOKXuuKmbgMnCWViFPD/mWgx/+U4MuAWFD9TdrqjP+g/nbIkMT9OrJzcAwAyNOHAPMTjzzAh0hp3PRInSTBmzDM3VO4TrUms90mcTCmWPucmjrMdKL1nwTi2lH6NNT8VQso91cHZtqsmNMpjEt/fbjkz8UZ1ftZauieGZAiod64yN8FRZeZRkZSWGf5yg3VEELG4EuAjODoMs/UIRVdw344BDizVJIzq/R8XjDXXv1Yqut84OGmuYhGiX3IrMkRyPJ9zVn7sl6lsCFQbjtpSS8+GZoOveSfss3UnYPFaHgaIHoor/tSWURycHtY6CRPod6AJt28O1H2tnTytxck6gcoCa4EAAoljkDTbHiIlXJOwapScItCH/7XHTbtySe8ORvjqJZJtZdInUcmm65iBqPSFlnI1G/MtVrkpp485vSR1K3toA1CyLMnF6XaiH7DDFINI7vyxcXwX0/r12Ltd/BXv/4x+j21Y4x9nCm33S5Kg6cdoUYh1RY6bVZLMR8TrxerEgUzRVRFUEpkYQoiDBQkFnUgHYkmBZCJLLT3Vc9h2p95Llm7YH9RnYoM+tbk7RygyaFWSjnbGFkg1ZK22TA2T+AkYHzUiDrosNJoZ1g3FFEJsMSOGxrWuf37m5+L4+nFpiIk0CboiNhQNWCnaWDUXFDicOCpOHUV2Gma6kRUeo1REzuLXeIbkx5nVQzfJutcdbIla2LTk9dLpDirv80otKdFhosXWSXJml8ba8vGOdJoyYdeohiq/y/Kif59PjuBB54alcEMXRuk48PHaVGfF8FW6ho2rs3/EYpbiDrgiZGrfgDGMOZpo8dJhsc7RFcArollj3w/T551NpH5ViOeB0oTDIanPxxPmMf47/rv/bP8ZKW0Jvcm1jZ4VnlWdX5p3WvnQNSyB9ZiOVGtE0v6UkprE4GQYEaBzZGwsXE9jXig3a2ksK6bUTi3d13gIOWAnU4JdV/jP3JWr19Ka0mlGLnk1lzAGJbgLEonfcgyVt+hynxvuQtbWbtgkwpH8yh8sA58+oV36Q+IeTERVAXKrJaktEGsl0RCI+AVI9cIShOvqQiKtd8haS+2Nk0me4y9YKRPT19lAgzF/U6y3g6GtS5/XUfAZdPoU+D0cPRxNHtZ9bz11Tg2Ig5cm1My3sTSxSLFJsVjZqlurjtlO3s7fjgJAeVpBHnIpoVesjHGxcPe11aa0Gc5xp5Pqj/X6EfDx2HhaOm2fDbAR4xNx9ON+bmGWIJtk0d57XvfO7O0JbJByc333ng8oWoDsVvqpxCpEHY+EOUUXuDXXB0z6MYZhXh/ZQheIERFl0Fjn9xHCWeOIjhK1u2r94fwQzVHPPFGmDKpULezFM58RkZ+gNmKjuBTSkn7z76eqJ8orddUzd46j8RfZHXASITlEwNdkoi5DYaAB+aIljlfDGUStQFoJAH57YzvuCaMwUcC8dqTUeK3VnrDx1dquD5nX8RVECJYVE18UpKULq/VAPSUw4eAKu2O2sa2LfaYlJaCioxNJXuv0pBqYOM3i8Tk/7xz8jQFxnEZS4SmklTEOLkPLuJQz7jSuY2vHmAlBjEmVWkJUyFY75EC88wdyE4OZrf6DXF/GJ2CyFd2TjxP1hT7hZ8BaJPYdKOlWwpP9Alia+mngPK29vSM/SYg0eBlj1kyE9elWQ5jSKw5r7nPS+KXJ1WBOvxuLlahWqcIBpiSfQPNsYca1mbLI/FHbPJXcHAKhdsRp/ONXDZ8lqQGNrrG7Ze/Luq0mUYRJCQfrH+MIxmGLYODVmTlpW053IhSgeLGvasElqNLc09GbFoRXCDozqb1i2XX+212Imh4RS6KvYpoEPuvpUANr7lvQEteECwqxq2Vai9a4i/Pqpg/6RNTxyPeSQa1dXoXi6xtNMvnSCjLWp2XC4en9vtal/sy2c13EldHKNnLYLArApD7TtVPIIgoSzcCybFpWWOcsiRrqqG0PEGaSIF/U/36jVER2nNu2kQbzSFDQRka91v/EL9Bb/2Qp5LAdsNIIft0SkUTOKQH0aBQwv7SF2YlJqUopyyipLLb2WVB1IejGV+Etl+4da3rtV3pqclTUla5OKJ2W396B3Y8YpK020LVoQ6jpKQDfIv5u+b1z9ltvCn+Px6vYywFns0FmrZRZYUh0U0mZNIbXlEtYOPAV+u7VnEBhnkZw1vcx5409mZheoW2kEwdfK7OzqTuUDD3YezWYu0x0BK3YR7LksMFkVq5mbOGKS0Xdq1FTxn+lgoq4LYuHSpkjusDh9FYObXatF2kP2nfV2ns4SSxUFsEj8yhrQWsSA9B/k8A2syHzhFmCPJJqb6pmLhmCdTi2yajbJkXJjAlQCiJKOgpIAYbu0mKF28thL/QoGDtqy4+ZsGxsLG6rUKJAwD5xbeF3IbFRrVEeiVig2FJiPKwsyRBWo2EeXsozkN7LEzYJLG/Wfyko2I9Rjh8aiIu2yy6TXsAxIT6jHntJxrwMysv0f0wR0Dk/tBI9t8Dojf0Y3iWPlPqKo9hpYRO1RnS+xZ+JnHX0Dl+JCQFU2/9H5YiOnB3GixP98J1ZcrJhpEfUiDoZ9RYlqIdeazs3V2fXF5e3lE/w7aDSdMCEX37jSmTJpapUeDUO55Wyte5a6kcOX5UgPPh1H78XgiyjvuqR7prhlU5JSJh1coPuydMNZ/lhDQBncuVeH0f988bbbBotMWS/QyJPY00bx6Fk4xKhLLpu9QWy1xHdlhik67AxUAalXeiKRdpEZmXS0XiuAuWhc7Ee3tUDuU1QbJd1/ljZMkB3jGgLsSjpnLuE3AKrhyux8ixySowT1mClEtXJ9+9ELeFfZqLUhnrZUYqyurKZtJiGe7By21HKppUPaqrSppsrGw9MkU7xcs6Ceyxs3RbY/S5bHPCYxwZEvvzg1xucUx05FK29tY9KzJfb9QjMi1U17vuPdTxlSsXOQPpEEICui86ky90i6OrQpbXNrS6VnhBXfTnuFoXcejnBWDkfFlH0v+QLJOU/nwG+c6olbCligcD8POdm8+y8fxWObu+5BRa3xYPVQKhEd9HB3/1gxurW5MrBB3RSxFG9KyeYUTim0q0rKsQXme//fIHd0IZZyvJEqVAC3dWS4UCEDRfYkndKtqwagX4IjYOJBK5ZjUzHBk2VNd7qvRhVJIX8Ei4TeIuRRkiioKVCQACMQ0/i9iA2Ogt9sc12LAemoPapOre4kqL10HX3NQbQxcX50jQQDC4r5zqExsLT68i9k5lrcRJHNvZzj4fX0Hat4QCNt4LyJ9ZRGg+aNBlAUk0Jr5uvIdsYFa6mOkp2Vi8TVdqwoDmtD9NclQE5BsQtX7QESUXUELJy4APppzVDbwIBqlmDFGmyXDgYoLhq9Q+yqG9ky0j1JKElZALJX+1Llyp1TxwhavezzBtZCLO69AjQw91ruosr0SXO8gXjjCJVlqfsisKgkbjG6QzhtsHsVIZRVgdAeBPn2BPKYI58W3aQRnR6kUkHe+XunyO+LWC3jVEbqfop8LfT3qb4COwLo5iyxG7jAAZg58ejpetbfQhFREhZ4DRVlIDPr75GGdKIU7vC0VgBbafZYEEdVl7krsL/QgQ2vd3u/jBLjXmbOGvfuPtQnS3FAZCU+MHgVpOFF6cW7RZ/+/cVDzFlUo0WV8TCbrBOER5t217m1S0G0Aqzmzqt4VTFraDWJJ9U7Wc2JBnrDYvHeDBpZwS19kChIz+LIQjop3AMH9dJdFI2zGpo3nsQP56aOrF2tYRJ0Y+geqR7yryj8MJVRBNFQCxt70jA5jA1i80M3PhnT4f0K6zIOeoCRR4/i2kX00SGGNnDKziOunVTseMnulf510R+wvPgHGIZN75ty83TzfqC7PIGlCzibkq6vIrr5DoDXTLXhleKc4jMPAakDqQ0VDxUab9laDW9Rgsri6Yhm3ky/GTKb2aLOqACJJFJQ72THzb+9AQsXDNYLKEZvU9lAQ6EobVinbMkddW8nqnuwNERIc5UpJOIAYpIA6ReJBZc7cAj5kcc6/aGjmDBnaH9yTW+PGWpZt7QbGSDHRgIuWqlnVuA8UER0DyXG71SNZ0scjC8lO1CmIYdpNTKNTGbWAPIooJwQTs0fZPZD5qbS9Lmf8nOoOMaBg49+OCKB5HaDW/N7zPsP0EcmNic+T0NPH2Ij4ML0hs9RdLQqqVQkcUsiFouXdKiPo/q3zanwpEiQK14dQwgT9hxus4F5JC5inpcaq3xnkI0vhdtaYVnMxjC5saE9Yv3Xuo1oDgQfeeogcwqjVnhurdNEXUiWioD20laT1WnmWEpd4mzbW3IgYZSnedrwQdikv80zzRiiVFJf7iXyAmWgCx21fVLO1GmgFFZ4pCaI1vP1XhgDCUAEiUYkDYaymChm94jfuytvVVEilaTdZmOMCMSymODH001uTMn2jiY/NhmO3TOliq+MA+SJdwG0VAh6f5EOxYg7QXGFyuYttCYFlJwsOPxi+ioWNS2qrKus664rr2u3FRtqmovRmgVjuO5sLS1sL2wurAh/WjcmOiQW97Z5+4x8345zJ7K+3l7w6bIp1fNjSIQ19SW01FoZ4juWc291CVaZskzTWO3+83EoXDK5De/CSiTrKuMinj6p5xk4Vd87zRGvsHtL7SDgOiWZwrs7MeVV+wq8aaxIqdFKXTu2pLXnhcUZLPWU6DBHjvE1vMCEq0FjGIpuqGIYUxtfRtbKD++h+tbtyS0a2UwuMncUhTQO6i6ZmNFQrmSO6nE/QoQw8pqqUttUZYOkgCd2WEBe8XunZBgcMbLxLp5mckcq2X3O6yXQ3XgNToRo96T+l3crvhav0phybZM63oUyjEqDMTlYUBGNRJoNMjYwhoFobrTrdviF4oLeBHYRzL+qUXWTHiqfCPzXUK86l6wJceCOWq2BP7QIXz1ReKcyCyNdLkkDpFMfHpIoLN1uaIqdaOMx4e0wohpS0YrNxgKnGQZ1ERpgw9IVubz1QjebcTea1jyV+QL6hivWCLJiiw/ORDfGwJTCYUAF+uRIUaNQDYbRxsDKcoDDxBv+cg/Djo29L5Oc9Er6e3cy4gMaandaWQOxhKL7K5deVtgbb3UPr4ZKVeb07SQAE/peXRgwoQhVMMurgRIoErsYVFe3fcbI8TMeMzOioKkGzJN7IERm4iXSaBoKe4JyDt2lDsrzRfWMqigyjkpLxR4TyllsNZ2uwo4P6yhTmRTiiQ0ftqld4P4tRI+JSCzCmYQuVpjOv3XnMsfAtC2bcwzapVPw9uHPTv5twInEP9nYwDosLWf9914VfK2HLiYyltJtMI3X6rSGq3xxNNecFqLAaL6d2ROY0ddSbOfMuNSkZQ3kQT2xIkU2tIpG8f5CyNIaQaXjULpD7RCrppGlxpWlpqvpstajQMVAIqrekXoRUAwDs2b6vgB81rtAd6lr6JBihLJNV6PvWlIQs64AHjsZOIcdDf3bj78/+cBdnPbrt8p2EzFX0/LSOuZSCtpC0LQHYAh2qem6EePta9DrjvvlRMRcc/tWf0E6Pr38c0jnYTgD8FwpG+1wdl2M0W+SJUiwzqvJXdremuVa5NrmaKbprrXXW+xPb5vckhglHl+FwuLwOES1yOUo/+zr6+Ts9PD4JDEp9f+ayU1DkrTb8M9jbwG+69ym6MyJXfHMuPBszvnDrzAa0UKebmr6qnk25umfFa1gN3GeqH/kOdB40o01X8LGUB8huYRa9HfmN3FTQRYXDfb3kdcTU8g0VZF3hi2BcgsbZ8XD2imYEQU4I49tk7BRnWpU2CJ6sacceVdzteOx9ABOo8hksphYGUez+RPYIwIipGVaPTWqEq9yU09REqhJj8lAAsBJPVFLHYQ0Y72So2BXoTOYbOLGxltAYEDnFg/Gvv9YutGgweSa9sCg83TjiYQZ6WLtUTGlxxkCuiONBAtT62cJPQPd/YJ9zq3omtRrnjWtdqWE7tTA2AvMniLQLtB9wAKU2oqv8drNU3XrrTWynLxsODd0uCzJsBp3ivB4RP14JgV/rqFuoMof270lQzRa2rhc00K/n9rN5xHBPxbRRxYxY7WpoerUhMZj3IbI49IHig6HY0FSyliwbp0QsQsSecrDTSjYTWfdk/b0u+45QxE8w4rEqeAfVrXANeoKav2KKuapxvDa5wJWZwxd7u/vLw0NxS3GDTr+RH5rdEyv18TcQnV/cu6brKHprPmCuR9olYOmZI8fDaLIgZYToNbEraytJFuGR2Xtr9Wj9dEB1OpoVR+Ju+uynGAvRdwgVVRO1J3ant2ypUM8XPPKpoEAZuHYhcP0i91GkGFaMpkxRgLwh2gRtHpE56GjzLRcE4tu5UvF8w6wk8tO6fexEVCl4MWaFA3nWwoHmIXD/bsVBWY/2WShx+V7NAd75nhSoJYUFSOl1FEt04Cg5dDmo2mE0yo/4n6IzJnG5UgpRLNz2yOOXl6fE9lvV3riaXxVjtmCnGyotOnSISGPkeBp3ywdb3pjQ7HTk3lmRY9weFKepC4P5sdmXfUvsW6kts7LnO2A2QUvSuWPcwwQgGKkpPDKCHHTUyR66o7imA1j0F5I0oGcKPRJNoQY3GeyJiRF15r328q+8IenvjkewNxPF3tJ4SjbQYYOykdP1gegzDk6xoPuXZ6C8uY3Je93NhUAcmifhcWD98aILtScs3duVeT3skJuEJwbbkfnQdIbkA4OZ4A0Wfia+u59/3pgC5GqPbkTpUinKL5UrKprVVMt42Zm52aSvmAHKcsH5MhGy+12u+3RfNmZ0JTRABeGOmmlpkpUzRNt7IPxDm29nMOmnD92ERq8zNgeHPOrbFgubsTbq6bso0yvdpx+XufZc0IYBLiEy3PNUCSlSGpp7SXWXui6LY+CuoqU9SREZ6FwFErshqd89ylny5UIGHECxrI45At0F2puyiAFAeOM3VMO/aEfmzdstjEnVogck9nFrR1geJ+CTH/dSFlrCXgxZ9DQ1yZkGmM5cyArb0jIH6suf6wmElzkSl3xJpKKohxNA01NhNG1P0wAeTgPQ/gjsRNz/0DaPBIhJp0dA16cjwI7IkhBQbMS/FhgWM66TM4i4coNBRZVYFiNQVfaAZN2BqVtUwn3vJFMhIoO7F6JDIpBhSi3ySuYf8rZuFfOAV6JfOevLoLV6WrT2qFi2Phpgp2KvHlx2J7PXu7K5KKHnX0eujacj56meYsS8cfPoKid8wzVo4Dir7eT01OB6SOR18i4f88v0A/kpZCQOYxMgcb9t9Gs7U7oWL2oTxFLhncpH1M8ZmzM8KgYmSjbiKnhq61UcWThG/ZPrz8fAuww0MevoF/TZiGcO3gPccBCf7DbItdRzstshRTlAW8qtLhGa2grP5hsnuvTIdJVem3MhLjQVClpVc31agyrpVRwMttqQH+lARLFyT4BYmGSpcwFa94GU8SDvWAcFCMqVlZjpzIP2wcrZKETJpexdSJIm2t/q+SQzrNBLOrQRS0WS9XpVqPGdWyXTuXoPMzdGXvEqEU2AqqHcvT6Snb4vj1ixNnO8H53qHV9PnJad0tpKUpEsqWlJSs4pqoTcTHB6q2Qz9Ks7ZR/DW2hlH9dbT7ZgsoztyfgT3+qh7oApaOQ4WvBkZfcdY/97WEH+Btv99tGz9yNSoegnldhPO0yqmTIrLGaIwEHIzsne262uCwZ25+2umv1jq9nnrI7Lp+LZ+IJsaQ4sjxxXhX3znuuMj5PzuGgRrD4tZsX96NdYdIMCh7Vv+v9RkFxMtIysjYZmrmaHqfDTG/cTrcZX667fU8DOWluvJkdiR5EL8aXF8sry07w3H/7xfDdDwLYyetFUlFkVgRi4sc5KXN2dHh+fID59dtsdnyvzx+azG55/e5AQ8o50GKGUAlaWBN7CP33sYlhAGE7KmMjsNbs5lpU7ciU9mLE26+zdV7yYsrtjo7CGRCxieZB8A7+3IKIYcI9dhBDPYBOC7w5KodKkBBgQCaO2n/58OaBU6knkushCiZYSiaPHabXG0jwr1haOlN/jMe4gHnL6s6lxIlk25GufBo70qZpte6n3H9Ea9tSZngv2/JfHOIihBr6hl6NH0EJl3tKmFaY7khNbrjEn4iIDPmzG2Q+kTObgZoIYOyrWNPDDCV5CVUTwGzN/p5y/nb15Xj3iSC0n6F81Dm3bfXoyF118sIxKZKZXPcOtgEAgs3zo1p5MBcTx+1d1cGu/ucR8oCjPAkv7Uigw/s2EknJQ32l+a1/mXo5zcpKEHBbGtV6pKghfQt0WV9P+muuh/EKTCUNRiCobzPeCj+0kb11FKKEC8sjTpX7int4UVby66t+8NnnUqh5BukuxskvQvC7x4cEBv62UDZjgYfIAvGN2nGQSNQpJUs7Ht6xIxWQPhnS32KrPuG/ob1wuhtxoQvtOkXe/aniAsJI7sQAJ5Z0tSxLqRXGnIzAAQf96vrc9KBsc/z9zwgcLYQh/nyDd80KPsyMWLgyVBm1hq2sW2DMpUVVTVV9Vv1M55iYWPiZ99JepmGnoYEkpJw6nJnzfcqMOuPoX55fuGUOwa2ZXXbUlptL25ahulc8duWaaVXy2cmMETl+hEKGe3c2FpaTFZ+mZYUWamd6iBPpoERMc/osaeLGnuMRQxruNjMDVcviRHi2wx4yCXf1VJlcqBrTyIh5tmRGcVn/hqgC7tC1C7RybV8aTHBfEGzjh/dkcy8g+y+M4wWzJ5YPUE+wrmhd/hiuBJlRxXrqyMmIzpab3Z6b/t8AIXBbPvu9iS85XZ/fjDM/NU+Jz+hnjQunxbM/WosyRFQNodaTvAQfJFfU1dS11l0eXzNte97vp19qeOoeD5djdb6JPhE/1d+N3x5rVLR84hzAkGw5k/zcmx1Gazbg8Drd9vitAClXmQf2t3E990Rny79qHqVvPHv3YMpS99eeXPotmmk0ScvAFlBXyWW5lzpUYlx3JK4ttZQOPbQ+OgpxbpJsVRs1uZsIj5o+KjaJ5K9qpXKJ365BIkT3FCfRWBxN+ZL95EKNhv6LGfnD+IAII45gJMyo69hTnX8WYRIwCIkgSPFVXshlyxsr4voLwIKpV90xxe1ZclckFdCCliCIhCbZAUdMwCbmsnuwGvX00MnTBJj1CMirxEM9txBQPjh0BgQbMKGTK5gE9kDi9QKY6EfCwYYpIkcyxX1P4qWWyucTifaIPtxFcgswa7fhh/KJnngNHXuIqMGH4pa85cIPOEILQRSGYU7xYJdgWG9Yhbvl11W3deLiw7kRznyNzrQX+WqUH2aIjveCWndMpEY+DZ2EpIS8GhRxznGvcXGxsDOvcy5zMPNw9TD0cPYWu7avGhE9F3Mc19Kw/ZOUHYOehJ6OcJVwl3CbcJ2Qo5CzyFLJIATdgEndOpGIh4qqU8Y3EepqLNGqVJWKVydx4aiIvOciFa5iZaqHXbdOr+Y8cEuSpGbsuZOPO5z5k5TxTRMrDc9hxlqgaAeuHEeiGHUgLjy5aLARC0VbtFjSb/dqWs5iLGuqFk4cK2ot2GKCENXmz0w+MjWpIYAorEO6FQLQp8WJ+t9nZIneCe9d6jNQo6lSuCYgx6ko79/bYnjdY2AGoAkBM9Z+0X6A900RPRSYhhdmzEFv+L3ms4PIgFXnKdua257fYJ6pn6lfqV+qn62bWrW4anRSg3K1UsFTwdPOUtGpsqiknrRO29RclV1n7nLJzjXAzrdXNUP3xwGq5kpWE8EortdjFeUQGRBHhTz1Otw4FmABk/WMUvfre1AGQFihHPJfdQXEQ9lZcZVfRzFYbe/j18SWNbCsvLBZVClsFEli3SgoSXRSfQVX5jYPmskoHajJ1GGsyktFKkFTnoq185UIcx3EUAZGILBORRqW68Z/1NG5lUVGnWFh5woICqi6Cep9EIzsWivOUdR9saK6yyf6cYeFCVMjSo2CFsgjKojuZRanfpXSOxSKZjbkCp1YG73nG+6aydSqKeBYYNlk0NhYZphpcLS4W0/WW2e22PK4Xe8aosbw2F0v0m32QOVYc2aMsZtOSl9LJ0orSkdws9ysO+q9DdZ6d77gbrts9nre8vr+9oZIQePNC8MWVwwEENI77udqqbXmsPsiBVHTsO/I70FwBi6B2/KERzzUsQQ1ykpB8AYtaK2FTF8R7HwRgwKh5mApsRQjDe6fO7OkHqpqm4BLIHlmSTx+YY7VK2Yb1DV2Tx6AwCk55xppAIBxxE4ovcD6M22TpKd4k/iy9ouEPlUNAEiN7bzE2L8sJCQgqqg5WEEw8fqAd7RtNXcRXzav6bNXkE4zlh2UIu4OPYVOZKM7J6i4HLDiATccuxBeFq7zY4kBZrqL53dGCIuHaCedhBOJBYGNhAq1Y9fSCRM1IQDcIS/auy3QfpdEcOAo9EOSAPika0TAjhiS1Emu/bJ9/vmES1QwDBrjMbzqQ1EcsmyMpzSG7hAU62jiVsSgkUYhhf7PRsRTyExIyWDq4Otj7OPtY26jCVOnPTOSjMliRqi0UalTg5VDvle9V7NXtZejg6WDr4WBhZQjR4eLxdji7HEuCX0nG4RY8YugXv7iLiCz/tIzjNA8n7qQTwUgESEgo01rGAcUKKhGTr58+qMqam2yz8kbtb2dP8eVDxVjRMLScWYdlG0jb2iQ8LjBKhm4k5v+bWlqfR7aiDFjaEvIgIC4OSzI5/TZNYC6ORE+2kpCQmDlGgrB1dCDSUwpO4R/Ib2g3JcFxcGCyUY2IF/1wxFKcQFAAL9vYRigiKkQKyhIzwGCfq+NIGkiFIg9CRI0CMLAOuP76dxCHjFwoxxwZA8WnaIdAr9EFugzmJQTswzqLggAUHDksgJPTjL6K/hEX4l4i6YJhFUFCfz8YAV0qyYI4XFjMeXqNkijt/giuLPEotHiTIO6jw/1abQg0cJ2tji7kfageqfSaHK8bg/c0aYJBlt1E1iLkK/yBOcC9oM8EYimjROaws3f6t9m2EcPdRUm/wTWRRormy7bGhqOKQFmq6sfDDoLsHlU0USUobMlkh5qQVqHCPWNUWzVfubVNoQpm/WhpW4QAYVikI0SjExjzxRNxKhfajtz3Twx7I36t/nPUeR6updN+IAjb/gMctAOPR8WgVeVpBkzgdtYlsRSi6yebeoJ0tdPn/i4G5E0nzWr4prt7zSwU4/ZY5R29Cp8NYZuqvuMs4YGLgI7JSBdu6B+XzrEyLAhB71QSDGlX2FyjChQIUg/SixTRl7HP8nuW1ENb+XQS7TGW5OjLbLVtSnueOf7QdUrmqh/u55BPu85NAPrevfAbBlkFPI1RJZa5NWXBk3WwuX6HxHlnOR/AbgmAfUBcEIBUS4zKzuDejvlgytTDF9+8wl32se2EMzuHoBvbHYQd1u6LtdwhaxsiZ5gRcV7wd/YuPL27J7MUDTWhAMMSVRWg/bPGo3dUUaYhQyEVFAzDz2miKMyTfUDzkQkkkbgCZJcJYJZGJnHyiOlFpVHjlKEU1VQ4uDxKDFDRY1CR3DKxGmlUgHBlBrPiVyOVTQW/Isc/bWq0AA5IghXtya/KlMzLGmAkZ5Lu3NP4YmmxExvM5Cqabaa5cclu+O4NeHwa8fWTSLedPdp1vJ+xrR6BPqWqqhmTSwZ8edDfUiy7606ffBzevNImRbhTBPe3gU7DdIT/G3NKWWiug9SUHRWe3bh81u9XLGGSm1BgkIpqDqlgLP779OVmvnFEXlc98AJY32tO+/djLqea/OIM7Lbf11u8up+4J1hfwBKAecLn4jafvY34bMhhXeszkfpIl/dd3mN2aXZUdiJ7MvtUfah8dqpwuHyj8ZDdvmxPGF3+WIHy0FrpwsR36v6GSAavAF2j/xhxuTBRgm+SxQwR+QhfzX3a6G4tQCXbQf0AH4X7dsA/Yx1A/aih5SK7p1xfwtf33buKSIsFXAv+X/KAawm1+Ve+pFh+PFi7nNwpsnda+E6ZvkJ14GB+xJAq14HCIEMDfah4M+E2cfp6iG2zigwTN7xWusq6UvFfQO7OL4siLhTwC1C9dGIx8FzYw7oAM546lkfc8iz//gxT5uwY6jXQV65DCGLB1QBgcvFM2k/xF/CZ6/o50B5Aw/djruBsFP1Vzq/6wz05oV5sbePqsFv/I5QZ6vsa5Di8LIjvdKN3bgM73/pMhvfiQR8acTHm95xAMkp3pi177sxTKN+fRjnYbwMKuncY24tGtloJOwx3jA19vSu8J2diNn4f+iJ8JUwVwrvCOeU6eb3Slk5p94WpJ0PPf/5BP20+eyKHsAx/s2FbQLfqGvsO0ztmDuQeaf8pfBTNEfsJdRN1Cx2cqzxTvs2Okl+7LxUwF/LbK67Mvqci/6aoX1CfRqrxVojrnXbRr6V8xjl9jtn6fbTn9GM0+q777nuo0KA70bJhvVla8b4tGTH5MX6dTiWV46yjfHlWcXjQv+y6Cb8zXiPQ3oYnhiGT/KL50zJlcOX7EvyIPGi/6raFr/9YqnNRH9y/jU/UHbIf3e9cbuUTeEu4av0aw2wUbdNxurbqWb26zuRtBK7graBPSlx9ftSuuGr4d5w6HAyU9Nbc+uSe3F+4d76ct+77dV71sOMB5MK8uNz9n5/vO+L62bpZP6saigy2sPEx/q7ODw+XFd6v3y1tHFxZ/cZlPHDdDetm1t0Bjf3Rj0PjY7e29be/vE706fJ2S2y3ujksfSYptpqd7P1GWXDt+1rOtYfq8T15frr6WbxFvfK7bt0xPZjfVdn9/vmQ3eLv/U3R2t2m3Lnczagj/d90kaozedu/qqNz7fd+f0QcS3BLdb3af3w4fxBTZY6z/3luITrtvNorIzX5ezsFio3l8fn9HnLzNfe9dr26rbttuMrt4+XzfU2xyuP+47j72LIBnSd9nXH+7fPoA/dXt9TQC44r0PFz2KGlN/PvhstOF1e53dQ2CyP99LQnfd5gljv1/kj6klDwtjvzwMd38Nq0hvfx2xYGO/3t9KkUp775V4urywRdElhnUrNcASTRaLmutn1x7FWuZ0tpqiT7QfN5SZwXaGY0CvXy7nkucpz/+SxFoqmum+KZ0pn46OnFTRl7+4yhJAPZOgmEcwHFkYjJoaiBMYhAwaRgbI3tjd94OBQxcGOkF2Q3LBCNadcEB9Z1RPOukcpJ10+d2XF7BVBJ0rVE5hynOSKB5OlYMyKB/Z+B5rX7+c1zPflMwoM8hF9dGw/PTOEkB8+DM8OvbNr/7wuKXQVwDCNGv5iCKeCmMtulKe8mwsvQEBNHSc+GDhe9ezYPDlWxSwZYHGM2lkWwYaMypkTgr9ZdsiOK4Lvy6qW/robEwzbTYDBmixGq12QgQlmaMkMPfV0UghNISizns84mv5DVtVTDYJSWtUTrjnXpmrOnWjX/OylN10n5E3F7FuRz/np5TdAJ+qOYg4+0LDLvMZ6Cfi+2l0XxNCHl0H7mS3GbHbowawSfTY34FBDET1Obw71NQRntG0d7zE7Z2is6plbftK5sIsveidyTuXsXCHTubOLL9xO0G3tLB3/Y2cbZx/+Thit6hl8odQ5oJkBvh+i70tI3OB9wpmB+ysmRq4vVChZnv9BAxU99yMhBl6nNNorvSeETi3vscIzxKe8yy+7J4xOxSxfdK6wnPKZ2sLSecXlN8cztWcp51/cZ8Rnb5dfhmegT3OXX8jxCjpO6K/Lu6E63xMajN5vMBg9b9xQtT6AoTM+8KGpvJCDJbqB+wq5xJAf2k+UT+MXwjyBPFE6lbO+MF3RvJpZPYE8sbyqWb2g+Z+Qy2+p86jzl8tvmWeTZ1GXX9ZPKM8qzr9Yn5SfPl6/fwFhXsKXoUxsjZ2cHU0MbP6TszO0hGJkJqAn+E+GmxuKTkVIkZFO2MTUwMXaGYpO2cPehE7E3VlMydnA2eRf+b8bBcX+rwIv7/8ZjeW/RRO1sHY2caQTtf5XW9jEyM74XwxpE1szZ3MCRgZGhv9U+z/6oi52o6FVhcMG47un1zAXwJRAdwQd3K8L7UOlcy50rpXFXxBS+hefUutxOlvDymf0AtJGQjCR56nmW8PIJ7G6++dWbN3v08qt+2ZX16DutS2OC3TovD+YZ//uIoweDuF199Jg+Wvrjmv8/kyuC/5u35I7+AkylrVb7R7uGrFf74LJ35MP6Nv7Cw+TmqH/VwIWrxr2a4uDJj8Oa3ohiCO7MYEjb0C79vnDmDDXoiGK5V3nSZdPDyM0vG/bUwXYbP43u7rRxX9asApPNiKEV6824k+dpajxa2SuF7yZi7974d1HFegZjRFZO6fMrS6xNlxmHjh7JfGDjrbuUA68x80DxoNZo9tkoIEXcp5Hu6+NXJKXaT1Codkb3PvifcxZHe9GOsQR4iwxzaW0/1UE2ovqwMv+E2k3L1k0W4EAPnMubk8ytPZB/6uHyvYAF7vO6Aqy3c0n19lLkj2MRc90hBWta8QVje9gS+r6xmHsIhXBXgymNkDZHRCYm4+zGn/RdNWPS8MkxMRvvW+CbX8e/1k/LDBB3aYVcNCr610zfvUCaQhrbd31w4+SPyx+NgSDF0a1ClqFXV83ZZCnDtRJUVSdhEPHze+2RgkYt3XZjj4OXuoMeOvf76vbsh/8LnxyPQfWCTGLUyUWL25xTvmpMQsciodyWqd0y2QdJBfpTPUxqNvBsWb/pouWw0TaEz7xrkEd7+0YS+kM+gGFpaeyQN4mkvFoofH0VQx7pFODeyTzZsk7QQARpirDTxL/WXjZzYsxtqQkqKZeYu9Q7DAEQ10sgh42TjDZUoqE2j22U3Zl3lN2HnPkeezFDwxa+1HmS2J/J22cwabnbD7oqt3d46WyycZaSiWo4ZDHs6WH+AnVqNPtXKsgeCXDwpQj1Cg80k2olkfgzwDL5qAXXhEiNU693+2ewJYn+N4rMNyg1y907H2K6IUjqW3+xJTwRczAnTiG2zGSARpO5nUakq18DrDcpR1fL1lEZb6QJrpC+1LRhMcYmUliupSt1pB0la3HRnljOi4KLF20yOsTXNBDWTJINw8LmfFWGrqMwrEpwYXHRAoSOrFrjZabZ8Z26637RnlnjwkUWDpokR2pWnpKO6VqmajmnloZY4l4tosn7axLjLVSSnVLJVyUGUmbyiDtrMp97SxRZMjshlFA8qvFLpyGtvyqafDLSCclBCFbMiqJBwlwOoHRc67yRKGX9N2fV5yxyzzWb/WfEBMr7cZPTerqXl202F8wqQjfhJBB92GeI8ZEgNJ1dRG+LMTggqpnnB8g0QU9cI5PUHnmo3N0/shfzvZwX2umdoesBVWjVLtH4vXldkc/72Quku6TUmxaHQT4z9vQrFrDTLt2ZxcjBfWuVamO1r/AikBJfy9SFo+/jShQU2sEZhUtG+qTPTXUJWFTif4khLAUaGuKJiMNfHzAJFbEHOWXETx/4imh6XVpYSSuXoZCOgUMIC7qooeSCA8sVlmoMCtLiaJZ7NAHDEimEuETXUAGuCoajqrvuAhF0cpmCQj1eFdQ+wwshpA8Uf7BV9m5x8uGTXN4Nf9MA2rdPpF1z3hn9fkMK5WjUO9W/IPbZkqOq5Rit1SWpkBdJqcaQjKce6HEO1/R+SqXV13izGZiEteWaebZWnn+YRGah4kcfnHqdOFgCXC24lVMMgulyEaeURdob9oldho7GpjDP6r5I43HnFGulPHFam455/K7EkSKrELZt8XFhQWCaccBgwcXCLOL1hds4kxniCkWYGLJQObGxuq3Pd66TUM9siObGtoVUtJOFZfruXMS23lB2+TcqaWuecs4BezWcXHrmqb5lfrPYU3H1KJdS13YrWOTf7faOUD99GXFJZsGUhO2CCS6SgWVGrQKLtK0xHpFoFZbxZ5Wd7T84rbeBc9EsU2h86qOMY5RndPTkYAsxKIvLgkoyTpGJtUwKrhkXWIQyDweBVCcBGVkdL5FJfyviXn1YR4N5KIl3C8Wf4KeAPu1lfiOP3BvqHyzWrxIuVD2vxP20ewVugxf2/l7uS4hlma715OY4e1Xnh5hbMWcZKxJUpxui5QoHRSMSpxkv28EM0FMJvh0hEksxD2OcoXjfWF8K2BwSpL+OB+hYHBJsnHasGStmcUFWcrtnmhtIovHw6CZx/Ov5J0pY7VENpE6Kueiycs20Bw4W0qXw3+xALfg8MmO8xKKuHy+0oaYzB24CBU3ueEYZAuryClKpWcF8tIJMyn2NxNmCjB59Hxs/C6d72SJeuYYfTqveaGDAk2xefSe2lCXhcVaIh5z6WyupA6RXrZRpb54gZM8M0VaHZxjRWWgY0nhoh+Z3ahGlkyuWLl+SApcsVRa6pfuiDxXtMWMr/7xe0Ct75NaEhTmLtc1rlQYSs0CPiIZuy98ODQtXr+iNkna5uz4ejQ23msrtCmkmH1L4nF9Q1AxO+VMvmfWMW7HMVWCM4eGBNYs4zigaTvUjUuqx3doQ3DxijqJ27U1PnxWcUHB/QDjBHskeUKtJXIGQhM2HyTaUgX3WPOPfyHmGiVgsaYKOHqLZNax/GgbXL7yJavkwCclMHkIG/ceX0Am2zc7LkpqTcIEo3VDPZyXBvsvNrUIABG0WOPqhS8JlD4inhVs/B8BjH73qSwW+TF1YJV68/x/148IsEs8izwoOpa/98X0O0ybZqt3z/DoTPLWiZ8tO6pg58RbpIXjT0Eq1NgqARlFC7u4RA8OSTEY+JX4sT4DwA96IAlx4NMTJonSdxfJedcEisGgfqXtuBMFUEhDsn5GmWKSgQ25CttxRrI+xeODcGT/J/8/81P5RD1rLBK1BZZKyXFRJfZuUNPBXpZiI9X/5BuG/wYk/wU08gZm/zhE3sDRxNaZgP2fVfGfwdHCRtDOXYv+X5GFg4WAnZlR5x/iWJuYGP9PWdHEyc7F0cjEiZubTt7RzkjJxFmLTl5YlE7ZxN1Zh07Uztb5n0WUmYDhv6Lz/jug6GRMjC0M/mcsoX/O//rhRMD4Xx35byD1/5KjGFmZ/28c1aIhFUU8gdh7pXbe3jN/Mu5GChPoiRVNxxrIY/3FuG5E794Ajv9zhBs3XVmtmLKMlIubKktBefQxkpZQcuv5uWM8d+n946o4zw5Pmgv4dwa/0IogN6g1Zunsik+u//DOj+/n31oWYH4DAuDy0RbZOyCdEyO7l1zbC9ngkrguSGU/sNNc8yrA+DF6MV8L1gHi2yMYcrM7r4WzX4Wvc4ZtYPOGaeg1a11kcYxVwezkz2UVb0GtJqv683g+rX+f9l97xtIHxG7evipS/5YHb1xy18fOJ+R90taqIWULB/6vrQ1isknvoDx+JygjYHO1nJYAUXCvVwWWVQoRCdGfSde0Nwg56u8Ccq24mJbJwosrPb9y0BcjmfJ4788E0tGriz2yqnocxCqgmAd16ilQLr+/WxdpT3ZlfDmdlU7tyaYVlRxaRSX5rGlL7telCPlKR0BKOdS0Q8nlZK3qAnSCRKCAzD8No0pkQB4hut5cHCflZBLZzd5/dYurcogYayOol7AA3Uig54OJCxYiHR0IuLdNVQpXAubDRvE9Pm/OkIrf8D7Ej6PeBRANiVZ2NSazkg3kaYp9+7O3bHoLBizN/XzXYlgRixJ43RyCDZ4RkPzfeO4YFSb0qMktj18CVq/mtH9o/S286IcATLONnezMoIRFum+7UmNskgfXLUsZkA+lpQs5ZHicxZu5SlXM6eGuRbfWESAiBLXPpX7/koJu7d9xX2HnFMKdydn5g2kPAh+RDrm92pMZXjEnXJrPxmreZ/Ayqz7pXuAO929uv+BbIY/22AqOyGXIG8yBPMSUzCaRp/jNhgzrfJFPGgYWeS8MB5FHQcY+joJM9piq+vyRtCK680ExYX2QTB4ZLiJviigix5WV2+zFMHnufhP4p0kpmCLDF1KTvhYlI4e6Y7rg5Miw2NjNlnYrCQ/Me/JmwRk7st5AP204/xu51LlS4IJsma/BE2vHiXD7BB5y/8Zcxwv71viCT7WMSA9y8YSxCVxF7zUGnIjoBbZCLTiXxK8zDtlOP4d327c51dyREuc9IapFHzotxGe+xsQFP+s/0ImkLGKw9EZGQb/dMsIQOiXoz/jjID9fg9G/wAcHrf/Sgnw/PfUCvv1kqkORT3P6I64SpwSwNW58tzHkxWOWdYoJ0IYSC4pDnJ2Hs/AlJJ2R5/nHYBK1tm2UVdsvkb9/NSdAf58sqWYG9uxKDE804s9UPY3/tC1WqTpS8dQral7MS95CCrt3LkkSnd6hG+xaKhWZIYD5UCmhLd1WxXSsubIlTo9RO/P3qmI7Ed/eDdvOT4mqaFHLdHYlBC/g3XA3hyHREkDbmFuKSbnd2TZjoZnZF9UmaWr6+ZXFLZ92kUpVuLLtQqXFsMy+7gn9CUvNHtyligYkPqfvNy85IjY3RDSAM0DSiENmgtzLw2mUUqe1a8giGE3n0+qOgjzCMMZJMs4JZd9S30uRNiIsja9jACN9PBu887MH5iCZDN407ilt+zhUI5fFl9f2mIWnaaedAQyWjmLmod6r2nmz/76dqdSoq9nlGk4nCLFdFUGf08xb/3txdDW2pWUgZD2G8fPag3ELhE/OGJG+i9hJQhHLWdMtN3lsVVNQVWc86N+NuPyYLYPsDFz/sleLD3DKZ4eD6sqcKuF8MMNzOkQknQkfMPjcoX03siWzQJ9eJhCcG6fJj/IJR8wMkjsFXNcKMGkHluy5GwAbKcRP1j/1i1qocHrig4zmA0ruWUQwJ+w7S0LWqSQHaLKhhBtAsTpZYhNZkY4Hf2gOigBSA3RWe1Pfr3j+UwhaF71jON3fX4PGjvmDc20sbIPz2UE0+m+VK1uY5x5n+4dCHfeeZ5tEWw0Sfc14L9GZWsmc7nkXgSuqi/LUFrsBgCL8tyCH3plCGtzqLyeVSCMuASdRSfiNYSa5iJN0eqHUisP7nsyUAdhZMjl5yJQrIka0OMVt4HhOu1qQ2mH7n1K8jYBvJfDfBFsHQ20uA0VZdcY3mClNpFkJUzOq4Yx2EsI3WKNWIe/Wj4jgUqaGEcTsiXp7nqIYZsNPipcNl64QsJCMNcvVkHISrseeERQNCcTJtudGtczEBPT4TkEQMuLTVJffQwH56bMRsrlM0BHDrHg18yCqixMN7v5WiLM7pknIA2t0BVmItEJNOYg+bn7L2n60b3QiN4C/X3F1fsaOdDgCppax5GbVwQZmS04YVtP1cBbvmOMecuzmzTDGKr7LiFq9yeTPw+uOS/wZYaBni/qlpo9TYE1TuGLNKihDYdYu9giHUwZK92HqeQ6yujcH2atc7GksB27gZ0CkSuS2J2IJ2HlzKHEbD/37EPJKQ3KK3StTFhRHpC2WsjQUt5pcRRk56LwnL6aKBRQhfEfFik6MYKs0EVMS5BCz3n5vaRKNRehcir2WRERavFuXW9IWDItRb9neLTQtyfWPp6w1zbUUwie2DlkBihmUPExzS2leOXP5G7IZWQEGd2xRnqZcnfZM2LiyRW5hoLMFjR8CH7hH0OjiFoGy7kcPyTkTfHrWi4jN4FGj0OjDqwL0iaicx90UOoKAU8xHml5v8UosHO7dGwcHyVbB1qtLQewuvxmls3V2Ja4nano5eVkcW7KKagqRPOhO7UKj3/Qv0FCFpKRlATF84MuSyaV/gmlySYrCBtAjIZRxuYwDLUfQjyQ1Qk+mkCy0EKf9na8d72rKl4/iMbYUz0qcBSTLip2ViVJ9OqXTs/AeIQW390ezVdJs1jjGzbXC9ZRYnbT0STeIJT2MNxOUwUKs2uaHoBqZ+aa3W2gfHdXPNPgtLd6TTaWYCVpySA0NYPcgSXkbQzOHcSzJiwWHhfreJjwEzXI/7sba/Bhe0QM1QWmUXeS0KKDh0v/4YHQFaS3u0/F5LcU37yKA52V0qKmdHSYHyJBo7tGyrqlX+gsrpiluMD7p2EY099oRxEx3Qcy99AtXJwbAVyDDl+qvyZ86MYodI5gCmgKkmLmOZ+QoKME8Rs4PIEdsdzXe0FPXXWSGRmxm4teV/QXExXD7/p9Yx/T/Daxj/t+wjvn/JdaxsjH937CuRkMr6oQVyfdObyHuon4nwVgDHQNuvbGnnppa2jOvtQn+Kb5/MJQeBuTxqq228fjIqRM4ixCnhUbK5eOyStHC1+fd4Cnu9eHlDNxKd1Q/9Nl8X++HOI5ugE/0Tlf07f1zD1yoru/38b5OzlVqAsOIbq6IIW/6MiwqZM84G/NU/MiA0lQdDa8uCzOyjx0nLgqz8OSMIXNElhQ9F50Nfo47JijEwZ6bzivJGK6bbWHSPftCR51U0yv7aQQUoz2CD2RAnjyXWwwlcmwqUPCh3R3JOGnmO9WiwfrYh/7ealquzs+Lnm7hDAc/70aKebdsbA20GtCxeIqJAt2Avl+/lYlPwmpeLQGcnHpGwOJLjWIiyRBoTsCKW+tpZ2uuj2chi2FK1cGJ20TH5ckhGfeaRE4x2aSxG2uQFLjvnGoT8Fmnu5ZasVp/RLUmTgLRBbNpEnmHEBDE3JFcVHemkIMrNOb7k2cjWUe4nVBtUzDUUCFJ/7aLzSjUr9cnQo4aVn8I1PUIC+Z9stjC2BqWKiOlnmU6vC6yzIP+0rIRIdaAdlqqlH2AZpoKKALgCu6Ich0nJipJH5than3YrNgZ7tk2iCfLLnYzFFZHsBXJLB6f8tCoPGH/UJqqM6II7sjeGq1JCitzHwfZrtNfwPDfcspdX1wHgfF0KlC0u6XaLlXmEF39YicdflVlL8WDSMFeymsdCUBMvehMC7Dv/l2YJJrfvq4PSqS+KmrqTyGEaZEDEjEcMXY0DI2tKNuANgnzN7bNmOXBt7r8xQ4kz402SSZFvEtsp95r+eU4771NRT1mYxUev2o/Q3WL0r7lNJApRiA/PczLzqz1pDTmL7Taqf5i1yNUlcPIsBoBBqNwZBypByJXe6SCvMlfXxCXQmHEUvgMYPWbblcp6ShP/7ZS1O7WwjXy/gxW9qpyvMqgSbnGMg/gV+ljoAkcFKpBlPr70dsISB2DwKjg7XOaUUweYOElJuYPtHmfgNXcm8lA+uC7zSzy2EHceiJ8jxIBKrlHgu9Nc/K6eHgLAO/x5+5zzvha93wt/9/OkFpt5IluC1GJGSog1FJ8gU1Cu2rZVQqJCe5y/cmDrDQOX1XItx2RHEIU3HFOYzTvxCn3def7JwNoSWF2fSBrC6THzgxTs1aiYYBbbNDABZrSavHq+DLf4e77L2QzBoJbk7hDUO0Zjh9kkXNu6BaiDy845HoQzIHG4vueYLlMesuI/j8tCe1ENjGy+VesILQb5DpRCPwiLkwogY2gfxHhOIlBxrjjTzZkURKLz9L6inL1cod9h2mzq6lvstYh7/1qOY9UA5w6ih8nT+JnqqCARfmJC4ThaCYMOpUde5RMH+7wGlS4Z8CzwTVDQvziA0csSmhmy6kPziIuqYHWsS4jBSe4YvAoJfZBXBmfBkdEHKBUqS9XPBSpkD0r5huIPi1NGaLSuANNxN+p2oN4CI+VOvAQKtPP+t4iFb2nkyV4jaZbRmT1oPRFHZqLvoBzwufYCgfbpa6hD4NH/bNw7xzCcm5fCD1dj63YsBx56/5spEDdMoHET/oU0AjKN8iEsH4UTHzuy1FmuOjmoR2FVHVLD/SW6UCrrErbvn9i8iSsk/8hFFh2ceH7RqO0SRoBeGfL5dfeGdN1zYwbgFtTASvFSauCUKSZbxcWemH4EDhlVyDbKvgEhC6AhZKDIw9zusiZ65eIInTx9Rl5/xW91MYPd1UmahP+3KENNN0wg98Minp3k6ugJs4LwWBbEaFRHNFAcS8+cNlXORPhkMhhn6Imlgr84zp12llrRvaEF9OkeX++6ektfIY7IWCy3BKvrenIDx8w8pH1UEn99iQT2ydxcJO4L84U8ybbAvsEFWqnICF1nS2uSOJ6VgTm/XGDbzc6GtEXLUQmkKiZ7apIZPgCJwl9oB0Q/qrsLKW654HojfUn/KP89M6UYmSwFqaMgsIZ9iZ9YvoM9Al8qATtkifCqmCX66vT+Gy4JngMEz7P4EK06hUX/pcnW3vu0jqkcHVDkqC9tP+LNHluaOaObLPn1cRNPLeJE/FpW+CFL+Nh+wuzbsY1fY/28oeLI5bgTBqao1oJYZmPp+Lj9rgdytP5xMOXq8yJS3nOstZKqqXTFP2MjOPuO1uk1yBPadyUBQY5vPCpJ8k5Cpn1MxaUvSjeoVEUFIvJyUaZBLMlwVaPOpt0Z+IhZBgD+qvqPiGyjZeiKDv9QJ4Zi0dHjS+2K5qargkpJiGh3qe4P8GojpocF7OCG2ZtLBpEO96f5xEYTQl+hghJHqec6dIyDfh+oACfY89yruSOP3vTvn7XHLxQUWwp5Z2/KdmvhC6ijJFRKSPABzwirsr+jKUrM38V6FQW176KTLMm2oxwPctnJ9kyMOWNwIWPsbOVqkU75W9DWSUCp2rIOtkIw+u5Kk/jhwy9fQo4F2q50kHKbH0H0U+pUYYP0mvuy6oo88esrcUdlDnLHYPKAPYGWJBuFjHbp/jPawM80Lups6dhi6hWlDCAJGnBn1T1NaVm86skufo1cwtsHkfXvbjf4atNy3z1fDT9uerzn6MJwJilZ5iO+aFlxLI2urwJvqtuAQcymknIooSvEnlZfg9q5T4Upq/gBmm/MRoXC4I72gHmUfdBvJoFUvzuN7Zquj9reru9P2cSNbjZyVr7YDM6xi6WLlIAC8FVS7W52IqxnnL0luTVm95rou+7XJCbiPCLpwI/ubgqcnJdQp2xPjasCnw7jeyM4F9ijgBWn2IuTqz95D1eN1/60dcy3qyj88wPoOVhVkCvdQCKfWuiyyRUtaoHKFMG8NxdCzeDa3PVFNmQxRGqz5kCXbJbzjCs1NcbEEHbPcE+Va+Ug62azzVtAjJmdlm28ksMEc01bZUMBuuTL3CBipvql6U7lY2gifiw3x850LK+d5SQZ8xqEo2gpuCpHVYHDeBLAxDZVFpVtnB27NYlUH2CwxI1G2E/LLPwaUFKCY5uIfG0jtSMXxxNxGdJiaJx4lk60jVMjJGs5tq7UxVlZlupOoQB+o/l1OunWrR8tcggFmdKdtFP6XeCQLiChALYW5eXjV8BudJN7DFEAH2ViPSUhxDv7yBZud5cb0dKcSLda4Vk6Ty2CeKk7j3YPs/GkWE9V8f1VEUMSMyi34VywVvh9uJVRK3hH+7oULSJ/puxakFVtOG2VnUSkBiNsqTWwD6/XxHLXy9Ni+UL/fEARfT5AFeb9/hlCj0SPZZDyOgIrpHi204CLryYasAvYOj7/u3+3asOgB6FXaq388La/XDm7fvu52dUKrz3nNxnyIsNPNt4JB/yAaYiUZTFxjO1xqOCVBIxmpKsnqxcV2aH6VdLm2m9aySH1P0zeQRuwRD9nccFbjEHzvtst7C7Pdz5KiHkGDawCvu0KcGeTs3JBW/LZW0tbetMbNcfZrUacSfPPaOXP0hYwmEMOZUnwwXUM7lgpGsttsnzXWA0ZWQUs/NrtA+NaV0sSkqJ4tK2AghyatYkWzWbgf3DAgks6zmLZYpyNEG7BoKAeRAMEQg+HwX81xnxk/CkJUuPQbozg5h/4ScHBNR8yyPW1sL+AhKwNK79T95m+f8Gb7P+b7zN+v+OtxnY2f7vj1Fr1Lcsj0URfN7U3hfgxit6xXdgp/yXE4EIEcS/UyeEXg2AA4KNIY/flNbwLJiN7Ai6MNpKepVXOFwqNZeuhtasvJ3j6vLwcLqfgYO/Id77fg7y/Rx+GUT+Ln6Nre3h++/5/b4clMHTF0MQqqiD+zneAx5q6mOa4CiGTshwz0LfpixOHLmni52XFToRwcC9zb8UCJM7nT4gAfecPVxCB++2cDgkcAwpA/TnePrn6fX5nG9HRVmQx7GLIxj5eucsSLedJpS5sN8BSyugrUWOiuC8N2fjZKRCZ3w5/34PYeqPzz1b12AqJhd9kfQl5RlAYMqotT0BWbjMlMyDY45h6mhlcWFyhxFIQw6qE043TWupQrBcfoJErTldNkObrXIIgW4J7c4w3RB6rY0XuBIwDMS/q4dWxSMYRqsCMtDBtJvk7QnTngGhgrmYjeapxHly/v35wdTGyjPxWe9AiLxOMa8TkMFjJMJlsA5564WNAw8qI+f2BY7jGjSaF09HUA4uDTl8oXrECTCMd0WDm6+eLFKv2k7NhwvylEyQqucEtJ3icZ+gSHU+3nW+tLZdW7I9OpbLcZTaTQDPYYjWK8B/LKblgc2dzfP1vk3WL6OdB9BYpZhx9tc+WhFn9RCMvkp25ATnIJYz1QqZTgBclIoTdwQZKV8imPA/J59K2sy1QW10dEpta9r+aerOGRngh91XE5fyENxW7uMHn5aHZB/tKr6yx3aLaKPJiW8bJMcIb5vcU/HwSeq6pv+rQ3pY01jU6jy6f8Ql4ZQ3qnRgljk41O0V6860HPksKwqhK4DOgftrgF1KYC3cGM+YeChBW0jjdFf3Li3oTAwdPCRTnGv+1Teb9+v92pXT68wjMtqCkz/NaHMqXj7v8bL5x7egQtfzu0FGUamhWZcVMw3KQVjkyisjTSVysqWrETsFcktEkh8dM1Cm0JAoiuHZMMqCUsSYFco3nWRag/c+ljoL6947WT1lP8nPCDbnQdRk21H51STXNkdlFEnLhTT3WkYAfdYbs647s7qABZuHy2TQWPvYjt509vu7T5jg2ekIIIepC1EyBzVYHFERe+8aHE7XiM/+hMUVPD8nwNNhAvAaLnPFV1suSPiEBAa/l8Pv+7ajZuJ9CV6xi3IFq8HY4FU1ipyyXTi8ITiliImfauMv1+wbt6w2LEduOUwa3kTPVvo8hXPjCY3KZWJpa9oByZl6UWDFuZRXb40bC+CziCLCmbW1hHw2K1t5sguWR3ei4R+4IrusUaLiHNN2R7frIx3/Nv4PBvpxRTJ732XhiBWA1Jf1SlvlEL+7LUFq1KECcKhas2qN6nrk5ur2tcGE9H1t6otMitK3EacozGsO0blgGg7tPbnDwRTrDZxoZjHvLVC25HJoOQ+nX+SIdpouy6Z2ZYkhRY4PDk01E2BdqF+rBXKsGLo6YAgE6pmiqsnVVX2TIEuFYZYkJplOlYXXsy+32b6wWDOOfCz55liYzM7Xt1ImNFpL5M1+/Y9pI2BDtZpIgAxvQbdlEMtsBd+QLLlyPmULPl42ghqoQi5dJcc91tt5elsgSxT2NfYNFJyaMrNiDdeS/TO2WmDu1Kv+WHIWHfkO2QGrmuJnaEa1Ne12jI3ccr85G90qwbfB8Ndga5U/t69bysVLuIOtzz3bhdKxMebZkjk5MZGgVs7V6kf7+rmWXR1g2TeQpZY9p8tV0zL1sRlu1OvUm2DllvJOpbKgF2w2sh0IFlvIEtCNdgbFEhuVZbsJtsv0IyAWy8yAFs8nKI8gsAvgBYacNlObDL5pRPCQcYQYT8IzIqlm687yDQuNoiWx5ITxjmaqEbqiNE4Dk6wLEkDGbWE2zrfvCVQbya2NVj8kvFTgGycwKhs9QGJnf/jZ3LnrWhS0Nm2gH0SkpfnFpVsFHZWm9hLicPtuaoedONzcqDv6C23n7Ct2HgjYS8fuIODsZBu2tTuSZJWaR/hFtWPCRCLcu6kpiN13azcEzKpYpTK0N7Qb4Hu4tBYEYwpuXixbLBk6D/h7e1XbskgMii0s3uS8RGrStJsbijq0y06gR5n2PNS6oorcPM9ePCnqXMl1lDgjR/HPmnYnwXOEVNLy4pNyPDtYWNJ5bvUr93o3sy5nlOtKNZ1fSxfDGByaaSgrFYQasd1amWRIQortdKqkbvaGSro6EhmVY1HvaBZ/9Xl5MsyQl9HydYoDRSKzDj6n+zCBNXFp5mfMiAj6JlnbvSXbY5ZGFoXyf1jn3ahhTS2GnqGpX8Cl3M7lT1moWDUzngQoj4ZVAmeSeVhtCCa5BteXo/Kf7bElxbrewNHERSC1rzVw7XxWxq8GPwZ8F9H5fj4L205dffPp6IfWn60dCrXKrb7gc14lCGRrsFo1ubR7H6VluUhqkz9r4KwEc7dk4Ne22I4JQLWNhFoy3ftLilIibBS3b/nrHw1K8k9z0uTFYsUqTzVMBLB+RJF+osSdr1DZ3tINkfwoHq1zb6fS/A1jFgUW09bC/ACfXlFL/ydQsP23mVnon8HZzpHcRNjOyMXmP0AhbWHoaODoQeBq4uhkYWdLwEjLSvF/+P0rCv+bwcmFORnpGdjoGRhZGJhYGFiYqeg5yOjpyf65ydgZ/z94/OMNYxcjk/+HFgn+0QjB/6KGf3WULZytTcj/ZQRcnM3/dZbiv2EG+/8/OnKCopOyMHbSYvjPFrQiwf9Kmf4r/Q9NKf4Xt7j8a5r5v0VydzQxhaIn4ICi/z8PAlYWFiYWAlOC/6WxsDMw/sOa/7LY/p8aEz3H/6ax0rMys/wPjZ2R/X/XmFjYmP6Hxsbyv7fBysJGz/g/NA56tv9Lc3Y0sLA2cfyvYVCy8DT5dxp0EsJa3Awi9EKC7AKMouwcAvTsTCJMQoyCAvTMHP8aERLmYBTi/X/20PlfeGbg6PxfI8TAxgT154+InCjU/w9QSwMEFAACAAgAMhH5WDC003oppwAAKK0AABcAAABIMTlGMTAwMDEwMDAwNjQtMDAyLnBkZqy5c5RtX5MtmLZt27Ztmzdt27Zt27hpO2/atm2776++qu6q973xuv/oNc44Y+9YmDMiZqy9ztmkCiJitIx0rFCk+wczC1CsBAwEdoaWUDw8UPQyFrYmBo4WnibGBIx/7whYWJiZOKDoJQi0CdhZOAkYOZgIdKHo5QnYoehFCVgYOVmYoejlCJig6FX+DmVkZITi44MysTX+ZzmC/18alLujielfiowcUAz/2Rj/Ev6nEdgS/JeNnYHx32yczP9mY2T868P/amNi4/g3Gws7+/9qY2JkYfg3GzPbv3FhYmNh+V9szOwMLIz/ZmNkY/o3GzP7v9tYOP/dxs7I8W82Dqb/lR8zJzv7v43j5GBl+/f4/fe4ODsaWFibOP6HHpT/SoGA6W+SlezsnAn+TiRQgqKXtDW1I2D+17WCo4nrvzL1N/8MfwdKimjziAmJMomIsAuxsf+FExbh4BATFBYSEvkbGUZODhYOIb7/9xG6/yjJydnA0fk/BMDIzgxFSioqLwbF9t/UqmBgZuJEwPIvJioe9ib0wgbOBtZ2Zv9NhkxM/22CmIW1s4kjvZi1gbOJiImRnbHJX8IEjAxsfz0lYGX4q3gTWzNncwJOjn/BO5oY2EBpiBv9+vULqLAVhgYG5tICBggGgqCvDwbFxPhXF8MBDnBQcLwVE3AY1wYYCeqnwmTfLrjK1mD+2Ozk4RhDxp4xNn8QmzB0ENogChjkM0T+GHt/ZTomhlozsIUYAR80wN4mHP0/XP8T7D9Zs/830v/h2D+u/uOwo4mt8395LGRtYmIsZOeu/TfxBKycrAQcLEx/q1PF0cLm361KJk52Lo5GJk48PH+TZmekbOKsTf93I6BXMXF31qUXs7N1/tsj9nf4P4vTizESMP4HDB8fvai7s7iy89+Q/R0grsxA8I/Q/un4GyJ6WRNjC4N/RxP+u9xfpk4ETIz/wfX/yQfHf/NM2cXQ+R/n/vGQ4T8d/YfI383F9m9yLGzN6CWN/y5j4exBK/HXXwMnk3+66TXlJeVE1ahllWllLWyNzO2g6EVMnIz+AhjYOv8zwEmb8x9U3f8Gy/m/gRWWFPln9D+wTP8D/W+Hip24pIisgf1fcfwr2OrajNqsDAy6uv9HHv+Y/+HiaGHvbOdIwPgv7/9ZUNnDydnE5p/S+RtFeUdjE8e/7lFIGdgb2DJS/s2OmcVfBXhQCP5la0L5l6K9vbWJzX8k+58wi6j/JcLA8N8c+g9e/ydd/6eUWTkZ/4eWr8ZDGpcYEPz3hrf+thzozajO/2zdpJyEyuvOIfZyZcCX7Elsa1+A+UgUJYs/hUwqDq2V1qMVaJ3qYVjG6grIlu3aNi0fui7Fu3XqK9mex4txU1gkkaFzNYgsrq1kxyysZZpNVrZy0F5WFr01+c0bTYBS2jdb09nPs4BcZKU5BDJmzuugOYYdUgHjIq2LxZ0fLxI2Qk/JgQLdxX3nV90fIq098WG+SgrF30oIxv4o4WCZzBAZ8GKm/LCE7JLCa1cMrhOYdKCAYvUbCZctGEXFAGIbNxgFVM0NSv4Y5KCCI0lZjYvGQlxEsslAZolfqaNkqO4QSRHtdlL7rKiUpWs3zsYPN1mEoKKZEXJmGczYW7vHbT86LVTdHgz4GXS329AJpb8QGctoYm2lkR5KfE9pomwnIoiGoG66kWqg1PotH3SDrpcLF3hqfu88eQev7nazF6qmyyr9shYr0y7cUHNqKYC16UTpg6MMX6MEzVg3mbZ17ATPuBI1fVsjB+XcoAelBL98yVdAxbnfDkOuI7Zf3MAPUuKKnZQjYJ6UpPyVTXRcFsF5JePMPaFS4iAH5eiERwcxLGroO+ZLj7zRRK0Un1R1rGMUdXH5PLN1u82+h7ZuctKCkjyJSwnhjH6NmPVx+gjIJesVLodfsNA2OncFqfx1n7zJQ8xekMvciT5Jx01fQtBH7fqxns1unVDTqrTrQX65Mwju9hF+zV+wYOiTCnQShaKhX+J/JwslslMiQFmSrCT1P76k3gF3cDjw/n3j+g/F/5cs/5G9iTMBI9O/qkD5bwFIEPwtdGEDewkTCzNzZwIOVs5/Fc1fBZswETAy/7e9/H/W0n/VuDMB7d8nMdQ/WjdzImCFotf4z6UY/rWQnIGNyf+mMAX/Nff/xhP6Z8+i/XucoWVkZifg5GT7p+tvbUv+fX5YGAnamlmb/LPiP5TVCP5H3TH9f6s7Jgb2/1F3NQqMUEKMMD6UuJHKiCAO57u34t2CCOBbPP5B7okQcLF6/VmfRW+Z+k/QsWCJLR709JJen0vLj033wEfQGcPOvpd2s0ZEoqf841VrqYS/IDosNL9EivCJjoCJtLCRR5ELWVPAzAmE1msVak5RdkqFs+ubUJ85fwsppXL9gtBgQbI5g1R5QuK2Az8Ec51dcWnisru0QGfmC1ZyOVwHVB8dzOIs2/RZnbbZV4Fz86RuF4FV42cAjx0L9iuGEmNBHo6ii89ioXgd+W4kJzZFE/zf5J35/1tYmFmYGTj+646RgJWZhe1/Pmuz28HTSdZUyTyJ9zNvyWSLX1oaqZirqKiZJz7OK8+vz8+vLW98XtJzM/D4izLmJv94iUFAamSj3aER9k8D/DZkhCfRCM5FoO7nWz0yCggxIb1C5tEIFmhbdyJmqqr0Euu68VrTTfjbMk7wHvJ++NEhIQhRu8NJkrc2LWNtfb6iFNvuLV47nZ/GRn/viw/HEZCc3r5sxojbbn9/PozBE5H0YBN+NmTB8zkdJFnF6QqGmyC+b9ptdvi+rZMa7YEI6b9ieft+oukgfCP44BX8QG+LD2u34vtlfqN9mbl3w+y4HfeH1el9P8/47aEJ6X8iuvvsPx+V4ff3ymdCfB3v9H+tieN1f/+BL9ZzhxbSB8oq1gfG1kfpgUYkCeqmH8A98Zzx84dpokBQLIZCi6DZ4xfbf/7K+ynz838Bug2LraW3KfQIbjk4hW/56fsQcdAT4f8U7wU/iSvI2+8NFRnyufs5EUQMKorB4aDalQ2WMd5yIg0X+uJubX3xHu+93kEWnMuRfxtlcHTbls0/7L2t6O5tO3G7eaf96fArA5xx0y4nsjnJ+tq5r7tp5gdBe+pVFvb88b5peNH+fjEKV7uRe2W+fqOF9sUXZEEN1hMVbr/8K1dp9sa6QqMyx7ppUj1UuryeHh0/VYx3TpJalGddrapeqoH2JiY9P9VA5HY3xMH2AXokDsLuKJRpyt4/uyIXusl7OifoqBwRj3SV9nhH6KwckE905/Z4x+iwHBEvdJn2ubvotByMXug2HK2vouBy2dvDANngr8O7s1WBF00XdaGhIB/q53WhYQh+jmHB1cp/wJ5Rn3H5WRP+5NT2YmEKvehFwpm8OKR1Zf5NDuaD/taj/nBYY50YuP7UgB3JLgvbq9OGH8zJWAFNJgLZeV1pqOOT+oJwHeRYytHKEApOMQuOPRgcCTR4ZhDwxKAgXZ8g5YAgbb8g9aBgXV9/+UA/jn+QalAQLwS4GQRcABdOICxHcKY9BPxgP26AsDEK3BwajqGRfXjrXvxptQAK8y+ptCymadmM3VIZR+XSNsqFzWRM23EadpPYLKYZWc3dUhpH5dQ2yonNZFTbcT7bcSp2k5isxmnZtRlZzj5Zzj+ya7ulOPul1o7KcE7KsfbKjb/GFW3H0diPMNiPONiPQNiPSNiPUNiPWNiPYNiPaNiPcNiPeNiPgNiPiNiPkNiPmNiPoNiPqNiPsNiPuNiPwNiPyNiP/k7/C/W1mQzeRgnvqOz4a9zGdlx4MzmsnTLOXvnaXhnvqJRnRNYjO+v+L4Ck7bjyZnJZO+WMvXLuUWlXSNb9XxAP23HozeRWR2W9w9KuIVmPjKx7NtvxjXbKm93SrqSsezpbKTwZD3b2I97N5BdH5e1RWQ9+9iPgzeS/gHxDsm90tuPUf2+clHuysu4Rbcdf7JX5xmXf/rrl1U65Myr75ms73rtf+gnAfgTeTsn/d4aB7fhfdnzTsm8rm8lA6fdFm8ny9sq+0Vn3fvbK37DsR6PtlHmHpZ9/Kf/lK++k7JuYdf/3ym9C1iMl6/5vAP76wD8o+6ZpO37x1/wX42/ITtoof3Kz7h82k/V3Sz//Bi2tD8VcmqLpS9UZ4wiw5k9VhiCgC9VRKrbDIKEY9JtUOxMGAQuWWj0JYsSf0hhNDUWK1PIBRAWR8ecfgYtymLyZx96Cn7VnjdYFrJi2qwap9ngzFpzItpq5647C9NJCd/EERlmjSe5Q11oqKd8TqgN76N4HitV3wcdUvzO3a48vwWjK4VfY0dHnrp7Gk+yfWJCcPYR3ZOfeF+6pb/qtB+7H3JVr3rof4xu776Ft9NGXHo47spEtLxEesTo7P9gv1HcmZ6SdXDo30oPeF/UYsDPXXg19neqkkR4f2MMtu4Gvj5ftGV3lMwGcwC06C5aeSTvST+HvL/ydb+bHslO3fLun3h14teLZb+UwTDAnND9yJJpFy5Bfh/S73ySbfgYzXwlCZRO93ToWuhqXPgRzPwCb/GA5t+xzccLqlz5+xdgGiGoGKbYmliYhTz8/r7lOeA8I3s/Yp2m70QSDH4cXgSQDvVrsSqctVPR8r3lXedwv0r3ln+H4nZfP+kV1BfT5tM6IW5sRumXQb5OviX3jUu0XjXq+v71b7di7Jro6P504Uve6G2r9tu/uU/24dnCvfNDbwGv7vG453cu8+OXOM0m0+1EixEGxk6IVGmr8tY2azEGdmaHHrA0DIUsSzfuISSIdthJkhAkbKSQWnVkkEWSiZVXTpCuLqkJrtYQWE2FkE8bkO1RQRYQwpjEqyyNvGUA3oMKAayNlqRGgzm+5MJogSDEmNJiMNRGM7spLNTAVEcJpkKujCMUDpErHYWkxICEDiazmoulOcBYabOqmA/ssewBh1gSCfOAd7Tw0AH60kj8mXsxnwHH14BHTeje+VXlLGATnm+tFtoEnllxSJLFI5SC0uZLqj83vw2KsxZIObDkIYEmJUKyVTTivWYAiE8eRU2XTIwMseNJvLzU3vvNO0Qm9pMwL7WZsm2/E4g+g41DrBHfofqC64FM/7qJ0lIEMlNmTIsj6XVaWjFlxElmAvtNIZJ4vAGVbSAQdBlIJ1gSF1e4WVFainVkR2euR49QLqaClwFLKDZgUG0lppgwkEUlEYQ36UURBPaoZer5sHlX/DLo442yJzVwSVdkt0Gn18e+cb8EcZIBXPTRam+Xoxaa+qdp153xT+6r/tCuFyid/7AB6SLpde0LiyDdJqBT+aqBQoOqUAyoEghRVbReAOIwObYhk1VTEJIkUTEmMVFUd6igdhyIzI0FDIR3NzxdCy0COlgQiQHkEiELi7gOZmw0Cjl/76swtbly1RZYmy9eiaAanDpZIz0AiCSrNioYiOuyqDm8hZaLtQSSBSkqPBhULNwUpKuA0vUgkqAgeMxT6pUZRgsQg5w++2CtgPbpsrbjZPjGRAvarz0+QH5rGF7y9Xb0dHdqDPoh7E78m9qcjDX9T26gbxsNvUQ3FHoH1/MlQIEkkoVzOVhDoQUYXVrTCOKQwlNioKkGZoUVEMXVQDAFZ2IXPH5MkVMRZtLhRsB6Y797BwvADv6DUF/OWPtDU1Wtczpurc65aIRcdx0eLW2LhIgthLWfzbYy3J9WNSLjkA5RQgjCzI6DhD6oRx5GYsoYECdFaeEGPXdyoEvc36tp3xxUHDwlVcXghRoynf0UHIrLDMpMMLUzPUmtv7DfcuT3obPOOn8e3J94TEzfKs+PSzDnvl3217Nf6pVc797GBBPn+tSFl7zYetbf6ViFZsT/BeIEMA51LRDF1LQEwCJPqMupybBVGIqr9IotyggyEkThoFzFruWEEYzUHf04ACvgKNRJqxGnoUp8Okl5FA5D3Josq5kYsjTCSwRqRBqF/smnwIKVIXDi4Sek6gErk1Xv3XEjuvcsjZ/mhr9hVdWZdgx1/ncxN5kym59KUV8RNiO9jG/4nNy//E0/fs3QOHQoJqwgNMBYYlcEEExFcAmQA1pKNMHxVR81YovO8Ese3yAWlIFQIzSk5Fwjccpm4juQipEn6oXYaiyzIOJibUPdsPSoUdiZBeB/FLpRpJmKEBhViCIQ7jPKY3BJpADPcK1sQU4pfeOQuvICZztQtTqzND+zhrZ8AbVMk3c3xrVzdJeEaHs1BesrO2IHcT/XGBblvqftMX/knzq3l7JU6tfv1mQoHDZKESv1wQyEXgjwNJBEzEFwfnQGMTLLsSDiaIwlDXrkjDRqAjDSCJNyYJQF0tapCU7nJ2ixXhv+TRjUM7GOQsQ0+i6E/7xIG3tEagaAcomQKERhBij+oBDVlTAFBOgbxLpWAVkQ51aMCE9BbETXWTzQFdmWNAr965MYOyPUrad+X7nVD0hHPvg/PC2/LRut7zoXsq9joxyNqNrhxAmhlKTNY344Aq1GFnKNsIpqu9NKAGARWG0Vlo4SxNphxmHfosZXgK+GFTdi4xqdiFEW9HCASwMw5RhkNK4p9YjzaZHMgGwE/4EhBoDglNVx4lwCMGCwhadWuFrKOgEFMw5Wfv+frJN3As5rG9VK/eR7t7RPKe8pNTcXEyiP+7gZrQP2aCA+KXB/7xJg7WIcwWcVF5GFKj4Q1Jwfbc9JsmjHfi9TQwZmCxu4hJQ42hVn+QzgKNFAqqhiq3savlaHnnYKZwd6KXF3bmSKTmQmTnTi81OfO6gtNqRciBXlhnKBtQ3EXRC4iV5k/wIkywuRBOyuUSWEcwhEW7clwDCLAxI01GWzJVZh27r5hclSUd21BBYgC/UC9CahSKBP1Kqwws0B2RjQSePpfpaN2xH3NbM+u1eFlFO96j15qdXqncFkOPhtf2zM3B9Q2V/0qbT+q0PtSDUQbBQrLDBxD1GIDFIaCTgxjYJBOj8ZCoyp+msmYKAgoPgrIBbQas+jOiFIii00Y9sBkEKGIxbsJxYY8aUnhsFuKYUIBYsVyv7gPzMkKVk9TxVAH/VGxkGjL7xQk0oq7DqzaSAr7ovhCoMyN07Qbc3DWqg5W5UJuXdRdjR7VAE41UBwhsFVijzKLxhQY5vrb8JqnDt37Eg7dKeCy4RbwUzPaMsFdYbtGYNSM2o0pciDKUDUUmTDkVzUdneEASFHoi1mFOEdKAA++kfYbAM73InCXxW6U3IxS8Aa8lpN9oh+sNmdq9LqDqDYHJ1zbHH+y/cT9Qvh2NoriubfotRJLuejiGVkvMQwJSxVw8zV+D5L+EgAUNY2EapJBmVdg4jFXVHccnKXO1/6kQCtBmBHOCacClSUERhN6zOdEOMVdN+EeIpF0sC7PgWjAVMZcREwaWVDwsa8TNowkA5iESj7ALkfLH02EKEDLYtVEI9xH8cNHS4mIBu7ixES1JykM6lJMMffIh0sN0NVY1PPXAWcTRI35YAPIfsXP96vOJz79tP1Zvfriju67ciroyXs5f/etfURM3OkNk0x5YaigtlyuF3bgNvBXRzE3m6UHQtxe/eXAgRrUPCx01oRLJT2rbVzpIFfFlMqiWlk5c22gMYAX+mTk6cFitqpWvU2DdCrV5cKhheQJDHg6Ca/cjoAbG3KpYNoGGQ9YGDWGAiwNDBMf8gcPKHVNuO/zHULg++8ZTPWxr9a0zerJ66F+h9pbjnV5Rlj/6LlyHDZu62pvC+rCKW2LbsjL/ofP/atDWPPwlxgpWBvYa03h+G44xiNavkxjbWfhLkB1eigNqQFsutgvG5CwCqg/0LXEKBDGGCpIaBljEiAitCnF6ip0QAzxyVw00LtAfOUlsGQXdF340fbWyS5gDEaa/pcINEQjgG6qQCgEgDWav1IAikvArGXlTRMbK8FtcEECQC5pCcY7ho2JERwzQOeDDG8tcO+v3QJ6XQgf3lGvaupnxAds81zcfY/XDjxweTxfeCKua2bHleuZGJKBKENIZqsJwjRPRSGZYRx7soEO1aU9SjshNdJTGWPy8UKGqQzETQdqLKCFwYFdyUs4RoQK+6DExFB0ARIL58txDDumN7LAKIfMwBTuBOOMaARm3HF9nvVAnuaOuM/2t2JhcPdBhgDdUV5pUGadY9YiNBIS3FlqDSCKUUkQKAh4+377QcIsJyFmJd4BbLJz5IRXaMSOmIWxEMzgLsymCDCpLZcfntjBWn/I++dddGIVzAR2a10//HSnzrPnbHkwp+h+QL+1lDHy3KwYuyoRzVEMFlYLjWWGokABHUvke6HYIJ3WZkFnuDpTVFAmZ8RWSAguMF2psJkB8A+YoWpCK5ByT52S+gNpFMHowJ+SoHFCBgeSMWfzZiYE4y6hiIbSK1pba+2FW5zAAFObiLIRkmxnxlz1iuwA6XAHyu1sMfI871ng2+ni9soZyHa6nLtFKmCoTXouoW/fAVV3pSXZfMfYb+tKlAMYYYjPl0K5Ku1KicwNCmrGVuZrAua9Qh0m6MgUq1EFXyXSBZUuIxtlHwpaKPY3OsMuZzir8KVKtpisIR9jFTNAh+ogCsuTWyoiFNxJe1PMuqLX7EOYJDVm/4nB3HIpN6WJE8q5BTt82OawH+jdzEqqH8ipbUcW9NtuGFSC2vYuUpf/IaWA1CJCiZBUmoU8R5yl0EiNZIQ8JymXJEmHBWcuNA/eTCCEZEcmHI0YDvSMAvgstzbQISQrD67PzoMzFSo9s2APVPq10TrrJwIWWYBEkYar18M85Uic+3yrL8zjyVvWaTa+4dW8ENfBrQlz8Q4NND0kk2YvUmohAGAdlWiBe1SPNkxi1MhCPg8AnFxqA6VAHwEVJAYgp1Zd40AVne0Oy1UJ0410LwMaAoWl0Gcp2WAgSJYcRkGF5uwQNZ+UrvwLE6KCNG5aytkV6t3S6wPb346eAFqtc3Dsa8nlw+fx+sn1/X1CHLLNDnoezFcN6AyyFNIYRSENCBMgeKHGge5PyblHJH0JBwWNoBoFFDmWwEwGDgkZqUygEss8RgcNdy5ZCvItaGAeNhaWkF/Qdie37GaN37edW2MbeoUnVjkFIykYekUHHKPJrZcjna4qpppwJhQplJDAbs1XuUj3BxaMOSEw5kVookyUuYBae7WJiFJXe3b9V9jpRv4My69C4PIgrTo0sBAPVqTIUMuzfhYyVpY6NWXgigatztCQ9a6rUOIGcx2Q24oWsdEhiRqwHusXDbG2zacKPOgFzABhzWJQdZoAfM2CjVCjVX673uIxIY1iQVU+1MXN+AoOtHgIMjr8KRCcVhZDUMqvx8gijKLPy4O9RXOcdA0qJD6P9HIhSok76o7n2mLh1fsNQk28ZoG4r12M2Tos/ofHssDHqx/wL9p3pmr6aEdzLPdLyl+N8Plhc0nbUgfAT1pfq/t3w9In9Hm9PfZGe8tv4NM7fD+zHjl1PDn0yVUpllVcajl0k+rolWk3vY4/NeA3XrcFC/B5bCHrZmzocTT4uqnV694WF6cNUeh0up2euo7Sw/enElW8yxmZ2bma6bxNDR7uDxBd9E5mT4OQEerXeeKuuwCBOhat4ylCnc2j6j7gqZpV2uHBpcFznAXIewL9p/nxeYi7xrH4bSvQn/EBZWolS3TeqIZ1XDqLOGAEZVjG1MBgVAG3CfMfERmch3/eMV7sh+FAOz4Pt87THeb7oXdFyrnd62VxbbnEZCuxWmEuRmi/41E14fw1VG2AJVh+WVKBTGFy042kmf8pcPg1zhYXTDTylmSVpjfaSB2paN6EcQF8+61pzrzP0ke/1DxYjSErjpiYML+xgQl41BHINqcZvhp0Cqe1h+hlo4r7efYEniLIgr/rNFMgwXvv/5DvpN0BnNzDlrfeSxf8bFNbW1MbRYeFCGYlHOOJbPg8exUG+dq7fBZox70re0rQ2a55N+01EGXmNFEEDwqP6F7vijjH/eCFYLZ/pNu8RntToZ82Wjnhd9DXF7EgSCoCnJmaBGuJIM3WABe5TYAlAhMehpEqEc2A3Is0gXjmhRuBAvALzAUIQGoIJRjaXSUfsFBMlRRThQPSKhrwPuT+PejRWGZp3XmHa0pwBrkQ8FWPkC4LppwymzZjFZgsNML/6S49pkB6LHbAWBRJoIdpBUJDpJGIc24JSAPAtCqEj/QPmECe7Ya8ZUaikam7vrzND/yj+Cm0P/Kg+WYV3gJE1p45BxqeNRwrZR1GEpkGUFMv7sIBV4g7BiK7FjYeim58HtDrztV7rEkT7OpsqIbzh8dFSP6+w6trO2WbnlZYGAl5PmiTcGJtlrI4/Jy/NaaTs25DeoGZ/zTE0LveH7mxC0ppQN0Nw0GBpgqOKisx3Qbjs3jI9D9J/NVfZhId9ISzm9PPeQL4n1DjfZbrpySHq6LOA+LBEdPGZgauDs996/3NyNrkrXI2OVtcra6+U8LB7hJQ0jnMzCemM7g8rQ7XhxnKymVl0/S6GvMGNf1310OfmwPfT8CjcTl9dASk+ozk850RavmpAifBQuat+24KfVf8wkgedAEzqJ4zbpwReZFdfRsh9oAqZ9o6yq0HJqTla/mRDfneSOVsRaGLKQ0SQME2gLtGWQy6ymmwVUKFoc0z1CeBzce8/B/Wl33kmGpkmKjgLtpor6t8lVZcxJNwYgS6OH+Ksk2xNOJRNP2m5pqDHHWWmzlD0O/8a+c4+C2CVsLGwZ04Y3tRxjZ+Ji7ooW5j6BYfcLSEsnLzgBMiTodeJxcnnS3pms3pMhrD2giprY+UQU85mlWoWVOx1MkXLVzEctTTVAQ2PcgxII4a3wwLVGpgAMaFZG+ELIs7y3oB/F3duOBvMcDKz9PcVwb96YDhXd/025Z6YC6SYSD5B7oRdyleyVU/BJckmmGz5mN2IytdhWQrM5vJhmMu5xcamt27MiUwKvSD59VUznC97yb0TjjpemVKEguQHThILSswCRAWAAFHT05XwdW7w3rBlUI93412x5AMKeLWe9Tjadc0CAKFVDMbfrecoCJbBIqxVJoMZ0OoPmFy1hUrY87VOHxAX3VL7lOGP2soU7hpF3VhexuYHFGAfKH2MIkJ1qwHD6XE9fh+f76JN/8UO3b66ZSJIABYMihUlUgrXGAwvGb90ka9Er/gI8fAtouTh5OD9cwm2C0GtmDHilhWA1cXDxULA/DSR6cyFA3WO5WTn4KgqwTiM9pwBHteCc0ixvHeYgib3kZTTqPG6gOkCH2mA3HS4yd17lp9HPxjtP58or8N+1lTd51HIcokMg7iLFoSGQG9aNB8DKGcrjepCHyxODZlHenMNF30NgfzS4QOtJ6LrehMjSKTyVq0tpQ2IVTZNpskR0UUcclHZQ7VIRJLpZoc2m2IlT7/BdBSxxsd/7OBQ1l0shQG1xEbOPQT97EC4LbdgCV0JEB/8+SJIgxu+kS1tMGYBnWi5OHMsGqxshWrJmHXvB73YogsMElwY+LlF6mq/Ip0fI9wilg5JhZss1COAjuLZkblrbdbQVd+cV9MhDtT1hgiOlcmODWCGRyVT+HSmWnwLZ3cK+bcoLq0P4rF0zeHuY49y6wgE6N12J4lgTfjRUHfQmiKdVeO2afRWfOiWL/EF5acyJvC1WDHc645gFoP0Wip+zgPrBggmHca0HSgzE/ER9fooLKyry11/IYf7KtloJ0WxUQ3kIUOBap08/wvi6btygcWvPJlsVDxAGHPgCerZLfN79lK9dVothDf1HqgqteZLNU0jaMvLt1JuWjkT0rgW1o8lgJaqfFOSkXsgiL+mbR7dy5vMWCH99UwNFRNLMlfrDua0HsPYAAllhdgFDBbMOeCBgPaY682BPNEJ7FU1Xsbp62EPcQIG5xN8Db5TqdIHfC694U4QRTgiWsqz38KisKmc7nczgcqosq6PKdGke5EOBUlnaEPQtYi2iNS3nwewNXZ1eBz+N2+95dLaLGJsIGV3I8fNRMWhuU6uZl5O7uaHH/9COpRdIvccPdF1YljdrohC5tjfstO4U03bLv8VPitbPEGLwxsw89ek4PbMONARCtKshm118pAw4WwIeLaCPYne5xZK/QswcDs70G5HXSxDXd7SmHv16llVlImoI7WI+mBmfxeO2EuxayV/UPSUFpZOCEur9U3LS7y3gin4xi/nJ/d2FVfrxPPqrmzDwfvuCP+pqmxVG/PVWxlhinfRHlK01RC2+92JQ1co15Q5g37RfyIEpvF6Qzj+cL6CPFO8M7wTuHZP1jZ+CscjC3dADsWUYzOEoYNXHvQaFC+++is1Xtllzpox8h7EeJWYkkEUwQZwuiEOCDuttwEuV3kQXgQn6vZ0/MJV77nYUx9HJ/Oj/2LAlZwiCnVIixw711hsOxlaKr4N7l8diBFz0XOzQhCK10b2z7jjRdUw8aMHpRe3OZXbR2Xl+Kzpjk+5NerOA/RuedlQNEvqzgp66BnuJtSkeHBhZ7sXYC+zo0X+lvx5sMQ8/56nHWe6aBVvgsstmmvNOpQS2UdZ5stpvJkFxZRYo6J3cqCRf/GOG0oagRPxoKqAKS+Z000qPJgpakvELTf8TSaaMnCbH+2YE9JdKTUqVbQ8WQPlSZ4ouHLoQBbbhOzXyovMw0ylOLo/dnm1FBAyeeZWkwSjCdmY4wHjMlAUgAwlMsyCRfIkZmiAOFtEbD/VGExbOOTpCfwGCujrFZCVGP65vqTfc/GJ029cxQLwv7QvtOyxMUWfsy50HPfE6WUSxM7c3AmXpJ0jo0dqjh6GJjsQXVL2c1mLYqb6rIM5WMyERuqyMiQkHcgHyCXtcjZ6W51tBwROv1m7Gpqg6nWXAKWY8CTFqByl0RY0y7s9Kne7b6MBTJ9WdXvlXTyv2hxk9qoU+fYEO3bdruDv+l2gz7pexDUixA28O3iRBkkOHJEoA6lDOULF6ahUCrRoOjLOZ8Aw3kC2iFuWbHJBX5KHFiGmAOjQnW/ODDE/dTcdeHog3cGmPUbIJgOBRvwD7/9NSFQaeMSKteXM3Xv1PGsv3dYXixuTN13ztOBGlOMMzUPbi64rzH+0a9eYOoHPQ1WYEj/4SAAWuAves6k7sLaqlOOAjbsI1wlDB7GFgoHj4t5v4+AHi6RTkQtSVqi4h9v39LA6GwezmyL3oHQZ2bzy97EA9+1QBRoYZc5gs7O2fdnwwAO1NNNxhN0tfbS4Rqb6OD67vnHZ7seysmJYGVswFwAUqxI9ro/SLXOfxpbmA2+XyBhL/LGWxKKUV2lOUAJ0nuitAy+kpZrUsDTSjDnF894ztK+SX2tVWaFVd4uH76TvTH0pmwDRQSQNjPuFITMvAOk9LZ3ivWP2y6uvhCoMxDvpUsh4qmIwxBJqGZiCcFj8/gvk+r5Whq1VKoeW8FCgDfrSOKaOTWvgt/29gZGBlUu1cPdGqC9gDmTJ1Cz8WFgF7vC47zQM1vTHE3FReItAnMK1yudH/Lu6BGePMVbZx3WJykzTRsh3bPPI+v2xE/eeDjGjnZwIyoSLJC/Ru0lY31S1XSN7OOlajZfZeSWMjD6Yk2l0pE7eH76Ngn4a0mw8YHQERv6fTJVVWBU2An4q6zcmCAH1oXpzc8qsDtcDZCwFC2y2YrQEqJIIQKp4vpGqT6NZH3TXRHFRp7xgWy9IbcE5fPNZh9OkfVG/qo2g1Q7fk2NlQfBFhrXwNDA0cDUwNVAUivVFrf35jXnAz8tNz43OTchNyU3rXDzpchcByNNVRRXweo8nIPKdaTzIGlBeQF7Iaw0LgYfv9fu8/tOPM93/4w8z+u83axshwkX1bJOdwlcv/d62160hk0fSKUqucqo5nkKuxXP4xXOgZAJHN7aGpfX9eh+yUq9btCEn2OzIAdzr5bg6RlFQPGhACxv4b4J3kN29IJfL9jV/Rm7ENk3yQP5h2eHoipY+zNEnDZtXxyGW5VOWCexiwDF8CxQAkYGyDtNYQKHILFoh2lSJrUVepr+07PB/bODgwK6kELi9hcmb3xfYFHT68FuYsHJiLQzViHLuNURyk4sCCsJEBFkIha/OrfWUCbeQnOVc5TnFwE0eNrKPFqcOdBEB8U6gS2JpDxlRb1/zqIATarzaOHse8pVXZGfWC/wnybIVWewbtjujSjXzGuzD484Dcwtdk/3p9XzLzN8jo8/a9xm+PwfQ5oLBx5I/STyUMYkTFhr6JoxOLE4Edn2clxueF6PDeh4XhdGfQ96WSvg/AdcUVclLSANOMkZQDzwQm47NR8N0NBwYTr6s9NT0/ST9ANZZXK5vt/t6Ch2WvvoCr2+nszB2wj5+rx8Ntfuw0+4g6i2/egqUHtyG8QQiM8/c8Hv6X+OT6N7UJSFRCrDhBeTrRZTa0TQWBIjXcI3xxbbArIczI4AlZPPKaPdDswvPBmFgwXYkCRBsPtQOjtlKWkQanRohNB+4f3oZErQuYaeIoqiWxjIkQYSWtGMohDhzbESpbKOZxe0+MqpJButdSNOWQ0LzDb+WWzKcZaOJZbFAXwM7hkG3eDLf2vhbYCGpYUmik30L/CL7QF4JwF4ZIidL4ej6Y2BKzL7kkqLEIJZUsFFIjDYTzRnVJNBUx6WatA6ZB4dEXIycC4AleDi5GH1du+vemxEUhJG8zaZdb3SIMuVFJ1PsDQkmGsKu0KTEKm9BPJv2/UkEBZrVwFkZWfka/c4ZQBl9IO3Cu7YRx3zHL/KbfWIOvBLuCn/3ggy0jPLZIiOiIBsgIZ3WOycZ91mG8QH25k4jQHFEUIar7sF0gaQfPTV/fChxpIdPTgpTBoj6vUWWKmur9WVHzpYM2+CodprY/94c/MqA5cQg/H++CmkL6Rsil6eFTxVMpsFdQblPfdoCfXfbmPRnlKNWlJqXsawlhFVO8PiFYCfX4hhjnmIgY6JiqGOiT9RdNM31qdKmj6EehvQKNDVWOtt8dPloMimyabMPoq82Cxx2iwSJDhOQlYuxI4ZSoxQsXKWua/Q2KH1Uu7evW4pvQHwztkKADabReULOIW/HkzRMx6wvyCnieO/IXMVzTba979PSEzbFO66ewChzwwl5UshViJEQJkCp0oZNzC/dRQYKHki/H5VzeB+2LkuvV6/BDDNEPSMuNf0GEmS5Qmix4znIscVjDRzodquDEqv/UFxYCFAxZche4DM3+xDxrDXn0b2BT7qnswVkzbn5wrMfSjLji+iyHZUXlOhOzp6FPDJV8Wh9rQmnCHnblfgU8HFxcC1asJWXju73J+cn3y//z4aBI/F2W0zXQ2q0y6kvY+QH2sAzg/59B7J5u6z3MMSASGwsXHBRcq+c3/sj7ha62zzgpK5SZRFzP1M4Qt5zvWs+7Sk8Magp9AA7QrwlV8c7GB1m98p1/hTJTZVL/Ags2QZAHfDkmXjy4PCMXhwl8w5nsemWn0s0iBAIkPyBZePGzcQWntm08NcEMDGWTFuWaV5dFU8CS+KB2LXE8bDJ9bauzc1DlUekbnZWZdEVRP5zaFj6ihaO+7y28DzwJ4GsR+UH3AK6YtSbsVulft0unXGM/4afryLDOG5zATbiUmzmp9cexIO3p4OSeKEKzaxikU7kid3hot0jC111XweqzCDLBX9mkNluZxlOl8frtSITW1SRhDZnCIna5r6CNDLh0WVGXHHjbHlB/sd/DHLP4LVvxKzfHPwlKQj5PhzzJgnMfzxZD/LKmzlc+zwsiAojC0Vjj6Hw/EeQj8fN2rkC7PtEMgM5d3qEPqCtqrOwj3cY+EubfvJlK+T27CH3LzTa+Y2EN2IHtH1xrV77IZalCgFV5t53iUmhTgpVy8CUzNifj5fdOodgBxGEpMuK5BFFGdYCeiVdDDzkcnU9roPRD6+aNSEIH8yObxyRGbL10yFpIQt2YTZP0XloAv0PGJfu8NVGoprRPBUZaFQiNRgOAGVmwLyiKp+3FuKSAvgtVR9aSJeknnrOr2sCmWkvOReNwOtqLCX3NrGD9kHmuF3gNinhVVhPI0x1Fogvw3qviEPVpxDZi6exMp8o8IHjCXE0jgAfi7g3s1zSyPmVkZ68/VIK67xB5qP+60Dc6xDP6QCYqNePj5yhd6MTpfLpYbAb/K32ZNNX2p3KZ3hAgRXIEDYRDV2GDStEl0uKgOdvYOsWhNPrA2A7De09zi9Fh2xuI9O53wJHU11Z+ZfoMfgaGDP8DgYHCz1nPme5dMnwBapBqos/pnNe1pmxdyNXI1sjvmu9S2Q+s7RuGY4S5zkWjoa662NUIcCRBXGWO72RdvWcYBhuf4T5LF5yd3t0u28ah7EqS8hD9dr3eNBPYrVt71wO91Og52cmpeGRvcU/h4w39nFdNpjUKNxwAKBgbS+rg7B+PA29wc+g06x9elsWLiRG8ML7GpqLWi38c17cGAMU4DX/CTjLZLaAGfA2wYSJkKJwpFCwyB+rm5wwDJqRCmYullYzqKZ5UIPziYNlmDHLDTlqTKIp6gtX7R97ztAi26K0JZuAzOFMiTYlCKRiPRRm8YkqGPHTm+G7Sp4NPAp4g81XVB6ywI/AcF4mHghuWsVr0da28rNu2ES+EEb3b3dtsV6kEJJNd6KwE9WFwHk6CY8+lDINS2YWpSVFzxlvjf7754WsZ1lbJP6+DkuDNJRAgdWhogTtgMaGImrp2jDAzIyJSljMx4LLy5aj2Jiot9UBwiMp0wJDHrsWL9u/IR/gnsClcqBvq4wOiLxROkL3PJf8uHz4wrhvdrNBehilSIkWw4lvKHc98fHqL31vL6mY7hfdrx3j43oeV4mH2a6Hgc2aru+xrnzPFaYbzofvrnx8iawUy2Ga4Jd7o+U6Xfcb6Ze+H7uoel7vz65p3svPjtnen/64Xn+nLQFgWjBK+efxMQ2xerzOhw/rlnF6YG7/qSa5Xnd1dBXdGEDUQBR7kUbq+OceL21aOfQ5Xm9MNU60UtNQ/JE8CbTiPMMbQL7eWGReWu/Xae5zWBveIuNcbgddnTFNfrJRTkUqRC7E/AyjVlAw88GfPbFQYig2oMYw+2mYLAUYgiptdTrTQE7xofisKkyQzrKJMsM+PJa9p0ASF/IDlbeJU2o/RlcTnegw7oaKpw6Rk6ktXKEgI5UzVlqPqsMCCI9h2TD26WK2k8XK86vrcmAUoPwVVjB6+P6HRKEBVpsAgPtwgbY+EshAXNBhiZ7Jb3SyvcEL3v29dNzIGgr8Vh/gRUPnxs+7mhxlFok8R4SknjWd/45LwDuFclYCSKmEPiUp9Kd0wnMUewI1+7itmFQ7ykdQdgPzvF9EfNSKOfSVnH227tiIUr9tNb9CnPlHvH7Wm5ZDkaTnu8bAFTPm1JEYzO1IOETY4wrFie8pCctFuu3jHau/aK9m1oSZFQ6TMd8DAJZKpa/WgC9MTHJKVkAmiGPjWWjCQhQehxuDlCbJGtGpVLY0D2YrKZ2cu5ys/LivI2DrnoxHYVlm3iZTAI5LIIdav4DUR87MJ+WOqospjwSVSCduxkRQUICMdVIFxjk7WQdsN0rEgMEeDLKDuiDm/uVCHEeDenE2N2IiFFHfxenCpAKSviWYbtWxXJVzLlGg252uZxatwXe6a6tmY4z4MkeCgXSrPslY3jXTYO3H7T9ShDojpldoJTvQOv3DFyC6YLguU5S5jABLAxLhAr1OotCeRp0WwC1YY1a15hBBcLuaKkiBQScnLzGLC6yDbSz0SkAXNwqigC7SxdBQsGX81hQMalvW5FVb/3QWwto+9BLB24yKIule7YXnu6T9x4RzS9kbY7jkS1noqR0pxPdOvRjVQk+6DUKvqx02hMqzhnqKVenSuatDMhJcI4RASsGwVV/fZIeQg2qVJ8TgF6y7SYn+agXMi5r+WFghE9pmMyJSfm7kRFp33Fzj/FtDCYat8TOA+M0/DgL8NeNVpfeMdAwvB4AVK9o9UvkjmcS3D2u7iorFIoZh9QTX0p3lowdxWMzepascKLhBRL9u3Mb2NcBzUcCrnPqRO/SeExrONaTzIepmK+wZ/ytzXWe7p9JX/mEtiutMratnLPpFTTLMDmbXC6ny0vG7c7AeIq/Px9wOL1VHEe1rirGLOLUbirac8aMzNyye8BVegere3DvI93qkLV7sO5mWxt/s6tf4xVhEQdDJbpKONvHn1m6JwApSBWisDkSFWRkDjI2D+m2pt+1qFslre/mD+ndtRiVVng4G+wx0toa8lIaUSFS1KtKsqJoGgX8EUSyU5SsFNVHotVOpSSDP1u3sTQPbauMEcKo5P4tvT6UyEDHaKKk8zg8wSmRFvHswgb12SuDSoYdSfHqRfz+rF84U6Av/lc6WGxXv71TE5gpmW3QphI1WcFl8o7KAqKOqUukNDEVeDCFIYNCyTrWZORuO7BeHM1uMPbpumU19UXgRyimz1Kb92ZwUSZP4ByOKGJJYvF4x7NkKVAmePdh0fhKBBfzbUkEMWdE8TBxc8ybAexUyn/3gvdkAHfxQYb7TO3Iu/MSkpvIuxyB2vsoSUmWiLUzLpazv8569TTPallVs8s1T7d2teDGkYKgHwU7UynT9M1XEuiGZRHzHehstYIhgcV/b649cNHYN/UGtJpZYBbwyz5lcrI8D8ip3+ASfU3xbG++sLzl4PLs5tU4lhhBoijdAclaO7SWR4aY7G5m0gC/sq0SEvlkLCP/Fs3Hipn9TJQ6QUdlNGxLvGyYClJ5wDjtfz01A0oHyZCqYJFZchhHm4RB238OXgF/iAXMCXCnSzEhb8fo+2DpE8Ymb0QZEiiMbsi+lTCbPR6NfioMwFQ2EZUFseFlIjHOP7FCAPb4kJ/dKdwBK+7cykr4oab3SwwkfSY7ZK/d7nqfvc85Ek/L0/B1fMswCQorHTzZNVhSdXqbl/AIfvhe+9TxNbqb3W+YOsgyk8/mdjj6XHpofYDPcX8dKsqKs+Frf100xBlgjWhEUJ0s9/5aj9FmvyHe1eREgfkoeHjqm3ykkZD3Y4CjubwvoYbns9/YPWtP27mhfMnpjqpFb/hObp6PW7v+jd6Vy9crLnzZr8v/mbAtkP0T8zc8phnsUExtbTQnlIuxmThpFkqM5ShKQI2iZ0xxO8GTIzz1qqyMJWuLi9CfxAeQqE2nEpH42ia+R4TEp0gVex0eNwnztmbERJjYd62HbX8mqdhUWd8nqRfhNENBClIy8il5yg0moOtJjTERAz+P26CkiEbgLb4TMd5BxYcrRmoeZayJrp/cW75UH2UfPfquNJvCnwtknQfEr+rPMr1ParVx6+TkJ2Um0dGgJkJSAnsvjEUmIdRxU9rPN183hzYH5vfnI3vkV7yQuc2Nc1zRBTY2OpG9D0PzFeKoVTu6fUL5ah/Bd5pagR3QR9wxpjzfh4yaedD0GYGSGUkppYoOVUIgLC7A26JaafxYtNZyNpZgpbtg4vyv0cJV5iYroVCkGIBjnYl9ulWRJZrfksd90q5jwle/t2TnfAS46Mc+nFie8jHgoUly1Np3Jq/qCvxEegMszVFnLZFtCl5evfL8l4gU6LtPk7Mz3q19Cno0durwZ+HPst4NfKRfnvmsBjrabOu4L0qe7t9nHX3alzCsJtmOsaImpCessMHZ4PC2eDzTcQ0IC561RvC8c2YuX3no4A3XWKqFeijay0cI6SbIy0VjHauE85VfGWpbv36r43atbQeIt7gudG2s/QadEmQkfp29TqiB//W6RjrTDDddDoQKCoAwVnmG1h5U8uU8WxdIGGKLUJh6/0ZEMXCK5QdRVVrr84f4ekbgQauPhjgSUwFNZV49ViPwkdMh+MQMPVNkfg6HTVLcP7TG+HeJTGmisA64mQC8L/AX1Xg+kH09XMfshgXYH2hOg7DfdSRye9VJTlJFR3P9+woNvOuYT26ZnMjQZlvWUCWKcjMXR54lerSukXotYMCEv34RJAWY/JIbCPaKWNFLWcK2EgMAdpcqDe7E+YLJD2Dn1Zj2rOUy1hhrD4Nn5X+THHwPdjsqISw3jhNLaeNfzycU7nDVoJxLOnJ8MvvuLrHqPfE4V+9TlhB4u/Lzd/lBGi/y2Y6UZSQADReE3bDP1xw8V+GLdLYHMPqTQnMIBXUyyKMeCIREu4Cm6z5d/LuvrE0upsuBCbvHy107vaXmhP99K7fdLmWnTAJrCEtZTMWQn2TGE/ckvjbjxJiVPrAPHJLSgzExANgXmyM/RCfOI/oDTfzeG013PE05JdmswYK7Non6ZCLFnPW8AY4B/lYPJNie9+bGmvrDCWc5q3C7yI0QzA5Xj2Tfc7qkqeHX3Nn8JWNuiLwWegYs0Vmmw8m62YojEKaWmcC5bvUhurxCrqWkKOC2s8KKM0L69GY2+40qIPQP5BcaFjAOz9VG7AMJ/UnKp4xXy9Wa3jFKsHw7iuySo5ZeVSPgcnJoydizCnbH4uf4Z48H315kPiOg5QK+VQxMnFy0PB19jYDHNaZYs3Z3O0B15dKX3G8a+5Hs+rC+97KH588gcvntVfD7LSIaGQi838KJeM/unykGvpu35V+jl5gZXUYBed/3pl+p7BuOZhappuUQRIjFBQNu9V4HFTD8xpzteXWSk7dgrLTreREPvPl1wDM/TCgqUClzXOsCJ7Okvyy3ne17Jn871nLp61bSqatXWS19kbPJWeNxeO8+RjCT0+W2Oe+fR1iRA+XiYwNPBTzbm60efA9CD04AUwN/xOFwOB6Pr1GfwOtxub8NNENvxjFK7Pkj8zjbPiyOLazWwLN6sxJcPaLo+6V9cHXWQXW53nSfb3beda9kbOuHCm/yxq9dX4F+SemULbIcBOvOwUI3Gc1BACMqHRqpFdMsSPVFXPR0/uZ5ISt9fStTFxc3M8vZXF4mvYhXl9S+VWAdSC+lfJW8CyJoTQKECZYvNRxP2SbPbBSgEf9gZRzqxt3XPM+Z+3u4kX4BZW+SLlb3SpcDDWJceXLpAO0+vZlDn2Uwvm4rk7V7nmWMBSX6E0hkTsjLgoMfETf8JndkbE7Fgp0X5XWqISbzi6fIZYEhyPTPZCMOtqL4Ui1XrVxzqbaTQIMHiXW+xdRI/akQR/6vdpyLZxXK+DovVc+dFTcbHc+a4llixU9i/p/shBltozTfaeQC3GvKrI+6aX7QayJGE8P9djieVDIyMjVnG3xeYnQK+Qmgl+GO1oeLG2Wm7boU9N9rQUeOmAFkqgVmn7yH54OntKc1pzanuqc+pzvuuZjyOscfhgdjEYfOjmRjbvypSdRjzYee978ciT04PEg8vu9DJuhhulx2hwNaYbt432IPO5NupMnaek2RwRPB7yuEKr8dD0xqT8gzk6Yy0sz09SSvpGvwV/1+GT3MHmdM/c5ih9/kutW5qxlGz/M7e3ND2dH0fnm48eCD9Z0MEgCUnL+KBq4YpusCMgebgi88HHnKetnqyPNMQgQA7TtkGD3s2b26wt7KGe22+AOn/uToWaZ49X1lY+42RdbteXaJkoh9duOv9il7uqwe2GiBgEqdSEKdWlPCxIRZb2NBOYzck3R3z61/RI8W/faWbWBiapqaminL5707d0nTr5kS5t77S0MqPhMIsK+RJJ5lBnDG5niXMY0NQElXaB6EpKX4zHU9VYMqUz/yVsveE5jf2kvbpUOtkG2uWfN4FiJmDqlJFb7PMMqebRq5OEleBZWoOgDDhOvXM+gE1AadSj2sRpzgyS1vA9FtK/O2cf2kGxuIqEq4UEp0oirYOeuurbSLXSYyQkMwrfVBoyKj1kg6oTAJc/kfSozguiYtvXTw+xYh3V3JW6jy9DCFLS8fP3ne2/TUHQJ9V6Ht0aYbyui4IPigzaxBgniGp0UXl8h9Iuzyfu3vcOpqBiFSHJZqFlR1M5Z1ULvFdv3tDWqkU/1Cx4os9D/9ZFd9ncKfW0zKAnBUoW9Ntby64/eUXcFNV3YAy36Q3s4gOVcznRgsgNTm4NLn2Vx1dBUT54hLeW6EIcQSk9FZokdTs1tZbgFiSDqySwGOgDZbgg8+1FXbbPe1NG3qC1fl7PmAL9Mu14CP3Y51XczS+GOIjIa6y8nw+pDmz1huK9EFXB3be2Xse+sE/JrU9wcDLDPLM7kYuDUXbGgDWOGcMpaU9jxqkF5MvRooDhauKhFiFkIDq8pLkURcuWBJe5FhW5p2esesc0BTHaUEJa/ZoqnwYMbY7wD4qwzG1j+U7/qnboowzbOYzoi6ouxzwKdGub0LWw13DSGHho5GZ7PzbyXQ0mlJ6okrSeyJrYkvpLLyHlYqYXCIobG5RcBNYqO2tNtaHc09XX5vs/fH93dHyBNmtrptLnfLKRFVyOx0W13OO80fdQ5HvGBQU2lLiVVUmQVZAiFb9iD1vHnUKtTAAEpWVRdh7HE4G1xwu87P+5yD0md/cvfEZ7p7ZnYeiXSo6r2e/uC13Zv1bKsMHyV3zNvB36o04BQaHIOW4hIl9qGMQhnufa1mRdGAUxj/rswEC5aAVThINuDdL0jQPrzbMGM5I4xGH9sjLsyPiukfR94+GBXre5pM8q6kixIktY10XzTizKz173NEjSCRgvLIK7ViX9RbSDngiRfuUMNXEJ2bVuD8VXVna0/BgQFx263X8SWeD9kL0GVeObpUEH4Zj0wVKkWY93bPW6bDlEejaRLFrI/dxnmsTdJgjrNKdFORsOURJG7UM4iDbC4GEbXkfwSiqswHecY9kNZ1ZHP7ebq+Vl/bTW5wsOw7XmycXCssNe34kXffeEc57faw4RfRE8kX5diHM/1UuuZAGfegiETc7s6oPw4Pwdo/ys9CAbMvyISBHQ2fOtQI8fqihbAopuFqUstmiMh+bqX4B2eSU4gCI9QqUR7ZXWFHJvgddCf2Enek4/JydrTMITlcwFYwDFlrkVlWQYYeG5+9Gv/Q6DLvLSKvLeYonqSdgDiieCcDky68WMsTagAk8GvFhK/lmfMrr8ju7+l/imNxgZiKNaMiM/Ps6huEJBBS2Zi0ODgFUIkYZ0VWMT4frVK4C4Sh7PJoPKt5rraV/dAqWQ+rMyFpuI2t/medNfyPoN1EW63mooMjMDMXJiaW5vC8OFBZdVviDIpFDpyQDk+yf6cGVVpCQ2kyGIwgVxq1SALQ5rVfYa9YL3Bla9CxZ1Io9SmYZzG7rtvb5OdtBXHZaw95/XHQipwu/5EoTS10KALy/kD/YFZYHA635+Xm0oN6nd3m6q3KTcaCGb1eG8m9LahCdjh5t+3wJ6mH8oSQn+72oRO4siY6B2RX4Mf9VYNtGWXT1nftFB7f9lEQcANCLrKrZQ//COVLhNgrpWOgaIUtQpbUsYbhXOqI8DpIMlcsNyAR6RNDQ1ycBCqNgyl4TRSmMCpRDKCDC9yILFmiAm5SyUbrzcvhts0gkt1OSwQJYlb9Iz2AhgJgFlKMnLlGRFOYDQ5uOCbRGEy5SHo64h2JvYyuOglaKNYnIY2Epwg50I6q8SoTScEFBwtCuGMNxCZyn1AnTR2o/lAmlSL0m1O+HUDcKxNXcGwhsv82+iy1ng4Xk6KEjpREULy7LEU9WvwDXdkJMjOyk8Bc2izTOknYmMPrquRZtLMaF/kwL48625LsSgRHhNg8tiM8N/F0+vLyCDs52wk6OtqbzBND0yHtt+RJspMcd50Dz0mQsn/Cel8+uxswLezsdcOjV4Ab/WdPQP5NQbSXxWGu3GRAhtOfQH5sz5f8k68RCj8mj3F4LBsxyiNuAMajvoCN1pVlrVDW+90gbtY588lWtI2rZ/F2q4O+c6LPobtyiDb+8wRUMRAYB/h5DudWiOSncJxCTYr0+lZ6pOO4Gnc2HLB01ZYfIB/sJi/UGCEXnRcv8jw4E3u0NHvMuuZlbXBtbFo96lE5XH6T68u5FECcEW3k2+9vtJNr8ZZYW93VjjYXn4cRshMaOoWuJR8rojxYQAt+v+uB5qqVu27hwuty0k3ujsON4WyA68rFazcF0Z2AMi/5wV3WnRpZGtibadagyXKU7UF/WuCE7fubXVtwPRjbXpeL9cs/EN6LeeKsHtoYnxrYXeoH21n29s42buOcVWAoo9kl6sCNthRK8TuN89CBfzAPeBDSoWgHR3lTdfd0g2e8yVp6oWjeWxUhRBWRTOai46Qyqye80RBSixx15P5gclJ/+IjIY5/ZT8aQvorJkWADdn3B1MPbKahePIvfudlMO1DuT61rXblhCfosX9zCA0+ZQsN7xdEbZh/KvosDftHqfpi43HoaVTtYGQ/twP9u+RnZUFdSwKUthLSTtyhkXLt9TgayZMuZMr5YGzurOAs5G7bYBgg82IKMKy1NPCvo51qxwMFzG/gzrGllZrxcxn2lliFOv7ihvOsdej8loQ/i3vApCzWlngSh4ilAHBgKKkXCmWC9a5aHCtRB7N71gFzBQlrDmIB1p3GBEbfzZyaoTcnEYleC1t9JhQ4Zxod+jUNWuoNE6VzWOre0kYKzhRCcQXMzYy28T/obxWbwndi8kF0Upn5bT45SLZbVaJDRjp3B/w1MwQ4/jDjuBMqPWMxZ8EtYPCz0D3cI+IVdYoMJWo92x+HNWnbFZw9q36V+XWycsKXa27xaLDgYQVhKPiK0oQNFpwIAq5EFW3ODuCpeoXb9AGtPdpieowtrX3gFb7VV3DBLxWYprOSA6JTpthalYf7bD+bt6rVsJPgcV8dMniwhH7PsCHGEBFlGzCHRsAQlE4MKtqU691LEubGLrbnvnyzZEuRhY0b0P+BSa44tbHwcfCx8Wjaq3Adbd08OScSB/Jqg9aDmfdd/bilujRvY26xfwrHl911fYoil4fJ07XUubJf2Oc1XUlg3BkzI8zUq0epjPKympN9hDyZHRkJVK6JJPXK72LQO5uuA/BCvx0eTSkXWs6DIxjCG8ZebL7Yp3urhMqqtkM+cObO669YeN9eLZU89SG92SyLDhTb8wDHeScuTGvVJHyqxFgNDfjGeOpCiswQiMhAoWOpMkTlGFGopqd6GHa8C/kIkwCFg5+K+ytliRuqQLuseKB8qDGbbnOCfsOnlmo4bXXnr+D49vsNPFM5v2XKS1sOjvxusNHuhenqv7f5ifWw9jfJ/cWEJXI9fI3dNGLUAwRq8D+ehaj2M5dkjls8kPRQhQIEZFrqbFSjMNY+OjW4ZGR15E4kWZ4VgIGkjUPi6Aij3qjvtRjkWRg8nvLCLv6Qrmyf2lw2QV9Jom9CEJ+/iB5ApQYumpDSSLHQk+obRX1v04KTAdGTJVE0O12bazP/0Ef4kbOPIopz88q+FDZNVLdu5mWprbJQcXv61mGjM/L3r3MjBxl2pZlHjWgDoOQho+/Fy6iRAd+zdnZDiqKRIJalqIXD/KCbQT9XCOpql8kD3h3o9lKP/XQRdgilMt0dCY5g38Z3bmSLvWOzbikHz9BY0R+to9MN14+tqYzTOjSo4WwfeJ9OQZyBtz2Szjd8fQAn+qnj4AV5PSuFZb4uqz6kXsj1MEUgWiJUrWK4QSh81nKwfVRehlI5eiS5T5vTCX6xvNimJMi73gXJZl2dT2Agvp3EnYU+JnPi17VJ35gOn9WBmB7DRtb97E1k/5QYOD649Q6H7YvdYwCdkbsmbI90bh8jcT2Ek2kDYf/tN5E/q02F64QVaKpDGrC8VORIocANuUZ8IKqJVFEheRpAaR7bMaiVyEkshye9I/xpjBBWSYI5axgxD7PBmNjJhQaF2qUTQx+V4WASm0ulCskFCzHq4C8JfUtubfZvfN9veYsDG/DF4QnGF5HO/TwH9flydjm7Hl8cbUpChydHx8DyNTxsKRsNysTw9/2z00sKbhjUWPan5GFo7WvtaGpz39QR9wN1wN94kXOZcHjyRn8vH8TKPmPWMCWNnjcblcLjcNx0KTQPMC5plZ+Xs9Pr633atZWB2GHQIf+2p6ndfe37qIZzyX1ngde+R3mB/Mnvzz9vV8vimNKp74nnf935hZIYGRZBWEeYzwhxmF5gUFxaBBSbDmmv9YeU9Z76Qp1z4XJ16oI4DEnPnePB3uEBzAtoyD4uUDSTVRANRVFiCT347WADITRQoR0oy0TQiIrGLgoNDElVIQcLRtdv8U5bw3Y9NDpCt9cUICKv05jiUGCf9mG5okVmKIKpeQYFm2BD9spO3czGb1wtLMy4G68zvCdONqnv/ZlXDpGGxrYOlh6enranPydLF6e39OnS7lLViu+23cFBn6WTkbuRhZAIMHJWJm2FH20Qyu58RYGnjYAApUcXftcds4mbqiQYEnvaVg0zPwD2EEqxJb7jlK3h7MQneLXXIHe4mN9vVc8TuWefjAYy/bmfa1P2b8LeyASJ7olphKOofil3n2qXDRORE4P5f5v6/NzD2/iCwzgd7t4SDY4rDwMCzVZTB8O4WI1mI/XbggBZ3Id0dico0wuwl1BKB1JA6JSpQ8Ecqf78pQk6OcAmxaLQwMqBjDEclTIlHIWgGHCQQScGbbf5oKBkJa8AqZQnthsJ2EjgF7M3sFIBMPaLKHtnjBkCowwl8KOpYLqkoFSkJWI0noq4F9YkYxMhXd/6YEYD3BUWwhtYVaX3vbLFlQJpcum9+WxeaEjZlR4AVexgWcsjXoIYzE2+EXhumuSkRnLVBIJ+rUQPLjNkrGTYZo2eBj9LOdnPlvmqQcnPTAXLwHnyW3tOjVYJomN7qrLS1cpvuYmbQDYoH8Jt9raWLXdMclGIUbihk7GBoHJMuVzsgbZKiQMkZM/nTxbRe3La3XpmQoXA4p5EOppuzsH4JTXKVLsaQSOewOpooUIE2Heejt+KrbkqFnLnnvLYRS+slq0eKQkQvCZQFTbmSCEQZjQjJLlyYaduVBaaimyLcYIFETdEY7+DtB976g/EFexoXtHuTlP+5faQOByJyqHye8Gnuq2/V7PI5EAFdFqvbY380EGPUc4+c/uf94Vxx2bDKOgaXtXUSuUw+t8fx8pxRwTdPE0P7nMbNXZSVQD4si5h64oNOt8v7ax12vzAokH9EbigpHz6/dnfqqfkLWzsMBa++x53uY/zXTay0/sEmdgF7DWNd4+6y2soGQ9WmLMUMPPYygrOw1SHYrUUdunwmYNlwyWutUvYAI5QoiYBEg87yw6ynQ5KMxcmCkVHo0mP5UbpD4SOh7gehZr5g1HEBDBHOqDHhRMqbcq7KoRf4ZQWGaSrFOtJxSSIW3N4DGypYT68xZbb1sktMIJhwHxHwxo7ADoAOtohuE/yVOPks6yOEJw5vTO2b4rj/L5pjqfY70h7gVjsLG1efZ8a2PclHlPvC5ONOOkac0TVxpzi6WrqaWvnLvLaHoQN5HlXfjklObRgId0L9YAD/F8aTo84FGn2P11Vht4vRPNMtUoYConyokfWjcQyVoe5s3C5f9YpHg8kLL+5LIL450MkDoadlAOpsEzCUhFoAeQVGyDvdjA4+w0XYqvEtWROoKxGo0GqLmQ/o0Ib62b5ItAApRZ20r5vpTeDxhMsOpE+Db3h8QBAEwJsEAbL4DAlwgu6XbXU1NdVUdt0lXVXdpe2GzgpX58KFeGkpFEkHDqIwlM4s68aw+ejj28kCCsXQoqXLjJyiOcdmFPHkrYKuIebmmx+BzEq6qWtNlb0DYgRIER6nne4bQKDAOpDX0BNUyHOcmSAku6DRYSH4BAF211MUHsA6DlErrEn2i0zExeY4yUXwXrqo0BKorh2PVEh/ON0kAQCQyCR/5VQZHObKisRyq0gCS0xMaE+Eg/hvoWYpz1We/TgBel9sUkW0Nhd6LMAb2oILvN5SzSMC9JKoDKIq+YpYlIMVUhgWuTSYMdiwgQh7puwxE6cjFavK7aUN1k32eXZWLt4ODN1IMM46oeZWVXf0e6h5CjzpxUqXcoUkZGXoh6h5wYXzcONbqCm+8Tmxfd7u4cIXyQP4G98X1/QYBCUWQT7MMJUx+Bwjcb5sOfJ0cIAzIFQo+9/ZL4Uys2lJUuA+GRslEM3TKH+SEF5W+Gecx2ZaES13+BA0WmptJCzATJ0pGylJdSnkHOKhf4Db1u3yAcZ/fwfBvPVTNwUr/1ZUFJXm0AAuRmG4f99qndrm6ZWq+/4oC8q087+W83h/3bDnrNLjBvMm33wTnhXtjRArAMIV9qpW90bt/uOtLqTVqTbnOfOSg8/D7+yrklVPflVzdnV2UOYqn9M8s4beFLUOvK5K++fzbMWGFyccRGnOuQmrRvQD6CuA0EcDf4H8aSHAKSAqQDpg4l015w2Zqa6mGZcA6XRketvh8p3G7w+ssOezs7qoPBb6c9TkV8Yud1mu3kX+HUzAixXsLA2ev2m5oKC5cOKICKpeWhZSsIwLWMSVyMSil2RMrUfIWzNKvGCNBifxnMyQWtmCHMllB6JHK1xwrn1u+B18QHEPAiZc2KD+KA/9Hz5QABUJRb9SOG8YC2LpRKRn+rN1a6vgQVnaYgGl4GIl1O8LLgmihIgcfbSe/G6oods1SSnqLCXKXe/1HPyCPAEe5yKH0JiT2QU8uxvMs5pn1VFxMvFSsWOxY3FXdDmaS9psvV9d3cFCJCQhMBNNgalGzaHrQlsFuRHnQ4uXj5cyP94/5wNY2X6OAe/F7XoXuNi4J5RUhgn+68DRt2LeR0rUxvrqZi/j95XnnGVzRzN4habTRTfDH/nk2ayOKHyAZFGwB+ym/nAlNzHP5ND7ebDwBgUbsENe4avYVp4JpjuqRDbSHYZIumDvtVCFNQiY3N+SCfjLn8ihR83vZLt3kXkJcUSIZqRFs4sglDybGSjzNbS16acPYm5UgHJzNhUiIJZk95F6tSXBhu1xp+t0g/0Wugv77SKFYZ52k7v2I4k+6yiYIShCVAP5Zd+IX2xYwHQOUI3Hko80noDdwXrCN+I3RttnCIYFGhwtDJ0cnc/771Fpn2lfK3+IzfB4H0g8zicXzLZdjt+Y+Vk/5i+rftdN9dg9f/0mPP/tymUwvkuTi5mHq4+/g8Hf62ZwM1eG53V+dpLrcf0Gru9+O6yu53l09NLzvP0S3eu3WdI+5AR0WrXRiuexf0cuir7t4dR8VpHhZDbDvHZ0tiEUJNP5wXQBoQEi/GFTHu8ln5doqnan4ChJ95DYKf9BvYl42dDmFUk4i5UZK1qmV0Ipnmf3TvJtDQOFBtYMLYhfT1MNqkUQ9Lk4djWkArPExqJJGDi0EB1PorqUg3Ocl1esF4NNuk1Q+8SbNMpIc79RagnlTgy9M2tMqglxGB2rQ9eKUArvx5JAjlOMhxhuKkkqeZhITti9bIHw+tsWgCTVClQ1/wEoL9XDvrYytAiO3Dfs/Yv/dF2DAAS/d3QeVI7ZxLqqCT4rrI5jZvyEJFlaeSXbnAV30IRzRY1GTUuLp4cySO0D8lYWlFUwOfvOM8ouOuG+vGr9ToJo3vgFHQwqKaRiwNSgatcllyKSDGhMoH1WC4M6Gr3UtNRs2YzN9JlN3k4JLQl0JHGG9enpGR4OBjCtf7eJ4Y/Nam1NbR5X+2i2726f5ykezlbegT/DqnzvD2T6Mjypx53EkAo0B0BTEDm8Zog/vPacYUwHvdlhKMkma0Jh7nmMBZLIbwNsW73D+bvY6fUu20xfbgn+K+Zn7IRWvwBgYKqWZBVVKXzGWsWTrnKrG7gpU45EvMFFVDTjTpET1Ph05QwIcjIuidAmAPXIuTjwcunCR3jIqoL1HH5Rv6iekECKP5YUSIFANQX6wAoHm0hRyuzJJrIEN7FWT+L5WlhpMk5zSEQJfERqOfW3tOEQB8OF23enKk7Mfa6Nq2xCH4f3OfiFvWI7wlanwWUb26fgvedIiQlYsz6h8Mp2meYM1SLJviYCmtjFV+UQ/Uj2GLe5Al9oMUO/oAeyVHlnaGUg3EPGs+AkmoxcWARxIxy+97/7UthwXtovfPFjC+xi2DTSrag1J0WrceGipz26OQzXO2rW1fogkfVQSdvkA4yRI3DQGhWx88zTaKdmIniG3PzRC6noHTt9FUFcyLJhXJsh27pt1Jsngwn+hJ6VZRfSp0wKnUkH7R/b6wxRRoQVjiQYLiMWtacWuIqiDssMEGmE5u1zJiwUtiNDzSC34a2vIN98st7m/kC42CbJis8AFn5Dm2oDtdASiKewjNnLjN6syim3xF+5ypm8NJrlOE3XjNryP4u8j7FcjLklJM1LLpi9Gfa01dk3ujuKZS21NButQ/rI89fkLdRl++1+xlSx1/G9PSrL8/88QsuH9TOb1N0H0AVcBlqG6bqDfwOSgJa0NHf6vM2nXMBvua84zUyIR+76hOVOI2LwTFZTuaCspS2JrNdlfdRIPPvcxg4Yx7qKfJ8Uu7LB5Y6TJIWm4GAAtB6bq8GOYAKVrkf0Ydc24MyRZrDlqki/IJYklWrPPg8jZ6I4DNCK6KhvuKvyJ2nJwDcr4eDmlTXcBUF56x8tkp+dTcCLfhoylJxp6ToAkBAiWnRwonzMcw1b4CPSJK6wUu/DY3LFZUmBPDaJKjMacQVLdBy8D0OqO08lQ8eRUwSSYeKGOI6ehGEtkMOwPsHP8gPoRZ4KPjJQ9L4UwnvoLAbiR2SH55qvU1kz4s6tz62rXtLBoYZFsUfBo9vxf/85qON9yi3joRsPeWOAUzZRPKVxTeXW5u6s4l3K6F/rPzqXerJ+1XntvxUOgodX2l6AQ8H6vKKM1pbf9H1KWQm/aI7OyYfu0dfSAUP1uzoP2vXKSFH+M1I4JNYW3YgTW3NtGYA/F71o0uyGstVpREqB6wtk381P5k9R0YGHtrg9BwzxFclY/NF5lRkcJ+3ZsCoSnDA0IkvhAiZhSylsIuUo8hSQ/fsQpG2xgI7OzCIfpl6JEqORT7p7s7ri27pxaugp9UDjigOMHP40jBfQby1Y5oXVynAIXpUFl3HYOJIDKA50nSp+IKdjGdTQVwIy3jz913R4gNnX4hwgFu3fj6KmfxCZSwsRtK94SoPdLqQmNI3VxG3/EON3tJhIQkx8iTSQCGDouySnGiDGsokzLO9EIWENMXBxQpRQuU9r48bW3AIjIxdnB7OL9/n4abNi1IgACicg+SlKduScgQyW8oiD0Uqbkk9+pVMJO5v3UWuLaauZB7Q7vX+DhUYLP0AkSKOvt/X+6nPs4UBAqbeBjw0wCRROH0zujT7pCzkA7Ev7pc+V+ehuLeeTj1eR4Fl9kpT46oFsn7RJHiIEYoEkHcq9RjVH6FmozDkPK/1e8JFW6NLxaiU/mqEkPsIBlbiBaiJIVflG7C5ySTQIionHW0bTZVKAtu5SMzhTLYULqmQUCRafKGIx23mBustc/WYjzPhjl5KyQJNC2tRZZg+RFGWufIB2eL6dhM30CkwfgLhqNmAlIW15EItZUTnsE/NVb2jLbGOZPAIIwHGhlnT1kPttY0thjRX2XzGyaZ0sW+U8TaM2SrGlsqetgWACUSHFsqFr+y9F2jaXjSgu4KfAu5kIsjrbKbUpIXo3wGe67DfomWrOgBJWMKK2zZtp8C46hwV8Y2xkFp5KxANhWoeAm3t+7pqcBJMigaNkh8ufhfoV1tXV2Qis+IY69G1U7w0PCiPBt84IK8yMCcU6JOKpo3JifuupVX166HbSHS6cCXFtpQv/MC7sqUjyhOQK0xemYf9ZSYkuMUS5ej9+PxkBJwMrPS49obvRXfO6DQjDa3vrG4TnaXl53f4dcgJF39Sz+q60dySUXhFurl4dNV3EnXvj3ePn+MvRxNElkSqC2gv+krfJzefm7CTP61t3GD3qRq43u5SKKCucHPDH88InH5BetwvGXlzHHpjg4H4eCgKSbbOaHSwdHKW4TX8mtu2kdn9Fds1sz9+eiYEn0D+fe/XyJTyew3+qyMg2yqoc/P2zFgclf9U8lISiGhA/nNuC6N1bO1S1BEAdpt7ZvuBUcvVFAs+J8Uf21jQwtQUxB1icLIIAZePsQ7VoAgMvVL5ztx0jAgZODO0AbA85tsIwEWE4WUQldsKfqK8Ud7H5BCXS0uD8mUShKL2S0tGpUwePDqrNorAWtP+Cyir0+IEdAC/gql7r5DQTe7kZAlIZoXhC3Kgh/YBk0EDkI0/l4If0VhITwwpjWBFLdRaOC7L8hSIq2LUVh0p8osGxMZvqJIesrFuHMs452lXGRcZt0mXS7TKX2+F6v136pBav13XTRPdCgVAnnNOBHFVSnClCCkjl53Lk8vgyQplcXpfL960NnucmUA3kEBsPq93+ex9YvdYQnSGuNPvCg1vbLS76KhKP2WAGxE1kDt5h2KsqSSQW4t0nbqWTZJ2oBn8pQnjTSA4AfH8KxE9uoBET1X4k1dbud5hBDaOd7yuDuC7cxdTU1C59zrGptOLA3Zikb3AOu4W9Qc48csJpKqFEqohtqNWeJ0nJ6Tpx9VkXuG2VLU5qpqYsus1vKbB+cl0WTW6fNvJhTxdRXeD3QljAnbR8tC/cd7r7oiMf5wVUYciRHHcOvAjy3xXW3e2tHgzcySWnzyNEKJjcbTjFomTXqJgKeM2WPvl+CJ31uun6ILaELEjQ7r8GiViKhBRQigvZiR7U6nw86iIySHrLCg+1fASX6rBElmGniDZz8RAt7ugHfmvC4Nk8tWKJ3gmmpOWbIkBW0ctWKWWjXb+crke16JMIpMEaKnY2gaEZ4MJUMu25wcu2XuUuN2/1YSpO3fLMKtJAqbzMa3yTP9qUQ4ouRqgp1LGvSBknZtRqudk0tKgYOdEyo9GPgHeGdqR2pHaWczH1UWRrm1MFJrhbZhDrQoznWqCwrTrdmf9q/2CYr1/j68EZJxwZq5xBIrIUK8/ZViAh2XfXSMK1ploXgtcglx2MeIA2VEPyWE9kOA1ACpfbd3kfYWqpDv0cBol7CCmnPJejqRXycTqWQE8vywCbadJnAK5sYoAD9zwLKHPZFcbJsbjruse4u3zwY9L7HTtdGHUK+BgBHLOAk1h4dedNlDdtdq+7wBu01L/d39M/xaxtFnvi9nAyrcPjdDYJbAYEc6QYLFIsQYEUS6I0pkKpKqeq3LzobknUjKAZXS3eQmetz+F29JkiTU6Xl0+xAxk44iLUYN7VWWV2cHk83XBwWL8DngcADfYZNgAd0N7SUevOFeZuw/NCp68g5QVS/HIFm+V3zZHUYJ3svsIwTMmGcCTtiPVgYBGEPI6gr/SHwqhW1rLO/oipbUDcQx76hPmyK16qH7BumIBFGT0mlDpzcR99BnsZTzjg4dadEW/fgYJoLFOfqGMN5AbpalcipbiflY6UN1OfZVcQLo6CaYGWNpQCfMNPjfmzwzUiYMSRlBGpjEPWi8vZNEuIts+NbBZGyx9iR1h9rjoM6il3O/csJyPnLSck5ygnJad57GkMmZvcjWeauZ3xNyN3M0MzRyuTm+PZItIRD1k+0BXQZc0VHj9hh7MvtGvoJz2KhXWY+fVCw5WvXa09wlWM5CWhc1tMj0eImkzFXRd0mWCC5y+53+Wv8q40aIuhb4SY4KjK8Z0w5RHUctCIKgGDQr3w0hblKXYPtILaszaRlL5lakRt2U31uF1i+PLpaRlzdVvW/UpOGscAssHQgMwg1qMRSrgIBL4MlZkpnEiIwxiIy6iCy6Q8odpUXHsHPMedLjXMu16i+yCDcxC9ZhsGz73VOcYSPPIJq2z+WQZA62rGXZK9DyencO8uxsLdl5buhnNZPKjUU6jnEXc9ET1ruSG5R7kpeMv6v7OkaUu2S3pK1sbax4bfUjxu+7QrRLgEA9YB5O1tmRLGi3/D+Am5yEdfgfsVdNbrw+FCmK7iJ3Oa/mrtXK5nWgq7JLb0HI8sJ99eduJbU4cYB+o35CAOzyJYXiRI1eqlgSzr+K0IZxXSgsRq1mUhzSrmReIQMOq5iEVQ6oeClyUlmRbSNtPXSIKOYxANoiLY3Esw3l5eotFPalozfMv+xqq7UOrCaErJ9g0zVJ9OVIFyJW1Yv/ED2Hzp5T+jGr5xcYrWsUf4qPBj/yP0Y/gz+NX6jimUplJtAN7JEeXUBtt60HPwNUoeJ4+rr6OnxcfWy/wze/90hP3QerwGY2D/y9zYPdltb+U0mHE3eJNBA0nD2Kq9Zn4b8NPR0FvJJrnrq4foN21OFJoTjPY1lx6NihfW6MW2wF74ayBAbRjcRvLtNa5PPYr6Ze1J+X0tBuDafCQKPVUqjUM2ymOnyGt1yTImIwtppbEwwqG3CPRQg8xydG0lCdwROEjQQkx/TF6StwK7bCy2BqCeQZ98Odlyw2EdLBQxtPs+ehYqDARoARxqCERhYadv7qMD2pFfaKl/YZLqBpJEdbk39MQwqW7W6bMTx/KecooDqyCJJkJUJdEwCRv8IoRaA0FQ8LrkoSHjOfevMLdvBMtRP+OHZSCqAtfbPQyRb4/jfpqUqSZwyfYIbAhQpgDrfEoFCBRFZkvQiGOjSQRA4D4ROeozBa5suUQVvGxjtMljb+meKWt2SubHu2yArmHIjkDoe/+xeh9D3xWWMsFHQTdWjI7F048VSNFaorUZ3D4cpU3wurRoaPR32AuPMfB47i4RXXsjd3f3gt7enxaiUBtSBnEIeiyN+WJFvUeDRELKdVMCSdkVOqomZRiwZMz2XOmSTKUKyQ6txuUSyq7iM8c+FE6hxkZ95Jh8EPeCzTfpR+TwD1eWIeuWILmiiUnb/uo6SUqKFN912XxNhvk6BukxAiaapTLTpWwthEghkzYj92IuLV1tHf1Nbt9Mh1OaIXd1M3aRXoACcuCFhw9rDjAiVxeTq8UxXq7CWtQXbt+YSonYvvGE1M5W2S1eBux9TGuvkxVh8H00dyMjjt+mlJbQMVdq+FlF9oFVFgQiS/EZ6G9I+lQfn1yISh0PA8UGsZ46mvENxtJIK3hFxz+LkOQU4LU6pR8r37gnYBYkbrPDZdKZZMiXpzaKeOzwCbHpVFI1LldsbYbKReEL8JA7a2ulSH9jOmiy1W0g6ilvtDxJfDG9k+8nsCMYZI6cY8wmfy/iH1h4islthf5YyCcANva5OrB6vzqeLllTFztudB/YBUGp4FkEFtzRuqleyoErWcYk+ybkt+MvoA3ypEVvDeipgf71Q25nmpNu+EeZEvaSb5eR23B92fsxY/RZEUqXZX7/mDCEr06c0mSSar44/MibDFhmWIfkmQpiycALcJkPnGaMHtfxFPOluNZmw6tQa/fNdKTgCdkG67gVlfFc3eeeLiOAiAukzabx9cvlsNA2fBezKfQ9nXTp2Zh0LeVSLnLR0pYiG4J80EMCjEu4sphLacsAdV8lahSJ4EWK1kQBF+C3sd/0aF+rwp65iOoN1PzgMbMPHiGentiK7glBZ+eMo2jCgTuqZVufdOTC2E5xAUdK8YVASOiSeuv7Byq/TglJpDZSXIBjuEcvSIMh5OvFvM2UCqvmPSZSi3MI+lDZQjU7j1gaJZqysnG1LtoiBiDYHnCV9HeiPiGfZv6qxPUn423AjhChinhRHyjbLKMzEMZzLrod2n3BtKW6i7WDr6mBqYmDi6mNqZWpl6nb8RBMVCtJo0/LDtxaRqz16MDd8IFV1kXWxsHoiJuafPX8mjaAo5etq6+Hhah9AIA/49tX+9Tcq2V9ABEoP8MDRJpVtkKdqpV/YEx+4qbYPvoNP7uswBIXCV6vJ4YzcVq5JCz/MkkhZLYrYlR6ONWMkw50sPnb70ZUx4bd9dilIaZu40Xp23DkhDRvIj6/b4ZPOWbomVfIUeSYUQPVFFKaytsvIDrhrlJ9Yh2lEweGL8wMMi5zYUCSO3Nl5fY3d6uLRFLkjWJnmAr/On4BvzhfWChZeKORCXPoHJGTAH2eUL5jl3vcBdaJu2V3bH978viW89Pbvj99Q6eHfZN9Idjwut2+T8sxG+r47eNcb6woRNlDmI2UraHr7VArqOdwMTJxcvLLpZa/C45mx8+Xz58bkkblrnJ2On0/Rq7E6fg8GaUyIOzhIR4K+vfuGiLA63gfb6e0g2OdAIoF1q1trXNWeT2uLz0Gst3c+vBZKs9hdwGIFDkAYivVv5SiCw/hcMD8dK3j4z96uhZ666xUeg81ud06gyBAd9BqgpHIkMCH4cJSeiRIrLQUCyUjE1jGxw5POk7HuBecde3KLmTIdctqMJwc182l/XjlVWUC6d6VogTGndRXZZ4mKmVEyyFkstR7WJII3jIIAJdWoFEX55vHnvMIH+32rWUbWMfUslg5wP2lxZxpt7an63VA4e7VT9n7fVzsnjkrHcHsfgEPJLnseCgiuIzFA5nORnMxkhObDuM1UJ3vZhHEQ23ghwcXAezHC2494d0KlwO2vAjnjUR1yo9UhIOcg3vPVQRpVWqWWXDxtArH3NW38onPHRuMUaUP6YfDnRuaHdKQ20lOGWV3SNRKshwfPH4TTeqhaBEFFAIu0lf8Woo+Ar43tJyGfzkHj7nj92cmISg86fJitZnAawyzmbswxM5OwJKNQ2Manrw9/UOxhGxT8oxUo0xnDzQNSpSSLSHYfa/BkEV6iFWvzR8IzlIM5Y/+RNx6DWcvY4qTgd1BGHf3faNfTzq3yxFwgEZ4gX5Ubn0Kkj2VJMl2pp0KRB1M8zwKq7AMOqb4CeS6cBCH2aMvAQxQRdcfqILijrQChCTO8qvRm7x5EmKmqltWUc5aK+QBqCfwHiI/uAw3mdsv8hvri24xnynTZMs3TpA0qUCFYiHZpnDrPHfa0szOTP/E/kLiwvFCqyqsNtREq8CZc0vrRuNKp2bga3L5pAbUqr1HqewU66VjdkuXNxA6AwqSh5mXu5Wlt61exKaFn5zWHdku7huhwj1vu3F4qzVu01wCgWugiPOjSjd0M3VsWsKY54pZyzboC8j21jrhVtIKjeqFpHk/fM4WBeq2Fje3OlU2AzmUf3V7OkIjhbh2OiLVqH+4otHI29q9i07K58mFE1qUW6ZGk+4C4b5DjVCSA0WmDyl/lL0m34EyFiFsk9sPPvt7pcC22QMxVEQOJjKWgqpJupQI9s1F263vNJjaB/gwZeZe+Ki9as2lWIkfcdG7iAV4mnb2CX7ahrcRVIFPfvCTjLqIXRN/vO2BeDkMSRFGtnDiFFCeu5V0I0D6keRibPtw8Xj+8f7xSLY0R7c4ikuCuxv8fFXDpoutmakbaHI/xqlvig6n0z16xButEIfH9WzfJIAtTaBq8Ck2NjqH1+n6sx3aPr1xj+vqIIE41jgIdKa3T+b6anOrNY1noBu45obUeQndeIU1d0A3IR+LE1qI+NBt/6pxM1nm0TgkdXBaD8SoYghLFiYhKiSjxZXouNo0stpQY+/lxJLTh/s8lEhdlBxLCtlfgu+4jUuiW2PxB8c1LZbtY+TJ30BDuBidZ1vOoXSlF9EGznGVDg2j2jVKKfmkaNscFpIC+PPow78K6j6o8cJwux6Ytj9VQbqNdBnJTvJonjPDRS6o9iC0KMGcJ0NCSMZ7ig6Uo28AWBTRsin0GVT7wOMXH3nQBmmEupA8cv8duCq4HxRe3hoANMyC13erDkkppqKZSjyTpjLiN3B6SVLyGGVbGqznVeuu5xK3X+A32Bec/TutczdjTrOssSDHsGJlOt1x5BtR57Yr9XnUtb4dV9ZYi8nGb94xS0cCLgzcXOwM7VztDG5Xm5P1DCuzujk9k86CrGxoLqrDUMJ8AGT/PXgbwL5YQVBwzWafr9W7nK0FL7P8WGwExZdpwJcN8OGP7W/ekhL7VcO2sg8CXN8ZXbOusdV00sjaJty0eoLMNzefw4F9otU6MUZDo5BaYTrdTo+lRAFvUNLe45XOswKDcPmeFJgOJhRjWUaixPRF4EZ5Smy+6/hs1g8X1ZAHIxJBol8ey9kys6RiaWEFNFFKJMBCGYSRJZRKga00opDmCfUER9wmik2Ujsi3S3EArX7ICh9cB0bO06+Cxw1YiSCSyYli4xTSzEm/k0YvOp+Un7rf2xdO5PWr9Sv5FXq1ehk9nO7nxkbJ8Ov4Vf06vnV4pbrXQ9xj5e8sfMvd2tyeE9rF1Y7VT9xO5CdveB3fE6S707zsYnl4HD9GjNjx8D0MD8+wZzYhgsyI/e8BrhaUmf0hVmr5wi0SQMSm0h+3GD1P523XPywmEUtoaLOWgEJ+rI1sHRezxLmQkglwEhxhZaeeH63y48ler6muBLhvP0uME9lSLV6D1hqMoVbrDGmxnbXDV/fZ65reUIURdLVTm8jOh++CxbsMH2Xt6AnV3a2fnx+NYahZOTAkjfakuLZSA0blEdng8yN+Jy2rRsDRgcaORiTJsWY0iJBj2+VA/8GAvoW0IgQ9bfcRaBF+1BU5Cikn3XCMDkbR1U4DJoERZMeHSlCgAIReNAWUBVJ/Y32UNSbClhJdmhDHpF5VkF0aYIP7he71WsBRKfyk0If/uJBJFIC0ArNNu8WcCc1q/bthwvap6W7Xwt07RG+zzGVK7ny99ZPYONQRGE4yX/4H0Afal1fCD7tblJoP/hREfyrgkMf/tXrlqjyMz2IMndZFkh1/YICVh69yVX/Pzg1C6+dMm3f/NWmIBSGrey53xa7RNo3d67eiSLxoxjS/VEKLhFfwlmrySBFKPPCeAEn8gIXObpQ3ZqvRODcw7RRpbAsZoGIipNToUFA492knQ6CLPpyUhtXFWpVH1fbJoWgPbB8vQeSM4sqN85yLSSraRpWYvn5MdFXOEQa567NgJjUUNtV8SRTajqauV0EVNCHkmds39uaKmwDnW3wQUf75hTm6T//FYUKgyiyUZ0GJAlVTFGqDVjnqsRe6Z5ppqpmraezMq31EovzSrRPcCRZiUdLFvnEEm41iOvSFAfEl/IYBO1ZkaeGZeUXZ5gLqVeyyPS69uHrhKLobepCAKqnssnvN4whK8m3G95qv1kBWn1R+fmYUrU3NVb5bnM0NgiUnw8bhEIoxHc6DBs0hcc62cVW8lFw9NlOF2ISj210O5JoE73OX/MlRftxFTo85KTqwJxVFC8in92KjWJwyctoXDRQ67IQ+BA0dHzFc5aavSe5czXvwyuq515ysJlr5sqMiDfzEWXuLreUXG1ZzHRAms/PVguWGuiOmotSd93hV70qK6DI3P2A/FB6kgM0H8W1MaCBFWKR/FipL9MgcS6a4OpYWW050iWG7s7JfQe+i/rXdTd2j24nXfbUfByMfIyszLzN6VhwjbZZsTMko1JJhM6f+dGuLihbXeuiG2Kai20COq9mmR5orkmzfiDXZCSvyGUl4i8azVcdoYiPxS/mYQpHyrqzX9fmE0i9gH+2r0BP1ha54lyCm5W3cVhj2lUjRqXcQ5pUZ7DftSwMN+AbgzpRIRRaqjhGn1VlUiIRkKgdE2U/66pWVQiuifFE+DFiwIgD+zFreP6HG2B1ifIlG8IdTnD8o//xjeJuBcy5+Yb6QxbR4//TZ93r7+uf1nSOLaXVNgY6FgYWDhZuFXcQKwrycnYuQoBOaF3T5pup5kUN9ygI3RY4BrgvYBIA1CNI99bemFuJzFo2KCide1eM6/QsshzrVdhqySqf8O6swh9itIfZIZbElzoxT3kishVUg6MD775Whd4PNmAsFFigvr/ppBQD3/Dyx8zTTOOChG/PCbpoKqv5ILLBayorQcchC2t2hjKKGVtjhvTZyeAqheih5hEFn9PqbPAFsinL/9dl8M8ElRpyFO+4WZXseaCU123ca/Un0F5OnbLmTSLBfOCdixA1fFsu+9JQufZA7kuESzXBE2NEtdMhyriKNjs+X61ibmxjdNd2oZNUxNks7we2TZsKVSHdRm8rFQsu752anIeqntNWn624oPUTxhH12B9PwsztAvmWzAJl2KiX5SItBYrPoj+Da8yUsg3bqcyoxy9GlzoRbNk8aX+v+YtxpgBTy/mJdWTOsAT8fnh+gbCKGHflszitXIKTLPSURjX7Sk2tuOyeZ8+QINhl56eklUnEzUm2SGSSvrPKc2PaTGw2l701qLrTDjjaBkhFN/Tm22qEBPkUGPP0gv2u/1Dk08j+QdLs8JcyG/YDv+EPk3N1swksxxkOcGnR43PqOkrInOsXfvKUbky/DXcUubOsmnBtM3jnQZR3yS4BcEWAULW5uTUe2jQEjVwxm3vM7vnsb9Sr704NLTd6EW8xPXSR5JqgtS9L7DZvfFlPa25HJ+5CEF8/KMB10dYs/rJyHDP6k8sdb3UHOSSJ/kpB9lpK6kAvQqfrXjkjA0SAVNPS1UV00FH8CqhOmZjCKgBJptT+I/8KvdLNeDOTKf4cNqmGbg+u4ppxLTgK7T3ArXVFDU0dnX2lBa0XPQKIFhZYjPB7ZaspyeAgpFarYVLy+rHR7eoZ9iYmWi6m1rbGxmcHJKnAaQ1mkBYiKeZLtB2UFhdxbszO3xxjHHI5f//Yfd3iRFLiSkMIB0eAlacB6+mmfegGEdOoai5hDm563HrYD8/wjkIvlOImBUZ7L6N2rXhDolGSy4ol9cdKwvd2WYqChw9ABXbYYjA9tsDIi65EC0TCE+Q3WfFZZW5OAPTQrulw10ahWu9It/Zs1n02jGG2xWcOK+tQf5Nd9nqAusyKQiQLyuWD3Kc5vV8FDhjKElFW1vkhxpASStP3GBJ1gJgQu9CrXRS7rkd/2iSS04YvJqcuOWnrUKl6VzY7dk+9eCCWNxf7OUaIHCFXxdSBUa4poAKZdnQqKyke7mr0X9fFO3zKs77BVYtH6jNW2hv68eGc3da2Yy0Bev5lm6IV42V2ueD4Pebr0FEhAH5w6yBIU3XmsL9YtUvCwFlhDFi1hlE12dX/8fbH3a8PfFbYGF+uxFA8shWxsLKwM0ivFDOc0CNWiI5yxoKobdCxt7Kog6EJUU91iAnQYneU796+LqSXCiK3QtAo2+GhYJdPzwDSIVwthw6XTCGZoMrVz5E9DUUmEkoyoUy3/aIf+eRtgOuNc13IPlhF0hZ3N3n97uVif2POncKGXKMSIUb5NQOh5GD0NO3VLAFQtAltKc0zTbNo9UuVKkGQxgV7rEfEzJGBMx5COJu+Cky9l39DGP8XHwMHFwoWMCyP3/s0X2dejwgS7q03DAk1HInvw3Qkvnh5S2KTvcEPmg4cX8gfQx6HjjOM3VDbIdtBvffhbQ75KicJqjIPUxap3Ff5gW2jonw0xiqCQhOClTNaGlLPB/dmrjdYZy1QuUxABMVBSSTWVt4vsUi2oGWgHrFuzLszhqXpi1+jK3gQ1Y0LDCO4GjAixj6I5tl5S1AoyNoA8PxiH+JB1LdAPmsIDWJ+90JzwpAsa51T/mjnbY3ub4mNNCgyXwvZlb6uGinUWBezqKxpcfUNWKCIQErALvecXWAAzU9aXempBUpr65FzDL/sW7WSdsMYmr4gNPuQCA2cGA2hJvEl3/O+SAiGZs8D8SibEYOP84frIVflo972j7W29wXMDyv1i2Kh4dE/CrgGUaBbAMLSvFuuQdEufqTkSyeD0fY7XOBPeDLwPVd0PWsl5UluGrLtWRPUVV+NMIX/i8zIMVovQXWwYS0sIw9+tsWOCcweYJx9Ou9RT5igunhnDlF2BqIWHKWTDEzRc+PUieRLM0lMmD9lWWGgxFYjX25Gqdk3AN5k7HaKp3nq3qhpe8XCetLW1zSlSLcfMFmQuTdRKo3uLNCPUvTioEQe//dfCV0AlJVOBUhc8HAfYJTz9a5pnnSvBOZD0+Kz7Zd69O1JQOKmRGnwar9Z98X9MNJH4Kjw+ZYw0hNplmSmCWRa6iywJ8KLFDxo4ugWnnsGz87Ehxc9WU1zvsTXmrkRFeN1EENCxGBSrvbTe+LVVjiwj6fbDaYwE0ciKeYlqx1JOUH7APcNnkV2TBeJ+50vnhMAWkF8bCpKKIKEKHi5JPKlIRNsiD0OZuc9zVVB6u1NEpSzSdLpi7/+Qn7LHQ6vvBHp2bzMjkgiisvRn2d5GAoRTUWcWYLcgMmDUDRHtmduhM+S62FzTJuINU1zHscMDv9pRunU5nx2iV3hN12lk4jgLEaE32gbKHQsDZdiiNGcNXajGTQjxTUcNO3JZ/FmjiGJETOD2A/O+38hPK1sDMUzTe1MnzSAvmaOQuogsaAtQyOfm3WaeY+7kaG3D0oA+3W4iGxk+RDUhbULS02RbkfHkRyQ4zqwMistXi4mJnaGZQuJq2ksfItWL4nRzC1U6uuiG3L6YOe8+8j+uFxe0gN4T44436dkS5x6s7nMyeadCzovwAYKjqByCjsNvKSXMRN99239Vquk7WB7Lr7XaqPbhKbZaZWPcWufEHg+S8SG/z7+cVBidc7yDDb+WN6cffF+krga7VwD+gWpb+YHCAbA+bVjAWOxVatDBscK1y6GR88jRZo5FbuOZ42JMyZlGqn1ctjcpHjDV7isCuBETHwFBh0CLp+wwacKROPqKAXYlVtHGYSWm+O0J26QZ2NmJOYv9aMH3ZWGJLQMTo6HhSErTjSCNWGCTmGEr4D0eb4J3nSHRs/rQscT+0A+pCqUcdbneKCbQHbC5z4EI7spdGJhcnKcCOEImKhjPlB/ez6cx31qMhqVOZu67blYJQJ0OgHa+l4Y1Q35/5k12YwKCfmCUjPmf7/MEQXyAVTkYQOW1dTgj4FihwF0SFOyBrjz8mOBQnX+6gnDT4RjiLge1m8WuXuIOjdurKl9B5umA+5HEwUALwZtVdtytqAW8MgzfrLegPskZgYeEmIANlUK9WNrt0Tlk86HUlEWGuUboDcdYGNFhzwvFnLdUgDeRKhKxBDypRe8qTbYVbCJeUzrO0lSXWp+iw/NCAquoEyvJfaDo3bt78Bk2rcSiFqXsyot5LIl6d9G/Qnce2T94daW4HVWyQh/rc0+y3FPt/PEjq5noAOtqkYGsg6nsZ+Mefh3YWnnYu5cr4depUAGLYNDldkC88MsDHjk6TPchW9Sd2LIkLZXAhGmrd2sXuTcmo6QMnGN6pnV3HFuwTF4fdPr7Rek1B96PaHfFwd8K5m4FTWR0VWSFnv3+ch2QW/f4PVaMyk8EhYGBc1OIlo/vyZPqn0XBgtpAPg43NsNPPXQq6zOPGLNPgkbW6JUWixvkdVb24pgIeTWRoCprc9ZZYpXm6WTYHpcsib4pw9ydwaRrSan3cNx4OB0HgOwHf22EV5O/ccqr13pUc1Fml33Mm1FxTwCOksJ2ge6V5rnCtsz+zCZnx/M0uTCjkJHhc9p/wW7HM2kLLgRzbf0fL6icDUwQFxfOr1gzSF8MmrnW6UxUr+o1d7ZU6RehwZUv9n2VUza3gELZ9dacojQh3qisKLZVz9fYGQrb/Qz797tk3nA3jWJ+FVi6OEcC2ZsInhKkWkcklo8jjaQC/KBqZk9nkCkXqCEIH5kxb0UfO42nxocfdtbby10sf8lX2WSRhMNGCxsSeEpgZUMgjvvqPVpdP1YfBhlGIzeSQIk1HIfbkjMGFVKc/1IfKPuiQkFKAEeaTojpQoQ/z06vpAh++A1nP3mTBJkQpKmbDRcWU6BG9EGi5wyS3eX7h71UCU5+uwRSRAoJkwODfAhFAXLXCPb2jH5uB7BMXYG7vEXwl0ZS3xn6HNW6aNpskd4OB3c2Nh0Mehj4MfhJ2LvYx8g72UfpsdnJyaWo15hes0/bo1idFhisrNl4tTKerLhTgHc+PQMGBhQM+Mijg49U3vLJo4cPZT1OPtZ6iW7Ydqxnjbq9T+rORQFz002POODmhkn59Yy2REqIEDBWVROj5rH5C4acNc9Z8V48LY7zAwHF9ohJpNUer7QX+9OvdfkV16TaH0r9Co5SDPhXmXp3kdRHd2kQPNo7d0pAeE0ynmfo1y4qSTiU0cKrco7LH85YWC3P04H3weIs5yEYwBPtpVaagN9Bod/mbm4vwryPgh3aQZnHGkTqafXl4iI4zeWh8TefiO83/kGaKmLMCszTBeCK7YrsTcFqN2dXBS4HNSCSSLmJ5ArDzZY5boIKDjGW7Xl4LK9xxgpFOmq8g3O5Q74h+bON8p5RSFXsmjPmLIo8mg67qbOCO3UfrMjhvZXTc+eYUJK/kgDATOtqy0PdSSWsx2a3LkAwguIZHAPLm5s0KnubA0nx2IWNkV+BdWNXV6XKFxL/SKLR4wFHErYDfbvH0TgYRKGtHulBp0cQRKUnXT527KDcPnBsQZGziePdT2CsnqHqdhJZDM3QU0DxE5jn00lIoDOczRsXSCqzCUNFbBCdcDDBrQEdrPlBcHx1lkdVrIEZCaa0GHs1Vs3nXEouJ31J1kVJGEu6Gqvb3tQ6vzyqfpwnbEMMW0lpak/Y5ODqBkKTUmDYE0RbwKzAQ8kVEbbAqxUAt26yatmyuJkP1YpCi5xG1VRbkZSvM3GKGnyAqqKqVcTAOxhvcPTCxoEvIOY6q0pSFEsBpgwk2oQvmrbCIeZbCKyMLJydsVTJ93D7AXL+0M6WycLMOPV7x++1Y8YHOerZJnJ3cFnE/GixJR2YF5FOAMx3gkdWisKr3lgooHSFqgOr9UKTVMmimR4SBOgmnChFRQesY4inXMQZCbqJIrE5zXRLN/cOALcCQKh4C+QmZs96H1Es8ciDrC0TsjXhKMoOvf5fjXl1WNtd0jZetGhxl+ISCG7F3bXFJTgEQqDBS3EvlEJxa5FStNDg2kKxYi1Q3N3d86XPs/Lsu3t9u/kj+Z2ZOXPPzEmuezKnCbdlu+rt932MBa0DbgKREEW51SMu+/Fr9Zv8uqr0+oyx/NpD1QfNwXk04lzii+8X62lm7+RX3k8GEx+lLK91BzRDy7yTtdJMLS4vsTsNfuXbGivjN+o/xZcrLYGEI/yxNLRkFl/DbE83hx6+ejzh7VqoIR2qsWL6JexhlZKKFXgCO+/kqME6LlLnNShmWl4Za8fvHiv2hYqKadUJq0QY/ZOSDK3Cm/Fp9SaWIPyDRdJLVpmEYetiS9z+yqYdwqn5wE/cc0oW7bWfmz5jWnkHHqzOl+0JzYjsTcBWzCcqXlI6yq9jb5ynDrbNYbtetBcd+zMwKF0oKDqHa8V6tzSS/hROkEkyuzWPSD4R765V3XB2mbgP5maDhF7aSJClky3gV5LwUB4J8/IR6+kWEF3zBNhqfs5c37SDR0TzOnd7ysqTrqKCN09fpjiSWy0eo32Xhr0VNoku9PhVqSnflnT4VC1NdeSFxEdQB8lXWKBE8jf21zquhRkmrInO3xiq6Rfxm156FDi2JJ7Q4HXYFn0mIuqSV4zGw2HitQ9fO3tzFreTPpFBWHszK/t6YH3a+425sJEGQU+kLZ5GnEYdheIGjFO358Qbj+K7VUvgVuzm5/rPF1CTB9cPlqZq9uj6CS3UHQ5wHESGxDanN6i11m5+GjoyrClEPCdaQ1+8uNywST/2vGBJSZIPj87t2F2raRuZNClP8DArXsNI0dSo3tetEkUfrQ8vk8ARvVlorEsdGNdmc9cTLeE834l0zTXAJOk0fZXv79BR1pLyUYteKxU6zY+5PMSKiYjVTVT4aBBUHS0nhNkB7r1Vmp2Tx3qx4jt27yMHYNUz8die7sYUehfdYkt0/IEH8kEnpfU+rsMf1h7h9q3UC9hby+HEjIfZrd0gPK2sMj/qb2gTxN4PbSqS1ptOi6FpoorGaC3mw0bM+zMUyJN/xne59yMOsZI84E4LAzKOERLaYGkq92qy6//IDctJlRNTloi84muFi2a+OjSdL2kIlhV3qQshdLisPbcxtRLXqEgF0CnhfEiH7rn8WvOyEirroPiFakFerRrQRr24u1CwIMeljkpTVgSqi8h1gwLd0dhPCQnxqzwq3fdzJIMSf6qffSl7XVKZ7b9IZrpK03oXxzJw93KNs65t/v5NhVFnxGTE1df3X0HU/QTdui5d0+7CKswEMpMKTJ8HjZLQ9lBPSpvLegZ/NgaQZc2IctkJPVcRZBE56yY/qXjITAZsrzcnN3hSa4QZ3lpKYkBaw8kdHu0nj0EMa9cJVoo6UWzv15B6wKUFnFi8Y9RZfejqpA+/c6/TBCuukxl8sVEIG3n0zVB6YMWNrRuvAUag4WjRnmSa9vGKVW0W48XLPN06YjVj/IgNjKvJU2/P9eJSB5gM+xgDcV2cp/1FpvuUuWTfERrOOO5ColHGRnQBZworcZLQPVMTOiALk162vwVKrgW4XUIJcdPrgchr97/ZT9wv2F/yGDbI78MwqMagbubrh3jFyju/cmIOetA5GHC8Sy+A3cqimTQF/KJ99qwk3kBkJAgB3vZInMC6+LZU2z6GilXnzGiyHIv9KtGiW5toiY0BBbci2RYvexHdt7CeMutWghwbm4V6sovzKwWJeDMz9uM0n8U1Fgt7vF2gTrekIpleV75uKK2lG27cmAq0+hOWm/avIExtfzTKNI5nO02fSdItUVKZMpl3YgtdWPnVcyiECZyiOAZq5Xc+Ir5fjCIwfYzlHm4ru1qvrGySTfklgBQEl5Ut+od6I3ujRCNFo+BRSYR5njpNAfvOk/ZClbk5RzkxOfU5Q20VbXtndjvsN9pnOZayn7QdzZ+JkaGSDPtbzd/WJ58+KLBa2u8eJcTfCfJ/lwUzNesUZaHND8GublO1CnXKTV9zw4+7Kg2WYYt2Lt1nzhAx9rPNPQAqtQY9Namx38EiU0hGvLKpKc4AZBuGJnyrZLzGb59RYRi+6O5etk0hUt2s5f32OJnsfZDmZM8TiQeNMos8Q1KBhOxlmXx9tWLqji7h5ItKFq+PFZPJDNDhHBn6HzgzdLRYX0cPZf2QDHk4dSKtW5bBMhHM8Mk3YDCa5pd+pSHHI427s9BrqHMx0OoZx2jZvr9zeZ2FhLHEU1kjWQNZs+dlZzMrfYqCk6ngbadtN+op2llahkzKTKpMumdT5rPmC/NTMmlzffseedPzA7lDTeZbFS/4N4ss+rA7fv5YPT0ei130D7pQD+id2mzYJPj4kJlhd//hE5kOYwgNCE7/YQGutZJc3JN8JyM6927T5vppaWcoLhNqlOEjUsA7pbgkksBKdvr1R2xZWsTedrZoT0rDmIf9k9+mOKQ2bWZp2fk32ZsOsXUYw4LnVsXx5T5+G7/Vf2siJKcxfsu9GLYugPmItiC/yz97pSPG9tRCfjKFtXh7GqeRMzlOUZU5OVbxbfAT7BNZOt+4gJKKznY5amnPi5XvefNXVS+U2wlnsJdpHmw5t4dsXLQO5SCw8hZuotDM8hwdMZgGPArE/PEyNoUOp9FVxp7sOeqREVUSbn2LOPje/YkwsVeP5EN9wvQIJRcT+nc1FIqJxTjoZS7GscI5+YuCmEPtiFasKsrvBov8BT2jjXSpz9HPw7flp7gP0081cYJlMUu5uiVxEssP6aiz1Rbf4h5oiX0itHTmxH95edgdQHovgj/p0u0nciMzGGwQ2f71cNi2XS3v9O1DxObc2AHz7vXm84ZDONVUuRPJ99TFbJRsraT+3UR737tTGrfY+0M4yd5UJ/cdG8NtzmgDRQcvDI5QDZOBPQIe5HlKUaw1NYD2SfhPym8pIjS6smx1bxkfLg+/Fmh8cp9j+NoyLWAVzC36BvGR/IeO69O9pvOgVoUQTUTB0cHQRYbsZ5mDnaPWTcJrWde48ws0Wfzg0ac+fhcHCrIPQyQgTNSJMqQ7SUFSbTSIBZKQrFsYV+71+1OWrQOQTHaQTuWrm7Bbj/uzx1bjjniE5PdtGcCQFlDNDz3/+tOktbkJ/R2ruqCaPfa94TpEw3FnP6FkJfTWd+NN5df9yn3ZLb/m69Fpzz3joKbJyfS9m+D2KkQW+gLt7cSISpQrS2vR8WZJz3Tv2dFCToNMo9gVu0G7mLTsnZWDDOAmVNxrP+ik/soM7w6PwbKltq75NOY9mP95Rf6b4UrtyuBg3ubz9euwnZAaL4eV3izZ5kezTfVnMzOicMTR1IOku7Pv34+u5hb3n2tr5l7e9k28RlyULczMSM8FX984ygSfy7NUtkfLRNaFcagQpQOnZHrO8cBFo/V0pneukmDv55b+dK2yPZaNFwxJrYmWEm2HIlEivpYblhsynrdDLoRc7b9+4mi8p0ubEOThHaomy7TuA9mooZMGCBGrrIHlf7DrBnKJ+jgcZxHxOqe67J5wRNUmBBEzt5fV8BeQ/5idghcYG3rsSupi1ouez5Xi+YicC38rpP8c4u2DGezjTJx2JW7qUGyTkf0C5EaWtsRkinVts1Uxjrej0Fo6f5kiB3xxTXNDDIyPpL7xUp0Y7QnG7QosrMnDRBWem+LP9wNOTvEXsdVNTVUVGNUtW0zVlx+Wm/B1Q47QeDa+d0H8CdNes1uLt6EPnJPz0OycdomMYj0DB/YB6hI+U99YlPJJJtxxjgyzU98IbQKnXXeHi7w33exCcCwUKahvHjw5sPDYZVCcHDE66LIMxgk+m+PvOr5ttvY7pzLN9SdJ62UIW0ueqZYKJE3bIRzFaw6tLIqitoLgScd7iJwnFaqM7PXc45yK+X+sCaGWRpL6bp7CcKEj9Q0FypOFn1MIMn9R/5qaEMzWeMtjvl2hvEirux/Dncd9Oh3HR0mdx0IMEWvdDC/XSmRRBm7m8QZcq8bwAgj9CVqnL1Muii4KLkTOGRRlE2RGpkIwgiiDSmsQFJuOIyo0NwjMINqgjzWIp6dqpzE99xujJSPDwud5mIGIuuc27ccDh+WIdXfTtntyHqsg0rTJdrSB9HaMAYp2lIH2aymevBtMfxsESdBDZPOtEUx8x3161XNvpSARXFCDYDsFnb7vuSc4lbhWt0MInxqdOtghCE59To3tEFqn4JGZhLt2pfaXwRl7CIZf9BACXJCHvTcUArJx//0EtnXBBQAZBRh/P0hJ4fIb+NhC/TxB/IbINwHcPz74lcEeUFx+JQ87sL2zhyO/mj3IA+oM9eNVxeWXt/EG/VbzG6saK5macmsZ8KqAoU7Odrj8iiBvOySCjQf0t4G3GUAYCaNvgSsj8w9g4f8ArKCm+Nv+N7Dgv+AjFYZgFTVFLRtPRoDIb1+4/CZmADNhAQELi/9vJL/Fv6OBOHtCwRBGgOifm5EODfy8oSB3NQ8HsJQUvw7EHgRBJsihbuNp4wHg5NcHOTojS+XHIYcMF8SJDNHT0w3kjsyeEYjMgl/RhBEgICDw14xE/pKRsrMbFAThV3azgYIUQcjigXD5NUEejlAnRqD4701/OwZTlb1+ODGKAD4Go/i+bK3K5TOZ0rIPeigoKB1WDrh11fooTg4lKAuSnChAbwZ4Owr5fzhC0b/g/s4LBGUEiP2ZpgEyQ1VG5Fkq2HiqgpwdnaCMYsLif1YFGSJIkBEg/qflP4r9z2L9/RihjLwAINIHMhlHb0ZhXH7Tv7kS+NORto076D9UXu7Pvf/Ak5cHw8x4AYIApDshUUZxcZHfOuTpqUFt3Jzt5Dwc3UC/Xf6O2ZjxXyor9r9VVgjwL5WV7BAolEOnF38oBXkXhiWPO/IChQnzHYoyCm8k6vR/qKP4/4YCEBMF/H0BYBQUFRD7F9QcY7N4MxWq+43LWfD5UeOUY5Bk2xd2V4aqTzv1rd/3HXJaYaLwVtantdxMPqLOfKwJ0epkaGtM/MkwTrJRdiJ51aBS3QhtZqNnRvLLoR+wH3n5oRY8iSNifBaaj2ZJJIiADcd+SDLNBLch8jKEFgYRw/GhKC/wkxix5nver/84V9kxOm0JBR1Mh93Q39LPozNyTVfNNTw/2R8Xkp1TksSw3p8NXMIT3UccTcJRp3jSouCVB7KIpdXXvChHRruy3nh0q/BDkemDQotGn4t7hWMJmBOCwH0nYthyxvG6JgRVlWc6pvmG8KCGYJ3dycwp4MKyJfigl1875MU58HtjFDVDsskLdOIzmS76vMRtx/zOQlXKiHSMSFKq8yDrSPjC1XB7DW8MJl/u0+kXMh0aqFI0MjQJpadUl+cB7Yr34pf0OQSU+QFHiFvNfH/eamI6VaZixoS3KOijlM66eiwvHnopopq8iOsKku1KCrIRow0y6CQmRohFEpG1vhmZaV6K8PQroeSzl69tDwhqJE5ZRHn75tgaXEEs+M2OWyhBIFIxPpsHEiMhzmq+upp88oOTUY+5JNr8vTaOGhek/9v4jzLGGuaS2NlibYI+09UfyY6lQomKSdk4q17bwFeUyUIxUmo5DkQkvU6i8tyMMQxAeUmUZ+KoR/G16bSpD2YkWzW94MTFaJfvuOlg6E1sBfCkBShhRVbUhOlixJb/5hIt1TuPO+tLmWO3RbmkU2obPg6RrsDDcHuTtDwB8XBT+lBeRk96NCtFInVsWyq5D4zfeolSuV5uszj1Ep96hcMImPRUBNDC7dE7s59UZ2Kf42A4kjAJR7zyYGoYx7ZzD9d0xCwyfcJpwQWKVN/S42QvS33KBUpUzyjR19bjxDNUz1MX13rPo8+pYdgv+KZW/j1+aaoRFyhBXVzhffZ7/e96nBtlqXiG/RJvauXeu+lzmnFgHrZwdhMuslwSO3iTc40QnviMTQqtuYmbfE+P8+hba6Q+pYtMqJHirv68qurBadaf9KjHXn9nB4NS7xXPuLa4s4jRjm/Tmu8A34l8HMXl49eQ0iiKad9yd/iAiHu24Jf7PEubX8NxTZv2qnLrlEt+xg3evdf+gIPMYq6hDEFSb1vFJdza6yFbL+NXIpNbS9Gh0reSt4/mMSlcPNGMy+ZF44L7HBumSY0+tlOJkj5mybdvNOQ0+fCovatQ8+lP4blRAwma8jPS2I/+Ecwr1jnajZofjHfqislV1RcH2Nq3i3p8B4jdzCPDZMyxtqAzRaBfOZgv2z4gEgdJemzsjlrck9PbNr+NWXc8vs2g7/byuL4Uln2T96P+XfYITEGbZuX+g1DnoZHjK40PtawN+DNCQ9rxiMT8HhAOWMr90vES7xYfdyQc0/SlcIN0rJL+Dzbp8o3T8e1CiRETHy8ywvHPuys/j1x03Q1LPlS4lExXjMHiAUem5vr2SqTQzoSkrxRv2EBGpt3OLkHsedxED1jSgIMxyt7FM2aWZkueV7zxyYvPb43r+tM6JmN0LsKV4ykEIjnZtas52S4ptRAh8Z+xOWmjicHp43v6cTWKkKXl5+nPI0zHQDyh1XHGjd6/yHkH884iU1I05Sxy+L9t6vnM/dQ0Fnu+/EUiY69MKXTIISWGs9w5q2sKUvKhdT/NL82puK/Zq8L5WbZr2ZGhknXfT3vGcck3nc1GUYRHSnFLrVnvmiNHe43QojjjUA+WqfVNg4+mL0LOIlcCf3lVl0T7IQgvxbMjjabCHkB/vHZvm08XnRCZ9J3wnTStnNARbDRNHMYRFy9ZXYeciI/mZ9QHrRmY5DbXPo9wMJbpqclmjEkpLHtmPOCca5jKNQuonMna2mrY4uPKkBZ/7hJs43qyvKYxkz3u/Lym2HlSerC8SP+s+a15RVHr56TY14XNuyddHGdurmRZfl14aQt0CUeENE6lt6OoUv0L5b1jJydyAgbrbASfmIvs8OusP/8yNycjUxIR05tIjd8Xj6UyeMoy8KyFfPKLj0IvT30qTKp8VdqAzHxSVcyyS3MKR80QU4vLBoW2bhAjyYLgDcuHD48JSoCkOtVKLHwQLSMj+9bynbTHc41ZWtRvcD6pNXi9zrW7fug9aFKS1gY4Nw/cz8unlRkEh+wJESqfwS97uxcIQtAV8sGNcTVSt6MeRRc5KUsM1Xev+f3dwpOUpckC3YUHHwJcZkIZUspXNQZnnVJRbmD7iW3qCAaUOISf8u0s6inclyihIgddMJC2ayBDT8tyfij8EHYxixqqIcmE02fim/e5pOAe6kJSIB5K9IO4J4nFMIkpVQPbEpUpPeLa7FUUrb1JP3fAAFiO2JFXsQUNxKE0G8VFGwcj6FmCfaEheiK9zH5Y/DYahldsLbhM59R9Gi07N9vxlD9bRSwAy8bnRXVLuGdTkqcLvc05a5dmOu5OJz60KGmwkyc7/hIt++VVNP9y6JZKIGaaDeeyKywei1j2geOS5pfJJbTspEtyt66eaASFufm1wb+ztKDAX1jaSEFfENmkONj4uEH/1sIowaAqBlAkayPXf1XKq/xz8c/OAtmM/E+cLygAAP4Ly399OlA5K4I/N2zS0DzInGg5gY7NJ5CrElo5vY5mAbQAqoLJlV5K4Z5ecMcW8gTY7yQ+fpIcUaWQ9H2JSSn2vJxhoXq/Gz532RDgs0R3QJ/nm30W5jDmO4jQEPXdzNiL92wlnVvppcNbr2LwbW93oHCm5wkY2t26tL71MRSZZUiya8jEmxfqYcDquYfd9hURRPc0pbeIanLOSOdaA2Cb70nuvQCx1dk+1YNxcKuQuW6uZ8su6SyWCcuE1LprbLOSxd0+qfgHKi25D50oisxrxWX3O/we3ptOeM85uwYUSbL5gCU9mqtC9nJ133+b2Vn0AchhXpupzXiPOpdYx0SoLr+Yj78mqexn4rU5pL9L+9SOhTCBrTMyiGmYt+9i8fkXS6VsVmyTffmC2rvQpNNsVRlIJSYGgKXlXKgogQUKn51UkxCxy7bvtlx0inSMk9OrDtywuV+AN2zML0f7t7OXmr6uiRs4zZrnhb1OQwHe5qB7fvrcZD0+No8YG+vS7sdmWLka03cYg9mL8uq4Htpgj0SevZwd5nBCRRQkbCeYim2OEpQwZDJi3OmW/iqEfHbhvQlP+nz+cQglXemcbtnypZbdcnHoIDV+b4AX7uSK3+EkBThvfvdTuAYOGy/Ynj0HI0hjV2p6Q/pngjN3dMMZgUcQKVzGT85sgawln6Sg8dvFUF29dMgWqWFs4vvSgAU0BWBYgMSnxzgch0+nrXqDRlp11xqiFt50J2rMF5ePUOO+odcMMUovW83+xVZ6iYO3aWglMH2FoHxPTz6cbQhz0Atb5xztMgegZq0g7LSTf1RG7TFwbZMdUt+ZygT1tXOd+X5J8eAtLgdOMeg4SvOvmFtTpWPp86XW8FgUb++dQIUtRls0J/kN5xt36pueNa1n412VYyps5PfSJGAyX2PITG+uDJZE72yRe7bvLvc70ecfzj+JEyJlPcpQaNGcvb6GdpR3Al9hDTNTeGn6LnPe7nuHvST9vnLzyqPITxe/itnSUVutqI+boRTUXjFqbBypnTFayawfxc+SMhhm5aew7uSR6lfNdRx0dJ7HII/qSwtPXYH1CM6y/tQqvo5hqG6NX+GRaKi6gzBcOPmaSNaJiy26BXg+dswLpQz79PLty5VhRrNOOW9Xz8A5nQAhZZvovRE6JbekBaaN0HW6WgdgeTSrKxWg78Ng8UcnjzdGv75M/hJ6fALjSSVfSL2ffe1n+VN413uRaRHjg0cB089HCR/cyDgw3Ah+8EaTlQra4qZynOeScQDhWOrarX0SMVcM5Vr0yectF6f7r4SKTJRYxQei1bTbfukXNRpp59YbBmFf3e1vvFqg2DkUaC09Wok2crQ3dW9L2r7NfZgVoKfE+nMg+l0TJItOJJPGyMTDRUJ/B2qKX3t8cgdBa/UV9/Y3+sKxgWubMj4c4vnS7DXpUAUks9rjrgP3Yv2lI+FbqoPJX4TQPcGNuvLod97EAO0U3HnLTt38gPeVjpH2fMP4/TpV1/60ZX6kLGLh5xpR3jzfVIrhkVi2BPzkPyRcBauqI9V2M336eYBwhzToaxPobGE3P8yZwjIzIn0vY83v5qpSuB4yb6SqXiFoT/KsWqtgdJarbpF06SR5gQcqEtaFF8lb6GRJEgF/rfrerUqiKwExgHimnairle4RPfnRqD/X6zuNYPdJM4sQJNhItT9ekBWHzybyGYVUpgmmVc0kbexLDUn7l2DhcePOUKvmRaFgo28cl7j2JLM6JrYWB9YW6c1OlX4KLq6k7V6zDTplZ5FXQHDrkN7RuO0SjeoQYaz6vsqjlEL9yHh3TeoHYPvJaVPB9BlK/BcOLMVObeIugNX+HvjB4djdnQzhQzeq5inBK3Kus/31SiwP1Tnaur4Exyf6I/2vyIBDRxUI9ZFvLSTAt7MTUeFOHgSZDGxb0Aaf/Ov9qGecPAIeBPrKzbGqAC4W/fjUzRMiqo11udhzyiJ7bb3lj3cWDeFHmYUdy44lCXYVh2HxK8azlRKOz+PdxIe4mMsslVl/RnQR4nNLhg2u5TBlcwwFCIN1vZdWgZTS5TF1sXy04LyF399MvVNBZufvkVe3vm+2TzsEJ11T7QxvD99+Zy4hDbYLKjk3PIDLGOOwMC0ORCuvd2VWUPFlmNSCKKfZdVDtXDNHycdlxZxH+7reMb77JdGg7G13Ry7gR8If0OHh37RYf8/01SJINYPifOnc/mK/Ls/Ocd+QiXNm4JVayKV6Y4FsptkZhRuzFLXbq2e2lmKR1ww61zdbO1vzBWBtOK7adRrT67bDRh8FKyB8G88bQv1LRWTg4FPXBGxRkCxDJ+Rg6fjUPQTeH79QBNFuwlXjSmdSAz20Mps0SlxXftM4pP6ZelhuqGT4BjRmWyZio80uD+/4Sqgr1PBBBsD6YpI+ZYbRTtWY0UAVWlPw7lV+ozCrhKvYwErMJ1NTaIPO3NkuQ1ZUf2wwUYWmNQnaFuSx2ZhXHhG63f5VM+92qQiNPXChPxdq+FTll7+30MDet01yqX53H40HRbPGF8ChGUZO+MArzscCRpVRrKZmLMuO8FNj+xWOemnIvOW4+GDI0AHE4WP5K1YIlSC9YyMDp+j8Gqv3ldjAnbURLN3Amx3r1ckWWy9kn5/BMaYuPWTFQlkwXe0m1H3ljvQZzXh/Xx9LgLiBRYuoq1TJ+XM18RIu68EMwcUQnfdTHf9hNPCXLuGPLkPXxhHZHOjaQP6YB/05QZF3A4Hsf884fncowuLCjGJAQQukPcTZ/d+l+iBvsA/EDuQtJcWvCwHbGYCgZvy6isr8hiAY1OKPeQlSo4w0/+1cRub3yEkLZO9s8++uFJC2yDC8GQX/iOMvzc3/OM8QAQr8S2/TmqEBXhXB7z044QzUxFX8eYPKgxZvFVWYjoZ+OnKqX8epa02RpdQuyxWTylNSKz2q2RzgSet/zB7yji35xLc2VneGah/7AGjT4j0Hl9WWfW6lLZszr61Nyjf6Ibr+fX17dlueUW/TwE4fcUmZAN0ZYnw4nroL6ohBkD6wQZqwDg7JDb5SvNGTprmOcbFZ+al353bnQyl8GywlK6S+VZXOoG1Osp1ad9+dvtAd5QfOZYvg7nX1hzXB4BGjRG/YjH1TxO6Je98/Qv2yfCmcEuslv5a2arY8OEW/4eS+tkv3bb8/+JiSwdKyXWY+6XERfIRnTjJVE7iTElPsaxv12JTG2YWd4nmAWoFqCWrs+AfTjyvWy60CgpYEOYvzatVJQYNd4OMaLENJ5fjIzUBsJRTK+3N0yna9gCMVV9fb+a+07XsblOn1l7XPYE99WpKOIqx07mtCjH6RsgFvDVqa403WZEYBx5EQs6sQjgzYJJuQB+jcU8WV2wNE8TxiwtRY11I6yyMkoH4MvshzhwxMbCeFqqT6y+4hhje37lL0581qQBCGuC4KzbxG84+KDLqWtsAWdMeDzyND2RpwQjbSjSbWdNzaDhw4HWmm6i+9ZbvjpJbccNDShpuxIsVENqu2neA82xYHrSYT4Q0VhsHHiJjGoGFz4vW3awyO381LU4zXI9KjYnH8LABMFC93iVR2qC+TP7192I/TEknIHxKSyDrw9Rd5eY/Y1tjZKrWB4qH7QkqjJUE/6XjFz/yPrM44eixROeExG2SKnsG1G8LgHz8/FGel4QJF+R6pux4Hl+AFz+4tks2uDK09bXpeGr3WWPDWS/1THOlghdj7uS9bgdMKmY4eB9GTzQHo811zCl/D4ZVvj659nQn535odXVeyXkm6wuJYPawRBPMjt/UrvLPShpqwnViqqoOU88OXjY/4VzTOEqtTqNF7/SNge2I8pkGp02SGKqWn3aakcyPHwiPCzF9M/APqIYXmJtqp70mPaOvlqIYSUkGblWO5zXCK2TvYYzp2goaCtyYeDFzMG03MHr2x257f5qYTPzW20WksVF2O28748mjNAuFmiccCADWsqg4Uu6zq4ynbtYzhxxscMpPN/UsKz2hS4YVD6wlOQZJ6MSImrG/NuPUz7KiFwgIigLMob1xXqa7vcsl9QyaC/AI1gbbtgUlnYl+2kpwq2Mx7/Dgy1Bv4MkhXbpJav7xoFAZ08T6kiQVFJ2RT2owwH2Yz+cfg7Jz0wCQPRyzr0fnvZFM1O5DfkgZw//mLsMZHYo59S1Hpkxo8i/OJuiPXR4hyb4avBFPpHJWvNKeQdgFObb7VSDvJR3HdY52C0ytQ8yEBzzrytJngd8S3FKpJmZ4w7TO6hhsBj0XLSC+OjIZJNtLnNuUz5suJ69L78SRrrXWjK4FhqxEmavRRamDGp1mnXcHYeNpvT3sC2POEH3+Rl19W9hLxa7LZ8pf82EkqGACRlho0wW6XtmJ4/SXQXXU9cGsugXpo72rs8UZcMxPaQxOFyYuDqknWJyH2zzVxRuBu3xhea+KUaqxjXOb6BlTjTvSA1FXhsqVtZz8orbICci8VXGYeLJTDCNkM/LdTYLjkEsHln3xwv69fc5perjcICsviPjDg3xS09BXS7713Xa920hKiLY7n8n09MermCQ+ibTu+0BUcrdJ4fK2/m9D9yS+sDZw5syXUpij0rDQo7qDjG6Xbo4PmJdTE2hWpWSaa+TuaWr1r5A+2Vi9d84nfZcpnn8LBINnvR++aAARVfGwVlzCntaySB3FwEw7mVoKvhgOGVW2OAt8r4qj2TAd+Ba4KFD/Gx9avT1uYV5w6p3P7hDlzYBjvfec1pSyi1UPku3RbYPvSwkRxana6Faxd69fq6UmVpG7eDNw4Ao9IGAF5Lr6i3x9F2l+1BVNp5dgQjI49mQiO34J0N8xXDk+xSU75Xj2156sLsP1yrembDrhV25Y8YOe8NTh50ZfWYE01tbqHb6BfYChFMoBD+ID8vokuX3QS3cKPiTX+Jlxm5WCpMYZAPHp7Q09FNZqZ9utKV4xQqGG8WVSqIjoj7/nT/Hkx+5DCRLtSllqZS3dAImAnnV/BhSo8dKNBvPddS3DE/FCn/CN7YQvCdP6FrwbGGMtWTe30TPSRTd5LIZqCb/32NTuGyLAUrmSmFeSNgh/co87EnUv/O8sK/fUeA6mAgiEcIEWwnc8fty6azrYQG4gfoy8I4u0M9mAU5BPh/JsdcqmI5DUORQnk/3RRAYCgMEBIWBAozC0gzi4gwI400wLb/xcLJAnb+9iB/gsiI5KiGf/kUuQeQ2eoG4gD+SDnA3VCBsv5F/IF/qeWwRuXX8PZ3tvsj0soRsCfd2JIAvdBogn+ZTMMAnLARXI8rsA/XowiwsJCwowOjH/KgABxILJef2g8/i4TROb1f2VCYkKi/1cGRJr+UwaF2Di7gSB/XsQ5+4N+3/CoKZpJKcsrCSoqisqLiAqJiykoiokpyynIyyuKAJHYYkAxeZn/bmHxZ19hA4H+kRFAVAiXjU1JRxn3/wFQSwMEFAACAAgAMhH5WPhTXNoCcwAAKXsAABcAAABIMTlGMTAwMDEwMDAwNjQtMDAzLnBkZsX9c5RvT7IvipZtV62ybdu2bXuVbdv2Ktu2bdt2rbLe+u3ufXb37n7n7PfuvePOP2rMjMyM+AQyZ875rRFBIi8sSsNAywJFsn8wswDFgk+Pb2doCcXNDUUnbWFrYuBg4WFijM/wp4XPxMDCyAFFJ46vhc/GzIHPwM6ArwNFJ4fPBkUngs/IwcHACkUni88IRaf8ZygTAyMULy+Uia3xX+zw/2+5oNwcTEz/QGRgh6L/+8XwB/BfF74t/n/S2OgZ/oXGwUT/32kMDMzs/0JjZGX7FxozG+u/0P6NDAYOJo7/RmNkZuP47+MYWZjomf6FxszI/C80VqZ/pbGz0v8LjYPlX+SycTD+dz0Y2emZ/5XGwPhv7Mf8D/ycHAwsrE0c/iMelP6EAj4jExSdop2dE/4fo+ArQtFJ2Jra4TP97V7ewcTlb57643965j+dwlrcovQcooL0wszCjCLMHPRsDBzMbIIcHMIsooKsjOwC7My8/+cROn9FkqOTgYPTfwQAAxsTFAmJiJwoFOs/RKu8gZmJIz7z35Aou9ub0AkZOBlY25n9QxgyMv7DBFELaycTBzpRawMnE2ETIztjkz+A8Rn+wq2Ez0L/J+JNbM2czPE52P4m3sHEwAZKXcxIX18fqKAFhhoGhloC5gMGonemFwbFxFi/094RGDgwKE4CA/iGrxuWnBIjj/MD4wWTBCOlVtweKyxsjXXTeNb0UB9KX12huPe8txd7DkBxYLJXfg6yENP/hRrgbhNO+y+of5f1d9Bs/4BZ0cTRztnByMSRm/uPte2MlEyctOj+rGA6ZRM3Jx06UTtbpz89oiz47H/ZgU6UAZ/hPyzCy0sn4uYkpuT0R9c/A8SU6PEZ6f/W8Uc3OmUHCxtBOzetv0h/4gmfnZnxz8oW+sPNxNbJEZ+R4e/+NXD40/4nG/9ldSg6QWsTE+N/ZSBjYmxh8C/k/3IH+z9oJmjgaPIXfDpxdQURYWEqGSUaGQtbI3O7P5uL7R/nWNia0UkY/xFv4eROI/7HRc6GTn8B+AsF/d/B/DUfik7YxNHojwADW6e/2o5aHH/B/UexHP8YBH+G/DXBwcLeyc7hj/f/ppuw2p9b+j98hSSEldwdnUxs/orzP5aTczA2cfiDhVzSwN7AloHij0fMLP74y51c4A9vE4o/uOztrU1s/sNOf5n2P3H+YfSXrL9wMv4T3D8dynZiEsIyBvb4DH9fSGpaDFos9PQ6Ov87u/yXQv+B+j81+guxiRM+w999pvQHuzj+X5oY2IubWJiZO+Gzs3D8TfE/K8CEEZ+B8R/8+c/2+E9jOuHTMDD/4fFnrZg54rNA0an/nRX93xjJGtiY/BvHCfxt7v+SJ/hXLNCwM/7hxsSGz8HB+lfXHx0l/qxTCyMBWzNrk784/gVZ9c/NPyjI8H9Yt39fqgysrP+0VqtkO2CBGGC8wwNQ2pGRvOPIyQ2AU2sBWRJbOxMQ9ZFFB35eCm82cY89NeT64n2gotd5Ldf28h6NvLMGXltdgUsbjhPyG6s44KmgKDYmaGYFmmLCPYEJSPc2Jej+NMZaJDRI0MlCdFhEJ+1KKXepDCewsZmWIoNpasyTu5Pl8IS7MKq8u7T0FrcLkJyA1t1nm4jXz323vWqcmyvkgvcW7tUjUILX/9cFz8D4P9OWkZGNlek/Wwz4TH89Rf5J/aw21zSjNQ0yr+uukxxHR/nWcQ2S5MIEylJileml5ArOk6ziEs/iDrJYM2xTsA2MjdVVjIbLBOtJw94QzFv9lGAzdGSYVWqwJ4NcO76cIasA/+BY7Ki1qhueE0mVpasQPtWt9vZ2Z5KuE9ie52dPeCQEQSwPUAnyDkdr+8PVXC8CKDVe0JmJlRxfViof5Q8IwQDAmZbtzu/VxFxfrXtgiPAbAQjfEyO5zqNjus8RuVzBMFNEj43eqh9q1XqsJ3KEv6dlXj5WaVrxP+B/u7t9y7rpdT4eNtDtf9N843R+E3d+L5Bd63QwtuG+80F0QfsAf84lqul2xvLRtiB6PGvteT99LbBd+7qeX9ENvN+Iir+J1N6h7m3ERaHUPqO2Hng9P7rGh6OBaKCER4hoxN+mxrd6vj98v1/ctgBwz801DeEwh87aYn9eX9/cy6GcCP/27nne2f3A/G10uRIXlkb3ZYcLosDOORr8C2pbeFTwSUgtgHyxw9H1ubfk4+KLBxFl6z3JF4bI7qYGMulDjdf5Fh3+4xq450jv+YZ571EAmqXwxrvhW+vrMfAptLdg2/V89DQbj9vFd+LbB2bufBtS7iF/p37vGVFYSeTUmTlugrYnp8uL6Z2T04fz+c1633lvPP2H1ONKsH+u6L7D3uzR0tsFYZbUhNHjCgm7Qjs6Q1bFZQEMmcMzob9jP60i+1wHOio726oIqizhViRWltiaCI6s4FYkWFbomgiy7P5WJFoW2arID9nKaxHwaRuXuWDkFk8GgBNAFwb22/bdtqq3i3zAvteZx5UB4LAuN2DBZRpj4FCoUNksXLnD6UW9WJi8UDoR8PrQNCndGV3/m6jXG9yHnSHw+hoxqxqzPTYke6yKz9/XqXvcHHEiB/1un4+L/NVfHh67sARtnb9D0gICk0KAp3sFpvv9D3f5H+zloezlI+1n33bzUnf1k/b0nwb6ynv7qvv7yvr6cPyE8uBC9YHh8gXYg0J3d2EHCBiBQs2R4eoU2Ae17MUbUwkiMOmLBqQxjYqjmJRI0ygSJ5MoTMeZmUxC0hknpNONiieZlNDSKCInk0hMxxmZjhCYTILT68elNYyKK5mUWNMoMieTaEzHWZlMQtMd0tIdgtITQJViGJViGJRimJRk6ZVkGZVkGZRkmZSm6ZWmGZWmGZSmmZRo6ZVoGZVoGZRomZSq6ZWqGZWqGZSqmZRs6ZVsGZVwjYo3DYu5p6XbpqTbBqTdA9ITgJVyjIs3TYo3/3SZFXMPSbtnpN/DMB1pmI47TiadpFPQ0SvpGhd3BqffIzEdmZiOa6VT2BkVd2an38OZjlNNJqmlU9QwKHWHp9/Lmo53pFHcmBZ7MTGRwBd3hqbf00wmPTMqbY9Iu/MxHf2Ziadf7BWXfm8zmQTPoMQ7Kf3qYjoulkax0yf9Ss50xJVO8R2Sfq8zmeQ7If3qOpn0Fy94piPPdIqdEelXH9PxkTQKPLNilN6kvxgFpN8H/hk6I/1KYDpOlk7B94cfoul4LKMS75D0KzPT0Z/RfNPS7n+ggjEdkf1pjEm//lFNxnRc7o/0PyIsTMd99Ys//tD4GJV8UtLvHfWhGnlQ1j8pOaPu/VTvL9Iz/NaPFBci3fYQSIK92pSrQY2RYCvUE4wlVKnBF2rLkagRkwnywha3+AStSkFyZ3535z+vLZuXbGGHu1XNOZTFlRBjR7hNxU9nlGumlN//Ei+rVhqPze+qKM/Y6ZDE3Oy/4YZt9gHo+qj5nBa64fNjIMDwHbhLB76pwWU36yESMFsV1RNoeb2BefI5y98hgO96xvX4Tg7seSUC38lifzk+JIryfAlTj9re/DT6rXYqNSvh5ck5mZz0ua3HguVQ8hD81i+oY4vNucj/4QN9rcfnxuco0wb7E8KF0+HXHYlLxSTv4c533RafcE+sz4831Zv3T30RqKod1zILRde9FqI+wSZNCNEvvlY+yGc9bnvfwtnrWju65Ex09HY88d+8AM+xgmQfhG/ETkPXz2KciFj5JprXSWSpqRY332TwWQ3qxq7fYJ8MbypOMDqCsVdDBVv+H4WTwi9LDmUHc7bd814lZuAfyfcdH47sKbt2v3C+O6ce4rw5dzDPfNCp0at7d3Ydb1OnbbKYnSTqAik4cFGxqc2C6o3AOylJRLj01TXEZaEn1EmFkWTcgoQZbFsTTMrrCaGQ6rR1kECgjaSYkninWJgXZq0JLKWKqynvS3gKIAuolbIYWBSQ9wwgY3DgwLlhtVzwUZh3venNJ4SH1fsSysgDMCLFnJemwwLwqSKiYBkOy+XThbvKwIkIBORReTIYkrKs2mIGLkghqI9m/O4ySpcf8B/QamxeVogn9brFOnjNGz5i3C5rqvToFSlRiYXgpe5beh1ghX4lyBqzBdkESqq7Oh8NmLL+ovpJhx0HhoQI1GwRgeT6A1BF5sgkQ0a9PFyCO233qfL6i+JNYzSEl3m7wazH45lo9DZgKGIpyS7VF/QLLuX9LlJbDdhgojYhXABzhUdOrdFefN7ktofYwH0L4jSCBrL8RzPoGGRGRIgecYht8TvyT+SOOzeO8rk8Y6TwNDRUErH+eeoUZQHFJgQ0agVlRDP3u62a/BpB3Op85FOJ3ynehb9t1mt8Xk60unINqB/0nbknnpbHHBsHq+8fmz1vVnW6VhwgeRXOvcEPSdY6LlTsOyvFCpAAI0X8EYYckRFQxckLKEA1QrLmGJZrq0uxgoUZwtdLDGSQ6/KtIiKOGpBgIxKskORRoRdhh4kBEcDpt0jrkfMCzLH6oIxdbqpPwgmbNeurRvMEIX5ammik0DcRi4Nt1ZIjCo+6i6DiaBV6eFGRVygXQKGVUl+Y0mNlFMUQQCaQKolIQyzCFTFjRiHvEoQn4HNV/+IqaHVFn0kG0+/9DuQFrvSCD09XS0eHds/pszmONd3w3ZmCP66asw3p5DsvpWQPS3v0YMiTKiC3srXVBXqgFoIWCTcOLSiu0O+IV2JoFlFQ6DdFmCg+9qEqjsNIsC4lVJDG7Ngl6hGLuvliWlz0BeKOzDv7xK1Dz33yYZ4IOgIVyj3GnXd6xxd2oXPl9e5dGdc1DnPSQggAKbBIw4iUBgxR0mUODhYmTIhOW3+Hc6NuOtGLr17BWTEhmMMXUV6yXgRWZppMC2totjgzuK2qeyc7xcuHSwXU8fxMOqJ7Jp+5lE87Kc9dAn/bMI98aVp7cDBLMhLn2r8youjYxqLx0toiRSv0w6fMl6andTYek+cRAIQozDAsbURdoSem2i01KSJMRxiuBnMjU8uPIJGsO/8SBlPE1q6RFE4SoasENU28lY1E3T1IKaJY/YkKmgBB1Rylghk3H0HPHnw6tl8syALuJ+nM3bPiPqv0BeINR9mWquBZYWp1uTZDmaj3oCHf0q5Bd9c1G4n7EOhL9qy0AuykY+mahx9OYQg6Sy8Pt9GM+dNEJCVfFHaEuT9j7zSCOLteJYRvzkMyTpDgx1s4oH/gIyaiHBJsujz1SWaqsw4IFJirYFdcLQ5UZjt+WC/CLlRxO2b4agY1FOItBmlCYrkUkBHCrQ1pPtY7AmIfnt90K9+AA3vzu2vcQE9QhjmoztrMXpfumkg9sPowPVVP6sjVtkbJhtyH9F5Nb9wH9i7L6WM5KvezISU2mom4cu1Q0y8wBAlqSEIWYNreammKtFL1pHGP0eReLw0lwzoAfU3BlKS4AtD6XkFQldj1ZuCqRKjVsCHJWX4+/BrcAFGY2pJ0ISLqH8SjFBrzhWGQ4iT6gPOSkkbkEJTDxvao+FXEVli/5d0x7kfknZ8wFRhYxEh8qlFcv9Fad2uAr28cY7uozRBv9tpu6j67ly60Y3d/2HydVbDDjxZACEuZSfv1SPoOL28elhPTuDUXh04hMNsrLKIoqGKDxuHcY2bUwO6FVrpqF+jfgVtrBDtDxQG4Dfeym1jl+2UGNebl4DgBvJroY2O5Jc0aihiDGioaQlGIAK9o7gIBWUVd+eCc7zW8Q2zoGJRpgRPxNPcuK52q8OophVadpe5uOAsUM4W7kWf52akm3ME4hUrP0yuHp3aTc0naO/1emE1FYR2RHDw4k1fXP6TArkhinHUXDgAFpKIkoaywqbXyesabO9nbMV6hrbmYQ3p2GHsmGpnXTX1sLTrEB3Jm6ft5SiO7iJBPZLgSwB2XaHFqfPsOlj8OYETOwJPKCBAirq/+02nC36FpH/ba9bQwASu2AwMLEIX69ocISb1lZnNxMKDm7gwGNNJJhS80y6PjLKql+YX+SIR98OxDwU5D+6Pg02rUycb1s48LnpbFA0Bx/2fNBoJagMoQZHB98Ri+LguyKSJ0e+SRtXxxdbw0RhpGTThUMFBAAfw5YSPoj7cAAsHwsHZcYFt+0D7mQBDuBOWplmPiNf9rc/58fqL54brEn85SpKuXv6NLiyGpmEkUZ/fz4wgk3FdWjCWE/dA/ySnz9rxtJZ4dDvNof3mi9i/rbMfOcQHkGSmMElgjkaT8wJYICQhnHX4sNSIZAaouHBT6ueuU5pUrOJTMXWu1y6Jay5ciFTIfbq8ZjEoSeBeUmBw7DZQXtB/cSIsc8tOit7UnyG0y0MPNNrYpHnxx3bwt8nYzIyH2p0/0e9tSlau8O7jbGq7adXbDzWnV7IknOIpdxwOo1jzLCjBjcbCOEvWgsiEAyoVsKzyGPL9KaTkgDXIwcxIMtOZiYif9b6hTND4/EYrB+9k4kWi/YnkAaAKPWWzjU5w3VDJhEglnnNLssEv5coVSIsroovy3XV21mLJ2AHoqhBC7PE0/XCnCIE3sSsoICESyl47a0hgz7d2psVI/IkTgw+hiUalkTnUwFwMFX65DzlrIgvPJFsDdQb3Qr7qomDzo90+jnucbBqCakWAPH97SBc+2eSFxl29AUhXO3sJqS40FyKHsIEhdhfxsgR4IYXWjwKE9ZZhlNOiiBdlSYgE7hbBp9ipRi/n5sOIuJz8DSHCMZXisoviss9W6N32FkOpBzdAKsny2UYDsV4IClAKhujjkcRhYIGO/0wKovt55AGAUAgc/PxM4BPoeXqA4X99gH8CttRUY+Movfdwnj+CZMlFP99OKTVsV9705cJ5OPQOe6/qdYHX46y3wmx0nyGhrU+Y1kBWAHhUWUGzEwG2gJAkGGDkUbT/UCeVC4krARIhKmWGDAsD7gAtjIBBGGErIyMUCBxBhmvhCeAtpEH18Cmd1tF5QL3m5TGUG7hdP+v5aBQby3igb4HqhWmMGuNaKMX5ApNkMUE04fs3z3uUoY9Iyc9FZBn4E8d5toALDVWUGYILYdXweCLDcZYIbH/AXLXDGGrU5r2AeXqQnj8rA93QT+GdOt999rwgc6vlH6Pom+uSAilASeRsCYA2zkUiqGIdeFKCjNY9HZXsk+gYew4yBoihoFSE6wVAtxdYwODCr2UmGGNDhQFQYuKqwgOIRogWSYVhgVnachQiZmPxD4BwjaaE5d6Rvr6GIi2KpvhLoN67GpwhkBHC9v3rN8v1sTxclBiOUY8QOOEP41wUwgUALwd2eZvz7RBn3EdypAZ6XipEYYKnmXib94A7bbNJDsMSHJTnjPz6qAmy+UW8dbfSIfqvT1xzhfvOZU7gfUsfMKD9d0R1qaRvZ36ihekgm/FKIEBEJTGiSpkABmYznfy59A5nVoUOvzzrlV1SDbNKWSg5IseEos54G8QmaKYvAxbd0iUiYAACtFQVtxZ2VoGZEggClkWN6MhdBklVWUwHtFnauNQklSklkkqlMUR4KiLOvorv8gv/NsuvF6dQCZfnr+CI4g75ERHBOnkVHKpBRwFHTtzwBq6q5XL10mkOXHSlyWERd3tfRWDlKuaI3QEvnECqV0+c9z4CRhv5ZOMN+CG01Ho2Thj3k82G5op0wSARpMWlBYAtao9wKmF7h55k56a6H94BLXJwcTUc5R/80L5ps9CDgllL8bdkA/ud7AIjv6GwPx9m401k2VHJOs/+B9ww5v0dy9k/ZioDrd71TvNlUfW+DJCGl2R9yQq6dgdf5J6+SB8keTT5ee4P9R9BqtJtpPRy+F/3Z0HK6rZ59+lRyJ9BFXw6+Db6NvuX0K3w7vkdPSxstOW4f4R1m19l1Qedmrmgx1Dg6CZfn2jt1v0bodDq9Ptdhxy6oUkRDMqvmng4HF39/TD4tT+9lE926BnNUsEUBlSudZ4t9EBtAbsckaU0pts1a4t6qzPiTrF+iEOZLGBirmoupcyooIt8vAGVN1gM/ePjjMN7OU7NpBdcEUM9riybBCTkg4CSKQOnIADGSFK2YUDVcUQ6TP9ivQYJyXh7yrJe6jw897AqL07vN4gDbcspSF6S3SL8f0zzJKyN48PuxjAQNV+oToAYEjFSH3pkgOUhgt9cMEOZH/Hza5/C2MxxCHiJHoRsWBf3ygVNUy2LsJRfik46cc0oyCAqk/dUDBiYkHzYE0TVmSlog/wkDxINQ1kzg2vvDV8bn2exyVyV+FW3z7NoH9JPnTSbJn9o2X+kUuz1I9g0R106u8cQMzZRVlU1NDpfL+fJ3nePIdI2u+hFiTGhh7SIvl7fP8cfxa9VDyXRODjeTu8HdfgFgGy72RdTM1HRNjU0Wuw+SZ9wrUCQ+8ZuPInoYTZxGPsJ67K6uctc2FQoYPKxX9az3FWjkk6wIWq0qgTbA8X29GaZsZyGYM4JZr+ISHhg7GAORMz/EGGA67q+8e34krPZm43UTDsv1UDc3qCdKX++zotVh+EDOnDzhSkw4cToEfQUhtlLpbP1BlTIrA4ISLVJ7dxWGbXtYb6VwqhDeivo8ZZjswTWJidkp/3lT2pHzcHyT5xoO3VJyMB4LpKkCkcaBT+ywKLGRkWKykhLFhjJQqzlFN9Dgy9psOVQAgfIyU0tmluJoK6X1RtYSGkt5AUdbeoRxk4chQT3fNiAVIjG4JPFCRwC6PHxOT/F9gTH+5JctYIT0IhBQeJdVpk1rHX9nyd6DGyY7EHVV36Idd0EmJZoFAmOq1kqLq1n8ucpz/L7oy/3IuiW3Tr54eiW+H8pC5aRdkTQ+4URjkEcshI/pvWKhigU5GWCEzKgI9l4pUT76wXwfHBoWz7Gzqf5EkmEF3JavugIxh/qAwtxz4sNjnJtUaPOgOsvhOaiOhIDYCveWnMmIXZQNPbOcacSdE42i4MGKJRz95e9qqamxgrN8g6qikPRYYikH52I7nfZ7/QtvvktpW7nMYTAfamh15OWRqQS2GOcHeIDgwOYAsPkKzGDqL+wNt7Cpi8f3WEsWjCkRR/OvTnVrK5VsP6b2dsVrUa1GhgORBUJHGNVllxYeeSGm+NsQsWCigzLyXUqRM8jlUjSoecRxxNFHXJDvjFkTE7s0nf1SYSr9UaVrKBq5MAk69YC/LLU6K/do1X0a3o1Bf84twQbLOOOk7n/xvyimmL1EFmdbdyaKPKT/trSs0C/2QSQrkFb2Wp3tIcHqdXLQCJdhdO2EEBXw8c3klFBH8T38+dXKxnE2En119gmrHwrabVFAPZLFUTGrdlnxtPQmej7FCa1Q1MPJzQz0WQ0rmvL5YSRdJLbeISE1lgdgP3u/kJTyuZLtI9csdQGmMRoTO/YiJlO65YYQRmJ+9YygYRUU8wWjNd5wdquBk/HAhKctj2rB7t/k5ckSRJcGAJRhlJYhCUtlDhL8szuhjsxZHfeA1um5Qj61J+QcYcOgJxScKF+cNiG2FvfLdAADFBQsDs0+ECFdsJvcPTA6Xxec7l1h72iQ5omw8/NlwvjO3/Dhxv8Rsduicbedtm8pzmo1SFWCf0FlmfT+MyUrJj2GlnRGwZ0YiL8oA5Mlb0ueRwc/GcdcnH9chTo4C3kWeJpUZZenzirky4nZx1MZf6hevKUfkCaj6oVHO/DFC/YT7fCa/vCKmjOoedb9FDH21wR3oFFcn78xazJPvbfT++bZQwldTrdTxooGb0oYmWS4Q4ESBtVk1EwM3QxOxob2muZat/1Xf5FRaizHbgIG80mD2XR4pU2LVvZZWXrR0FH0o0w6R8hQBgUiX+smcKezK671LMDjl0ygjlfB1sWX1E01eF1u08k1fNw0/Ao2FTZEFJJEnWFbjCBUnj4MD+c8SG4Khp8NYnM0v/GrbnrRaBbvGONxI2/vNg28ZQoxXUdx9u5S/JTpTkpdpb2zdjxyRQaph7TqKSAZHuKYFdjv31hlAc8NMHu1ivJOQ+zDCRSj95Tj0/0ZMcFMBEJ8YhqIMoJi+DLeiN0X8linyWBdu7FzfEJ0+m6pQiP5J7piz3Pgs6FzYnMb7nAp/M2Zq4XFRu2mGO6lCj8qWUJFQ3XdXodSe6qe8tdd0/BYgKkVVRTiUaKMD32IbxHRmqwJUzE+dmfB5WqyNNxXHm58voSK4FO7s72SgvANMfMG8vVbeWdvLVIuTebXlMjkhFB6Xrdu+hBa4FpZ+zFnhfAXzlRIAWvEcD8qargk4Vf6fT4IzvIhuLcf14JK2vSeej/2vPhIAMABQD0aY/x/XEh+u+TwvL27hR3LbJAEkqkjaJ1wL/S5+7RZW8L1icwwWCeKa6ipOWOaUWizLFHKlzBoFYGma0tiaObV8I9xYEGZ49c53SCrTwrWG1vIQ3KAREBwAiArHd1Hv5Ygty0iQR/gyCTnT/SUH3IEaLPZSJ0/ue+GvdWX7wtr9sGJR1tDtocBFURACbAADC+G21IevgYJGuWh/qj/JWgKMvkMbiJ9xG2spAwYvi/J+NEpbfIaCGzLemFF5f4Mn/f9wUmZl3iKW7NuULrOXoBEPkwsIzCkPMES11x1L+hed+nIRAxVQKG5b+9YuJZhN2M3bTeFZ4Vrx2i7DE8DpmnKqwagj1u6FAoWGg7ODl+T/YSRdDNHNOLXhJgCA79s6cZnueWzaOnK3f48bYZc1d/HzP5yhwtYdvKwaxM5VAPWnyCzg7Pw+xD7033+Jr0JKz6jre4sy1SewU9nK8E+ZI/ovdc6Gic1MRo+geFWKzCYsCLAVEWc331sNnec2Hgdy60jJ6fT4hSdLM/8fXhUfzEl2TAXJkoXMyQ2eW0EbM1gPHCeweWbzH53B+yrAxjqSeI3ikefWa9Gxq9QOTyOqdq746aR6i2Ot8G5jpVrnQNdWkjUun1KwCIFzMpJZVMqquSl8fgDsdhcPq+9WyNXu60u17uvIYAH9qSV6As2Oz4fsXt5aHYOsHMwFghc8EmQHC9zdxMbZ52jz8JerC9dikZOz6LeYa5K2XUfVOfss5GDveeulESDpF2/bvda61c93356GBnGLZwhBkGGyw+EjQgV4h8Qs+X7Z9WGRpyDPDcKGq22Rm3T2zIhAq3i7ZiNFLJlfUxcmZ1grrJ3qQ3F3m+X8ADg6LXGVCGkQcQcpmdJCBLPtZWkg+IK+cImiLUw0cxl/bI2OsAmScwk5ibnnolj3BU1hL1mSdlJ+bNOQr4dDjzZT+9aSJYHM3M1QN8QAMLDCljtL/TCd/Qe4SN2wvEqa4vUcT8BOag9HRoxqEgjywzbVvWwwxaJol/7XuNfSZVHB2cPZ/deyWMrsOYFWb1MZu+y1ElzJETm47+ESRhOYThk8iCj2upagfpA+OmlvE30rQ6MkLk2QiER5kLjkA1F1xomJnHfHMGr680O9Yyrq9bJn89aLWJiYyNx3MKIPiRHPootnuiv6ngkL8YdBD9nJnUe+N237U6/t2JEF+5eXk+F60dp7TDacVh//wh34/4RnZKnlLPbflQCx6hXCED3Bvwb/RQ6TzlllnId5DdHJG1BxanF9RplQMplvLVvdc/qzoqezSJWYjxqvSTrKCnHAvtG62zrauti6zrEz1iPUMJQxXTmX3LBCvpnExcVF1b9xfbl9s32MXUxD6kzTLFg+RwyUXIRusxIUqSK/PXEYELvtgbJtWKnXd6jZ3uLQvYLtq8/oOSlKiOT9iQ8hILs236k02++QWY+I0RAkpIOE2iimZWpK/DNq1ED/YbpTaxvpNMspumOSywSxCfXdB0/ujcIECHB3+tuAnx6AQ3meBhx7n9WFo6vnlamn1ocNel38gxRAk+5SJURz1aqxh9qAEO0W/KnXvGVdnGWgPcBYOQDtAmdSf+9RfdL57eIPmzorIIT8Nbu1wxyHtzUvvlPap6cnJy09DSpmRI5HD7vj827hxE6nB6vzRWcMnlO5gwLk2Em5PTXWUEIrM+1B3Q67U6vx3GVai5jaT9IgGs5Gdlc7p+ST2joKWnXp0Fpdq9ug0bAHrwsa3Yze2Lgh4Aygh5aGV+n3QtPid0/aKZJ0QDPHHc1lfQdtSUQ9PABubDwkWweG+z1d61XUURSl/M6NrxtBPrdtBFESI9NKktzVyYnUmdye7z81X8gY94+DG709dDxo7CogNeGzqPDSl9RQ0sK+V+kwQqf9kIK8XHYnGpZsuIj59OFHlmLxxNLMMiGHYTQCtl6Cs/1jnHe9PQAtScRTKCUPjk7gXQt3cD7IZJn3SuuKdMOMRQp1tSW3n7FhVLHHAu+yn+Lmxg3zllKm5bUQy9ELlhJXUiFssVYA4T6DDhZ2q0XEEVYIx1zAu4a8eboLycSbOxiKQ9+bPafj2MBwBz1nU3XnfpzqMqBvumSwsu3QADnVued17dec+FFQ+ENP1AuC9vTKRhf1RrM5NyHqj64T1UGnISzaFSBrUfR3zSu/uSyT1kagF6G8Fybq01BHgISR9NgzClosG6ktMVsnzNUosR5maOYXZnq8xmOlbqUNxbpNQPmnSHo8A35QvtEus0SYB7tfC/elHsToX0LF0yun69ZrAoBjXCYHkygdtsly6MrqEnQqH8ytl84weUpkmBnM3F0GNbfFW8xRXXP/1IdKpZtFbQZgit0tFGbSgbPLGdMmWn3TjCinY8v5OFnDFRP9x0niZAtZChHrkuJ4VBvYgSdNc53sqWsSaGcXhcvt/wpYy3Y/cHzBnsqUDKL+pvazJqqd5V7SB6WSh/8mPIh+XFc1KSjXmmOnZOxOr0Ycz2W0ryWU9kG3jVELUQtlK08cwnnpeDgN4jJ6SobF1MLfQ+EtcB9L3CZcbv2ud0iuP9orPPwHqNybT8Hd9z5PZuhYVtJ1dM0rqnp4Y8xbM/mtd+L0K5sRwD8kTjWstjB49F9CzJYEdnUDdyrs7WI1vUNUgOXrV0DMbHwU+39guvWjZC2qDOb2rq8rLHglzQ1aL3E4C/uasrYkcz5TlQf9HkKBGOKQiSGAV0enqFQKovimJKu9cfhxHMzUCqI71W91Oa0U6oQA9Lt78/yDd+g5StCMszRw946ueHGRMHi8RdvHHSYEiL1r9rd6udUS5LARfFeTDX+qc67I0uSNm7mIB5yHZeOa4qx8wGxvfDxujRXRmvdPyDxrABYU3ry0ClconofoKFyLqAnPJzJGrUXl9PIP+1Sl5ffTNM9y4UuP+cw0RcayZG0USPV75COP/yExWIQqaVHmBVzXrDxyqriCVPxRJ5oDwIuf5eSP3gLQ3l8+xbU/NoJUiGTx0T55m4P0uW38npEO6h9pt3p+Zg8MqNDvgZMcVXA+sVGu9P5MWgkx+vyfa+Umg7OvVsBNFErTogVS1Kt1/Hz5Am5u9Qs+ZCuRbq9Gx+FcSjy8mpdMCLpeRCn8+j5DVVC00RUdKLxYfY09Aj75UJgrmdnhU7SZIY1IVUFfH6C6jirW73eSzWX4cpCVN0pPg2F7lQ4Jcw/nBYcKEKpjwBoET5ySFG+ucKkMkxYARXzNBqDZaHgQ6c759Rs+ntweRff+J4AOxJckl+qLC6COKygdc74NirV+frMQClFWUpBd6m0nNNPr567EHkvFCyMWAU54aPQflW+UENCyVgCSLBI0LdfLhAXEHHm/ZMcfofcQhzmjrze9TtuJlAnKVidxc0uXWjFrZI7CNTa4MdIZ2uqrDFSw3bWSB1hDQHO2qjAXfqgNIXa9NL7j89fgVV9Y0/Knpz06PqOmOQ40BAou4GDYJHeQ0i7xPYUp0TUEeDPCR8p0njGld+aJfpOT2Iae0wtMhlT1Az5MjBpzWx9m+7lAzEjj7BPJ2SweCABwM+0/eWxTPDcZqcziQbl44bgbt4Aq2RTTM8oblz6rkmraxvg4IgClDddPZBScIDgJp7Icnm/fE6mzKDS13d7dy93N3eX357e5rKNuMyWZ6ofpi+ayq/Olc3amdSya2xztzm80dwQJy71aTN3Nlc5HV5KD6NZtRKRlQxd9Qzt5JeUqq9CGxJlyIhiZxu4ZYS4S7rsLttJcr49HWsVT9jnBPQRZ2U3CiIDF2f7oYkj1p6MVifDGceUtyDt7fEctwRDYi0qkD2qSOfg7+ZGUOpipmf4fo3QWBP7z4s78CeoEU8po2aDEWY6dI45ML6Vm3NFCNZ6rczmEhfbRlC9QQTl+8q9JwhQQxohqZANgvZI5IY6Ydpt5RHNnuTB8SeXFezOeERv9QjnCvVEOZTCry8m8f0qwSRJrJ9XnTtveKuK6HE0KILGVLfWaytUVd6uDpf2n4rUZU00Opw/uboKdDgBxJIwj61cMQQ5gdnYvn+MjkjvDq8Q+0n88/epggayPTnKxNYJ0LGYgK5i6Q8J+RGH+HciooMpUnNP1p1Prd/uo/mYjQDYHiUtHajN3BXK5Oicn0afSgcLB47Br/2KBm27cvKTYagGOAXcG3xcrFy8XD2tta3W2IxR1ZJ3Yjlx/KuBPnNbWwH4yLS04/wsHjDrMwldW5T5t+Lrk4nBRYp2eqT3maZ+8uWkIhbCvDopwY2fW9SYMWvd2NQ3Vsmc5glUtxAYuPS19baPVinVEKq9ybbFdswVAZt8LwHDhDnX84ztcEAiKYBQIh4QxLsmJjxiinJhd7X4JQtYGzVQAlefJLcYwB4SqDS/WBqDbV8bJEJkCdguGZ0oj98ckhWbmLmY2RqZe7h7MrQmbNq1aHNlhjE1g9k6o7uT58e1bbpdyNtStNlapI+H1OkRgJIoDyM/j8Ynf1OTw/fvSrpBFGjGi+UvbHu+nWLvr7dT3eoGOWga+/3mujk2ZzFZP4dz3f/J9PUJf97ta+cSYyf96YYGNXQQ9sk8UI5l/3PWauE3iKN+3+yay9QL4/Nx9+JGJ4wbH0Jktjgp4oot1MutlZ8eq5OxKouRD1nMYbru6USq4hHKzWDKgYdtdRJd8q9PBV0GfOCIYF5ExvGDL3zwF3B75nWTdvhJAy3rmNuYfFAN7Qn3IOZjG8YlNsesuseTK6lFBeuH9tfFx1y9Kcj7XqzkIRH4itfgxKC5u8JywSk7IKPQ5LaGBq+ZhLtwX0E9wefZiVOc08xZtl/P+Xj7VhhS2gaaZtQcOVmSsmRrtHeKDhxtUHdb0rYk8GSxxHTabW5HV8muyrplXkpH2WOuJDuJXnqMfapciavitrXZU29W0SvqN1h4WRhZPjbHTUeL+Yvrw2/Dy9NP02vZjlyxNpvrblZ3OENq20/nG9sqXq53PHbvKS1FfVzu+CR5cfxN01PTRvDbgJVCvlyOb5dTP2J5fC5Y9zIA+HGEFdPCCwM7EKL6uP12wUWNgnnC15Xq3lFuAA/5bocPkDnae57PRTyUguv5Vi2+TOXrpDUGKCGkl1x+K4vGU8UQ0RSr269j5kS++jyZbmdlTqS7mHp4/Ix3TMCgensizPpZXE/Lfw8WTjLKT28tATffcvzw2ofNbbpQXH2WQ13i7yGeYMtuIVZQZu7D0E94WW8dLDwccy239BZG9OMNxlkiaFAcz5j7ZL0OlP2HUdvONNmbioY66G5RCPFCZDOOC/cGKdwtuuPz85zerx0BBv1VM38zXaHYfK5TLneXQq5fRr8exoIPl/ef9oOHIiPVEtQS2RLYElsSYsloUoBtsjGIhfuJoYHyBMuNfy/3Vw1pSWPa0V1RZ6tztjk9LQ9ppdrq4PSw+jzcG6Xi9fi8e2Ab8kGVQiuEktK65935nwFEue1BoEj/ebkl9h8EKPJyOxm9MyLDJ5jW4bRzafl1+iu0MDYnq967DBi5LVRpEI9KQLWRK4eu+vNMN8ima7260mgcfKkqjhpS2fkKH207to1REwoBAFqmQZo6qAmAQS7zyTsHUDde5CWOQ7yZQTcOHg8RVMh6cXzmbgQerkI9D3uYRQgx0HIT6Q4CHbg9fzzlrCwh61Tp6PksxCfxxtQOWH5Igxgcpkt3TnhuDIFk1/xO1h5fHRok7XpaSO+b8s399ELo1CvVe7iIe1rsKC0rEv3B+zVCHpX9HSYvQ36ApQ2tYsjK21BCOej8h0DJk6k6IKIpcLFYZ2mPBFR8r26vSRVS9R1FTg/DVqZO0LMZ+pbuWgQ2sRwuD9ttHQU2qA9d2GyFsSIzY2Avoh4Tn+n6zoDfB5nvoVjOoKR4AnevHqtrGi5lmIPvDnSttbllTyX9qanVoss3NnuvHeAM7qlhrSi1pUBqYysaCFCwSTmlpThsBWob5UD7MbVCHH7LG7i6pEGz51TRDBu/QGjsgecAWA6a7qEyQ7Xaco0e/Ok0aWqv8xZpdWaF9I/7295bqBReJHabkSWvYvHzQlKDSRGgTRGltqgA56YaQ6j5V22CCBCUzc8d/W+6Xy5yY8OLrRmKC+U1xjZTc9xs+8NNQctKDdpjmsWwsCCD1Er1vKnezN7BvBKrYNaxD47+w2xnPrF+1oqq0pZvmcVZq989aqxsbMQFMyFyX+BPX2uXTfKChHXm5wUwzDLX86+sdnk2jOLUNPQSqx0SFPqSi5Dns3rGxldfmKdLdPk2To1cel8IenqZU1cHioLlAr1gBAxri13AASl3jRpxEpHmkFejoUfIt3VK8xpnWU66EY7aCq6NOMeRwkRrGOaLP4Sua7nKW37XZd9ltwW/BlcFXwUPnEJwDvOe5bjMXKA7hVDFRUpSY4Hr/ZQFtwUOQ3ylPyIAYIcAhpc9x0uz5Z0VfOIbBgx4hH9hfQK9Kbsb3sQwoPtKSYPsw/dKwFNiY83xcnBuslgfkOOuS5WKHtZ2zF+y9E5qumTH9wjKbp08Itl1UeAdK6nvJX0VQAJPiubngKEiSAgWhnb8wjONNbqzZofhNsFmv0fP5xUkj0jIEyvxxp5FFdp7n5FUDqeCJPlVy0FZgU5kUzzAQJcSl6BImRDN3+WFNrvajD1X4eJB1Ao+iLCjZIuqKNjwaMtkPmk/2GG27u30hevrBXhADFyF53feBPvJZ9H0I3puuGrPQM93tcMXXPuQLS7ivPfAHaeTYzvN/BbSgH+iuCHdmoeLgYWDha+JfgiKnX0ZE51bh4kfIhDAVNvfOaCLdwpC0NEuZj3wW7VhsB814gUmco/LYGju+nLKvVscv8pZIiQK+rQ+z8h/NCFBnPVWig4ScAC1+EWaIJnUwVGZ2JR7mXsaiO2DaXaXRaQcuwzMPoacBBPYluSHmXguQXiQsUZwpziKggOOEqS+u//v419A5nvfQyegMo17Rn45jIp1ytxHRgCKq3GLYRlzgo0YOPLnkkoGGHFBtRA5fsKYyH7Ap/F+ptFvu6P2iW+D9Sujbmqev4dtSleIOEa7BjpFDxfeiibchBvCMZQFReWHhQCnbOtUcJNjao/44jmsZ6tuw20Q6F9FEmD2yGeTnX6UNhdFSyRom1klBko0n76GFaKjdTju7oh1IJxAYImFtlMuqFpvsV52q1OwYvyI+JmM2QuAH1FsaTC1oF70EAdsQZv6JiKHxOCEq055we0F/BtxVqdgD/y54WEr3+wm5963BTjNx8vEGsayJteOOxdC2U+nTIAJbXCf36UbYHByGWdfH87FdYwh7JBSa31LjUcIWn5t/gbzjYlBh7JJXCjBXsHV3PUYZ/1TDFcJNdljtBr0UZ9AHeZNAdTHCEz6hYGm2gS5TVjhYoG9vkMWoBE5LofH2IxL8/eewqFA1DcCCVL0eOGeziuM1ngTgwt3X2h8z/Nq+I2KIKtL50Mk9wnamkEwnUXw7duCyzeKx2zN3ZohsLMXSeJkcX2wNYNWmdqF9ph5ZSLjsV+fJHi9zG1e9JujcPhD7fZH7e2uH65Dxea5IRgsLFQ3kJcrt4QRG4oYfAaF3Wxfm3kjRSRbNAvNTzhBQzglGoAay3yvNHIwnbJhbAnXxPQ0vxsczSsiPD/9j/L8mRGZJcKa/sySV83T61QDmm/QttqEcNsUjRDL8jVxWsWo3yIfr6XoYSCKc07M6KPg+FXjwEce6XLxAEqrvPgXSGPC5ZkmW/1n1f5VlPdhvB3oefO4h0mEgbb8TSzI5yuN2ISfzCXhNi4fh+eTk/cdq2t7fvmCavgC4Z0ncRE/qWnH910x3t6J4IqRoFewcs8q491x+17NYBEWim2M/GdCaHil3p0RDhGdwLZE5H6dzEmdxvBBr2nwdnpZv77cj70qPTyDXcNzM91e9kID08HdaoiXpeCMxixmPt7Nhc+1jb2ORQtlhsLhcTqc+jyVXTY8npzTxXSbJF3JEbe0uMhi87m/LWKOPZCd+vU2MDleWP3w8ugsie2kX8sM7euYBnTZtsGBJ7G/Ocp/gv4yrjbNtdgAuuNZx7pqnCBJEbD3fW6LyTfXod6IQCPkf/R7SvcQpWzXxBc3F1kRyhliozf1EkkxHYHDQ+CD1YlbGcV5WKY5B+OcY0UEN6GmiMAPCyj2tgrn4S0izyAeFY6miChQUkAQT1y0rKc0t8TDfj0WiaKg++614Iag6RCbkYgjVyNsdhAkHFHRWnFWUYWNDjMkQJu4/Q5zJAW+vbOarcIZ3do4xZw9SvWeUqFZGQ+MpYGjga2iraGxg7+Cycbg5HC6qruI3fKJsqK1sbcyt7Kwcoe2fGhgGnCcei0GyeJROquhnaSrxtZ8FEFemNn+vRjVszbIxNUP3JBb07gWrW7mK3Xai/Kth/8aZEcG/Hznn4LutiEWUJ1HWvV5d+GPE9SIxXLFLwpaMhEjnczLVggS0CcfLGNjyBiHQ2FZbPJ6EtkqKqLPg4Hr1C+eLtorQzKfZHxgjxaDZdkbie68wuor0mjCol+RL8WIaIIgq/xJyyhbqq5WVq0Oh2aKzFIJVRZUqKgBk1ZMbTWPI9QTbUPDG9RET8CAsIbx41d1vp4/L69n/Ki6wtseM9wOIIC984/pWCyP0EIwEkIVQ2B8Bu4fEYvCXt37lz6gLzd2eWi/2y0ax5rfZlvuzWNqMX0RIDRAyDWAxDXAzDUaGDUt1IapkJPPoDJbrSttq22rcHV56j28WMbXamD0LOUTOQFs8iJ4/LbcGLMl4YdD93/pTliNcN2F/zb2MDVzNLtYfaojihRD53gH5QT4gIBKvqEG6gYUiXtavWEzXGWDE4FbNlE7Z8FTnjV8Pq+QqmynzTJcegRfWV5BR6/R09MMKPVLK/JI08FlEHs9gFzoHqHNmOk9wKLCntbF/BXsaw8Cnil9BLp61JmfqGxM/BGYkW9HucUDRoJWGerHB+ryDb+7U+OvFJnFRTnrLJKcDOqIZVVfSa1/N6vp/+z6pNrZ06wGx4T9cl8Udy1d3wDtM/NtMhowcBm1UtL9Tnaau+ea4bXeGVNdkOodhZONYxXdgmaaappqtmK6YjZjm7XR2vrTItDIGrUvwHywkYbLOPTKX5xnPiqKthktVQ2+qlq6Ug57mx3oOXcHQqDxjeuq7rUNtE7qQr8oxPbNKI7HoaXBW/3hFYeMxXMzhG4wVHPZvYNpgRTc4Lt6LRALWzKh7glNuLrFZDIvhe202rGbi5NGSoYuDZvEjRrwHnvfNXM2cdEvx4ocoCkjCJhS4bC2I2gIc0uH2Sb3i67/IFMnBXaJsa9ikfrxUYArF1NWas0/IlTp4MtNiAgLNaNZlD4JEU3l1/K0+NE6O8PvBqgFmFAYHTk0xTKFFMKHYvwTa3zYCWM4QeA30s0tMSxAUG+4LX41N+F7c3kYSYEI1EtNwAo+1fClwOjdUf0JS62DvvC8AbPVeXJc2CgwsTWUQgI/SdWN86fVaYxMA0/h4pgroCMQf8BP2ScAodde1noygI61HjI8PJay4wWt259nvWBKa/CK/gka05Of08sWYk+v27VbYxlPlM8mzQ+7+J792GxSWjOQVLuz0vj4G3tgafkXBoTpfMRIGgTtlGGGyeJITcRZOoUSQ7Nk5I5mufkT2pGwtzZA/rAtVrsHyZBCvizZ1fEEt1Z6Q/iG0j9RCYgT3MRVUK1PaYeBXEoLM6Icd7f4hL8BfGoCVrujcoTl8k9mtWbJ0p53zBPXtSHLxRphR8jbva93e2d7X3oHew+AW8CvseQwZ7BmMGd+2DG8yAoKtdJtu153PL9fp163jHAaSZ9WSVfJ1olvdt6vJncoPRfn+Ny1oeeW0MnLlXbH/7S0OxZ8RciUhBVSAdajOoyU/4FQtGye6VZKWaiE6asOehdoFZqi1szaYqfdUyYIIMa5g9AtxsKiywBfFkrbc7Uk9Vy0QeIpQ/MB0GvvfAkPkoGnWGbR4iYNi70IQgiVpjgm+6O4WcJ4hcmIgnr5t6a3sW4LzAjkLSQDH5yqMSR84Ac6KiC4kIGqJpsVvoJu5m4sSWna88PcrhYAphnDVJihKFp+edQQLLjcWWQIbya0RBP2WBygIFPlx0vfnLXkdGk1rVT19sx4VJJfdxZFtQljEfVuBdzb75u5kzyTYPZuQgpiBq9PGIDEXZW2H13i22QfX2D6Jxr8ig/FJjbritSssvZU2Mm84GUm3aqsITla1zexkA7t2rkmmhJrn0S7l3qCYnkBHEa+RkCMo3niApqz9tJix1wU5pTlw4uQzoo8jEMuioby+bPTwyOkxPoZ0iG9FCgUP0Cdnp5PJXnZIJ1dL9qZvB3s4f2RugPj+FoD+Z9G+LAFNqJm7/nhj00ITHPRep8FM1kiFwahMABp9MEHFAgte9cY8jR4kylHFXlx42ZY+A/bgdBgs8FEKKrD1dmhjxbFjM+8zAtpx6LfNKaaFRMK01Im3qbcSLPVwtNAQ4hGJajNSsVryeMceKMOgsedhJbop4usyV1eKMSJBGLRp8sKILQT6b/8Xb9TDgyR3cAzu3VEagpiHXaQVLPJKxWyMwyoLkOA97q9KHZg9Eb1JvUg9WD5Pj+YZnrSvKVS1E4gOORmtGKuiLMKlTj1eHsKas7JHpXeOA4Kfo61Wm62P700ebbc7PhMTNB1fYxP1HRjB48uflyDEoIKczlRrwW6IuCRDzQtPSKbyfG6PCxvkd10HVzVkINjrRGFWu4Bq7TXnGpRy4OLYW1tryRmf7zv6qyVkFSNDmiHfvfmGGrJCBY6nDValJCREVSCqmorSeiWpoPFCy8wtRiBhbHnPWPlYSmEasiEAMkyFi2os2sSvJSqorMcOJgycfHkaSR01k47HMCvis7sBvuO2O74MB7vy4uCr5eGSERJgEx7qs+Z5purAEHNkYoItRjZDjILt9VIAojYqBZxQLtRsPTnRKLzXGpgwuPSWXKizWeVM+9eRCxslSGJMpqH+wLhaAuiv1xPbbjpTWKNgmQcAj5bZ+Fwb2Bj4WhmaWVwdXmZvi5vZnNkuoqgwIUI7Sm6zWIzpk6aPES5L3cueXSC6txFG/l1kanKVTNeXj03OfTCLoNjIZjEoZTI5hRbW+XVqHN6HGKQw7XiPzh42WMJtbuNAw+95eNhxvbY4W1Suulvv9BZ019SoYI1Q3v3kqCMwIiGLZYkSYpgwofITESqU5drxo9TbDTIdODCmdsS9gdiD455M9P+8K8FGecCP9e38Hyv0hhSCCvaZv094ohbTGSimL/qpKxS4IzW84yx2tiVgUT/24of37huEKjd9HR4WgCFV/RibyYN4aG2OIRMA74J8Lk7xAd6SCF7inIWDX8XsvHKURIkPjm4VVdCGVka1vqC603hM832pYNFLPjX1d70LRyHdIwN3s4xMqPEYJ15Z482YH0sj7lnQA9bw84lLj551aiQF+g1uWsbJFUC3B7S1HMlXgDEVfm11kExzxs+lXtOriZGKEWhl2zzLy+tPfhtHF4zIyRV8qF70AEn9JGRkYvEkC+crFjuAYswCPiIZzk9f2NdJeLuJX5RHlhoKC/dOc19FqEeKtSGNUVW6CxtMazTyh7AbJG4aMu8ZtM5SvxtHH2iG7GdwIyvQxpEGVG5bC7vGJltXs/9xYOTmyzDe3aIOKf7QYq5wIGqEdyezxec6sh2/H0iqe6HPDA4WCjewI0N0bNrPlc9MaJKm0bM3sY1dKcyHeKdK0F4Y3sDX0Odp56aZ63Cd6av2Fu8399Pa/wiRO4dkJtjUcTGkJph5GGITALJ0mOFpr6ggYc6+CL60JL6EBlgrPZT/aSDxkooqPIzCYIOYJ1DJEARGTesC4ABdUhJh2USOqnG/Ezy66GglqZEAufdbPhjIVh1ZcihbpE9jFgIi24Nfaxx7zqXHFDBPiMgjcaZxxmyQT8Bry+QnRLHQ3BhFJaaatmxkg8V4YCodzsFyBfNPZYxQvlXapHQhiCEc1Qol4DgaKVCIoTicmaFqZey5cvyMBOEM/DRJLFUxNVivUE/Sd68Wmxt88lmH7r7m520bh4kt1u5CWakp2WnJ6Dv84eSh1jcdXgr8eZiJ8gOE9Vos3u8vpaTR2b4fuZQXXZ2HVwmbdZz7cm2Q3NFcm0cQnBIysZNuFZvun8sXinBLaqPMlOfWiwoMU1IhdLqtoJER7ktBWI81Zz7f+aP5/Uabq7tSJ53K+b92CpW8fHLv7dRLu7+lllXDWzzidFqKgO3smcF/SJREASxgDTqYjVZR1ZZuM5VTH5cXzoHfdf5MLqpUqD4zr7xvnlnFiJBuuHDnAXdy6Ht9VOXRg8iKdUYm0cVqbNBFeSxOw1Npje/ZYUdA4oR2/spceaD26JqhVQlmxvr/2Wq+Urnt0DhySUXeMrMOUOZOFK6t0TY5EajILXC2GTYSrdZCrtsGnockhIKB1sFWwWf3eVxfR5dwVazzet4EjVygEwhIhVuz5gVbmLUtqgPtfhwXrd0UHFCm9Vj/zBpZKbuxZ33MRttWmxWo9dx91K1UQ/uHdaXt7JXjjH+2ltaf8mVwafUD5yR92F/277nEZflJGoOzutpT4QINxMa6EC/JncoJ69Rt5+QBT1rJnsfaoG3h/hy6zPJLcD69v6ejw8bkprMmJwoJbVP3WM3hlIA9gsiDaOZQkH//PnXlTlZigLsp0ay+xdh7fhy3Wdp1TkYnDoNI2gRSz+A02q8GFPQliarUx7CG7O9LdTHLt4selxksydOqMyY0Jg9Y0YUycKrdPcC3zJfcu50Q8zDMCnzF795ZmR14c6L/6eQqKys9Bhulm2lXcDgucwENLzsBOCn+Roe9NuIxh7i4x7R5QAGx24QsxpTuGFau0xQpChMSa+GidvTQZzhjadDL/UBGXM8UD8CpdUNZ+GcMVDnra6QL82uIVDSEjHrwwS/PXKMEoEMwf6a90r2b1rMt7Vdk8ojYUTy/CgSX9p3z90KOoFc2/wNr26fmR21tJy09NW01Sw3y/0zyO4a+SVjcqK8Dvc2/JWjEG4f0/3J+fQjpswNrY2SZbkavjZv1/ftt4ULr2UmFg4eLiYyDwRRITahPvrSNG1W+BdG+Qp41pBhzoNIaCnNlaKuu9cv4s2dRc9dj7ZFLJobm6dHdedUe//JM2GPyhUwhrlXsKpExPEpWcDuehZzMIGm27HXvCp5QM3cC8Szg+Zlg06X5QBZ/NkwxD/nSXhSk2BsBjFNFDl0MhIl+skyox0hnLBIEohErrgW0o8g07EQ6a2nJOYOAjqfBBaEUJPSonPh/vK9NkJM9JfNzUUV1lBwBZJ4YY3PrMqkFhjvujMoB8PRuUVQGpFSwr364nmQ4E3ac854Fg1FP9ZsWVQkSNZQ0N/+uHdyeYHz5PDarRFYCAPujf7Vr46EkKWMC+nUz136xGnQx4HefYq1UW9zALOMvGTjRKP06eQaLD/GRBssEigE4yoTlvQqUS5UBwxHD8ICQJwR4dwTUiWLOR7Pr4y5PbQHByE9GWWHbM8RVFE9pQN+0ile1wW4pq/UyKU9US0qWDuaRgbvbk9OToKRf5spY8OW9rHEQa2CSEifCF+Ogjh91ebHxjGfRv+gdFMHAafUpvarvZkwTlmdU/2NqINaZksuAA0ddIiqNmIaJrit1eHr/4X5STkaTJohSjVr0sGVHv1b34N4S/qdKz2efEOCqj/1r5/o+yblizGPuNLHhKF2WzXL6rKlR9lIm+BtD2q5L6/SeahnVx1zEeO3Y+a/rhUfIuSHA/CBiOKI48v3DO54d4ZlGg4O8R9m5XLS0vyaSdT887LyCio1kWjb+S/Cacb4RHLnaGTUSoGZh1iVFfrpzD4/WVzUj8st0yfZUCSkEFCJQQGgnStoR5lB7QWEKHN5fHCRTFBoAnyb/YOzxFZevjZcHeRUBlLMlhKAxziJt+mxBKo4hsX4HWWqpXV7ng+vOlpyu58nr8zsQl+i8ETC+EGV6pL8ITLFYoQz4teEHENT1ieulkZdjE9uwwfI5LL5nPf2myJdc9ueJxvYcjr6TD8+/XB2TfVJ8vpyWh8OlZ5zSaUdgMsBSANhuFyfPpaoViBmxsBxutlIzxDRAALmcfHfPQH3YELTPn+S/rBwFjiMpwNXwrENtXPTMduvGCVZHSMgTM5Cpk4sky4FGKMUW7pTp7Zb+1mgtCSd2eT0hkx0ebwQunpnHoijFrJ2F5d9W1JgyvOuJELaq3ipb61CrKjVUVQn/d1YPBoAQI0mXvRWloxCUR0EoXCKoexncyoVfYN/ySThM3lrlIEHrJ3kxzlnFJJjw/yS42D7HDuXOofuv9Tqh0/EXe+vT6IcrlyQLEyiMYZSDxo8Uwp3PYmQ/5bOz0IOwLeZCImIlzbBo/8SUpWStZmnrExEB0znKKSp/qXr5nWJwczFq/bNQZAyO+XmJlvQ1lkk2QOBi0nK4gC4vsZg+ragX9P8XnJ6w48sI8C7fUX57QcKFH7DmtxwJNimfvzEetmKfLOWOXVy/+hFxJdhW0R2oHSX3rTWdNWU3aTkKrtjgL0aKG0F8I3KvQLJXxFAuoSNmY2Rm8XLwMTGBZ/u4nYyOtZRMp3F63m2bzLKhnx/ZRC9ZqV0JEb7TYBNftVSH9qOvfWdA379AjkNZh3F48EoIQCsMeTq9f44JXOrl7nXX4fjkvW0WkdhycoShlJQfY0l0y0G0yWPja+UAxT+q8I0ar8RURm7yZSzn1fu1BVWJvAdmfgo9ieGfuEqQR+cnMCbPtYEID74mqeWmoUkCFgV2KO6csGQQZwB4IJ+m8n1F8Eb5y09Kmz+xWlKz86EqUMUstpA023+XvLe41703lUiF1lsDrdLws3z8Rpz9TEMuzVYLWMnZ2ddU1uT4+Ft/IMYLXZbs7N3pHMhhh9dKcoccDp0VivL+pOBH6zx+ntmBy+gW9jyuqDcleAjo/SpzCwu3EkP2pAajDRyOfG2MtAiSh24gL4u0VEINWw6x5C5SFmg77rhiiVKLf+xuP3b73TZMhA2M4222Ide5hCCFhoxpWppACX6Sji3rmmvjZ8/Dyvzc52Ayn+kRQCusa4eabwQ++tLBHCKRBQOkq1LqO6R+AoOe/U0vp/4bfMFUqP44a7cX/zt3yOnUoAdENKy9FYs1aEfvLXYDgV1fFOAcJZk5ip4hT/XAChhZozMOER1GHNbQWLxzJJfP0NwxX+8nWxq1Pf75P60H5bpHtUIn+kDJgcDESVgwKoYPq8Tlb4jc8C/s5CHFA2s0xedHiepo17206n3Ltcv6qGkh4JETZc1eYsg4f0+BrRofio3shN/k89HlBXYdukwdx0eEKFejs7DHHy5mjwrEVv9aZbcNL9x/OKWSW0+0BTkFzqSL62cHAntgmHQ5bA0q4eDaeBIY/RcUVut5w93lkcfAeh5mtdwGuo9LCLZWJgapVikTMNyi2+bvF70WBddV5V8lbxAZabq99P/h/SUU3DtbjqDozoGIso4m+Iv/JAC08VosAJdbqSZwYa7c3MbJ+LtqJajmE6cnfDcNe4OyMM3mXKq9lK1HXWwrXrGOs4+Jyk8N0hOE982oKPa5naf80OLfm5wWy1N7afQhXo+Rui7O/vuIVOdfNM2hGPPkql7gZMrcBzboxmxSbLnl2bf9+LsbRisdIRqEB0G2w1HM7f7Dm4tVpkNGlA2tp2IkqeSeKqQLY2sA18836mJVZd1BCsT7UyFeqtH0gcfnT0hcR0m2M/3prdYdAfwkRjXJZnqz2mBbqA1E0+O7967Yj/SWQWnTTXGK8MS9jb6BvoOeyd/qnR+XsUwaVk5mRrZGpmbSjxdtaDzHwO7k6YWjYNZmEYPInJUp0KBA0QDMm4tDubOnlahiVFhfJxWLZLgrGw8182MgKQQ016FDX4ofEgSmlMP1baSJWGdGqkm0Zbt+BH9zxMGVHlSrMzfsTt92d65NLV3qmf7IuzVtYfeXgHur0oVZsRRchfstTIs0aPlaKBReRllkEhw4g7n9wI92cZa+sSwIwgTtjHXgyOw8OdPF72RKvIozsxHnvLQzy5KkgY7gfjnUdvTEtvkGNaiVoLeUDBxAifhMKGeTqxEH5H04+RJaqaeQ2KohOQG0i7V2hwOIGhsMynOP0Np7igeCo+fxgSvDxBlotvU3cJhEoj0P6GYvOJoDEZmfUVQwUkYp4jhF09X5mqAr0lmYWqDTma5ZtnyzT4l+OtVpR+LTC0bzNSOVU+aj5tPrnO8jy4rzGDb3o6ZnnO76OodYCASyEWK0pKoiyRrrjubBxiNsRmN6xmWdo/APsHJKRaXEuU2vd++aybGAw/Iaz4uLi46PKdzpBzNbadG202Zf2nViyaYaNXLTjA2B9tBABpN7gEcM2JMhnAhqJMZS/QnDEKu+tsHsaP41r6LWVpZpZZXra8TqpRBJW+RXKJ1aElBiFQ9eW/RTLiMln78dnStKHnP7nnelmGDRlOXJhdFd15dU9ympxe+1DwUHT16/2GtXiX/KYdxnqy7EF1EyS9WbUWUMbEM5jzB0dU8XuGULwUmkc+l3NFaXcTwBcvATHeeUAYiCCpi3pyxUCDfGGAp80CeXtrrNgUCK8Bbe20sYVOUdUwUgX9roEQQYnpu4AGriht4Itx/Rn2BOLeAkXh9zR5P5NOkPdKsgqZeQaF/Xz8jadGJKhGU6RUbmkEtezsC9cRcdaUoNxlm6vljxBWFJ+tMYRWUIdIWu86dUhSwRWw/PhECO/soArZaKeGtlfqOMFBBxsoYO1PL4NH1lqIzdE6vX9YEoVgfDc0A86l9GW448EeoaOglzcDh5OHHYf/h/GGMhOdCnB92LvRhQJs0YSbGOm9Tdn1U8LCh0cjv+0YBDVHq9aBLu4njqqwhgHmi7RvowkymTibJmqWqSFWSa59HxkjTzcra7Ysqlcr+Ix3HPhMsZga+kkzc7DrCqYSw303UUMFhcvPjQTKZB8ykcLKGscfugkfBIPV+kur6gSH5HsZbk6vpjadeMWrAqmos8bPxkKTIgKIQJMhb8flQYpye1XUTWqjviKapgxUh5Bk+qhBktZ5RhkaPnTyenupKEixyUM+oFnyl+tLeUN9hWDugnnsImxBsAz9boa8DlW55tFaazMnRKI0j15ZTYGmAjQKNiIx+jJAKZgpCN0Q2gAuCC7GZxJrYZXfZPMXMZud3NDwby5nezIhebc9qQtEMpWSkRLi2bOpolNPCwsHD0j3Z3mwtdMx71j7L39QlsuV22ry83GYPkIXccHjczL0nwhNb2KXBa0rTI8UcOwY7lDXZCHn67vR+bALlC0FNbnQ8X6+5mvOxqJYdH156lLrEH6gIpjAJFDx0TkRurycs5VAsYZOal1RLZaRHNsRI49ZULsaZmFZGVnn15WQpRij+bJFsVOK+nmocNzRbbRUiTfAjIHtBNfilmwIjPbLoQuWxiBSMKwddUt+eYjQ8woB8fDo+xpuNQzh6jmcW4RU51nzYI+jGEGfcNgxMRbVRv0ZLmvtDR0NjD6Nn0BNoP0IapP8+jcxI99AMN7rINHs2rsfqvFFsN3CqnNh5PKA0gV7XZDVAF3nEqrOA0AO1htxjBrFmmiHEbrMB+x6S4FGhp2frQiSmpMYnjPfONS7IZ3WfcdIPexbIoxf5FkxTsShp6o5aQ0V5i3lSmzK3PE2lQe5K7QxlKFYZGRPayoSJo1HNTi6XyagpUcfmtr4eEYHCUWwChsmqaECDS0dV7vhQN6Z0Y1XUyAFpadiwfGLMSNhtddvC7lcmIXiTPEe+i1axtSavsnK4de+KHqOzzm1UUHDIVCPL40qWVIXUxeZ6y5vWC5BP8CMJJM3swWQ0BKlAsBKHp+2hkYksmomEqrPM85nPVnUskBxGhljtkPEVzH5n0HuKVY1C7SZzHS/1e9Jy70Coa27R0m1vVJmkv36YmeCxwmG5dRgRMhBXRZnjIXn+0G0pB+XPNdIUuiQlSB1JsSvwE/9Kn6inN63DymneJ8q3w5pwJCnJ0QElK8d+ScvG9VJZWZucjMeZ161s66hwCaZ7aXNS7oapNKbTd+E4fXYlgcat4fg5mYXEQUPM6bVJJDLErzE3evz2oWvDvfLVgc2MrnqdGpPmnzrISli+Rj/QvJunfmUGulAfpjN+0iDGErjVto9GjDqMiKxjuYMSEL4rz6h+uDo4taeYBS/X+YVkJ/EAYi4q95lBoLwx8kZDIDXhzEClQQrhvPiG9A2ON1R+kKL9YjoPJL9xK1VtcDav9DF+ZrmahYatZMqOecysv7Om3MhyrpwZXMVYjlHnThdPSTgitryQMTerzRToWBmMUtfSS0G9PJ+TpfpObSh8nKLQ2MlXPbXOqrSp7bBStspN3Dqqtl0biGeFlELl4+5FpMkj9RTT0pq7mVg8ILso/s59MZX+XbB3gqyuyxEI6WqwMaKwXDbeaX2tXwIyRw9CijXrlmyekf+SbjEvY+nUwT+Qt8Fsq+xFeDfuPEBFEWH2DqnbKsWCKoOGSrMXrxHz5Hd+TnbLd0sahA8noyxHX+Dmpau3iv58V4q0cKt/L5q8uLKmsF32S5YdpXYYjsnXqIh1EbaIScvm9sOY4NqGT4h6v2MoM0z9MN2jendvUb55wHjNnINHxhi1bMiYUOFhTv3x18w34qsAmZOR3K4xBRGqJVwy1JGgWn4H/+vlDMby/up8GNmiVnWzasd8slPXuhLq2fyUrUA+MiRBbE7MlEpVja0cpjRYk15+EA050gacuyWmZ2+t7DJ2DXxQSDpCfSCUgMI30RoJOE2gPVhsxn6hMXvx9A1K6w/1ApHJxGbPlkSBLTX303wf04tNFeoNpEZxZLJBiD0Qf+iR9tUx/FxWkprbZplyTmaVe5a6kG4iPFinVfeI4ffQl2tf+MxdTXYwsl0I7/dcW5Kj+NLYB66PlEhHiur0DVY+Jl/zr9tOnKszlh2b6UImm/Qnadf6FOww2OFTYlN3jxIefwlDNCFDp9vefCs4vQmlIWWqLXXfO4ynHGUhNCxmNxHpGjuslYbt9ZeLiGkASMYtbi2CcyS1oCFNbPYhD+/dhpivbONf6jpuZJi/awOaUTM/1keRUvLzdnJ+yQ2XXv489y8erpsK1zr7NlQ0JI28M5yHlGEILuNfdJpYrbEnDmhHd5Y1JxWXOBK2uZw3jpd0F2nHlNmXEyC0DhOVvC/YBRZVTGbXm9RCoKQpxDMqW8hZG20ftbpXkOmisAsyzkl2FpSV4v7lJhy+rsB//ej5gnAxtZ5SAu3C3sBMO1RCKKksMZhQF5WgElGXos6xjHWh3I7imYJWpHVqzKEyDcWRL0IOWZUOaz5THXVs69yfD+FAMt2fMrVGrMdBp5cb0qYcfp8GgwMhLxvorrF3f2xxXu9y/ggpqGx7GrgZosfaDLNvJkUkvl4+YiPqfq3o/DhjdS6oNpEuWeTgHeyTtT5uYPNpd7nlheCvsGrdY+Y37Qq8p9/K0u4fI1TwWCq9I5svlCDZiDVkzDhfaBXCh2Tvho9GbD0QlhxGhrg+9DSDnkr3SLHPmS31w0Lma+vtR4GnvEcdlYS3WZ4SihtNaYkh0EbR42/hg4Jahot4mppU7bfhm4IxPdVcwddZ3nPEKVH5FOBxA5muaus6Qbv4xoNoLx+ZfRBcv7ytbz/uA57RflGM0CmXKd6jS13jwkNOnOt0nwYKpFinE8u2bW09W2ZG3PQo6xjpvSGmVai2DvToa93LHO/ENopuijqKiiOwU9GKlJqTd7A3cFa4KDAs//C6KSMtoAX/tbo2hvGaM3psLfyUa60sG3QXoQ+SzJQm9i9HLn6xBnSmfRLp0GsN8vzm1CC339oxDpl4N6fnlKfHLiX9JaUuevFlk66Qm9xivwUdHW3DcNkTRmZUQD8andc3KmXnDc3Pq1yC9eaU24LLX55wKUM/vMaI3B/Bzupc9U3jDx1shvYFp9d+eaj5AvcMvSQQhG2awzUPyK4Cv+tPh9eHoTaZc+R5H/bP7s/Oz07n6yzbWg21rzsUVLZzt2+q52gV80zMf8S8bq22afP0uOaIpkcQqF5U/9pnrzC+adIJ7W+/Pix3+fOkxap3LSwYgF1e9Xd8QjqKsIqJ8AZLQcWKePo9DTkGnJAUA+nFWo4j7uA1ToSUI33aQM0A54TVudwsowQyV3IWdOL+JLHVuaD6KC+I6CZQz779y7NK962tBZ6PFBmZw1c70SvLWN+RrsVmcTF6MAlIukZylTDy2UBYZElYYl9M/hv8yn0zqThCIwBkVZ5hZHSqyJg2XoYVCbLcDvHzjW8X/hY+T/CBZN1ncNlFS9pufqFImkKPMunt/PMxfL54PmV+eX5y8XLRy8LToqzxV2NHd0l3S3eN7ZonbvvO2GF9W4y2WbXvT/2fTrUMrRb2DvYX+4uEW5SX4nQlNZrrDY0J26nNafMXPnK9RnKvtTsYeJmrrDwDGrw1eBWenlrg9+rbawSLK9J+Hi1vDCT4KDQr0Rf5b6lwjbQ/v51t5QQScItPBKsXToSyEBRR/G8JWDRbkyHeK2QMVFMWzogZ0LBgl6xcZuPS6BCElB8V0T9nCngZFOanCF0anT+eQ/oYA4jH6pn7ZEM1ijj0y8tdwWzkYRJhJiARsbAMLBMUrM8Mn2rllJCJQ9r0U5MizQgRkWLJiBAboYWsYN9fti+/u+ybOG578uaBU31VfXverNSD4RFE/Zzh5yd41T97ASu+I05qPoSmU57X1UDox2MEkDtjxi46XjqgKG4HiIXrqh8DQnhUQB50QH5CzZDWwr3oAx/3IH3VgeHeGnYex2+MLsaefoDHshKo3oXqSxaKyXBXEEDtumeQLpB/vnh3PWEGjKByW60+P+ztgJ5dYtQc3dmS5vx6RrqzBqiJnxM74xm+JKLkxfuU9RgMdWW8Dcs1tWxPHzRTou12hELbY+6Ex2OgRjZpT7OZJLOGf0dpieYa8O7zjf4WdIsCSCekC4e8C1sk7iKkm7ihDHHQfJX21vtU9xSwW5DDiPjZdUd3LJUDvU3UTdM984EORBaA01dSRXLxOQs/4I0YdhnjhcaD/NkpYfnG3o3kS6Yg+WHmQPxqW57BuQEzFZrpm+hD58jawfbuZEuCR+MGRRQcG4HXpE1eleTakqLJt3MrvBHvUvW5gSPn9KF1wqVD1k6rHJEsVzGjwnfzVfhk+JmcozgT2DW07fqWd3P99fn5zV3LePrjY2mWTacDL/AmD2y5E2DWoVT4S+OHnTe06HGKgsdJyo6hqlx2qJjRk93xXHbdg73lyXILhro670yWGe7Gq6Ur6niNi3OBuZ3QnKbonKJw/Ez+aKFCYQL5voy8z49PIK6Iu8mX7bqWOV4K8XZ2aEzxjlY/nwTHn5Dvvwsi2fipknQ2/b21MyOpRis4dbQHbPMtD9TMzG61SkrkrdeiDBdAIurAIqKJyEPAFH4/55+WLYBfBOOWdrBh+vmcOt7Rw/TlRYrNZYtpc8fELNnfESM9QqLbBdPUrg1t1KbItbnBWb1FPejrdcH1PK5byWNzhhl+86Ko1eStdkEPTZugSG0oUE8ugGsFgaa52tUDp+h3RNb0X3Zc7vPU/nBpc6PThqWi5QV4N8iNhB8gYD/dr9HX+xkdWRNa0+88HcjjBtXz+JVIft0FPqRDJr/5kyvioCW/9cgUhQ1H5Och2Js+Wz9ia1/XGEMrZEz7i2orqK3L3cou++bxPtceXOvWkOuAjn3/0LNBQNvIEHzvp/38EHxfoP24e+1Nt9/OW/aJgtcFTMRJjsjd5AJ5jgfS0EFsvtvhBTkurwzeJd2uAfvV9qGCG0j39T7Z7k+3yaEdv5JdCXRf5Bz/Ep2P1Fts7ot9u4GW3ajIb6iDI3d0X/iHHejpQJ0XUJ+LmR3Bu+ELcl1P1KFXR3LdL8iIBj7Bu8BU+c4X7zd9X1i6/uetzA8EHwC6tpcRezSfw321XZOX8EhfqJO9rEhfsJq+Clof5G2/FZ0P1g/sbYc7uj2gj/7hb3in31Lm/yaHMtP/LIcyMzP9P6VMvho3U1vkxwjZyw8LI5ThBwE9w1GOI9WJ2/ZUqwVE+/pGD81CYM1Md2e1re8we26bTh879LYjEE7BJxxHWSMc8TnC4koER7zhvpPf2BpHj71U86/7xRV75E4oZzB4WVZB7qA7VDDokzyuRDrDZKZGKxf8WN54fVIwvt2JwLmk8M1y34lSo0xR1KU5Uzj9A7NTVMDvXEHfIuzNTlk1fCEogJ3lF3+FCIOVyuSHhZC/GBcU0Fz+lpMl25fz2o7tUbMYB6wgHVTCISwUynYBvsR229cbs0qjz4UPPCUfmHycP1j2Sly+JM4AOcQUBFQhfMZrqamPnTQT3srkFmnWSqEhV1FauvSv3jtEUERT+TyGyIA07/prDiEGu9WiCNCVnQJnurJ+eeqOL1VmFcPK8YYQwlRnFOJFMCjBhnAgcymOreZrnCNa3g7yWxN4UII1MYFJOHl+0dBlbxDKnhgFhFZklDAllI8SppnDBjaoJfSBa+0c6AFeF72j15ACmAedjtf8LZAzMijFfhKopGr5uJDqqxs6o6MVu5PHEXmSfj0UfjZyfMJ/vAom7+FrtjAp/43/mf9dbnlhCUkxWc2/UpSL2TmZWxj9X84t/1f5iX9OLs/A8r/JLs/6/252eY7/79nl/8Uy/6AR67/JLs/2P84uz/5/T3b5f3Xdv88uz8DI8P97enm2/2HCdfZ/2iu4eukLBICxciHDp/r4ZWb5xQFpAIkAKFUBJ/9NPLL/DzPYs7Mz/FdKd0a2/5bRPVtVK+qHGuaXGTeT2fWT27DRzBtr92CDVezKGGfzytpWZcPFo62t51jwpaT4lkwGtAxRgWLwPBSFoPB+kfygFHGQfBGhikowqUC8qvt+EaUg/m44FKhmEIACLZKKu6D+FxOXf3lsFPPO69fNZNbDlO/XgZE+AH9IBwKw64GX1fG+2AWL8vaw5/N4NrrOC04nfG8pRs/Pq6dHLXi5L2vwAwC/LvfPVzqd9/uRZzpAe47OHpeD8+0GX957fWh+L+Dc3C5/oIcfbuAHZBhqdpsedyTHzmkgcfQgF68zemtGXzjvUMNow+FannRbxxmXcgzVhpfbPnvnV3g99r+FokLZT2g9Oic6wbjDTp9pee/WSr2BsKjDYSogkAzc4494AVw+Nju+38ieSM6UT2Rp7XoBdlHxcqJyg+yUwam9nj/1CL+BvHKnwahntT/4UiEXe0AphH/Mh1mM4pP28jMLwlN6gMwSxIjfQpsjHX7vk4lixA4woHoR7ecOAnwkdCC1dqxsAtBapwYMWfdeXmnjsAIP74C7FDGu61iBUd+vjlszhREgEsUL0SrEi/WLFfhp5xEKFAgXhGkXFQQR44Qz3sOgohKrEpePKikvxkkLF8RwSw2xI/EgIY8eKDPHYcSnCecUFpyBR9k4ZfgfMYXjsQYmwTfWeQ+zUNo6KGPqbF6bSXFN4V8NlBRF3cSYSwK5wo84wRVcgM8F3YCli+7uY2sUyhr5fgDeZ90I5p6xBXbqWYKBfgMmamHy6j9A1AEBqQnv6oDkB/GPQxiCCpQTjoYiJGEFnBOYJ0K8oQh2xsSZ42PwCtaH68sSqdMELRqAvEMIeoARLIjaxxBKOyHUb6FqDxFqnilQNSxK5mpyiFZNKlA9LI4DNTlkaWoUqoItjkNamoRrahSrhiyOQzUxFqiqliWzWB4RNzlEaHLIVGXlq04rUl0sjoM11UtUWeej9n4WR/EFxe6KqU9xlPbjkzOn+edUHVK+SuYrOozH9K4Y6DdoRyGz9xcRazmMtzkYFLATMD36TwNQIY0xKllwDRRddNnWzFuUUAJZQAub11lkUgKdFa5nK5ckFGQzhbC/HFhhP4sooF9RKyW5p3BPxGeyVdklQ8VYlM93UjQwcA2Teymo9uhQTiFaOGbbxmBc46N9AcXGIW4KsD5C50PvgujGiYigGD7iTicOl0Fwvi7Bd7t+f3153vDUX008pciMiEd/w/kG5voBO7PDVDhFiZHUXNZ5ffpTsuIOTQWNIX1Yt2lXKVup1IzvlYyXV5815yy3qXvHyRsv0aSo/9iQXjdYePRo4WkYLQyXp/BkgSe7abRJEARmtUyDKt64CCqTcEbHXLTc7mAcqWVFj0RXRHsYn2imjhbV7s+8auC+MSatcTvrR9SRGoeUoT+MYjiqWl+olG8Qey2klBo0aOu2cDHqvxCOnkD6srQ84OvT2zuRD0Kj7mes7HPc8yAV0Zl39NDly6ctI/JWQR9gYVFStaxnVXmwmlqXrtK5WPZgaS9GtuZGS0XRmAuTzXoR9pLQUFUdw5JVwlsN9oqvY9iRGMiybTb1/Nxbh4rN3Rl2JtVdsRLTWyMVDLwzlz0thwa5wLcZwbyURIan6n/H+8VDHE1nuOREmS7bNqVJ6Pi0qTWAgyTFWSmCYTtW7kRXKAxtZd9VVkiSWFoBLYKJqrKCM3U4ejYQupLe1q1JqE2bKT2pXpUkQRqylfFUrITILsok0xduRbOwjyMVXVIRZERL5r0GdSE56H3L8AEk20t52Y+T0QKOHjzMv62+ob2hu6Fx8PKGP3Zs5E4gd++gOzZzgn5fIFBxuF80o+1xPH9NokkSjDFzJ4xEIqLUlJWyol1GrPIq5FXDt7HC4A93bHu9+nEXPFQ15Yg+rXd4ZVsSSkOTvy0Qzd1lpQsPXfTJbFdW0pJdjPkAgpSiMA710NkLMXjvsce1LQAu04FuO1rS5PYqb2rQ92xGFVC4B2XmPFlyPNOkKSUlrGAciG4iM3ZeXZXGkMzkkEVi/lNGm82pkl0qfMRRso9FZJ9dtN8F2ZQwOU442VwRM9HCyJgUxGtR3l1UZanQINXsALLaeFCku6g8ovLZaWu+MLPFQeIXp00zhs944XtGzgT3O+zzz70ps/2Hb4Cj3Tyfk8zcDuTmHcTraF+uL5Yo/5wruOunwEhetJznpCjf2M9c3j0jgm3YXPn+BzXoGVMPm4GJW/Djikt6r8he3Ov8kl/z39C9e755cbnboX3LrAV1TV0zUTegt5as1ulqrvWAmxscXTO9r1d+kGk1N9yX2MHDA+lEEFUWID3+9Czh8lxB8hRErSJBXnBYsfkA7qNVyqouobH5QQ1oRLrBUElE1wKwcCKdcEr0mHekL7NhLwabjwuIdgMw2OFu6Jz2zIfwbGz2yw1mCLLZwuo4BDCpiLIwCDF0+JM4QmlXCkbeacG6zKPck311YXT9P9XDXpBs0wQG1fQhJhD1BmyYI14s2EHJiLrhzPakB1v0kVkFv/Aqor/k/83zmuN/+P7A8d9eH1oAAfAhAOgrv3MvISsLxrLCzAEBAAA6i8z2iIig0TM1AMhNTQD//MHb/AmA9q9yGf+xlI+KkCLjnzOSqYGztdPfT1D/q4rTn/Y/dgqK/VfjH+pd/U/r5rAx/PPRZkhDKpKIDaH7Xe33zy76LsUz2Mi+KzH8FmsYDmMgA4KG0FohFxf8UH4fT2XKMrycZmMtUlMDkybcHTW9ZMnY19uBmcrXe+85HDS8p869qT2LPo0KZuRmgy89vbpyk2aGgCZtttAaaLQMvW5qn8/Rp/5K6vfRS5cGxu7LwsdH19jcb519s4aW/HSGbsWoT5eXuUAKIKMpYLsmB2nmUJrp4Gxc4pfrWYG0qXbayad7isli0KnmHXkLYj0LkCOd0omuXze1JIrLwXs130F7s+FGjKHPD73Gw60mIRG8BUilVVNBggWVHJVI4NMQ2rcp0KBv6uDqSjuyN8CYZxjRLO9EigN0Q+JQ6vAPN3CRdtBnblY2v6JFb8aWATma3V+N7qQeOl/GnuvQcCpN7Gu/aUp01KGzhB5cD7jge3poWp+aRKm4+GDMjkEyz5D75Y764YOsBd44tH/0z1A1XhcIbssUHxajMLwBsQVDtun7FJf0pEBK5kKb0AYpdg1Y3/qzzkKZ9zpU1qlqolxaEDCP3NStgcM3w0x1Scm6O1wmLHhP/wz/xeF2k4DS6GIVo11v9J63wHTGzGztci6uSHSkEGTX/IsOwCA6Jq54oEFcSdGdmEWTX0HRL1x7vI1DwbFrOhVVmK7iajhcPCkKu3u0Mj6NNMY4m3DsIX5wTVxhGZxWS9oVDjnXYD6UjqSbRi+027ahiKQRb2oc8wby3en5icrMW/IQH9PQ1ZTEsMyQQyJGsGyZjJeUrO1OsEaih9zbw9BSHZpEW3pclEyf5QctA7J95hTI4gcpcpLGQnG113no6Fv0W8Y5JSljgu6ElmRNpSjBcXNRPSTxx2oQoSUKb395RYKe8nRtuAM3ZeiRRwv8ke4AVHCfI6RZUlvt5pAixo/1kQOCmBGkGZaXrWsnu+FMpYVJoAeN0Re3Qbe6XZTCHBLnAjnmCkeILzq6xzDwbEdwP+JQf7PhYNulSUrxqhVaIN/eWVaEp47Xk7jLWZJWiOYUxWzWpIigtSBFF+rD4dSd1FZw96aBk67iKV5YaKl+DoZKuPinfINYCVbJBcHh0cUP04VYVfslrFxETVyekReSbkcseI2ITLdRsR2OelSpgeLHtgSkoDoiIxwuIhDDVcRvgnvaAzwju/4ekCzD2LjQ2x9EZO5FA8xMpZ6QbPOqnL5+ya5zKaMr1OcUr0iWKCn6JynONeU7Rx/zFQlLdD5wz/HJq2pnnAZ6ATLtSLaq6rBL/ZbppVucNBm/Ij045YgPZuZyYCrnfehvYVYLefZMnyjPboDAZI/vul/HtyQleWpTvowRPmoN+ujc9iF8woBKOuZpU9z2+UeiRgzSdeWtP3jb8Oyn6TRQFFW5TK0NEVk5QuwdYxRYL9IWvaqMenNcouo7aul18VIn6gIDeoFCgPvtE55KwFgLixJHwHxVMjVNTtEYVpM5iTve4Lzr9Z1uKiXQun1yHYWI9VDtjO5JFlFsQTIn+gi37ymNUWUbn9c2CF+xNMgOpUoVliEyk5fCLDWiLel0yh48U6708miTUqNKE1yNhRFZxqRq04kpKtM3G2MaJCx9E6XHG3+9J1GY82UhPxV0KKSgrB9NRVyRORYisHYKrghn25/lvPbUmBrqodoiP5GsotgFZepM95I+L0Pr7RQ0/r71QLcI99262EvyhWQPlxp9mAnt6oSxxafjUdZtNrfLoh+LkUwfcUHxT5wM4qZzlKTj5ibP4dR8mlLDpek7928BnN8Z6mnM8jzGix24DzHzqa3f5kAmiuyd40DkuMC2Zz3J6n7VPDHnut1mR3IeYWuYztdW8hDmc1QCnqgPKTpGpgvB1zlKRCN3qSGjIdRryJcZS5VX6gRd3fQBC1jp7vRDePaYj7iscMqupesj1YFko6JGX+p3YJGnolla+7zwMAj3Tq41ehJZJabeM5X9ACB9pp5n00vHbWMqYeHbDrTNxP1E5TFTt+SNx22ra6oh3Gzl6ooQvmfZYyXQE4yeQzNwnEizUvX0PsG6/k2JNKY2xkmqJyhTj2Stqgq5VC+5ltMhb5eJTfRKqSF2GFkqoRowdSha7XR8M132uD4J0S7jq+f+5RieLmu3knPWMVJyk79uswbl9fiKUH4Bp6queYN9+XhvEc6hAP2jvEZPCPWZgfon3sC2G574csNx303DOEsoDVST1kKQm0gvpii1/niAnEYvNzQ+GjeYtCBPp1htm6fo5Jqfj77uPn9MuHjN6QgGz+Qir629KZ3vZlhr2y0iKzpv3SO5l31l7tyIOPfGxpi8Vznuuv7iE95YHzbRv3mI//9dOfF/Vhbx/5mqiP/D6m/srP989JhSlYncoEfoeld7SUNRXXoWrwUx5OJI0tWE4bH2oGAOTtFZv/ry5cyIx+6QYL2gTkoYMOZensxkm0nI6PbocG4qf/cuKrTXzZCX+oCVtRcMwYpCGV/59Cah+Hipau9I/tGhA+pOtTJeyU/rAs+XMrZUOzwSubUQsimzEB+pEFsNLhUJ02gsNNFtZ+JO06ZYvhStSFkcBFsp3UyrFWzndb2jktn9poJ5AhKwKOBXXRWWcduBcTFSs1Tylv8mz4LO1aQLyXX++xo02EYZyKssSnnNitIsJhlt+3icrEzn8qknPKt4QvvxsJ20GmzaSRnYe30c8zcFiejlKweO8fUwjnalZuuvemDnhnHGn7zrqUjgWqZQTmyGk9gYiW+c917MNcR280ND5enctJ4R3FU0dVQC5jBYuQWKq3G6a2pgVljeEB0oHEF0gdOLgXx+cHUCcZFbByMmhIuZ/NcLn4zx7Y8eybha2AL1HlNfYDYRPyAOS6gzGk4tUgT9Ku2SbmkllZ51KDdLQ1oSokfSSxZN06q5cFHV88crnd5szSbHzY2hQo8Mx+/6DY7a4YLgyVgc0siMDvynh1KcmaE1yyZWcxAT4O84CGD3rIKNlwCd0f2Kak03KESWnamTw3aaCcdWUamqSDbIxxTHFZnmEvgSFgXSyJqSnF00qzgrVKIXOUPKZ/iXxORHmmjcMJyoX80H9+PuQqP46L/i7sC/iDuzynNjdowerZISUtlbLLoiz0f7h47ciLuvtR/Xw9pGLGm93tRp2p1IvUnNnDX61c7ng/HVU9ySLp8KYcG5D2q3PnLrswSXzPJyEk2+j3MtfjaG6i2CWM25r5vpOs5yxlnUZJINaT+3wSpKDrqqhnK8pcIsaE6eUheiWPxMqxQpPMjj/bVLTsgKsWjzmvtYESK7wi2+CXBq+PuIB5a+GWcG3c+6wXZ0HSMUUlYZknaw3n9WZIz0q9kmz0QflUaqP5CaW/IGu2Sqn57AAdvuOwjK7hsUbOgOS6xb7+TkY1u0SQh9b/FNe0QdzTDB5t5ohFUHgMNuWGFdNaphVuE+9WW5FlaHq8+oYNx5srEbHhNcjzn2PPURIc1U3Huf5/GEkceFATs52yc3C4Cv80aqOvXny5Ufn1z6gIdg6M8iWNzEEFPqd76e6w+uf91h/vFXBqE/HU52DuQmwnZGzv/xiVbawtDBwMEd38XEwdHCzhafkZaV4u/j/jSF/6xpcmFOxv+oJszIwsDEwsTIQEXPQUZPT/ZnmIyd8f9hxJ9tzNjZyOT/IBH/zyaH/7d95M8cAWcn8z8Y/9wpWzhZm/y5+a+N5x8/mf+vbcwRik7KwthR6z8++OIz/O1z95890PmPtH+s8PwflXn/7Gf/qzIzPT0+KwsLEwu+6X9WG/6rQvR/qzbMRE/P8d+rMDMx0DP9K42Rmel/U5WY5f/5WsP/H1BLAwQUAAIACAAyEflYnvcgs6RzAADFegAAFwAAAEgxOUYxMDAwMTAwMDA2NC0wMDQucGRmxf0DkGdPtj+Klm3btm3b6rJtW122bds2umzbtt1V9fo3M/eeOWfm/c/Ei3fj7oiKvXPlcq7Mnbmj4vshVRARo2WkY4Ui3T+YWYBiJmAgsDO0hOLhgaKXsbA1MXC08DQxJmD80yJgZmRh4oSilyDQImBn4SRgZGMl0IGilydghaIXJWBm4ORggaKX+4tV5Q8rEysTFB8flImt8V/qCP7/ckG5O5qY/nGRkQOK4R8XIyvB3+4EtgT/F42dgfFfaJyMLP+TxsjIzPQvNCbWf5FlZGHl/BcaG8f/lGViZWVg+xcaO8u/8LExsf8rjZmT+V9obAz/SuNg+p++MHFwsnD8TxonAyv7v9AYOf7FP04mNpZ/zR/LP9lwdjSwsDZx/Fs9KP8pBQKmP+OrZGfnTPBHkEAJil7S1tSOgPHvzwqOJq5/H6k/48/ypxokRbR4GNg4BZkE2dnFhNlExf4ExSomyMYmKMopxiLEzMrBxMT3v3Po/FVJTs4Gjs5/KwBGdmYoUlJReTEoln+qVhUPexN6YQNnA2s7sz+uGJiZOBEw/c2v/ypDJoZ/EhCzsHY2caQXszZwNhExMbIzNvnjMAHnH7eVCVgY/hS8ia2ZszkBB9PfrTuaGNhAaYgb6evvmunre04AgBSbwGzCQAAYNjIwABEOupAYxHkymOrfGu2aJelrDBD1UfIOCnbvIf5kIwZX9v+EHIa3hoSZLNFnFdhCHUPI2KMBeGCEdv7LtX8o/4eTrP/ko5KJk52Lo5GJEw/Pn+zaGSmbOGvR/5mx9Com7s469GJ2ts5/esQYCNj+ipRejIWA8W8x8/HRi7o7iys7/4ntD4O4MsOfSfP3jj/B0Ks4WtgI2blr/ZUOVk5WAg4Wpj8zWfiPNhNbZycCRs6/j6esibGFwb/yKRg4/mH7R3LphaxNTIz/lelvw/HXKPxT+tn+KTIhAyeTv9yn11STFJEXoZZVppW1sDUyt/uzmNj+GQwLWzN6SeM/diycPWgloOhFTJyM/qgxsHX+S8pJi/0v63/sKLsYOv9l6i97DP8w+xfHP5ll/+dB/9P1lypHC3tnO0cCjr/HoK7FqMXKwKDzR5+IOgHjn9r/L8XCkiJ/Cf2lmAnqr5ayh5Ozic1fdf8ns0omZhZ/hs+DQvCPKRPKP1L29tYmNn/lh4Ve3tHYxPFPIBRSBvYGtoyUf6X+jwIVO3FJEVkDewLGf8yb/0Mu/l08HP8Uj/IfV9QIGP4e2J+KNmEi+MfgaUiYWJiZOxP8c1L+K3IoesG/8ulMwMHK+feoTJz/BP530b/n2pmAlvGvefBngpg5/bXI/6VBzsDG5N+4+ZcbEn+ZEjaw/4fdvyn+S0Tor+Kg/bNg0jIysxNwcrL91fUn05J/pqqFkaCtmbXJH8n/Co/zf5mj/5iXTMzszGz/V4uRgJmd4c/7559nala7WRrxiQvZu+oSOhV4kNC0eR62QCEwlsDJJi/vgoWpp+M0Mw4cpzCcJGNkkciRSDUNZ416S1cLzZj0eknxUzN+baK13pru2Hbnx6UuP5xjnE+221Fzc0vrzVuFP5zwOD8as04ZlQpgqZz7zEcOPCQEIWp3EEnS1iYWxvZ7Y63I3uTJ3s38UmnOaEQuCn9AXN7gzgP79Zb3obquhC8I4Z0PxJ78VtfDZPRxMD8E0a8GiO4LbjudXu+rGXLfUwwh/FekTX5PaDmI3khf0JhvsJjIVjyPfYt7HRC+D32ImF6Pk+ulCb9X1ATxU2EmnO8p4tTcnlC/NJi+O/4+h+ftg5UbH7vzoROEd4ZVkk+k1deEW0aROJjnHhD1rIuubzim2S4BkXgqDZKGID/88I1Wv6Pcb0Q+6D58Lk97A+QpoiZc8d7GT+5t3KEfiD7fN5/oq72xvlHfWEiIL0PfY5FEYFrYnHWqfZkQ6aOeuzIIwR3qtnY37RP8N3rIgnPZnb9tMNq5c8kU7vXarG7or9+2fHqPcl9qWXZ9eoOp5l171r5pv3/rfgjrK75wsxa5vbzYcvce+fGHmLvUBPEfBOw07L4giigLnrqoTJik6s7odsT74OJyJ3v5kN112L89Pg19rQSvp8a1qWj0NM1/d0B8zM+bf18gXY5mJ2I8o/om9MGdZRXVyb9JgnFrnhTBfHDxl/fJFTkpBX9S8Jf3y5U5KYV+MvBb9Ml1Oc0HfYLwW/THrHFaDPYMyXPVHTjLgenz98mDWdVC1yxc+vGqIF9+z357toW8ZmohN8gRYmvQ0eDzs6aMZl/78SoJw+dELDdMbJLWmtEPug3/Lsz8UuxK8eHV9OGF7o3339J4kt7ohf8Y00SLhjT6rC21bP9aWWhmDzqc38c2hGJTwmLjAMZOCIad6g85MiBG1y9EMSh87hOj7hejHxw+DY5eA8euBMLuhMIuBcsU4LcOdFkNAtNHxguK5gbJHGWwLoBd/SWmj2w3QDanGUhh2pfExm6SlMk0LIt5UiJjr0zWTqm8mWRhOw7DbpKSyTQim35SQmOvjNZOKb2ZZGI7Dmg7DsV+RMB+hMBukpzZMCz746TE2l6ZrZ0ytJ1SvI3yB8MRBbtJZKZjVKZjVqZjYKZjQqZjRKZjRqZjSKZjSqZjTKZjTqZjQKZjfKZjeKZjeqZjcKZjcqZjdKZjdqbjz0zHxEzHyMx7BPYjNvYjA9txXFspOBmPoMx7CvYjOvYjPPYjRtvxg82kj80k8jZKeUflnP2Srp+Z9yzsR5i2442bSSdtlDNOyrq7JV2jsh7k7EektuMTm0nqbZQ3fxgzM++p2I94N5NeHJXv9cc//lBPSrz9M+8FbcdD2yjxj0u8/5hStB0faaOsdVDmm5Z9U99MkrdX7vljQtJ2vLSNcmdM9o3OdtzNSbknNPO+ezPp5qDkt5Xt+IuT8hcs+9HCZhL+bglKXxL+YYl3SOa98GaS34Ts259IYu2V+f48/VH+x8XcP2YDMu+N/vSOyHpkZ96DsR+NtFPy98u+/TGTuZmUu1/iHZ95/8f73pOS33+i+94v+Q3DfmTWj2LuRdH0CeuMcQRYPXqRXuGveaQ0GN22h1AY7N2uUgMGER2CSiMpQtRgYYSmhhJBWmEPghLf8El+SkDV/5l+ze58YxPTpBW9F7aBQ5kK5SE2mB+2gWGLr4KyoIJiR81UYhHlsTE7/UN07CbLBMd2zw0PXIs/MOcj1fck4CBWX4Zy2G5te8fJ22SG7xsXkmsQ7J2r4+pzWuAlFe8V972v/qPvbuXl6zj2mpej52X31wbGyy7aHUZ3+2fpqd2cen7i63NTOzXmd3dv9Ypk52fy19ubr5Kebg3xjSdyDX/Ti+d1hiP0PoJ1q2T3l6ov5R7724qf50fsHH7BTkjP0qcvv0a80AM8rinGZPr3lUSdQjlKYHxv4EWi/Wcw74o4VDXb97NSu4NBj5NwgRewNj9Q9u3KXKyA+qW3XxGuAaKa6ZGrh6FFuMv392iOD17k5fO3gF+EL6xNfuTpsRyNps2o/LBskB5t6jrdxSH1RGuna1/pZOf4TqgNJB+2xccHLT3829bbs/1J567DHow32Es/+dUGR7lVgjWoMgkeqrUMk9BaC5Bt8FwB6uwUDUlpOCRZklQBYG0cxbCLOBNs8GgBgeLCHIngnyOBqs61Iq4Oq/MSUkGKsXmETM+ukioCpAGHUVkB1cAEijU1DlwbFVu1AEXZoAODOaIUQ0q98WgDwfC+omw9UwEBwg8yDXThGKBkyWRsTQYkJBDR5QJMnWnOEqMN3S2QgOLfoAy6wKqdeIfb95bYX6wUL6k3czHwmjy9xHTfTW+RnlIGgUVWBuFd+HjqK6pkFkkchNZnMgMZhWP47A2YsjGde/4q0iIUqyXjjpvl4CikyeQ0mQyowAvuDHtrjQ2f3/m5AdangkY6Xq6VbuyBOPTuVe6yb65vZrtOdZuxeocZSBCZHekyMAibNx0ZVSHCCWJ93wlBY4S8eWMpJBRyq0gk3OajVL4Z5xnx17K/YC9/HRyVjQcmCJJapskkWUNKM2sogUgqCmswiCoK4k1E2vlB+wDf3xJwxeAJzlwSFdst2D4N8u+cb8EcpIPLn5isTTt5cmrum3Wf2LjEvqpuvThCXlO49ALfJ1xrPzFx5JjHl4n0Gyrmqbhmg4iAIkVUOAYgjGLCGqFaNRQwSaD8pOKlUlNFvMigok7LitdQSML5GViRZibHQAbpz+F/hkbq6g9ZkA/+QdDYqc4ralK/RpIiIxCsYKk+ESSRlo5E8rMkMwqK6LCrKqyFlIm2B48EKjEtClQszBSkMB/T9CKBoDxozFBIX42iGIlBzj+VRAqoHlerUdThhIpe/dwf8Bv1k6TuHpfkWPdIl+awG8bWwY9F88uBnL+tVYwL8z6/rJpil8Dy8QUdOIMkQsTF0QkpzezckkKKlBqFFQdT6ykrsJ40ogGHLTANo+LBYJKAkaSAmigZNhD3Nn6HeLjlG9Ly/ARghsjcslX88ldpM/YU05FH/1xp/U+WbD6I+K2xbPrLu+YuZEyqLbQggmDzc7BhInX/vSRsWQPC+DBj4pD3fl486atXdePQd5uRPUJFQlGUobIX8LQKbEZEM9rBxYFdLZ+PmVl+AVw6wA7XD8oZvZlCXdPQAd2a9x/dpb3RLOV6mTr0reI8MBaimzo0RyeZxMGxT1qLQSgIIpxJkMPFbPHOQ6jG/gIl4x0DGQ6owg1AMRmmVAmQBpdl/m5FQKo0jCGoJyPMcfu7nqIFRIhbdVhpkgPxWNR9VyXl46uuxpgJEBNo/VCARSzEOHKEniLaiemWwAqULRcvXOie47n5ev5S16aL08oPZpfrM9QL3CeNeXIuD7r7XvnYvNfg31Iz8rjwdcJKlbCgkrCIE/4hAY6rDVFhwsZCeWIuG7ODFbZWDSTZTSgx/HNfSQTBQmiPyLhA4DOl4tqSi5AmaYfYqSyyIFBg6kLds3WoUNgZBGF9CLswphmI4RpUiMEQ7jDKY3JP0kBmCLc2YCZUveERu/ACZpuZe5w4G1/co3t6YrDOADrbU3vZumuCDbwaw4zUvYkj1de6nQvyv2XutgMI3zh3l/I2qtVuNxfK7TVI4sr0I41EXQgSNJBETEFw/HUGMNIoMqMQaQ8l9PkUjzRoANJSCBJwEpYE0DTK8swVJxryXZgAL+o1ILFOxUfHmVgM/XmXMHCO1wgE5RAlk4nACJL9QSWoKaPzCdIwiHepBDTDy6geFZhA3gqpsXrFk2CX1MpyqYeu7IDQf8P2fepc1yce8ezr8Lzwtmy0dmRf2LyKTXR+QE0DN4wCqS5gAu/W1rIblcs5iiYc60gvDYhBYLVRVDRIGGuBGYd6hxxbCb4SXtiEjmv8FoykuM0CIgHIWWaU+2FJsUtCSJtmBWoj4AsUJQwaq6R2iewRgBGFJSSl1t9M1uY/wPynmBHP9yI7ITY8BpRK4UI6rQP45fO13raZm9+YP5m8O8kQ2LLDQgcgX005MWcE3EZJXHTiu+bRw2nBxcV6AHwkj52qRHhy4IJB5XIG6nuUwLhiJeoJ9H8YqOw1w7pG23wDv6O+ss/VT1y5Nx16tB9+zA3O26a68Eqf6YKcmwcazWpdltEJif+KgfQQSLA4Nb794DJxjGZOSkuRPgMQZmEg2ciwEG7PuOs4cTstSkCK5cbAAkShucX+kS9SDyOtOghAe8s4HHh4t2QnJPtJ4xxMpbmzUU+UI3TqOXfzI9szn9t6+MnmxYu/N4bfwgi+ZOCpVgtBPQJ1DS64IaSfUJcRSQwROuOnJJtEWiE5MlfJO3XBZJ5/3unPDAib/sCevEgFooKSIX9sBkGGKALQWBLUg7csEevTGC4UKBYiF5gNTHFmyCGxTjMNRhh3IeECUFY8qLOEJDdv2RQRFPe5EwVA2CtH6ZZEYi8XzI1yhK/Noy2MbmQALrRgnAGwZKP2gD1jijRzg0385qlD8774Q3cKuCy4hZvUdHcC+Ess92jMy+ijhHxnoiy13fCEfveB6YRCZgCKfHfCasRxRjpYjBd2hFhOBXj56zq2Dvnq6CRuiJsfyveM07UO/K1cT3BUdvD0G3vjWz5fuFvkj2/beEMbln5DCSxLDgFR5QYjCNCMwecAQxm414BgKArGJWUCEyKEsKSDP9FcSNlhuoE6huANFaHueBbDy5RmUZj0CUXgM4ADtvN1WoRlElBGQtbDETIZkwVxGS1YYJfAV7hISsyB+qoEOHsCLAE9acIRLB3yiCaIRLL2bwYKmFIc/NnJC4FiRJzj2CuQaJ+efproo6M1oxOuBMgqiB7Uw/vbfaN9Enm6p8LfKO96+WwOCebSRzn7XFK3yQ237cV3TxrYPTt/3NMN3H/Nd8PF7DhTRFaZqBhqMIFel5QxsXRg7JLNAv5Y0VG0zzOWEU5JEIhjiAYQJOCQURVAHXUTCsAJFgTUj0+PEhGoU5T0lD0CQRcGvg4dCVTyx25u6jfeCp75iaj70jCdF0QDrQDNRYN44E9JFfCc4t9CXOcIoF0DiDyXmF5UdS6oBd5ADcgMGdZgy7gGEaRtClhdguG9Ds91wA/MbgFMfWFa+RK0pYvt2om79MA8IzFzsTv32Qjfwf4xfuNPDixMiUAnRTIF5QgBmCWbZhBXUYySl7GeaNaR6Q++wFSCuFh4Wye1Gp9ubzU/4D/dp12EMgLfJ+semE8oip4HWMlCFZpW43S6nPfDgRdmDefx/QRndy/z9ARfBLzXsSf7eOOKzd+XnACuD7HPLN+/xGpS7lcEDIiH9iCCBLUEgcLsbIDwFw1GFTkxG2khYFsNV3pYuUbMcKkVFsJgisWpFAEmtYXKfX0lUMsneV/Iz87frRO3PDynjhvdKfOt2cweD4E6H9BvJSO5vDfqxq5KRHMUgwVVQC0ZIShQQrwBxuQRbHAq01PBMtya0pZQJiVGVEqzTTLcyVOYsx93PxAeASuMyTG7QUQhZiiAYwErgkTl7P1P4iinoyYlBmIsI4gGUynY2KrtfzU5hQQkJxBlIiC5mwYqISR+h38RMynAPLoZpa5cygC7wxdvnQE4L8KxtbzIdHOJX0/PxZTunn1H+BuknSHFjLLA/gixUWSqLuxyLkgzlkk5FgFRip5vgi1QShIJBqT1b1Csqlakgsl2B0aQBKsKMFMM2AMORatbL1wVwBY0bxFM1vIPRCsmZyxFYGJxlsbLSTl9BNH3dfqgzwvRFUHjuYIrvcut2RK8Hfj6szt6q8wNt99C40D3VQM6hyuBNMagygRKE0I9W6ZAZ1G68YigL3bfpwU4UUGBWxSwS8MhISOVCbTHtqhSiMeVT7yHfAXqP0nCqsjvFcZfzR6+PNb4tcWdvqYFiwv3IykN6WeiCq95Bp2E1Y/pYi/VkKW4EiEsgHig59LZQqSnmkpm80oYY39sKSbaAsHGkwZ/RMm7Y6yB55sCO8DepbzEl3w0yy7dMqhGSxIUWNX5JZYyBpbK55J3JeJkU1Do5B8bsOKGc20QkNsbGHiIxMlQrw0/7p9s2xaftUihFygDUqWLAM1oAux+5G8F2azu2PVUjQlpFAmq8qEubsaVc6QYaMlo82RActjOxKEWPT5IxxjCPHTLhyoPOpwal0u8HhoUQPEKRugtNL+Q4Q6g7cCO3beBej9/iOX5qL7mjOygzrb5xXzh+aDm0Ec5miO591HqA8EXdp5S3kge+Pw5xxg9jJzQZ/d6f71vRrdrneDzfY++ic9c/B5beBMqb93cOMU9y6aZfJ5+0u3xOXqu5obf8nh83FooUXjbP/4dP1QYmaCafrXG5Xm5Hyy9UqObupljaOFeNodjIRslLzcla1dlh7fNA5Q7sfljy15oP7njAxGfhWO3mejItFCFjgXby3vJRT+cdT1YwlwIIwdRExGOPkot+HcSADez92C37m4mTBfreLTpHjaC19Je0S2DP+gSgRamsz1kWGESn8jkZAjxBfHmoAk3ivlD9ks58bAk+EwAcv717hCbS9spBmu55SZTFXbrq7SawCLQmroNsERYVLAKBBaAq3YU/Vyc8EEfizUepGjUA/vKtQfyRA2FGOAk4/LH7kMjgMl+EZzY2bqBWlRJ4balhdkyL8ikH6RNQSNCPfcpY9Mv4udhwOb3A/AbClUW7F2nQs0i/vs6pxEPEU8YCkUTNpfTPATNbZ46x9280wLCfM3ypQ9wAtNYPsdU/2/qarbXFtBtkKydqamG1h3CGp5MbN1IKvewvp/NkWHbePCp7AeQqa5rnp1Npb46eJVs39FLPcilP6XCwFhoybEXCVKsDXFR4gVZwjBY2Blp4jEMyHxpU4jn3biQKAH6VATfSwHZlBDoTpcCuOKEVJONFRhJqgKEhkmSVm5mExlVreaPfrKgq5YjwPa9QDnEzQr46dv1/8JjYJQRoIodtoZhUXZFIaNOAHjMbRfrI0pAHQuvQQOgDRf08JOLg/Xn22rJnWfijUnfq9yefl7Jd/OGNQGgzDgl+XVExLWnPqdh1cXKzsvf3dHQ4mh4cbhcXt2odaI2XeuuigIvaVDuYnq++dje7HRxIpfDyerguf97IBgUdx8VxyZ2anoSl6vN8/cq5CVQB0SXVF98Zz+lgnQesxBhkxYpd/KB607/ne77oE/wtFcrgYab+qHoHE0QdF9QrpPsVkxqUh6YIb5K7P2PPAGCmGI2CCskAmtoAaSNoLOMDnMNEyTWKpNaEKjliJevy8b6pRmmqihmKjUX7CIeiPeymrMoBm4MQHTu3Y8sU6w8WNQffoNzzaycdBfrUQPIvfIr5lk3LC5TZcnLjpwxP1DGNr63Bo1BPZ2xLfXBaPNkZ2YCRjWcrZ0tDS2ZWBMz2NFl1oTL41Bb7suB8pxJlySii8SWGF2UspXMlkBRFSyXIcGE2q17NE7PaF8AmQRxLwcUirrBEwGd17nNYbtzAZHeTOaez0um+n7afKHbstAPOknlQd842IFwOHp3r/QUYpWXGCh34GkrLamZ+1eYmvjve7runa1K8WxnSmCU5wY4KqicqX7dRuJp4qfq5SvFAr6bMpBallOadyQCAo6YnY6Kw7nT+11rrn8hP36cphrE5vNYvusKthgbBUBAqVoMT6/nqMsUQWLNlaWgOhGBVqU8SHElI25BtfbObmaS4DVaxcBAFLsapRGf1tLS4gbn9Q7nRikqILIROhwl2uXw+305XPGXb17jz1EC8oqKwDgb7yHdSsK0PcnWVaPjCoF/8nExrePg1sqpdPNh2c8HNGFHi1CDV4CHWA6y9lWyBzdooOX7tSUiKwdGegIu1Nlw+oRS/QQWxqnbZAjNnNbonEo3DbgzNL8eQPO+lIOgpWfbYrhPY/OZutLp438fzq/PkQiRSPevKVNhdAjgqmJiADFUpD8uC3A5PyxhE+XCO5n7bQymwJ8KRIGVPu9MjSKL2UL0UkIbH6Jsm0WSrfIDccmk4jSCQxCW6pkcOjacWlcAH8i991WXz1rfoSQiTRaD65ANDOYNvO8ZwD5PkCVQLJ+c/3CvQ7iy0SPZggZTesjxzLtj9dTikf08On/Xvg7Tamg48EBwY+JFn3Mp9/om4LE6+SI/YNa+DNEyeD3/7l4k/aQT+giUFNRW5lfimkxM2ywoj0YAh5PCWUKiGjdxkJvDwExYyY2mtD+KhfMXh7m2PYvOMTVly6C9HYE340V+30JIclVvptnvz0cpy279Il9I8gLtUT/tlW182L5E+rF6yBwm+Z+K/oD4yn0/4s743+NeOrgZ905agNo/+QH0ZG9lgU3a1QmioXmHcqTkm83aeudmFtpqW5lYOGC6JqCr9Aq7pEU7KE7R2QqBhdilNQKSP1+mdFM1ioW5smdiopF+cwLf0uKB9EeSHvkklT3NzuUex96LcHmLAc/Zfxc+RNDAktZl2FUH3XoA+ys1uwBrtNuCPeUxHPOOnRIL8IlOt6q4h9jl7wS+wglam80yaYqfzJI+InQcinKCKcKRNJZfxkcXYpvJZ3O77C0OKet2HxuFuxckUZCvB88NPK5Ors5f3l+uBzwBY5/MZPe2uVhMhIwO+0tkc/qoHaJULlnLy8rR09FU42keBM9LPtYAd716slR258oITtzSY53u4lxkvex0qF/dEGZJufj6t/BrNU/ZEzAIka5FHa0z0XKgrIs4twGCKu8XN8q93aM5b3WaXA//sAn0ekpSOxCXBq6gjCcdqUPSBTNpXENnKsGsiRojqS+oKJgQB9LsmxYXeY+A+10pRa0g90NXQ4NuNKPKziEUvP2m0Ju+ylKDA3e+uTGKfB3EGW19Fm23M2VBIFj1lNIv4gvSE2pkCocLrPsDqyOUL5Avhi9c97GuggSjIADWdDXEKCg+8nwpwNLI3vgWd4b3c3Okola1d/C1CHE3viKMCQIWIXGaHCh3V3GCzDE8IBbO93ExYAFc1+ecV75b7d39TG9Ofh5BhAZYiQ0F5mXlnI+UzJYsm9djH0XkrvvGAz+krbm/GTG2mk8h7Mr2WenW0/i7tEfpQmTNzFaH5PEA/24086IePCYwmne8AtKTtSsTyQRevhMlCxjgxnaHd0Svm1c37BhmIh94xAMh00xncNjjxnlNwSYisqZaCyy5IabEHMQMM4s1CWp2U1HaAFSInsyZdRa4ziclGIgqX8WJ/+cQDYl0CuhRHCySAy4XZGru0f1T+why+yIR/MFghZA/bRfNSTdVp6lGyeIedN9JM6lof3hTlM0PkjUkZ+J0hnRIQVKA4UflqbgzZcj0IX/u5XDYIHlYDHwopEkJvAZKKBh5kBJIfnkBcd+mY+NGHZx3sMNxuwFdVKajhlRcDxUEKI0iOidVdSfpYMd8KroVuMVly4vmwWZiVvj0AyBESGVj0vKiJCYWoe2jZSts1ulHbQF+ig0pPRcLB8xOgKnZvTZfayf/Jwe3UiNU81btlz2nxp9Ge88Mee6h8K4bbE7gQa6NypffMx6DVJOT/k1EToOApBjRcLen1U+eAdx2i9a6ET6iIRMwyjCLslCM6irNPTl4EDCZWdrK2M5xATLzgVz97mmhef1bfgorLMorfIPQdr/642lhr0cKSKCsh5xZiBnkxElpPJjJGj7FZ298gVFnIZ1XhPsIBfo4DJEGacaU/PmSHZt5lGxTTiagTXLpiRURYOdQQrEGo4+1rWxtbH1sKx2q+rtXoX2BsRJnUPMQFys+d4XHeaFvrpYpBPbmiLX6iihfLnw3oW/UBEq/WbVsZpO2iHP3WKG9pC1vrnSUVnNnfv6UuZ6ylHlSW7UetJeM+eS5com2TJaK3jxVkVtKx+iLMZVKQw7n6TUoGW+VHnsX7xcVqXLKNUVFBR6CGp05XzdKBzGYWo/U9NwPqdHBAAe4xCwGVowcHcKDCKSC77cx8d0A2JHpgCA2+nATPPgGo/hFPsd8CvqISW8UOmdjOpZieqZm10a/iaI5sLr5inN61w5qodjh8jv/IHbLV8hTyVPKU8xTzVMwwnEHvlDRQEUNtVm+ukx4v24VyyY2Rl5OpkbeVgYPm5fvffb0am4k1/f+rDTHb+RhRo6PHROVyk57qdJO182urUAt/SrAkirVUxxrKpPddqvzA8OBkMmq8oLgu1a7x/Pq3IXjCjyUu4mV9BJayWxYIzDJ9pWZNeeZEP6SZ/OBqGnwZhsp+3ZjEuz109teF479NUDcAm1fHIZblUpQO6GLAMXwLFACRgaIqDgh5QdpQuEO06RMyiDKjZVvtwaPrw1O0ltHIgh9yhwwJA2H1M/eZTQYXvZ1YXJCqcEuNTlSWfOfWHpbxIFFwzOqMWj1JSPOV1RbBXhwJgYH95rr+4iy+rOtBbBFmgmPSQlQ0KuST0OGkm4kULTia1/Mj71zdsBMNkBs2YI3QjcPBdkloav5/YcKjhbuHq+3AUbgtrk+r5fdjbHZPvuXiWaysXq3S7s8EBf5o/bGnI4EjhyOJI4DnGc8rt93H/Tbfic+u+h2k+dL9B3T3k75lII0lUzK/noCp3gdLtidt317cRfQ5elna+1rf5Qvji3Q83wXDIR7lvp3PC3M1eDerVXj5dY0d+2/t+xBse9CjwfbV56xlkB4QS/O8SqsRPt4pU3NUvoQlgSFLeLDKSrXKGi1IP3YPaZaJnQkVy4EwwvjlobPLFjMHXBnj2mpQWcWgTAmjhepg4MpvjogGtaPFWhSqof44e/x28mCqH21fI44gm5+IEoKRHhZI4ZShKfASoTGIomzucRXTiXJaK0bccpqSGC2YfRXUbazF444FjfQ6Rg6pSAFDXB301W9jrm5BoJDEgjMp/SjVV8ksID0PkX0e4AO25zBY5XeGZNiWH5GBXADr4w2Eu1wxJhhhQbdM9qbdxkfOwM7zwoACS5+FgYPz4mqpyRkOSF0D5N5pysN8kwR0ZmEXQE9oz78OmwcmbYiCIBD/9NsULSSPKbKr9XT1+NhAyiie8AWIJch6gQXlEFg/Ae0kW+iHTUXtkpiXTMs5qj6esZ6WHqHVe4Ftm3WIT2wXG63wzJhCaE3+K6+Y/8IP4mVr0zU6JKDO6e5O+P4XN0lVuoqqxXkO3c2LFpAbt7rKRxfy1pLUSbD3Y1eMT1BZHPE6jzWUyWzWVBnUN5rj5ZAf7BOlo3MC9rn50e186V3kUMAnfxK5+icmtzy3Fq9Mr0qvfJQntiOifgjFbLsMdT7YESFVelQNThclOWgxGDm4Mass9xO5xgvFogge29rIRBaHGkypeg9xHDi/Rqt5xLP/i0b2R2wV81OoVTmVib1ni1Cq7bNcBkMus+oo7uWrV90kcwyl8p8cwekbtHsvjm7ogt1v9wOw1QgQEQf9hzbvTGwunDi7Gf6sfw+Cyaz325cld1MOuAbZZJ1C7xr0u9OuWZ2pcGKpiXF4/Z/ZEe0vgv+evrGcGAhQMWXJHuAzPPsQ8aY58m5raS4MXkm0RQInUV87OLX+YkjmtemvKZCd3TkrOenV8ih9LgqlCOP4pjvXebWZudetF0lb0ze+KAMrQyODk+Lp8vbMO4wVVdpp1lAey8pHGsE7v/z4y2K082/NNgJAdG/KRkYnLAfM1YcPWs1h9NJHfejXPZl7glC/gtO8ILhZTpeDzY49oATtNKfffYm3FOj1VTuXfiovctSBQa67VmkGMn8Tq5x7XAjug8TL9YtbfC3jfKQpRwKtMiAyDw+cNOBosYKa/dY6SiW/X5iRRUbmKcHN+WdbDx4fya1gy01sPor8GPs6QqgNJXCvnLcXeicpDP01GtikTsJ4tk0I7s6XO2fxll0c/RT8CA0eUwWj9AblgQN1otZSgK0diXzj1tJZfC9TqqszpCfLoNWEDbyhTdynz4poplX4L/I5PdjgN1qXbslt6xEiZJxtJjnP7GoRYchEUUZTY1Jpbwq0Fg/PtwLZcft11GKIPcpUpD66LGX207O0tOXGK9XC0feLOmAcSsqGJVbd5BRJeWR5z0I/JNVPrtEBUt2tTpcpaG4hrEIfheVKUhqOBoPwUkJlaOvavCRItIC8ExVhoiG9al08g5sbZcyiNEmy+dgR0X01DAQjLytE7+8mjwG8U+Bs12OdxRkAlIzbLCvuJXZNdsV2jXKPyEEWxWwTNTpLoaCUf1MXlbwOu2bHZ+1NKlugNRzjsI1w1F058/J1dLQ5QKIliQqN8bi0Oj2AwA5MfeCkcvl8FV6biIL673XcijazAa8vOQd9TzTCmf6trqj7MXejraqj46+KwQgYXx1SuiwJp3gcVPPBwTH9r7ZR9ixtb6/Ev7JHMOQy3ZOG5E5tMCektJybD+l6VYJKOPkzxkb0WAzD9YnmdtaXi4jce+sVpa2e3M9XRI7JlXEU2yFrKpeFK4LYKuO5jXVFxUCupRAqXdjtPGNbH/MDuigvej/G//hJCldgk0pDIV4O2teVkwp3povlT7FU2pJqZoly+5Q9bYBbB34cGN2l2HXpfKy1NtC/vgnPtHWu53r13NHvKcFDIDeVwTY+MQysPzUhHsLuUzTuKl5eRne4WDit+Pdbn8O5nXOOAE/H9eVfo+5jIMojeGaLIYTazisnSKNzJCKJt43qN2+exwab7r2oThmaJhgagDWUXspIZTL98ypFUXwuH/1yKzqI4cnZnfEdixfFF843/VRAWA7hwwp2VoC8d3YSDg1ee0t5tLTiC2P68fxIPtN7+tvZnqeh/vIm477a+obj+PuGe/benjeY4dwHgonalvSqsTaLM+jYXBb391gdV3vo60TPd7v7Ycb7u98bvyeQTN11QH0ZtS+jb384btK8uksPq+ru4s+mlyv57fU7beG8XgMf1AsopuQzgGanbHWrZwTMakj2+FmPBGsHjgNU7z5JCK888uAOF592B21db82v+H5QyfMYQ/olSCdondpzShsXtTAj3nhgy6Te4Dq44+vaAEVQHF/Q+GpSEHiCEJjUuiLbo8+S6XUwRJLMkGosATJ1dRCsE1w90V+fQ3UHqc1KI9XFOZp0cJqDWf9XcmxFFbOINCh8+zl5jFdYHCvMnI0d3+vHygjLESgLjZDKnVCt7g6XhgXk2jLLFDmQxho72sYCvMVRMwl6RoctYyqK79rFHEXXidtJ3/W4E3xl1rx8Lni6UaWy6eGkxwhI4nlcRdd8YPBvWPHSRKyRKnNeag8Ox7DHEaNdw4v7xmFdp8zEob0gPH7nMO4UlfzGv1Yz7Zp4rqDuopcyUFExde6lrtxMxzlursb4sb5LRZW10YLjPGNMMYVgxNW3JMIh70go4XjtGjvpZkIGZkGE/cpBoEsDWsMjaE3KiYxKwtE2u8+v2g8AQHCoHfqALVLtmRcIYWLNIHNYmKj6Km5Iqco3Tr0s4OoWXCqn5XLJILH1t+eAjgZBbAH0z7fV3UuaY4kn8h+/oUECAmTq8AwiifGKAD+rSPlZ4NCsEvsyWRBJR5QQAx6XTgtjtOBLVe85GRbY80K8D0Vx5YQW4Q8eYl0u2NNb+s2N9MsTpq5bEsJUCOgrhZAOFmcZJ9POPy3V0SxZjO+O6k91r5s2jOCmLxoI286HOgtfT2a3BX/CGB26XvQ3O1ikiIzjVuW0eIY2w7egtrbSOwpXxu4lRu9QAneQfp7UQ2vaGgbm+UFVrCrR9YRpxwqj+VALcVdNzo4GAKoz4TH7koXj9bdssZNXiEf9KQZVPq5gI2+qb6r/ufscH5hplZmKXw252G9QOsPC1WyDeWrtXFtk4PF43LmkWm8gzRckO6Olg7fw1vFMVwLFvJh8qHp9/PpvC7uK4srOrxLwMTWdCb3Prz7BNfvvmUjf7zzJLfj2+JnxgpGoTICC+yCP5t59cEHFAAhpOK6eGTIKRWcGFLeTZcHTDvKYqYa1Uokrynsbjmlh9PNTR9aW0NeSiMqRIkq4ARLijwu4HhWJDsFyQoRPTRarRRKstjzdeLFWZg7fzYYg9OtdPQ5QBrIQiTl4SGPXIacn86YVrpmg1io0ioGDflhgTPqj1e9gr3+PVGOZeCnI0UzCD/Eposmm36weE3qNs7oBbAuBMPwWMu3Fz1SZhFiJTEAOM5NmToGhh5vTlR3z9vlDudXUWtXMEY4dZhUf2jK92tfDCUXciRweD5SgK8pUKR0noS3z1ggsJZhSyqIOcV7DQ4aRYPpJ0O5PPf6mx0BlMoBKek8mLXZkR0W0XiSkvpfJCpJnZennjd7+mXDY5lhO0Unv/e/lw+/hazU7NcH7RZkxcmZRIC6N+nGQf8EFuZb4KqDmbdFRbjeXHvg4tm1d9PoPZljEnILPGJl7EnpWpjiypRws5/JXM85bmGuBt9eokjWShEgRKWf/YXmFlmhobHs7zXO5C+XbYNwVtnEz6gThKYFP0VX5uyqi0gcQj2GN6FZmDHStbw/qAejj2RMVTxPoCpOmcnMrBG2YYT3dYILjBDvTpdsQs6J3zehmWfXNxxO4wLEojigIeduTG3+YDPsOdYXVd5QQBbYglcOiXnqgnVLg3n+qqUwgnZLk8NbqPucFs+zYs/7plSRVaB7vBpzcSj1psS5jv3EBF6E2aYVNOLmcdx05mvSzxWZCP9oebpwg5NFvt+fJW3hM12QyLswwjHnN94xag3wajVstOLrS0oety4o9gsUnfrtDTnJ6amoQOC6NiAi8Ph0ctLdycrlA7sv1ReZZZ6J62oj5oGE/iT5t4pTx9ma7r7FL8yOgnJNuQmr7qpYWImf8+5OBZy83MwT6rcc3LF5iIBQ/aWHfXgjYiPo6CkYegObwijcWWA5lvTEO7E8SfRLlyZp29dVvF4nh2PYEwK8NAMDQbuI3CRnBvCRtTD3Vx3gM7kNpcb35zg7n+1TX1p49G6lFimmZRCwcOsZA+S9uJbZdyULOHlm1EjMPAlreTq0kv3ifgAuz6rO6Lyh2+HbwduRfGG+qw9L5vtMK6eFY/WHxo5UY6hHho6U7Qk8adrSNeTw5LEkM3o99m9DPW7P3YsvNT1u5HqyPfRv/caBXi5c9RnaU6VQ5V/q57W3fOxsDHwMT+OP1NLlR4v9S8KVF5nYmWZsM7bb2t3N79532UOpuu5vweqRN5Q9N8EvvXFgdif59vkqG9WKs2WrwcTmgLPQ+Rp22r2Q3omenqg4sPt8k0Of26jKfY+ffC/K1nY3h8R069mgl7+vrpA+2ipSu6p5f5VwR1N+ANcPrwQ2WCCgUieQUKdUFzMxnTXaWBAOIbcl34UZ9KTiT2I2NnIOjsvI0tLAwNyWTBqtavp36+ItCQcaUPbRgAJJ6ksqnM8Ap2KP9luR2QhkdAQVBdBIJpRsWGgZlpv7Eg5U9p0hCFh7GQHrXOSzzTVbHM9CRM/hmRPrKv06NrBLOhGizj1VDasDIphyLvsJnYLaojNRwGaPa/QBP+cn/o05JGCSLYguaLcpAl8o/9Z4/jx6OqrtyNfeU1dv77s3MHB0mHz4dBh9WH0oLGmntjVfJifMApOeXujTJCRuO7Wj2TZEzoUdmRk5gi5Pk9Pusrc8pKU+XBOz1eb8MC+8YqsXKXwprjnFJoKL1XMIhAqshgITtGkPIkCaS/2Y8kHAqAaHw9Plcbi67CAR1og+g8mD/QzoQK7yJTS7kWP90P78lT7Ug3KXXhl6W8OPcl9agNgzb8YpMjipBWEZEkbCMFQfqPGK8MzgyShAqqiiutAnpAGrcJBksPXA1Ed7D0GPDewMfODh+BpGcWrYrek77/U5GxcIWnKPUN5BA5bcRrlvUKvJqkNYskeFJPlIcfgzo2ZLwaOJ3Vk25kFi2bm6Vx5VlFv4yL96eKNfsw4Lwh5nEhj8Fezd47T456l2aPlwMc+0uGTU4f6Qt3yPfBkEnjJsXoXCkKpStOrBEl49ybjQUXSejg8zzU+EVqrG+jDsqfszc0SigC3/QfB8e7nzKnCfD1DAHl/kNekmbdeW5zNJHFIif7wQ61JRXmYA73vUg4WQJ5+sgq9fsV+nxBpwkgnQBZEzEyVg0ERnVx7gPGwUufQTWQnvGt+pp5mnrf6JK1w+UsVkwN1gGWNedD2OA+ouwlIaZ8SoQDOsVhGBIO1LWgeUwZxJqeN24KA28jfOK7xdTfbE5JEO1TezzVaAU7oPwwSfGaK45CvsxYn567OAND5E9uMR1G8y8c8LFUH17DLBlRpUqfH1JY+PmIHOdOphRICgrd+Yl99Mli6lmIykNUVJTfvyzDRLajrk+7+Wgtazzd0XYBbq8sbU3iu8M/YetsFpdtKNXom7bHvvFjPEFX3h30No8BnSGPtzD5JWTL52JqysKpGWTAfIv3j5fYm8WJPizGkyOgT85+Phnuw8YItFwcvKwcgo+DPigEJ+XeaFtB2ztH4DfRI/psI6NzGn+k159aDp3YRJQ5ZDAWL7/zqsRLVhiSAbKRk2FVCizRNtkoRLPLDfkDyLclbjIh/i1VZkW5K9jhThPUPsFTQbxZzLWD89XiWb7Xh7eot+GzyFWN934yrNclr3iD6AOiyA6UDzBgUCcrIFQiD2BG4GB9Cnh7nU21vV6fKuC77cPgYEucEH9au/91GN7VoMfcvsPbQWYChrBUJSVlPH9zA2KTbQEHa7vjxU6ubbSLNjy8w9bCKDC8Pb44Zz84AE8V3UAjQQ2aUmEMQCT4oW4IQZI8wIFoH20iSc1NO6s+aA4RJY+6LedewN9xR82xFY8YE58WT92dgGnnordaBvVF2/zeF9PlpuVBqTy+TmbAUZYdnECJaLb3nb42N8cbocXB2ptcJuZ+2YcAXUDkZF6zgHBfvxux16pUZ3BJ5q+bmOtMsElOGwFuBaDobL8UnP8V1r3guh67gTNWhu97pDIg7zaOAD01nKvEDrC3Xzaha5/6rVVicTDytQq3vseB9A/v68NGO3G+plO+1nITUWggVfBtpaE5YCjlOGLuxoR76EoO+YEjmE95VIejGoZglp29ZFnYkupLcaJxjO4wpgqhBFRAJFZIn37yVjnRbYEYgJRU468sOorGSf30sLYlw4TkaQdLZEaxC7i+j50JoltB3JrmaCrr36Rywg3olIWFMvGII+6xcsbrCVoVNbT7p6/RxjmUPwQJaaHc9Olk+ePkW+VuajK2HLzzsemtKCn+bbI7nsI+cHLvJmoIvWXJljz2Yj5ORkJ2Qn5Jz2YOIbRoGV5Z5U6TWqH5ziB7ju5FFZaayuyzodNuinjLG6o4O+0rs+yY4Kls1uGre1yv7ICqIKZ4DREFhoFPGHIg0xuT5qEKcxDGMHj+kqGQnDYRLR7lUOUSN2p6UBGuUNi25FSH2cVKkQIb7xVbklvB0kSueMu6XlNFIxNqN5ucduHHUAzXcn2zKlAWo+l0tKnlQpEaXel6JMyelV4tHmhJpRy4e+7YROl7JCGiDqAkT9KPoYbZDOiAjgg8Kwx5E5dAG3q7+mwwz1oEJdk4jt6G5YapQcpTrdIeEr0VB/OkrAI/FgKFST+Y0XziN+vboxhbq04PH1xKMU/waSDbFHYeLZClxkX1KUJPr8vSbBMIbvSUdkEQwqD6+467SBcAKBJTyRLelPqpVRrMVbr2RNwIbxQAYICNNHWxmBpaaTTFyF7qjHH1lDYnj6elvWdfDQj++VOU5Tb89+accPQPfNTu2/Bo+DgRuMdHkE3+rMMwveXAESrYEQ2XypDQhRX7y2OKyb6JFkK0ii/lrI+95QWQkoJnNVU7MVa6FULnmREBSZMdWVFkHR9AmvK4PqXysnrvpTsw6BBuyzDKiWBQjsdxqWemO4dkHZc5muuMulAAsScEP7guIbFI2XPaa+nZ1PtGK4KGR1Z6pfAv/4kmIP7zUtyO/tqYNvTbgfq64ztO6crX3s4F3iXALd6QVnUxOv2myBcoXicwenlI80nqu5aTZ0uLrrmlwtzobXh5tb693rn+vIzW6LOTUeyI1KrFoTcC/s7yNiw+Km5MdkaqkrKfD0+D96Un1oPkS+Ez/lY3mYB5asHI18Hl7rkUvlclK0/Z6AqdxNPZ9n+1X5tDY95CiWrxv0ymHFr3irOoB54TnyPp4FNkB6b9sevF53B8EDjiU6Vek80vBjnL/gDCA6foaTVhLytQJ0mJpjlp+WBRCY+GSgOcrCF5T6kCYfb7jm5HrgKCw+3A0OV2tNQjYV0lLBIfC9IIAoKizBp75ePDRUSQHlS8mkmESHBwJAtWmSQlEc4a16NsZhqMt8DRfuEMRV0VWXCFLpxWjcO4TjKdPILqAUnBLUDQnRpNx9EcdenCro7QA1tSribom9CMrr3X9YF2vTwm9qY2jjaP/gamtibON09779tbuUuWK73XP29MNF38fex8HHAhd4XR7+jjEFRJt7YUXr7kSlZ3WvYyU7I+t5RD2BHdjmRg/XIFru1zPtgqtp/tFoK+FJV7y7Vbhvvqfqevq9WxCDzXWMxkvVcUlymQEoExRH9mrQGK+cBBzIz3y+7WAjkPdCFNb5oN/eiOrpENagg5HRF5TC8BzlIhlz1jjPA4o6kG13Bccaw7URaIpAKUgdEmUSArcMR52nGCaGvQMsa031DIllhqISpCSgGXZ9DBCKxaEuV2wti68EaoNJwwI4RlWxHB2umO99k6BSdTQvA7Y4PcB1r+Ngl/hLzWyysBIq55FLAlhtaItFezOil1e1wHafsWWQGpzBy69MtO916FMGfCPwQsKxAtLyAsozAlp2j9GPze/D78MfJe+vRcYuJjYmPke34/HJRtTb55qRfannk/psjghlP9ixYocSz1Q8Cfgw8B0ybam3Y2JLyecXMq0yL7SwtcTRYujcq1DXIR/VKVTsVDE86ZowLEKb+frudlIorqonYkSsLtV7DE8uJyK7OqZzD5eexNXhcTU12lxtHBALgIiSLAx8PVcx7nTdYC7o+C02Q1dUdTnwLg5lUL760XCs7V3QdksfOsSU4/du4cs7WsjclhEPNer4D6cwvzDe51MVsY7mECT8MZuilucK+ZQbAl0ZorSTaE/GdXFNwJjxlCucec/FiOdUWHBBZTXLTC3Tn29Pbx9XJzFyN6uHVg4I+2tJbjNXHQyY4i1ZNxQkI6GlK0OXVzfaF+jDcNtBOnUbvSY8pU+GP8X1IjwLA2DES28khSKp5XTupr15MmU9ftNYafQDXl+h9vspo71ucJrE9eLyDHa7Ll4gzQhQ8b/bdW/ffX5uR7nJrCz619jU07x4hduNb/8KtfOWQ1792plV/rKTWCwYOTE+DSoYyA/pjGbng2PdhTV3ywtY/8Df4HY/Y2j9eqEPYfEKvMl++bhN7c8a5OsGnVxo+Yb5RP4tB5x2wMQVVJN38ruHlYl5HcdqeoZmmmYKJ4uTxcn06fI8eCmyUnengkACCW2PepqQ2nqJ6DNezNg4v72uqaHLUf/37OveErH9Z7sqXqcuAqpT44NhqOXbxMyXhHmovY0tjprP9BFiNG7PHm/YTs+reR0xH5au0UNtxlqrt0xmliQ74e3WHK2dHm76PueJV6GyiGVb/yHEUGF4jrq7ip2ya+BZhKQL5noq1Z6/kAmSK1o9RzUndMiR8j2oe/fK3l51EqWugVh5KbiSkScFrYmVD51c9FshXnKFjLkG1RCArIbKoyU1cXKlkcrKtLt090RHCSl0+SJE7EsWYVwW6cY6UnbwLAEq4i7yN3TTNo7E7sNseI4gfV7qXOXp5+ngqbCuM1ixCAmirH0S1/34nLotB3t26Blyak7XI4zP87xT6rbHWbH0ja6Hy5EP9Y3e2+x4qDoRj6kLn+BYPA8nQy+Tn7Ov1dd5sBV6jvdzuVmu190bul7Hw322+vbHudfOQ/+L3y3wA36Om8dUeCBIncv3HXmO7wjzn2Ocn21Tl/Pu+FEl3tXtCe1H6LEA5jOJAcX8GddXGft9X1lrF7TN5FPBoevGdt911OfVChaHTMqgjd1QxPcnR9zIBKT5DxEiqNFfeSaItKvgNIt7gjXKyoyL/vljUHW88ezMwyqq8OhhrwmhmZKFRFiLzT2WESSAQIdB5Rl5PA/eP2alvCgVGMCggwcsk3qz3CskguNgDuMt0SoZaIpmAG84xhP7xjoF8zBqUJXysyUN0YqghyuwokNBf1fyXPcWWTn1Q3j/BpROBZlKkhQ48iyH0HNIvmP5schqeq7JgTdDJqFK95g6Aezj88XFBjb56fXIqiJIPkv6COEJwwvpcY+Zg2vXZO7SApJMp9lRjZ6NZ5bHpoFdGb2CV7FVw1vBX8Kfz1/OX8xfCN7VhXAd/nLpNd2d41XsVT33TIEeAU6mTsYuxi5up93j8TY31pkYy/95uCBf78YwGsnO5Po0pU2Bv7/wi1CAYFYuDvWrQsqpSFRHZe/CxbfB/9DfKY7pwgp7pXZL4bdJB/hIi524Zde5r4DPa5iCu/6PkkQFHSXkbfCQnI5ncM7oFRRTDVn6OC64CiBU0Mk042IXYZ3CXw7RGlCRqtXr/Dyl6R024F1jPa24p8RIeAUiCCaA4MIGOQzsFXFYtVFetaJl1/AexFtmeczT+imIQzCIgICPwarY8pbQHWyJ0JJLOFOzWCbp2Uu4Ws0YvNUcWPE41amlYLSCcFl0eJPGUj9mhe6fc/PsCmoLiE+raj+2MUIhLmDGJGDPWwyQ7VDhZcWS05hqZCjEyd6odKOQwLodrZ21A/eBexL8dQgKts1Hck/uKZK8rzHWf7xvqtdtr8MwyOvWvHVTMzu7DRzkO0RCw9EjAHsQ/apSBnoVM78bdorIAOTNA6vS55ASRWUuAwk/Vi4Hir+/A+DUAke8gNAI8oaPUNJGrbcf7m8LRTrTNm/TI3r6Yq4wKSGRZJMJfampl+GqVWCEhlEhkJRhkinSQDHnxB++E9pR0VFknC6mkTJ+pYRozBuCNkNVBKEV4OT/tbET9PXOeuo10lV+jCqwKu/ZU9zlqaBhgsU8YLoKCT7A+6bUg8iX2xvXi9OD5Pu7/EOeN9uH7EJ1hoF3ZDq9xYT8skiHS53PTUBrTs6cvLnxHfSzwFe01+Upv9LNbqfzc9Jphu9l3omeH/1oYt2XXMUYVYTTmX9/APEX+Pjh7nj+gZncZpfDxZz4dc/DUOohr+ydTWjyHq9qU+VqJo+ClzhaNt86boDXDri4SS4bG/E3k4empFCR41mTQTE5GUEVaM7vRMnaOCYXqvAQK+tfzmROhCVA5wpDWs8woJfGUkb19k2x+4WWvWXnqUxWa+VYI0tvwjzsX2H0ebBZ33i+b8PEjOChTFiznqQweZBI0wfFXWUNXCM2mVJotOcZqE5EIXQJOVCgSY3uqEcys7Ay8J1wuvb1Vqba7rxTiKxXc3jmfoYOFcyshqOBGe9o77Qo4p/mmweV4rMOTXtO+CBuiIQ1T6RUurFbs2zNhespJR/UNOLBhdX5z7NkvDKtbDE27guokr/qzbtaN8FxkTsBPAJ7cxqgnT9MS6dGgQtV2gq6GrdhbEt9xZ+IzkfYB7giPpbTDKLtd25ipHLvXWWjBmE204nVFrWgXgtfgmY000JMhhk4a7GnB1ZXNb6DanxCV/Sub6bF766vpXfLfjYc0sLPIqoPBcK8TFgqd1VYxUoNWbckTXluxgfofkHvUnrrWAbFfs2ZzPh5/CIJ+ZFFqhFz9FHZ3bzd/5W/Hb9temN+I3JjXDv1iSFeQIBVQLk8/DESCjXoPbuMYSXf4lKT0ZcucJ8fqvJeAfwkuA9k9qjTwf+5w1Sc4RFHKaAWytu/aB6jyqkf2hVgFGxYxSnGIVXE5zma8ZTgMcbRcdjNJybeD+ty/ROPVMhYHFDFr4E8KnOp4qRzxhGu0oqfE0TjesYANVb6m3W3qYuZFk+gdJbzkcFz/kF6q1qs4s6yIKPGtGLIXr5NF7dsGmYajg6WDh4Ph4fF/Xh8jXqldrPN8eNxsFTHzhefUlQ63J4pK9zEqH1RAGr1aRzNfL7xr390c3g/trDzhbdp6VXLzclod316F261RX45jae9pl4xm3pr6TTjWdQBg/VCPvHxafud8sa3JZzlhg6kgX291XkKlFk6IIgk86x0jylmzEwXr+2/xb/XDXMRdrIZe3NcSY3Q3dqKHpj/oP+YjClJRxfBvO0SGYKw5LFmVKEV8iuPezuypeBKAyxoEBnq5Qv0FGWKdvTHpezNWkTJgf9aUSJCkwFeE2FmlDFPtSrY0bizDdQ7xcxKr7geIGDvXLWzDmOSAlNWFJnRmDNfop1wiNxx6X3X/I4GcAEyhI27CDlkNkoY3CgaQg7yQeKvYJ24HAGroul91l2rEWIcD+I+A401/KFXLT1fvlPD2Hc+AX8oVu4irgpBk61ZGirtWSMO0GmqQT16uLHlGnIrMcwdRVEw2himgp6OqgZjoK5bQB0v0l19qD/nVbQXado2sI2xOCrlu8maC7k2dMEUEHoDVvIIgAcQae+tnyf3/IElsYVM5u9T0xlV6ePFToPVYlbVzdsFeBcSJBNjY3vle0970QbTXDD2EbspnuO7JA4zBYE70b9pLp2L77d/OXYz0va67jQsaKEl6OahWIkVTeNToPWTYC4dMjCi2riAdCUenZFwIE0z0zie290iJ28tdbRrC6gRy3GSJhhS2hryZklU+D/t/XTG2FyYSDRbi5/MG1c72ftFwX+X1aokArkCM668+DKD7451RdERVVMYOut2Yx+6DRG5kjikwqg1iRqaKk6WmViYaJQ4Qofb69zhXuJ+NP8kzU7H60x56mCHUsiIFvmroF6FLLvcuCLdtCQ5fYbGWM3Iqr6w/mBFTrvT8eK8GtvMLucowxoiDOj0WIRnDQNvrcP7cnFswVldfZDcpxt1dn02iIAxFoev4vV3wLvj2hZ65PT48Nf58zJzz5ZHa+f0ntyV8tYRXIG37jQS43gLSDnU2xCRWDLEZxUfgXubldPyLPmqWB6FCZM90aB8lNT2eb+1s4CRD1yPpQY6D0obVK16AmK8iKHMMo6YSyN4jJILRJFUIwJWaiLwVD9Y1+k1pujzq0BuwJHCpxfr4FwzNp65NUyRaULWx9mGX3jLXG0+gP4jA5e/GmHvym8LVY88tzxeJi4m/haGFqYGrgbGBs792osntXeqwgujC+pIcPQVOBu8wJpvU7JkWQd7BgBkkJ6ojInjoWuV1slN3HItyyRXNaK+gLpe4Ooc4C2xSuBi7/Slj7DOFJf35dTHQNqN4jgaxcBCTkh84KnyEIhKnwDJE+y3NoEmJb/gD9o1J21WU3EMXdRwvFaysrPJgYs0pTkTSgtsEVNHSpqpuTyq8oAZw3aEVhTqpmuDI83H0iHijhLaCw4DSsB7i1vs6VmZEm78b96+mVogMpY5G7vsg5pYKOWDhYPKA6uD2Gh+vut8IVFSLEjg6qlEoDNyFyZXz9+P+2fFC1bYF9jk8Nlcj6PDhdhu8Ly+o5nwsnIyUzIznhczs6rC/QxlqLck9geazfgZ3+Ze1ga+ild91m6YRm6iA3pZG2492pYxSW5oVx2X7YkvBGbr8XSdoG6pG3ZzLJj5m+borxRGfRCBXHdqDGA06ZBA0Jx0yb59ShtZvdNpACxAkaeAVMNN+gmjj2GMm8buFRyEmIG2MrY++I2AlbKCaatBuqZ98mVkc5BOmonzk1Q/XuN1gwVUBaaBIhQhqTsuwpxlbpfpYWT3LggJckgyKKh7BQ7vO2poWXACSMBsVNPVlZPGkOgqoWZp7ULKFAuQJMGgvKhUJUjcL/3jrf1wb8+ttqNagqjK4Bizfk72njOzQRJEX0huw2/pk6RBH//k7Veqi/JUhKVoGFm9h+iAy3dUGxNrmLPOMI1AIGk0fkb7iPg03Tq0/oUGCulpwnEoZUuV/syh5SZ6Rtuxs3E1badhVrJQ0qWc4rZc7w++IHcVBFWLtVITjb0sPRnClKt7QtjGzcvbDQX1uyewEJDUHYEEkE3gveEH4kZQ4DbefLNBBpiOgw4gfOSuwBoyKEGdF1O6aE+zsY2GskjJmePsL6Bij7W5OkTDuJfjZ71CP6Aue0FaOUBdnLMaieUF4LM9Z+KrWol35Usi7x/NKtR3nG7E59USQPGgEWAiKbUSQj0uZvpbRyw5oVM+UNbfBQIWpazz1+Pb11R6Bw0Kw4EEFTJxJPGUe4R3Oa04mccb4YDX+bkcfHw1HPqkg68cyOGGUm2nDLsvKSK+EVsrMqqJ6TYMhmcRFHsnDTlyGQeZpPK8tHPtHTTlkBUSDbDGPzlRwQ/TYLQFRSNav96o4yiIzQF/NwJKneN0nFf/9B1/UCG17jBl/SH9LLwPC3jKZlZKbkqGZopODiej3fkxeiVux+/78nVFbhva1YyGkg+EDLOWZBXfwUAAI44Vn360djS0rGRF2oC4xuP9+zY88UQup9f+aaDw5Wbbb/89ceVNU5peH7zNw9LR09d2b3owlsf1xmG8mDUPqmnQSGtkJofT7ehe9fzo0Df0Jkq4QxPWP69JeP43a7r98M+0AV0LxWv/0Y2ebhfTt45hL925ww3knypUayMeZMxC6QBjUgXjGjQp7NUcS2mGRdGWXJ/pBr535SY9vJonG8DC3p3WpFzQiJ9rufdqcErehbUvkk2etynjzJ/QFZPh0GiC65S5/HEFQ8CEUDIGKFR9881D724KvvLzG6ZdNusbYDzxwFKKkWeaLbrgMIjxwD4PfsBfpQTj4J9QDMBq+lQMuH09TGwgxMyZ2bRH4+1na+k/tok/qJ+gbuLp8rr6QkfPgmXk6w+Jue9QdEpR1mnLHnXmFSkEy5teYt7IQGpdrtOt2hDxh74vzIBhsAMJIAc0BRpXDtusT1FwCOZF7ZDq+wMzk2qiyWH1KUjR1HDC29beSmE+wBsVUCqkw3+Nz3/rpSeDtyuavtTW1t7YlpM2T8ezzEtkxIsRx07Paed4DeNFjzi58/TYwIRgGMFgDGINAk0YNOj3/QC6owNxhcSGCA1gxUCjomyQLkMZwycplyK9RGvulHyWsmxcVEo2tiK/ubCdioJ9I86YvzBz6ezsfek+ePGKHUZcG1TWCLmUcUN+2ZFYUJKnEqkvr7bPHklGixW2XmUWQ2S4tyMoRZvjWA9CAwDNsS8hPxPg1bCDFBW+U7Iqr06icilqPAO0Ucgsk19+wVt3O5U460hY4pcCIRdCNr5PNpyXoeQctTYeTkysL1/tAf6Ax+l5/tUcp0xPQ2ur1yQBgSImQXaVDsdAZhUTHWOnpQ0E4f5wh1wF25yJ+1qCnmjYwnXrKBbZYst6ZZS0wN9Q1zzjsF1kR3vAYT7UhVKtHbh5U7zQUHJaE3QUA+T9UFFTsgCqCs+AAstSI01cuum9JI7Fn/9b9+cQJ8OJF8bNVfg7pa5UU3OCtGZgOSRAiEmDyQlKjCywJCSyPE/eHcuhi1g8qcRBN0fQT3bKex2eCWl7VyaRGsm7j59FOwv44TxkjA3qCLpFxWl6yKhGc4HsD9vqDlEOYNlhgtXU/KK5efAB7Z35RGjV2cw8uNtwfuJ5xJuIZ2GkB5L9hpwX5D19jj1GxrxJkBy1kLe/W6RNM4JrHN8gWpMv9j00H3dCMHM3qN/aSncfJoFoljNou6VBBxuw7mEZva2EkNNvBIPcDnC2gWs7BbY/xcJ6MX7t+An8RlVEfVofjXwsF1FVkmTvF9JVgip1AFVnvHAu9kcTuDPw121OlUaFzuZqPKhYeD1S7wbdt2c9+bElNCA6du8uICseouITBKQrNSVhq3jgsSuSFWlfQRpxzUQSsa+xnJ2J+cvIKCCBqLdKHzeP6mKlrkD/mA+UAoOBIgTpBhGUmICaRw7UjAiZJAWDBczqg/qRbR4gObPM8Ca4LzyLyiJhGjMLfLaoG71A/v5sNJjHthb7eV8Wz7yhat70uSElaOfsz3auCccp19MY31uXcNlbMz66jKj3ZDuMPD55wx0a38eckLiTXT+PwJ8i4LbRmgH/EgqqUod6m9gdKCePfHionSU738nfXnJlHPgykogBbR9lFaCI07XZBBTurj3k0oQVQovh9HnQxrP62srorGtfkZfGCzw85IgovlG5KAtf7eKJCi++w8kg4qrmIQ1NtPJMUCR+8YIyLNow/pEzOdnvp4sPgOp6sDcFBERJiGvBic1i6IK3phy1RUJ2xyqQlqT6QqZXiZcpWasMnfx1GsiieEJHUQclvkmFYHMmlRKQHaw/sIoAZBmgWx9EGqEfBVpEaMORdjsGVXCFdvQGUgbslfmlNUBfb99EoMzEmvqITjt0YrdyN0lycZ+UQjVh8hF3J5uszXZPU1T4UZ913PKlWJsObh8jZKeMisTNghZQjcWUt3T60/BDtbzj8gu0mFRl2k5PV744Nh7psQk3jy1X0YUwd1i4k+2EFlbFtZwXVrSy9fd6lrnSnFWha2mdbyvmwlOZ0AmTta1CmN14atjTw69OOeEUJdQ3C8pvqQaXT4LTstU6pDm6W/VbD2Tvaz8A9Qj/0YeynRjzsZUsrqKrMDZ/FMopSGEhSaqinapAO0VTCgxbpmkynCjF3Anei9+VYFUos09d/pT9I/trwODHxwSgsInBN9mkPS4/O0jalXGW3mV7ScC2aFyQ0G9xjPMlG7qAHGp+iH4JFEHDkPGyotbtmCGwMy6GsnErXqB2R6g/dXTZ2onzYLfuD6MQOlV2lJTun7lL0l90O+bKzNaDD6B3+bNdKUKkq/0QmSEaXQqQTjk4ovWcJGdTmiJd47xMcJkOdwGb0Dqdmyun1MDJ3m1P4ghpB7cmyRuwa1kWPAzSZgwAzARjyKSZHpRKdVY90hYGtF0EAoj4DfzKKPtYxctL0K3rcKSX95y4bpAH1wRYYImg0EekKSZ+JSc0iR56uHCcmZZpY21DM21jRcNaJSe0nPlcPGj6Kyqz2lSLK3n6mO2wI7LZUN6nrsfB3Nv8oqXdRjpxgxySPUaQxzo9XSdNz1imTKZuzz+jIhlLQBsCGci4stJIvjFdu+KixXvJn5X/+/tnhZl7TAFrBKyLQod1mO2U8rCPzS/jQUs9PZPe8/cPoP78yJSXyRNaGcu9BcQtqmNLTdriFwla2xjINLBUy0QGZNs1eT35qjbV+JPbJ4BiDWg7MpoBA+LZNlLeZZpmOIjFytG9abkwdEDHNb/8XtBMMwXcpUt3SAlBSqJmiWzcN7hOILDBfHuuLMhEqNNAmawJV9cj6ChJoRCMSaaUYBu+FW1tfNazJbUaI7VvWboYeUCrDIDUoSw5qZ184V1ZLsisay1U1RdDsiNmEVz9WbbkYm1AwNSVF7jYA4fbYj4kUZbPOKId9Ns6bwusPAUKIS0XhZZlif1yXFSFrCrElMNwd+J8CQ6hFBJsW/i6C30CkVNj02ozxYaTuqK51LoNL1a/dY9PmSnbzc9COaoMGioadBSQGMQ0RV9605OgAdyCDxlM5iN/+ccknwWonWxd/XHERCOSKA81Yw1NKLXn17VZJLQnAepo7hF/BnAwpCyMzIbtLY03xtvD3pB33J9pddzDdSc8wOZR9ZhAtExE9FAFVVQV+Z4q1KmAwoUSyAtXTBJ0lTrXba7mZjLgb7WsYHzEb+ez+Vv0cbAcHJUTgSsnZpS9vjCWRFdmt0EH5iMMjG+MPiL660QsmWNDhRVxED/6J4m67qVHDW6EbZpO/LnHMnunoVmmhbpj2b2Iil8lPJp4llYXV8/THzga+xhQ0UyHfnxb67tGspXGP4EwjmzgIoyaDQoTJzIrpyHge3kH2xS8tauNcmG4nvmq0bkp70e5rhPb773TScw6p0ovgV/mFToeUuinDrdjTBNL8UxtNiwDgHuywO50iptWWGRc4DxQRXQZ13cDih7DRBNXxLP02YA2uPXh/vjxYKdxM2wHVMVNvgN+f/i5VBGcG5QsT4j/hWtJytZ0IYCxz5Q5ZhLCLc41wnSAid0t2oZGx77OyZWTJgHg2cmgsapR90p4yOYvL4wdijkvGQwivnhsfhQZbZSvcokCPBKl8DyGULcupKP56tVFt1a8KWY9aKA6zDWSyTOygxpjQMZvml4Ty1sOBQRrNdxF7V1asEKOj5n8ClA/KidM4MOaY6gRYcg5Mw1LGBKbwIxa9mxEA9yXbYqkjx+j3nKH+6u2KTlXK60BYM0ShUq4FRdxas0fF1ElDS4xauny+yd4dzgUShqQISATpx2srFo4GJkLov8UuvobmdXPCzVWBlwLLtbSsWSq+h2/g612Q1FnxjZpgIQ+20uzuv1ko6f4ablRc86E+VLLjhP8VTUJ965jg0KgKsVCIONR4KqYEuN41Kcr558HrNGFQrrByYCnVgmhGYQgQTJZEnK1p+tPCf1GrRoLm4Ek7S3Zhu0bJjpKIrpKBXTxpmHfo9S9QrkF7PH4zXlhiU/aIRsQGLRgxt3sLlOgmPAySsRdQUVMr5rApOSixjL81h8vU+49JZJbNkeKKdnjTW3QJ3Xh0QfX5rO/YpeUMNGJPzbYTllwx0lN6yiAGTIjxCrBzuKp/Ef4RP0gKTjhUEOcJS7MAVhnYZ+rFExRl83SxJbKsLvDAW93xn456xXOjINYlIReMXr95gWBSPwS7+mu7NYuQ6mwlL3CvcTOusw9ZyfgJiFRBNvl5mOr91hgkb4X6sNvGhMyo9OjSpFUZDfwSX0pCvPK9AV/4gL/SGKOlEUaGKwlOlCV+M1cT5BpEjPOyhw0/zKjJm+hmU4cOigVjoOlkoxjuoOF2d7ZzZvdVGOj/qPcSG57Udap+A5XTRJP1Tg/nkPU0jkjjArxI3z34kkoWHu+crSgfLSzyvOZuMwMfy2rOR1TgRD/KgINuticUzPyWcwmKAxU9xayZFaVKmn8Saob7RISKUhCCjitxEs4nnCKx4uvrwrbWlVq+nWJDVjlfMm63ndxHYStyIYdXcqoBC8nO7VenQmkK1QlrpMkfE0qpZtNV0cJPgHxOd49bngI6vmDdJs4XtOwrEp0YgWsvJxPFC98hHxfTvYtPFiVbI71VMx5XCy4Vu5gU2FUn0fGH5IJsSQ4nLl6MuVt7a3yGH6K2pV/dAy0iHwxmYZkjKeOnwchJ8dikmbmMo2Q9xlDReo2hxpe1+Up30oDGQNF4aNn2/cV1h3lhGP2qHFhKV7ZpLqBLZQslRG0kbNPauNZJ9c0w2NITNzK3FL2A9MWGlDE8CpwQdhpnAVh+XwWqc8vd+RcWj44/LLeoY2oFeDKghH5W3LozRhbUOUX8saBgq27KGszNQkYOGfMnmqI1RCOcOTc+ep7IEpsp4d8Ee7ILj2x/rpd/phqv2dzGg2D2Gr2nhRuG7yjcutRb8F4Y4S7TLydhJVvfLEo6sECkLQknW6dme78OP2sPMACSymZaNPW/R4FstmBICWJ6GC9vZJl4vog7p52G/MmLSrp1DlKkOOeNg36TLMDZc3PCcfsMZ5LM8ZyDmWksI8UiSTGgAFEc33fmu+ubadqJfEudslR2jvDsk+kxGV5LTjp8c5+B0IHFVz9+5sYWzz/mWNF/GuqHUNYfr0fdjU9HqK6FK5Z1MlS4lKHRi/6GH12vWJ+wFFkYWJZcLXqwlz3YN4B0wo5Ch8KtCSaFJmH7UplOERxLAVUGeSnzQFs/jk5mriJRHAVoKdfdgAPwXxHIC5Dw/VFlcPfF+tQ/bwQ1RuoxD0LO1NOVfvKBwYxdFS8vPloOdi2TuElG9Erta/0+hN6CTOBXd8Ad2FqU+QRumdxRPjT6SzqdiOgbfF7iiAhRpK09rXegb4wH3RE+LsDnE2wVwJes4AsZje+szDpxnI8PBxMbQxtHG0sbUb2qe0bm1bXzFdb9PSxNLF0M7T0y61LqcetMzc1N+U3mTv88q56IdXgSGYG2VWsvc5oUE8bMflAojKCRMsZwXdsYOYFAB+XHR19tXAZgCfAeBUazQQHbeOCghJBnC20RThRjNabQ8KumQqt8xrcq9X1UitoovvuwoqEyfWPhRW2ASQuDFQONORpMBdKW6bZ3teXwbFywR7DCwUQYMTmaehDNQaieMMdu8XnTCUbFm3wQ9INA9BA3EWU98nP1j/i39hgdvUS+1+Glq1pUG0io8UKf724hzX6tZpOMBGMslrxm//opK4SWxRhS5c1Y17b1tSzIeJO38rKnkYy5c3dStEZt525rrkqv6rFLUv/9a5TJJ8p01zMVtSh7BP5GUkMXAicCKwMvBAZPfRWHFx8FX70a7qYV9oLGRyJLE8hduKCiIJF4+YseB4mKZPRJgfUG5uBxwp5RNMJWgJ9E1O86iJ6pafursF2sX3YKgyJmD/RydcMKOOZOUsPyHv8/Ujh2HRSRzEGxFxRhsRQQwsDN3nrHUyp7JhZ48CEVYvkW0OFnKyhYjsnWODnDTaWrEMgQcQACC9yXrFaLd3E9Y/Vn88AcvMw6CRHEwNNxBGTIWO9miicEYNIKtaESwkwYA7S0jQYQT75EnBF+HAw3qu98jffsAlj8BA+33Pd2NUHiZu5tb8Nj8DNQX1gvmGIKjn3f/fGqvO1oOo3UYcJpfpiSG9b6OwFU3Qiis6CFuWb7WqA/T4SVKYAeWuJQdlNFFwE2+H6jSeoOCrvwQKz1gaKkAHDrlAF1wOAmRHMjyiZFxnXqRqHeEuLyYIag5FTMWgX4RIM4kd16AKZU9xf63KBE9I6twuFnsW86+doLw7Y0+GCf5+8V2WoI5pDFdg7PItx1jTglUAOZR8M+IK4C+VYDdMBIu/6s4nfoSlMDpjsnVNUmbBCwibfV/Rl1iyddpLzuPWy+tKunRljD8w3JvZePDjstmeVNAeJP7Emnk6qNzGWSrlC/VNAaz5nqfL9RdtipRa2332tcafzcOP8I/st51skD+eVxt3o1LoNx5f/Xv+wlJZepPiU3ZD+10xTwfJnNT4ZniRbgnyz6MZ0SdDi9qNECe/D4PPC1Y3zZqoPkVtJI/lO4ndpDTXU0AA4dkpn5RY+6kxqS5KvxldZQ+O6Fq+WcHP+eiQvuRdfDf0LVvfL41eZXd1N4tcgsLm+8W7qzxVra2tvO3NLDFg/86t32lOHOsEFaoRLkrWSEVqfdyKsDC2wsxytHonqTS88XpSWmEVh7oGTuW7uEnolc4M3HpecPyf4ZinMI11q158UzgGnkwGn5uDxcgESZAK/jAg0iShe2F4hGcLvDl+/6lsNYvcpjk9tKMKRYnIAcyU5PdFc8lzFZwrlkpweYft2OnC6QZ56N+Yqd31MpP1sLmh4XEoADR/IEBKRCYbFBGHgAzBwAOZWoAtKxXSrYjwVptol+c+Fu2N6EGELAMXxAcHxHR8d7GsVxXOBBDj3ThfMmdcPT7VmYSw53nHWI0yv0DufGXieMioFtV1Iw6jh/Fdb0X9d6xC40vzUWAczNMjpWiXSFHiYlm0pJG2amnMTYtN1feQ1Z18/Ov2Y42tamYMvoJ4FFOcPqhFS53q/AfzqXp+LzbOaM/gYuu5Ez3lP7hTcfDNBaM0FcriXJrDlBNx/lSWw5QDbP3U5HKoRF59zmZa1FWHPM4rxZeaKsXV81Oqfk+N4tzkleU8o3AmwFS/F+aST4NBzffSaVZ/divHl74DfsupdZZYfVM71RPq1MhPgvu+AEOsD+2tNXJDHG+zXTz3Quz6Le8PeWDyB0uxMniA8ET2XR/HZwdOowm9Arkg8l0d+kdj8Ws53/Hzy2YOYL9hHF+fpuW8M3uAc50c7IT7vdd96tx5oeZ8LojB2On/3T1aEEz3Au/lIAl13vF+tucB3l62jkZ+Qnmg+E+1juQV2hSc4nzOz0Kce4n6Y3UG6zo/qcx6PEYV+4N0xuk6P7HPYp4GFvdHbQui4nzqPcO81xd/0bVqUU/+KB8DI8J/9IDoj23///fNqeW44IAaIYlhgI6P97f5+RTuBqJ/bfWuJ9qh2+3NF3pqFMT0g71C18O9BvftlguDcfHWiHfw1QN7YCQV31YyjnD9Ad5XtdX+ACZ6uixdvWZI6Y5SK/KxEp8f1DTCbdsHI8IRsFlpSM5fu1kqNObQ7Zn+WPilsbFXkDm7Qntf+ZR5tL5HAh/eh555MQEtSLREuu/eYIwWe2dD00iF5BGosieD7b2Jl/M9iZWHl+G+xXo1HsqMqYgzvxSpEQFG+XEsVCbUjbyVKKzoLu4m2o/j12ixjMDs9b99gmh1n/ah8+WE1c/npw49IiURU8C1aj+NgR7o8XbLoRp9YOGw7w0jpZjdSjXvFnS8XzJXcszYm4DDemZ1C9aJWLRfNZdalU81llr3BeaJF/hTIErQdfc4i2UgXnSfKzVubfa4tAEi6bzh8mPDRm1VP2URNYa8N263VvcFKGXRBMaqIDUXUHgBUtsVwwzApaovFLpi9fEV7sXzMBkXUZrTl+qN17FxMkMhTIc8BHTR+k9nWMzrT+jG/b+nGG9w7UdBHoh5DSDAmRDEuGRGFxBQFdNxn0HuSgZ/BNo0fogsPq0J8+6re9EOEudEjAmiGGaVo3OmE24BSV8P1jb08Ww5Ud2F92BoMtE8a5XCO2sVUMcnQiUKizwrl8DD6IRt8KSd49sPm9JPu0Zfe4d0/MMhbRHAZTRGhkBQFYIKCwl/+z98MxexrINBbRKDwe0jgLx9xQWvfPIIGVBSQ3yJ/HvP76i03qzDZFT9bLr80XM/qYwJVNgQCZsig/Glfvlc0RZ/gQT0ao4HMwUFF/vsl2MmGgm37byqC6d+BRkioi4upyv2FQCBu52xuYfQfgkYwMv/nqBGMzP/fYSMYWf7fxY1g/x+4Ef+ajn8bEcv/GTjiLyyd/1+RI9j+M+SIf3X0f0eOYGRi/E+hIxhZ/0PsCAZmpv+CjmDiZPrvK2e2mpY5zgrml5mr6fSmm9lJS+NLpmv11o/q4qVrqRTjapcfY+w6OJ0peQhjL8OMrOUOicdD9CE9JLJn0nnsUHRJSAOr/aIgUL6SykLS9PSsQzZK6/NsqULC0pTF1t+NWHNxI3CTbj3f/K03Wd/8zOAYAHF7cCIEvV8qTvubI1aoj10hN9NDG633t17u6P6Kcz1uR8dL2PAx39bYVwD+3b5Pa+g1vy/Ev2gB6GD7anU7u7zOft59ZALMk1rzu8DiTtrt0Tb1Bri+rUdrzTDb9Sk24ednuz8/oLsR1z6s6nlGtbgYvbxlaid+Uq7jF2T3vm0eZd7wsL/xQf16S8dddA/1AHVHULzBtb5bq/MGwqIJg6mEQDLwiD/aBna9ndz4fmNfHroLZh5BX8kHvy2AlweTD+Ed50Xr+byujfMD1C1tBIR2pv/KHQGBngPCngNEnwsGMYSBETEqExSNBuASQYSsAUAP//D1z8UwYMCIKdePjfNDAr6Ffjsi6HUixe9bqxZiyIVK27qakI72v3vx16F7clPDBozkaeBZgiCS+DU7Rphalig+ECoH2C6QDRKOxCV6SOUiJbE5S0ksr1Aa+Asqm8oxk4uVZGy2nFhe0QwlHI/LaLRw0YKAUcgMxyOLS5ZfH6dwC4ImN5zXEqQFvsnem8wu6f7Ot9zP1opLddUWpAY+15X0t3eurWTczhBjt8/FeU/y44NgAd6hQwyKUm0Puzu8x/rMIAvzFgSTbz6i8eeHjKfHGV+mYJgxYhsOUK44AhREURhBCkIRUyBPYJ4KwiJVoCuEIL5o2DKCoQvIoHgYO8IkI0hluD6+mP0w4iZkkAh0f6aIRAuiUrZJlCFcsXN5EiWVSYYUp1DxpAJlo8o4TrJjklR6qZKnyjgjlUmA1I8ipZSyJBOqYvniKgXKSpVxB6ojkGTHBClO0eKsEqXlsiQXKpOfUmsilO6/+vF+I3/B8PvjLAbAN7iAcYlQoFYmPxu3LmTY424QAZW7dmQ/GzcLaYeqhOlr1SxknLp20JOw8JKROg457EiTRyfoNMhs2P5SddmUESMOFNA2YcmXDG/IpfY8GzefD1uLMCm5b5mS6spLH4vAjkZA5ydHVAC7GRy5NeL5YUEhHFtxdlau1JFEaSINWnsK6Q3rCTchyhFAnEXLmaAug944pq1kasmbDahGgkRlnw1ysqygV77VIA1kASli3lAjzAtksVHdsiVWrcFpENbN3z3goIfiMifJyJluNkYao91r61Md9ySjnGwqmx7NgSi259Tw/iRkECKBbfWYJ3bL0nhLyCPy5849uIVdASC3C/pDRYRQ6WKfh05OVGGsduf1urL2mtf396wDHUcmHO4g3m/YLyh+QHhLewy1Uwx46CXD5COrF9X6LwbLYZmU3YYjw3aVmqRKE7hUqsqOEu6OSqd4TfqSUUs+dX1cGuSakY5mLDHbHIcX4B9DYxu0oasUfYL4tqALZy2hWkZux5iPqhV2EziDXNokGc20f5YMzobFG6f680WWiQfd/dmhikzcleY2nAUQYTmMwiVUsyhUKjl+ZHWTcHcadpuM7LBb3AIxE8je3fVd+lvE3zgPFZAPdRCVt5MMOQ6KqY9NOXOx5dCWenpzQwYyshsN8Kpi1L7FiullTVTZUq1CRhnGhfFlRaMRYs77oolzoCaKPwgrOWSrT4yZOYf7P2OwjzUKOZeydTV1jh3eaKOYj62bUWsaRIO4lIu9hArpECaBV8KZNI4SqExFnvyilhHQuQ2Xm6TDXeuHNImc3idfUlskSa7r0QzaQCsXOa0i0Y53NYUdSBPLqJ04MXkrarwyxuITQ+FrGZkXLAPsz1R42AxYbRJJUrlQr7x0JXcxplhA6StYZSNfaFjPUyBHtMM+mD7F615rZ/eAfwsvdEXcmCXLNEaMNJ0MRA28pL74vr6yjrw1HOhLI85M7+yh28Oo6YPbLui+zEA+5XT1dNR3NHd0j98162ZNiTAJhRgfRiWkT02aiPw0XW5/yOX8fnzLfmBpbEDMOQgnkYoosbSgLTwqDlQ5Fn+9flxsism8zk9IJ24UPzlmZ5/O8jnHuXFe16GxWHd5eTjfrVbpTNOu/tndAq87UtypjTrK8GRthZHJKUag1sx9qbxVm5dfAQd/J/iliyE5OfX2pSIZxzIZkRTDOPs73dTJIIAiwvq2oIqSkveGwlTkKIrFDFJTBXkFBrdxUalgrilhKpPojof4+NDIdDJGskCKpTwM0H6WyQiIjVUlR1GV1ZZjqNw8ihpDMd6uooLoQkenleXsPdp5kyI2XTYEn/Ws1X+b2v2Zmpje7xcfbvYnOMUHenRrz3v7xuB95sBW/w1YbwDgbGd4aP2mn3njnk9wQj9+/dcCe9Iowg2M1uprcj47BCyzCMzFxy2t+6/XSe5J/FWvwW2ky/03bozsbS//wc7NuNzNn9vHaAX17c0jMNdgt0qWGkz0NqVAbZ0+jrEBpS1AZPq6276zOUHvP8Mdgo4xAvXEMXiDFDAFKVAR71933OMkhT9lR4XA5ieKj7KL2fP9G4+FdEOQUIR1g6GigrrACu0pDmFv8/HuB1+HMKA9oMn0eQ5xzQcP4/hXNUZ+yOcKcTjgGBTH1jWF2VeF2jvDGRxDDKikQmWGUJ6G/JwcgMGBfOPRVTkR6vEHL0W/N9EIHIqr3Xc4D/1NkuV/QKj3c8Ge6jCzDvBC+EuPCwlH4t/sOdn+s20E838/hHD3Ccj3SUgAdgsCY+VChk/1C8jOCkgAYiEQFPmj9EEAMNQCbv0bY+z/mbF/OfHUA/oTIIDUqStu+hmKtaltF8mp4oICdGdTAgA0ORXfEhMHw3cqA6xOJgI1sf917wTQ+QAg/TcO/DOemJA4059NnKmBi7XzP3Z//zeO3J+20j91qgr/U+uftmCc//Fplf2/BTT1QzrykA2h56X2lvISR6xS/Ax0QmDDFlyIboztMG7MhLARYZV0jeYQYdQuVkVVaeJ6xZk7dLLPfD3lSdXnSbX80PfjymvN57fTwg27HfmpSqvfGgVlVSKZM9PnMjwCSNB0JoXz6XMuG5Kd31vb21t2VpTf/H02zMGt8fyqsMRB5gn8N8/hhC+UfJzYgcU6wyOHrNSTcfFvk28doFQQuk5x0j6gX7b8x80PReIQFh3XrHxohrGVfm+I6m4harkh/pVeChzX82m1G/37J2NzBwyiXddPEmKhacPsM3rfvgAijNIHs2RGzctmNkSxG9xrUmla5WtS5lVZLXj4k8sCzDOU0UZs4MfHaQSBC+uEyppA2MWtjyI3ZPfMUjjNubdc6cemYpqSaqfVHkoJKTtX7H7WNBSEwicFiB2NRAF5CB30vba+53x2vqPKRRAWIQsDF9PQeZRsw0ySUNVJ11/n9h0/f/PIuxFttXFsccejveiCSDSyHki7eLqGCbWvyKsrQVbqcX/f8puGdyWRctXvN+yRyirpt/CCm5YgzmDNFcWzPVcnBLAW/CAWw0PRYwmEPkdYkKLv5UfhxDPUzeOwGEcCHWdI+iGAmjgJNK6W7d+fJpZeaFeFODumTYoUTo+NnB32VAMEM7fnCumAGMQ3L4+8OpEoxUE/5Sl7SlNBCMkqqHQqJRc8Ry/Umogccs0cfB2nNDhNNz8FTBPIGKWQ+D4X5E1JjCmWIT8tERJ3jEpGPBWdQcwppqnCPGm3j9dlT360o+DnIGfwNVC0gpyLkhCJiYT/XuyPjYVGNw0BLzNIRCEjXOMEvc88n7WSGPRBXCT0SkSBsx7VRPClKLoX5dLjtSgU4JZC7aYMJmVr+rs2F2+8J1l98gNtyXL+0LbSQ520IgOGHyWxQ6rWMwvXtUbtt2U702n0tc86aIpRIRYyKlkXGKJLqB/axsCTuRbpApBcWobRisKDbhF9gCMm0OjTsTZmQae4yWlH/+IrR/ma7kFY/+aUfrUqN460m1PFzez9rBvCwfTEO78GtzpUh2wb26i1/ajfNYUlHLDpT6TriLdEogfaTHzwqcxZtJH61EM0NrryVi9fgeb1nE3Hg+c4HKordHaIiOyq+u65MZry5aHKuqKyyLJkP2xHYpW3XsmLyZ7odokEmxxuOmrc8hDqxLNyaWbepdisWlFWVnllA96w45IkE/Zr+bV0ZHXF9N2HvGTdg2UHq7oHkkYCJfEdpwVD8nWC8kH5FfFw2rcT3hSRiWJ7ifyycIsjQnG7otU21t8tMdrBxr4zBGqOqL/Bm4XXMjR4JYxprk+zToAQeeByrKDCVyZwfWLsE1575pqg5rcGmN6aKlRY8HSCTUro89E6CHfrxKYRfGwL2sCxykCikOu7gc+ldXvye/pmY2x5VZMYrkwFT2FBJ27b2cGBuf1N13hslRkCYuCGnLhuwczGA9jFq1DctgudEbiAVptSS5QNr9NG1BHHHYwbruUxJD4tuuoJdACqBZ1NU5jZ14YEZcjDKmolSE7maIYdcTMu0pA0h7SUAmV1BU2sblkVTO95TE2QyGuIkJrsSbGXW3RyNk4cw3pKX+OkqcNscTugxmVyhxYpQVU7THgdL4X4RHFZe46eu6Ppzb0L+0nPFiWD21YmeWna+Mu4PjcHXLhoi5XaAi+XbyvLZJ49Zgda6omShxqtH64611I0FwuGwbvzd5RC6VR5f01bw69mBCQNlMIy9SZzS42x8G8MOZ1vdCB/USbGmpp9HmyM2DmN+iIr7Fk1bIOM6hgdE7jAzNAvMrnf89o5rq5H/5JVCYHvX7Royga3dR0JDA7Wl66nMLs8VqmKJXXSrbt8/wy0wfEDpYJ8BjKHlSxQrYEJX/AgbbCG+d2Qu6MdK/VpJyxUUwshefGqqgI3RqWQ+LAAcHiZmQoIjrfRC79DbOeAceEbdrWdAh9V30XG1XW+nyIbDiFGaX2dVX+EnfLswgzWMMYqUqeyFDAjHRKrbJDn3yE47Wqa+K6C4r9x74I0IKdYm4hLOYPtu80ANx3aw1Z1Sokfz0tN6AZ0Na3HFTAZVi6Ce31iVzqL/+VasZooIuQqxjziFvCJQd1j+ltt9Wgo83ljXqDQn5g3xyDAABpWlC6WCVUZmydkQLiIPcAup/frWQCN4tm5As8Cihex0kpM0R+MLap36s6HetIPcKxs8d+grv7zh0fhPx3Odo4UJiJ2Ri5/+yYjY2HoaODoQeBq4uhkYWdLwETHRvkPvj9NkT+vNwoRLiYGRva/QQgzszIzs1IzcJIzMJD/YZO1M/5fOBQc7YxdjEz+F4sECiJiBH9/pf6RUbFwtjah+PMg6OJs/sdZyn/Guf2fuLh/g8OFope2MHbSYv3HNzBhO5c/dhj/Sexv6LoMBMz/N7oyAwMBGysrMyuB6T/Qgf+G8vw/EIOZGRk5/k+Iwcz/z+MA/38AUEsDBBQAAgAIADIR+VgeyPnPVHIAAH56AAAXAAAASDE5RjEwMDAxMDAwMDY0LTAwNS5wZGbFvWN0bt2WMBgnJ7Zt27Zt27Zt27bNE9t2cnJimydG57116/tu1Vujvuoe3aP3n2evueaaXtrPGHOSyAuL0jDQskCS7O3PLkKy4NPj2xlaQnJzQ9JJW9iaGDhaeJoY4zN8t/CZGJhY2CHpxPG18NmYOfAZ2BnwdSDp5PDZIOlE8Bk52Ji/sWTxGSHplL9RGb5bvLyQJrbGf5HD/3/lgXR3NDH9FpGBHZL+nw/Dt8B/Pfi2+P8OY6Nn+BuMg4n+P8O+JWT/G4yRle1vMGY21r/B/gseDBxMHP8JxsjMwvyf8RhZ6P/Gl5GFgfVvY1mY2P4OY6Vn+RuM7e8wNjYW1r/B2Nn+xpeN42943/Zj/he+zo4GFtYmjv+IB6XvUMBnZIKkU7Szc8b/HoivCEknYWtqh8/0b+/yjiau/+apb/8zfSNKCGtxM7Oy07MwibIwsjIz0TMK04sIszAJMjHSi4iyCAkJs7Hx/p8xdP6KJCdnA0fnfwQAAxsTJAmJiJwoJOu/RKuyh70JnZCBs4G1ndm3KAZmJk74zP+Q63+HISPjvwwQtbB2NnGkE7U2cDYRNjGyMzb5FhifgZ75W1N8FvrviDexNXM2x+dg+zf2jiYGNpDqYkb6+vpAhW3Q1NDQ1BbQ79AQfbN90Mgmxvpd9oNRAQKCY8TRAU9I24DIKNDyOL7Q79GI0FLqxOwwwsJfTNpWc6YH+pD6a/I4fb/6+rB/ASgOTvXJ+8KJMwHdagC8KcBF/CXqP3n9U2i2f5FZxsTYwkDQzl3rO5zxWThY8NmZGb/noLKjhc3foYLWJibGfwcrmjjZuTgamThxc397zM5IycRZi+57FaBTNnF31qETtbN1/u4R/Ub/y3p0ogz4DP+wIy8vnYi7s5iS87e9vhHElOjxGen/rePbPv9m/7/MDkkn9E3CxNbZCZ+R4Z+BYeD43f6bO9j/RTNhEyejb7CBrfNfAjhpcfyF+5cSBk4mf0Ho5MSVlVUVqGSUaGQsbI3M7f7J8a++7/XH9tt/FrZmdBLG34wsnD1oxL+96GLo/BfKX3j0/8KW41/Zqn17nP7b2UISwkoeTs4mNn8F9Ld6co7GJo7fFMklDewNbBkovs1mZvHtGA9ygW8iJhTf1O3trU1s/qHXX/r/N4L+Bf5LP0cLe2c7x2+G/2aVf5H/m7uynZiEsIyBPT7DP2fTv4v/3fcX0l/Y32urmhaDFgs9vY7Ovyj0D4L/rtFfipg44zP80/RK3yqJ4/+loIG9uImFmbkzPjsLx7/J9D0DTBjxGRj/kzj/W9R/d4szPg0D8zeN77li5oTPAkmn/k9S9P9GSNbAxuS/0Fvg38b+L36CfwUjDTvjNzUmNnwODta/ur59LPE9aS2MBGzNrE3+oviXyKr4/+qxfyjz383bf05VBlbW/zBXa2QbYIAYoLuEBSA3oSJ4xZGT38FoDYAtSR1eSIj6SKND99fwnu04xm9fZlzfR/QYJA+aSkEfKbb1Vn84a3nx6SfKowISKo1vl5fGF0paekBqmrCvYYEwAKZJmg4nVChNBgu4OoiOKcihP7QpdxvRQFtYOdHmzG0uJOIOcx1esFTHNYwYuZ4LvJKVN3fsUFybciBeOG7X5LD+ynI+3tXagyOQgdP7+4RnYPyfacv4vW8w/XuLAZ/pr53lP6if3e6RTbSuQupJtDfS3UCnKfhWm6yoKNlOTnLYY3aYq/HWY6ejs7yp0t3W2e3chhZtY20djWG6Bm1Kr5+P+Tt9t98OrAm9HgN6ysjXDre33wgaDCzUh8FUt8fJTjxD4zCQT1QFMoRQaKHd7GXmKScKJDg+VFcEceIKGwub45EsL24gRa7//q4FLXcyEg+JLzJev+++hu2a5/HgeCv1HV9wzwthYPt2Dcmu/cWv1/caWpA5ao6Kz+18JOU8bfolCaL70+vmpUHLXuD5+sQJopsJ5DqqLdf7iuSd7e4r8Mno5jMu76fX5QSfHycu/4nOjcdDClldlzOcn7Yt0YMt9HXTU267w3Wnop0f6BYaQqLvD2tvlWdVYiLQCx+UK/Ztnw8e40JQAVSRQkMFVeJ3EuKrrc/fX5+c7zA9OAVFVlFc5rAFm+yv3Zvb+3nkMxEnXn5fvQMvTSej63UECAx673ncEIX2zvFQYihdEfEhF2G1IArlbsdXVwFyL6sfXoTkHU8UX+iiW1t6SOQvdd5nO3S4z5vgvpO9V9sWA+dBqJbi22+mX23v5+CXcAEi3ddLCfNcfO4Xn6lfH+iFy91IuUdCvSaD10ThpZFzPszxk7Tbs7o9Gd1xsXkzm3kyv9Fqs9sblHvpvjcgxDSoMNq6lesoe1qauOVrKftCZzpDdrV1EQzZgysRoONgnWL7Qjc6Snvb+ijKbOEONBb2uMYozuzgDjQYdrimKNLsoU40Gna5+ijWbPXNKNjsjYtCKDLbJ0OAGeALQ/udnp32mtePOf+d97LXjxsAQ7ot/3gXqPW+goECpLJRpHamP28JgA83JSf8j/BO4x8XKM8z6V9XDF863vhefJqdeSHb4n0W1Y9MnXqB9wf8qDFQ+3/eKgK0P3w9d2AI2rseQtMDg5JDgWf6BGYGAg52+O/t5SHt5aPs51538tN29JN39R8H+yv7+msH+iv6+3H8hfJhw/SBYQsE2IPDdnZgBgkYgcLMkWAbFNiHtOzFm9MIIjHoSwalMYxKo5mUSNMpkqaSKUwnmJlMQjMYJ6UzjEqnmJRQ0ymippJJTCcYmQ7hmUxCMhonpDWMSquZlFjTKbKmkmlMJ1iZTMIyHNMzHIMzEkGVYhmVYhmUYpmUZOmVZBmVZBmUZJmUZuiVZhiVZhiUZpiUaOmVaBmVaBmUaJmUaumVahmVahmUapmUbOmVbBmVcI1KfxuWcs9It09Ltw9KewRmJAIr5RqXcg9Lt09Kt49Ke2Rm3EEzHWqYTjhNJR9nUNDRK+kal3YNSXtAMR2amE5QTSW3MSptjUh7cDEd4kwlq2VQ1DEo6ZqVdiVl3NGaTnRmUFwblHojMZHAlXalZdxNTyU/MShtzUq/ADAdaqVT4BmXeodn3NVMJcMxKfEOSL+wmk6IZVBsz0i/oDMdcqVTfIVm3OVMJftNSr+4TSVfG5Z6szEdeqVTbH8DeE0nRr9xZ6Up/Cn4+qRfQJgOwTMovnIz7oSmkuUYlXzTM+6IppLxTEq9IzPujL7fzErfv5F4mQ5hTCf+QvgGW5hOfBs2z7TU+5sT01Ty1zehb3W/hqVfOEwnZoMo5h7lzZ+qTugngDXHn5hYAFsmS0rRbgcIJCFfHCu0ocaIMVUbiMcTq9VhSw1USNQJKYX4ESo6/YJX5H/w5p36CF031czLdnIg3moWHSoSyEmwI99mEuWwqLRQqxyKJSjqlCXjCXmpqbD0uqUw/gzZ9gCz/sD3PNR7ywnb8oM3EqT/DN1vAt/S47Gf8RULnKmP6Ym2vd/GuPhYEOoVwvW85nn4nAT3uxeD7eFwuJkeF0N/ukFoQO9ufxs9qZtDK0h6fnROp6J46+61ZD6QPb7/ExLS8ZvduTzg+QP1d6/vje9RpiPWHvyF84HoftSFaobPWO/Xfqdf+CfAB+xDzdbTW38ksqbfjuJi8dXAtXBgiGULfPQ73U++H0963PZ+xXNX9XZ0KVloaB144g+8AE9xgmTvQK/EzsNXT2KcCJgFJppXyWRpaRbXX2Rw2U3qxm5fYB8MryzO0DqCcZfDhZsB78VTws/LjhX787Y9C95lZuDvKXed707sqTt2RThfXdP38T6c2xinvmjUaLV92ztON2kzNtnMzhINQRQcuCjY1GbBjUbgXZQkIlz66hrislCT6qTCiDLuwcIMtj8TTSobCSERG7R1EEGgjKSYknmnWZgX56wJLKVKaynv4jyEkYQ1StmNLAtJBwYRsbmwYd0xWy/4yc373vTnUiOiGwJJlBRAGFDjzipzEEAFVJExsAzHVAoYIzyV4EQFA/MpPZmNyDlWHXHCVmXg1SfyAPdZFGqOBY5odDdu6iTSe73jXH3mTF9wbtf0tHrNi5UpxUNxUw/sQg8xQ0VJcsZsITbAUuqvzibEpqxF1fZ02fFhiAlBrBeRSa5YgSozJyaZs+qVkZLc6fsvNTY/lB6c4mF8zLvMZn3/XInF74JGoVRRbNN+Qb7jUD/to7XXgg2kGpAgBTHWeuXWmu/GF0/u+EkM3HUgzKFoISqzWUMlIjGjwPQKQ29KP5Htkbru3zoqFwmMEyMy0FBKxgaXaFBXBBZbElCrF5YTztztdeoJ6YVwawuRzSWd0LyJn240633czLZ58g2qH/Wfuade1iQdm0foHJ7bPG01dHrWHSJ6Fy69wY5JNbqtWu24a8QJkwChRgERRB6T4lPGywsrQTZCcxQZVRvoKLBARhgitsgNZpIaCq0io0yakWAik6wS51OilmNFSwDhw+p3yBiT8YPOMweijF1s6dDBi1i3GGslCITA7y1NNFIbWErEQ3cYKBCGx99HUnK2iv95VpVXrRBGoZbXWJnWZ2aWwhFCJJYpjUyHL8eRtGBEJ+sTQiQRcNUWcxN2uKbNpYLp8/8C98FUf8FFZKpjpEO94w7amMKbbv3qycKb0irahH7hX1JQsYdnOP9jyJ8mrLDy+3cXyJFGKGok4jisiIxavytRmaF1VGFh8DR+qsz0B6o0AQPxurxIYTqja7+Ybxz69odZecUXhDuqwOIbjyEd7+WHeeqPSahQ3mme4tNHgfAL3av3NUA9Kq8EggUbAQjE8FIDQ2pGUHRZj3lkVMQIcVZDy2u+nYalXD+RDl037bQQ4SBkBZUmBTj5aXojwplfpSVh/W0jV3n5fsGc2mDOl3+UUnt/F3E3CRnkVvmq4p3YFdHsrZrOTuYoxBJchrfFlVx4WjXf1LhkqccDBZYHM/b/XEogEfoDAoofbxlZsKCqPRhf7V+UmhJpLIjeibmTox1CmUo+XPmWhCHuYN9NiaCA2l2Pmi4zwEWj6h+nlVqqP6qCLE5YvcaoasIvSTWwg1xIFpUFuYwNQLl8+657LCD3gvSgUX6gK3pZk1nTYMZXJe07bSaweWbaPfQkSOc5BfeZ81tOB27OpWIzIJC4NByFf5Cfw3rDdCgFRSMUkwV7EcIqtIgq0XlCFeNT+JxCADLE+oQMDAR2xUyYW4LZWLAh2053xQWBHP33jz+CA67k1meB+EBC/lTpZ6bEhlaN5MJ9RunispW0P6IF+toygi0vhIRB/AA49z+hJ3fXrrYFYL8YLQtRnE34wp48TdDGYfUxBqvfdXHbvMxybPlumUJ6gYTunPxX81erVG9+S1XYqycTKPSjrsZi8hM3EIcvQf8E6GQs0f8+oFGeE6gB3ZvIRAwD+Vv80FAUjEQdA4JCUeax3IBtlqXUJ0KlEgD+yO/yhMBk6Ms1hY2pt47HLzOWSCIkxU/xBxWnoogpwC9HT+pX8W9OrLaYEzo0GMMTWl43Ex5ewk55blf8/aG1E9gL+LN3luexMVukK+y4Z/TxTbXOiSfQrvmlrG6PGz+KEJ4mhwHwk/IDQ8spqSqxeWc9E5dVaK5PREFJWMMBmd91zMy8hzUYr3HLISJwGK/eBGWFgh9oBwN4P7kmBMgWcSHQ03UO8CAtwMF8R0EwCiUBJVwigqIYGUbbKgAKopqh9c2lPGz2gsjaLaTEFif6YQ1IS65A7cVbBqe1VC/UbhU0Y4Z4r8AeqEdDYoRpDodRYlCeRPe18IK8f34eL6inuJ5DlRBXLmwAiEhuV70kOWCGCJEaQl2BQkHDJkhnv/MrnBf8i7TT1UMnLvVnmlQPHkfqY0f1KA0JOEJ51Y9YITuHwlAIHIRO1IOAbGkhsqBtNggVMHShiNP2ZEB6YaDByCIt2OQqFDv7XiGylCX338NzEPn6AdvklAkqG80sNNBzQH4j6vHseh9a5RV5YbXyQlrgXKrBVMG5aB+5yzVojaOm3NuuvU9Nb2uSWeD0KFe9dkLaP1RRyJAnMkmD3Jel00WoT2hTmwQyOkQZDfQNu2gpkSEhInnLo+ZQrU+gQiFICM88oX8CooAsQiPeiCuybGcmGYN3FAGGAMWIY43KjizTZOg3LbIVZpJWzyWLC0SFCYYSH+roJZEgAOo+FJX7hz61k2xOJgR1RF+pQGi5efCJXgP4x4oQhNVLJKvb2hNjQJL+Ql8tik3BhvqZiAg3HLBocNcNiaJ211cbsKre/6lOiyFJNmCBopoMPYIkq8rLCeWPGIm20CGNPlICuP+JuMcAd7b7wrMiiitvVXRIO+BkJck78sJydazatiVwiLNj4qXd7jbTU9QmmHeNI991OXNsI7GqDTeWjuoq0wCvFAEoX821y6vPD6hSUAnWLI28IM9Iba4gdzcwR5Wv9Q6AWgI/KSSEygKUKQhIHXwi4BRf4Hailg2fQrzsku9K2ChUIVoQW86cGnoW5KXDUXoG1FfNj94TYAnoSR0Bb+lQX0lOKJy9cz1UyJnrEMBGVgQUKwwdz5aJSaNypo+xFiLycRl/3kcaXsm0DeaP5IfzOsrIGUh78RT3sdU7CtGFi3b28pIve30oCUew/gGernwKkNRRaSJDhuyGSOouEuIK9kEIbxADgxqmxKCuRZ0sy1WQCNItQsC534xZIiFFlPl4BxhKgq2vzmeeLOpYajR6FiSC0YFohVObG7yFD+x8FBauGA47LChLzsQMEQ9YGEUJAiwFDC0fPAYIlMrB3/f+CsH/+YHyKuJspsfEXf8a5LF2jsJbhnl5WFDn2KlyGCKG93DjG/Ln56QvmiHPTze8Lr9FEubGjHljJG3gd9VlZHthaE8oedJhem4Fe0BVaqWExHowacJ6VoywCLAxqNqkH/Bj9OXE1IpREwjwLcKJvNUMCP4BxUsGGgBoNwI8NorDNzvX/RCDosP5AEytMGOw/YnD7Du1pMCg4vxWqOYcABYVwFpMiRnFhRgCowAC+IBeUOGRBkrD0MHclkEP+OjemmFdbzo7djhjXboi9yiPz+Jr5w2wV2apPL/Pd+bBj4UO9ENS9YJTAgpAxCmIA2zBMaYE6STVDeLvS5Dxe1fSykLT/ENOMSahMRXUqzFdUSh/ZzYyONPruylGGlATQ1bru6uzgOBTYEZQEliiV3efxgtamwKg4B1gG+F6jmSdoOGKyuPpfJLodG0nFAhlB7MDxAHlhQB1FCiRIVApcuDGnKMDWYCbQCDH4+6s88GBYY2HCx00APxWy5IcYq4W3mcC5ow/bjXBtMTHoDoVvrtvg2z9QOubbfGJmTPq70r1ev/KLzlIaGLnVVpv6423c4jp79ZTOaGQiBWlQEWBkVxhLJGHpxcD2iw6Q+J369YecywEltAhWXKkUYHUbD0sbuRAekbgLaP09C9fp5CkBUbuw0TZ8eQnaxgTx0du5p5eK0KRYFfQUUF5RlzuT8WJVZedYW7QVESBEhxo6al/255f9b8/ndukLI/JfIJiMZCNCi4ssOxIBTMJPGr+VCZh0bRRaZDPceqyJ0aNiarP/zwaK0evUA0AbesYQ6F1eX8UGDTW1L+KYN6NpKknonHWtId+O65ZdRaBiCIupygL6kBrVF4F0y/cW5iX7vvzGnqJT5Cn6ariFJzjw52NGQHcUUa4qxQm8PoE+uOzvsBPaSHldKETmZLHCHj07UrB/4GSaz9bFXTziW+eL59u4HWAPKw0ny039ModfFOE7iZlhOqP5cfzQETIJFqt9k8GP6fPlRAutNyumyXQoBruHLrk18mP6c/5z4oB7S/vr5QNNbttz71bslxOp6doEmW+piZ749OTRGO149dYHB7f073D81VbcV29BmbG39YxrWRkpaXHZq1trrDX2AG9VFMa3QbI8jmK19x7ZD+kblyLf1umToSo3vvXecJSz5uWwf+QgSRqEuQaWIhIzIzPQ90xTsVJX4W6iA9IM21fp/RGMU44Yix0Rk8MOkmnVjyxRIynoOim1cqwUWMQzQiblCWfMyC7XhadVqLNBScTDOwPukK3X3QwRJjuMvnFZtcQVhg4BwxUzUHKbAoKVQGPzO3KE02XFC+1N+eDg/pDJboJbfbUC4kql1y0wJ2BlfLmySm+Yy8ZUBTj1UAzurQImgjbGeODhR49UJBa9ESGlQkh5KwM4SRAvAWmHXjr2erOi88KvC5yqHVH1u1p8uR63q4A2tgBKkfweI7EeSHuxt2rkIevib6poaPd826twqgsLofL1ffPAGWcPTdxSMnj+uk90zHbrF0On8vjw0HGOFQUGhrM2J8ddTNvW1dfH5v9oduktaApNHUQgvmnpA5+64ApyJA5X5CnwrM/ugX07uY7TiFXVnTqzW6Ujf4tkLtA9Glq3JP2eyQs5UHswKmVn/R9DOEYFcCC4rBjD+igKeCJc3MtJIu0kwqLvEODSvVqL+eTdKOsvuhLtyAkhtP2/J4BAFGYHQImZyBEtZI6UFAcm4wBk1WRt6FWJ1mS2gwPGimgJYYnxDOymqG2sMmsThyqciAUnX7Tt4IiDCcSSeaoNIU4V8f8xtycvKw8HDwpmTI06lGpA1TkxmGX3pUAEIoyLEpFFQw22lkLpS0cNgpBkJlOQQHytFl0qK+vkyjlmByO+cKEOcDugKDz60KIcJJglUPXuP5j1CTk7vWDubum55DVSkC4fnEeRH2N33E6g5SZYZkBS6DVbyJjFQYWYaoC/sPWGE0vsmZk/yMiOOO1PR9TkeV00/pWCltClrwOqWIWhJczGfHPEjN8QYW//36T8UMQ1fvu7Ljk99W+BwRbQRD5UGHyCdKRGBwKfy9ClFF2ZVe3IZ72pFH2oTod6cdOeKLaYkX0iUrGR8hKP/GuTikLJ3ky5zSC6mZva5c3cuCnQSujpP88eyO2Gt/jUQgUWu78V9TIxWexgPFOb2O4iIJOF7TDoDzeFwQ7Oj+wOURMIUPfwGhGiN3PYta01XLZpAZl6rSZsqjpHtPudXNYcLHAGnUuVtxsCE7u1H7HytzaJwFzsImYOX1z4iXoFqGcOWGPxinDU4Ez/g721qxwsqaM7IvlSuAuY32Yan1PmYLNcYjdD8wbtY09Exi3/rusTTKq8KhaW3LryvOfyE/gA2mN3IN6jJfG+zrUmbOlakpaoEx/pNgRTAr3iEI/p+cBSpMmJa0T2/dJ6CHv3rSWJQYKn4ni7kc3xyX4bK3lru0AuKhvZJBMOI6mNEJ6DPVa6lbYFO1WNMIpP5Z3CxBO3GzoGy+O8YwoeRa2ZDQlwUD9g1LzSpsveq8evBp1NNnGBF29pUf4LAUvR4L4qQWsetPGNImcH8zWFXOlwmbP5rLzPuYCK8UHf1QfblQRePeDwM9hDy4pW6oLEJFH36dE81QM3qG7FXTqhXS8uyiHrcG+8XCj/xBxTPAO/nPDhjVCTk7v3+yPFTyGfCcyjmUN/YfTfT0Oko7MtgFt93JUjzQKDjnLD6467kamCHTV5UdtqPYgabMkUGZtI2vCdduB85SzM4NH7AQRwvcdaKoc8DL07BSo4oJfCEix1pDiINsf1561Aug6QofpwazwdqMIiCJVpAMF1nzeevh6F3Po2OqkjcAtjMDObJ6gOWRGKM4dW+cIAzsIGpa4qeIi4bJo41g2j8/n9qFksWvmrkGYW0EyGSlnQN3A1NvV2+Nq7vfRxMrEY8g9Gi1Op/cUYNpQPkcej5OssU3n5pm03DQ1Da1dtd3EFAP1inTEc/8h7k5N571+EFj5kx3mxR7Spe6TnqcbT/hHNY+bn7+z788j9V1+/WTxSJRJF2RFAFCjk/kE0ufmIQDrqHobEMJJt0lqkaMHiVSGsj+Aj7Ye8k3EHusslyB1sdasb63RJiFV+5HZ6svM80aNgnDsL+Hiumz5ZaviKF15JhBhKYGFVCMMqdICqWoKrqgrztTZPzBeOSYizRE5gSzOom50whb465hPQP2iPzE8AQc7sTlheZ44O8J4w3kDeUO3ZpzqQRo3h0hZcBZZBseEYn7p13Awcz7sUdF139W0wK32bL6nY+gnVEZGFusTEz0VBcQ1lpsgtQ/thIXyOnseTk106rnPQuHR+hQ/2BwYEYMgTALgwIIO/gkIlWsypkuayeX0wCx8lrn2oAv96dLXgjDjjwuUIVvH+MOd525Hz2dTwfMn6uM+nAScyM5t7Swp9/RHI/gR3PEbBSA7APlckQv0b3W117b7i/ntUSFmu1+0GNz9gWucxxmwM/eTJkpOELSesQZZwhMdHZWT7FK7ld+bPWfMOiXN2IHiwByQD6jkzLw8P3BEiVdenyFqIolUkOQYgbzwHGB6OmWa3RRf0lhJqjr6tXkltM4nC8kswkGHhZZi2yyw2FKaCgrZAqQrv6Wx1JwIMryKMkQlIH2prLMSAR0xMiZwzVo8Dgojkb4vPrkR5TFBViGkOLJa4u6xCeUkHqZ9k4ae1ninXsDnPVa5v2xhZ5dlWIHlfrhkPnoSMyiKEs0q/6/WCajD4cbZ6Xjy8FLziMHpBFOrHp5ejl4Wv2qPrvGfGnzN6OYZL9qA/h75qniY2KS4O9xdrr+M5HvE4rCBV0TVGbnVq3Y/yl3eFKo2b0+2uPJkmiHBF3d2Rr1AinNng9poUHsxIaRYfdykF5OcHtDEe81WLIUtj0ZKnTIFhgFcXaQGMELjLoCbWFy1ZVl5hUf67GBQI6shM1UIAA9NhPw4k+ItrHYuPT3vSgv0sv0LL7GIghS0VCN9GOk9TdB5VU3xsIzDKOAkR9c+8PoC/MCfr2HJ18jmF09E8gDNLGJxeX0OmAdHslZxO12PT5DE8jpcnzCfHCXKw1HUfpDHTOiblDJqaVRUq8Zi83m+v+9CheF5na0oudFtdaLr44bddTh8HF2OXovjWgKSjfJv5oP17/tn9CXB0dRV19RWdeUhqw9uU4WomtUhr7mHLUts1BXWMn24c7/3rDoyRiNiz7HBpdJ8ncthhhZIlHYWsYuSh+bgGWo1RBoDA2qqcG+qWEuH/TzmoYRataFeXe8cp4dAk2ALYh2mYHE3NUta3Zmh+HRcaZbL+wDc2QFKtR6eC44nHqXOQSQ8xU1dDkanoEwupwZKLUggVVmrqLHKj04sBamR9tFjzDD7owLyHN2YxIicaXtip1ZbtujrJyVo887xyrKDB+g/xi4phIYXSo4rSnf/HEPeSJmVCcpIix9mIheLajRszKBCjfYWBZzgWczAx87HuB0MmYGeic3JjXfooCKkORZaB82ZizQ5xFQhzrmQV04MlkNQ9oM5gIENVQ0/HQDCtKIO2trG29rQ7I0ekPAV3lFwitzLNWNdyO+qT+Ux+j1qqkUF65AXh2369tahARjOIVjvNP062xRuEXejqLmWmmzpa+g3C1zyMXDo5/aFOTNOXF6cLHHUxV1owYaBUG9C+GjTvPkPzsMftVq+r/j3IpA3hXX5vfx54CWNwarzpPmzGs4IOiKz9rOqCM3GccZvTh/Dnz2flkUr6dHV8SqNAqzjGSPrIyEjwyMlI8ui4V5LXMgcyRPFGD6U0UBSerp6OnpIrCFKIU0hTtEu2b3euR7MENMWht6KD4UJ6owJQIkkDOi/3KCqgnkEry+FZOHKcAOzXCe35f01DXWKoeUWsAiDJzfHgndX5Na6wuSl6RkYYOcb2aWGI1/newwR8s0AcpNLfOYZbW6Hs6lRgATmO5Ro0+CQqCkBfzzVwNSP0lFOZfAVIPWUEUY6u5QGWpSK0iKVbjBlc9Zr91oLnmU7glLksoS7V8Eat3/uN1ZJed4Exb/8MOfynim+9v1xWUgHYMUeHFuIdQL25JcL4GKOKhZldHr78DA0NaTtyetz9ny6fxybx+d7+ny433MlHrJQMC9NxZSbMTYVhio4dzKb2+u+u3dYpVbruElgBCQNYO9n6fh6EKHU2PazfshZjGzIe3KUCBdr7r5i3NcLlo8TH84ccWFj4UHsKac172HT3IG1AUI8D3g1EyhrXzLwmfDH2jxAgnlVXggwsNlgKXlHM9jm5pUVFOLIfiA5IwOdkchHtqluj/fn+yHU0K/0Mf88si3YTx+EwvIKTn+e5B5zfUszDXlMSO1Ra3xBcFn013ELoW3FJsAMCB8OajOhSGKJSAdBbDZnDMcNokgw2RWPrw+VuRJojVL+lroiopMaXz+AaP7d5LSJUkeKWIoUzxCRkKcwbmMHZrSJsFcxSqKiGFUjRq4UnXTdbF0tTT3OLgdjYPYHrFIlr0VUHAXjJPrVHwB497cgTbnQ62Cr+YRHx6iqaisA+uRwsm6xInBTDZ6Uc0+MHv4dIujPzqAqacMu2y/mys8QuWoNpIFeEYRWYTBej8l8zZmzVqYo3HLV45Ysc6bBHmXDsRsBTdW4us2ia5OxoS3Z5Kj8jWOJt8w5JkUqDpNzMahZiqd9cbIBPbawj0y+2oZhhFRAvFg3HrDrH0wPbSdpAcfQhQJHm2yHvgt0jvNyyJXJKb4ltizU8slOpKnG/cB8gD4IPilTiS1kQVm8TycUMgPtFFlJTGDAYh0sVWNQf9ooWV0GUCypXPFzrDota7nXlFMavFcuk7CdEmKJLwETMYYm3hdpFZwJYxRywlucp/orUyj8SaFKnJQ8WpQdVkQVVaKsDJHuDr8vPIJwnCG1+cfsRlqAI0cUoZbqgFz0ahl11WqslBspOZEj8wkO08zTc77KAkHLBZZeP5m6GLs4uxQ2q6/60HDKyMiFRnvWM9pDXkT0oRLBccVJFg8V/Yp4IYR9q5lg0woCUWZ2A5TTehGQJnlsWtwe6ZmItsWP1pqmS8t0f3ZSgANoXug77ZEr20Ln2i7IXxhnHPaHhsboJ+XoYJqOXuK4enubr6CgLpgWydhXuR8d3d01eHDr23m0AJBy9M2WCQ83iCNJtg3AAWOiJFKzKBOSrlW1uZXLi8QkFziTWeWKI35Uy6M0bENOBR4tWIfQTxV3+sGxvOUVePIsCS+a/179kyHOqhiO3F6bd5+YoEycNXsYVdKjWMMsjznOdo/prgHuq12zFBommv/UPMmbRvOHnOYZ4h3+dHmBN/WyM+GmAUzf6OXeM8FwFKKrPn+nvae+Ws1NcFLEJiZi4cvTwqbGLrW9jHNoCy/HgUEmirBfpSEchc5gBk7c+QC9f8BZmugwYvYu4RcmheOLgvE1I+2YbFwk47ZYcf7TF/gr5yuNugtQisDtbJHUiUjziJodA6zX01335Kyu7xXjLq6+B1oJg+f+3fSkHPfjgdETLZ9PhkcfcA9lPXQUceGt+t5rC5abLd9ulKeqxKfjZPE5lCCBUtfYVi1NsbiH3O9+Ld86vYRiFVPjZmkuuBhf9ZmAXlzkjzefj0LlR2siDw0X/O4uw5nTKJJJsz8Yi7mmwSJoERK3gbLGEejpJ474+ewo2IT8H/Xq1KAmnZojkeLIKgkBW+EKTDQT26fnEb5H73LWMLCCpHgDDe75IM3JkBXigeSRWDJgs+4ax7W4rCYSLciHLDGVlcDPJJNCnAi+5v7iiiwE43KQYTAimSnMIqnE+MqUD2Tv0CcI8Ldd23F3NzGJoUPwcYReT3Av3GsiGuEqQU+pHM4xoxNC6n2orQ5TUV6nwqQM59Me2FR3mAsJMdjIeRJTyY6H2t2983yca5jZ1nItZcBOgKxpAQsN/vyAvOLW9Wtq1ICyQGmBvAOF7vZ043bjDwIjr3UukKJmfskovE4bxetTiEi/hvwtvJCmcso4L9y1t/X9fBduBPDZ7Z8Iq1/Z7/vuQz+BMEorqV39V8H9fRa4neQC2oBdxSJyun3s4RGK77betOoP4O3lW9luQTjP3La8S+MrYGChZ2BnYGxr7OrwNjlanUw/Ljivu3SrftXKupRyOS2/nD2e5iyaBaA1TMEeNb5Mx9QQhcVJbpk3sXAwkLg+kTyCqfAc/vJl51p3ZryD4JlcZB5y+vU2Uqu199LLBk7lEouEA4IKeNlM08EuDkPTxV+YbsMXOp1NniS9nAMA/sSwSmP8nN7KWbBqifhBj+cjjXB+8v7e5Pl7QBSRPIYYnNhDZEFaZd4Cv5FiNIuarKguorWIHGRSDuM1aWhJxkEEL4D+4dpCjzGcxEC68Cz45w7b6X087X4NljPIK/YSYDmjCvK7Rl3DW9pJ04maPOwfgazMO7MH5iJjRdVflJo+qr0qt2601c4EwFGXVGlLkRMbLAkU9R7zk6aO0dqvXd0+8lfc/EQ/LhP+aEbvZBtsaPX0KDAssjn8IY8ljsXlobQCgg0xbPfS7nsnH5OCdCH6caZO62hnbNy1DmIze9TpF8ULzsEchOovdP3g2jaQapYCeShY5lftZ+nt6V1Lr6dOSY32/iMSo4GwWijZ7M1s1HTU7BgNDTUtRih0XoXicwwJEcJrjq6jUwveeGBYBKNcNE7gTaOxTYsEGVciy6OxXvnsclLYdxIaXnK5mDxmrGyyMb61N4pkkGEjLejQp0YRXMYRFBdwEBhMdaXGd3oBpR/y58L0Q4ypSvwbuN6S+tCijqboqkD+GCN/gThcAEhXdfWx+NkPBlzUA2dNozcVgvLuXhBcI366ikKT5tDWORo/1vE5ioNQnVDZYW29WsXKVNOwo9DUo7RjNSerdhm3ycOmcXahqpvQtvk2Rc2MqulVWJLVxPOj1PEudCgwQX/FEO+GXu2MjFzQQwF07R9wAspUd+TOv7zk8HKEtLXcQLek5GWjoON9n3iwa0qltTZ3ZbltR3qvBTafrqdnbmMq8sYEC9yxG/IM1FWAaWE9bTJz9WGp0Tk3ajH0jrZ+p3lmpQFegxs2II0T7/2SAcTzhbmZDI2dqjSduh5K4F6E8nlRrMzey1lz1J6dTrkrcWzmm6ACM+ZvmCMTFPX4jXcA8AUQK9op/RTAYR01jbDF0IwfZcURFz/SJVP6ahrL1PoZ6BPBGWmjy5bX8wlVxSGAq17U+PPEgKXXPpGeM1dZpfxFRv+intHNNfVag5H3Vu4k6oTWE7QbuBvJB8mT75WgJ7RhCKXUZSRxf7ziwDnxEpGOJC2pCn57+kD1zv5O/G4gJUptS9dD7HB5govqWrKH62Xr4C3pR+uvjCFRx6BL6xU9u64Zz9XnnaGdh3OmOroy2JIV1hW2VtdWt5mr7A0P6/2VEa2oa/Ke19bVrcerPa/Ia58Ntl4amK1xYArAEJBKF1tXXK8bWH2c142MRTO7LfeLW622H6sgAGf4iQPSxDi/Q/ShjwBB+OgxqS4klnIjN8vc4fC/Athw88bmP7rV6BayKJM/+mXv2wIjTSYwVQX0K1uLyhgjtR2wLRiGAxdnbrSnnprY7o9+a880My0uRkVlJw2pz7eh7UYzpbgAJrKJUwuABRpIOcb3sOTNwh3tMGSxusg8GXPALAklOg9KcCHKiNxHIaAapJlQETO6OvtVrohhr8+ZlUsREou+4u9zrMbS9K2jT3648s7XTQxQAtCxEGfoNl/W76+zOvj3pnf6+X9iftBGAg7yQnHfY3pCbwps9zcRbWLgYOXI0RK3obah0VHrancldmV2JXRldKV4c1s0YJufD+ETIJJqwAOgKJIUtaHa0mwZTrh7WZidDi2MlzS10W51OJ+fPbfcZqXhdb4//9lY3Yd/U+DXCedkdhgHjoGTBtcfghLL179rB8L/QQxGfjjIJRaLxwX4w+FqwaOpE0cEj4fY5+Eg+VIKJ32MJ5vwU/1HY+HmrbfDpdwTofX5sqsJjhJvuW2IsUR+pRV4ww3gVMq8oj+AunmmiSFBNWi4x6/m61vom0jqgbApgcaY20Dv53BydMMiVd9cPl979WGgQ/pajEh05f3UcLGf6HMwKq3ScikHwnmUvXpsD1nebF5Y/pQzhBz6J38iSSNlQ8kBxaLcAoH7NfH7nN1wX1/V5un49fAEjzsvmGgPHXgpRw+0u9KvJ9WCK/vWzQCWgzFrx1vUaXTPkaQKCZW3IThb2AYhw+mx6Hn2RD5kFMNBHoForVLsY+Ru32NOty4Iu/g6Tx4nVA/wPe5O2gPi5HbJb7wEgnVJkgoTMEBinzteHBY/bcEO+P4Q8d0RqwomHgB+NrYPPsgLJL+96QabCCm9oYQIsGkVtb4d9wH6Yrk/8qMFsRgqQHUUD7fgw5NTK6koCFmq14ypYKywmEUEgrQv8/UpQjZtWtH69ABCcnpjb2Ox3jTfEJZFOnQ3+n548ruxtoPUnrM6bGqb/IoPAw9Vq3+Y77Pgqj1iElEkY/lhRIu4Q5s5YYJcXeWDohQ/cwypQJy/c/UF9uYH2uIlyVo6spycqepDYmUVe9SOwFZL0pybeSi5wmhjjo9vmpH4p/2i6JTqQWKAVd8rOw+KuUfi6Q3EOKnRUHFxm/lw6POru7G9nQDBh9X7jq/+adakLgQRMUJECc0k38IxbabNA9gmScDQIkBiYEtGElCpUFY+7JOQyOpplr/OF8GmqGjz5S7s5fWXtS1eGqIiDBArRMR46RUOfHN02XSgtKawlLkYL3Wef1xO4ozkcfG9YvZ+ZEfRJb0eMeb4CH/RFrpj2KZCd0ncZfT1FM0UnTWNNR22qNgcw6PEU7OXbm8+k3aAtrLhPPtzpBOnPRZ/9FgYBRxgnwC6u73iV5/zfQBq4xcDLHy1X19bA527XQzb0QiE123bkDQE2G7Se3pHw+1BUlWVzCKu715Et7Yl81EmVI3quVG1ySjgPNHFkAktHWBb1J0Ebwoo6zhcInu+NciEgfqPBGpizfT7L3ov7CizQYMdiv2+hF6APwiCCskgPJyX+/616JDbfqqFktoS5Bgh0woa3egWTDixHg3BycmKCdYgZ4dM/iOth+G6LYtY/Tz4oc+5jlXxiJk1T+kCRqFEWzqLV0X3bi/79+hkGOYfAMp1NidfClWb5tGstjBwb6+DWx9cO4S9EcrK4Liz5zvTtyPCQXIQwJqsOdPG5+sRFeMVLxUhFKp9/Q0zP3dOMwEF0UHo9yGrkS7+WIjCZ3o5LeG+t2WSoNbKD5mpQ2//oIp1NbObuQcFsqiRYjTW5k8DxYESTk0WbgzQ89WAQK+lHzaDrGBOyCoiZNhvOHJA/bmbFwJWR6F4KM7i7yRMMY5uT7XOLvQKLUFMPEl5QFIYnnieLgkwCVXMhofCD/Ulx0tnXgiDB/yQnBBZskeBBxw/EFosuhSNWjh84q+olgk56E8cLHIDQjyRDoDNHwfCbLUELhaatUSW2i060vmriM1WqBt3XOAK54iFMG+FTmeEKFNmKB+RMZARF9LcNarmrtw5mOYrYsogyDZEzjrIf5wu0RhCLKC2eIO/hcZGOvGAUysLW7pRZFaMuLt+LQf4C/BXCLvYHDvnkkpGq+F5q8HTsGRD/5p8dNUUABiAArMKlFXuCGVOGLa4U/sSnWdieMF9n6LG8S5Wfpz/FSIM38+8nGtYHq+n5K8snL6HN7WRkfzH15eR+wh+0LUUTGYjAWpY42Mo/inrTQLYI/0nZA6wBG0TKa8zltk5IOXWh87QT2vpNEmahXhi7SWcXzkeYa5fCaPKIiW4jVYCPOoQqEG+ygHb6YBIvtJRVuvCtApLr8yxF7VIAJcgxWZw6+uxqD7uyB7w+3zSEcJFjBbuarzTqY420ThyNwYH13yue17J8TE41++Es+0iruq7UpoEXZ/Nm3whuA/n3q1r/Dh648RNFdYEWlOqZ8ucaoyY58XRHPr1CwHWSNzmRZ/YCnvc1Wx81Nzs+WG/Kds60gWEggLrALaR5BbWYIbng0wnsJztaTFtJvZkjGSksoPi0weVofqqNMnxSCMF1CoZxBY2jUlJdzrDVN/GwAnQe01P7h2UWsasbo4welA73kjUJ/1EaauNC7NMUgsyLVkTo5CJfBD8eM9ACQOUmXGmQe8Axavu+Nt1j5SI+5Bb4cY6hBkTzkw12uw7rPSrIrkLZ69Ay5vBOUrG8rHkbaaDX1lowsT5Bi0Ms3D42jmZmt5tXV3Z9cvnUMTlCa95ig2xo6Iany9DPwPCgyqGBlpGzDitjHPF7D85gIeaLTbUd5oMomYXfIFBPEByBOQKzOagTkycR/NCLqjxdHlbvb1fDt4rXjqBn8Bycdxtd4YD0sCeqYuVJ2GNxc6mX59Phk5+H7wfjBRMC4XB4XA40705P7a/3v9JE91mnHgkS9zQ4iKLzeP2OYs+eEFy5t/5vtb/aYHh5dlaFNNNv5ge3NE5BuC6bo0NQ/z5dCf/BurHqNY022wT8IxrE+P66xBxEv9n75v2qHwzbaqNCBRCvif/mzQPEYoODTxxc+E5weweFjpTD6FUk1EYXHheAO2Y1UGsxzmqC3COeVZ4EGMqsgi8sMBiT8kQbp4isgyiceEIssh8BTlEsYQliwYKcwtcrPc94Uhymt8OM25w6mbRMbF4MhWCFgdBwn5lzXkHZVWoqHADfJTJs98QRxLg8zPLyQrswZXNA/XJ3WTPUWWq1WH/KGpYaqhq2mpqW5hrqCx0DnbH49qfUVu+EZY01p8szS3NLV2gLS8ZGbvtR95KQDO5FQ9qaEdoarA1r4URp2Z2npYj29Z7GTi7Aeuzar8uRKubekmc9SO/6OK9B9qSAt6e+Sehui6JBNTkk1Y+n//0wQpqxmS64hcFLpqIlUrmYSkC9euXD5SyMmCMxSKzLDa+Q4loFxHW40LDcRoUSxPtlCJaSDY6sEOJwbDsDEd1WGX1Uv5qxKxfniPJCGeEIKv0JcMgU66uUlajBodqisBUDVEWVKygBpNWSmU5jS3YHmlFxRvQTI9HD7eOjlFYnavjx8vrFjeuJv+wxwy7BgD42QFzLAbTLaQYhJhA2QAYj54LI2JJyKvn4NoL/f7EpgDlucn8y1jL50TLnVlsLZoPIpgaKJkasJgauLlaA6OmmWo/JWLCOURGm1WVTa1NFa4OV4OnB/PwQi2UjqVcAsefVX4Yt8+WO0O2BHxf6Fah7rBlP+dZ2JORp6mpvcnF+m0tYbgoKvsDCAfAFyRkwg0VcNufUNzr4gmL4QIrjBD8vJHqTyYcpXmD158WElUdNNmGs9eJlj9/hofPV9NS8SnxTStwTdPEphQ+3Qearxujjppufo5AhjWpjZjv4mH395MqeQC6ctidEKNg/PjKNz3JknSLE4gAPSfYkQvY/IK7uV7trxCZwUE56SicmAjkiGHRUEWtdzev6Xvj8qLa0tuoCsOA9T5VFHcjXV8H7T3+gjTuN3AdOVfa/kB6mL3hkuG10RVTm6fiHYmdiW0Z0YJqkmqabLJqOm8yY5ux0f79s7mfoTVSX4DZ8FcqTuPgI38xroWoKJpW1GRVmKoa6QoZrB12wNusXTC+5kfO49r778C1Epd6RSG2D4Yx3PaNdd7ql/fYpEwe20G0PSGa867NDIukoHq/1QsBGFiScXUvKMLVDUZT+Uks51WObZSc1JJSNOlYRO5UAA/Y206ZEwlL/lkWZH9NmQHAFHLHNZ2Bvegr2sxWuS+03VsZ2slQy4wdFcvU19f8nFnospIL/uHBCge/rgKEGEgZLSL0CYioSgUrs2JHm2z0V40Qi1Ch0FoyqIolcqkED6V4J9b4UBNG8AJAH6SrK6IY/0DeMNt8Km5CD2ZysBL8YUjXGv9lvKqhs35Re+N6k5aa2x3huV0mawvkODDRoCJryAV4fpIqGxcva7Po6XoeQqVR1wDHwD5/XzIv/wJvfax1JP/Ni+2kuLhM5ftTmuefzvpBFRfgFfzj1GZHvmbnzURv3nZrV8YyXilvjBse9vE8BrFZJTXHISj25qTw8Zf2wFNzf+gTpvAQI6rhdVCEGySJIzQRZ2gXig1PkJLbm2bnTGqHwZ5ZA/pCN1hubieCC3pTZVfH4J9b6gzhGUp/RsIjSnAXV0KyOqMZAXIpK8qMcNxc4RX6AfSqCVjricoVls3fn9CcIE292TVL2NSCLBP9CjVC3uR1s9c31/fWN9y5DdgAlsOQw5rFmMWiQ7djeJYVFPpJtuV01f70epVy1TLKaSR9UiNdI9sg/rvrbi2lrPRKlud+4Z6um1+vOFfeh2h/aWsq5I6ANQUztBKsR3UMrYAVX7JmnvVWXkW8jPGzHnIPfBWWps7axnb7p69SCECscw+Bd5ylZZchriKcju9GVdqVVJvUY6bmM6D/7tkaHgQzX7Xiou1tOiZ7+Q9hZPqSxBxWaZuksVqzEUX16tOW17EuW4xYpB0kQ1/s6jFEXLAXOkog2NCB6mbbFf7CLt5+PCl5Brydov42AMYZw0yE4WhqQRWMKCzY3AU0GB9WtERLjkQC4GBT9ZfboKL15GwFHZ1U7e68FAwKQB8OJe1JY0mNPjWch9PtolnBSUgHbxFFccPnVwsA0v4qRzbPhC655w+Yvhkn/+IjmclfzSXq1tk7quyUPqiKk97d1tA8vb+38ZAOnNt5J5sTG9/E+tZ7w2P5QZ1GPkdAjOMFEgKb83fTY6fcFOeUlWMqkM6KPY0jL4uH8gULcmLiZMT7mDOgA5TIFVkhTy6u51O8bRHPrlZczF4PdnCBSLzBCfzswQMu4vzYA1sxCg4DcKcmBad4afyvQ1itUMsiUOiBNPtgQ4uEl/ybjPibvClV4ku8ufHzrPzHXECpMTlhIhW1kRrsUScq4sYWXubEdRKx/jRl2pQQSzDQpP3JupXmrENkgIIWi09Sn5FP0FfAP/RGH4VKOQ2tNMiWWpe/uFGKFw3EpctWEkH4SWrwDnz9STM6THoDy+rTGakrhLffQ1LNqaBexMkyqLoGAz7g86LYg9ET35vei9iD6XsUYqbnTvGWSl03g+CYm9uGvSHBLlHm3OPtK6K3LHdW9uA0IrKf6LD80+Xy1srNbrvzI1VN1/dwWU3XiwQyoeJlE0oYMtz1RL0R/BqfVz7UquqcbCbX++Kopiy36y22rbcS29w4DrsyBE75tKfQroEfB9vC2UtPzvXuOsjNJC+1mRDOCecT2CvShuVHwkTJYmlObnZwPaq6gwyJR4EppjCizOzvWAz8Pf8tK39LYRxTFgxI9vFkWaNd85CdIk2dpejJjOmLB39TibsBzsmYuvqY3H6or9jNng/jqeGCaNhmBZgk9CSI7Kf6wmnB+UoQ5EKZyFDb0d/hFuGOeikAkb+qJZ1QbxQtg3nQ6DzXmhhxuXUXnKmLOVQs+lZRyjqVSKKN5xC/QDh/BtPebGa13faks8T/YB4Hvlpn53Jv5WDmbGZvY3bzfJm6q2nncmK9jiTHhg4bKLnJ5zCmzZg8wriv9qj64w7VsYc1CuAlV52rbbK2cW116I9VDceMP4FPIZvDLbO+wq/X4PwwxiCPbS9wdPi8wxzqfJsMHvlHiI8R12+b96fKTV/Xrd6a/poaJbQ12qu/FHksRjR8hRxFSiQjLnRWKlqDunILYYpSq1mWKw/23G/hYHCO8KQ3c21WIIMfyW6wS/0Lj49aTZFF8FLdNidxx9zSYhPFgg2n5ZXC59S+1yz1Fl4sJPonq/78Y4YRoM7TczE5QeTe0SuDeawERwYyMHKNuJbAVz4wH6yRRZxZKvk0/H1I5hvHyRCEVFAO3YnlpOmYaytuD0WvDJs3blaxkGIbgzm7OI7p2Bu8PdNkxonhRvPufu1Axnhec48gfnamves8/PKaCWHPkL8VrhyRVIlxBkgyrzX4QBB+qWy2jch4PQio3gHxtdDDKom/ZFuLvbQOqG0h8ZoZIaqSD9+BDjqjjY6OnieFfl5mx3FPWoRDwEU+yemFGOsqEfcs84vywEBBeuvOa+6xCPlJUpo2lVijsrfHMs9p+AFzRuFjLfPbTBeq8Hdx9Yny+vdgsXyMaxFmRudyur1iZ3X5HA1VjM5ucwwfOMDjnx5EKBWCh2nF8fi+3XJpo7kIDImleh8LwGBjInuDtbXFLGz6XfXEiqpvmDP5WzTRnSh2ivdshOCO7Qx8DnVc+Oldt4k/mb3j7fKdfF0yBUSK3rki/UzCkBhDbIZXgCcyDaTMSJSY/oQEG+/kj+xDTe6DZ4ax3skMkQkfLyWnzM8lCTmAdo+SAkFm2bYpBQYxIiEfV0rqoB33N81vhoNamhINXPLR40+EYTFUIoO9RfVzYcYvvzUNssF/6lxzQob8iP1hPs46zZIDsQ/0e5XshDQFhge9sNLKwIGZcrwEG0S9zyNIvnz+oZoBNqDWgIQ6EiGcu0q5EhRbOxUaJQyfpyBCvZKrQFGAiTiCWYA6mbkyvhb3jfFV6qHddvO3oFw+mneIzWnr1nFKl4OHYG5Gdk52GtqBUBRVlNVdh7c6XyFemtwYWZ02p9/Lew1VXJ7fHrfamofX6DpFu4nbQI4zmiuqW+s4gmNyNn7atXb7/XPFRhl2eUO8hfrcYmmZaWoarE6X/Q9MjNtKcIYLvWXgN6EUgYDhn029KUs+JfxsHTJV7wBChxvl0j5fWc01YE4f2G2WSnArO9aQ71KFwRALiCOeNhPNZJWlm3wllOctVctQj50vo1tqRYqfXFtPPU9WoZLEW36M+VADPDr+gA3ptBBS8k2JJVSRhhuUwZ5bc3BUBnM7NpiJoNhxA/uJCx/ctjUrxJo5vHjAH9PNd3oAZUqPrrlg8xbOuSqkcQqDVSKWt5qFqbUmlsP2ej8VsKqnYadhaOBwMDWxNPE4vf78XsZSs9Pt9jmawYgbJVOMTEXcNWZHmhxxrOhHLj9eNqoaVZvVYffbPcoYnal/dud/KcCalp7V7XXdv9VqM4F7hQ8SqBtUYUi+D1AwWXdj9isNBmcWeNndcRn8g89xGj0H6/24I0qIrQsBfqjfmDeWl99oOEzCgZY/m3sAt8g7QHST8JHuEWj98PQkJIAJTUdlQkmWljqk4budSCEMI4pAz2CtVNi3dC2yMS9LXYT56kR5/y6in1Jj9KagtQyDXa9pDClpFQx4Uk8UZwrR2WJ9wk/wYLHzG/m5ny9/lgjN5okTNisxLHHXmBlDqvQ+w/uvP0Yo+XLMcI5jZMzfA+ZY0XQkem+B38Kis7PTE3nYN9W3QSKWv9cu3OxU4Nf5Rj7Uh7imAaKzQbG1MAbHvh8WtaaIw/QuWRBoMeiyAU0TNxejBMNbTwf+GiNy5oSgwQTKK1s+4kXjIO67PqGfnn3DIORVEtZHaQE7pNhlgpmCQ01vtVynOowPTf2T6pMRhPKCGFKf2o9P/Wp6wbybgm0v3h+1vXX0PAxMDQwNHLcPQ0xI3noFlePyovxu944CtZMwHu9TQxklTJNmrG1trXI1ebp+jm8Vl53ns9X3GrNLBw8XU9knAugwm9Cgg/mGjuvcO5P8Nbxr6Jjn0XS01BY6aY8jx29J9n5K1wHnh4pWzV1t66tGyzoDoIxlSKcNulhDwsdYzbKi5GxcoM8TK/kYIMsDZMdBrYKg5j61YsXXbS2w+y1NqM5AAaLRAAhGnvQUVAfhHAuF7h3sFBmBBrI4b7Zn/NrUAum/A7pYdsmYpViNz1rLitdhPG6TqgPYqYVoVMgQVWFmUcZ/9h0fldY2cnCHU0YQT5yZmZR0mZxEyajFIwnFltKaUwii/EhjSSElP3BVWI2oHk8Eaj51rowXr+egzod7CPcDwkkW9dgZUFnyR58pgnGezkOS4E/JmDFuvwYl6temx7uASg00WYoD80+95VDAFQgdFx6vXBdnzZRJkkYINE6p/jQsUW/DRBXCFUMmLo+yH0vqUmacrlCzI9uf3ycklV1LcqB0VQqrr1wzQoz2SnCMQ+na6PL1GWjWK4k1zGLSogZxMzM1ZeV/4avaM+eHqQ1Q7iMVN+QkMxQjzb8Pg/EJLhaw+y3fP0jILr9rCBjso0faNBTbWhh3UinuIvRDUx2fuO4nJ6sQ8t3Wrw+oh9mTVX5a5nlmzQDajc1x62LwRaJT01/b49HC67KaCD3VqpjkMKahjNPk2+PSpIoAo8uSMZfGgj0MFT72WGGHBnazFwYBI7lv0eEPrsmPbmmZasGMqCAI6AHEEcowcFFPz6y2mThk4BlhvmdDQyDNNO2QIIcgKCbLifbzoJpy1hKfFq/VthYdgjj5FK0FkYi+JOfXdQ2DjGoqk8Y9BeKageX4FADq5VouAqUU/lCYii8Xt07x5EXmCO9NMNQH3B0jT9s9QV6VmK3cVanY4isEt6HzEJbTDLxAmVaOJnevm2R2fC5vGZ2zW75XruGzzwrBEMr0KFIY4fUeB+LFGBk8zG7mFd2/dWOsxVxh89i975ZelNBodTufl5rc8nyuRu7Z1qJ78eqBf0NXgzCvIbnler9uMQVL2PKj9BnHGxzP5PZ6HmLucrzkDz6NEPMMAPHL/wI29qPDz96Fb+KbMSaqoQ3nvjvUrxy8vIF5ciHtidQOzMEmVBzn6GfMmAiGjK92VMaJG75LxSHjVJlu1pAq42MYsOX1CceJY11zMEnHgVv/4UdpudLEp2MMRD0MO6IqQtjSooU5+YC3iKwB7z8MVKHM15JIOJwCTwCJEwRZD+NTcXsZ7EM6HofhK31v5B+FKE/mOTXXFAO2rTRz+cnwivgKVI+JBm8cLMYKXx1MmSDZnFhOTJUh2Jp/g7Hcn4NBqMyHUw4GuhPmxUiwB+zUDg69Xb+cmISVHGl5gLJjYisONbkNHBeHF2Q6enzGRzeE2IEBNyvBnNamfJrWRzRYLErLz8U1Iu0HdrHs+oX8gWNeSDE2WtYxwacfwL/XKXNo3S5Pm9reDcN1NeT1aHrf7s2zPRZXqnU6/qzsbWrjauNlY3a5lLPohg7+iL+I2ecHOusCNFeZL8EiJko2QlYmNzU1PSNUirPF4XhXoWQmm9ftfMt4kPXj5bF+5KKl4o4o7QseNvlRa11IJ/bKbxbY7Z3YDJh1BJcnozg/oHqPq+fy9Yj0uW7afncNlkvW62INmSULUxhSQc0thnSbKFSXHDaeQi5gaF6FSdThFwRlrCYTjkEe2UNnaGn/x4/Eu1F2aHrFi3j9sDICH/qYQ4D4oIvumipmEqAg1SBPasr5Pfqxen+L+t+Mbl/wPjju6ZGhcy7Ok9vXJkwcIxFVu5rPczcTN683IzeP4zlJYnK4XONPXvfWmGpOYNiswOoYujhba79+/+JwfB57IUKL1d7o6BnmVITuQ1OOPAmYApX9jWnzRt8Hxnj5Ma2TB8AtbGVTUOZa4IlB+kBqDhd2rxe1VwVW+kMF0Y4S0DJyLQifvi7BUSg1dCrbsLlwqZ/PqMGKBVId34mY3edVukw5MKup+veohz7mYPxGahGFGqk/BboqeJeuWc/lT3bHlTk5TsBlGOlhf2usiztq70T+emKBHEIRxT2kS+Kqm0Q+AqMevV8fTvzXeSKokPxxVi8uhWOV1papppOAHBDSM3VWLNUhLz01WI4FtXxCAbFnpScqeIWf1gAooccNTdhFtBly2oGjcvUT77xCcMUwH01X1BoGvbPs7PukejvVQ8c7gMjAQEXx6DEqRn/UiUqfkTjin5nLQYr61emJzA4T1VGt+mjXeVXqF/RQ0EOCI6XLGH2GEfP87v2ZtbyWG9iIfcrnIMrw7Tp1mrn2dwlRz0XnoA3fXY8eFokufjZNaJ7aOHl3yaA272oK9g3uy5NWTgyDckXX67ZbntTFRNe3pza8qaiv1gmGOcujD/vzOM9pPAzy7hOSaC5IiVYoVqZiusO3SV4uvK6NrK1MPE6cpjBR9f3sgyk17RBUv5lK56COhoA8xKpQgBdSYDoTBVagw40w21t3d2lm5US0G9lwFNuKvR6atc7dBHH8IF1G0VmqsqMOstXIUM/R7yiB6wLJaezVDnBU19Lhc7ljNsgFbqOhoX0btFjHywh5dmffNmyqlW/ShrjvXjR9yb9/DIJtuzsmOkry8t7o9VmUtQOLkYZQC6xFb7tsZ+J+0cmlySq9TA3MyrIbVnpbHEMZvKKeue2N670yseayCW9hrJ0mX2/xTPLorb0hKK7NCP300fwgg2wPMhotW5Kp/ZgR6AFaN/Hi+Oq7LfUnnVNw/q3GeGlYxt5O30Tfae8cQJXBz6sYLi0rJ1MnWydzXY2nqxZ8hjW4M2Vq0TyUjWF0LyJHdSIUNEg0KOPe5mju4mUVlhQdzsdp1SYJzsrGc9XKCEgKMeNd3OSPzIcooTl9X2srWRbepZFmEmPZgR858DRuQJUvxcr8dd0bxPXGq6W/X7MwHGWvbTD+9gxyf1emOiuOnrfioJ9liZmgQgOJLsCihESMHX+wdBjkyzXe2ieOGUuQuom9GRGHhbt0uRqAVpVPfmY+8ZSPenVZmjzQAy6whNGdk9SlQL8WvRL8ioyOHzSDhAH7dGIt+oxmkKxAXjf1GBlHKSw/kH6h3e54AEFtm0tzvgertbd4JDF9mRTy+0mMmeXIcNeEUTzW/w/V1I1AazCO0JeKCnbyGHMSt3yRnlgv4M80fqY+xFyxa/5r4dmXJH/jmvQzqekl09naqZoZm2mbWR6Xx+WmuhyWg7Os2S2vq9yxCQZ88ULkFEPFxmTK7tb7V9jJeIex+PER5aA0rAe8/GJ5NTne269Vk0MBx+TVjz9//jzwmD1pczFxHV9N5TI1MXldW9pZuLWUqVZZJQQT04MVAMcj7CFCRKDDj8CHW2NbI1lPgo0P+EeDDuMR+xUrVgRXKpNQZEuqkKsFSkQSo0RTVLJen58uSzJeVfjcb1zl8va4fWx5gcdh81Km6zOqBsOe1TeWdBW05a21j93Gnx+zqddnqv6BQz+LUV0MqJiQ06q1osk8HwFTaXJ1t0lWoyyUABOvHazUxllVxPtqNZ+OypyM/1CVRT2bfi0mZ04HLCnsOFRW1+cWje7Av9Zja/zZoSh+R6AB/5xPgKTD0ozPA84UN+NEuMuc6hJlbhEtYOaWPYaQp1huuE75oxrjD1bXAQsSpV2oYX/5UzUKC0c/2vj6ZnOqFQ0DCWYNDfb2ys4RdNsUbbgF8378tNI81E8dWlyOiL553Vr2qZZO7U3tTPf4fvJQDvbI4Zr6V6xn6C2x61mjkgVwJXqoqHroThwb8DMgrNew10uKwaGpofehgaGFoZUfXgvwQdB5t2ZAGcrUOOfbjC0hjdEhu8O7NYuTi5wmGAn2yOvbpTFJ2eMAC0Rbx3/IzpW8a1J0KzLVWiSzX85cMGU4FAy6V7Qm1dvPq46yB5nN9X0FmH5jGoWe6RAurAaSHwjqpmniWy+gl/A22AFZMT8tQtINxYMmBwJhzbkM01iITsQWw7Rcqq/boU42pIdK0+PeMwWixLkEv0phW1x3DcvamVSLpePQ6s6LzN80CNKHLhuhQ1WhXW5t7FcKTmgkev0MWAlifF0yu3n6ucelz3YRxrVLjh30tmvADspXv9qB2EqoSrsZb2tpbXuBc4qFgb1Oz2gaowXVFNXEpvVWPXhKdNppdp3BY7tpxhPvS+/D+CHOab0aepTYgqwRScvCPffMb1HRtcQ2x1e/1lJipbYqudpT+6EjJovL4zHb1xDwBiYLze1+UiAUN4QXs/iLHos+g58cfcbUMcRbScrJSs7t+v03UIEMZPQGl9v1ryY/OhXVHsWodZUqx5T9FOqmFYHCj67zpK1f8ctXFCqW0nOwOqvITGpeOBXUuRqV+JPSGWpSL9mbHCXIJQfSKeYl7lNJlolDj/m+2oS0gDqyN+MDYDU7CwzYSps15gZKyJybMdkDlpahGDjD4ukFRGRv9h15+FV8k8w3MWAb6R+YuyJ+2YeheDoa69myaBnWpuYmJiFG3rRbl2hqxITwqaPsGLf4fE5V1Crn6ZHvOiqlm0B45Wrata4S8CiIQ03OWnNOZzfYceRRuOtEkblQQ0UO0Vc4LnRauv2KuQ8vmjy4B+6/zsTMkfyAHU4CZGAHH6R8l+teNn3jehkS5NawZ5ORNeahN8eIGyMSFVg7UnBDXBW8xVkSGupNOVMEfFxcXFc9q13rqx500ljfCU2uyjMATWlclkZkVw+TOCqiiCZMXd3dDYHSYobl0xJEw29+8ixuSZOJsCyJH6YvGGAmGng6FNwVY+j5jc8x9/OgI4falNZQ9h5ha+boHa9sLfsF0e3WMfQOFSBwWvkQBQrIHyHPXGF5aEQkCY+TUGRWerDkmR6LBZBBxxCpGza6glR0B9+nWtUlMOXQN2xRv0Uf9QGDu+aWrd8cYQg5vACjzqqPEBxUVg8nMATkqKRwOIbPGbuPoTs6nJJPHkNGpB9Jhl6CHwdU+wa+vlIdVLd4XLi+HtRF0aYeJISRrbwGlwzJe/zkZmhxsFxhO3YybUQg3ctMMK3O+N54fGTLrpEEAxXOIQuvWKFhY+Tk4JNMfv4yTl0C2sVrBv8oTLqoJa1N3JyqWSPa+KNtSrWqwFBy69aqv2Cm9Ttz3uxNMJVizg7N4TwQqymKOIraTbq4JEEMXjBRzUFub3u84FQyFSVT9J1SVdEVvFhOBaSOVv5ExkOF8Gf5lbtqn7h5y+4XdFBAipnGKY206HHyqDwun07FmlV5na/1KkvNHOhgutkvq19xpecLEc4+HaU+pAOi9G7CZ3sN7ry64fuW3aA10KpM5U+R6YhU54ON2Tk8mhZHX5apzbwcJOdMS4iXMUktP1zFQmp/oRmbFawRtHMs7A0oD8M9OAr/obqtLSglbX4DanmOqNx9A+/BBe4uf3tGL1WTNQsUoX5jn+BEiUiLrrlIxj/r6Av+oKyDV1k2wWOS4RQPkUUrx3JGf81pVCPGraj00m682HIMRLtSg9ZIEdaIaSdJLWLJb3yleKfrAkVdEkiuRYKesK0bxXpY8fDQRhRyM7oZIamobSqypolb+U0QxuHq/yLFNK+9fPjo7JF+TObokrviNES81cndEC+RW2XqaCvbsGADNhkKNW5BSCFOQ2rYEJn2Wgln8/k0BverANgqUDN5AUm1O2UWxXFYWyz2bl2Pvnq84UWgbVmFnC0lalyxUfOKOsr5xDQtfy42OF5ManSvckGnpRMaLKhKrzCYBh9RC06jEqOzv152xVL1ug0MHWpdICK//DP3Ih6oVJY9ZzRlT/tWXzhjm9TerV4YBoPM5t6WxCezzfnVGY6Joy3HBAuYNMJRMBheFv6nfvGYLMhz8e4dhN1GcaWMivYWeZWVVpOBXxZOWXmvX/D1Zxs9bNsAAjsg+OnGl3ciMtig7ozafps2TtrOWfv0PdP92zHc1MZWrnbT5qsy43KipYzLENXtlrhesKthalnbOk46uygDseib7ZbfZICWRwf9oSL4kd7vsBYyHQIkFMyf/WWrZDHnCnY1Hy5CJv4gGbK5MlGZQzC2DUfgLcbdWzcaYl8CCwZTtN406M6NgZwRIr4m9j8W5fvMnubJCJVdV+4CKpcMMpTMSL+yJMIrmF+jBLiYYX5AgxZWZrzqZhARaHsp7Ad7BiYrR6qI1sKgRgSLFSfNs/s60g5oLintqYFer+5HRt2LcnMULIl7zqX9usyNKY7oosRRTBnU2Ex0V12A4Njfw1in6SjHBT3Q7Q2Jo9+ulvGIrG9ZkdpH9CYkDjtUJ8aVGLdoJ1hApxDOJLx0VGj1sjDgDIlFQwxpjkfADOmaS7YU9UFVqmRa/qFJcCCZHUGiZZPobdTr3Y11JE8yYaTYTMDPATNikjGJaVY+/qtglQrCwEL9fD9zG2NrKWyjdBfAggKvCeMwxCqtykxXBTUy5liyZOGSpGPZkSqs/Y9fveu9IESoftFHru+v7T/gwP2l9kw2YcFVBhE9OdJZxCX2HNH9xvSVFR10B3W3/NLi6qEITKpoYuZkG3y52j0LpeFGzrA2xRwvbOd24UcCp8Ox7C05W64KO8v+qeEQ1gqXF9CrEQOhzVqMPLiOl1i9YZR+Kh5gh6c8S4Rnf/yJXw6BKx21+o1DasEWItHuXpXRyG4AQP58ch1gXAthsvaRWzc7PVb8uhARlKydP8rdZSos6JAXK008nXA2CxUsKoiYG5lDzuUOKoln8lI4vRiuXR+Nue24XXPXnH5YiFAl0Zp2fXp8sD3BuYN7GxVljbW+k3szEzsSJe8tnbanDlDntKuQ6azH3KvLaK5+ucXLAlxRfbQU7go9neOAIll6jId/0h2Tt71frBk2lGVqXWL0Dqy9skJMWS/sm3YSnlxeNXs9jQ3S+N16bG9l0VamcVmsoJbSeQndW0ipSKSz58VVcfF069E2WQSTJOsFZsocL11aUmBAIGQjO+TyKfeM845DLh9H1QXa2k+7Biy3RrWJOF+oyZg3YXbf7v19SuVMxZu1m5A7Mis1LTu617qTeql5yVnWWd5c5lFZzOWa8xCiTJppNvnFxBPVHSXkM+iz74PkkxSlFNU82c3Snv27p9nKgqSdzILxhc3btnfjipPgCwcHY4ObZzBDNw6uScZKCuuOsmdlsZZznDcsyvoxP4IQWcZMo0r1DxUW9Wq5UY6VInxZ5ynDpILgyh6IVCrogJYkuxsbwmNqkYBqYuI4+zxaaBhK3LyoCnMeUUe5+Qvhh5kCFtaklSiwqrrKu5eSGUb/YSLxKjoXjvGhZ28BeS7GXiJWIPGwo2B4JaW4CnMwieiQLW+FZLTwHKvbT0aXCvnwpeVhIYIlKCEjPK/HHD9Oj0/Soqcv/gKu2m1Vv85XK/UQOIRQfxfXhUVe7Y96sHpLnRAsv7H1O4I3aD7xdKyiGzDOxafbTugfN/0gwQwzrgGR2HzBn2iC2X1FDNFSuuaiflP7cSr2QeBUe9RHmhG/EC7FdrbIDUH5QHSSr1huyiPH4kYrNkgVXm98dR4RAt9MuCs3Vu/3roGa0yKO79xZgOPmrSLcl+KOxc2LHjCJHnFB8+K2kq5u91Kcf+8XJQTJTtwobSDWQ5jtAD+nG2TQKxmzMuU15lww/Ta9wn4i+YL5lNqlADKO7CIcGQqqLT9nsdDwlFs5ZLo7ngCfIDuT0oxyFUz7s/HHj1XXQe8W+8H2zveqc48PwRyK24o2A0+dD9Y1DL+Z6cHjWfs5qpzqVWJTcrOzwfuidy/o9gnxcOjFs5xP/qtu/EnpeLFzcdZUtXE3m4st/e3n7v4I1UvKwEyp9yLatFwbtrWKVu/Go/NGb1uvFrdCl6IluY+qb8G7yGhZSlpVncsRF9655YlnG1YH3sn6xn1cN5XPVo9fQ4sXek+YXU+pD3/M7t7t7Ib7HSP0DE3RwxSNnqmqnE4wGdEj2/1B65gIe4vNHSMw1CRaRtSU0gatS3KBfcVabGELqIgSoIgRcKQ1mAhlBCGCmAJayMCGOdyYtZhSUafYlmg3Mf7VDnMx/ukO9i+xkX6PajQs7N/QMvL29lgrSDSwtAa+dm72oBpW6yNppmY3tYtK5Kw2wgy8oYbG6MOhAsgfPuSeHQrOqqdBLgJkyjlRD4YeW5c7gCdhvOBwBRhwnO7IMJZr/Uji6KPY3D+y9IuC2IxkMxxvsI9SM34F+Xywdp3XtOWv9cINb/GQ22oKNDiBR9pMkqe25qunl8G1QkDRX2sbU1H3o4LbjZZ3Xuzo1CO5sruz/Qahgu3BeBzABcfz/6if7dcT8vWKCrILqxu0aQH3ukDe+pOQRI7rCT/8QSaP3Ys23OAl/9sFeXhXiBx2SwDvQpYdwo0djSMQzGWs321Qx36pf9vfyD4u6Dpo374uCM//bTc4CG+k7y4/CC9EbKc4SG7QyL7yUX/b78f1azeagvcxdiRartjt7yby3BfUyCa5Ave9LHJcPiG8C7kdB/Z97QMJd6Ce052yXWruwx27QaYbGvAvCm7wWc7n2R1Q963+7ZDrPg7wL47XySjYT8CR7jRLONdDNfdVPV3R2yMsct3e4L09UOS6T+jhl7z853kqct1PAp/6Xv+03bAZEV9ovkA17Hcldjg+hxurG8r3qX6+sCj7/v5e/9XdxKDtQLZdGPBemN7gSVhf8Nq+Ouv3L5QLtLj/IpMw0/8skzAzE8t/SBx8OWGmtsSPHrpbQCQCXwypmLyFAn+Kc9pdlO8fUvr1hWQkC501PcWNJZEa4lPrZMrosa0FkUAYHp4oUinepHc6MkNMtJdD0di8qbe+l/ExweD6IFfL7XF3IDaV2xkJdKxCrrtWR+gReehxeiF5QNGia7KiQ0t5IVMy54HyR49ErsW9RvJ0vOpW2rI7QQAHEkg5Dmgyq/yrbYLSF1PeXi6GfM5ScSoThclPU35nPjKQv9mC7fJXjB/OY5tS+6WibNBcTCD4QhBQiBu5O/61jl93JqVmnstT0EQcHLm4IPDMeVGBJHYQOcQ0PGSxwbS3MFMvU2VGnMWR7f6MlWBDjvKUdKn8TrqoQDAGsvlUIb6p08rHuPwUlmuEYf+fNvNNqUp65MnaXhQZFLyqu+qCMRMcUIeWgMA560KAX4qybTVeYu2deTrIz41hgfEXRfim4OT4RULnvEApenkK8D/pyOFHyZ/lyHLH1eyQK+1CNyu4zUJ9LmYOX2ILie+FOl8qNkFO0SARB0Ahk2kVbkB01retjA5XY+5fbcpxw/jI8Qn/9Sk8cIRiBkRv/y9cz/zfJFf/q2rCf8yuriAjJC2k8lfybjE7Z3MLo//n2dUZWP6/Ta/+d0n/c3p11v8+vTrH/+306qz/RXp1tv9xenX2/3fSq/9d7/86vToDI8P//fzqbP/DjOMc/2GZ4OqjLxQARmUAJJ8OEIn1nuMXB6QBJAJgOQL89V8EJPv/MIc7Byvz/05qzsjOTP8feOaoaoUTq2F8yrls2m0uu5y/1Xh2mr0y8jB1b/LwpOVstT9MXZjQejmY8Y9Js3oxZA2b6KyY8z+azKeZC4MQhCN4QxAqNmGiPwp4/0jIL5frqSYlJBRFhqYMl3zLy8SE9mgu6Ln/2K6ovF/2+3R6BQAEwMAVAIHUStNaVOP7XZ1/x9P1WMfnLe+/3e8FIDz8zMV2vdnxZrx/7IX+BjCVo0Xnc3XUWaYnB1iP0fXp8zbSD+WXyfkbMB7R/WvKBnnMbscmuo2BdrvnbcfkjjTa4B3A6LxETo9P/0rsM+A2jT52k8f9BXfD2Df0lo2e9nen3/5W55Ocn/8tQmx7HC5ewqo/MMIH7wAXL0brLH8QScK3N39AkzFevPVF63of830N9LDr2lsYeUCBAdQx76yfaNwIe/T1tW29odzN9j2dmvcBTA9/3TP1Czb3iTr3iTgHmOKDgRUiuMvPE/nDKggD9gLwQd77BuJ5DJojdyn1kwl+KjwUKFBXv4Z8ZIHi1V6gfgw3y8E+2lYz+yywA5kuY13VsfmAeRi7lJ6KxYcXjBGmlY8R7AomiM0oKfAXBheGa5cUBg/BiGB4BEZCIlIhqxyworAQV8gvJZRVoIsUhhlCeyRHgiESIe+P7SszY/E6RMsutmESP+6X2rH5s8oGIUPXweN5DlZ1fjg71J12wjz/TDZHDmUm8d0F2M7gjrXFEasQ7Zdb+gCKTRDNrMaL2RLLtUDOl3uV4dsgZ/3Q3o83VlWDzaAWJA7rO0L4CQSkJwwvCVEYhp+CcKAEIQkqUENobgTxyi7YHApfRYQOE+yO1J/NX68J8UgcyBSyI0tE/AtifBGiAlawozOyKV2MisfSJFTzVImqaWkCu4VRroZansqsPEXE0oS/JrtENbU8xcTSJERTo0Q1dGkCs6VRtsZanuq4POV+aQLU8pCwpVGixlqBamNpAlYTUNtu4gT4Gd43cDk7gBH6XTsH+qE57bZRd4aKVEoit6q/z2ANYrIJyEoqNpnaRLJdmZck6Rc/WV94oHFG6zmxetvK+WOX7Maje8E0lHeUA07ljeCordtFrNnijIUQ9vsuS+pHdXmUbOaBSSyCrn4Il1t1HYqTxKJyiYeSKaFsMLm2rqoeHeoxiIVXEi0s6kKR317sH2BtK9iDviCpgH3kfVFtBtJhZ7Yz0s3krOGZxItxy51cJg8lR5OLqHaKQKGOXKnNLOtgJPcGdXKRbKOJny2acN13Loqa+Lk2P3icbaYTTkUCj07Bf7q6BTRv7expEPH9+UMhkEpotIKVysKalyczSqdiWjOzF3qiyx2JKTftY7MAnGnm9aD2DPWOnCgfJKFeVLtNqSqlElqFU2n4UVOOwYQBOD1R0qhWm1xlggozUVl7Gnt1Zl3MGk7RqDmGhgG+EZxVrNpp83AI2aVWqVqZviG7gWAt3RuEWZrnPM+TA9vZKS5fpbydoDGw0ybq1Cqi+9JFJDVIgFU184ARK0U6Uqu2+Tu5dvgwfQTLcQC9rpYDCVrPIXT9J6WUYKLBW+l6zM026lI59a5sTcwnhF+oHj+uZj3EZD0sHRgTIpqLxOyJxkd1RzHsHxYdaNOBZhqvakZdC+XMlFPJzoWaB0pnUkVpZsQUZI15EB1xUaV5EhMNDaQVh/RffeMm90P9klFYR8JNLIvnddV1js8vNtU0Bb9qWgfrrKHY7VQykTgVuvxbjjkVAnVq5Ycpqz/j5nH7h8EbFLl0C5UsmVLFaXVfryZy4SPIMKTwLxIPXerWCkNceteVtceRl1pCuqIjK88lpo1D7pOSsoxr61BBWZNiR0trUm0gK1JsRbyYTm+p56WT5ERbUi0cJKRiOkwCSGZHsRpRloLDra7tbqTYoazq4eAstmDr7v4EdLX0dPd09rTNOLYIZI+LNnqrjk1okHDl6YxFgtUkVq3yOly2W72tmqccEGJP/kgkp8isNGmuVo2PVMzgGv7zyuSDg5Q+9Ht6eiZPQ/33eo/z4Z3KzKmr5xrYsq82EZlaya9BQYu8g2neduw00+oJKAGMddX4Y9ABKNUWNG4lnqt8izqwrD4JGl4/yob6OfMp967iXegyl6mylXSrltRUEJEEGNlkFpIaNOzh6PLqBAMa3SjLvdICo2ENSeZMBUdQJeRECaIjZEPTqViJQkpzxR9Jp/rGI+5dy/IchZWWv+0lmebRtZgLCVcVVURWvDpsLRZyOjN+KuTSawVjsZ3qCs4CYd+n0NWuvTrNv/QGOXqzu79V5XmiN28f4MX5cr2yRPvnkiW6e7J/zm8EMoGRFG0bfY3KoSQA4IG6kcePfHnTsMPNbdO+xyOPxaXTgcj9sPe3OjmoeYgO1MJ2Its5jtOvb4oyv7jATZg3wtOVAafxcKG7HNzvvhcDob1+HSLT2/Ja4ID5Q7aoBFHzI1gUx8AbusARsp+KAPkOYh16KW/vKD1kqrKto/cOOZLdkvfA5LeCFEGdIKhsSBfYPj3qHSlzPu6dhPYfJAK7QWbpkC4oHHacG7INLfazYSiIY1b4lVAIqkkIM3AIM1T4I1MEU88ldTzTfLQeY9wjfdaDKHswVMGeYChT+DsV9YDD+Lp9RszQd+7soJh4uwGRn/B3OGuhNf5faH9Af2j8F0cAjv/ZEYCF4T/dRjgQAPChAervXtOigxvpk6WOhIWhAAAAduh4oLTRNdxtTQHz01NAAfLTfQA2BgFQ/86Z8V8r5AiKMX4fvEwNXKyd/3ks+191jb7biv/SqSL0L61/KSP1Py1Hw8bA+B80GdaQisJmg++ZrTspWq23qXgAY6Kf5bd1AHMcAxPEPxe6QayD4TiYFStJ7NBq4lmYMh/Tr1etGX1aVitZMOJ9v2E65/XTqoaLgvPaur266dqpVsv8scHwZVeuvsy0gdHvWds5mAYKNV2Xh9bra+xlkJrqY+zaqYGpV1tS0qEVtnBRMYOuRzniy/V+Mo9c0HCV8KTJQdoxiEo2KBuH6O2mLpQeW+rx9PB6Cmg2H2i6YVfOnEjHUugomOQltm0gRV0NNdj7hRU6qImdxNGVBy7rGk3DpPyAgEKdsosRIqzhpE4Km43wc4cHDfKhAba+sMeqG8642Ih55SJOPMaPQlSxzzLbz03dW0d81MuKy4a5Q+4Rdqxp8zwvSq8jbViuJ67lxIAmKOxjm/F6wHMHu8OPc9vj/e080ErvvLnxftDeVLY+hJfgU5nik38Mtzhv8A/BZ5dglYvyWOf40u9kQlG9nVJ6ArSp2Yf3J6HAhWPBDKiCpR16LO98mAcgznpsq+o0VFAvXYjpWy/rx/4gGqP7nUSl3OyOA+c8J+09c1jen8SgNZuZRGkXa7wnD4KcMTBZOZyJS+IeyLtZlwdQ/OpFSMXe7ggUZCqiikmgyCSgYweKM9MRmmcuPdX4YBqXnpnhwtNjt1HUmBEWe+Ir2BK5ccQzopGNvI7rRh1O6c/QSbzeFLc2L5QPLlk0NAUfxqozz/xrZZ1tehxYioTg4/BeNqmEqZSpGo7Ikn94bxkyDkegukk/Ch9OIyocaJbsGSiwcvyXrX8OSffZMCDJ32dJy5vJdHbcVeARnrOdWVVWpY+Je9LYUXQ3Yoakb6SekcbfKCFVlis8Q1TVSvoqcAwyHrorw04u2+JNdIeSQAYdI86QOxm0R5XQszbLjQphx5HkWt10bp72R7OVlWaAHjXF396G3xr2U4jzWJ0J55mvHMG/6+meIcBxHsMCSMACz0ZDbVZlqMRr1umAfPoX2OBfuN3zCTYKpe0QrmlKuvySp0Q0RZJsNyVg6/n89PeKV+Py3rLihCszMJBgJxtZJljgZb5iGBe18CRHz8jctn6dh6z13GcSnC06Ru8dcpPdJ5ByQJJ7OeESazW0UNfNo6IQQOdiWGlgEsQPxbnFI7pm/GR4ZPxk2UH2CuYO3UbmGKfCKc1Q2JT6mdC68AJc3RXVKtxjonB8YFWuoB6Yo7USVOmbdi9VJ6Ha+8zxW0zVcLvYaqQHLMuZ5HdhPWZmyDKjQqeLJrMY2h/nXPGRvCIejLXiD/MdjHoJrwGaC5WFbVDo7Kl9ofuUzpRkT2Oaj3H8Z4PBQL2bIYR3eFBZtxId6tuhgNiM2EHG7vy1Z55OPPsZOg1kRVYuU0tDFFaOUHupWIXWk/Ql7xqjvlzX6MbOevoePh5uaRxkEFR6XPiRpGY+lnoGmhxu1ucqTduUAq0hc7Wz+AtMTujxwPnuJhKN51efGZgEb6UumfFVeaWfCNYU4FHuk1bxKuzz22Z2UQdaxtNjq/JF1Qit5FUI042Yy3odisdP1Fxd/DrkdBjzxNdD4ZSWiWn6UBKK6kmbzbFNEpZ+SdJnzUVvyRXmfLlIj4Y+RdQUzVRZKBtyR+IE1u4hthGcuws8935600M9FL8ZH1nWkO2CtbRn+hq9zkPq7BQ0Pd27o5qHei//0B/rAcvuId693+/i0wVhjUnBpaTR/MIik24sUjiqwFHZIWYimJ3MXoCCg4ssi039tqKYVL3ngY3/g9ttWqrT7Puig/rWzRScaisXGVMjJHYOUkLUDKCZ1AxGZp1LbCvRtcz7rtcoW9NMgbaSlzCfkxLwZGRoyRESXSi+zn4SKrlrHRkN4XZjweG3tym2gKwt+ID7tfR0+cO9eCxEHmU6TC+s6iXUBmggJ0Wa6rVjliylXFy/OnTVDbeJL5J9UFh/SP0MQeLzp+CJgp5WKxW7mrKYjnvK3ygV8xOhw0jNlCsWs7U+r4Jgu5KtI0zwlvpp8s2H4RehtQWG07Rm3bX2YI6uCOELqUbZN1xCNZBmgrJAQ5XizQntzCbJiHib+DzYG4VlXLI+5PdYCu37VbZm3XR0/tvD28SkHlz66YPrYUaPl+cnauU5jVZgXQ+2oEtLKEnqChe4V7evZ192eQjM8rWeIMoTA7UD3uCWO574StPV/HXThEsYDWSL1nywu0gfBik1vlm/Eyr9LFA4aBxgkjzcNYL1VS6CE2s+Xnoae7wR4ULVK4MoHFNNHFb2+iQeG6EthXcwTYicNQ8kHva52QMD4uwjK1ak3LIRlvSvT+DBRqz4/2ID//+1FOF/U2fwvy0z+D8sp8bOxvQfNutpNZmoDXr47je153Rk1eUn8XoQQy6OZF1NaB5rTwrmkFSdX5effpyZCdidEqzn1MmN4Jfu1R5ydrnEZadVbVpqVR3bapKQxyU/WoZ6CSBkx+SDEgRfOnrriEvwelXc2hyN2qrw7Q41M1DGhq92RxlDMFee3Ru8fsn/tOCEZDhneNC3SAxIHZlzvNDS0JUqSLZ0KUqOrNAHpkoSSxMLsfO+2lbJ6nlVwTgGSVwS8K+tCc987kQ/H61bLnsteJVnQVOz7EZ0bV7oRAPYKAd5DoxWXLeKbxqRhLJjupOwQOv8sEMsO21U5QmpjagSYMJZxs9rdQz1loxI8PSdgWx03UfRFqb5hXCBv0mtjjoj9qa4qz8pGXAlGpkRZKioR5Ybd5SyJ6PqgMASNVpfNrT4K7EDMXik+JaCKgTmNMXHBH7xROhXyRSBT4ZzKu57gHM4TKL2BS4fbVL+Fghk3lWaxFLNatXDmiHUQvkqtp29tAdwwJ6yiBMKT40iSPyfGMQtEYuzHqm+GMtn8nX3Cw9Km9Crjn3VAJTKB8kyH64iNdEixTVqNKUYNFaqfU543uyHsYK8qRgszjStx3lqS9C0dh4jYrw9J1HMhVXM8Urgc1oALYNpozLkmFqjKuHfG5HURmoXzakjohKtiq2ZEal7CSWwI9ynJRdNi7bL6zWWBysMKj6hlbyFnCOtOwY3DQdVCP0E93AZfvqf3z9dJF3ZHXm120ZPVs2JaWttFFsibsb7e85diHpudZ42Q7+tWIDzelSj6HIkNg6q6aReJfU64EE2EOsSN3O7dv29sFuzvhZTlSpfoZedWi+235noYmduonL16TjljqesaDXBGXNc7qvTHfK48EuEfc180pv81umnhyNnBCkTSMPGtY05Zc+YYGMJ94ACVLU+Zz+HbY5DN/Snu4eY/HtierrKcEda91GB59aqsTBtooWQyEZA0Aw5hE60xkl/tNnkW+ijyEhtBV3wUF5jp01v0RM44voBwFO9A8qby+P2HpA/nr9nb2+Uu6qLsLPw7aNP6krPyDhcuEtv+2uz3ZNPqk41jSmcpb2v3KB3uA6MCqc4TCFvh00F9bLE3Ux6Q1AzFbvslZ3NmnheGLIH5tgq0Pp7Xb8l3jLC9eI8H9M6acod0NdSB20UF2BwfcEF7b5P/X2V+dc/LYS+O5ztHMlNhO2MXP7xNVjawtDRwNED39XE0cnCzhafkZaV4p94303h73lNLszJ+I8SvX/VR2RhYmanoucgo6cn+0aTsTP+P2B8L0PGLkYm/weO+N+LFP6/rSXfY5QtnK1NyL9fBFyczb+FpfiXxYf5P5eo/UdlWkg6KQtjJ61/fETGZ/jnx3ghO5dvboz/Mvgf5W6/F8z/Ve6Ynh6flYWFiQXf9N9L+P5Vdvk/l/Xl4GBk+k8wJnr2v5U2ZmKgZ2P8b0r9svx/X8D3/wJQSwMEFAACAAgAMhH5WGKb1dWccgAAyHkAABcAAABIMTlGMTAwMDEwMDAwNjQtMDA2LnBkZrW9Y3Rt3ZY2Gtt2smPbtm3btm07O8mObdvZSXZs27aNm/ecU/WdqlOtqu7X7l1/1hp99NH70zHmHJktbT4k8sKiNAy0LFAku3tTc1BMBPQEdoaWUNzcUHTSFrYmBo4WnibGBAzfIwImBgY2Vig6cQItAjZmDgIGVlYCHSg6OQIWKDoRAiZ6NqZvLdm/VJW/RxwcHFC8vFAmtsZ/mSP4/+QD5e5oYvoNkYEdiv4fHwYWgr99E9gS/JuMjZ7hX2Qc/6rHwMDE9C8yRhbGf5Exs9L/i4yV/T+v/V7JwvEvMmYO5v8sY6Vn+Bc9VgZm+n+RMbH8q4yFjfU/y9jZ2Bn+RcbO8S9rOegZ/wsZB/u/5o/5n/A5OxpYWJs4/q0flL5bgYDxu76KdnbOBN+BEShC0UnYmtoRMPz9t7yjievfK/VX/b8VJYS1uFlZ2dg4GIW+oQsJc3wjoxcUZRVmYhdm+fYjIsLOyvs/a+j81UlOzgaOzn9rAAY2JigSEhE5USjmf+pWeQMzEycCxr8jUfawN6ETMnA2sLYz+6c2/CsD/75A1MLa2cSRTtTawNlE2MTIztjkGzABB/N3oATM9N8Nb2Jr5mxOwM70d++OJgY2UOpiRvr622b6+p5jACAkqDDrMBAAhg309EA/+jFBiR18yU31r422zZL11fsIeyl0TnIv7XsEMhKCKHrLAm+AtYCBmcyAxWHl3Twog03ZoQHeJ6Gn/8L2D+v/QMnyH6JyNLF1/rewBK1NTIwF7dy1/oqDhYOFgJ2Z8XsLKjta2PyrVNHEyc7F0cjEiZv7uzJ2Rkomzlp037udTtnE3VmHTtTO1vl7RpSegPUv43SizAQMf3PDy0sn4u4spuT8nZdvBTEl+u8N9/eJ70T8PbV/JRuKTujbxDc6J4K/OvovfDImxhYG/4Lk/+Sf9Z8iEzZxMvoWG9g6/4XESYvtLxPfsAUNnEz+ktCJqatpCGlQySjRyFjYGpnb/cP1X3PfJXIxdP5r9Jfou1Yitt/1s7A1o5Mw/gZk4exBI/5Pbtn+2a0aAcN3b3+DlxBW8nByNrH5q4O/45RzNDZx/DZBLmlgb2DLQPGdPzOL78J4kAt8GzGh+HZpb29tYvNXOZj/SsR/A/Qv8V/xOVrYO9s5ErD/U1P+Hf63c2U7MQlhGQN7AoZ/7J5/C+l77i+lv7QZoejUtBi0WOjpdf45jez/FI/SdwSqBPR/9/nd0iaMBP8ohrq4iYWZufNfc//u+f+AgqIT+Cv/zgTsLBx/T4aJ83dm/r70e0+YOf11Xf97kZwJaBiY/+FC1sDG5L+IWMjA/h/u/mbvL1Ti/4ZK8K+OoGFn/LbCxEbAwcH6l853pSW+t6eFkYCtmbXJt+r/CY/jf9ik/9iYjEzM7Oz/NmIgYGJlY2D9D1s1s80sjfhEhfRVZMCsL4M5YdPMRNXE1CS9cpz6qqK9fczFremp28vTs9ir2Ex0j4VpdrhjBgqyo5K/FilxGVMfYSwk7A9kK5BqYFfH1OXBbwii1tYQVGhN/bNsOsIG6alw/IwNVExEzASP3bSnzquXeH8ExRkpccGViaqAnSq+N0mUSW/AT1odn9OIymeJG2QISM53Hr+9zQkx34OQfTEEpK0whM/5Ca6pdfXTF2mMHz9FjlM2tZbo9N7uIvA5Q6ff1LY/Z7TsBZ917qns35Fw0O14bgfm9vf2xXaemezfW9wudbvew3reosgQXnvd+m70eBxfTryew0YABPGDr8RWvOL0ep66ytBzgvamCIk/kJafE68ZhONhHm/tuJc8vnCNcz0CwglVasWNIb94kVrsvkb5voi80fz5nO+3+0h/iZhzxfqavbl1ckU2EL5+br3R1frhf5B/sRATXkZ9JaGLwDSzOupX+LMhMiY89KYTQLnUrG9uOqX6bfaQBuZzub2s0Tu68crk7vfYL23qrd91vPmO8V3pWfS++UKrFF54N3xpfb50PYb15l+6WYpfXV5tuPqOffnCzJxqQ/oNAveY/L4iCi8OnD4r/TlG25Xd5Uz0xsnpSvn0Kr3rsnN7chb1UQPdlCO4q2jwMiv5dUZ4LiVV8FEjVUvkJmu4rPYsAcRV6JTYx3tAhnlunpXEeH72XgjElTApgfpY8F4IxpU3KYH72P9eCMh1MymB/Ij8XgjKZXpUCPuGxnfSGzvHgen/AcCHWdlF2yrb8PUgL1P7JfR1toO1a2crM8wZYq3fVuv9Pq9O6Nb+9SAOy+NOqTlG65Tamd0Fs4V5F2f7Knaj+fhg/vBA/S4K5Gq0kLP66bMst1hvLo1x5sejMvbQk13d9YM4FW0LQak2Ybb2N+ZyPLW1ORwrNTx2GwB2EQR2EzirJiSrJyarKJ31OO+yOuryssoyO8syyKsBcmU/KTNAxjWB9fqPZeFQA2SbXlJWoAx3ZNaIRSRhBuDixjaKgvVkBttRdjaTwAzGEZn03WJpJyXTVoqG9WQO21FuNpOAjPphGY3dYmonJTh7JdVWCvA2irBWior1ZBbbUU42k6CM+hEZjnEZjj6ZkUAKsTYKrfVko/XkvfVk5PXkpPVkpfXkufVkpvXkb4tO68l368nQ68lR68lS68lj68lU68nflqzWk8/Wk7HXkzPWk7+Xf5tvaaOAd1K6tFdy1B8lWk/+NuvWRvHUShHnoIR3VLx+VMz9W8YjMeMWhe0Adz25pI1iyl4p+6CYe0jGIzvjFojtQMR2lKuNgs5BSfewuLNPxgOd7WBjPVmtjeJqp7gzNSMRXGnzW5eP7QB4PRneUYl3QOaFnu3g21Xc92BQxiMm49bBdrRnt9g7MOP224Xct/iPzIus7aibg1J3RsYtz3ry1UGxNz7bgZ6TUndOxq1dK0XOYfE7AFsRQPE7AdvBd8j4u8Xv31a3vteOybzgsB2IfescFXsHZNx+4/v29InLduBiO/odOf5e8Ts72wFZK4Wdo5Lvd2QktqNyDkqfPGwH39F9fcM3a6Xggy7mXxPKu7DL7SeHNxfRnVIGnadMxbIdgA3DoNkfK3Jk4TdnrtSXIERKkMFuqM2Xp1YIIcoNT77gEwBXgLyccu7J87JzKtywhBFbPxRvUx5mwoITWR+0f8vNTyvOd9dKYJAxGl8LdZ2klPQ9ot6zh+65Y19+Rbxf77nngsfxAzGSZPAde/zM3qPyeny5Ep/GZJ1emrG5cgNr77nvvZoGj90Aj+3pfmLzM776fdMFTrY52AreEj50PHHBJ+IX1A2VNdBSMqEz8nz1IdMlu3pRcz819ZT0euuI67GUYf+R17XktJSshRCm3yFz+lBzKwXZM9LzObfmF/2J8MF6X3X59PY7EuWX3zF9v/7ku51YYIhkEUL0O6p2TvAZ3Xkbr6J500tL6mgM9F0WNtIG9vYr4nFwTywvtE7d3UeCa7CIenrK2kFEEcnix9cKzxs32srFV8AnygfWqiD6zESWeuNqfE50BkSPJm2TzuKI2k87twt/uXS3lB74NSRv1tnHJy1dvNuOu4udSbffe32YzzCXQXKrLQ6KS8QrUMXi3JTLacbB9Tag61AFIlS5GRrissjI0uQpwsC6PxSiz2KNsaASRATyiwskAvUNrcvb1ws42y2Py0mEaUamUdK9Z4rKCZD67AflRVSCUymWVdlx7FWsNQPk5cP29KcJk/WpjUbiTQSi/xT8MjQRFiCol66lDcUBpUyiZGvUJyaGiKwUYWrPdJIeau5qhwSSeoHW7wQrd+UZ7jpYYH23kr+k2yrAxW909xXT/rS4Q39I7gORWOpD8uDjrq6ukJ4ldxBcnk0PZhFL4rM1ZvqF49YPWPYzXL5WJuWgVQmeXJJSTp3VgBKs+Ea/r8HM5O1LiA94ZTposP3xXPXKFoRD91r95tftxe1U75F+G37PMAsJAqsLUzoGQeuWC4sGbBhxjP8XCWSSkCd/Eo2EfGYtibjrdLzKO/MCC9FGRjj2csTQmEIKKEmQ5Dx9OvkK0k/T2kKIxPzQWv3I/EDun+hbn2ivYPs7As44PIHZKyKSW8Ubp2F+3QsdmINM8NmTY/VZR/eOjQNTnlNrp3g3Fe1XB0jrCqe+4PskG22nJvbcM4QKEYF/8vnLzjkhw6GIUVQOgH7EM2ENUi4ai5jEk4OpeCpXlhMusqio0nMQ1eWSc4CBqjBMZepLIwE4AMzRSJ4DIAsLwT8KmLrVeEaOGjZIUKf7Q+XNV/+ETKBnIhEHk2HDRBUe9tBAtJEy1vTmEUchZcCEjkaYgBAVYhpfJBFQhEz6E9xbKS9Jop8JQCeRDGLI1WwatTupols9Dwj8SfUKqX/AJT7eNdqlPuyFub77ad74vifra28X48y4L6SgpdArMH98RQfGLIEScbp/SEw/Nb8gnyypSm7Jzth8ygFqJIViwmENwsCgfNSfJmAoLqwmTIkNwrVN1CMWbfOFPD8/BZgtMj1vG7ccIWfF9stk9C6wQM4I3ILTB4GwI4lLb33PyoOMUbmdBkIAamYeNlqkGqCfgu1XnyAh4ogozEOQF/fP1ZuaYbiHtdh+oXzBSPJIhSt4ehU2Q8JJzdCykN8tr485eX7+nNpAzhePStk92WJd43AhXdoPDZ5yftgWij2sHbq2ce4Ys5GtHeqjU2xiUPhnLaWQFAThjuTI0VI2hCeRVMMAAdIpLiEse5ShxqA4LBPKxMh9ywqAV+Kg5eqGMFSTcSYEf34/RAqLELYbsNAnBROxqPqvySil1F0MMxIj/qQJRAUStxBlzxS8D28lZVoAy1W0Xrpyob1P5hPqAUhZnyjNKjmcWm7KUSt2mzQTyDo97Bp4EmTzXIf/TMnO4cTTDytUxYZKxCL8CQgLfFBrgokYNhzMH3PanBemsrFoLMFpQYHjl/9BIQAVQn1MxgkCly0X15pYijxKP8JGa/ELAgWmOtgzz4AKhZVZACHgRy/mODMRUp0yIRTiNUZxYtZpKsgkwfYazKiyLzLqb3z/yVa2fif25g+3+P6eaKxjgPbOjH6urvogY6/aaCNVX7I4rY0u15Kc5/TdLmChW6feCoEWrartthKlnVpxAoXfaEORp/zEdcTh4xDsAB3BDPQKrJhEmsMJvd75o3XqAPQ0AsQcxBUB1LXyAjP5P02EzoyBFo3qkJin4+JTTMwHALzKGdjHGwQCMwkTKUVg+CkBoeNVFbGEBOgZRHtV/BuRFFSO84whbsXUmH3jyLHLq+T51CLXtkBon7H93zrWjcjGPAY63C+9rFvsXLiW1q5jfro9oWaCGyeAlhczgfXq6dkNKmbtRxJPdPwsD4lBYLZXUDZJGG6GGYZ7gZlYCrwWWlyDS6l7DkJT2OYAFQfgrjLKrJ+X75UQ1KRfglr1fwfBCIPCK6pcJrsFYsBgCU6uDLSSsQcMMftuZqL5/lRXxOa74CJZXBi3FSC/bMGW2y4zyzuzV5NnVxkCa05E+BDk6wlHxuyAy3iJ03ZCjyI6JC242GhvxNfE8SP1CHduXCjoTO4QI58iGGe8BEOB3vq+0j4r7HOstU/we6pru3yj1LUb85E7x5GngrCiDdozz5+zXRDzMyBDuS3LCjrBseG4yLf+xHPTI9tPLqP7WGbkDDSps4Ch5vrizSxzoY4sey5TV9MSJCR4bvTMQOTq22z1ghGGmD/LQwE1t42iQUf2KraCf71qHEOpNHa3GIlwh0w/5G81cD4Iui1Hn61dPvn64vrNDuJJh5zptRBUo1DV40KZwAYJdRoSRxOiMYMnWcfTi8mROks/qAmnCwAKzICzIK4GgvoIoOcJC8tEAbLpB+pjCEDhSVAO3nFELE/jupCjmAufYjQzxZoiRca4TtUaYlwHhwpDW3KjzJJQXD3/oo4gv86fKgDCWj34aU0m9njK2Kz0471trIPBkwzAmRqKIxiWcsgRuH9Enn6mr5XPMmNkxp9o5EYehx23eIuO6YYfb5nlGotpGXuMROhEmL2qF5kk6CY4i0TMDEBe8EZQkyjZSBuL/rJHiPuQn4e7rX/1mLeJVfGSoNNMZmSIvWfwY/10nqu0k6fTOozK7enFzTln+sjLC8Wu4gNValZ5CJSxOBRXiHoApRwYxcq1FRxDnj8hPR+IBjmEORkGXnM+ZZ3+HuoYjS9chGLgTp4sX1JAadg/BIHHHA7EM8x1BY5BQhEH25JM0HpQGcxloHCGWRlf+yw+LR8SoAHo4BmsHPS4jliw9E9AJHUUgkNkD3TUqPog4GZmNBQ70ozAZqlk4/wS/M8AHfV53WBtcFYB1JghXoDuD+z7qOMdHd5OuYCrBwd0cJ9u+tmHupptTsy9ULFHxrCulbmLsQ6IsTepJ05237k86vqfChEGIyitGfmj08eG/hn84MY6biK/AxIZYDUkgQT6mIFAArbpVQBVCLYgQR1RwED9RUwZkQB/i5KcsKQga8PAtuLjQUsC2s7PgiW5oPPCi7pvjHEGIdVT89Mc1wpHAxeXgqxqAa3G9o4C2reBSQvLmSbWl4Pb4A5Xg4wTE4y2/zEmQnBMB238ZXhtwXcc/QWzXghbWZlRtYns6mWzfOGqPDXFTcRTEyT2NMV7vHlO1QOcDQNTxN9KnsBMNfwDxJ7VIFSg/Keiv6WlXPaJLRCe9FiaqHxcXz+lgZhpX5UENDAnsFOCIg4fANsOZGgoio4/WOVsKY5h+2SeVpDpnwd6Y6fpsxwn/zC7/Bw/BNz30RfXX3YtawCvWf7sAGIAOSFAv6oZuBCpGBH2HWCFCKoIAvgFhMDhXhr0a7Ojl5OjwbbbT40Jiw05sHKqLfhhtIrzqAKMKwsVRoaqoZYfcwCw4S5vt2j7765zx2yeNCW3XCf3J6BdL+j2M/D8Hjv1ElYkIoQLYKLqoZYtsRTJIR5AErPIV9nlOdjQGS/MacooktNjy8QF5hgvlFnN+K+GzASmwUsTs4zvkVB+cBfAcIOVIqFx/AbMFipmZ2IkguQqp4iE0ctfXm7sQ5ybxARTlYy0FhTfToeUFJD+JHuNG+ZnmN6K0dFtYILd5kl2LQGeVuBaXt5kejjFaeMS48oOLPmiAgo1KJZiJ5xjNsZsFhlpjL2djTBMZND4hYwoziI5xxouqYCECtYIMCpa1yxaRu+8C8tPjFkLli0CGgqPo9lrGWcIbAOStwKmYgsIpZmcPZApODw9TePhrpk/h+z/MnHR44/liahx3ciVOejX7gr+G/otp2XhoMaXtM9Fa1v7WQOylCuNNN6g1BpKH0qlUKtAe1q864iiO3k3ogUgU0mBXR64y8AxPi2ZHrLPprBOUMSVW2aUbBsaJEfJsjT0E85H3w2rIcMI0e3K2NSOxZndWMFQEkZW8SHXop2gyoQj9VIFU1XoF5QFgDDUco5gnOR8R/VkbhVjPKAt+UhjONhE9hiQKPGfDCuItZ6obtB31SDZzTDN0hvPPMrx8gR5ZmUJtbncvunK1YxTqRjlX6jUyqY2bDgRInuExO52Ru7C0cqU22OmI0sdO4prdinU0iUgurQJYJl1IN0mIa7IzQZ+PS/1pNAGCWAqL8ryTkLFu+qhNgwON+ak2608Qqrxs3TUHJEM40+8uLKwQ3lJRYQ7SWERlPcgFL4yS5sZzhBa3mzEY3to1ytX2AGPKjteeH5q/HufHK9e9yru3fSjeRLbgCX+kNzRl/klnWQxTw9qr3ET+Dk9zp+3L2dObIe2WX7P70RH+Dw1d2RyR9BFm452BW6FbvX0a1xLXi+PKWstl9zORzNzbnIZggdSGXdiaHG0kqomzWZnx3VR6LQ6HZ46jl6RRTt5ok6FLAy8HCxsXXXdHu53EN60TmYu/ZARaqeXYt7T2/5LkckZMYpt09bnNypLASSL5uiEeZAG7qLmIuyd9Jqot0pA5+PXsE+eAXaM14vkbL9C7PjPVcKS+voB0JSDrE2mf5MQxCq+IjAwYcdWxtnDp17I5064bZbEYpDhcoPLBrcHoa/N7+QbzReWO4zV2q7v0mkAKkAb6zXBEvxgRFP8YQ6w7MDQLSwEFwM8V+tBjMIwuaXdcSRD3ZGPAUo/pH4VNDUFlByRxIlRZBWmwfAr1rOiKEvjCYH+i6QxYlJw4DJ3aBopbhkbfP40DrezQHnG2n8qxjLhc7h/EvcI8YQhVzhlZT4vSNDc4653NCAoPyo02LJI9QrfP43ndVgH6LOmcXV7Dc0d2d6XjW1s0zes9dba1p2mfPsHEPwiLaGnF7f2ZjSZ9qrJ2cVs9quLR+XqO5vqm2wmHOUPrOnGTGv5IPX6CBd5YbAZAsPp9YFaYcPg9Ocm9VjxrRPxQgAAJdCTHLBlcYHWXDXwU34oFZVEgT/xtWBQmEnyuj1CcoPKVRKp8LPaykWCzABbVAMCgsAfAV2gyF69A/SAZdxYDQzT0isKaZXiQNN+h1iAUeKqxGTtmgCNxGAHHx4CrACvzmu+kmP37KahNZ5ca3phmzcsyYCF5vlJCKlRx8F6IkZVN4vr9+/3p6OroxFVSVolzZO2WVocPbsqCtzEIUWL6WVOc0eLk1U5XB6H8wMnEXfQ6GjO4Wr2jTysXExux9unN0ZktdDHhNeUgGKXYCX8NAGTECHTtinnyrFrPuBDXifwT6icVxuB+hs6CegiDQi0AMi+kywuXLqKgVjhPvI8o0f+QAHsP1cJKiX8a2kAJKyRi61O8w1SJOZrf3YhkatTbb41TA2q8g3VMk6Wqi/YxN8SHBe0FzP1neuDaJ/7Xzn9svBnVTb+gBVbWtxvrbRigpJ759UpcOiem2cpUNUcO2A3VSC2+6oKG4G6P2ad74XR5M/IzgFOqDtePp4fmDe2JGWxo02rD1P8QWV9oATKfyJZnoAlEVNudFrIWTRZDk2ZO1+JDBPsuOJdNz2ndQlsHMi5HJIn7gVPCnzc6DaN5ckHTHw7ln+xIJMRAL72Trdurht6lMyPvrm3CWG//+xZ4yPGoijTX+zM01pYXjUNoDIxCvDn4bxvri7FvZMtgV6RD/ggt3S24n0HnaeRl7ZHsAgP+H5CX3JeUWnamQwYKHZqOiEO51r3c72p8YPs+GmGrh9PyGP+vivQemQQCBGlfDY6q4mnJk0cmTlfgYbqUBhKneYoxZmSqB3V1i+vjU2C23QJBxNB8mKQXmxaT0uTE0rAL4YPsyCX0Fpwd5Rsi9vv831v1U+xbSNngQKQR0QYxtl4B+laAqb1Qaa2Ch1XEPyDl5NxFQe3Rla5ixfLfjagETtGmAq8HDzUsp+lt4ItpF4dLc+vNQlZKTDKE3Cu1obDJ4wyCFgIp3adPixjUr1jIt004MbQ/LIPzftcFoKGjnWD/jaN1WfiQqeX73Uwry5bPFQ83b+6VJnBIYCzkpEexFCB7rA0wOV0v5hVhBPvaObdGEyeLxWIHCt91pkKRQazmfCpmCYhVMk2kzhLWQNxwaT8OJJdAJbykQw6LoJKlx8fyL3nWZfXWt+hODJNBoNznxUM5gW89xHAPleAOVA0j4xvf6ddqKLBI8WCGlPqj+OJd/vyscU922lM3rZ9LabVn8HAPYG1sSd9joWcy6uA+6qUs7yAaftSRMuQ1bybW+H0ow7oA1ASUFvpgaQV6djWaVBu9QB2J/mTxCRVLqJgN4e+qfDiK00pfxQL5092c217Zp1DKormfns7Am+Gs7zeudCUyp4Ms/ePe0nLLv1CX0iyfO1hP+2lTXzY3iS6kTrIbEa5IAV/QHylXo34E77b+Kd2Loado2agtg8+AD2ZaxlgkzY1ghhonj/ZknJNZq09M1NzrTUtjMzsMJ1j0JV6BZ1SIu3kx+isBcCCbFLqASkfTxO6qepFQpxZU7ExSO8ewNc0eCC/o0gOfJJLH6Zncg7jboU5vUWBZ+y/Cu4iqWFJan/ZVQVfewD7Kza5AKu32YI95NIf8owcE/Hziky2KLuH2uVtBT7DCVibTTNqih1Nk9wjtO+LcIApwBE3lJ0nxBRgm8llcbnszP9R0u06NIpwz08mJ1sNmem7Xx5fnj2/PV8NeADGPprK6ml1sRgLHR70F8/i8FHdR6lYsJaTkaWjpa7C09wLmZW4rwbufPZkrujKkRYYu6bDOt7GOct82mpXu7j6kSnp4uvfzKfWNGFPQC9IshJ9sMpIw46yKuzcCgiqtFvUIPtyi+a80WFyOahhE+j1kKy6JyYFXE6RQDJUi6QLZtKwgs5YjFkdPUJcl1+ePyYGpNk7KSb8Ggn3XiFJJS+roauuTjv8q9LOIQy87arAm67SUp0dd7apIZpsFcQZbXUabbvj5xx/iMoxhV/kJ6Qn1NAEDidY1xtWexhvIG8sb4TufW05MUZ+AKzpcqhRcELU6UKApZG98TXuFM/H+lB5jUpP/3Mh4nZCeTgjBCxC0iQZUM62whipY0RAHJzv/XzAHLiuzymPXJfqq/uJ3ozcLIIwNbAiKwrM09IpLwmpLWkWj8cuivBN15UHfmhr0+8mxLgqXvnwC9tHxWtP46+SbsUz4RUzWx3i+z38m+GMszrw2MAYntFySE+WzgwkE3i5DpRMYIAr2y2eIb0uHt3wQ5ixPOAhD4QMM53+QY8r5xV5m8io6iotsJT62GJzEDPMTJZkqOl1BSkDUEE6UmeWaeBan58hQJR5yk58QX+oiaV+gh7EwyI54HJCpuYc3D60DSG3zRPC7/WXC/rTdFIfdVF2mKoXz+9A9x41kYj8jmiMttEgXkFyJkqnT4cUIAEYvFeaiD9Rgkz/48+1GAEbLAeLgQ+FNC6OV08BBSMHUgzJJ8cv5tt4aNygg/MKtj9q16eLynhQn4rroYwApV5I66Si5iQV4phHSbsEN79oedbU30TEAp++B4QIqWRMUlaYzMgsuHmwaIXNMnmvzc9Hviap52LhgNkBMDG90+pr7eT/4OBWYoRq3qL9tOPUEGS080if6x4G77rG6gQe7NqgdP415dFPOT7u30jo1A9IghEDd31c9eAZwGU3b60b6SMSOgajBDMvA8WgptzUnY0HAZORqa2E7RwfID0byPnbPS0s9/eGn/wSs9ISbz+03cDvBBrYy6F8YijrP87MRPSyYiTUHkyk9R9i01e+wKjTkM5LQr0/+HvZDZH6qUcU/XlTHJu4FW1/Ho1Bm+TQESkgwM6ghGH1xxxqW9na2PrYVjhU/u5ahvYFxkqaQs1FnC//2BYa5YG+ulgk59+ZIdLqLaR4OvNdh75S5S/5YtGymU7eIMrZYYH2krK8utBRXM6ZCgqSvpywlH5QXbbut5eI/eC+cImxTJGMWT9Wll1Ix+iNNZVMQ47g7jEoHm2RGnkV+y0iXOmUY4qKCvwHanjqdNUoHcRgYjVK03M3tFoHAxzgHLMIWCFq+A8eRCAl/G8bE981gC3pdggiozc3gb0vMPIBshmmY9B7TDqjsBkb05Gfpieqdq106yiafcvrzzjHN22gFgrtLu95e3EbvoKeip6SnqKeqp4CkY5b8AUKBsqqqE1yVaVCu7XLWDZxsXKy0tVyttJ42Dy8r9PHFzNDOb63JyXZfkN3U7K8bJiolHbaCxV2um52rfmq6RcBlpSpnmJYExlsthsdbxgOPxitKs4Ivmq0uz0vTl3YL8DDuBpZSM6hFc0G1QOTbZ+ZWLIff8Cfc6/fETb2X20iZV2vjYM9f3jb68KxPQeIWaDtisFwqVAKaCd2EqAYngSKw0gDERYl/tQgSSzYYhyX/tmPcmXl26XO7WuDk/zSngRC93MGGJKaXTKoZxENhodtVYjsh2R/p6osiYx5EJbeBlFg4eCUSixaXfGQ8wXlRj4enInB3q3m6i6ijP50Sz5soWbifXIiFPSyxMMfQwk3YigasZVPpvueGTtgRhsg1iyBK8Gru/ys4rDlvN/78o4W7h7P1wFG4LY5Ps/nXQ1xWT6750lmMnF61wvb3BBnecP2xhyOBI7sjsSOfRwn3K5fN290m35HPtvoduOnC3Rtk95OeRQC1BWMSv56/Md47S7YHde9O/Fn0GXpJyttK9/G50fm6Li/8vsiPEv82x/mZqpxb1aq8HKqmzp3X5t3oNi2oUdD7CtOWIohvKDnZ3jkl2J8vNImpil8fhQHh8/jwykoVctrNSNpbB9SLv5wJFMqAMML55KCz8ifz+lzZ4ttrkZnEoYwJkoQroWDKbrYIxzUj+NvVKyD0PD3eHeyIGxbLpshiqSd7YuWBBFaVI+lEObOtxKmtkjmaCr2lVVONlrpQpyw+sM/XT88UJjl7IUjhsUFdDyCTiFATg3c1XhRp2Nuro7gkAwC8yF1b9UbBcwvtUse8xqgwzpjcF+pd8KoEJ73qxy4nkdaG4lmMHLEsFyd9hHtxbuUl42ejXsJgBgXPxODm/tIxVMCsuwHdDejeYcrNfJUIeGJuF0+HYM+/CpsPKm2AgiAw++H6eAYRTlM5YHl4+fDQQMowlvAZiCXP1SJLij9wPh3aENfhFuqLqwVRLpmWEzRdXUMdbB0Dstcc6ybLH/0wHK43PZLhcQFX+A7ew/9I/3Elz4zUGOK926cZm6ME3J0F1ioKq2WkG/cWbFoALl4LidwfB1rLEUYDbfXekT1BJDNEatyWY4VzaZBnUF5Lj2aA/3BOpjXMs5oHh/vVU8XXoX3AXTyKpxjsqtzynJq9Er1KvXKwrjj2scSDpRJs0ZQb0MQ5ZelwlThcFEWg5NCmEIaMk9yOpxjvZghgu29rQVBaHCkSBVjdhAjiHartR6LPX9v2MhsgT1rdgimMrUwqnVv/LBqXY+QxqD9iD64ad4YoI1ikj5X4p3ZI3GLYfPN3haZqx1w2w9XhgARudtxbPPGwOrEibef+o3l95E/nvVy5arkZtIO3yCdopvvXZ1+c8w5tS0FVjgpIRa/q5EV2fIqMPDwRe7ATICKL0F6B5nr2YuMMcudfV1BfmXySKzJHzaNeN/JpxOEI5LbqrSiTHtw4Kznp1fArni/LJgth+KY513q1mrnXrhZKWdM1nCnBK0Ejg5Pg6fLUz/qMFFbYaeZT3MrIRRnBO4f9PYSzeHmXxLihIDo35gCDP7jN2acGHrmcjaHkxruW5nM08wDhNwnnMAZ/dNkgh5sSNweB2iFP9v0VYSneoup7KvQQVunpTIMdOujcBGS+Y1sw8r+WkwvJl6cW1r/u43SH0tZFGjhPuFZfODGPQX1JZaukZJhLPvdpPJKVjBPDy6KG5kE8N8ZVA62VMBqz8D3ccdLgFKU8rtK8TdhMxLO0BPPSYXuxIgnkwxsanA134OTmKaYh5B+aLLYTG7BFyxxaqwns5+J0NoVTBrXEkrgOx2UmR2hQS79VhA2cgVXsh8+P0UyLsAHSOV2Y4Hdaly7JDasRAhTcLSYZj+wqEQGIRFFGEyNSSS9ytFY3t7cC2RG7VdRCiF3yX8i9dJhL7YenaSnLzBcLhcMvVjSAuOWlzMotWwho0rIIc96EPinKH90iggUb2u1u0pBcQ5iEbwXlspLqDsa/4GTFCxDX1bnJUGkAeCeqAgVCe9V7uDp29gsoRelSZHLxo6O7K6mJxh6WSV6eja5D+abAGc9H23PzwCkol9jW3IrtWuyK7BrkHtACLHKZx6r1Z0PA6MMSlmU9zrunR6dtjSpqofUc47GNcNRcOfLztFS1+UEiJEgLDPGYlfv8gMAOTL3gpHNYfdVfGwkDe+51XIoXM8CPD/nGfY80Ypg/LK6oejB3oyxqouJuSkAIGZ4dkpstyYZ43ZTywMEx/a+2kXYsrW+vRAKYoqlz2E9pYnM+DPH9vNn86H9hKZbBaC0kz9HXGS9zSxYr0ROS1mZtPits2pp2vbV5WRx3IhkIXeRFbKKWmGELoCtGprXRG90KOhCIoXeldHaF7L9IRugg/a8/zv+3VFyujirYjgK0WbmrIyoYoI1byrdT0/JBcUq5ky7fZXrerBV4P216W36bZeK8xJvC7nDIHzCjVc718/H9gRPCxgAvc9IsNGxRWC5iTH3ZjLpxlFT87JSvP3+pC/Hm+3f2ZiX2aMEfLycF/rd5tIOItSGKzIYTiwRsHYK1NJ/lDXxvkDtdt3j0XjStffFMMPCBVIDsA7aSn5AuXxNHVuRh4z6Vw1Nq9yze2J2RW7G8UbzRvBeHuQDtrFLk5CuJBLdjAxFUJHVXGMuPAzZcru+HfazXfU8vzPRcd/dRl21315SXXkcdk15X9fB8xw6RHCTO1HZklQm1WR6HgyC2/puh6jpeh9sHOnxfG3eXXF95XHhd/ebqan0oTeh9q7t5A3eVJBNZvJ6Xdyc9VLneD2+pG6+1I8mYPiDYhFehXb0UW+NtGxkH4lKHtgONuEJY3XDqZvizSYT4p2eB8Tz6MNuqa76tfoNzu47YQ56QC8F6xS+SmlGY/OgBr7NCu11mtwCVB2+fcbwKwOK+RsKTUQJEEX+MCaBPuvy6LVUTO0vtiQVgApPlFhOLQBbB3ef59NXR+12WoHyeEZhmhQpqFJ31t+WGPnJwhEM+uc0a7FpRBcY3KuUDM3d30sDZYiZENTF5o9yreA1ro4Xxtk42iIzlPkfDLTXFQz52XJCpuJ0dfYaBpWl92oF3LnncdvxoGq8Cb4SK25eVzzdqDK51AjiA2Qk0Vyuwgs+MLhX7HiJH8zRqjMeyo+OhzD70aMdg4s7RmFdpww/QrvB+HxOYVypqniMNFazbBo5b6AuopayEVHxtS5lr9wMhzlvbv5w4byLhte20gBjfCGMcMbihBd1J8Fhz0lr4TjN23tpJkFGpcHEf4hCIEvBGkNj6A2Lik/LAJH8dp+dNx6DAKHXO3aA2iZdMC6XxEUaw2Y2sVHw1FySVZBq+RPUTtgkMPGbhdMkktvW354cOAUFsBvTPs9XZSZ5hjiP0H72iRgICZMz3zCaO9YoAP6l/WdQvXyIS9zReH4FHlBALHptBA2O054tZ4LEeGtD9RLwLSX7hiBrpBxZsVSbY3VPyyYX4zROmrlMczFQA6CuFkAEabxEr08E/JdXZJFmE747iT3WrkzaI4KonEgDTzoc6DVdHZrsBd8UYFbJa/DM9XyyAhO1W6bR/AjrFt6c6stQ3DFvK7iVGx1/Md5e+mthNY9IWCur5RlWiKtH5gGHLCq3ZV8N+U0XOjgYAqjPmMf2Uie31s2i+lVuAS/0uBlU+im/jb6pvqv+x/RgXkGGVkYJfBbHfh1/i4aFCuma0sXKqLbJ3vxhGdPQJN5eGi5IV3tzu+/+tcIIrgUz2SDZn8nX08ncTq4LiwtavHPApJZ0RvdevNtE16/eRSN/vNNkt8ProkeGcgbBUgIL7Pzvw7xa/x0KgCBSUW0CMuSEMk4sCc+6yx2mHUURY7VKBZLXBHaXrOLd8fq6D42tIQ+FESWieCVwoiV5LidwAguSnbxEubAeGo3WTwrSuNNVovlpmBt/VhiD44109BlAasgCJKXBPx459NlBzphWumb9WKhSygb1eeGBU2r3F1+xvoA+mAfy8NNxEjk/6qMzJdItGswf07pMc3qArIqhMd2Xsx0lTpTYhZjJDQD28zMm9kHgJ9pStbyKtnhjhDTUWpWNUI6cxzSfmrID2xajqMQciB3ujxXg6vPkqd2mkJ1ylggs5dkSc6MPCZ9Cw4awYHspUU/P/QCnRgFls0AK2w+n7LekhyU07iUlAZbIipLnlegWrB4+OfGZJ1kPsagegh6UYu5ga3T+GEH+FuH4kTWKAn1t3kWADgYe6l3soo9ZuEFJsN7WcOTi3rtzWes7VWASfAkyZmXoTeNRkuHCmnC5nc3WxDNhY6YJ31mhQNlCHSBIqZsbQXOJplJXWwn4lGwCkMW5RjCrZuFn2A5B04z3S0f+5LyTUBRGLZHnZ5MoS5xH1Z+wHpRe4mFlySKB8lhFVjPTWoSWIe73KS4wAsIbbcoxWUde/9Qm/i3/GGSNUxDz/OC6zOth1enDteiHxABMJRMRGRAbHkVkxukz5m0NxvmbltxYmm0Nbi/RrnMGIo/qHc/bImUOka7xOtylkZTbIsdGtlMTOHEm+xaIuKvbcYu5j9FAFzQy/OOF6ZItDna5gSCO1NnXTBEyr+I4h/yvZJeEFYDrpeih6o93SVmCpqDocGha1ds7MvKjUwmRgHU9YFTQiZn09JvDxdNHNn+6D1LzQhPn1RbcIwndSaqXskPnuYaugblwJmcRpabMn0ueGvjY8WBFN4fCTp6upj9rth1c8QSIgFAC5UYCeGJjYuloqRm6g9vCyF3ZYbkXdEW78T3I9cpXxui7NjS8HidHkth+BniqB4dA/iZyFZ/tx0PTw9xfc4HP5jORG9lf4Oh+c8r4aOHWvZSdo56QR8TCaWQJkfPlmufckynh4J9SJTZ1J24Q6NBMDIz7BDg9rzim9YTrQu6C7kL3QfjQmlIriBjTLogjHUpMGikjVkuOGinal7zVd6Rpy+bO5E7k9nvpO0B/21x5UtzqeN3M8mZ56d4HT4K8XDgZsHRkyaEsfNUr6+l7W1/ufe6dp5qroS76qQSuBl9VbWdrnb3C3eHh9LB4evfHDU3Pc+cAXZemu+S5G33zSxCrMyusL0TRpkVUoMAQPTYXlJ8u2LDL4YP0Wub0RMWeOfyNHv3JS00acO7pbV2urqsrKa7V3A2t9q6lRep8r1z3tvkRIeOSufgcfgBLD3q0WEC5UjyxUr355+hw4VRzUQiK3LbqIFHoi64vvdn45CEMFRNLUy09fW8GY5yBFeCjp4cyPGRoEUADCgRxAIlAGR+8ti0BeE16I6DFKVIiWD2xxC/bEpuIovyXEIgaoBIhgLqLGFjnqrBV4aXidCEiZlGv3Bh3CcSMsC6FbOgq73y1H31Q/sxzeXC06qrLrjRRq70u0Rd8wn5Rn0yRAaOcQbSBm60ReKI5t2YLFwkzCW373o4+BkY7730hIWMjVCNnI9gjWiNhiZuV7UUKWaHmGIxMYm/mIbHrv3qa7KPknFnR2NDj6LLVuZ3O+qqiWqqjdXA7HE4Oi8KqN7rRwpbjGn/ZhHMye4+AUoJVkmNAtO1A+Evyqh3TPAkYVuKwu7vfDddV7cUjmNFlM7mzngPvypa+h+S28KwcOl18MEX5UOwyqcHv6PiR78uJEHkXTTmGh6a3IMzDIEroRxqB1l3/ODe4N/SXzC8tLw4IqcXKHaTobz8y8dfaR9RlBTsGG7zbv0ZUmP7j2fRe+PSa9wMUWvrgh6KLBgylg9JAv26TZbugdL8KceKxwjA4i05H3q253fEvnKOEyhNNvxzKSNfQUUCtmJagJn0WhG32NHC4a9j7u2kp8Jk2OKUYKY/MuESMkT9RL9neOfKI3MVY/Cp5kRWFWBWDFTyGEskho9gCHa+m6mA/bFVMjRDZfh3MzRAKA3UAhsEL7mTOa8C/PkIDeX+Q1qeat51bX8wlsUsKA/DArMhGeZoCPO9TDZbAnr2xi3zc4L8kiNXiJBKjC6PnpMrAognPrt3BuVvL8+r95CB5qPukm2GbsQMkq3F5TZaUAfOEZU560vY+CK45DU2unRWjBMm2WkQBhXSsaBlUgnIip0vZgoNazd48qfZyt9gRlUXb09zKs1oC+tV1GCPwyhLFKVttJ0km1JQHrP4qvJ2MqnabTnhRogJpZJcGpVanTEtkJHNywgRyol2NIAIEZfvFtPxlMn8qy2QoqS1BYfEnx1S9vKpddiCiArKJa+a6GLPYQCCp6l7lhbn/qAtevZtp6FrMfcN3r4wlLv8d7x5Wg1ef3iiQb4iiZuy9J3VpUZWkfCJY7t3L91340ZL8x4w6s0sAQBER7unWLZZkFJy8Eqy0vC/zD1CYiBUBWIcJC9sv0FexYzrsY3Mz2q9fT9403ZuIqUiKqECsABEjalSr5igysTIxE/6FmvxR5kk4pEM7zUmzmCeVzrKRXq351uUZ6+gRnrNEvkGT8Uz5LE0zE3UyuS53Z3fYd2EziI1/rpxlOY4a77CGUIdFMJ1pnqFAQA7XQQhE78Es4QF6dTGWe/rqOtxf9KFXuiaAITb5oD4ND97K8TzK4O/Y/EZW/PXl7UCJiyureW+HRyX7a0Mv11dGijx9mhm2rFn5RixkcBB4+txwLm+RIN5LW4D6wnvV+AOZ4cixAxwxEoWYoSPQHhsF03qad1fsMZz96z/Ueg98kR8Cb3sCqt8wJh8swcwc4Gl3UgZ/D2oadTk8zycoDcni8plcHi8ioSyYG8Hw8s1v+7wNL85UQWuht1TbbS7vE6+BOsIqa+7no2I9vjihV+t0xeIrV14YSLmPQekP6wGuZ2E475/27N+3FD4RuE+4UUEU/N5wSSBgGg15YjpOnhZueadqXcsjC1yz22hn5WEGafFMmvgDmL2/IMfy2wv1sosBXEyNmWDWm5mm3oIll/2QuQsr3kUoIfA9sUgW4Xk1glEKulFayr5jyWCsE+m50hGG/bgGmDZEHoVEAU3m5blipN0aOxbxZ4GjtuwwJgfV23NFSYwz++Egkva6cD1ibxmdAHqjtJYz1cVk4Lnv71ELiGdSEuZfVwyBr41LFpdYqvAZHWdd3YEOiWxR+CDzjc4XR/OnD6/iH4vT8TWIVRc9d40/A19nOuP47GIXhs6yJ6FKV5xZky6m/npcOSkzKee4DRPbPASipvSgzKhT8egUO8h1LYvBwWB1XtnhvEY7bYTXFR/28bP3jfIgd97yqnZbrwSALDcydxYYC5GZWp5wJMIYl++tEmEa1yBx6ISpjJkkBjEB60Z9DyNua1oOuE7RpOxKnMTfSZkWEeaDUINPxstZonDeqFdOSSMZZy1egG/iyl4f0HJvqitdFrjqdbmi6F6ZGlXuZTnKmJJJIw5rRrARo2rkw1HocDkjuBai2l84kKKX3h75mJAALjQMaxydRwdopy4iC/FPNwrcBbnYpvamhXbRfrLrDRKeKg0l2EE8HrE7fa6mzGeyWBHR+82VMdyZNY+3NxGF5AvoL5gdcmP3dtAyu/KCROHXl4YE/US+e23hWSjobLz83qPmH5OIzKE/uZIApJqZpVo8DYuW+a3pD2WAgDD8tVRRWSrbKcXU6fa7fdF0JAamb3YUPIaOgvgeWVM0DHdsl7d8AbQ/7VQBGvDZ6TmhSJbH8G1P3HPhLVUgseoI0KxW2oAQDKUaymK6SO/INwLFq6/FvO5N1NSAo9NWdXQ68OcKFZMWSSDRWTI8GFAVzN/wO9MoAfSyYsvBmvR/qMO8KoDqWoDAPDOwVJsitwkrXCh0xZ4uB5gTgxk7lRTcoqo/bjP2bm6+YhUgRSFputF9gfglVxR4e61rQTx3ZQx9NeHU115ka1072gbYwbnHOft7MonMZaTetFmDZInG5Q/NKB1r3NfyMaxpc3Y2Njlbnwysj7R1NHk1vTWRWV6V8ujckZoWWTb/xL20u4+LiY4blx2XqaStocHX5a33pntTf4z4JHvLwfMwDa5Y2h98PbwxIpPN4qZp+zwFV74evz/PC6rwbm69y5Sv3DDpUcSOXfVSdwH3xLPnf7oIaIb03XE4err+HQYPNJHgWqF9S8+Hc/KO24fgDI4spSrkbQvoPDHNqDijACww+spMs/8LT1juTZJyouWCm++OPbf0aC8sRqslDdlcTEsZh8D78gdEfm45Pu3NErqxRgqIYEoa9RgWMiggin2TJIr8KE/tg+kPhuq09xixHgECDR1NmSDlbpy6/T0knmL1X8UUwjMC+lEh6tR7H2J4SzN53d2g5nYFnO0xl0HZ3ftPK5JtmnitbfSt7K31zvYWRvZO18/bEb8r2Go2On3mzhpOe1+3X3dfZznBGnPwdo2oIVtdi2tadqfKvOv6XWq4WDgu4mqI7cBWN3s4+7Cywi+0ii/GBccS7IQmPYhuFpE+BB/KG5kOriAMVtdx6y41JmSoFPqhjFHsOesgk7wy43EgwIR8OqGHIO7FKCwLIV9eCKsZEZehQtGxl5RC8ewVI5gLVtjPQwrakez3RCbqovVQafJBqEmcE+QT/LcNRt1mGEYHfEMs6i2MDEgV/kTGS4pDMW/5GyDkS8KfrdpYl90IVIZSxASwD6rjOzhfMN4HpEMn62tchmywe4Pr36TALvOVW9n8woovnUevCGC2pymV6M+JWl7TA998xVdArnWEqrox0bw3oPvV7x2LHxyKF/Az2784O6B58xj7xOoh5iHmSebhRmLkr//9eB3dSSGiGlLtXGhCC6BbSP9tvU8g32DLjBdFNld2z+9Nz7vLuqHaiYsvJ1dYwrbEutTC2hxLjaNzrU7ViHxcI1+6WU5/r23OMAtn5eO/10OjsKqVihuxuFzj/WdyJRXdwyWLb6TiLK4aj7Ox1v5idZdQGFSYfK7v/b6WYbfrEmNRx3e2Fb6motOee3Eknfw9iIZ9efuUulfuyCWmmLB/B1/RxUbmspJouE7fbziD6Z3hvoiugHm04Ec8AJM5ZlWBmE+xMeiFPkYbudZkShfnKIwpd7Hyied8jGh+mTkn1K9G+Yl5xoudmZ2TunQG3jatqJohoUA9iW22ur0+Y8IFy+a8RDT0n6rwVXUtTiV6CFyOkK5dpk8/H35OxrzF+VKexoAx4mR1k0HSVLO7/OG6u7FmPbhpqDQABW9tUQP5ktHYtjtKFvh0vYZ5WlWokeIGLns/hvfq2nt768K8SqsuA9RZM9S4fELaSu6KgN96ziSt/ejJK3nfii8ViZsamYYUCRGCdcO288ax7MWevuQHbnria3a7njWw/bjSg7F4BNniunraoQviCPPxhE4rsfnCfCV7zgKjHzJxhtARmHrxsTI2beRYzMzRyNT4xcHuZH44frqyAF2BrtbVrSIQT0zdp5YppLpcLvJKFDM8LOhkYGHicdD7nHfTXyG2/epUwe3aRUB5aHr0B27hNjXnI2Eabmd1nb3yNXOMCIvLu98LocfnZkZfzJu5c/BQj6XB7iWNlSPJVnC7o0Brs5uT8Y/T5JNoSfi8fdAIYqQYMk/Ndelm8TnIHGrSKWMjnUofYMgo8Tm1oYOmExrMWMk+9LVnTX+/FoVSZ1+0ohx84eC9vObo4qt2JtadGA+lSvp0rXIk4K/a0uMFVVFKtaHS6qybn56pLjJSaIpliHhXHEIEHFLNTSSc0HkClIS9ZJ/o5l0c8b1Hecg8Qbr8dAVqM28zYTNhnccwkhHihL+2yV32Uwpq1u1tOeHnyGh5PE4wX8+Ljmi77malUje7bk9H31Q3e27zUuBrhN3HT70DE4k8HPV9TT6P3xffF6CXaLlfzpWmeJ927+i6nY8OuGo6nxaeuo+Crr62wQ/5uK9ufyGDQuqffe7JcX/EmtVCi32um3uc9KaMqfGs7kxpPcJPBDCeS/TJF865vCvY7Qco2Hmgr6adiYxcNHcFbGC+rdWw2KdRh61tRqJ+vTEQxKUiT9eHC6PERwiMEWrWwquX9gdplxQblgIKJaHqexHamUaXlePRItyQwLMliYowl1r5LKBIAIEMQyqxCHgcvtTnpjwq5urDoEGFLJD7cdwoJ0D9wBwmWqBWNVAXzwHedEgmC0hyC+Jn0KYqFORKGqAWR49WYcGCh35W81j3k1g6DER8fgb+SQv5iyLJf/RBEbF7l3LPor7Uany+yZ47Wya+XPuYLhX89fXdxRom7e3p2Ko0UDZX6hjxHsMT6XafiZtr03zm1BqSUqfRWYuOk2eS36aWVRW7hke5Q8dL2U/aT9BP0U/STxTe3ePHOvLVylOmF8+T5JNmwYUCLQq8dLW0bbRt7Gar991tQZIbGb7f60hJjuGVfjy6nfH5aUabPO9ASYSQP39uFgHVu0rKoXhUe2nf0tm7MeAI4BGByeISa7VeR97zmDN8rM1W7Lz7wof/6zVi3nVvvTRZXnshaSc8DI/LBbwjVg3FeO0vXQIXHGVQSqg0hhHJs9B20Yg9rDoUtArNJj93WSaXNTj3JB87rmkxYm7hCIJRILjQPm4DW+UfLLqYT7pR8hv4t6LtU/xmmb+piSIxCYGAjqErWLPn0ZxtSNETyzl+5bGMMnJVcDVbMnhqOjATcmjSycFqBuKw63CnjSTX54bsX/AJbAnriYhNa+g9dTHAIS5iJiZgzdv0k25S4v2KpmQw0U6Xj5W+VenEIIHxPFg+bgX5A+5NAtjBL9w1E8s3daBA/rLO0Nhw31aj39WEqZ/dqX3npWZ6fBk8JLSHho6jSwB2KxyuUQJyHTO9G3OEwgLsyQ+r/ts+OZLSVB4SaaJEEZTwYA/QsRmOcBGxFuIFD6WoldJwJzrIAZ5ktm3avkf49MNMeUxaItE6De5KxyjdWTfPEA2jlD8xzThNvI582pE3ei+ku6w93zBTSiN5+FoJwVQgCn2SMh9C09/RN7ylB/LjwWr6KdZDaYLKvzbn3lvK4yG3dpTZNHiiFhku2Ou2yJvIm9fvhx+HN8n7s9JTjifnm/RiRbaBZ2wWk82Y7LJEh3O196V/c37WtKyl2QP0q8hHpO/ZqZDa1Wa321v6UbbPZdGRri/taGrTh2zpMGW447HvQAhROHzyyO8UoaGpzFaPvcWCuHWfoyi6Ea9fu2twVP1e5eZqdWweuY+x1Jw+jVxAT93wsaO8Ntainya3jYnB4gezFv2SctL86tDcL2RJuj9MTpWRYJeWw0+kDwWlQefzIlvOMaGWR5IHDXfM8f+ILfgqLNCZLNYrscRW3IW5274j6vFjs3/xvN/GiBnCwZkw5z5IYvAjE2cOSXkomLjErrGmUGvOs1AdCsPoEPOgQpGb3VCOpudip+G54nZuGy6Nt157/iKyXC3gmf4c2FU2sxyIB2V5oLnXIo99nWkdUovL3TPvP+KFuCQU1D6TUu7E68izsRRropF5UlOPhRLTErrIk/FMs7XBWbsupkoMN5pxt2uD5yR1BbwF8eMxQT9+nJDNSAAXLbMX8TDrwlyX/Yg9FZmPswt2QXmqYujH2unewk3hPbj4hRGG2cokVlnagnItdgWZ00QPOxZt4KjLlhlSV1f3CanzBlfTs76VFbe7sZHaqwBuMqKFl0tUHQmKeZm6UOyusoSXErliTZHx0EoE3PWO3qv03D4Pgf9RMJb9dRsuAdPALlWLM/ak5mXVFfQh1EXUNbE5sxmxOaKb8cYQKyzALKxUGfMUB48a+pJbxbCYbX2mzRLAFLAvBF92rwJ+GjQAOnnc4ez32mMiyXJHoORfCecVWDaDU+HYC+cBPAT1R90p2j5Z3Oc+nuWM5C7RwXnEyyc6NhD7dB2cRzJ4OBao9NNYDoOtQmXKLWcPR3XJ1xCidj2nnxIv9dOq18LDTJPbXzbP6djgvvAotV0rRnlvQZhFZ0I5aifbvotTPgszE1cbSxuPm93d/Ho8pUGtWq/N4eDxJEyuY/OdVzHyJ9KOMTvy2KBjWQBK7VkKzXSh2VQOl9/e/cTc5jveqrVfFS8Pi9PF6UOY7Qbp5QyR1rpa9dSvOxu3KffSDhisR9LJt1f7F5o7n/Yw9itakFrW9Q63GVBWuZAg4rTzon2m6GFTbcI2gA6/Pi/MRcSpNvytCTU1Ak87OzoQoaPfx1RMidraKGadZ2iwP8rv6oeUW2AiBNw60W1E1upgIMLIUC4/oKcpfmnFNyxnbDagygwBNkiQ/TDv5zYXYsUccdesgBlNOVlFuVfIrvGL6wYC8i3QOmk3JM8zZseUGUw88SbdCoXJGpc78CjqqQMTJkNYvQ6XReKkQMCNpyHgJhski4DuIOAJWBTP+mPVuxQrxn4r6t9fW88XedPS/e49/QfvwccfANXSVdxFOWi0PU9DuTV3yB4qUyW0RxcnsUpHbjGasbsgEkYTx0TYx0XDZATEfQe4/VGy9zfKarwAzWWqpj1sc9IPleLddJ2lLHu6QGpI3T5LWRTAQ8ifz+3gUwd+IDL4YibT9xlZLBpMKVJHoVoxi5pWXSI8iwniP5OS+pX6z/qx+zNdMLZRftM8JP+W2M0WAe3BftFYPpE86Io48DTS9L3oNilpoSbu4qdYjBbP4pOnDpRgLB8xMKRcPYVwJxubk7AnzjRT35/f2iaj7KhwcWrzrxTNdJQk/qO4PuDJnqAMeNYPfkLfWpJKNlVPlC6QUjXZH6Hgu8thVxSOVI2ZXFJ6lcN3zbyq4IypIwafd7W5A9eFiFZDFlVm2JxGBUcXJ81KJkY2RBqnw+l74nwjfTNadJZqq+15rDi9t0kuakSNFiFiVCbNqTSizDQhTcWUozFcObhoKGY0VJPV6nqwuKDFNrnJPcaygoAAOj0R4V7PwF3v8rJcllRyUl0dKvfqSZXblAcpYIjH4a188wL8cFDfQYeWlRLzsXBRZebdcWfrltWftVrSPoYr/BKYSWKYbAOpiHobJRJNifiq4cN/bb90WJknVxvDrzBqvC0cmoOR0rkQtHLsP/iK471QS+tObo+qW0NMRBgxkFbJEX1qCo9TdIognmL6g5mWDPxXEKz7zAZT5PlNAC/wWN7rk2VogRUb9/QyhvgEMcfTXMsXkk2BnhBg77GBM0CVoG/Ny1z5Lf8Vv5exs7GvtYG1ibGLsZGx04De0lnVvYro0tCiGho8bTXuKjeIzteENGXG7rY+ACmENyZL6kTURpltehuXYss8+UWlsD+wgR+4Jg94e4wquOQLY8UTohvN2X1Vzix0s3WqYL0wZOwhsTcMcwkWYeWjCGmW3f4e0IzkB+pli/GUw0IaroG7CrHn+q/cYiboGiNJkdSiQhuE9JGiWmaxoPJCMN6wA8F1xcrp9rAUq5kctLjjX82Ve8FFIMMlv+3YhZjSL73fnwD4eqDSpoVbulxiO3gppWPk4mpia2L4WD+fW8OgUFPMiWEaWeWgCnPmR5ZPbuaiSlJla2wq7TK5nU+nibDjbNd57p9/2PEyczCwMPGcVfEJqcGC9ueq9ib1xlgt+Jp/FlzUhbyINAE3bJhEb6BC+jnYbr04lnEobmo0ntUfyW4GZVqItZ+jrevY9ojMGQc7FuhsF0QDEkGcDmj9xqg1JoWg3m9VfgWUsnH65DQCmoagzgcvxZgLlCCcIxq0T9op2w02hmhnaHvwGQerZAU1MET2TAfky/slTDZuISPJVGG809AFFVDunwmKUoCk6ryEeJK2XaWH8atvSYifW4JZQdU3YPjARUfLnB1IAma1nLGmmDyJRFsVNVdrE0ahQJgkEQblUbk8Xvx6GZBo5ZNze2GpE9MGUkUe15AdPN1vwcwaiR9rKakTv/23OD36OLhXYJE+5kM+lrxxXN0BojOu4EFlYoxxwQrzBMoPcdORc5pH1LeJ9pGVcBoopPtR++GUdWXGC4fmy8hZLeeelrWsrdpJ6RIZjxLqq0ojQPjirFVIVF2Wah1stsrUNFgT3q5JIXs3T09PVJRnH1AxYMlrAnEga/97kwbCZkjQLp5Cq35m2PbddiA8tN8B9WRQ/PpPxoxR3lYjq7XF4dJzB7kRoJJ39QUGRAMEVxMXPaJf35exQM1MoE72WZ2EyhLw2f4T0VW9hPuSZZHnessy1V2nS9F5rQQQQmgU2HBqvYRg77PJ3vYxC274jDeU5U+RgFlZq8KNlK4Nle5Bk7xoUAHldAIJQqU+oV0eOw7WiRZk4HUhPl9vb22HXsnQGwdSpD/J9jMGvVc0Ee/EHTXp5aRMa/oDs6gKfVMmPFnMQ2xS2Z6a+U4uGorIygnG2MNgTpRwwwyYrYGRKHYfd2oECqLTQM9mwMnzHM4LWuAfyUdlksvOE5b1P8/DBrCBpm0mZeXGpanHaWVx0lpdnxLW4jZ93y8/1uTW4TysaMgFQUkx6imWCF0M+DFimQmZxhrGoqqKFiWNieo9np93kMmmsrj9dk5DxK62ur4GHshq7pp+6vbC2d/N79+/r/dlheF7nG/uJUtZ8aOahw01x+bwOF2OHlTMj418wG1hhjk3YQEIWIQVvlgx7kSDM4R0zeavAya0+Hidjd+6xDx15o+0kIGVKdfH3UmbBjMCJqYIp9SpU9tpOpQz/BHHXnB+Zep/31Ua8/ZqnGwBD312XZF0RiN8beA7qcIpfBbVu0oyf9imSTF7RVdJR0anDmxU6rYnEIkCF0RJ6yNX9i+yinq4yn3PLmyZcF9rbIF1JwRPzkeba7LugsMgJAR/PfwCe5cTSIZ/RdUHq+xV1uf09zGxhhA1ZeXSGk1xmmtgaugUe1Q7Rd0k0uH3CIBPmINOzzYcEXPdpWiXpWjUkj/pKCyQD1S0uMK9k4HQPVtnWrIn4o38WpoCxWAFEUAKbvI3rRlxWJmmYOcvjNokNgwCZaPQwZbD6pWXpK5kR3JouJPDfIQ3zSNXTkWKSPn6Gq3kGa66bfd7ethoqXYm0eFRm5WksiCpUtXtarK7WtOtWnq79rS5jgrLG8QAHkQwgmDXlwYGW5cvRSYnTkYZ7eePhg2wCCNNPpn+FFhNl5ViTGe2ubMkg0UmtWFayb7arNhoyvNTxsryUm33uvqYdMPr2eKAiemvzyiphVlJv/xxySc8p8iDWbi8r8o+dSEdIUbAWolZAIHxshSvFGWOYyMI7Q8UtzqXlNyDaN4ISvRbvaxrXkHyJ2OZtWUvw3GauTSr69VWw5f+yWDiCl8kOGkgsvFtirGiNAXDMAzDXsTIsbLzVHfXG9y6/T3YcNlRKloL3S9iECgi4qRJZ7DoESyjgr01tFQAoE3XfXIrgQtV8O6DP4VpVXCd5zP5RRkyb+QmT3HS1hdNWWw7OmPsrJoMtCJUqQRPbyfJ5/LMZuvOYoC8HipKSmWB5S+YkWBYSxcEfG3P5anMvoEvG5xRTvqTT/SbOnHP5LqRbo1JSqtAI5AAoSb1JmaosTKAEpCIcutH2xbDZ9GEUvGDXg4I4LYq+14eP1O3l0YIOMhGrmDjfeX82N9bB4bxBNwjfubzhpUeR5F2pj91hhZE8xwLw1jqvUC+/nhFSOuApjScWefYyLox9sb0I02GNMuPUBek15h8jaCrzbQ70WAzAZi0AuTOOUg8Uc2r0Obtszlq98hG83EzHDy7Fde9tHDn6QCIYjGTulIMiK8E6+qH2cJzCx93I+jzsoe7ChzSIZjyhR7QQ9m94iP4jCyN9KTZF3lVzqcsK8zQJ6SjiFBqDaxIa+pQ5IfOfabnr+EcK4qMkL1YcViwfb+t2ARyaP11N277Yyff2IM7tziov5xVEJCuyJQ49XjbY1s4M8m+nCTycpEkcld9MSUDc8DI6DORsCdfHzaX8sxJX+T3uAQoOQY9eSjSFTLoBh0VtyyYaR8y8U8MZjCrN6p7VkcASjb5P6vQAcgcKo7iWCVOtvxJi7rhuiMVP8gcO7hpl6OguaeNNYpizk1oIHM2vk9zFpyHeA/beO5dkpUv0YRniCK+UyzBZAnpa+7I+D7mhEQVbLkFAP7kAdcN1gT4x3AQFTpUmzStH5f+XKN/WlGyip387SWWRmHPowjp0XZRlgEKOVybTEDhbtJDz01YIDLoj6uBcTWrdi70Tzp3VTeovdgiQg8IExqUCjPx5bFjKPESPB1/RF5YXKehiTScCAgnzJ9RhMcYJtxzpKT4Bbn4AKisRnSSA0AUh7rmo1PPhyl5S8pSUCRmta8AaUmoKGWczT2kj9AkjSVxkQI+JBTSltGOSmFa8l/kRSb3ZgDr8x2ovZdvHSx9iE6jR4MZ/bbmUKMFk/pNqbbXDGIWxPWLKwPgeuqunmDO8bHJwezy3fhKmU7CRKIWSdlK3OSl+lJGKaOFjsbIkIMeu5ClAtFWBdxeuo92D3X27T7Z3+oX05aiZ9dN51lS5stLZsIs5WGLrJ1lQrFWhOdy9JoIOIuNOziDw6SJp5TSgjaFW4NH5oVeBrIMpabN/CkKqyyGgkwUuTPtxCFYyHKxd4Q6n1znGYoxhUpCTsJtDenqEnwgXIQME6IO4CcUr53/1Af8tiQiggfegxYijYeWUlgy6gxnPGERi0E4FWTIfYbKNc0oBJggzeBKYJDCKVObWZbfgn8KUHs2Oj2JuwZ3h93WOk5hbozxTodZhN1GJa1ENbFYk98GWQQguhRuPyg3uIZ5InUNf6aVagIfwglQkIScDOj5E8WADMpD3oTrvKdw3K4Cj2zcWFKEiZHpOgahsa2Kk/mIOqXq7KhmzToZsvN56DUoXS6sFYpgsQrpDBOko8t24oG7exLe3c2P8iZiqjCd+kmOut/6HtA8nJwsoFEFe9ypKEP0T7khIMrPk7OMwrLDqMAYtXnADSO73JXOEkoqkxznR6IyALnDW2F0SsJTmnPAs2eoap+glnxluJyjubAIKkH+QGgzjJzGLkj5mxjEOXBXA+vWTlZODrZaTmUWrkj12clsqIx9ouPmbJyKI8qsLT+WlCpRz2J+D05fP18v2jit/SRtkUOyxQlxX2Zk6qDvGcaQT9fvB2RRoWLxb0UgBRlWVRvKFqVqU16yeSkHtOL9/AJXkbvDEeEiZ03LY9ZA14Fzw3xyQUiyUX57pfRSOdpChYDTYe4y47UzVETOiTU3ZVBTsqRokrJ0cojemm4zDgtOl1/TfSU1/FMVyR1mB0T+55c7ky0SHHTAoPQJq1kZLH8ungici4tAJ0T82Cf0B80ydwxWqemfKD0ocYMymdPRfSZVUJjgwDxlclxC1GnIdPbUi9NJdIygYBiGNAtq5DXv4rZWXkvFiirttcpurSycHJBFZkDaKI6Y5O6Pt98ZzEjsPG7k5Ye/pWcrorB6c20opTg+gGhrrnDxfu9tS/kQR5q/Gojwnrg1eFtg5crTS2e4yLMuie+WIaPKR1ci/tyH8+r7bU8u/ZP4jJat9syfT/zY2LPKTKH+sLZwBr1l1YtFb9T3/fsItP4RJEr5i5qSGh0BJBYxTcGXzfQouG8j/8wZk8mkR805tWsOaitJU3/UIMiIONpD1VhdE0rZ9WV5GwmNxY8rpmPQn/4NfDcTI4sxR0fvxWx7xA/2gQuKwcAl2mDKA2waw4gBRNNYWBdFWENFWcelwpQWOFQ0gbR4rCxJW7Vj3aFqWhab9VbPCsZb8nbh80OtW5x1+1RDBo1bF1/qpbFfHtkCP4jMWowrOmIE3ooIaA6xeMWZFk0hxH0axhRtJ0WPH84L37KABXxdIvsdVjfXAe3Up3IBmeKP6GjBQdlh8aHqU+ZaNmhoaTw91eSr6UeDFo4TXH02wKF7BTDQi/Xe9fD+OArpwBCWnkGUuW8xaj1cqE57TsrYRjJ7QcojhHZrGTYS88aFchMg1XEpDgfU8sl2JswRGkm2qa2elT8wz6/QqYiEdMvIw/ZB7khCunRrO/4Ejo3fiCpyx9vNQCtc27GV59c26leD6ACLWSlygdyP/E2Wu2QGB8jDYVtCFwOhqrgQAtqmc233g9UJ1XX37quCdgbVMWMxrjGxQ2S7/puT8GihUKR8wetg1xbu5kRCnGXx2+GrWFXe3Q7SyZEXhvoZiKO8mECqa6VS0H4be8lZo1kDrDiqJpUOnb+d3rvyyE1vjYpPXpeNygmma03HuYSeyDWNbmcUIp6Qo87nQWfV9ihCi8h/Ol2tIxg/Q7wUAS34RpsAtM5J45z334yy8gq9j9bdMiEroRFoxQiaHNcR5rNg1xIGQs38SKzT/PC7zoUu5Q+gIEAjSLo7nDZOMddXRAdc9vZNsatjZbdTAZ5LKFay+qVdhvT2wdbNqFYZLgvmBs2PtJznC0aFx7GKcXIaGP2TiMKnvLjtK9smLHiIa91a2J+Fk5wP8xagooBCw1jEhmtj3z0sqCAQLyQF8JiLmI1FCAIinT0hU3cGh02CM07HcGIHiXik7YJ9bIPEKpHwNhHJIZJZ6F1M94XkFUSHn3c+tM910emUdqOm5ST+gdYcjsyYm14i5hopcXTbCC75HCWB1bv2YovF8OWX0OkJeVz9uXL7hAp7FGwlvoMIEJhv509pLsyVpTqBghN9Wt4gEUz/FWVixQWJOGVA7kfIVyn+EYZS+kKhVX7g0gjbZtMQxopa3Y3pCk+hqxh4/y/ZwZK3Xz6mpOIMLs228z4uQMESX0RbKxsatMpQKk3Fj3CPsLKPcg9n8bi7ieTA17j4GcudFr9IPH5fQasb51Gl0qGOFZZi13aPeSkOdMHmxHheBD0k8UTJIPT11xDuqYi/K9URYJvEjjYxBs8+yZnKWWimE4UBS0bg/FJOwTHdwsLkmFlJl0w7ci2vTE5PYnuY1rbwDtNIFEPVMB+MS8LKIsyXHNAlfBYtkP9Rck9Zb05+i2rK84Y43xBHPbk6ClMaH+csFhmiWIhTJuJJhCY4AETnDip0TIsqeSBapAA9DwzyI3EWoPhkRd5YnGnqFzz9GZhWSiKPb9M4QIoni1YlflOzP6zF2gSoUppFsOmRyXmCM+AVIeq+roRhc6JJTYxa6nzFCMSbPjX/niHomzfS1U9xmhmVxcIDq6B54xzCuAFDZIaO4vflAcqkY09naE7bvL6lYgdb9lIm28EpkDT6ucGBNFfTsffz96a7tyPUCnzjI6BZ5FNZFCRjvGV8LAiZKWazn2au4/F4XiiUJO5TLGp6XhufZxrAGCjyb92bvs9w7ihmXNMHDXMLCUomVfXNoaSpDKAFLL2SGo86OaaaHn8ExazMLWXeKC4hgIQNqwKVSjhMsCCsXNwht3uWbB6LSgSFF2lwqodt+L1Wo5/9FBl4ZwQQUG8GJjGSsXUVYIdUkIKAcYauKfubjGLz/oi7WPsIRP7R7uRajyi4loVOe0w3d1SpxRNTRsPg2Zd0KoK5DFqfN3qtKb2tJMRT3c9QgssZns2PvKEIKCImo1NnorM4ODoe8rfQVEoiXLV9tQ+OqKvzR0kmzDMn/+EinpUnTY5+CvUgLjJi4AoV2CZP+yvqgLOVOHWnXluNEP5NQ5r8MRlkt5sGxwAm1x4ECyPnhK/mSbthHvFKBsFRqhPDsmegsFGpuD/xttpJWx5HBTztvaMgA3y7yWM+qmOsJaN/Sm0po8JONwE9Mr2hSPFEP6KzEg8G+PlC7djOfwZkOnxj54E9PpTbt6aHKo1snlcdOpJ0lNSjGoUaHJIYtiKyH/danR+bX65rsbcwPMgSqP0Lu9e7Wm5FQKfOnvqk/OarvVnQHl7wrDocaevkaodD9aa8DkEMPcWTZ3nQCZsrM3/HceeB6hN6+Tb1gIkAf1mMO39jB1UkrlEvAX4f5peV8y6QtrgbFVB/XaEdYdV7B8dZMuDMeJ6NOfhqyGNemHSGc9h8LdYUaX2ZNeea1lmFjDFZQ0bDnEbf/WHDWr3UysUKlVWHpZfVmyVYnSrbCTZpIu4I7Ei28Zbh1+5w73Hvfu98772hk4OvhYGFlzdHt5PF0uzlc3crYOnwxT07JCUUAH6oIiBKPAP1Ovw7PD2JFWK6ptWAdHu9q5e3Tk3zY1uMv0tBC0umTDL5y6/3wwYyRwr8/hfiXqlKObhiu/51lYPaHLQ/7tyRuNAFBfVSa/xIR95YXO4aE2gj+FGnA8KqC5wNtTfXHnMCSpkE4fn0AlPPFmUbBSP1VmjQiiX4ZOah0PHOloaViCKmQvs1rCKx2/EgqMLizSRAgOuLaLAgvWIUSEn3RD0et149KwUPX1gj+9DB3W/Llz/unlGejqj49F54NQXw+3MAjRNd3r54dV+WFf0NqgigdF4NpT3iPELBMQ5pyKMnicA90WJNeoFtmUMCEb5gCwF6IHPhnpm33+gj+Tv3Z0SH4Wz8MYxb/Q1dk0GHMag7RYgDaAVpFQRCf7cYTyuzG7ZWgG1RHGIidaoMMyGtjwFusY5v0XPHAE/a99lxvpOBq6FsF6Qv/cDH9FUZbxjWEbleIsciyuJzl3UUA5yc3uEEyhSYTBFI3Z6cPV01MkfMCsT6YIosDlROWBX8SKyeM0ujGdc4bDnHPbdrm8PYIfXNjrsOC6697l6mwUPnS6lOpZXsSYKnUCoX++it23eXrbDccijO7JkF/UB90p1KdKt4chv06i74rP+a66X5zZTnePxxLbST09iFkUCoF9WNwbURu/rU7Ifhxzwjzb2BeMKehJLYoUR0MnkPzynn0p3Eke7D6NZekV1z9FX3Vi5Yd/079CDbckrsj1MRTRF+Ml/5eeWj6tS8vE3ro+KH+sfeoGPNppfeVdwr2Jvvsp8+AGw0zLvh9Wve4bRXvxI2TzM+joicP6ymboA+2Qgrj8HpHPrM9Tqj+NL6rYjlwafT8U68RyHeJiJn2OUWg0+CIPTYUanT/Alujdoo+ZNnHbhwHrawGpxwMbIwJSQhIjhiVKA5dMH62jaZv/UQ8p7X0GYoT2ReaZVbLkjkmieWN6nFmcb2dFZztpgOudkZtr+c85on5KlCXJXa77fR4s/XRY3WM2nkgUMZAlIy/uiYwGV2GEN7AGE9unDPGG514AWFiW5xvlOhrmbeYLAZ/6o4/yD4tVf21qXSKjnA3vTaB4tGTJv6Bxr+woxm3rDmfI2z37bsAG5dn5wIS7rAu+U+BI/nYA4HqASu1EHqq2CGBtncy4Sa/HePIs0FJI0Ti26CrLrNDzrHks4hVVciXtO2Wj1YOiGPK6++zjTtg4t+8NfLLs2+CBv+cOrwrre+rWepsv6tR1EEl5xwu8vo/Ou+KAMJWgLr3hgDedgjQRvBcHnYF1HrgbaiYTYfrM4gG5ZnbrlrMwpaPci4Qnq1Dx0zOsetVVvQkEdRzb74r0icBmfwuUnHvme/s33ALl/vlQi6PdEGkuT83d+pCCa5wXYT5gjwXhnDweUSwN987gk4TfT2De4RXuur+CLxBEpsPuCnMe/Tqr5+eOL4/Fn8guCJyK59qMmryW9o/hw6trhPrvLDvd1hWgzqurNpPdNCF+j0wBvArglif6IMT9UDutmFJuh+4Q4/6hbAO5ebdjrGfhT5RPFB5rE78wvVFaZbfqU6NrlPrOoJncxTs/nQOoa9b6/S47fLv2v+ZPWE1ml8cJvhOl4r/uzhEHje/df34jPQ/+9eDM7A+h9f2V8lxwAnyABRJAM+ODiQ9fu3gh1/dNBm70qSPard7kyhvOStyz3JtJq7zzTbO6oZLPdK3e/unTsX9O2heJQYuxiB6t+UAHqkR+OM4sCzvkqSqlRKS4cUDb8XotgC9bZTjHBDq3UDu/SbUD3L4T3yQj9NffbSOPFxu7JWKZL/JB4Sip7BhIHk3Sx/9WkE1sbXCpKwhvR7UeBaj862uMTDGwsh+PwXoTL870JlZvmPoV6MgqvN86OE7lgJ/AklRyvUtACiVClcgQ4MdAb9Iwm+9uU2DPljZHK8xSFJht13iiNpfP0tchjwB+GrHk6y0OVFbVMDxc1G3LCCUcteWnJ7y95irGuW/FEhZ4l3w1xA/nhHVoLjk6tqltOpsnvH3am2vS161hVJGcq+47FOkWzT/PEshGXTHOeFcgkeaHI4FUdSxeWX5iSpzZLCdiui59a9LWxiqCgKSikkaAJzAYAlw7gd5iFh1aCMfIbLmu3G6rqoAIhb5VrHok09p3x8uCyKuXMeQaLtXvFQ64gYHZT2U6Zdjp2jHr4i9auCfC4gyr4JAmgEpmAAo3UaH/34EzfzOD6obhzsAvLVo3KDT3H6CrdYwBEoFONB0R1uHUoNdccu9oLsEFDN0urgOSyUvwMKykwwp51CskESuXgvChQU44W3GX+TEet9NnTXkdCVG1LJE7n4MBDUbXN4IIYPP+A1IiiFuqAAFG8e/x4T1D401OeMGgrxJTaU4R0uaAJNAYE+KGidhkiA0USrBptt/mrtOStNx/myoECxTUHvETiUf87lV2pT5Ckb1GMCHzkB4X/4QL1CIw5iPf8XzcD439AmMDD9Z94EIRUlVTHNv17OL2bnbG5h9H/Pm8DA9P8vccK/Iv1PxAkMzP89cwLb/1vmBAbm/5464S+amP9b7gTW/x13wr8G/T9zJzAwMvxvyRMYWP6X7AkMDP9MnkDPTP8fLiRZqhrWxGqoXSo6b6sLTS4Pmzo8C650tmsXl4+clzezzWY3jNBGUuJ1TFTp0Rgh5uLDU+/RA+ABBMl0ICAU+BAipWb5BFYgSHwKCEB17/FxPyAJmoUJEAMQCObX1WijyHOSlY+yvPS6PEs2u54WgKEAiFvBGcitdcxldV/tmfinrNyv9NrerAF9oa+A5KFWa3R7nPYe+2NyLvN4AHLtNtxfX858qldA9RkBzp9sdblaX38PBOEC3Nh4+76Scpa6bctkEsS6vhxemOUU6IapNJZMy/J+nFCBS0dQ5fmg2Zw9/nZySyP9QG58mqFd9zhczcLnYXrgXX2yn/SZd4/zhFRHkKfz3E5SeMNQVkci1zwUzjYF/eUBf7yjZPdxtLWc2os9aUdtJwC/HcLJjccLJ5bsxey9t6FH+AXjHTYOxhzf9OxHi0wtDG0tDK4tjJ4Y7kCPECMfFIgFyDyN6PEOpE2s/WT0Powd2n+dxRgb/izmAPBgaOAiv9yji9H7Z2NXn4EnF+6xuooZTPkD4Vilp6dnE2N62KhiLkYAJgKBA3Of0KFefHl45MdReJIYoZgsYJtgJiESm6PkcNIABVEdYUngOqksqgSlo+Xw3EAZ0QyhGU6bbCYYEpEjaTxZ+FwlPPmQORuYalbkVy5D7Rk/VoksKkxP/PHbh1QH08murtH24s5etXHXNJkUIznONlcX0dlgQko5OtjIaq6/U2GCZ1P/jtcw0wPQuDxTjECzrjWM4wO4sqnLAWCWSPgBQho3kBb/diSEN6TANeIAY6AzkAAcQjJUIGdgbgzhsUqwO+zvUiJiLIhDjMAF4dohxExIEDekHyuC18UIijbBzmaoBWliFDqEJr/E038omkYkcxCaZItrECjKIlFECUvGiXOIFFIjUowJj0Il1EsW3kcksxCaZImvfCsgU5iFJzcIj36vSBJfIVRsjkjGTQ4kgXu8xr8We6bdzwM7J1AryO138i1Daixpz1osPFtGm7pJkW2Zyy4H6Ty7Bpxa+XnWSNqRdXknoRIVNeJtkX9pohhq9/bTYi0mOF86jYJn0KGTKo5UhUGj+khKlxRDBtNBq3nc+XezRcKBMhNqq2e0Ww3QYje3Nz5vML6hiUkuDE9+cUnRR3TOg5PvDJUHjlZIthATQ6iR+yAa7gyViWSbMi+JwkK2KCDNNSGlfRbxnqpCzpbtCu9QC3u21Wy1EDfOVrOWTUeMZp3TLIKnn3uEAS+VeWBS8S2S1J0a5ucizRnVn0yzX5HsdpLO4xEKjBmpyTVoUU6drV0SUCkB99c5rV7dsS5X/HDe7PiUsjO246i7htpOLktOSrZoXFKJdBR5nov70jMptXSXxeSZsw86+ZvGhtRTkH8EKQ5xFFarVDtKUyoUikBHh/idFZpYxGRoFcmzvf2t3NBKD6msCa32yXSzt0kYWA27DDWI7l5WnHe96a2a0NlAntbzbLkZnxYc8Ic51/p7+vS2h7YFUAcNYkp9C9QpVMybX/kRLe2OTdcLPVCoUkZ9OcjVRmGgklFkFnAmFtLUm9BTSYri6WbhmiWWiBQZtNAonsg9KFubL372r7W+w73av5TBlZPt1HJFobwGjmohCc08V3lONpei8x6JG/ZMDVDNMTGPeY4kUKGyseWVQVJUO4YmM4tSWU1iTIDK8mXIEyc8mZsOMnMxXGZ05ksRfrLM7+RsT10zjR+QUvcxVvYrGQgjBZJaYtJUZCn+TO5uLoY0IJZeqxcLnMnFYw4cyUV1DrTlJ0zIf0ijHU2svMW6OqHwkdD9ufTsklm86uS4wn2gX0wC41Q5k3k5WVlZU//8QjNOU5kkSfU6ihbnUBHP8iNg132cZ2mG4tzxBcrU4MAv+v6aFm5A2uZtxLVMRAvI5fK9Re3xWb2vgCbb8Cd1j9MMGvX420ToeSRpTSXNPsk9+a/DMtL+HEz8rcJD02TCKePZiOfChUYZ3qZZyHk7D94h+XILx+xqVpmoB2oRtzFuIZ70Uqn9HuG9L4kg+GtlhH4/NcJ1cE8kX5JadUuMa9s0a9839Brfr4slnKO72CA5KPUav6Ccfgr1IJ9WKVGe1oEFz9nF18fXy9dNzn5VL0hO7DFHDV4qk4Nzb9cfVBjEDbQ6nwMHZLRXeqTpKVF1MGNRgeQVkb8UGiwFqCNNHkHWstKzZ+xneJQZ2bj8HA0czN7e/0CnqpfMXRpiqw4r6OJuCRRFjSxw6lq9Pbtq14+ixsIrTTX3LVPL49iptO+kjSqAQ6qQrLPH3j2NII+EhHj6rB4JozYQVhnAzL9qN7Q1DozVG9cGFo5aVG0Pm0obRMMYOZRXQ2WEhmpYjrRnJziBKm3zTIVzhbRituzl516Xq/cBsJunO8Dhs6D8VEQhMWAvsuCZRIHV0c+IJJTSVJujVul04UqiHzUyTTIUk6n/im+AkfI7gf5t5/sVzPvlFh8Hx2bn+6Lk1v9otf6xUxPWE/gj/i4+rI67fdhoBzMifueq9muvJF89/KmPzJq7pBBRZRzhx+lV/9KO3rzLrzyne64dc0S42s/YLdlJzVae2RZB30MET66O8MHJyx8snXz+6HMGUl2tqXi9H11MYSjay7jywKdRXvBrSvJe7BwB0zhCpUsIomIIgcgQvpB5/l/lYSsw83g7g79Cxst72ntuISLZrXh3TdZjpBBr+AHICHVDFDAi3IFP5aOe2S8xjBDtfhNLC3cC26RBvfRf0GQ+rGsEz2FDWPkEp5gEK/EEJ0FDODVAzOkQWoMV52F3GeMd6rPuRtkjoRF2B4fMRT1TVvY6DizVZb4i8gGXGBDtZtjDTYp6gzcbUO1/gdIjEgv/FydZ1v/d4YSJ/T8cRrh6+eV6xcUBuwSA0RgAyScCRGK9p/nFAbEQ9HMJ9UEAuPkAz/4LZ2z/O2csHP/pT6g6RH96GBB64IDarwHMHQvy3SRLlQUFgOm1dCAAfi41KG96xeeNLKBe02yU3K707+9NUB1kAJL/AsE/E3WpCCkyfp8JTQ1crJ3/car8d5q17/E/TwqK/Z/BP53s/pe8WAwsrP/xLDehIRW1z4rQ/VRzTXEOslogdgI6xr9mCy5IK4HlOLyPNEwN4ipBCs2xP1VSSDliKed1roEM4SSvlfig4vOQfPSZgS9yt1Mj5MaxHpefMHFwQiBiVTndjfishhdtQ8O8Gs66fHh7QzB7exfWP3UVwlkGTrIJDX0pEOUW1+PrVnLDcC/0a3GSByB2o0xqCkEQa0GixOPHfhDibupYC/gK2LQiq9gKJXwfc+oPoOguOTv2ePgb4z3z+710hGgJst8rsw1kIFtCv1q6yBMHnpijLXTXkKeEsKbqSz5KxX317t5+Ocz6Hh9zTHtimDsb5XpYWTg7y5JNwacj6oT/WhSTmfI99sjenxFIzBTQ29Oa8oQB1WPgnb/i2pXhmFfKN8n+bI2aIn0OhGbSphhGEWtsdIJKpAkETLe+uby5u3IjDjRWGcpPJFxDbohk0ZeQnkqU+BmOUWntxwfEoS/cPPgm+rYIhViPbM4KBb0GmLAtNDTqFZrr4+MHHOjDTZRrW+o07FvMmciJh4n78hK2P6zKpMPzQ5hN+rKv4GTkQ1QVaxk2Eyt8cz9WfIMvgnOh6/ptbInFe5Halj2QipM0QJ803jBgt9PAlcgejfsi1dleOFshH5cxtypK2R9w2Poo7XK5G4EcJBl7jnvEdIwOfwcUGx2Yq2PmxfH5Tp+/RZZlMWOxFGw1l7yOeaoH19eSF7c7zsubytsoxjLLxhr60zPKPCW5/KVDIgOX97CLlLRY7dFzZTdgsam2neU4BrsIYL3J5Orei2eIUroeIY5FwUe63jxszu8C+YS/CNgkDEc9KYJpXpDb3CHrJ5MymsRUrrQDNNEImXOFTcGMEPUsIqoYWg4cZ9owfZVkgda48JxlM2VwBthws7dJOk1rq1FQkzUSIFU+OKsqHBZfa3rdpKH04Kvw4C/DYr4MDW4Of8yPDwASA5ymWCVECabZh8PwQkgLpB9EOtAuMcaYFj8JFAGQ17Bsh7SK35pcDr08xkz7mv4sk3X7sD3NS76lm6pxey36mkIvdttKp12FO8scyWRvQBeO342jWc+EM++9kc+QgLbPKzQhjZnLDqu0HmFEX+fwkYoYnUjgTqd5Ud0O3Ek4KBAXl4tnJ4pyFCXholJfFljexCpiIh9xho348Kp2B5YV/g63syN7dWHC9kavCE7h9IQEX8Qyr6aPas20aYyMMKZYmz6Nsm4QOJzHNRKbOT3PqANXNjzlcIJPW0tympziaZPa4EY5SmLlQPgASxizwf0FE8NCtCDz5tpXZUcySIzWwLIiJlGP/ZPnPtIK9mFGiEy8ZB7DgOnZPTVzwbkwCVdWyZxgIuMjYmHtQL4psCL3XK5mG+0QUPOc+Ike3tURe4gnGdE7ZDuzkOu0w1ksnSjU0jUVKX9yrK8axpCpo7CP19WKRFWBqWusN0Q3eoBnnRJZixIJGkhHnOtSalwcdebOpQ47/81QsmeaJqJBP66YHNHiAyXTLg9jYXnIrmqY0vjQDbApnkrRqylMj/qsTeXC33ZlRxqd2fppjv0+tgGyrRrZ2+qoYyfzsfrW/ER5eZzBoiHuUDJHZXr8ltGWFKtT8uBoLAIM3mG7u6RkG1/U8BVmPorbR2TC/7Ja8+s2PRh22uITx7AsIjpU3KSHkzW2xCkHJqkHK9eg+l5NnS6P/Mio2LvBFevK51OzQ2WzoA7TObVuK3R00Re0VX2tvLV9aBUtX6rOOGAcUYwH+45b+Y7CXnlcFrtRUjux8621M9EdlsWpDUa7FaSpoQ6QmtEqZmKxeNzBK4tuzm5SoXKSt5wqRFWAaW6sFcr4PJ0BjqQ63f2xk4E2Sm8ZI2gWMS1pqSpq/HWI+dGyq20/UFFh2kd5KbAm37Q6NSD97HlmgtYhC70n2YrhC2vGjex0M4R6aa2v1FVpzLx4E2d/f7PlErcy3FmhC1TkdjfKju29ByQHzfX7uvJuU6Zp9HT9LKxS/rrFb3kLZvhDfILN4FNV1+VH2XOXs1Ram8kkxEu+jk4MYHM7SUXXGA3VH7bceq1uIG1pwwlaL3Wuh9Kgo6kHMsmmoOQvOa/cybdoBasuqPSYOv9XOuW4Pov/4nb1T/cXoe8JZztHchNhOyOXvz26kbYwdDRw9CBwNXF0srCzJWCkZaX4h973UPj7PkQuzMlIz8D2F4suAzs9CwMHFT0HGT092beajJ3x/6Ah72hn7GJk8j94JJAXFiX4+73ve42yhbO1Cfn3DwEXZ/NvsBT/TPX6T8H8O2WpExSdlIWxkxbLP56ZCdm5fPth+KdlfyOYpSdg+neCYXp6AlYWFiYWAtN/EOT+jej4P5HmMtFzMLH+N6S5TP//U+H+P1BLAwQUAAIACAAyEflY3wJeyPK6AADKwAAAFwAAAEgxOUYxMDAwMTAwMDA2NC0wMDcucGRmrPpTlG3d0i2KpnOmbdu2nTnTtm07Z9q2bdu2bdu2eef3r7XPXmevU+65D7c/jNJ7tECNGhGtowwSOWFRGgZaFkiS/YOZBUgWfHp8WwMLSG5uSDopcxtjfQdzD2MjfIa/V/jMHEwszJB0v/E18dmYOfAZ2BnxtSHpZPHZIOlE8JlZ2ZhYIOlk8Bkh6ZT+qjIwsUHy8kIa2xj94w7//y8HpJuDsclfiAzskPT/Phj+Av7nwLfB/18yNnqG/5JxMP2XjIHhbw7/p4yRlf2/ZMxsbP8lY6Nn/C8ZB/v/actMz8H6f9oyM7Ax/pceA/t/YWFmpGf5bxkjO8t/yZjY/ysGMxM7w3/JWP4L818ZO/1/8/efWJwc9M2tjB3+px8U/7YCPiMTJJ2Cra0TPuvfTlGApBO3MbHFZ/rXuZyDscu/KvW3/owcfxeFNbnZRYSEhYSFhdkZRDg4hJgZWFj/9gYrGzM7uygzKyObCO//u4b2P53k6KTv4PQ/DcDAxgRJQiIiKwrJ+h/dquRuZ0wnpO+kb2Vr+heKvqmxIz7z/+D6323IyPgfBqLmVk7GDnSiVvpOxsLGhrZGxn8B4zPQs/7NFJ+F/m/HG9uYOpnhc7D/K7yDsb41pJqYoZ6eHlB+CzQ1NDQ2IDQQ9C/83l5oZGMjvc5aC1jggMBYcXRgMdYPamKUT7nJ3l1wpa2B3LHZSfq0vf7HGqkKjEYMDfRi+t+1KwDq0Nj1esqT0NAfzH7MRPA5oAAfB7AR/2D9d7B/o2b7D9AKxo62zg6Gxo7c3H/ptjVUNHbSpPs7wnRKxm5O2nSitjZOf1dEWfDZ/0mdTpQBn+F/SODlpRNxcxJTdPqb7F8FMUV6fEb6fy38TY5OycHcWtDWTfMfEQvHX2tmxr+jLfTXm7GNkyM+I8O/CixtbGSu/996cvoOf9X+zTadoJWxsdF/K/1Pff4py3/Ug/0/MhPUdzT+Bz6dsoigspoclbQijbS5jaGZ7d/dxeZvdcxtTOnEjf7GMXdyp/kNSSds7Gj4142+jdM/Vo6aHP9E/xtH0dnA6Z9Q/8Sj/3fYfzT+IyzHf3bB36V/XDmY2znZOvwt/7+SUNVk0GShp9f+61BY9a+Unv5/exYSF/7H6h/Pfze7v1eK7o5Oxtb/TMJfahWMTc3/1s+dXOBvLGOKv1Z2dlbG1v9DEJ2sg5Gxw99MyCX07fRtGCj+4f6vAyVbMXFhaX07fIZ/T9L/FzL+nxL6H9T/K6N/ABk74TP8u2ZC+na/jc1NzZzw2Vn+jqTiX6S/8en/lfjfETBmxGdg/Jfm/+X5f/MB+c94mDris/wvvp3waRiY/1qr/dvnvx3J6Fsb/z9gFfiXyf8E/kdN8J+2oPl736D5e3vA5+Bg/WfpL8Xif6fW3FDAxtTK+B+P/2BU+XvyHwky/L8M7r9nlZGB+f82rFWyDLD99NDcLYDUxaWIiIZDi3VSlahMwHAGv9PQP0BQibPnbGudj1EGWa8GQ1FW0D6uz6FfLbEBjps3qaqrGjC96tVZb0YuSA+KQoSBAoW91R/bMqBROMjCVxynC4XU071G3xYFCL9EXRjThKxpQTGuCh+zlBpUlX6GrYMe2jpczAzBnaAVGvbDq67UL8rk9zT69XZ3/U9FMJA+eXHaw3Lr0z9RTcImoPqxI3l/dlLX9HAyCaokRRNoNpO0RaP2C16OzYo15yVuWRYTr+5YpfCagHG8/nuDYGD8/40dJnZ2jv9rX2PAZ2VgZmL9v9GV2QaRSW2uTPYuMtgy2H2I2Hajqbyso56mvlHVda3hurPS3bXVvfW4Pbs1K93Ahj9K6v/uNCgvCp+4wfScmx+dD8se2r9Qwuvz6RnOVB9a0Hor7HSehRSnnuTcoX8svaUpjxAXl3bCNfHzw3dChEggTFZDBkmBy8fD4PVumSPZnxUzcPPUkeNpLP/t++ktSIzkndN1d+oF53XctOaKQNgTBf/e94Hr+RQ1iGVKi0gYHvj51pfxsu0+42z5hE2g2wVxk9MFwVbIR5LjdwHX5/x0LFTjua6FvBN4sRM48/EaELPpdeKo63WXA/H2XmD3FRdy7fkuX1wrItjtx4qM5/W5LebD/LLJZMcjGXqfoXdwUfQCL6pU+/J0O5i0vUOHEFEpLpXcJmpcTPk4E9r51Wv6/cR1qwHiPVYmdDEyBkmwYX5fdEUHelNaPXo48pPD5/9ANjqz14KQlkv37erNjmDnFAYuBtMpHiqduXEtLF75c/j83NvR/7HHBBG/6a7qFonkc7IEPeYd4wrjfdD7cv1Wfev9Wgjq86JRimR4kjBwA3kDt44HHPGeYw7f4MPrduml+vqGnL/0B9G7aqN7wu+GDF46KlbTqFFps1O507vALSKzTa69KbONZMv9bjuqTnP+lA7evaH+572vTpMxkyqjwbAFmV3+DxtFpqVbQh/Exdah3fRdsS9SgatikCOSrYVd/OnW4h53GBsMe9iTTbod7kgGambhHzZr9pldaXCZy21ptGmczrO+sJUODL+HX9uR0dvxnjU8LlSslG09rC5UvBK3MXyUKF0SDPU99T+XQW1SZ/urVYPkbV8qDo2teNoOFW5kniaUne10nRIxqLYkYjYoe1yMdumYb0FXfAEPl2Zxk+KOhi0OBUV1mm9zaIWXx8NQDrCwEriwjQDgKoHAdH0CiXu5Kru5ynu5K7t6i3t6rLt6MH19uMEBC4EBXEDgtsiwcQzswiN78Bm+Qp6IsN/I2IgLdr+bd2PT/YTaYUKkTJHy1QAU283GqdMZQ4onCyigzMYJ0+vhpNUFFZPnElGYjVGk1YUUl+cSYZiNkaTXYoqx+RVh8ylCZhMHzMYRmI2hpDnCi7GFFKMLKMhmExPMJBCkOIKKM0UVp3MpTOcSHc3G3ZmPgNIdEKTbAou1RBWrcylU5xItzcZxzMadmY9kmI9omY9smI9wmY90mI/A0h3w0h2QpNvwpN0BpN1B0+/x0xWAFHEFFXFFFXEFFHFFFHGFFHHFFLP5FXXCijshpd0Rpd3//mJKu7Ok32MyH2EwH6kzHzWZjf+NfDGbuFJAYcuvuB1a3Akh7c6Ufo/KfPQXT5WZBIaUO1b6vQvz0cdsomsuxY2wYvffmGjp93+x8JiN/5lLfMmj4PMt7sSTfhNgPgI2GwefS8QTVPRGl35DYD764Vf0RpZ+Y2A+2sml4Isu9vwl/Qbx9yKfAoX+iGwuMUdQkTey+JOL+ahkLjEmlwJPRNEbTPoNPf3envnoLy85Qoq8fsWbgoo6/IrfPOn3eLOJOWKKOsKK30Tp9+LMR2izibrCit4Q0m/I6fcTZuM1vhT8ksTNXygO/omAVatV/aHCnFEeE7Kvd6m7SQ4F2+hh9NmRlkryvp1KG0WE1eaZlFpCIIlhzV8ph/BlAx9QX7KnPS08C1eNxUjef4rlaxJBY0YQvS3b//xesNJc8C+gDtT/hYBtyOXKUtXpqIq/6Z9l/poVdLNa53iLtYtFxm6ayDhNYYhYJCjXiYi884dvjRgPhNSpOyII71Bwpe1XNJvLNMjIEw/sjQ+a+/GfqpvmC1d5SJXZFOwc9NZuy11uLd3ATEIfoWySpO+WX8xEkQJdG+Kvfjecr3SvMnie77ZUawbCxeGDQf3E6sFLF28qE4xGInOBscoTnZTi9cSKr8Q4BmZU4SB89YSBgyQYRuD0ewz3xvf8td1hWzfbDbzeG00+G08p4CvvTAFopuB0012RijZ8YN1u9h8VhxmHUL2ZeTzaUjh+Oy9Td/bLV942VtbWkVE3O3y479PBJ3BwvDEE5k74N/lbtFh4P0C847fSew90vRo/mNmmxNEzPb/xW4yrxHUS+wjq5y+b95PcjoKGkp9Br4jQM65q/FK8jV7c7cxvO4EQAbJlG/dgrqSt575HoTC5f5A2fqI+Qd+8ZgG9PgYOZZXWffYgJhC312/I8pNMGhClP13deKFmdLHceOX9yA2XmDVWlj1sRx93AGZmfOtfce4R5DC6ZmSdkAgJMPPnrKmtbMK/f2KgMw1pR3a7dvB7gEwj1fq4dBOR1ftQyCi3VA6e4L7rPqBUvY9SmuCCvDkBr90Av4vGftdet94GTaYbiZDFW3OaaOQrOA6FixxA8FF8lBlpSDBnbLnEltJo3fmDRPdNeCH690LsrbEqkisaqhpiDmrK+4QyFXvJQSHx//lVzv55/XW71QPbb95se3Z4u1h7yczVYYb4gvQtWU7XCvsNqkIsXISDLP1S4kyDuMQCoUI90ALI2yrDasj11rnHILOCI10w6SnMwrwSxpvp5CytTEBjFEZ525pvV8wZbZ0+F5kza/UKJM10JD/A6DwR/midPFbj3xOdoGbmCCNILjmVU6NisZuWAgrb5+rLoLYeunids09Zt67zbF37quu8JTjviHBcW21caiXteFBsnraLRY+iYnUBpqgHUStooZ5WaYxVfICVIb9TD70lj8BEUYnIhKnfz2zA0MurHNXRDos3aQTi/Spvrc029VtpwVhcwB3KMutiKNQ/n3YvXNVpLNl6atka0vzeILwIg1YXJf1QSLmJihDhULAI5sxPZFk2bspwfs4rFiSlWjMNujDERe/6uqMYnyD/nEk2bQ6fB8zrE4KxKQHtQPEgFo2r95VxGvORjhPlvJCE8gR6gXkh+qJ9KPECwNgOlDvvDNUNXqUcqz0vvOP0jQt6WIsuzYlnwa4X8beuMGUSw4YEsVSCgiLHST7f8t6LIrxPiJNrm8GMqo8qEnDmTcbKWTYbzQwTtPQDYTOWpEbyhcl9bEqdpxYbclpFODWDhaiVpMEyAZm5RnKSBHowFESWeFs2nm00cbzgUt4qyAB39IhGtZ/X7fNOQk38DmnJGM5hN07njVNevL8SCBvQzmu+qnr+5pUhQrHFrZIb7r2CazFWtuv75yK5a8mfHFDLEK5bzE44yVvAdBYYEed8jmQZidhW0LI9ToQeCrelsFQXhF94jODqWnH6IipSyQvFJavJw0q/uWz+gBG3S5dVZVhIv+Q+S23FxUcbYKSPey+ftBMzkZr1zRvjMGo0k6yEjRB1y1iTIUak2+FEcUI3+UugSCqTcCTJYKYr+t7ry90tJhpmg4nPNGGJMiMEpCtEGfUpSWZftdnEvsiPvtrGxgiNsM2/4HtQHVrMymJ/oXg0ngTAOpj1j6hu9OgfMxNQFCOorm7ot8mVCDKwPxgsMgQJwszI7ZiiQAWnPx8gGDMn7OplVJeb23Lnm7cxIg1FVqknlhSk9WYHbOiS9UBHygWEX64x+SJzIUA7RIS4o62jbPut9N3Te4f9afy9yXplZeI/x7DDpsSDq5gLpAQANA6bgSDkjCz+sB9d2CovuXS2sMlc+SlHai1Pl2VD7IygTF1tN4Favy8oTaMokoAsHSPPD65OJHCSuf3N+gZ5uEfgkMwtrNNVwSuU4UIF8h2kcmOCbrLtRDi5muUMxqEx0tHnwfVF5Vn+0yIf4rr4kQPoPuaa7QHMno0RVoiY6zvYdv4HIxSSGHllCdIwlgmsiJNFSRotlhx1xYJzyTktPbgayFVLQVhJhTtiglEXSYcZtHWC49QohImNkHiNsWAgdu2rJPuwfNOGqVcvzTKzgwgmeAkSc2o32BwK3iz2oZy0I5o68nGOfCGQUIkSYhiaKj2SBmpFiVjEVDCJKd7OgAMnVlEsCDyTFtCsLZhqgksW9FV961vzHvywITf4I01BLCcEkqlyQWWnRX/JxUNV4Onl3EdspqBFU6ArZG1noBGAQFDqQsQanGn3XQFMb1HBCGsZuG3K6pQst883XbFBsDU6+gqUfQZ5rhQ8HOC35kLW70Ibu63pIsCZXO+g0VfRTSelP+TAcmnU7PA0es42okp8ZEpExkBegBKcfKOKuy65AqIcjEh2iKQNoavI7aCUiodiaQ2d5ZRSvrclk0Cni9ZK43rphIoDLvxos60ze/a+3uWEmCIorfnlv7SgnNW2vi3vVQ+ZcvfobijNHxE9CBevU4vCukZnITqxoIb4X6W4Hreqz3PMZy4HfyXBiR4BmNZXnmf6p8XWZ0Ii3Y8EzAYs/iCo64cJb8qUMpt0RN+U4XsZWZXxn6jBeqI42UdO8FYemU02oEyFbrQlptErD4CQKsFUJ2fIJ1WMIRsn7BKJ0KJSdRdQTYYPRrRxu80qELPI4c6lSsqTy1ECWhhSA/tEAu987hyeiHu2NPQu6XUrjQNTXQaudD2tuDaQ3k0XVpjLRW5iYlWI+r4ZFf8pUgaV6GN9Uoungq0tKFEw7QThOPIVWmxFCQI4335RBMQvpFcE7m5EdxM9f9Jw3PgBev2i6J3IVk5tQs9bhnV8cu/YWOvLR4pHBk1hWMhXGja34j4hc1QaN0IcCizKwXLkgZNUAf8FiBcTIxJoo0GRhoojp21/K/La9QPh9Mf/cmMqFgf6/JJQJeCHbu2xAdgt/zoXThX3dbu52xAAxYELnTBi4KeBZXQwUOc0x9eSVUDgkWUaVgKkFR4KxTJ0E5gTvJ7zMAdHKhXCzQFc16VJ4YjHELYF8JhYPQol37xoAlnxgQTFTOe0vCzMRaMEYDQXxYorhXyQ/MlpsV5aj/LUpuz46wOolz1QS7F10oivWiy5wa6ohPLWZWNZ+dxD7rZeUDlEHkap1phMjpF/md5dEqUdyqiyzTuV6fz5B/8Huq7D0fR7tmLtGnbB98ht5kbVurV6FvirydV1GfYGkpJzVutPjaDud9hvDtbctlotsNxfxayQ8FjVxRUMOEbkC41TmTbm4jChawKtRrM5o4yVlPvm5UCyktW7vKHYnJBjer+1fMDuCRWCy1GRyaEgJedeyU/DzKQWBFwofkXkslTeqQmL7gAwQxUPXAUejSqBBSZF+C/vdSkBHcaFILQFFYr7xXjOJusS5YCJ3qh+yJjkor0ziMqCvoCxA3eOgsIxFeXs+fVweonePNcLY6twatMHajIqC6CIYNqP1CHi1gIBV7NqT0ReFFsCMGa5Mi8SjNVlFg4awFLPgoALwqZC6MZJY8PVOVy06wN4C/Y77krjuhrYT/D/BkVzDIMEFu4uADYlxq/IRXByNAwPnKL0TB8Kirbd70UCKEbEodyVImn6ipE76RHROOy16Q7VntpUZAZOL0b70alyfTdt9VhM0mcB9flyq5F5x0AlpHC7PtPipgWe0K84F5CEj6XU6wZdwwesg6CXbwrSE50MSE5m0JYuIsy1ZpSSNyzHpWAMEk+Pc8L+zR5KyaJYxvnrzLUu4EMgNuBzrmrMvBKd32OWktMIlD4apAxgKaEEAFNQhqDLf18htTog2URRzrDYZPeP0dK8dtXKiHLLj59nmifu444NXH0AiJey3xOKh5VqzzPK5cQjjsAX/4QK2KIqwcYDqB45K7eSnRPdHzn5Zd/uyFYUYAK6iXZKpiVlgT2BqYBfrvifvtDVI8qUP4UDzGolIBD8KbkDExwe1PvGBDSBN8Lacr7QnHA43OMizmqi8HUgLYWZ5QGW1naAISztg8Hcbj+0M5fa4oa+Z2CP74aeC2wFc4+zxI3MlIvlUmnFTFOYOGUkhDL3qVQX5lzJjVeYIEjKHHatAOyjI1tS1PGKQD/FzT3ATa9j2sdX7i3bFX1n3iP+3ZW3OH92y2jXHzRrGYUMDCgSooeYailZMmh9BWmMpBUVgcyS0ypETU28URvrwj8S0pw48SIkV3uHFAeegEp1MZYg+KP4eUrOBKw9Qz699FaAlEZ+sq2/Xfcmf5wzKoA7x8DdHn5GNKKh7cxMfIWAve5kc4H4gKmgV05eGJtxB7u3B9wPH2RqMu4CUB4EUC+nQKd9g10TiqGzwJ+sSpmSp4RGAFz8OpXF6pCkMIoyIZRGiRTLLX3XgatlYsDdYXAi8osWcEERQHx/eRVC1ss6UoutHPDbsk8BmIPbj4E6+u0QKB7Cno64mFwGdCka3mzmv7j2fuMO34i04QxfQNt5wdvvwV1COmH66A1Tn8YnIgB/Vh5xKzry6P2hgVw8dI8WrSI0birsQ37bMwNOBhxH6u4L10zORUUuP1orJvazmmX2K6CSowZKbLcGOJUH1A4i4ClnYEqZVY4d5e4/SPf1wXctKkcB9YzUkGsRPz0+BOv6lQpHDgRwE0OEpobNGHBMzYMNwci/Eg/0RHE4sgcKWy70JE6v+xaiN5yOT3R4mnsO08S/45N3fbXHuXPW/UUPLuhz4JjKQOOjitf30ILdiyfDshQ1FJ4c5CDdwKiSJBEsps4wHmhqwkR66sc23vuQCMghAoMxv+D3yWzs67BGrzA7AbSkqZIoZGLMcrEW368lt0oKwIkcwiu25W+6WitXoZmxLLccsHuCwoMTkRau8NyfTSbJ/niHF5BtauGKOj9ytmGSzPUbt7R4S8sHJ7RKCdECrbOyWAJpYU2NeSHPifpsfW0ttKT0TG1dL3aPD/abV245FbKvsUCoTIE1eWbwAbOSHEvadJOQqwl6EE1S9R7sAD2G2+5uR5BbZczrUJlLEaybLMEUk4cEUU3xxrJOJ6V5QtLbswQVbH/uLOelo5N/SSZkszNjZ2uGIzzvTzdslfFmw6GExAFpYfzesOVsnRizstlsK6DzIWA5vZm47t0B9Ivtq6zgH5QBD9a0SsffnijsWPnghMF+wwzXToaC8swzoFYS9Kq/cBgzoIxZ4UrBZzyoizBim+UYRgeCo67S/bNquOeU/PT5v2bxiutZVW995evFw0gRi+mhtSWXQ0Z6GWuhHnccfTFKMViAvbDW/j7DwZ5mSjvEa21t3D2bZnM5gvqowhTkgJvmfmmdHYDw8vnePgEG9kjSadhQX5nkKhhHGc5QEEIg67EXzxTpWZep8d4Mn0Oa4SdhsQfMBY2uc648rUDndjP7vuOxXiyQTDgrGCIpg51DkESbGgkM0Oe+3hOrUo2NKU1GoZCSAXjE2SjL5B0AwSsUDQIgIIOF4e/qh0TG+xDbbi4BtFZrkyDZaZTM/Oz1uFXeJf3usjYIseFgBwkZSqdskRZqYnZ0Wofk/KHg0ZG3bywsz22Sm1HwFCxEyjUK9OWEM0na8BH5hr33icjEqvV94bzy4/wVV1pS41Gnluwxu4AHGhS21REQiyfnAt9cw0SWg23iwMO5aUczMC9gLYolI2ySbclfYyJInGuHBAGZVMlw3FqgLKeG387uisOvC580W1wruza7A9jKgry0iZZgXm0oiQJVrr7SyE4lK6QKFR+yEbuET7cHlFhqtUgZ36dtkT57reFrF1yypoTQaVUxS1iWBFBB6Au6Q9wjoFPHZbuZEBaQOruSQvCnq5APShs+Zy3jqsNs5aRfuwvthqPc9St/RMSgIlcokCAlteiMktgYEgiyqtQivZtaAOlkPbnciCCHXJY/mwHzhLMU4rfhbYj5EKhRObVVHyIncWh+p+oIIOG1TVRfPUD7XpToNmL52cDFHMh9F2RgieIIIApw0MAhsxlElsBGLCAHXZgoCKE+P5qVCZS6MltBNYWQgpAqNE3e2a+l8EHPPXZKemA9fo7UA+90erl7LiQ/2uIRG5slVxZBA1lC0MpZdwquy0sm/uDn+QuKBmR5mgWg10NRjFW0+S169kfzNujDP4EPrVFCX3GFJ8fr4dyIMWt35QnwqyiMa+HnGBFAt1vKytZ8KgwsNsITQaGGkLuyflicyXvzodZEXIJc5HWJmY8KGGymY/U4McbxLlq4tP0jEFFjNpwJlCaBuHD3FtCetyG7AbT4+j3DJv1lFqsjQy/TwLXjAco9wop3POGnFKG0IBFCAvzZWDLI5niNpsPRFfVKM375C5bG+u8Yv6rla6tK0wJ9Le1lUeanREL8DYKq1cYIToDtBJBLipmRkqmcspUM+5nlpzEBzFtPgKCRYegtcZkn8RJmAE2vT1NSbobAXqsXVvz3pGrYoCATpQiXvVrVn6m5XOMfhMyFnBOOCgtGc5dIDgnKRVnACyleBHIz3sjPMWgs8Yn5f5xTwCFMTQn4jhoR7PemomG83JhRmPi3BZBgUeDIc+SMQhTRdPrYzutEa/XJ45TVJiIOV2xVyQjOvVt44reugRdXODY/hyLlDBAGmAMzxJVBJckWwIL6nfJzv2vvlih+UOy606RbM6dEd9vihqQkSiwYu5gt5JbOVpPLROrL2v1GI90XQDa+AWrdax04t3Cc6zewYG3Qej5ZTQ1ivpIcuG59YsWllTNV1RgpSivPAfqbiwbze09y9dNMJqlis4pSr0jFGoKHg67W0hGbcDamUCRRH0cf64sxEapR0EB7YJmhLJXydlaIsb2pWt0ra73YBWqRMNjMAZwGQsxom7Lc+l0kk0Wa2ovXY3X60quuekh2gKbs4rU2K4aBYCGPjfraOQmu+9Nd7NmIC9SwVTZLsl6j0fSOut4tDsj63V1ZCgKEc5njWpwzY4U8GKYixZRZyhyjN2Oo5EokKNK42tCdLYvLFcYmJ/UK4OTGSEYYYNRMlxfsI2g3VJb0EsDS4YWEDbulBOiYuiCtoYwIbOCbvlhKOIeGOstNJJhUXuBzmZRL8o7lN4PsZ6x8Ij5h3uiEoS+RcrsCstFvRVoeGLGZdyM27pBMa7+g/S5YtIBKRzEtJAiYd5GR5tPWc8kABQ/iDSrKoQAgl0D2Dss5WRJj1HRcwubPjAZrFZvESU4DFyYYTn3UKteWUkcoWA4YVkR8SluZSO9nvQFphVgS7SfBYgsqLFgMhpB0VEBXJUQRZ+WY59235nIdJrGXTWEsdqkOGw7ruiIjG5Qbu7s2SHolwBu6NyaecXyupjJlenaQuR4aa73fURJPHz1u6IQpnlSV0++Yi5MkunPBXooxky3aSQSalEDZWJVYEFXjykCLo07Wyon/+IsRshu9WGMPjHKn1VlZ5VvliS/YxVRk9gBqUPq2a3FX35lNgsig9d6Gw85vKLBMOPGoziKILBiVi9QiwEvJFY9FmwDvj6K+8sDGY72U5g5FDfHvQU5JlP/+rMe2mES8nVkBPJiGNVHUtdwJJqXrqn5R5nwlu5Vww11U9OXpupipUfN1Qkywf66Y3ltUD6ll3Mg+6QQFDKmPTaPPRMhiPJVstcMvMNIA3wREPLgO3B0DogbVQBq/eQ5mhPVGxaEY5j8AImKYkiSmrvx9qR3JOOBXiWhlQ1GPc0Q5tEfKTCGec+AkAwH/yxRtN8A2TjaWnQJmuqPfLETnVJbA/0Eu786bFdTVWz9ZUvEEu9RAHQl6pciSP1c0vt6fRgnP1LO3MfNkK0ESUlfDtxpDQhB0bq8UzpJWkRiru9pvq+nYNwc7MkpwfWMHwPoW+xGwTXsDkyucPFSxBK0sdyHG9Z1pJzZpt22hVspmLLy8Qi9tsJjDRpUReNHvbHJfNIzRKWnhgoM4z5mfYJQUIkcuCNOY1VQQ8LTlHpmT1J51BvNkF7iQ3vU8MJ6PhA88GytV8UYfz6eGZ5+IzAB537euJPklVsLZzC2Q+5NeEZecan/EbrkCwiqe31xvlrxrLvfAFYritfuqJoDPW09VE8T+fsDGXbbbxeWBKTNNf9LjnaG2TB5W7maAIe3kAayxhXExC2TLWnmIGLG+kD4hRrAArBWsGZKfG+BcIY4yGDKo0uheiiOucJY6irUMfMgCNgY4swC895W9sCTyjT+OixpAnGSTMM5sPQl5kNagXwN3cwm148t6ty3libjaxRTUdn1w1r9IL9tb7RYDDbkLXu4yuW3UyAy0N6F5AEGcf1dAGqIUJ5titxlKCc2YfcCwVKaeggJdag/UAgqRJIeMT3j4d4ctzq0B30Oxaxe6sEu7q84NkS2RsBJfHUhsoDHkD5GBiYy8ki9ZKQLOu9Fs/1gapcXEmr1y1s2oQnDamKeI3pIEK+bInH6lxhCKgSaN5CxjA7I1KwYObvBmQvNPoicWNcvvZOgEWPOt8sjfVB6EyZEsD0Tu4+lGInjjMCcm6VekSelU1XiyhfHmGCDTcpYeojLMGXJ8Vx7sJKErHXulooNvvNhwLkg0rQe/3ZCTbLCi7247v8CEkvYZY87Pg0r3RqymHKlPhY+iFINCT1aKM8lP8HYemS0xZ7wJszNkmIYmSPZPZOm1y0U4vGrMO1kuGOruTJTJY7hYE3yswOTKwkz7eMFBq38Y38DvN4wCJxNI6gWyoZdVUzCdkjb6l60HXAx1KlErRkhFycROOB+yhqa7pzWseFD7mlL8QJDzyjQ0JsxIiioXk4IZ2+l7am0tzC20N2a1bsX9In9H3lsUsfKyMmxkGfJuApChQBXlDdOLoDlTXamY5oCMzIICR5/+AIYo144Cr4DaQE1jVrmQICDZdVYqWSpUHafZ4HhbTxx5Dg4ctLIMjqQZqE+PgJA7XSDlvA4WL5aqVmzeWfFCfqpCwyaPHdpzT2YM95fKErWbe44pwZD+BEPsP6DBuU+zz4W2fake/pDo+mbyC+uCVLbyXwdUf8Vlv8wPGE7VMVmarlTrdj2cd1WwqdjqeA0thVTzei4JxxxNJL3LGZayMDM1qqljaOC0P/h14La+7X7B8XrexUU0L34e3jUlYJWwIpe0KXB5nU/irFTvOL50hetWLJeUaFylTfd/7ncvFRmKxeSweyPqqM790ReCB3Dq8sleRbAEUI5yqdhetbfZnfGeXxKpgILVii1OKZIBGorcJVLA0LqMMC47Oez9AH1dEHT1AR1Mut7DfwGhZASW0ybHVKX2rfnUN0GLdi/nCFBfszOMo83ulM6pm/7jhIIIZwkz+toKAZe1x7pSlZHseED6XYr5C0M7r92SodhveWrI17LsRNEja4Q7WyW3Zehy6ZD5+25rPQJ5jC7MSnJK3+2LcdTHHYGZhC0KKT99kky8dsU56xPHHWWPOJiBkM5ge1zh4QSi1i1/zc8D2PYT52eejmOug99m47YQvOmO5l5EwXfcNuEhN/gG/6T/lyFOJW0VDQ5Hq/Pt5tlDCV1mt+f7eF8FeMCvEkMJrTOtdVfjs/HlpALVad32Wjv7vfP3JmckCwLIt576To/X2bgG02l5vFnB/l9A7JdAAkFciLrJlHVbv66Fl25+QOnPVAWNbUWUhH+Uhn2bqO7CCcVnXpvPii80Fu1YTiVIrgr44/01JVSLGCPo7TUA8NulUoO79TlgkhszvwTcKKf7dm8sdRI47+VjMx/wGcWkVJN2p6jNMUnNBNnSb5n31pQoMZpBQSrLjqGyza3KzJeYk1mgx2vNb5mzG6UHMKtskyTywMpsf0jemE7bkE/Zxwtx3NgFtYaKEBOYqx/8NZ2UHyulocf0wNjCHcSP5ags1CdOIOt3QPAaKa8ExEAs2nmYCJY6qswnd3e2N7lBof7QVYOG5jCdwsyvg+t0ejydHwzjnZqtiklN586BCwImNXrjOPgKwn4iLXoERsaLMwqZ5G3fiEHp3r6OSqijBY8WO5QpdGfWNFtU1S27WVJy4liXcJa1nXouwlDyro9GHY1YwLfMDbtZEbLiWA5x1tlYddfN+obr3vXx7CKu3DGeUfsSPoilFwho9GLSU7wbzZ2hFr7aZA4sNQcsBpXovVVt04F9pZvy95QyTjyB4IQP3pCDyXuuO9Qf2IqqeRL60Ls2Ghx5J5jEs6/65Jh38mDkGegrStPkcmWDFeAH38yhsufvz2zifXLX18IPSwe0fvEshsB0m8cZyKlSuRSpVLFYEjWd1S2jB5u5lXKwcMBwrwISYbG7CsEoXz+Dn3RNonoKaiT3F4WGmwX6xMC9TZbhsb5p2Nskz8Wox+acldIAuDS22BfHjMh8IdIeJb29kgCnv5JtdxWXjSsFnx9N96F3QVYVFnYUF1n2NxaYKKVDqTB+xAJOCH1L2vqALt+aqwkFvuamwgY/VfVKJttcZOPOHajzaY6iNiyZ0WAush0WX3HKMcrX9qBTDSmF5sE4wG6CrqlRqFIQH1pTg+oLaFheRukQFRKPtDtfrDUlefWdpYv0nenOsgRM5DDDfJzw3selvblHp3xID4SmDmsTuIo1/3Dv5nHTz0I4BG9irWbPSHCUyVGoHFNBJRWNOxg7Wv+s31UhaZK1TFutAZpq1tPAoaUHjcWVxV0/Xj72j+6POugX1bq8D54lgMvg8E8/sy2z+RkZ7dRp45+F3Y3JdGDJOcfwjxOIXtVKdSjG+uoOTtC7ys6CpEH2hPFUC0R6xLhrPNXe1LOIfGAkHmmFjYY7rTr6/p3xeksabhucYbOfsaipKdANBxswiK9ZoZwkr2sGcdTWDSASYKlYJeWqUitiX3jqSGdEOPNIHtkHYp8Ua0wx5ck7jAU5soxd2ajT2Jkd0h8yo37kxTfGNdnoeKperJeEC4Ghktx9ojWDarf71TLDFDqtNrurfhw0IC3KEsYzKZ6FUSeqhqSitqO2qaQvKk3waFx2l6fxJS4ZXb4oXGlAfd12N3VRSnDda00tIDQ8js4hoC/gJj+kj1p0fw24086OlEbA74EQUo9w+cfrmzun/eZN4JKXbl9XPs799bvfRsFU5VmUzso6d+z83g7toNnVRMp4RzLU4Fe0fwr9aHUZUGdP0CLlO9czZ62DrD2SEyAydalRdTVrr9wcZYzTAtppP9i92QhtOAge2NJ7H4g6IQTICbUVm/Ixy90xDRGG1EDkwy7AkmiHpQ7qe32pASRvk+tgc5r44BiVyc6fVcd6fMHEvMkFsnVJX2LFxjpGP0bBRx15uizGUJ3kki3dVbAh3T2NDApZOJjeFplk+R6y416iP3OfAKlmK6TVlZUk0O+28dz5RKtSKYxJt3nerqHAaXHdJhJm+N623z/O+Xr5eg1LNQleDOdeV0/dyLtSdUfRZnI6AOQ9Lx5sBwxO81+hleasczeviDDAa8ieuzFdyr+0aRc1BZBdD+C2ZEE36JWA2Nksr/qNumC21n25wTaxyQWJA2g734kqXpmUoAQbLThwc9gjBKx0n2lSkgM2YCRdOareq8/UtCg8gk3oNZDtVubT8UtMcKSV0HuIDM/jNERuJwhR5zAe3b9l5dt+jSkgy7McC054I6MjbdyIHmwvjTAVbYIF36G0D/u+7eQmAw92jThYFY185WJFSUsXpHVKaCubDHHWVo8HUhaWogIaDrfql32ORVIqpAuPpEFpF+PWbWMEFWclEWTElxeNZ/fvXmA0pt3gPoUP8ZJ5gTocue5ZgTAeTeNzjRcSKpdOeu1ddO+tUEWNh3b6PPaeLp/OzSEVkIkBJ8sI4Y3VJoxZcFQJBI8unjJ3elshK2fAzcIab2Djrm2uynrlno2FUVxetf9uJgBvGcAwhW/kGV2B8oT7oLq7Zqb3kN14Ogq7JSu06VC9/FlRniijpgsINK1YQKBJl5LRe2wO9u/VbhLVph7aK8+FMWuhGKUnIfVUZwvO+5CXrmttLWp5LQTgsAEwlueMIjDL+4ADDAB4/kJG3Y4UQyqBceMToaCGXc/WFzl+qxS0B/YV2PICvb1tKAR0a4Wnn/TrzeFlIHEUe0pleXA6l5KAS2UAsva6VvpWilocG1tN88XQ1huWWyHvPhEt7LXsvOfxWlpg6dxZHuSS+90nRbktHrjBymOslRNbO49/5pMLu9vEibv0KVwf8M2Jc/xDYnfskcQEmlg4OqQcZB8yr6Hk/yf3QUk72VicLf7gTVJ25pdTGuh9fgRtBn8Kju9qhq/MO0iLErhwCA9NWTvYTSP1nRM3goC9pUY25cTj08zkNBiTU/OXrgCbd7bSKMf9715cxV5cc0JkARGVQ4C2jKi4YamCLTXLSrb+br/R+MhN7qV0myZVrgrNCjFV2ZbpRnrgkN4gfNrxIshf5XNxDKN80eoQPh1Z6rlximSyQmJ9cx1/OIi6I3B5cNaunfJuLnSdA447tDECC1LiW3PQqVII2vqbOYsUh5F9ISdMSe4uPEdbREVb5ymnrqnOimOJFpmsglB3YYw9B+5/4bI1HNwEP56zrIlIl/A/IjyxFN+pEQwI/3nkIOqxG2CungJ2XzR5E57Xt2gCg6isULxtFoVH4qZ+j81Zf14Z/cHvgUvyxnZ4QHRHctcs9X3Vt3dj5Eraytzm89rvTQOG0/IeOhKj43N5S0rRdeZQ4ocsqJyktKJkyFrNYY9lj2NPYz/JesH9s39Hlv1n31kWQLen1iDac/5lef3CesisOrJUELg7OPrjOwNODs+BE/dBcsihSUFTR0NdWz0AjS6z53XdNGcBH8R7pswr5/m9Xcdw+cWMPIjLb4DqLsW8b4+UGwZvtnSQ6wrgFGmfZLYPPLcAr/G6Ue34Y/IpEdVwXI172LppTEDbJHxzn5OFAPPEsQE16/efjJpaY2NqsTJKAQLyWyKthUrUVGQKUsS0U3Z6b7ZBDIk+3DCMJwsUQkmG4iJuRc/zqPuEdIqH8fppYkkWYYiWPNl0sIQLMLRts41OQsv1NEJlaXUXe1klhglRFkRn7ObaU5Ov9BMKRzLAqFwkeSP1S/Cz63bHjrN5B7Xcue/sT6q3K717h8RMYtMxEYcEbsFs/BtIA75y93ZVS7iVDOfDn4EroquDFVktPq/LyTrHkumcdqe964sXrR73vbkxMtKDVAhns87J9YOnEVNcWz7v/fuxCVPanC7P7/ugiRfsjpfVLzju+94Copgo4cLjCAWp6DH2BD/fAFwwAbvT3b0qIrGb9ofrD5tNZN4wyXCpvaEQPA+QJECQvM1VCGl4Fx+B8htEd7bRuA1O19Il30VbOvVFjFRiwsIMARWErms4yKeaxIwojXCFKpVxokeU85gvU0VQjsohDNuFtN9D9bIgqWrOUfkCU/5kdq7s6Q0SRx2ObaKc1sbUJ927ceA0H13ou8tpTP4rBtEmHeD2lsq8qd/Gr3LaUWfhj/LJMnYLqb90RlOD4+XMEPxxle1lpgo0Bpg1zA/etG6ZEMmvGbnBbsJA2ntfxHO7GnxTfGDsYT5qmR+ZDXs5rfWyVkDss1TShv2jod+r2R/U69PLTSraLAo4lXCkI0mGVclUSlQ1fdMfEqASyFQSBJyaUnEdd4kKqm+KIc8EaeNkoY2DmZCuCzf8XXA77EKvIRORQ1EqdCz5T3jYuHw+VyFgeTatExcv9oRrJrqvjBOBXjNeqxVDn0eldtc5JtIzMhI6bolkwV3blzOe92KCPki67gJH1EQ/WB5XKRtrbpij+Ozjxzw5vUg4cqr2r4iK9walD7alOLWlSC9y92fAHJN/2NmHAKYyd74Z30hfm0Xaew8mjLK0iODiVsC8ceqDt/RtWx1dX67bOk5udDa1trXWtHa4G9xdHva7Jf+W02tnqybV3Y4U08x01i4aLUo4JH9gDsJ0Pi3tanpaV6e108195yhpbWmt4crx6mOdbaM0q2FXBkDSd/DPTdtd71eN3m+VqPfZ19VARvp66Ca7GrbLG84hza2tNDe4uVxiTIGfzerGXR1sby46psMz9+46NrscAMg6xOlAPZr2VnblJGRfbtnZVmuoCcmCdA3IDSwOE54w+7dBoE/ifn72yKJG0Ikzu4+sLjOOdMjJoiQWi5h7EFUr5eTS6aXM3PiQdUo/8IyynRwJ+52TMoy3E/CCe2RYsjzMQ/zO4ryeGebuQsSkX6UBPQQ5AezWsQFGUIsDJKHL2od3+BrSQFVZMxFCRXnnctalHLyM3bHsvXD3RJ4Rutg9zN7On+uvOAeuUSP+ly8vZM8nkG+CZQrVk0rrSVMD4HB48c2FD0mSSROrXTpt3qANfJDS05+b/pdkSGVWpCvp2X3wzq6KbrE2lN/VRq+0C+/T0cg2emz+9hvKDl/iv0RvSzJz0dZIUoI7qQ/1r76afPVE5ScJwZTz1lJyKBmKEMPGn6kwo4Yh4KsshPOahApeH7AA6z0NUnhhaWEU5dH3VjimA6EEoMLdHLf8mblvxCXazRzejlfVLK0uT1JNfc//qLJqTvN/ALkRhyKctszE/32DipBjCvGzzoYpESp1OODgU51McgD8ho6BaSlnWuIfSuqLGFOoxMZKx83OxrCNoUNGi7D8WH7BWWfvtN8fHSMqpaF2PRQRcznyledHFtLFMIAbYvRb6ucJ/TUaHgAOC4gOESmmix/qh+FlGaLtVsvDuOpPCl/qIS1Wg3WlHTSq7I6nvVQKmwnHGXlGJmX65skeq0tzgarEdXoSZMI03zfOvj18UDdKEjmi+Mz8zVGt2EU8gVIsV5wa47ffS44NKmp9ALLty3vTWX1eFUZQGcyJW44eiIn7OzdB+vaBL57ON6VlNI6fTJPd2D5BhzE5kmxF46IKGAuczZ8iYmckx7MRvorD2fRrdpgAhwv6duF7Crg+Z+LYz+8I0HMNg2qbNraf7xfTlh38mrt58cvXq2HmROK2XKu8zI2mRQsBjWPr95uejoOWs0FQQnBFrb+7NX5KSO7NrgvYYOyQQjOuMuyDOC9EmNrIkSwYMEL1JRMRa1J+nOuo7cbUdst3urknYC33I8LON9gb+L3mrKRULMTjXIRVKNxYH39mhaB1qdB5Ko+No12QCArpW6zkLOHoHkgb1nXFlSDldUbwfAK4Y6hc6O60swi2tsra+mpDOdHma62dElk8nTN31WKqmfm5VdvpEvKKBtqCumkiGmlp+3vqiHIAVUP/7v1v3iOFKVol6LCR+6KhehU8Fzjpk3SXWVmN2mifYOdB360YX5Oe39VBX0Zds+SR0FGwTSVcCyEdYu2aC2IlA971tUurmOvnVs4t0VY4OFysYF+HUBlyXODHcNOGV4VwOIn7+oa8CxYBhAXsLYNavk1seWr7/gXZw1ZmrvSNV3rVqEbg5NZGOX78N6X0oT+5yCdRrIwf09saFZziUO35p+lG6Cyh3NcUOXxTZwIzDjJ5/c0GiHSniDYuEHnsBcFanC3UqUDlaTPc00NN2L9kAzKqbdln2brVVZklj0K6vkQ01O1h9JxxUB6TzUMl06kh67V8F3fDC3cGVlYaoneTRcOAeL9qDjUPX/jJsshc41XBUJwAKEdVpacaiWSMjN2cX29v4/YMB0ZCgHOW7VUS0EAZhIPHhB3r19LOZXBSOdmdC9uWuKOtu9mpYlFqa9Q1tcFN/XtV0RdVfu9cpU1bucLa5HD90YEx0Xt6ljoo0po9nSF1nba5IX+TzJD7vNqNLsSDG2e8dWuSrHpTlHOmeH2qLz43wlLzEcuNC2u+vYym4Mblih75IEvhMaexjXJlt1al217d5O6SEMsq+P4deI94OzxQf77eCZrEjo0t6kxgXEfKQmsKJN/uiI5anmx2yRQVhKB7nEaAr6ubFHI5Wi9AsiXPMb039NziS+WNpjYAHtUUMwmqXoWGOCRMIi89C9BRH6aVr0abVPGk4VXIq5FD2zIeqg32+BTbpZiw0NuWJbpKt/xRxf766zP21NDN1rd7JIqbn863evgksjy3GsPdQbqIqomdKX3EMEP5C95/EW/L/lTOGmNrIXPwQlESF8Vd/biRQrXs3LRySV5ESghS8kOB03bSB/MuDG9/ib9Y9a5816/2JWhSOFQy6aon0PkHbMxXBQ/CDqJFHEhrvkHoSaGAmVUYIeG+zT9Q8YaX9AofTqaVa4/So0G2TjO8C9R7lQ6uwopYW5pRfsbNJJBJO0IGYnjb4u1muOlzPuS2FcFc1Ci5woT6XFQBFGl9RQrGaZ2+dhbNuvFnwA0AW6H5B+sRM4cMDH+OGX9Oef7X+THiYlS2jBFiiWwmB4LwlAzJwp7W0X6Q5CL4hGtLpZuP9xJEFCqDEabU8/V2VpVeZA9RaCvRkw48TysEOKPd3Rs6krkqaNW7vsojN0v8+Bd8TnNyYB3DydnddXweY1wt6OxgFLpxNC6FCnmXilRtaQ4oh9BZvnVpNEqYHDnnnrKvmpPmKeeLWrnVXaZj+kNEsb0fVzEVHiNL0YSvI/HWoaDiCY3ZJxa+jLEvzCnGWmo1xrpVsj2GR8wJE0KQdNYiBQlgMtaGLtEOIF75YIANjKtIDLj6jcnwxJpGc3YWTg6WLjZanxYVcJZGm0bZcgimkKHQgRDTkouzjZk3eWplcrhvXwOg6wBF4a/RGbucMmyPyhfT2YCkWVM6RRgC7xbvpoHEIs/EPy/kSEvkMdCy9EXqzu6FjCo1s/brsRlT515qsEm/cMkqJUTuzbynAYtnGnFIY0aiZ18TJ/JWHU2pILF4JlcCFNRGBgyL78qcF8NgD+db+uBwKeLBMOAa9yHbOtjIihCbyoQUvddnTCHTjH2G4OhbK4XuOQZJzoomFdTId5PCngcFTesa6IDewbnIJxoFYgN0kTfxYS/AM4HbY0GZFgFZAipsIrSBBgjfdcbhNNdiCHINjqjVqvQojaI0ovlirtl3hg4wDn51f8Zi+Fs6PcZZAqSY1obrGGPK3lMYlVab3/5yys6P9C4DuYfN+SU87YiEFIhEMzuvC31+hX+7aHyPz4FCeeaQp4Cehp6llq2Wxu7xurqnOCKL1+P2Or/HL/5xZVLStrq1om1ezRqjze69N582YQrPVBBLrikWnc1tL3Hn94x2jAashlHaliVuYuoawEE+zw9LqiMKAVaGDBW+4lMWXv0yzMg1kMG0CQCyH2+AncCDiVKMq3sgLoGiHqZJknYnuJABDr4y62wJys07l8kmKop8t60naRK3UaKimkM/z8rSQPlLAAzUhX+OBgbEkLhuaJ6mmnzqEMtoJEgnoT5E+oDABiPZszc1mB76alLwDUS5UF3E7OFeg7y9hr99sukGZSF37FwLqbxoTKGVz8Dmh+aN+W2mUNiC/ydCAJkwPxfVwWW7ep3lzyhuM3CT9QkVqJpVlfxKcBO/hgNpLlfil0EeMSgS7aODqd1inRiP45ztt6hCZrLUCAfmNCtzeENUo0s4KWOJTJZBu7BhndLZnJ7bHQMwmx2JWjyrpgQ3Jw/PigXow2OPL/Y7T2mDugN54/oiNU2S5MmwI1LbmRYVmhpOGXHFmIl1Iat8RmVTPJP4pt8tzFZgtoWVk9bdACCnGbqx64YzWmjPCAB3ZZ2dzLbN8MHknFRUucqgypk7UTFHIivBLgl12hMBN26zTCb60v5j2kJ67Lx5OfnskY/uskF+owRFU5RyqCFahDEKHJnUAbHuVAky2Gs5cPUnU2ULyKcTLvp5th3dxVBkujJwMI1krIU6Scni8MVBwYHhQat57byGNQ42H7N3nnNTEDxjvIwxcU4isZ6eWSR/j0AEBwcDCmUH8AccLq8TSOrV+FEFqZthe485B7wE/vWyU25cgDjMr+bx6dFi19+PbPTy808/wY0rC2u3Dl1z9sSwRa5RpjKGmKe79EtyqXn7vg5a2IbjaK9qJmWc/aduVsbaJ1SW6Zm1niIwSluobEBFLUnZ30aB9aWzHKqkbbwTQ+XauQrrWVDtM/WmgEj1+EFKSxPVIqfewLc7RWmEL4TciiVKUyD7tOf7dbud20BR1RXp2WHtJgZKlORWm77ooVc1/DtPGL1VJPWiz0IjDrTCVa1XG60RqzjpOBqZG2wtCupVVkqsVHu00Um1SKXPmBNCEw0TjhMVF5YXGcfeC5fSGgCjXFe0viq1MeRBo6DRkKytGlG0sF9vNtpPbDBurTi3jDjlp2eCkUKxfbqNhFq/aKioFi4FA8TdT8QCvujJsPlYXf4sMkzE3QTmhJ4Joe3QXxLgEAcaiXEfiX5vqygaCCHJnp0We9Y0oYUIMNKDMQqgfgSZa6nCpbhdC3DgpKjx1hCRhV/VBLC+EnLwywAt70hmk9qS3OCvAEcV+Q5L1EtFjrgTJkx2Hr+ZZvtsNdT4PF/N+Ow8iPq+QSM3U1DL3098M9n+ebbeMe0ZEJ2k200V1J/7fblk6zXlWOOFM5ANct4eulBlgY8u59rkOu48EgZchC35+Eja3HtLZwUvMLQUIG+UupaFE3vyJe6V+XJD0s9GvIuIB8OK99WFQxxN7rOuSLGV3hs31geZoDitL4uOAt0fng8QvhF8xP9taFtKET5ZWmaZfAXdgXoS7J4GqMIO6RWwG05vXHRpP1xKtJAUT0gRnzcRTgxBts2d2JBJPNyYNuHeptYcS7sbS9K0GqvmfFfKW0DeGDY3UezFtQQStCp1BoYWaWpEYkgvrfAkxVhNKUefw8p+0otEMYVQX/gn6tcsmBMHyTOmomRHcUY9tnhxzZt+AEexPTl6a9Q5SynSn4+KQ91RU3EkwmivL/P751yZ8V5pxt/SDedLnV6GkoYVhpaGIVNExwwPre793NbtfUrqnMR4DnDuIRYh5yGibMOsGgdMB5IHEweWWBdY4DG4HO3O569lSPuFoQI3ur7beKaWqx8pBIAASwTv4bLpv+z1afHHcdCzsi3C8Cl05jd7Nnk18Wld87oj9JZ2lIXkqH8TJIHu339QeF55yEng4pjdZxQP4BaM6/Ma6O9eFGDyjafqUKVUzLqTwO3HOPWyRrmCT/9hiX2i3LK+mppKiC701Mjuh3fxQ27I3gtz5wWtd2xQq0SBjELs826o/To5xJp1RfkNymxawiZCUbAe6W4Pt2SSfGw2R+XedPb++Nu5MTwhqXfDXCn7Ll93Mo6bIs24gXcZHavcpRyQU8DZbx86hAJZpMSpYxb7lugmCg9JzvGXAId5TIEujBG60xnWUK/yCDVZx+doXViM96KDN2XrQ7D8bg8/6/IsnvVCrUGxvWDF3cPT+6zPq8jvv++a3E+WuxSEcffPrnpbPYLjRj61BprR5Agm9hNN3PBkqy777JMFCJDWJ1AioyiIdCMMqvmIcTgbSV6vmqNoAnyEX2Q6nAJRNzj1KqjaJ014r369mytlN7PIwAbSeb5Ox7yVtKCRjpPMl1TlOsl5ccVybfBERKsZ3yu+XAazeGi/cTwOMephURyiuTc3/lCYhkANOA48DEi2HW0el32VRFtZWWfyOF8vdqnaaLnvflJNhzzFRZvuryVtSlSp0UWzDmOq4T28BX1+3wEfgLNNW286P11XsMW/kNivFHFvZG20tII0eh8/rn3Y8vZ6nur5vfk95+Ffd3qjYaVGEQqxfeLmvLwHgAS23jngDFjnt37M+96sbQ63Q2Q/DelCjVf6SynOiVwfBdtxvU/hbKmsLmsVMaJl3ylXpkqKhqaKOVUYcLjb0Ll2JCNdx2ZBDRaE1/zMApNR/6b91RQ6iDzVrLZd7G0uD95IKcUX7eOv7ogBJzsmWZwnJn2AWDh/rDbBHGVoQbflBihL+YpeY4hUAPIAaPvRk2Ab/wNkof7oMnkNta+cmO6QwCrCtDUp9FtyygHpJdWUDI0UjSyFLIs/eUxrr3E03PwX13PnwJKJM9h6vzrvCFrERzj5BD357LKAMDI3jgV0AP6vZi07VQTC2ZyZ5AAKcTb0qevFDUlKhECXWjwMW+vmO9PXVJob20MVjK0UF5o89/LN5sxlr5x+i05TjdZywyZjQ5icrlQa0xyjdvpw4yxOEbJhrZUxfjj7mmTY9a1GMOlB1EQTAgfOjkSRzz2BmY+O2Q+0MeY0ooe9TqqyokYTw0IEGZlGKcqEaWSmhqo2VBe4ucAckD0Ymsp9IVCDCT56SCDPLi8qOi1TL7ls8ARfHd7tsyMLQQyJtBeoXRrUvuD9R0XSylucaH37pcZ88WLoFJwT7uPJgh5iNM8gtIrhvRFwtn3c/eI+I1V7nLQx2dRhQ4YM1JMpzGMQCwzHD6za5R0CCkZBUn+cRed6EdoQzthXgm1YtIwhBtvNjPviruaVu34v/CB5X4iAIbGvOcH2VJtisfkDJiSmBQXJcykXMgakTXh740ENfPq2lqtluPvcx4Mr0Zys4o/LxFMKvsjunpLyP2MPiQl6ULK5wMuXebnRsJovNQdPp+yKMr4nFklkcOB8MXbFIpKQlsNwdb9NAhdMnndCKeFYrWulrplgyjOGue6GszCVmPSueWrGYQQUuMeDcJtKrwXKha0wpfVrxsSh3797gnCHAxXM4qUdQrFJ2IBnlsDbyjXKk4Ivpt7vD8cPh8+Pz/vm8+aTXRcjLu+XEH5+X/F/9Y6Pno9+X+Zd6l+UBnkmQXaBZ8KRNDbauntZB/RgWzYh/VGvqEsZ8tDx5rDeurJW4YVxa4jm2cLjxZOSQKUR48J9fYhM+p7d5pn0MXWewVb/FEboHYQLLo05yDQCkRhljPLat/LlKM7zZzphBVbu6rhrcMZRsGNO4syYive9UL7daxGQ5BqE43xei31DNN78U5l00SZKq8e78eRZo0S3gjWWZzRbJRS3p4NeGIT3aljSAdMn8ugSiPhHAdqVQ4etbfhQiCTn4U45hG45eVqvm/tsEwFghGfZ8OXzvS9+UBQOgrTmQ4mqJguqnrjiKbc/MMl9YqIvUi0E91wXkMok16cdfV1morIyuem++1mBq7Yruor6WsIs2CYxsp6BOHgokLFssgVtXZJqgiqD6kPVToxQwIR41m2PdXDx8HHz8nP4nXS0028qwKVi+3RKN6C1+3MbmN1Qfd24XKetqpUKLpvPx5AvySgkjN3sGoOtOPVO79t5hRg3BoyoDq79Q+k5WZn7S3ZkxAbsD8I3It09UEqboYL4CrOX2o01GfKt3KCSmjllP6RD/tDHn1zKR0ldoh/hboCwbOAsX2WHIK2Q6J8k/arcdnVcDQwNvHV0Tnonu9PbtoKTaDwO+8P9NsmTa3bXr82tk2sOtEUJL083g1aetTRoE5OEigSsgYyBEFlcDvez6glX7a32bueTpj/VeXiK+EGEOo+rSQdo07qF36unbuwiii4ec/C/z1tiRPzNxe2W2rw4GU8nd1t8Fd5Yz7aukxZqiqSnrbmmBrVJmQW1qjXslxiYnyITSis6Ee7mTU6vCY+3N4GyfT57Hx/n41U5vd7bHalLuxZuC7Ckfg3Mnibcd0gdvFkF3iexJE1w6LqHWFUgOnIfsB2he3AFq2Nm3qF/TlC9iMVgrqjLDsh3w0cVe+IZEoY2faHNfvzgKm2yp4VsDkFMfunDdewrhombLFiQNpRdpjLTbhFopzzW/sE5KrAf7XLIjzfTwepxsd3/BnGpYREp3oOHZEYHVS2vM8NWMiOfstn8szP1cQ23niQaMxew3UQH4PK87NEGhXL5m2F2s4MJdXfM7860Rhymhce0fW+YrBNrGxDQqiD71XBjfQbwKCShXO+grDRtyP6IvdhpIRqZ1PmNwP1BiLsYKrO41f4aihSZYBJpQA43vvAsvlJ9rOyz/UQEm+kcHW2NqJhBUXKUmy9jzhgz4g9vDTCkCcOB14xyGi5T1eJFqV7uFnQTMBS0P9n8Pqx0RGm5hXpvmj3K7m71gbq+mgGNxYb8LiKOR7ZPMKZ7ILeQjtg2shSyN2fosNXx9Nxe3d7apZYLQwddR3tjc2Pc1iQuSPbqOO5U9mj2pE7Xw3rWDEyPzevTgC2mt+MzzVqL8U7clF5nMqNYvdh4m4TNZdSB7eDbx+bg52A3G22XPVMLn+vp6B6RWAwel/fZ69HBC06b++Ha+UV5jc8Vls5H8vnDUkvX81XNVMG2TAkjPL8cE9VExWII1S8LS4/j/SBJeCX4Xe7VsdMYTIOOufMr36uqnFoJD9f3h2HtvZaHjgzou76IbTtDuR3DpiH5hYGT3OYfAyXQrkpFaXmlKfsoLQHjgeqKypPaWc6g3OpxIbc6i6rKROqSWtud9/dBEBtUPRSX5T1qbFsJfn95G0noECTIiHDTiaN7YQjv5AdU/rYZtWz5cvLgs2NtkcP4oyeQ5dwQEvDA31v82qmiUR2TzMmBI0jcQ5axTIB2xcu7VqgNJYrT0OZSnOStpFK74ZbRSK5e/LBo7ME2Pmme4MwaKO0Vkn2JZdNiKp7iCSzF9lW5KE17dcer66vvanJFCGmUi3m0VZowFcZTauxEtLGU0fD4nrnMKqrLvmqtcE+QqqULAfL9V9090vUGUhdbG9lrNOO8yd96xi6onugitjJAiHK4UgMhqOxV4fqZBCGaCvbS9NWz5C6C935eYDf+bMOzdDtolGqAnRSWKx3GYdbSt7CdnOE1y0GkINEJ2axRJZYim1UowrDPF94xSvxDwQuTA4fMbWS3ySDb44pJZe5NuQZiDbbe5t7G3s7eht6O372ffe5ccgaj88375AngybCVzSvrGePeR7vveU/8YXHhIDgwsUzslvb6eA97wcbrDuz+bzntVZ1QOkjz237SBSW29pO1A3x4MlZW/gXMkwNx2ngmw0rLh/aKhtDwzZs3OB17shoMXfnjkMtD5t0g2+l9kx4HuXQ3uLSjWvNSURfFF2bB5p/CtRR33IfnOFFISQtTJti/ecpCPXk3ZRly+V7J7t1HeTKdn5+/QGLbkZwLWLzUdedWnmC+CnGvPxBg2Htl1sw7yruwNcE/vDMhIFqoBc07BqY/2ODwRZxcyTJa/rDaycoudxl9GNAJvIjj7MjtYNjIJKVm2l0zN75soTBsBqQGf1BvMU3BZm+Dv4jeHuqhxFREnH7p8rHx8Ji0K4VjISz5bdOB9+VyIskmr5QzVtFIW44Rz5Angi24SCfwgMsqtSLZ2TOsskELyweheWkqOLTuFJZrIiyB6qS4vL7ejOIJ4i0TpoziHNo44LmDvunt3ni6mriYsHQk87R7W32dvzc9cTW4Gt9MbY9uT27nwDi0GNolHEy2jUp6prK9TU41ZVywwVljb7M323seXA63RUmy1Wx1HhxrO7rObLV67zx93LjvZjMPGoBhOvI/VxGJoeiuQI+amXF8ugENOrcp+VUD9/7s+gmRRedwO75T+34fcVWrdXkVbUnHZf8Ryum5lG5VRmiZoQA3w0eXDe6g4Y1eB7PM33ObzCX8JcU1jAyB6U0mUeQ6r9djRNRP0OC81Ywv7BGoiUZ9MpdL+Uk5fPNDNMnTi912zdWnqlyjc0SpBEh+mIkZZZPbEYeZ5TjNs7CQgGTKDj2gj+6QKqKASDGeXKlnaSyebDz2bPrhyF5dtJDdxZtz1bT8PG5/033T73qCvXKH/YztcvJ9g8IJI9aBL/8r4Hr4o0T3lQ6dpd7vLrK1acqRU7cqMdu0BQ89cFZy8l3VOe2FSj5hRCiyyWJWt3iP0h+diny/RSBlU6mDWCJ6Xvj5TMNH/chdN3w0Wjaq+cvrO/zAbbtPN/8n0hvUGjC+J3Cbv4s5AF+3WqvD42rOsqW66/61IkbxzUC322lIaDZlx+2oSVUXTahLiPpXrpYEGS1BuRkph8bjjc9lcuuEp88rXCEcB/aoOqqHQ+gwOGOvpFbZUKbPu/y8SeGFIZRwZlRFa87FyRt0yl4roE3sCfbQYSvBAKlRxIHDo334CfjZARhYrTLLyCyyUDIDmR7lPTtuRfCOUk0kPC+KPy+9E56UdRu9mE8x6SjCWmIVEyfqAiFqdh+EuANJBpJgWO4Ekg4bR38ap1a+PjSP0UMw2D6CCc0fZuebuTrnnEq7dgt/6D2QqWR813oAo+n5Sl4BKWZh7Tgg1BAsQ+qKal0VEhtBePa/m0DnhVm+qCk2OMeH9SPdaYpARqSLlyq6Z7cvzig4JKCsl2hValKY6QFohdnc4xs7CD5UDzNiNBC5HPovHHV2KQluoyEJcCS5L4DjP9gTzxXFnmCi0/g0C1u8Hl/j82+51V1YD3vvkHGBbqnUA+hpuSyuMdKxf5QcTW5+WN4NHx3JA8BmQW0JC0pjh9Zq0RGY5jybY2kcu3ANXeWCKnbD1cKU8pOAdA/9oDpPXpS7URO10zhH4mKxnp8hZ69WQddAJnG2DV2yTDt4rPJ2Yc5MTltNzyVOPrptoUNEcNGZwZaF7z3KSe+DWiJvmCpv8ob7Zb9HYzaHHfjhtX7nkZ/ORMIdutWV2MFpSM432Y4uSuRyMOTGfONOqwkHZH+YEEJxjMZwv0zVe7EuEYB2mC148uNlZEJZBKgD3rSsp+fZPKWEo65MDXNNqj2EGai1eWnSdX7mnxuIk31BMSO1EAdnIDbQJLKgl7EALYDGNmYWpt02/uj6Br/TKAl6ae8IkhQblReb1NueyYVIKRiR5IIk1a9SKeCaCNb1R16dFRSghHjAPc4ENKZESxHioBdZcbfnMb2Vqui4HyKUprNwfuJerFAbbKTdt9LCPsPQGuxxZXlRlRspus/LUspxQXvtKioQJsTXFSOPg5FpjR72wxv+fP0A7fxglQZxbrfEkMuT5BGjPF9pSz6VVePUF1hITaFBDUnU1fxuygarZEC3+zOBUhqHmsE8LySJc41YZj9y2d0str61a4uUPXqfT4Ah9X7NtLL3097e3EwJb83Y+sI3t+K6sALM4CfcHyZJOMqMoJeYXTzEmQcKwaBsmjirWuBv+Ct+RhZLQ2D5i0/IJ+KbyK4PNf3S5rI6L+PUvPHAeWL4+/h7+fv5++0L6kN1ubqap97HMMdZUukEmrZfpK2paqrqSpGrhFarx+1r+H3KuZmH0/WZW8o6u94kl7bOLLPOZEwyaShOnNZ1c5V3H18hA1KlOdTYAWWwfEJBouQ2Dm+uGIqdFy3zEJYh3gUVdHDfbxdiG+mlkH4OZk4MpAEh4w5iALAKeDa0oJkI0p6H/F0GDpIE2nmCiv+DuKCGGDKqVLZxJb94MMLPm3p6u/uLvaHDBgvV56NZFhnkFITibQGgOnCgmL8fB4Yq79gXLmQCIQBN0Vj5kPOAG5egvPgiHB9U/9sLIbgbd15EZsU3yXACvrXZGmkEQrHGSmcFQKup4j7+B6ayDKgOn88p5/2kd8kH2DoXpxHc6gTxnXhCUhIVhYFyMBCSWQkmWBOHRQ4LpqBu2s0UUTpPnTmEdYjmjvlzFWMv006nFV8Y40eedUlao6LOonNd9aoGdjXARcjSYiAja6os7SztKS0qjSa3tuOR7Mrrw99FvuAzhBOFvj8v2c/X4JwECMWA9ilA+Ihd2z00xYdYN2ZszXAyCRGj3NhxO/qJCAX1i1JTJbURlFI0YYpo9w3B2Pnp+aqoqF0fhvftUL9GtULRuX3hFRrGGhn9TyhvXRqx/21IB3BEQXNPjrAfTLBeIew4YHywAHxhTgXomTVbOiyYX4XT9Q9D6fiOICCyqH2i6IGOq1k9raIsLXnIUSk28FRiMg/1XIIoI7o9EQMBLbHgGfxkQw2wpVHEyDYrfLyhwIUBkGbLnLJG11vz3goZOlMHcL1ieveAzQ/gATuJqi4gSK3TlenSeJRFgYel3ewC3vJXj9gPSLuMwFfu+Wrmu0YJp8LRGprCAv7Y/NdZXN1c3VldGgOn3tfAFWwCWu7KO+XXYgt7HVKhUZl3KxBPbtmUR1wxFfz9IehRXiAsnSxyA7Z3Qu/qHAgCJWwrcIl+dKg/doTq3QSdY7SNoxSdpw+h+KBHAJkoswKfCBLbqyIpQTl1YssfnEwCB3mQdOLhClNxATQ3wVTHd8I4975njPqAoTShm0Rwm/uPU95MvkDOrapaInVGOewtSuHwOA0jfMIGOT0zanXlxdzz8kZgNXIAeMkh3G0UN+hSWF8hMlQsOji/zHxkboqjhqsEoMpHHw3Y5O5Odm5oljWhGFafdYoIdCpvov0RT10PTvD8pXnPwZC1WO/wy36IlFP7bI+FJWUxROmr6GoetLlAgwQlUMATlpzBPx0Ae994/NU+SCxzvxZus7EwkmojnYfk8tfUWNOkjUdu2bP7F1Kt8+LvCxkxwgOJ6oS5GZDLxNbD9gbZP18fTydLxZO4SqVn0pC14FkDgIVyWTWJrD3hwwYcnmA3oXHSrrYC8E5Had2LO8bbF5XJ+YYh3xvjxsT3fStAgVynaeiYIoDRawuCiGxCVIaW+M16VZk+ZAausGleHGfrgquz4E7zLTXr93zZjXTy9deSKaDOAGBydzCfT1zuN0iabeOvf2jfa+jZvMhBV1UEURojcS+uM6BPV92YkaGK9s/kSBPhUASPure7TWQrShaY5pnW2JZGuB+NqPFmTDMrFX+jLXQNJO117+Vle8hatvJ0cksdHAE1BAUH56VKFdZC3QF9jbiiUU/RthXJWzbv9GjkGUZfu12QqQNEHMiXPb1TazXiDAGd7TIVV5KgDjgfbL6/tytTsuwzG9zAPClUlIK8wNM0ddgrwmdk9ErvI/jzFVmyrSb/kQw5PNcgS6MuXohZsqi8tMhl9HWph7IkwQW9/vE5xZur6cemwK3FWap5c/zu3DHkyvWC+Z2OIF9gwZkcdrTkP74afeUIcCUAj1ePAzkwDxxxjtR5koCIUFj7u/x6qWb+xtsrVUeWbsHx67mgpIccnPrSkW6ynjenKEXkuQsNYkBs54sPEOYNTw5uslPgNBh2nSt90mWpDHY04D5WK0XTYSRjUpyCdCTTlw8eQhj4SM2nkpOZXQnPBroF6ApgqhxvmPlEkKpXHuBSj7Y+z223p4Emr8WBx7tcIcV3OXU+0d96XMbsyQcQXaSGL584Ut1vtO5U8tGoAM24R290z05DXtCmD6DvacvrcbiNPWtc2ltgBcy/uDxhhmE6OVm6f4VKXzJ26jTB8M7T0OD3FUFXV0o5fEDvF5/Bm0SeAxukpQ40uRg9/+NTOEod5fIgQR2tx6b0mfIf654D2XfFb8ha3/XZXnhj+MQODN+HdpNbWl+gF4DOP7+PcDqh9Dma9Q0HYpOcXr4jwXVXYHJXVXUarJcgoucT+LTrQBjowvqnnT3+RKMeN7SLMmt/uLBIBiNHMj2OggI7zl7Ow5kwFimV77pbgVD0qv7ATofLQ5PuYN/mM5UuPsGwp7gC28wWSUsFRYf52t+hIwt7EvcdAjsPyZ6CBJsw/xGx3ZP08kN2dWpXWD4or5rvo4jprVtFqS2S/WgBsqGc3Wm2r9rko4sbsprF64HCePbSGo4PhIF9PXoAzKkcwQqv1lSzoy/5cgtGQ4EGaRLwlafkXjYR9rRBLB3k5z5WvArNDZPgrrJbDf9QDEzmV0ow8vfij20Khmbwd0EFgTIrJ8DCB5PWhsxAhB31RVGDAzjQ7+Q3ZvhAORScLC+9Ont244ybLnowPw9m2qpWABVVZihO58kYE2DnIECGEvMboMe7wFcbaUS9a1QpW6uCp+DHCuh248JMIWQzyjlmQ7SZCmHas9M+tD2fsLjk5s9nIC+D5aZsm0dNzGhcxbqDSMeRFWH3NNUv4+eF1XudaGfFYUFO6ISgyzZuHdn5sX6E8/1jaQaVJfhxKgL3MnvfyqFPmy55vH7v4UbVicOLwouzDce0eQFzps+DIS5yin1D9ZRy3pt+XP6wVDTvYM7TFbcdfSksc/HHw9fmRK84JipaVkaqqrpSHzJgFmzbwsasdtuq0cT0uPA6lO+eLrppQKhq+ToArTkh0m/PzxS39s9IFMImHvg+4ZintovvWdRsXOuCGBrDQ8Bje3/w4ZqzR5d8tnJiWCSgUIhSxYktHEYDjcuH1uhMgoIi6aIZDXx/yCpuULX6alCVcv9jvDJ/Tcqwk3X+zrAfIoTQz8uwKOEAwvFboZ/lJ8r7C71mZ1v80fsrb7t0ntQAKw4TcWCQGzHCGCQH4KBHTswbrKfoKPrq4J4U8UGTIV+JPN0WGEfo1jbqAhR40sEUKpj3SDaudg9HD8StyWct4MqTuUdWMBfL9wvz1zBl74q69sNG+/Mv7qw2QIVzaG4MLtCUJNDWyj8dWkjTgjweMGr76o/IHqhdvjqism7KjRw9LD1cPhbetu+Tj1ndJR/ZFx0brjU3Q7wqIkMS7XQ8i7o3N8yimIoFCwUVUJZQmlAbULIlOeI7Vz7dP0PDkjAhHs9YFxklsldXORxUcntwlQBqrIsL4/flvz9O7fBOwMbyMoNUwZced+iKhVzsWtELUUR8ikEPzs2WJNHIwZUCtlXp4eWwIpIrwU5JVwbz84oCuaFN+eLG01HtphCryiBsgVMLV1ySux+odykGDskiNVuIN8xDNANrwtRijaMPOJS/1OK2vZFDg3vDhMNG6yvFuUfiOMuUhIMUk4C0thJI0PWTGY1GOGvDw3JGVYWSPTXwS5AlF5hFlJySbj1pgWCkfl7sekeePXum4X06uWB4h+vZjQDPHgLkoPyUIvzUJP20KlKwjlTaFHEpYlLOVNycza3Nvcwtzf+cLSqklhkgeJfRYsTDrYX6/4rsMuNO+72cDzwXvOGkOefiRMyRnrmqtaG1s7W6lb2VZlyOXgx0Svq7etdAIBCo5nklUGjV027F4dI7deigjTsVhIwNwPNli+3ETJQ2Ow/jLeCCiqqhIYabka1kbRmegZjm9w4uI+blc6H+Vp4t5kzfFScMq2KT0lm/jx2otrEc+Jw+EgA8OwIm5DfA4xQmE+pGLgPR9zeAQhxs3Tf4aRpwVR30HG8Abd7GKcYjRoxiRTypemeMLHJ8kBSBJnoSaaG4uWj7/eESGZ7PY5hYjsdjmhhGiU1eK2uVrNgBQzuBFNvBwJmMRyLeAdlIyTCaaYoJmwqrqoztjbXuak/rz+CCLO/XYhPXilkmVXilPz1gsPvbc9KIDQ+twj3MJBayRAdLJ31Pa3ezvcXL45sjmpEtZ44RzXbjN6p/0cW9JAmlaik0nALF9RHNYy34y6FLMOnVCE3F1P4WQ6UvcbDvZ+rB1xs3sdiKJ6O90Uh4oXmwCg2T7lnv1QBzWoS1B8+KvF/9zMqqcu38JdvR3nPjTuHa6hILKPEsRc5Ygm+B/hIBikLhvNqClBDSwWQH8bddEZ90PZ/QgnT8ZbpK2etz9UsjT9R3s3iu6/EmgD/Fbz3cb6Z3GvJ31nR/3nXTjsaUuYtTmkdWj3TjlpRyCTbMcJ02t6f9KEu2Gh6Xu7uIFl2P86I/rrqdH+dbK9fd9i9THXjtH3sdgMM1H/5ffRUt1Vsen5dIprqfu5J4nlfTF67bnkdVqryffi18drmMBGkpdNruh+9RZLrdX/0PL6FQ0gMMyVsw5wTt8wzui1TbWpPO6uq7sY1t4FqXqSJqfKn1kenZpWDHSPEJ4la4hHZMbHnixcap3nEzbzhLzSDdEO7QnOn64Ez1uoxG8kgcR86RJILEOjPwdfD1tSwX7ITYsINnpX4io02hb+bJExAD+2SkBsvuz+f1rh/eKSP7Jc5XCfKa8OAqBExgpIVA5lP84g4Ca2K1hKHeOfnwr1xzOSSrt0IK+s3jwgqe/TFUQJ8An2nU0hUVlp2lligUl51VWYbaUtoi3AYvq13eM2y3Oz84jy+xNyyNUDyeSF0H1tJ5cm7tRbiTsMZo5xFPCynPtFc57R5n60UZJavLzBPinU61Nbjx5/P5jcRXqR3H22tMpjVZ7d7jI0/eXu0MG+mWECo3Siiie/zWdt42e+NHFWy4bRTtZlEPy6sA3/R0psWme3gpKSp6yZTMd+AmenOOqdFpNCE66mxbITL7Qik0kWp9YgJFcqZ1Tgpuutj0lbxyoMu70vg5EcizolIj1YqW8v0gSMAHvszhRIEj3OBmYUf52SQATiz2Sh2pVszQFcOB0gOrVJ4h1V7yx6E7hOr4mwTh+owpxTIHPDC3yiBPfZIvhOiiRDdI9CRHYX4A3adEWm+OoJJ56yV4pHRSv8YXmj58Ar7BvoDiAZshyXs/O2IRVdyK0LxQQslPcKkTxLke+enNSrCRvUvLhM5AxoXdpJOJCQWlhxNzDbYSRfpGDd0LiAw3L0Gp5XI9RbLTc3VBIRxoyiiOAolnOeP++QgjueuJCWAOAePUI91H074o/Um5hdvXwrGsF/8Hv2w7pRSe43V5ZzJCgdNMwAp6zqondCilXDmHOEy4kSGafNpdl9+eUL2/50AP5rEGOmgmh82d1+Ua2lugJGmaekM1iApnlu+qlF8/o+en45Rulk0e1GSVPB1EuTU6mVvUdLU4S9wkYUiLYkU8mngkAWks7dAqnoGTjCsTq9jldPDx8NHKiLbfRYYea6FMikDXiKtbB445fGQfm/vaPstpMHrkAOD0jJsC14oNjDC42DFft1ceA3I2OqO+J1XXGMV56veR8F5KfGorILj/fZ7lo0txD39gJx95iAtNAHwQPwC7O5CFuXBEWn3sr1nK9gJLyt2BhOTgnIW6X7G5pTmy8cKEyDUibgzyzL9GXmvsf+DmvB5hEoXVmUODCTSg4KtKuHt8ZXzxRwedKBTPaZQlmhb5w99Au8AvR2FC+sPsGDPHjB2TlHTLeZi5mefSLidlaaSqRFYKlASKxnm66KffaHHCRxCrTP54WhnYuOASJz3SWyDfu/msyObl/dGrUbz/LvoIINP9yqAXWTIJZ304OYBf+nxleZ4umT8DibBar/1kgWyQzHzJnZwPgRoH8FLjFatzDGmToBPQynkXOGbxsuXLi7viN8LR3kiaR5aJeFTIT+Huwi+Oyfz4QWEeqgE4m2ygjYvzN5uRKWO2WiQHFv9yDgWLReN1sntHYrqOonm/8jlx4H9gSDnMP4HwAe6eTm4RFCGcDOET+QHyKYHFtgKsyrU8RakZx0oYmJJxNHGwcfB2cHcwvt88f1uSrEhR5XmK8L0VJxhgrPJFaXwX/MrzKGXYyMzS1VDTwFbHWNPYCp7RVStquwCkZeFhGVB0IDEAQge62nX1hQ/hBxBS8buysbEqwx06t7lul0jGGbSEOod2IuPPgsC6UUwQ64A9Dk9u/5prighQ6gZpn8aEmUbrP8iXc/26A+sbqOvXZK6IQTKXnUdJOGUcRVPujRY0YjCb0fcWbDCFmXjIMtl7jpZe2NAkdBNnDA8CShwe1FP4/ZKknXlaS2xJKU9SbVMGAiXc25mvqkGRp3QGjwOfeOwjsNLoRhtnNuspi5WZWmeUwypbjM9iZfL3xVJsVByBxRcrps7ztRDdEU+gI8RgL3VwE2UsaSsyw7msYx8crJASU1ZaNJWlzSobgxrcG5JJYROY6AgEWeFnV2+yQV8odUBi500ea0YIupWCiGxUBQuWC/SFtKq4qzcyaC80k19YDzr8kwgshokRgbGiwxk2Juvdhfw2tYL9Dq6vjFR1j1Gk4loLl4rPmlwtoI3Kjt0S0uY3i/qU5csPkpl/DrjTbSwgBKDfHjIyFD6wZC3WuAcpApdKhRda+UarebplMnyY0y8bsIH+mYEdxm3KM+CZmZdHYXYG9fOcwg7st2+8vB6hHr/mOXfblIftX2VSZ4i+BecrXsGyRrjAmFBUCMbCGMrNI6NzYAVM3EC6SRat6Nxb65vFsDYZ+wodQ7+D2Ua7YFBhLvxU8Rz8ZEFIhskkwCfMLd6XO+BdaseNlLfy+7NAe5JR2kKbZtbqp5vMRl/Czk6jz9W+9VJvKZN3M4HGSBHp9xvkxbh1k2imgtWrLeNz0PIpY9ocAfxBQx+DeuV68FU+ZsqS0+BB1uit06NkKNNA2aVG4hHJhutS492A1Pgl1vCjj8cPlEWG2BNqQ8kHcvY5Js3nNt2DwNX5fw053X3fFPgI9oA1ecTVfa6oNRU7G/WeOgjQqc4sTS+BYwI3KDoqfjyYnthK8zAYM/Sgg3718deiV2IAD2cy2GayTGO0pMewOFe/dGnrHlmWpDwnu+168Wy/j9Z9fXkpp6LwP0xfXknSdgKGtjd0QSHCbMOrc8rYzP5egePSu99Kf0n1ulhNfzy8ftTHhkf0mkwMPpxCzu0xztmDQ8jDR4tw33UUGHASIs2Ct9BBREq2xFDxgV/1ph4kDcUbUY4Olo8HqSjkEugLKYokvnfEwqopNo51Kr5vreZJtq9jViI0hsDqXQAty4ENjzldrd0Mhx611zYHRKCbV6+vtHwnTVbgzkF0T2V7r17E+ywnuFeRU/YvQM6hOT76QQ3P95bbQM5omTNvnHPmEBgM01KiGvEwXOxbnWVtwrFWfViFXt9z0Qi46pOuF3Fhk7GurSruNYQf4zdWSVat27BqTC3w8YTOwbecCrkdRzzcB6hfDxxuwlKnAyUou6DdAjrayM3jIpynqy0hHRaA4CQi0tiTN9HuxOG21UcEcQkfimjXn/HHvMZbarqJN0vNNjxMC8kIjMnuJuAHMCYYCbQZUGYgG5iZsEjoqbaUhXhzak+VGbBS0GP9Yr093eEPq+ZijjqeYxS+B/LYcgxtZZ959lnb1rKta1ncwLyKjA4cFkIqSChgOjGdocvU5e1B1ICzzt7h9LG4fsR2DPUwRLoL0yLQRSeHRtUQ1ERHEA0a2yvbW+tq6wpKG0pL2lvSPyeXx34qAAG332mtbetwhOxoOgdQbNH2EyJrDkkYET/cUzh7zW/jIZZ39auSh8vsvLZk9AaSsVUTsIIw0CJX4x27HVFD2OGcitCgTPI/vUgX+V1HDWno5WXYtK62MyTdat6U3myuRvW44LiOQmJlkENx4E8NtWczhmislULtHDApACZq5lyj8RomTBgnSzpiwBDvTfSGqUmtox8YhlnFeDrZI+AT4Z31VomxeM4pZjonUhOP0XGJdWqZEixZUBQ2b2Re7uThYrtccThutHN462bqycyVnGUh25IXv7PhT9HA1MMlWxJ5wSCVSuIPZWX0xzKEtwiQt1J6+UfsubePq29efPl6KPqqqvRKqGADhxzi2iy3N0EXHwI0QCVeSNdXAwQz2vq6+Bclwjl7WoZxX7e5GsEYwfCptMfCXfD4wGqKsjhXhRAQZyYgiM5wNc1+KmBQlFdfq5F6asOl7Nzo1jwLaP8rIIkoiD4XKlbE1KCBplrUgyCQBS6Uh+Qte0l/666uQNSEb68+spi5ktCH3J5s7ol6YIUNiVKYikGSEYnyGDhUn0WRShp2KmYqnhq6Gq4aBrvr1SfL+ZFcyrAxJJ8SNJphnxs9irgYY5gG0Ore/PV8WdEDGp1Wp/vzXAPvuQuQqt8YLwPv2+gT1mRQQJqM5MaTmu4z/qIUeFK0OiXEdeCOgoccsffEeUiOlx7wm+As3fsBj/Cnt3ii9KwvhpiHTcwWtGVG0b6iGNPokXBXSUmIC0AWz1E88fDJ8av4cxtHANQAN8R46mkywe9k4WzYlv6r35ChN9qks3SAgmyu5u16JkLXKcw4XCYJkQK0waf0mI9hUchUX4jMEYWWB726xL0a7SnNc8N9j8Ub8fzc6HAjRHdGrEnWL9AvkcYjDY3HO5oB9y5AWIAa2/Zwwn7ifnaYOBhI2m6Q8+Ze1gOagwwjjE5GiUG5okXxYmhdFWQ5uNAMRMlw+CbVM2hy1kv49Ta9gbu0ZwiZvnpJu9sBwCPWcbwFgTmB6WBSxPGl3m4CSfsMof1izlc0I8OHnd5j+KhRkjk+UbS6QOVSr45ieRuOdMBVz7p9FsEnfr/C1HKbqIUqvzG+SDd0Y3LVG0NV5kjbA3H55O6uhu0M9X3sfYx9nH0MfRx9/tiYXn9+B3nZakxe0V7TTtVM19DY0uqq9bROK3ELRzP2SG6cTGeXUGYrkwyWquVnEgofGNrjbkEBblHhzp9Wy/FB1kxoRcHf2pcrtb+AdwqtULkNY/6shQ0BrYPw0UYADiEfEgCfrpjUSoG0YyCIeva+5fX8wOjCsvtfz7Zu9KnQIVCJSzoByc5uRBwXVHLnuLVTS/DopwWEQsW8TsHj68BDZrd8DRZXJFROxv0apqd3QRZYJrHXoF5x6h9xj6u5WM/deYkehBCVI/okGYFo+KFaB1WpomrUwAG+VScGcQNaSOXUO/EJbkMEvfTMvBq5dvvYv4sLi1uKa4ozFc3G0f/Y11FeHMw9DVdnIHuOUK5zdDm83Fx7a/jn782mKs+qNrbcTfamR2soxVRdSZQ3gpJ++dCvAb3TTGdWvKqnFY/A3LAtXA1MjhYtnXDLumIZldhEoWTbdCgZUdcfuDh8Jo8n+AhXs35FeoDiNj0xAyXsAAHYn+MmU7fAWKYZNekkkthkoFYpv3SbF1mP7hOKQbg1IQXqX0OPYyIY11iD0xFxZ2IgwUqwDDt2iN5yxaSisbYCMQx6c+Sk5dFIOlhIparDG/gWC0IzY2SgFOf4zSjbLR8KB+q6UvIonGLADATw6+LvH/K1NFaa1tqnwuoAc8onSyEIx4Boy8KRE1JfchHkUUAxTne9CdEiCILb/D56wD+/2dJaFIW7SiE5MoN12q+trUFjAZT45jgO34W+I/ku6F4jvhHPBbz42daWWSNyN0QIS5KcyHFkyMQp4cQZI0xkuzNv2CpIRQDxZiDoC/wBVe2Q7ogLEisR0sEnNgy7+rKTc01PsxzQ3/NY83DUCMXUpJOsWiD4rLjvR0P1uwSk1Q0Nsop3pwcHB89HR0cdIWG5wn3SAO4x8Z8KKXA/hOMJygS0sQjFpVdsyBd9gwDGxTE3j5TKYyWm5ipILIXS+yXTaT+kJxHik6xhsAAhEAo3f6ge6eRelIfRVAEl6QrE1DeB1HUFKCibEMojzdCkosmpFepzfyWfKzZYyNBAkuSxMtAzrGVa2NRcVWpz/knbM0a1wDaCV+oBKCL7A0XtBveLo3Q+Ao1WXHtvB7QTGOkodBgbosCmrEQmndyJ7RQ3NMvlNLYUWNTJut5aUn6isfnD81HjCER1wVepgoAp5k2nu2W/wZmw8HE3wzGY42gvHz8inkhci0V04Gfooc/3sueJ3Ov7+meyDVBjDPhxf4FEOiEMffGjoHOVSQbMAN/lY33dMTZcETOLiWj2NiDgi/IUR5VJy8RKmnxerKMbVfT6i0/gZa6m91FX3+OHMeIPOop6kQNBtdZllUr5wlLauYJyQZ2rfLrkRLMBmu8jm0dGl2TXRBdlVItqMvx22Zg5OnkElGQgGO6xlFcpYE0tmQ+QmIxkio2czTaLC9xL3dS8PeM9fZuH3IiTRB2xJxEbhFN/pwV7uu3YbZoouzHFnlm+gJAq8zVQOaeSo0q4MHyYITssQr6od+Std0JqQbwwiAFfQurUQ/5RzNl6DSS6zxh9fpkmSHgUgG+j+abOQpNtATzXAGpHMQFVOWulZYE5lmQQ9G/6NlUCrXlmEnl66tQL0oobXbA03RBI3UB2V7XEJYv6ZGyJ5YTUoSVH14dZ6iQD3bj3nif6qArUGBLf96dkql5+PWgkizhs2BODqAKUFW75QTK0nRGA5YvXZizuy+935epAjmhVwAoQHQX/gM+FRqWThEdOjYK6j7EFIqJwmB2F/tfGwQiAKnbbAGwyfI9vsTOOKSUW9XuMeLMzSLpd1fnJ3YziFHcVxwejdkooi0gAhXffwd8uNVXwOdRyPeJBa28tpxlmv5p4eswljqC34WHQLyYB9+p8y4Cv2YBNmNGhTOxQ2eyQLuCzAJSyDD8Ebt1tdLq28PO25VKmeakpQ7xxDzAnl6kAjQCnQTd6VTSWjT3uV17My7gPtHVL5N1E68NJ6yLmGHDgRKsd7s3LTNMVV0aREHnMMpOFAnUQH0cRfMYARiUo8y2G773daZqsBtSvPnz8vqkWRhrM1rgqztSmW5n29GbE6dmJWJKyKU0k0sLKxij0lHQvbqqeGa9AGyIdAQHiG8oEu0/z2B4cHbYczBRRXIQPHEXIU57rCjoK5Hgb4WFVOp023X9/+XzWEukHHIBEawaAaSQU1OchoZ9wp2EVIqzFfmYEVkYNRjWOohXlGkDlZ2S79916kcAE5bULIxfG9ya0Hqew5wMCPQQwMyZw18Ci5WPTWvWdfHbnO6CdAzNMF/Bzm9kiywHDFDA4AXddEhTjMvsPCZQrYwVM9S3rmdpZ2Rk6ON4vHp6NfY01JOAa4LJfMLBdo4pJFlR1u+iWcMxze5ncTDYxrcwAwHrSZIwXmT0qyFHg6+ijAqaNJK6IETHEgGt3OUQF3+kleFFTwoVpf3ih82sDGtjfHHz6hYyVUzFMnhilrPpj38n2CFJZMgnVNATbAuDnK63rMldigIFG2HHRPOOM+foaPSJHxOJGmRSWpDgGTpID1FuDj/LmOa8I0X3B3+07x8p/TC6mLTVZEAvu86vM4KRxahYXcLrglQ2kXuS5Uzq/LIKdap4rGyALOZ7KP6a25J3LquirsMRfHdo5fC++9w/3F5QowSE4VQI3LWJVmVi2syyk72itBo49bbPAq8RkttkHi/JBLbU3t3s/DBcAadsBnIByQvID5vV4XyG4ZdCUlGJJcW+kiPQIt8NIFCaj7QIjvWqeL4vTuhqxNmB3zRRbdVN0VN/VsyNDlMZV8DsJutDrJB0JMs6NQhqHXXNay0eSI8gnelChAMCaqCSHR3wp+zuqwE3BwlJ9+omlLbzk25Dfs8OKCpkLMifFgGrjlJpQW/TQtl9wInBUd1xnzX0F60cl6PfGUmahDTzbNJL1hsmUjc4rjygknhRkS4eBJAJGfuOkxkCSr+swD9bvvU74OZRi046M3zlQpkyPTSbAtQqcd4odjAnH23XpOnt8Oal6jpoJaoc586N3vAzcgjIZKMe7kTxCIvi78MOE6wZuvFwJgqzanJi2/pZiyu+jEBg3khZ5dYVPFlAgQNuj7njs4IPaUe36MT29masRYssBQzng2IoOoyYvYZdImi/SotA12GmxEPGaC7jJmDap/1qzaI6zIhUrMJwLOxo7gplNMs1e9dkfR1LNsdNfV4XZOtTatcfXz83NTRHjLDgo0ZeTEVIErtr4cz659uWYQqfd5vLUDojylFviga8rAcfzDQwvzx3PDleKd3b6kvk62GNSZaF/KfHHvtfH6pjv9kxseRnfm2a9riPjkfN63jJLlQZiVJe/nkWzZqGFNJf3jZfxeHw2P91AmDhz8atetgyd9/r3xMtqe3n/iSGxACG8e4SLrb+OweN9ZLW5WriRHu3rmaWkYiGIrXr4/gqhvsA43Dg6lxMQ0uhSTn5PwHo5fdcbkAdGVzRvH+OyYDy+PoV5YWR4I3sLs2uzV7VXnVeZ19X90wTbOttGTBOe7U7aH4/rtza04+smXZueee8unCJ1HEHukZJXZj5eboZOJ9e36+Px5fG2pAeqlGud7j+Or3N7JWQ5aZ7X01Cu19Ld7G/jWao3gWfPvwah5TKD3kRSf8lyfxf+7rMx9EowvXXJF41RGEfN3J7v00RrSnfiSZxw4Uk/WOMuDiWfBabHhY655jadOavxm8vZFWCSV0W85suWEnxXaPwkuMw3gsyHeefCspsASbF+UOmpQgdywVGfh2SOYNqaco3sRsclPUSlSx+IEh2uVTA0jGsk35Qo+WCy+4BP83uEWRhek70oJ56VRhmJCIPqM2E03NNj3W65TBGR9/XRR1yW5duYYyEQ1hVR0gnVqCca+f2r+Cv6kkyfvD1JLjRQEKK11j27+2fkdGaOLp+8dMG7dw3FNht8MBfdvsCGGkf2ZP7NSTY/U+9hEwJIOeqF1OOhTrBSx1ppjRX4lhE73IipTaEOvAO/MvWRe3L0ru0SFHl/nfPs2UVE/orKSpGAfIviQ2jY8qBEyXCzNjjs7dA4PMj2W9NjGs//Gt4tDaXrPqAn1/LnbkFIKOCTOTS9tlqbuH79BAIjdvnFB81tsKYvMjKP+/aSFVMkZZboslC8vPVj/Ouo71yuSd0mKWQi6/58dX31eHU5VVw28xKvGrYF8kqwhGEefSOXdnx5+nk6LesrSxKLtEoGntXuXcJ2h9/azthd2elFJgcQQryiwZm8MALX9RfOquqaSx2XDckMMjd0MMjS8DPEDZT2Qy87R+mGLPykviJ+BARfHYp0AjQReiAxVFopEfrY5h9tpqX9k91mgjDheGrM5RHcjjvGql5/8Rp3MYLooLZN5MUoQCNBX4Y7p83BjNUqAfiIaWSYN/9q8fK8nJT6uzs1q6IicQAtREDrXooA4mk3r0wd34li344vErs1gnbD20zKdiJF6KXcajbH8kUginhS8z6CzqhUaoreedDYKZ4oj4ShGU3jJc2toVqnzomIED/9fq175EiQ95u/t0VxLf6mNuclFSk5W0Ky99O+F/bu81JsMgMr1WWy0U2t1mpLvmokKuAvFMYwWOenZlh8OF/ok/dYQi596ZTfBPW4urnYv/kd7Zp9Yrwh00b9TMw80Ekjws1Kiy3Cok/RtOcGtEhKwWgOhby59ICPvXGI6ZDJb3CZR/TnOx6MXrAnVo0PxibsPiAwn+jO0hMWm3JayMYIvz6w4/mZvone3V8vAN9b5lbIF44A5/ZUhQ6aYM3llx3J1/NmNO9hJLVXpjbybwPZmYrY+fr42PDNiFJyrHfTUkLN8QsJHH5e5vh6qU9z3Wfz0Oa0HyE9oLoieP260bxAtx6m3U+eF1p6PphyPibR+H66cn7mTbtvmC4z1cXjkvIVFHS8v5NOdjyfqlT57vtc+V5x8L4GxfheimZ8zj6yP+4de5t2/mCj7ySk2OqafJyW2Oy8Xfa8X9+89aOBxoIpyJZ9rlaN6NcPbNB1vd5j4bk9ZLXw3d/FeIX0a6USFnhvjb+k7/9qvhDaYnkUdwzG7br49uCaM/yY2+/7LoM4PPmytHgXa18o3bDaUtWZdsgDVwCvegdEiuA1y503TucVwA8XNeL3AGfPx4f0jELLuxKm/h1eAwclsoCGaodZDnlgwQ/vlQ5c9cY9goG47MZLh0IyjAsR1ygADHD85C3BgGbx2F44M5/dla96ViHCNk5JavxYxBsBqBlmzIC2Rr+ZO25C/CVCMFWnBdwLNGCWJAlIkJ4zD6ocwkcVfjsUdnza67yVC0JnGM9cTUwvE3F7UdsNQL/IWcHgg0QLur53uRbxeBMJmGfndDUpXBW86h3kkbVjRFvSomsvJxxbJ0WoUMg2j1cmqjYkTAEX+1nPdxnzqmigQX1P0k2oIlK+8YU/xG4hDpwgSVqaORTy2+e0pc7+nd5E9CtPr+tt/cC9YgvimGEHrnA95u6C2epD6LG9Tdjv0L5gwTwOw7kW8eBWD/w0Kb92CKELWv5Rbb6JLSSYPPjUN+En0BuibHZSAFmf3AH2q7ZETFye0kKkS432GbWiNThjSCXOJmsFjQ31BW2G1h+3aF+bxYp2tE10EP0wmF0934QH0lGfxyrwqhbJpSDPjDI9+pmVMirPjGcdcWNf1InJw+VqUwNgsLxwDLPmqZsNLqqRvZ5ZEKsMQB7yNWCW/8tr6agoienPR6AobD8rGxdcJMQ2ElwnS/vNBKt5H9h5r56GEuyS5A2ZoPb4wPUN0m9wp9PbA0sVh6maEqDWy5a3UmPprCKC6tVK2hXoCdr3lWWdIUNK19xQVOcKnguM9KyWzURjEuduhf4kCI6uTd2SuZuSoicEbeDWue7C5x9h2oAi5JkS7q2HxPphi09uaO5d+vWvn0EXD8jxPITGABl3t4XxlocCJiSmBCYuJmjbTCtyNEwcPCxdTF3cks6E6xpwgtQng4LfARjmrBqZFcfMAA74DLcW9voQbqR5gEZPyUXU93Ze0k2KWfrs9KK/joUCjiSKQs5DTb78qzD6MQirnyLyKcsw//YxCYMZZ7peWOf3EZndB7kJk5OydqcTRHVEoxseVp7891xRA4DmB6YLK7EySX5+MGA7QJGyTG80Pmk1dswGrtO9enygpa8KmyJooAFk1pdP6DWwDtUonGClv0Vl/wkAuEyB2Kw16pwBZ5y43EpRzaIuJjlMMmaRibmXt6H3yef1m+QJXU6P93mcIuxAgLBuUY1PLif9KroFc0PV5WvvYO/45/nn9XZZ1wSXqsvqNGeSlFABsCIQTzBFUYjGUVcYHueeeH/FQDZdFr0aSO6F9I33pkEK7AlbFBfNK/jt8wAnGTE/8JGAKxR8ySPQbLGvOUW0hRqGSpqIx4dS/PB7B6t1jompA/M+npUAGGOE50ogQ/cUfKsv0RieyiT+sT+s6Z0BfRXAD1jhj7dJYw9UYubjE8zRQxcPT9fkAzYSaJg8iUKg1efm7S3I125k9VhxtTZAtF9e8Q/qsTRA6jnL3wf1Htu2ZgWurvYeD5cnhysJaYPLRMoDizYVG9hGMBUwFXAZuEuYTJocKl0KXRpgLi9b2PM/eQ2r+gMG5vZvi9fm2aK4w6B2lWtpbW9toG5/rJ1xvo8+26BwD5vTgNMTYPF85RojtklPf0XgZfbAUfhwVvI8OddS6WNSvqbRLzdlVoNDhi8XnPsZUBaI82GQAEGEFYrNLgWBzilM8hslgfH0u/g6tnovwiF5+Dds1RMfY+OtnBELUfjv/O6spRi8yqcWYSGhE4+rjUShmBBPJv0NSCaIPAv1JY/5gt3FHMMmRmbdQbmMrZt+COS71Ya9JDb/9RPypq3EdTirtBLgIjU1j/lm4s2+MxZzNPIAvZDp0M3GJ4dRyUxVJUHGF2+6PjornWO8EoIJpO2zWA68hXiDeSNyZmbbJ5i+D6uyBZe7HkcDXJNzBGEXHclcOuBLIjgGWyrXfk9FaJqRbOHqkSo7ExlAY2ho6I1b/gyTC7gKXQr0Tav9o7aIOnqbL/FqJiwHiihrEU4vVaBQgMbfbazw/2nMLaDiXJa1Ydzd3SFIcHeZwS24Q5DB3d3dggR3dw3uFtxdghPcNUE/ss+59+7z37P+e2bNmunuqnqqqle/3c9bTXkA1YSI0S4kkFXnsBWmYn4lQhe6EL6aU0oDgwmIMM1PStVK1bv8asQVLzsdrnrT+PwpP/vzzGVH2tF3/N67RZsPhEK3/nu8bBokJDAENKkd1UOrs8kiymC73fZ7s711wvGmXTLx+mYxZWV55O5Oqk0JFLgTvXM1v4C9yLSPzcTcO74wKEJTceH6XC42UbeJc5fFDIgecjDd+T4fOtxTjsBxjW6mDlPIucSnp41JHktFKc1hznIxP3paDuUx0X4NZN6Peqr3VCi5YvFfs68+4MyZjirbLfEm7bbwGtqIh/8Ay7rS4eniRajAJv/F3SKRkSpacIEpXHd/jFwtYjnVC7++FdnAI74oFYWcZ56ZzluebFfK1OXVIHey3xxNT3wTJfONf8ZsBneauX4OaaGGo3qa+NjaqbqVo1uge1XXyparOX1Jv83t5LvO5uusG4fwzLPzDX/G2/GoWY336yhudfBRxIdDfRraVmXVSOlOZXFL747fVzOLmlblnOvpT7+eh8qShdodbHe/nzDrvS2XCF2VKVZ7H4y6VXm7/mwXvgtRpDZ07YT8drKuIfxIn6VHCdA4wdxNBBtmFvC7WBN6PMuvKGuz0BTxzS2mCJpx/whuDvGdcxZ/Xdjp/gy1+ybebSMEVbmk5o4lJ3bVqcru5w4xdzCKzHkq9u1n5cAzSOHf4LJX5DDs1CW3+mH8RSYJcU3y62aqtDkXiHMQ84CmJ0i+aOR4RctiW/xxskwUWYxmDPmZKWTCM9f52r7+/rgHKJ8S7Pzwr7Xl4yK8PxDmry5npjMXcsIlCmB+GFCnRUr9Avt51UYeBOH84kCZe2NEjzqbwpggr6J0bsEjJQyJwCEeCFzaxw4byI21fqwGKFW4ihqe7FGi1t/8uurl2+chJ7QlH8rTBYRoXQ/lsvthlp8LtAXa5vIf8jqjdoZuAEklDO6fv5vT4tD/9LqeT8PPIMzJSM/I1oFjDHVtVrDRQxXE8KR5s379XYXbpI/SieEp+BbwrPMbdT+te9nxQcyrrvOX/tTJz6UTr5jOq5GIEZWsuayoLNksST5uvqmuux86zHIbGd6g64URVIGXwTlSOR9a7BCFjzB6THjwklEhykXNNasGhMT4aysb1LYU2VBM7tuj3yu4q5XwIR5XAQ2fToKXDhfg40niwvSwmeKVM1bwwhacxhsEPjbpogtp2SnBDgvqDiVvqWWIfqjq/ZRy/uObk08kBx6XgXr4RwzsKF+1TC76enisL8qJshLzSQOGBlrT7gBmeyQIhK8dtX6Timiys91BJ72gKGZcUkpNhEJ3w3tACpPN3g1At47F6WiWOuBmbBk3jokOqhwasGHchIJXdqMHgJNtazrHdGApGLnOpZAhgO8vkXPNy5HuMbOWTrJeSKZ6+hCO7D3ivO/zRC6JZEF682TFte5D8PAGZrmTQRsi0T68MwxOnQsb7c/8GXb0aIOjX1NjRjXmkTjEmVWvmWAxnKu8DEuLikKFx+GmFWKvgl2AonbQzCt3EX7an8YGVYuDPfGH0vshMGnLQBxgTvh8ejqLERwzJWMkmka5074xmHjseKGVpo/bUGxFl3wikuspLUzkN8WGNMONjWO2kq+y9Grn/k0q54EtMdqD9/plU9IPtYXvy6RXCVdtBKDVnik56gDFjVt68uf67lOGYz03LxpxdNO6YYpnnMPYrQNT+gEUyVOWvySH9gRXsKgRGOICpklY8eB9Hvvt5rrjp3pY0JHNqtDRZ4Cd7C/6mtJGZYmBieyo5uSUqZwwqWiV6dbTqxjOx2f4LWohQJO1X/UpZr4TzR78B/9MqbvgyH7OBDLWhKBwIC1O3TowUEh2xVeDPDmNtTYQTgYM9dVpq5dGJlfODdN7QoVyXJGK3uFjN/YXKgpppu8gylY4te27gEEw0IBcDPA7lbQ2WuPX5EVHbX0GLsIJ9SK9PH1Azw2xTQ5m1CC57Sf+gTOfnsxkhXCUNgK4fXNSoVLxV11OCaQK8Wg/K00XI5GMdWJ8iwfCRXqvuta+moBi6Eg/4tc9BAGhfCky7GQXeQoVe6/BmcYxeh8r7SWsWUtWX/L+jmfJQVHZns5Vku7cDoZqGlU+ckFuToyowcg65ei2MqEeoF00PFMR3pt8gks92IakFGDqN7CMTLQdEIUe/3uI205skjH9oBc3IAAm/BMcXyQ00m1DAK+BJk3MrvUxU1qY3JfZ5+vnIeezs1pS2Ts1+F3zTC6IKY5nA7CwY3Bb3sOsOBV3cdXwBA2ESDcxPJHlPiE5xdL9eo9JaAiRKa4RQc3vZ+cyv3jwZG3LXEwgF5cj3ROUxpsWN9dOzIUSs81zy6UgJcEIdpNyYo0wbrV6mi5VAgupvF7U7S/7Ku2iOUR8Uo7qVn1jg7ljyewnD+aqqPYrpQauRmJPloVeh0ykf3WELnssPPkNuFoxOoPbeGSRLmGsDg8cDjwODA6cD5TB221QSyV8lULFpwKYxI4nquxx5N2g1BPDzgy2g2lCNopO4+b+vFfIQV+ZRySO/GYsGxwUg2dlnr5hPHUIQKedjsDr68htJINe5qrUwbA7FoW290vJD2coC93qN9LEgURXmceIm/0uNTmg3aaIRT9Ti9ogrYQZ9Imx2BLBiARK5/uwrOVckk9wc0hPiUTuql5TGz2TBDYS9WCF5o7UZ+bCLVnx7HkmOnea0YiVlVRFsijdFshGVRXO8ZjH2vYSqzVw2eZnlVaWZBnKgZtDzkV2LEXPT8hFaYpCRY+7ATxo33kYySbqXnr9EeNQRWbo4xMNr40czXNx289EQljvFt/covjS0/ONWSnG8skQv81SBzb/XD2JfLmCQSfYzt2xg9JwsahtYeDYqaYtDZbSRGepkUjHBfC0SWIxZG5Lb2YWX25fVZYWJi+7uYFhvkK/IDhur6XMsFSgJMFhDHPI98jJXkbmfprSY3fuZ32GmcOgoMkcIycxxV+Lzv4qC2vcCdRQuOXYs+e+Q1Vl/tHhsS1p/ttgs4GDFw3JkMlEENkoEhXeRHSvmWxyz0LM6sXCCgb4KXOoSIbPYniFFpI9evhFGBbpDaa8ALohtmmG93HCTznBY5YfW9xCjxWrzaaixIzgW0xR489GxrcmA7MDUVYmGjv6jLyJy/3QVpvZGyBcLbxaGFGvXHZ2upauAQXTFLx186Habh26j0gBBCrzk2vFb18bOhfDnPorfjU0Ke8FM83d7Jd+tcMCOe/iQ0xgd75Mh/2FlGZfg2bIkw77SRUF8/0EtLPeWqI5/peT9MNUCp/jPSK8ILYJ4n3xyrS8gF3jqxMWQaGSTuSllE3Db/pQJECfnE2g9FcA4SFSW6xph4Wm1plO1QLs8RglA2V2ttwVLwmNd6MKcVm1qkanvLVda31Dy3j7kSpNxghyM380tMdqMRCFG+D8oHm6KCqVT3uh5n4iyuEenhuPwnAoIqWkcoisQqJGhORZyWPqSLnynP9R/qe84MKHiCAPhs+/n/eLkNB3mvyeaKBssxdXH2dSJ0Kdjdqn0yx2/eKA1jR53551Mos1KUi5AgM/jsWn9hlyniMmWysgKQ7n5Rr+dsnCdFkzuE7EGoj/nc4uaezeRxcSCp+DeG1Es1kzooogK1Sqtvu6me8n9oaSnZSnnzJTvATK118kLBgr0E9xgLEzB37QojR737VxgL+s5jDZMVW/KFeDRSOqDBbRExy6kWWrJM6xhODvWkK60YfExpcZz0zVHx5AcIRP7BiiAWCr2/gRfiHayTAhbeRwDu71dHjEK1do3IMwTzw5smZ+VgqnpQxk5xq4slOQjoKlWoLLGQlCazdfHasEZ9pgUXSU7zGBMK5wQTJ1IiRoQkmRpYGnqEC105aIZ800XNkC4m45iHL7bPwTWQf9iTDvdJxCH5uNN/amuTLwp1TxJz1v9d3fQKGsqb32usgr1lERjDKTcm41adHKrlhLIinH7GoqJwzBa3BIwyKNgr5f21Dz3waXD1ByRA0AxImQv2ybzJVeMVs/4VvS+yOq4WMEfBiCyodtUDUrrkFlKRELappven4jnAQLiJcTVhjVRJNjEgC26AfwnacHYp8gddPIFNM5zvjHkv/0V/e1zWIqAbd6TNUwT3NTlaRomuWy0VLzKTH4vmOVXnQcWXgsndOHSPLlt9XhZk0B2uWCO66Ld+xZcFYwZOmNy9aRPw9awn3QhPuWLoBdwbH7sPhprZgv1W7cqENVZrlxCj2Fx+3MZIB6c4Hpq3cgziiqpgBplclSRL5oKzN1ImOYJcLdKynb6Ymo1S1hh6QUaBTYBIExXivfPnS/DxtvqHuUTjLb76msMGK9D+ENFv01UjAQ8YstC9Q1rin8WrdLWV9zAtKGQ2ChBzP/hwjZ+DOfQYw0AnfLBNMdOYsVjH3lQVuGoQhIZGVqSFWMmewqthgsKKRMD20zImkogd8qPYlv2HzO0Db5B9OSnROTS9lt3gdsFyMUSRogNaWhsA+hS6FLYc1ubq7MZ/obPr8XNPSL6mm9nkZKsrtukC7y2c5UtmqMC3YTMVUqMqwITzJ0pmzG9CtIKF4c9oGxjOnggGPA2c7MeOHZKfGTic4crfPZlTLOaOOK7yYcqDtgYjwIFeLquvx56XsoJx2CvNVnNMSeEmhDf836EOrKUWd2hp63yGhcx+IR1URstICkyZllUw6DWiP4CClfKaxqC5d1X/EzYXGIfPJI8tMvJPKrn4PhsDOGmvaZPkoLkbEZiSXXfv6qLXqKgsHuz7pIXh2suEbvz7Jv2GRvwm03AMkXpsIZYs+19nXQOkcunGj42J2ciGvwKfw00Z0Ia2BPRRLgLoS9NwLLESAlTXGCMQTPCm1OsouU+PAGlTo5FdDl5H8BnGk5oB/LpyAoL9POV7yNqsZDL8g/oGcw5DwFcF1DFgYHzpBlscdp6LG7Nz8EMKLeyYh9yp63WWkZ/PyitHtecHrvwnfw2ljNi6731BhBL/5mmrhIDN55F3Zol+tXXxqIY7ihB1DMl3HbB5e04w4lfKegMcpO2RjMuTu5jSvaISezF7Osjz6VgdobEoXS6esy/CzeKylCaFTUEROjp+Qtswa0Ac/CJtZhQg4venPxjGp6xSWIIVSEpZFwEMrrqsjeDCJEI9PrJXC1yOSGe1CVSWPJlg8LwAhcL7JvUL4iKZSx5tTz0PBOCd932UUUqTTQhNfiqJmsZ0RskHR6LKHwozL3Ct2sc6/two+Efn1W3GtijOqxtjtaZZSm5Ooup30uzQWv+kCuhzYSR4MILc+LrSxFZPqZhTaKXPIz0cvDZ4UXHAIIbI7ARUHsYMuXEUvHUnVFroSzPalZFVFndWiQRvWi1Z1EyYqFZCilKrRS25rGESkRntHNKHtQCGZ/udVnIo6T5muLPJWy/DDLlViciOkIm3NzsPBYOaZZ8PvicgSdD1kLgruPJD+y5STd2eap8uLof6utJscGWIxnCx7795VWTxTOIR4xKb5CFh/gzjDefvRcWDvvbEZQ4TuG8yX/CAxuiUObFZNYXl750Vrn5BRWt3cK3mXquKLLqTHGqVI1r2kt0NTW1dTV7euaZaum0vOqkaxB2uq7O5PRXHtS9VtCcnCrk93rSZW4zVlGuCckTdb1EMbD+Kh3QvZhO5cA8J0JjwgyMAjijiiYcmj7cCUnwRtrFduLyjMV925BoWQhffWbHMOhIltH7MxJ7UHVkXafahA89xO3rvboz7ITkYnzbI4qpXX7CatyEYp8WqlQMtNw2kuZek63TJOSuaa9Lw9xWM8aEA74+UEMLu694OzQ0McDpwmazIlKYIWilja42IC+NojPt3IzUNSjDDDkpPGsJY9UKxmYQlvHb/6+8PJ5vA3Bi9M4q4CpWnqFRx/wnHY87VO6r4hzIWl93pbkjR0t9S3xq3JpHClq5T8qLTadaTFiqSjLpDza3NpsOaLTtqztyevxtOCrYbiDdHptjKfsLYqCdKE199t9nb/N8PlYonodmTwHMAWb78RW0cX+jJkAto0KQlQFmcy0MffqBT7RLo2D4wWQtLTJDHsPyowS4OpoOw0hVTQ8qjRgNuF3c3CprtgJDbL9vNEQAw7ICAgvGmPFOFZoUr02bLLKBeAW1tKWC4wkRudbRckE0g1DnX0JrS5L2CuRhnvkIIWx+Gl+4OlZHgFsLCk5cFbtKc45NgS/vXyL8sVGowg0nWaLsu8B4iAEB213mfs1kNiIrymFeADLzAn0ufNVd4aQ128lIbLRYUQheYE/TCigFdNEXhcDL/PuvHt82+6Fs678BqDyKCOV2iwKua5+Y8WMLJOZ4wmaFxpTCBeiokpiJvBkPdBV2yTufv/dLdL6knpP19LllARDYQyDTZ27Md84xMDE7Oophewbv7sEEh2Ao6MFq/tl1lPMQZ9Pc+lQc64ALiN43pq/IFMltj61LVPCxs7L38rTzNHM18rV2trR2NHubfl7fO+Vykn8m5bfpIEVKhju0VdTt33XZMlFiUXJJokmDYWqTP0Vg7y5AdSbfpVNxJuo5Qmsb0hbmrSxLZ9C+AvlSHDzEVG5v2dBGUf2FcGC8UlpEGwQRFf3b0zIGAkZlUuEw2kBHsC30TPqKWGJP+jN/NpIBSHfpDOLykmzDyLnsLxC+pz+zp05QOKLNeY58c0GYipwYA0oo16iaxXv8eDIQQQuR8gB4dYKGh73nZFpo12T4xQOSHx22wPEwHB/0ZFyGuHub+07BGwCHvLu60sRfLoCFAoqzLMnrFD2G4NASgrD0mn0N1ePwKy8JARdFRZo2VzOw/yPuCUq/MjzmHMan752SPKT4mXnPSQRrr8RpTadFmTrjbRA7IIPteF5EtL4e52eReoRTot6TQdWfsdGGqZuC00k6wvzYfHnpIhsQSK9HAHXYiAs+UWsRCbyy9wHARfbAM5JAXkggfakXo4mbNhCn4yhQQ4A7E2AGycUeZMgjy5SPBH4YO4/O9rqtgVghnA0sj47XDXV9cQsZpvB0tLAUqP0+Ii8Mc1B7JS6D0OOv/LgB/siVCsCDS0aZQeInsqPQjuwsUuW+FEqy4urtjGPu57Bw++w0bml78jcbp0sQfjE/vTtae3Jeaq52cn0QOzA6OB6Mon4+MJq+xPUMD6tU+/dPdn6flFHuRWUcLAXMczi05IxSqLzcB8ZdyIRFktRqrO05NG+i9bkIDDzy/GSCoTCE9VnRMRBHMXxkyCy9QrCNnqZWFswzp7nD8gn2FxyHxLKw8VXsGunatdROjtZIbijoqQDhfPG3vx09knm1LGHrjbPdu8d1thyg3DMEX16mSp7TBi+9I0igES4s08+s+CddvKGljrtqGaiuBgTZmRkzG2HhmMaYBPvZD714xlHs0pgGo/rIrFaUtCM5c+9XXrZKXp/z/5hJ/zgNiV4sLThNXnxei6tTOGwdOjcJRP0KeJrz3gSXAeFZIArT4w+i3mDttonbcW4uYdw0ekWjywJMwx7LWet/H5jN34x13asZo5hVL+8zSMnDNoT0rf78Ge7p9kYfImSQ4xOoybNY+absO8EdQqVuIQUMfGmDll42EtRWa8xr/KvJH6RRCOFd7QpQ2d0l1ieo9qQVRWjgJ+cPyvGTnQoqyZmkg89zTKcAM7GDWMru0Cq9o/fJY6QIxsLWxra6KOBcmkYfrgZFww9cgWRzOrPLgdvDyFSAvW/37jhX7zo7kgvhKjtpUyPUjl+Sl08dZTJuJTr1+yrlYlp33d2tDXT9udPH2UqwNpZwocEDwRD0P3gNBvDjG6RW7XgDO3PZyWXBF72cBkr21v+GOCz0awbzJ82S8OEIq8DXyIb6mvHkmnsaALFM43QB+XKpAByRGtvjobb+RtIMsYsf9pwhS3Q10BTHKgRPRRv8K1lof2KgRq5vJjqm0LcNOJqQ2lICMQvslzCrR4y3JYkeruIkNEK2yMwja7nWI04mKQazR0bbt+A0oPC3dakDFGSqQ1BM0xA15sdjtkJqgpGwqugO1yRj8pV17QuTRJ1bYjzX5VOpU7Zke5KALIp83nY+62gFXXQkizzLCNRUdvpC0DL+lLFk9gc15blebYyIp/LQprqU0aG6ipn+y+61JYpAYKMKGA9Z/OISdTZJ5NPJUplPCEhd5Qy66nxD9K3LCA+ysyzFfh9+5EC0ZVR++EuKfpbwyw9hwDGHoXHV3+7o3AYL5jflViZeZLdfPPjEEczoTgbqnkoXyb8VwU6evAAetIxPLb9NP7QDSRvejQeOSVJ1+gC0n3cR25UfQRvJhTFqNO0PsPoGkN3jkE/pG0jn/yfQturWOgoIqWL9FaKM1Vf8/hK0lVg5/0uEwlyTD+xFzSaKx51tNH5iLy1+erT4hQj0fdTGxfXbZpwf5fjxrxnHNXlyC5VPFXsSFbNdKbmTRUwO+ccwpnb2fluHHWgEkhXN88XtaZs2ApC1haWZZDiT+6iABh+W65e4SculrPZr9HanXyp9j8pfsp9gp0qbV550mpKfbFQMJ78kSCbLyMQpxP/JL+BK4v65G5g5mvx+gG6N5AwBBCyyUjYQvmpUDu7wdtIvMDg51vZr6CEhoT4BMIi7CIVUFBAZI/57/zr7civkc0axxqxUNi9B/TYSRoavADvQ8sF1Tv3FmEBFeNSfANiLUFVHY0npbOzNsQ7SHSnvQrOfqsCqwPCYkLJDG/5mwljxq7kiMWOxbWTanGV/JsTuwbOppO1h+apJr/NXjckZxj+Ay4FlzuX9WOS4+yTuls+ryGuJ66hJp7mzDXt5rtZroWmkTPCps0frB27u1ke7aftrqeTyz73k5BeCPfjt3dnEz+eXN6CBUa7CuExXglCguMDomr4KJ1ePkJnrOZGyNt8+9GXh0csn9LdWnB2xMo3ry88piSrEx3lMLRakoKrdH5bLybVhZqQgqiVAHnlScb0gWoOvA706Rw7GoMQpNr+/iqq1+uTKo0yaBuN+2HX2mKeFccC/ieLvozH17EW/+uRoV8oe9sh0Rqf53FGBNaX/fWXgGQujXHpLIX0UGVIYvSj5KCiOKPuPU147MQcToxcNnpQRwJ9aeYVvRya6OACHh/5YEU8Whj+kgrxApu+rBVtXwu8iirgR916+/RJ7FlclQ5Zp2DcOZOUGWxhJzKGHqyFRTKRVRGOpWlMpWR2U+wVDLCba5CwLJEPzy7f9tioI82zLOyKa1VGB+8C+NqVdZXVkOH6nZhQKFifVBAO3xPvegt8eOsl7ule9LyV0FFDuNDuy96y/nGBYGU8eFvUI/6m7MP0evTDnE/DlytIDqkHdt9wkkLIaNJeqDeW3aFDJb7hXw4ExQCHISZ9kRrjA/Kp7KBMQUheHwTHa6i9X6zDw+jDiYpSscTFH47gF4eVCPIooyWPeIiNn7GyCjGjc4rnnCOv2J2TJ1l8Y7OLnKJzSlj5ptyJlA7EftRVXOQtuZmRs6eQ28kDjOxE9L2w2e7Y9oqkhwcQE4yZjaY7ewhagcwzVLsa5pH6ps98nRI1bL6JRrcwu81HjOmmzygT06BBjUO9dNCzkF7Rg8kr5hnSczACyNbEydkRZGjzp2VnZInAyk7GQvanISCAwCxhYe0McmSWsDZ0BgFBxnYmIARmOZCtmbM5GRcPL4KQEMI/jTUlz8Ygv/0UQYPe+tZks/bnO9H8V+MlP4s/KWVU3nOWG7fdzuqp4nhk/AgTrIwsGO0tal6qYLJBKuxWdyG5927ysMVMzPRTPVnFqynAlWFE9D5wdAR7hwLXkRL1moL02mmhhSG3ODddLLaSJVKzOd8yUuthhzYg4VhHRt6CEzT/dSHD0XK0AIK+3I5adVELW7XxtSLUZGFbFZJTieFjWQxfaZRnaY0B8u0KmmlMeCVrfAgH656CvI/rxDyHG4ixND9cWdanyZGqaiRbmrAaTdKmFaKMWEOq9l6XXIJ43nlPRiJL92LShCGcKbSDoQ2fax3Zg0WwBaKsJF3f0tPpO9zd1fr93bpEdc6HI8UGDDswjR6RahG8vRZUriYj7oFEJGptmv6WQFCLkOTnwqxoNg5KztXH2JkDzXxWhZzdCHl7zBYxLBpH6FkqgJDWBNYT58J0ZIqFCV+WHMA07kjuhF92wro+Hs+JZSlxot9bo76nixFpDDfgG89p40AXowuu9NjpmmOOemHCfKV9hwaBZw99Jc0Np+ViW72L6sySZ/VWfcCKncl9D42PLQ2XDtFDVfU6l7UkhyvLU5ZJG8Np49q3zV1pDDNmDalSH91eY2GNXwUo9iHd+2TxxBRszf2PAn0N7pKCI6z52J27QNfAYTEFgmvzzB0EJZ4JbCPXwcRMam26OV6Ar34OLpJOTVTLXnv3aXvMOHa1SEv5vram4/pCS8BAy5G07TbXTNR34t19pvPtLoeMU3CN8B4A55cWZZEvMRkfTB6/yu0epAnlVHhsr8nez7Z4gDb115q5VVlp7FrFIi8VJryqgY892BBPw9h93jsITDmtELuI8T7U9Z+7HKB/8mvUvmwhCPk6Qi8yV78vMTE48n/9uWJ+RDZEVI/+Nwuf428LX8zQCSRhZ+vMLK0lJiOtwiCvwihp52xuYYzALG77/hxY2JoxS5uAbJ0tnD0YpRCYgSAn43ccQ1vnP1ZOOqyc72DKegjMKi5Gzh72IGbV9x8WhL/+mP+o/Hl2/ssx59+fuHfZHzBHC3tnO0cyVq4/OAjMGjqsOpwsLHrviEANMlYWFpb/gQZIA/9Y/YFmQ/jTU/FwcgbZSNua2gkIMCuDzCzeE/WgFX13BqJ7t7K3twbZvIdOxsGs6GgCcnzPhVbG0N7QlpXuPag/AKp2ktJAeUN7Mlbef7j//5mOf5sR198y+hMQyJmMlfsfUABDeymQhZm5MxkPJ+97Eu+RSpGx/CPx9+0GxEbGyvMPzf9G/p/5QPizFZk5kXH+14w7kzGycrxba/4T859ACoY2oH8Tq+g/TP5y/EdNTMzOXYeRlY31HYWdm4yXl+uP7H2OpZ0NrS2MRW3NrEF/IP8Eqf7e+FuG3P/ZLsnO+i+bJH8Py6w/BFsJeDsBy1YPpSSfOVmhf7I/OpikBPjxv1mSPP+ZF1ZeFu7/6rCSsXFzcv2L16xknXAiLfyh7vLqcpWH8+M256XbqseEajmDYva5ufW5tDQ5MyZB9jQTptZUfDT2b61tK581U1oISK8TcA0581EDw+GEPlIow38MvgOR6qoDla5Egw+rw4ercVlKmSsaNsvKekGkNqUGL90Xqgu/c5y65tR6wPyRUMlgNhZDFueLDjLUxr1Jv7xUPOhfbaFeMoEVGD2vE7rZbXjUv94IRkOC3d9PpAj57c7cP0GCMUUNnTRXk+o+3eztEoNdSbq/jDPKsXQHNbO+cg8m6bjpeyT9hskEixOIrkoRcrrznxjqCr/iGIzgh63Z+Jl+OsWiP7jc/nR91y7s4fEIGV1jmPN0eAV+A+eONnMB2bGTOPMb37yWlq2SQir4p3iyF+ryTNTF8wHAWnYH/GAppQnMZ8Ou59vMt8vYUf8Qu+4nq/mcENLpDX9oPty3qSkoRIuAGGeyEDlRgjQwSItgEtVbuFwAkbQ9FA9t5gOl7x58gdIvOeiL8FtJfJGCwyqojVdkZv+o9u+fyTFZYL2WUjLA59wRTmU8WroXkTTn65LSTNEA5BLSKI3ARAEEIRmEUuh0KtqvtHT56hbKYvGRCWzHHPL0tJW0ZflNFsoAVhxql3n89OiC6QITCJdMGmQsia9y+QqzhStweEOHHJAVvVQbljCukIcjFizZSvcJ/deXs7bCKj+sYMpgvAWSbN0BfNQBbv5TzqgFGWEzmv2Is3c9/UJstOuPczNepd+QUR/luvH3CL6bxtkJmNYzjH1ZIaJIlrSHhrogD6YI/IpmhE+uhnbNGqwsXiokxh87PYR+RUChJImHDKyPYPmApo5omCPCkxg+j0WxLtEyF16HQjGn16v2MTeJpJENUHVblpQ4P/qxkU2yalyFoaQ0CdoSJFKVWayOU5ZEbQlK09bKUw+dH6VvrJeoqlRhMCtNQrb8+bHRMVZ7pVC9qTTJxhIEW7WFA4tZcc58CfjhwbUX5J0VEADpHX0gFxGPH7Pk0S+X3kQ3ZCk4e/67UH7VtXXuXDzMR5FwIL3Ps/J3RoDQOibXxuP84+PxHvaQlhsNMSwiH8zoIaQ7ivAgcWIIApI5M6SgymSy00/v1sNk3YAaw+aPuLtQsfZNe1K2dDqjX7AHTYq5pvE/i1NoFWc5zuqWL56EEqdAz+KETxupoEzAFRo387uWyK2vqITy/JqjjH3KLI1SCKUbFpCtdti7tzmx+t5hlV7OYTZqPR7BimAQt2CHE/UNuLoRPF0j+Mj/jOyLwDR/2W2d9OhTcJjinVwjqP79kdCB3bAeinGsSKZVueoXNorNaHn1UWz2bKumTdwnkwUGLC3YqaOvY8WWjbZelgHS6Hm61xVCnqcNxEa7LETj2yyptjWYKGPnTCypFY8Xw0T9fLofs5sZ919xibQIUFqDhefMPDbkSbuPS64T25K/YqZ/HrYw/mHgQqOZd4zkJK2WHD7m6DN3Ohh8gcbJJPurpjxmI6y7jzkXjFHTn1ozCLe/USqyrdDsLtNXW0817LGcKfTEcDXZp4NP30Y1Y6HMsn216r7cWXBw2f0jE119PnpWy1Xdr/z6wsoEztNiLvvr99N7K5Ia2Sl/Jf3oLmVJ3Z3Il3Ap/JdeN3FMvXww3+4cbx4DDZpu/1dMs1o6cW9d+Te/yKY4rI1whg26Ev4iLquI8dabTZ0NyrrCMe3gbZwqx4d8Rm1N4Qx5auo0oF4W83Cqksv6glysdSZP3cj4/QLFdn2aidGo5QoNvs65euPSen0Pa7oFgq2uVRrOhbalgBo50Y1YPbmOoXy4Zv+bv0GfhWaIT4vkwdkVdZ5QXPNi05Lr0v0iTxeXVH2rpsJwfGamiqNT6+9M82n6VuffmCk1uhvdchVUX3SiPiTQ0qWXgxoz96XFy/pId71e0rpiMQ93fkxkZ/Jzdtd+83ndCZHtmDu7vZSTLXXTpJSUXLgwzGv4sj8hxJeJlcVqQGaIv6LOM3UTLfKxG3djl5Rr2uKhf8JZNYqZSHZqipuAHSQ6ax/CzjdZsphq04iDG5E/DMM8mp4wIyjJakxvZsIrO72T3mJxqOmQjPHFLKnDLHLAJSZ4l3o8OCsOmGSuDP9hrndYDs69LO86urxcup9uYgBTdyY8yltWDVvr4qitSLr5wiRRAtRnzfrcIv1A5WN3c6oh9LzwcqCx4/QG9fNS/PVeQ9iHWcBP1p3n8eWwmQXi8dztyu/sUpIZsRu2FO8FfU34FRoN8TdZR9+AW32MnQOrZUYgc293as033P52OKItEj5P+pdsMJTueLHOKywY/nYpY7MHOnZPvB6rtMvxjqYU+K3tjUEVGKZTGLkeb48LaTOCY8ViGvQqeGBBLJ5wbCkJ4KssXI3/MCjvlWaPHHYl6Xr09Trj04A+Yny1CL5M/H0ewhCFXpADD8kRDUcuyRFmy8kHivXBOnmJNkTiVJS7xDPG07sfWgNpLgPHaHUdwTyCIpnpkuPZwPHb0jqhcRFmz2Gi8b4RKeYeutQvtxS2qaKFGp/xkyk6Q9fM8Y6QeSBP4jeCney5ZvlrkXXyXpm1TiH1/s1JzvufneScLP/6UjVah9xDhgZVSylyT5qG3iU0Up1lAg0GBibVRYe1opLblwYhksYPDZY7/ga2zQiG878ds7H8ndVKsr3zJlNDF2vnf9IrcXdnSRXn9zje+8p/E6oB/tb7H9rzzpT+ozTYWHjY/iWRCS35Lz+AaJ1TNSzNp+QKfn5SM1LGXjARKnAM5KItUFIo4XAYVCjPHm3t5adNZp5nFogYZ3lDrjUGC15qC3pnuAZ+Q+kPOSjru9vfQ7g7PLzdtioXQqWXai+59XnW2ZY0t3WY04c2UT8Kvv56vdyVdY2/P1yW3Q99Ne9fpkuprsJl0d9KZ/Wdj365/SUvMuc/mH7Q0ShHtySAcgVymHWi7nOeibjlO2i/vJja8PZ+Qds0ouo4m6WM3JHElPC4PtJGwcXjJ6CONsuWMJzi+VKyNMb+nHOJsPEB5nLwN9TTkjAqlxZlikImKWo8O4mFfeXPYtbJxkUOmfLF0tD2/d2aMLcepkfCX4jeqwMkL+rKYQYxV/RdxqLVPOCIWa2FSh6htj2cl9Rm3RwADcXr4RXz0xzYCe8TXRGMKuyYSG0Jyvy0TW5SlM1Qut4gsoYZPj4M34qV6K0i1Ldbt8R9x+Kd4JhEaKtotapPhqaXNxFps1SE5tdzNQsUK7WG17de8uiGWgxBFOrNg+LigWgfkIbw1jGvICDnxfy1kT61w007+9RbRINL3CiLOLF2xsGmZ3d6PEgi3PF+zQQoMaF9ZRT5eUMxT0GmyxAuMJfu3xAeTlcbYkV1EP95kR7J5sjj2c99NCSYW25KyRUhLuS0dTkEb5SaSUErhT2kbaYJu5SmKInwVGyCvZ0qUtg/HfPhResLNti5ZhHO421Q+n54XLj/XnXcHpHF60Y4Rw6fJEY40M252HxHZ1XqLtF77uuHX0wKK6PNzlWiXXrNSD8POxmuBB7uuKbK6HP2Ei7COUpuivONIKda89Eteh+cznWKO3EckJ20ZWOsUvkIpZqzi5QeaDoL3EQCG/wx6mEle8JlNdtIcpuGqJEGLeBl9cOokfbl34cuvh062epitaBZ2nrCYctZpyUHKhv1z2VEIPMH2vMnS81d/1Sux6HaKEzvBz5rwCXw2hke+dzEsRWQjhcimPk+41vivzhzsU6vFPQpbfEwuLOlCmpX9U09RasHNLaoHqjXGM2Wy+Y2q68Di12NcNNWy0Y+WilEDDTXKM8bEFk7TWr+KgzRvEUxsjj0DGdFBI16hLvt6HvGTNUYc08oyipMn4aVpXqQ3qH3H7mHcUmJhXAlD33Oiq/FJ+Qk6B0jwG9UpDSmuVEgkmpCQJjZutUNjphPa9S9MYda3Vn1QuTg9rSF24tzQbhzHI7XjW6+haA8vhs9a9FhhmA+KRoX6vyaMZ4Ikwh+d/TLo3ip/lLyheiQe4GZQVxc3Z/w7uOBrfUgTTJ8x3i91NOwZQLAAJ+ApnbSiyz+fqQnXfVUYqFGD6xnA4Er73XqVC+ECgf9JhJoiFf7kQJXN3QDoMv4/bahA0sSr10yuBZ2q8GgHe/UFc+aUSzKPx5F8LXHo1wuT0X6S52pCEWw/xv9+j0RDuz6bwvjvsY2SbrLcv3yHxVqcgmRIlHa0PhizMqzCDnJjcrZF7MyHlqL9JFxfCinEGFRxGotjdG5rC5jw+MJxGNwBEp57FgtacQPOC3oHZpbX5OeoL55stXsEsPt4NOopJReL5PicQhvwrSExKmAOGa/8etKtPXmeLY5+XEZY65D6Rfz3z96HS5ysU8BJkYlh2w3SS2wP1YxVjCRZ322g876VLR/X22IEQOlXczacNlu/tWX7aQylzBE3sq8xM8r3CvDLYckuU5GfEjvu+XCBmxnKRmuMeeDETtXvNwWKKE1bO6bdgJ0hgJ+d3gB5CSR2jHjtf8b9vXn04PXGqOEj1Da2nlJX4/kru8R5BVrNA45C5ScaC5pWal6mOnAidhetbB0+E/Jld1VLXYGPIWNoUnMCqMxaZdB5nH9i8V8y6DDyTLkVnvdycv51YdfnVITKcKr4vcbVSSiui46s/aukosAqYIUbHJk7A8PjuwcEvfheh952Dg62zngiB86CZCIqmOOsqdznU1KODy6QrztawK9Sz+0elXEAfkMk6VRBS+ZZpPaKdZnzQPms8EtVGV+aIp9ZpzA7GUC2ltnw7mmwf0orkHXKUBvBKthaOgBDndsIMmno7lqYW7fW2AgbOvLXw/QWkFExDdkUIeyzFPYoEP+qEKDxKR0csNOAJKN18NlnmEG4KbMlkqvAky/01kkYpdMfcXdcg7BSsUtmHMTSaQK1vsK/OUT5bysfZq05yeHeNskhigVNbKGHFfaG6612HPoQ7BsHX++rvQh4fcM2QhN3MPVQZi7jkfaOkpM+hZL58VW18Xnx4qwwwwkH92OM4VlI033ivbMxAtPNHvB212rCMhkIZdQCotLlYOqeafT+w3rKw84txIxWDfD9qO0eRSDDl4GFjj/80gy/2CsQfUPe+F6KDDbD9BBRgb2LHBfT9UnDYb6BA5SetFo2RZ/gVgq6QJEwTg0oMDVIUYuaqCCtXByzioHrcsVs4LZBG5rZePTJ9cvzCPKUQynoxBsWXs1fWQ5jHB5920NZAey6BwF3prQVYCTfb+yWbpvdmHb1ET5oJzPF+mpEgSNkke4nrTJbeuLt7qFM8SdTqTHJ/SCqDAmtC/6dmFXBKnoN9OZD6GOu9gBt136iTNPyHGF8IbJsUit6Fe6lfYmUopWX5A8NHV5zso3uxQis4RLjAinkFplSK1kKrfmrksUJuckBx9FDhLcERtXdg7M4YEeoQOGT2SdXRT2nes9zOZWDsF5iK/zYbbnU/Q035kCcE4iUto17z35R8amEs0MZ2l2zyx0Ue2gLybOCfk7qwgh4sC8qz6BNVG01mTEK8EFds1uG2j36Zj8G8b0N6ahDHKyc3E0BjkJCDB/crQzVgE56zB/Akowq4LcnfX+KuW8SyQ4yf6qHAkJ/SljqTpa2Pwp7/zhP5y87yIONj0EZsC7KsjW2YmM7R81JnmQiYXh/1b7ZOj4V4Hsn9UvaxDI5H8r/UWgPhmagf5OkP7Dgg0PN8e/8KMFLdkvexxoXQ81cM3Ehci+woULUllL4A6fNSjJ68ZA/qJiEHX92b/PlqvLBxT4Es+DofN43WebVKovnnR/OgplZ1anVVTaN2InlbWWep/J3z3fHLUfP8ytqdzYP1pOY9eQZCvUhUnr1F1KvnmpIKppjVjalodtKny8E3pz9HwL5czqaj5FZp8tWmR3uhBbc6URlEV9maX33i8zePz1fNxfgurmxkU4hdftNxFzu+03s+wVUtWTHIYuLODtc0yqQKrI5s7FV9zX3fy7iChq98PQhoGhCrtB+3hpTsHv+Mv9U7wNXbmx1cAVZ7PgleIm3Lq3hbChm3Uin6jDoaNz64CQiwuay5AIPYjNFni4BLCNc7Lea566y3vLNSAMvgF1v7tDONLuQoMA9y18o6SLZKpkZc7arbnXTSv2l41TMEIsA/dvFpiiJDHVQdYLrHFVK2C8cJu9MCyZnf7XkfWNbM0MhJ2r4Fy07ZfHlmtQfPgGsHoZxrlW3IyKbhDTJ6usmc9jszBurrkxs5PrKw3StIkzLl9/1u1ZqCYb68KKrq4KNaK7cAMEm7Ihx6vcwG5CaBW03ZyqxmoBttOE+cwPxcrznuf7C00R0K1JyjE8ycoxwwlyQx4YZ3Ok8I2ponowQlBxLNb+6txCd5BtCofEh5HGvPWarwtN8Hp1aZQrvUQj9ZWzrfjRRGLQ4nhT1ObLVx9ndU2oL7oGRgs9bB9q++5pVEyo3Z4s1wYQ1mTKV48BleYpRTl5IacWarGe4RfCNA1JKeJgx9BxpmswkAqJwx6vOI7XeCn26cdxTsMTq4FJqaMjHuqd+43GXExlOoq8oMugTW5MwRU0Ph4SLKWQ6J5CV/MjS1sRXLhnWz1zq4cTI46uasSjL0di396KmPhQpAjmOnKjrj+yIVDaQls96+LpFOaSgV0RB/oXRKg/3xeMmDvrwT1rLi8KfDEgmZ7UGWJ6I1nDcoNGZOjuow6Ov4hphqPcVOqIltAwVM2jiZS2Zo4ePVltaaj81NAhu3qSAQ61adR4nlw3nm+a6DoVN2ECe2MCqAp+JRlEFOAZRTl4INFSWsEP4fUQZDh8tVVne6ipjaiMlsCthOvHsBlf6FPTrdeOrLVKigJkK4C3aEd3ii3C9Ane2TES0KGia28lMA5S8dkH9yEa48H5bGzy5VDszeVEHNnmOiGwWGkZmNAJ9rzEOAmJl0hGK/wsS/DygTRmFU+FjAZt2KVT9Q3vExiOhjhYeRse2LaJWZixtXHMksczxThbqN9bFcpC6BEcBW5zNR4Y+lsUK/IAtTGwzcBbnDk2sHc7cuy1TVgcko2j51P9IfYmHVqZwemSLNdeohkMNgl4JDMqosPmFLY8YxxP1yc8Pnq8XgkilKS6pyB8kA+vn+yP6EexHLXRbSN0zEAQVw8PfMIfXV9vkMaKn1GLNGkDptPWb+BSGfpJzPIYWW1LYSKqLBzkjYT0g/iixBSKCC9fK3Eqz2IK8+D47cnoMjc5pAvzJtQm3fnUKm0YTvVsK3gETzWObJDmHdq4vt/eCrsgqnX5jBl/1knvqOeFfJUQJb7/NaG3qmqjUbucud1SLUDVgUekQWm28+l7CxN+h8QyyrFfOYcM68AjNTaVZjeSu/xncQ1rl37oakuZuSP8OWcBf+oyfR7/oqYwCuMTMK6NLRfzN4FoV0Ni86ktxib8afnp189bEp+8DkuuGvSnNE0/9Fxx9c7wPC8nN8nh+RbfULfZTFurp6LDB4BXFWWrkDt8azqMcHaXl6gpvPDSdA2JZHVV+b7M1ZC2cviZCfXTBNQymcOcG2M6eJcwp30uSSg6d8p2cgRqm7jDY0K6pdQAwCoYdXvptk55mz4DPWWJoWeP4MxBPWw29CALN5piDqHBNphpop0I9QZDyOf3mGwc2JYBmm7/WEF88vaUPShTY4+pWbDdYlLX0fr3AqvbSN2RK4qm7kC4lMrrPa88LzKqwaRoCbFKoNAWPyFM8cHIgbgyBIlBYc7RdQQRGtxaeFTvuj83oVLYtIEjdAXCoq8MSnslSbSNPmqgvmwL80KQhS5ObM8PrFhlP5xY8984nXIdd7lPtmQ9hrqDU+qaLHO+NJK7GQeXB6P21h52DKYBVxi108Lg/DMvObirvLXwPUjLuszcAyXKl6zKolNYZddpY1JFcfR10SqZPEGMAI3Lfvcj2ClX/4U7wYBw1nSR76f19uVfgf10yctXjU3uZ1w/mbxIz+wtDimppOhXA3zTw85NWjljVZA3hJoejd6gY3t0dPdDiCCmMNm/F6dh1n1hmzXE/9kBi3Tozf79w/z2OG7wLPfWHEtoHQjMlVCouswOPfeqVFw2x4CVWRllVfk2ZqVX3YmRJE1bF7JMaUbpc5uHdPlPGxjw8WYe4WZK7HU9QPfF5y5iFg4TtijGkd/HiWMUt8PoKnGCtpBffRrsZnxZu6XojHdmNzo/NnsLYgqR979EXhfrsWXl/gDd9ZfLgoD7xhnrNsHH+3b1vozD/5tP/P1aG/AucLZzpAUB7Yxd/roKk7MwcjR09CBzBTk6WdjZkrExcdH9U++9C3w/wWmBfGwsrNwsrGycrOycHKwsDCy8H1hYPryryduZ/B8a76TFxMUY9H94JHunNGT/YA3vNqoWztYg2veGqIuz+XuwdH+jGX+/qvxvGuKEwCxrYeKk89dFGxnrPy8gAXYu797Y/mbs7ggyRXgnMggs//0h4+LkZOckMyX7xxgHF/d77x8S2/8e4/1z6fWvYzw8XOz/3zFeFi6e/xlzdjS0sAY5/hWpioUn6M/VnTRQR4BHHAAEAIFAHlZxXl4AByvnOzw7F/c7ogQHFxu3uND/raH3DwZl6Oj8V0as3OwI1NTiihII/w9QSwMEFAACAAgAMhH5WL9dbjqjxgAAgM0AABcAAABIMTlGMTAwMDEwMDAwNjQtMDA4LnBkZqz7Y5RsXdYoDKatk7Zt27Zt27Zt29ZJ27Z50rbtzD5PVd2+773Vo7/+0TFi7Fh77mmtuSJGkMgLi9Iw0LJAkewfzC5CseHT49sZWkJxc0PRSVvYmhg4WniaGOMz/L3DZ2FkpWeHohPH18JnY+bAZ2DnwNeBopPD54CiE8FnZudg/7uQxWeColP+i8rEwgDFywtlYmv8Dzv8/7+8oNwdTUz/qsjADkX/nxcDC/6/PvFt8f8XjI2e4b9gHEzs/zeMgYGF7b9gjGz/jcfM/l8wRkY25v+CMXNw/F8wZiYWNrb/grGzMf0XjIPj/+bHzMxI/98wJkbW/4KxsDD+3zBWFqb/ksvK+l8+YGZlY2D9b/8x/w87nB0NLKxNHP+VD0p/UwGfkQWKTtHOzhn/LzN8RSg6CVtTO3yWf6/lHU1c/x2pv/Fn/psIEsJa3AIsrKJMAn/NEeZgZxcRYWUXYmBjZRZlYBcSYhESYWLg/X/G0Pknk5ycDRyd/5UADGxMUCQkInKiUOz/I1uVPexN6IQMnA2s7cz+qmJgZuKEz/ovvf53GjIy/w8CUQtrZxNHOlFrA2cTYRMjO2OTvwrjMzCw/rUUn5X+b8ab2Jo5m+Mz0DP/W76jiYENlLqYkb6+PlBhKww1DMwUAwwQDAR+Xx8MsomxfldfHVE2S3iAQKbAGA16ODo6O26Dn5lmZHEqXiQG+qf/uydGE4Zmeiy9tG5+vz30kOmcQfqA7hQ+3BIHRnVkSsDeEiX+NMSQGeBi1y/xf1T+j8j/KM/xP3SXN3A0sXX+j310gtYmJsaCdu5a9H/vWThY8NmZGXX+45F/HPE3YiZOdi6ORiZO3Nx/o2RnpGTirEX3t/LplE3cnXXoRO1snf8+EWX5a+w/LOlEGfAZ/sWcl5dOxN1ZTMn5r5P+Yogp0eMzMv77wV+f0Ck7Wtj8t2Chv+z+queEz8j0bwVlTIwtDP4L73/H5V9S/5dtwiZORn/hBrbO/6jlpMXA8A+T/2XPP7C/Fhs4mfyzolMXFFVRl6GSUaKRsbA1Mrf7GzsXQ+d/EP/B/htEEdu/kbWwNaOTMP6rkoWzB434/xTM8D8EC0kIK9uJSQjLGNjjMzD+W/O/MCUPJ2cTm3/y/K8DFE3MLP6GxYNc4C+9CcVfafb21iY2/wSDmU7O0djE8a8sckkDewNbBop/PPT/RdP/Yc8/13/sdrSwd7ZzxGf4j9/UtBi0WOjpdXT+t1l/FfoH+R9axr++UvsbMXr6/2kR4/9Div8nq9kY/s+svpoETiIWQADd5d5osfnnfZzb7fXPKkbPiQWFByemeuIs43qjs+2TsKHj/MgKQBwomuG5VxxqfCgDW5FfstJS8si9rGVzkV+zrzjo8T4LkBFTgrTpRMW0cjeKOh6lQcB1DJCjovLGMWKchjSOZBL6LVrLlwE02kuAHCRkuDU8vdAwMoKClo1kKDlYUV7Te5JfIyMl6H7EDwW/mlBdJXBCfjhVOcRSHseSX+atkmR2XR5c+ZxQg4cYuqJ27DemuSvsMLOjcUwCbpQqkgdrM/F0tJ2TGtqiYKNVxZpIEYpKvCbXts2cKv06oQYXw1XCJh3OkHOxpGQO9s2M+WQUbWQXlbOSdQeVo52nPKiyHEP30GNp5K/zoq3nZVui1dmURzHNfix+FH18FX6Yhk3wKkle9H3JUEKaFAPlfnrtXCLqcfEuiCLk9glzj1gBVqMjDrg1d7ZcSmEDIBV+GeXDpCFpVj0lZJpeaZFFC3NMRhwZM/VrpnlRetN+azVW8GPORI9jmx4aPYDkkBa1bA8t40k0YNsID61I6zSCjBlHBirqm5RKwurAZfMe0SlNsRY4KsthJdAwEMNe3Vws5piY+81ga1YijT+ofyrXKm2InjfmncOumhebd44kAxuzKEEs49K7lcdN8VRei56VQoSdAMbhCDMWCTxwSTXTiVpWFVa/06kihh2IuQKMCchQPJhlFULCc1jtzJhp/LJdSE7iVQ05aze15Q/Rjjwk6l06YdSaPqrWbYxrFECHXBjYrMdlxA5QQQ5aqNqB3RJ0qa8p2F72ALmVbQdxFUIguFEfgik9HpMp2bmLoBg8aWfRDHXPo0LVJqatHp5HurqHIxk8xFC+oW6GvfMly+OU+xvllPuPmVTsXwVRIPQSLrESPR5yKCH4ygPpfBVBF+gq+9CNohlG/s/LM907rDy7Dv9/981/FdP/qgh1cRMLM3Nn/L+dQeCfNvN3H2Ph+Hf9/S0WE0Z8BuZ/l97/uzj/d1n+LcK/jUD1H1ohA/v/MPoX+T9dwsQZn+E/++A/ZLIGNib/n7rTXw7i/3D4d5dzxqdhYKb/N4XgPw2Shp3xL+jv7s3BwfoP77+VL/F3S7MwErA1szb5h/BvMZs54bP8z5Jn/v+t5Jnp/zWi/fuOAZ/17+TA+n/0gOx2yGxiCw2yT9EhryEfY1HRbTdVU5UVHY0MDbVVnS2dreWXLR6eRacXbB6yKZgp+0GAQG3C/KqqmkJ8Sp4aIvJTyvPAqLa29981fL41UZ2E4eCR1eGdTzxywqY4PEE7vlpbKCi/MDLeumbv/L5/TkgQCYTJasmgKHLYmXhdjqvy5Ppz8gJ2rNz4niITPwHfvoLFST953XaMXnZeL60cbwiFfbEIHoNe+D4rP3rm7/yyEBQID2tpdXtfZrxqNKhOIN+OmW6/My7shd6R7jXaeiBXmy/YdO+i75LO8Qaf8PpOfN73xG56Hs7hfW69IN5WvHbfk9iuvY8ZTOtABb/v6Ln1PC8jvPA+Cj6t8kIuLoLJeyFZe3Q94Q2EQb304OU2Vz4+SAwTVCLGGVfLp5RDvikSWvE+L3/e4bpQg/QcPZ2uQDRIjbmEepq+Sm5xmk0yPsf8voTY/RI/sX2xEiDf93+Ow5AAxdLc7Zf6soL/DLUfyWa/fpG1tr50UXXg8SQRV+S4iYyCQLrqTidu9t7WdO+0nXi9+Kg583kuBPZ+0CxF1D+Mz7uJvLys3wSJfM0yh6/x7Xhd+qg9viEXLnsh+v7W6pkMuCFDkImJzzIu1l5v0+hw1Tsj5fCq93ai8FLqeFjovihiK0mQQ/Qo8rxd35vPYsymwmIqYkNhV/Bio8i2ck/qh7zYOrSfuSv1RypyUwpxQrKztE+83Fra4w5hg2W/82KTYZfblYGWZezOYs02uysFJnO9KYU+gdt+3B262Iru94CxGxGzlQxYxe0+ixO/ro3Zlo5G+ESKFiep1YzEqcbldnNg1eph9mTiELTtTsGkwBFO26TegszLiK25jqthJCrJqtjLInmNpc4uDeNr/yqzz8WiSNCwcH009S3m9mykvw9M3lD3E5gZFKDoC0Dd65O03zVhD4fCXqLEbsLEfgRkR3dhT4dlVw+yrwvb3WXe24Ub7McKELJGhrtjYH89sBeX7iNIDxZyhIKrQMVeWLQfa9qLv7LmR47Sl0STyRBQMp1P5mA2wZXR4FeCy6eIMp9AzGyILq3Op6gyn8DMbIgttc6nAJ9PFjKfMGA2QZLhCCzFFlFqmUs2Mp9wYD4CyXRElOEIKU3uS140n8BgPqLOdIST4Ygr1eZXoi2kSJtLnjSfQGE+YmU+osx05Mp0BM90hJVpR5Jph5Zpx5JpB5dpR5Nph5dpx5Npjy3l9i/lDi/lDi7lji5N7k/GMp8gMp8oMp/4K+vAfALJfCLJfIJqLlmtkEKugEKuiGI2n6JWUEk3ppQ7qpQ7rLQLTMaDJvOek/noyXwCay6ZrZDCTlBpO7q0C1TGA1fGgypTEVBpO7S0C0fmDZf5CMd8gms++UZEaTuktAtLxgM+816X+cjHfOKlgOJGTKkHT+YNIPNegPnor+3w+RR84aWfVMxHYXPJeKJK3yyZ9391iyuk4Ast/cRiLoEq/WTPvP+rYth8cp6wki+UzBtE5r0C81HZfHJcAQVfUOkndea9k/nE6HxylvkEtPnEbBHFD6rMGyjzkQjzEdp8slw+xT+EkDJvJsxHSuYTfwn1AJXyaX75fVAdElcAaNZnDRtEOGM+qcbDIPbsLksWbaPHMuRKmisrpA8ob5QQFlhkU2oLgSRHtHydGCct7X0Nf5M97mzkXrtqKo3n82yVq1EFkn0az2We21pm2lhpuieH0MMQDBT1OqktUnK5gQ7Q/MkI2MF4jcXhevEF9j5gP4lWHOEwkS5UhohUC9z3wsPHOgyag8y5MdwDb59zoR048OEyCzx4z/V/6Y3i/qD7fZN64aYApTqXhp236eSzmvtg7sPgmPkJ6xGr/LFDOBdNDvZkS4YR3HOx23vLBXx71ltxLMmQQYmIBpVkjKFai6ZJMxmPIoIkqErzUEk8nii9l+QcXvCbHPFzLBIBMc04H2cOMi6JLgl88Cnmxvel5+lOqyZIq6a3y+03X/fL/uZ21APdQbJWXAGd7uY39D3svchpdgKPjjROwM5LTD3DypWvr7OLS3IMDjc76ttM6EncpQ+u0MIp//Zwpw4r67OId/JeVuGJnn/zNwr3rDhQnl8Cv+2kZlIXeZCQccmaDUllxDk0NM1V1LoYPeuGHijd1+71w+7CrQcoOQB3nvUg1jrWeuBXAhqz+/doyw/4G9P9Rx/w+7PYeF51y88UUipJ1/KO3EjVtClL7qeVOy/47E7PyZsxSmG0yqL5Vs+6l1DLD5i7L2b68E18HMDkqY9vQxayxDxCjK2Rr5HQ44+f8SzHcQP8zRfnGwq70RDUzlth8RhUDbvGVQtmrd9r3Kbc9jNV3oov8/2ihP0o9C2dUOigC5kwvvEK8SRngvUiAxNiSuZkKp4ccVAydrESBsWateuGQWGL/fADIjsYHbw4BBBZiNmGdIH0U+075pCWAt8QxiJvuQhk/pY/ZWzPB773Sy2wQ+aZFicDMwcx1/QMbSZxoPFt4jl07aBfAYqEgk2YyOIXhU7UsItMIMrkrY0/fE3S5Lpsgb579CKL2CI5E54K7LTLflyxto6Siji0RiEUdw15dkWsUZYpNxYxC1YP/6K0x1Cd9FaDoU+WyX3Vbi3SUJw1rj/ChOIDmuUy4O3UJFDYLlcfOq2NuuWLnEOKug3dB6v6Z22HLcNRO4ST+iqjcktpO+Rik/QtbDoUVYtLEEUdiDpBc7X1TAPsImR0jLu+Ruh1eXgGsmoERgy9AWYP/J+ySki11b2gjOg+eL7K3xelGFFWHdQU4nYGvxu70RX0l0y07xpo1xp+r3XIEMjoSjfCDB5VCSYBlVe6qhAPape3EPDUjb1TNDhoc7oCJO7es1BlhTzOwU1v+6wSEwtr+zxbMOGWjuri+WVLXx8O/zlEPxyGo++Jbnx+R8uBcllAXH4ItcjEGHXZUlx3yTexB+UuOEN1R1CtxOooiOw8DeGCGdGmS3HkWbTvQxTXE6ZMYdiQJJVJUlTiuCnkW9l9UULwC3N28xruqf2uIQ1l32GrXezW18w1Q888HrZeldNIvTCFjk/zJSjAipxSEUlFZzFqIWGwWpTISDUpSQrdExQ0W6xBI84cHE+WdyFn7aePQ/KdZJEHt/vheYO+3ziEaQ/a7A16yaFVVkyP3BU9ZQs4VUktd/5QD67A5EXJEfOp4NqKmeH6+l4qdy7zzAO1CuO6xeyCl7oVyGSCFXHZ90iVkIhvE6nY46zPp3CfjshwhcTkNYZzdRAJRdHooTaTlquniamId918hhF3zlLUYlsG3ApaZ3IRk+SINDGn/Fjzv0icSs8XkUpzGTNfS9UmSwgH5WzOScdj2+PEdUN3BE2hTK2UdORMYmQugzgazN+voPjIBZOYbf6Idl8Iy1SMUZ5Xnsy9ardNf3EYe61NygMcZtt8wfekOl/uy2N/p7o3nwXHuSwYB9Cz+QnNWA0uThcVNLALOxLMgRrenXqoMIIKwcwt6JmlRIFlQSI2nBBnHe9n1VFh2laXXrxHIZXU0Goknx1qLOAJa+0V5YXFMQCgbDCbxS3+E6GfrsU90TlWcwrXBZcqdie1XTSM2GJx0nAQHQsWUHAOqRcAJQ8IQc5lOAKzrEA8LcWeuD9Co1I2a79YBxW0Fi3SLV2asCCiXd82QKM1FgnN0iyMIqPIvFXmD9cgKniUvfbN+gZ1uEfKIWYbr3bVMDtWugUV4Jew3IkRmsGWEs3oapZjELtyZ9u2LfsDlXf+Y7O0h/P0bcave59Ttg0QaybKWBJMju9QA6aLWggEOezSPIF+GC1QIQursghKHDncDJhz3iEtI6RW4KatKqytyh01yaiHossN2zbJcWscxsRGSrzGeCAUv/ZVlrtfuWnL1KefYZXdOQgbugyFPb0bagGNbx7/UEnaGUsdPVXPvhhMqEwJOQJDlXufFmxFmVjIVDChIcHuqwt+uJSwJyCXBtCkPZhylFMm+Flt80PzBnzPoT/4JV1RNEsUirFsUXWzUW7J1V1V9+711Dt4Mr/xu2676PLGQDMc4VfpU2FLEIa9Dwc0vSVFA+xFwKYp6ykkArq8k6UsxOq8gq7/g/SvOK8+iHwLqw6kqGXYmo03mF2MpVqEtT7x9FhLeFNASiUR8EJQnZwsBpYx6GXxrLkeAJKcmxMLe64mAVEOV9JTifQpQlMleWjl0j94JjNQlZX0gEN5jND5Sq0JFEEWkdKwG4C6/EiAYaOA7xWR5shqu5GVhM40SwY2H7VjeomzQGG9DZPF81KnEeGdRqmkL0RCZI81eAkBpxmuh506K3xbudsRvxjxoicIZow1ljlAmQhMOFBID+PAC8Arf4IaBhLHg3OUK+w6ZXcr+H2Mk5X7nKjBe6CUsQ8cAaw4jr1aCjEgufJYk0ot0+cgVYKqUky1jywpZdZAXsUTpEosd0+hGg0jFHsAcJuQJWAzxDbdKBBBJUn4baJNTuMYTtl+Qj6BJC4pobVhj6WaG8xCck47Wr/fbVeIdzIcWWAjE7SKiprRnXkzznQ9RAIU62S25ByGA65PK5YwqIRkOXYRWAyGCfw7XrqVASAoppby9TRhuImemlYun/mAff2gbhvMUExpRMubF9vffTo31voLkxKRwdMYFguVRyysCfGK75UnTJNKikvy8Fx44KVUwSEA8eJiRoJtNS0yUrH1dSBvRR67f+DcvRKx/0zH48CcXxKqBv3grT02et0Kbwng1XC/0m28x/KUx+/0I2hgv/1oBklLzwn+QHSbAqML5x1c5guHQ/sOqRMdbg864VcVfTcGQS4a5G32p+nUKPvMlg/a+HNIqH4Zchc5ZxhaBhQLZqF1WFoW5sxTADDag27MkEXxluTGardA5kAt0Sx35dEBRQuNsYRMSsMhelpTgKt5dkDZtdrolNSAg9JRKbugL/uDarkiUgAbwya1Khd0zkWzsIU7im597xzm4bu6XU/hebJsbJ0x63NsQ7+rYP2muuf3u9rKaR7sHIiE41j9rhpL86NeiIU1p6VOAyQPrIghHAqtysisBYY1yWxJWKWhKREwckWgxThF0ghVGeaWUdm1GEfhBkgUEsPHgIm4mBXUHaKUXw4UnAwcUGTmBfImvLbinKMFNfjVFspyPGr8CMvfqM+5KasZK23Cr95ObI6zLUXCj+sBkaAlnon8Tg5g+6Zyj3F6+mW5Mw7zKMg3clpxu52bC6h7GCiWsTB7O6eX4yt289wgjK3AqUMfrMWoEoAyjAk5Wp+I6wwK1r3uTMNUkFUDOObcPx8fViz6kLj/AUc9BwIuCJc+zp8ggw1fL3mRaQDgKzjgdJrFvfcKOckvDormFAEFLN5TJDQrLqgagOD8UBQZbIjCO70vOMrmcIoEUIqIQ70vTdL9BS9/0iuieThn2xOuM7NpxOzFLkP33a158zhr/zRGVWQJ9QMWoZvzyEQtqHi7yfQmLBhKG6a4DCyBwKrS5w3dIBA4QtonvIwaiNEDnpjKoCNTZtRn0yCt4KMSl5I+QDwtzgFHjC2cknnmjBP+2PlnL4h/LOD7dGUIWRUGn8ceBacBiDMWpAJgWSkfAFNQ1sgLdKSEXgecdpq0YER6uu9lrLKkU1NudLmlV6JHugfg004t6BJfIE9F30cEd+Oo1gfsg7GDqBov3hqF3weloVs+GG44FCwq9voIjmqCsomOyOCN/9BEQ82ktIOSnrvcA38PLhgvvv+pTfIIzy0d7CIZH/CUkLyrq+iDgQ7cggCI7BoI2Dif2/mWHK2ZAENgCHEz8b4Srqa5HxR75RQR6373q9PH9EcS04tzC7fnm30HYsqdm4kdMFE0RDOFYtG5VINoEHg8PYnzesJz5FmphQegX1gVjkcbABsZ0XYl7ihlrvfs6oafxtew9eG5S+tmeVdZrz6frsp7FNe9Mur5E7V6Kj5dfcr0UxhVteSYUUS/fDjbwlISYprRafn18XEWiE3VwY8xaxz5MzgYiDYBtxIt4GtiTBbAEuSeQwbe6oDr8Eao87iA8/vGGrpHavaTr7W9pczunsfn4WdUM/b6rGCNh4f5EO0Hgvq2sW7A3EeAzujC4PKCJ3vUd/usIgNfm2FnA9TLKaCxb28rmSLoPj8X1mXEEVQeRh9tTssFJEV/nfxExjyEm7WiA6yO53Q5o56+VqCeXJP0QAFfACA8n0gl3yfTiKMj1/85dBEm3xUhzZsd7RWHUeIagKeFyWinKgfz4wS1u9fr7zbz6Zu8ceaew9PNG90G8XwJ5Yzpp/+OWk5s8geAz8pjdkkbvqMbNWzl0CNW9DeiCTBFEMU90R0YNXA6mXdQSh21AA258mSjjATQer4FkJhanzoIvcsGwFwRkHIIAU8pA1Pekkr+GPcIUqa/H79bSSYKuHe0lnwrhbyTY5Au0BQ4MqA//Egdmjo2Y9AxDQ8mJCP/agPQE8Uh2S4oXLUQrDi73pspu5FMooGjNd1FTBv/jt+vm6s9zh2FHYFk4ITeO46pdNW6ybjdtyy4XfiyzPN33/GG+BoL1ZVKhfFbcqrhjNsp7RUQ3ltRjHduk7ns/VCYszN+30xG/nZrdIu5hrlzGqoZgkbHzCdtDQNaemskAJxIobwS23kma/XyZZz0hfgV4L0TFZ6Dj9JC5S7xh0MIcJwfhjnupM7GeF7ZHcbGTYH7eJar4/cLf+sSJfnOXRMWHdy8ibc767CF+WSrE1PD3ELTz+h+/EE/kE+f8kIGlECLUfDFo2y9MVIozGpytFnjLUSubpCY2VllaLAD9Digx/3eEPfq+I9xKrdSGG89Ujk2T2niptLtE0OelJaNtMAhWZrLCLEyv201D4KqnEjPB1tfN74b8tBrUE7xyWCz8eWmERlxkkEZGH/DOIvKOf42gQtyAGWDOcUARGL0651bPHCPIyOeLOkVDuIeKB6sQnDiUMBRhmtnnwLyzBMgVpIMqmC4jOkQRiWApSAzntQVGHGtcvTLwdAYRxmBI6o4NpVT+j7fU3h5jSwazzkFR4oI0qRSehgdqeUw0X7GOujXHStApngmS7B31pYvm3ucXQ6sQ+T2Dr27Z7NcLqcQ/TTYoryXGf6P9oVRSG9f+IHVF/xPHc9xx6/orBDJFJbYTKWhRPE+e+k8ucH1Bd+C3XcXUPb4Cdjs/lPBQ+uci/eql/yeJvAnPuuVsonUi2KxUSuYP0iK2LNjgGEGc/tUSNq/S0kXei7QyEYAPeu3KrMD94EQFEsOc0XlNzcgBngv43/dwx/GdGIDrDZPGg/krpy9/JzqDdh5k6jaZZXP0YCH7dapKx21WJSnmsZKaxTc5y0hqaCISVVCaUO/UQ+TCZNCSotClD/Yq7Z/pR3e4P+0jr3xoN7mLmwrgf9CfHpVoUOVUoT3fC/KJ6/3ckO4H0zFCb2ymqIoDk3XjoNn0Z6sc9bPugtFSso4wcxflg4HQbZllChIZBnBdisGg4EWRzupAT6FLkY0hvpIhn2H6/tdUH4MqFf6FkujQlNuqrOIWM0IWolKDt9KUBWgOwBKr7CGXi4J5lZhEbjZDLAHI9dYQeg+rCpAWLGMUGXoD7qD3yuAu57Ddj051J0+d5Km8OIZwRulHZ++nXfVab56E9LpTTfvpHzzLhIXdaiqEAYhRMsgtagiPsEMglxcbpkZQB0Q7mQjpeIYL5dMRjCLLmOP8wekmOF1sAkRiFEFtUVfAgdRWGG76gDgl1urqIEGwNataJE+5DLM7pM74kc3FKxcWSwwNRhU2DjGLiIn8Fo8KCddhCgMoYE/FKvTcHZllsNqMkGFAEoQMTNOgSYDH0JskaAZAEx5sNPmLAKYtK8Z4dzw45/p3++0YuLXUsV1VM666ziuzxj4Ql5nT00asRWpFoDejkVAW2gLW/Tsp03eqPc8Ix4DIwXf9hNODzYiuLKvroXHxKCVgqRaDjxWCgA9nZaVOK8qSgeiXYrRHKX+3xT2QqOM2piNNpex+OAkqalKupwXxzQaLUi+rCZkhwWI3tlz6ZemDWeKqqcR9LWi/eA/GN5zoMSXq3+cmVVinLUNf7gBqri1n6TYUXZGw3NDTwXr2JFBDtv3huqvgF+m1iFVUs899J3f+UXSBVADrZBtqGxL8Xc1B5RCnH36C/rUBVCoPC7fALQRhsclpoOPoHLKlPXSSRc0gPFhX7TzgYeFpjKB4R7EDh/mmNxeJyet6nm+ahZPAuela9mgoTKkF254F6rdU3P4ht9MR+S3lEmOyBntXSA/EFQOMoGXksH556YFsd+iU5kQEPn9to4EBtY4xuQ4jIa03RuNguDiynyAT3HC7cvd+d+KCbmyO26hehResPZCC4RV9WnoEvV6U3KEyz+2nsVdl8Hrah/a3qIwCl4ZBpmDs2RWQSaLGcFCBpz3+77lX8+Tf6DYd6ZIdGZMDW83bwVZfyuxpGhgM5SfO1tPLhm2O2/xG490WQTa+AH86Wp15NzCcW2ogn2xRev9ZDVzzPtaluR69EuXkFHRllenJCmvPgcYaCl5dTg96TPIMJ2iiM8x2XFVIuIQOhh4tpaJ2Ii9OpYygWZm7C6sEI22KgHtrxXICmGpzH9hgQzbgbLFpboEkEW4NF6RwfibkQSZUjZkCU1bDSYKv2sqWIvV2kytPuzGW/2ZsgnTnhvr68BDnBrsdXIg3AxkOtuwWIj4AKmuW3OGYtH0j7rfLQ/IBjzcSKqARfKZNepcsuOFPBmmpYdUWEqcYrvx1PJlUxcZ3e55XcClVUoSM3JEC+Dlx0lGGWDVzWYWHaJoV1WX7ZPAhMMJ9n3xlXYnpWsDrAOoh2ALXevOl0jb05WWrT3Wz22BOJVcoCxxx3WQXy6fW8d24n/4h3J9gJrcasmeXws3PDJwm0bRWvfJZvQ/MIBWq9pA9BOAxyhC5vLL0uNnlsB4IREy45G1VHQA5MtJIcjUlsf7BafuHaOSZUsMQ3Nw0+UFSbI17gV+6HvXltNHKViQei4K+ZQ3MZBA4/X8J+VhUbAbAQ9PKzWjNCKK05QAWxTriSEiRUvzuTCVYzNG37H9MV+h3rA9vP3ERtYoNXe2VSDrFro1dq5MPmJ7n81ky2rZhme4aSrzfEFJuHiuvobZS/ojJRtzR5ocORCWdreNBxVlWqnLU2v2R0IrRxApXS0DLA48WijHc3fr0eHWgLFG6RnlTGiwRJJpmC2grh1SHtj8i4HKJ8kQMeM+SB+dAXF05wM8tSpNM2pOoDirzTOlm9GhAPtBTDIvzVnxY60DdpD42x3ioIhrboAHUTJTFOvvJh2HGJg2dgBjGsEP9Le4ttzAf3li19aSV+1tW8y2/pDUiIuuyJWikFwPTxcLE1ikaGoG4CKyIaPSkeyL6Kv60nMUzt1V33icOW9aM+STdahnzKNTq0mWp4S4z7debU91wfjcWemvtndrbK8CtOZvStVe+DwBOEAXoeSEueDWFLt9hZhAI6gbMs4UL2tkh17E2061nLDbCRAKtk9Io8/UyWKcktBijzlnrADCF7Q7umnfKv/ShkmMuO/s7q8OyhMJk+K1tztNln5IlIBOAGJJUTBgJ1cdkGETaTnQLmF3Br1LhmKXhU1BwHAoBeJ9RX1jl4i/3+bQTg5JQHtfTLjlNoztyjvay5Gbsbe47wI+JbQK3Otwhg00LCanWheEtX+GgPF/CPSyVNiLesg/LlBWwReKfQ8/FlS3fu0Aq/SdBuTjQMcKaWrthcs+as6Xu+9sYXFN10Qvk6VTNOgh5vzScF6i2WtnqpO2HY+srNLPGCplty1iBFaPOpvaBYtldE9ZtPKwjrXyj40/QuQtgGKZsZ4JBqIZp5SXd9zXDmCZGQQXV7hegiTxE/SF42418+2ppQL7uPqFx3GmFA48kqu5DZtyjj8UzP0IoYRbTb4f5gD2GxLZrs+f3jx5ezXfyA2a4rPnqjaAr8cu7SHYAYoQpZdOj6vzDWP6nt6URxdrfak82PzTQO84JBCwQQuMO57fZVVZmpBACorpDQJCvE+rTgUAUQiYIq3csByAXrKlLzmJAorQtliCB+CXkznMOownQLQcv+dEOjyyVybo7m9hLTbE6bbEwHRJafXJwU73uqpOodnuajKHZi4q90WwUFRq0IdHokC5znzmYACEhilQ0iBhQLl1OLFg4H1IFpJ8V/eW8A0BeZ3kPesEAquJkhJ7/VC0MQ/xbO8A7/DoRNcdztPVr6ms9SdD9LWKbY/unV+YvxbAx0X8JamVXvGQFhsjC4GsBWNO83cCispKrcY8zEaUXWqIpDRMS6FUAlSo1syxxcLqNWHVwh31UvknGpltWDFwMAM3k1p+gr2xqFnEY2ES4Cy2quGkJj0X5N6mB+wDGkg1VsAfhN7OTDslSo4bsIgTz5RFwfZZ/mRmpiZNky7JdeLK0CE+2TILIkL6AoymbhlDX7Mj4oo0b4QaEXLa9fbLlwRPHXR4MtiC9Pz2iAWF0tDl04n26O8rRjr5NGPlns4caMSTOixjlL67Hx8KSZJOA9vP7lll3s58SFf3a6RMJsPOGufjhi1fGmq0/wkBAn9jfCN9s2GUPh4j1CCTC7mokoLtGLAxuGgx6Ow5gX918fM2NjRuYVrVOMU+rX638oVZ1Q04LoaQWWbUVKWiQimpYU5OeGt/A06KSrJa7zgOlIs0VjdMXq0ENio6YNrSQO2DtVesUMe1hlFwVmhdt3WBE7eP1q4b/fXFt1tHiepx2jFns6dRtFxD6gM4SiVpw4+JfivdCtfbcuTIe7nnMIV5aCRdT31iBJQc9HQX5+ctZLlkxXLtzooX0KMNBZ86fsjAPZUx8inOb9Rh4T2uDEv6EwpZ/JrGymMWbT60+S11zzeORkCGMI8GQEWb+DEudDif+8IoVDQ931h1olqr0/1w3k318lu7931uGUsNr92ycBQqxdKnjuEPZjaudjktfA3M9tuuDryu32tAGF774ymJlqXv/tB5xdPiReSiNi670/slTqte58m1V4p+vmpepnVzGdeDEzS4KmocHpfD/RCFu47IjYggCcip5w93++I1YCXmlWp3/cHmXN5XcVWUKho2O50MjUQOMSJgf1gJVBs7gpTi7HjBS9RtWcj1N1Q879Yg4IOEcSRYfoc8c406gF4I0RQt7ouyE2Zjw957PW1ul0xeC627MygivBVs5h0kEi7npE2N1irNSc/Fa5Elf51zyHnNcDoYNveNUG2JLv8Zy7UXd5H/8cjl8iHMN+RmABoFay+yq5YlXP+FGn/qGHSfS7tFNnKzMoFIuGTTVS/+jn+6TKKH/AmZv8MO/Ngr+1pfeLe9ON7323RYs0ED9qA3rkQsKd497rMteRwV5aHd91jpIR63w+ltgQwHftKCvRMIIobh81iMGMZrb1rPrswpXOfTJsRsEesOP4h5iCOTtKFysgCf8tYp9QI1O8pvMac489byWbfdcQCj5eEbdk7nb0XtB48p+onKYZrjclaWjCrNKf/wAPkUJCgpJoPFl9JJ6bf4sjpK5n2DpDugplXuYKkkc2uYIf8aqkoKpVSAcZj4K7WpsLeQJtumt34ZXbAY4hLD23ZF0eaQ5JFGlqxQWOw61cJj6fWSfEtl+MyAUnFV7NvpSA5ph0QTDnpD5f1kjO9R4mWgSP2OayVRh77GKOJNrG7R79iuRPt9I+KxqFM/DctvIEDXFGtXAPD+CL/R3sdJ2U/aeDPWx9jP57ykH6h0FmHSMWl1h5aUOqQKYU4Gbl7GmfoJ61wUjQ2XzaYMBo6hOUmwiuOhOmwAhH5wtiBbZJj+Df/+q1srz3bc0N/9RZCnbcjBJfHoCl3pv5hiqUotZvN4Z4wqjWjuZKZ/pWqAOMenPxCMmZMQG1oxLLITkbbZOnrMM1crTCukHLBWQ0KTGnz+Ij5Hg6heB/78Qn3jUQxebhoHHZvkGnuDEEGwUkNVQ4vD3eb0/p4KYUKb1eZw2tirChNCHn+VFDzT5rXf2LfRasXpvBo4inpIO66t2eoxHdA88K+flKISY43L5fLKBZtLsB8WT3ZLapzAiaCTUPFDI3GNJzr9CRm6KLJx4TsXlR1QwhAo0JFRRpHwZK2TYVNa3Q+tckiSXBcLCIe0pdBJmaAeGcIAlFk1GWB+dJm0qEs+woYhyD/HhvvpeV8+K8IDbWcBB7L646wCuT2lWGoQiOt4ICHOAO9Ya/0HNZ5bhkXvVtpIarq8tL7YYA8+A2x2VwKri1dxhzKtftah0PZH588oSyKpTp8/SYOobLBvLImZUiMT+DE89WHafdVz5u9Q8isuyLLEWkEzu2Ott7PPaN4qulPwRxMfGfBk3ed9hl7tSn65IFSwMRj2OujB8etcXrj8ja2zW3Z4UOJY/QKsfVE2a4dXaJsbWfUyQ4pHhkdRmISHyaDrwY4UOyMiLtSduadYvhmXTo6ZM3WLq4zHPWlT+qzm+zwwdoD1B1TtT88/e7MVdocTAM+NEV3Wh/AAHHrhgFza+4s3nMjfwpj5cE+PZYetu9LxUBZiugQ1+4oREpirHvM07QVq1obiYExtComTjMrLZEuRqmNoR/kRz2obXknEymtXZw4V2zYyBuBvVzExiwiPL/sT/u5Ox4yp87y3+8tVann03/xinXyGjqSAoEkCS5ZWq/krW1d8wL73H8RCsUlOBSYBsIYk1+/XlwHtwFIpRxOaJt2FYSx7xJvCHGrjsKphlQfTEceOLiUduRtjBjIgqRajXW3YAGcAlmCvPvYHCIpxtrVArrBbGkI6l2b43XxbFOQ5DhSEVjrBsa4skaSbr5gI+hM0c6eGC46i9vV4B0zoXeNdBk7bEbFKle4Q6pYITJufn96kYB0cNqNN6jO7BEgpJncreswxs6G2kFP04WDZrHf0NfOBVu4TKqceZGs63oTQzq2MlYwcUy5Q6fdxcxeGxiAIjplTAGIe+JdOuHi6NacDCO3OvDq0ylDNK/xWTSwrmdFywxtnsp6svGhug59xbPdFIfOA4icJI+l813JvNL0Hbl/tI97AD3z+jkGITjh0WeMBchoAOgzBGOFcgdJ5u64dIhT1UVgJbl7uF+LxjL+36QLHrnINKisnqFeRnOlT24qQCweYUpOwvJg478YH9j7rK1N+ZDJl9kjPPqQPrirQUR6wLD1xfZ5g0EHTb3FtcosWfd8Dbk/m397IV0uuekN9H/AAbeapwoiKSQR/IZ/qrWEiKh38vrt+nHq8fB1wD29iAKqsplY7XPl8/KzmLSMiqosKQVz6OhxSLtsqSf/2alcxZCvRTGgZCPnYY5V/QVXrW0cjI8WHxWxT1FtEJze0rciesHXKoXJiExVCk9aMSkrC209CuOesabQvq93Dpa7EeRGcbrPKjGxvBPU+CwJIk1h8FTm5ms9kKb/pDcM1EuJtEqe4bJx0dclnncNGx03HtIkxpICHZTXgyFcTxEXaQ2ZM+R6xgt8EMf5OXLJKU5kP/85Fh0lX4jO8X164hCnCawQ4YHLAOg0u7I5h8pni+5pE71FDRkxj+MnzfqkspUzSqFTjDPPxXA40LegsLbEaaDow1c6ELWJzAl7EcZE0/aCqC53twzQkBjDZiMoGotPo+O3lKS13GKjNoDaxvA98p3uorQ8w57qv7zdO92FwyO8qFAlgqULFEr1JYwmk+OtIzMgvHTPB2b46iy1PS4cXIbdGExnxKqrD1P4NqdTgZ1OMl5GHbfTuPt8CvQ/gOpJZ1fqjN8SzAEByj5hD6hrWhu6wuEu5OrXSafnt3NCloqPe0/5paGX8t5KWWeulvJZGAw08StZwxN743vXS1NLn7cCtokN7m+fxYYZSmCyeoA1Kda2NP3o88KgrAdHoKCk90SBndGI94tMbDsvcNTLJmModI5RVmYFI77hPTT/vD+5D9Pme99QK8lWZg/dASnq1uBg3ePksgqhrc8jobyL0q78DupHRdkv2hQHYTtsdB8cubpLxqUM9cR8I/XNypSWJCQ+k99iAetltfP+fBxi5O7e1Ugfp4eJcVliXQsjvpXC4t0+b+zx8JNKCyLQxAcfoTTDue0BHGuF25nxtarWJNFkcPp/PieEN2m3fu9gog5/K4sYMa56NMdcqpuXhtZK1mKOgSa2wWBxO36eWKrfsdlcwnkwwA5e3BRQMErTX+74BwrbX0wQa1POleIznKIKhVnnXK3CA05vl04I73Z0bl8RDXjkyu3Eee88baPeXosGanPDh0vbC9TNHtSOVOGAbSZnmvkUXYrDRtoMTF/29ONa5o8kR7vfPQoZANayDjt91sLOODQUPUiULVpEtOeYzldRe6qtHAK12MelaEhOfMaSn9QbbwfjJ8RzyzZWYlR5gRr9G1YMVJE7BUmjfSh1E9PmPAyzuUuvB8lzq8J0KgUffoe9n++rjxZIJZmvjvcaMDnUOfQ6BD5u72wNJtJYQU608VIGgPKzdvdtYGHjuHhtnuT9y917g/HqfAKmyqZhNVBQoDIa8/C6/0JsVW7Jx/F6GOulwO5xPaeR4fpa8Lm6q/PB+AF4cegDab0aRioiMEoRNAfseQh7QCCLtfL5tDJJGCQTKde0shLd4Ex1uPR1/quaF69GObMXXND/282CGsSkjLNtuFtZDJOZs7XuyEP2zvCIRsPAbuvG0+/P6A+iFqVIP7u6c0IeeU/ocLUi6tuqc0xY1dzNjh1MSzczBikgA3Wh+Qza4jcwLp9xxNZTiYgFwOIm8MuQ42ILwCRwhEktJDKnsHDWwg01BjRbHjHRTyRlPvrnAHAh1jPjz9Ar8Dg73ijv6IxnHF9TDxsocYwpN6aKSkXLeN6NMqkww3IyOzjQBa64sZ6KSAEbDMaKN4O855WmWrdBPGS9DIe/NSC736kmK7vUSrkb55LWghq/mizYTSqB0DdNYJFipmDLBjRCAiy7QvV4ONwkuBhdjHYONxcHhaElsTIoRMQ5DJstBU8syhp+BnRG4GhcXTA2fjzPRwsHcVe8bD8YvQzpC5gC2KhL46y7WtUkMFcwG7/4JaGfwO/yExNYgjJB/f5Xq+eek8kg5LfVcYka11FCTOwVz9NQGNjSg0zKmTT1SiEUA6xeVMrIeSIMtDCwMv/7QwEDq9j6SYCIKsCZqiRJ6IGqHHxInhP6OnP6ejBezB5g7gTxQ/Mh+3RWGqnXsLDkyWzzG0pYaADyfGOaeMzDXVEE4BZISo1t6Lod+rkSeTJg0ByqRQyKfDjsP//lhsh/rZTSt80j4JEXAyUjxnFXXO9175eiRu99n8ik/gQhSDBy+N+MfhTT84voF/LPeWrjdZkbU1UDjyqBvTqSjHxP7Y80YJlDksDEy5RCHsIWANpAXfvjyDurJRNviEai0vAzUU0boUxE0HdZYWi6QejbAnEeHfDm4eDgvSUUX2G0Ljf0MYcZQoPkmbpXUs4u8nAzIF/21Zz/wmk9QRZKT8SKDl/Tg63mjYI4E8ENb1lCsxRhXo+b6lfAmNkbBy+mk3xWqXiWNDc2O1kfSF9bQTPYI2hCHhYo1QAWYGLghnwfpKbetGxkBrI7vSxjyR9jdnb1mxK7zRaM5Gzm04fHfKsWoL+Kw/kVprHf4HJoV/I4iB7NNshhKAJTV/inDtQ/9fZi4x5JV3E751VmCsQqzdSiawWzKt7BSg+6bYzHdWAtVbDA0FpwhonhKejaYcWiN0k1iulbIxzdMMRsn+R4wU7d3yYNL6wDEdTWyAxuYBtK3dQj8vpYbeiQ/WMyb9ByA7R4ZXRFdNIb8n+HsjAlZUzbSONmcHqeXBeC13M5H9VRxeh7DKWq6EejxA+RVdZRZ0rIk8KTwJHKkciSzXmhdo3ne++OrvG8dZAV6vXXWcH6Et6obVjbD5rTwVYJBvj7Hj2vgNXziwGNnwXjCgj4WDh4mHii6Xe57C1a5Xr9RZQMIy5591rNiHkOxfOJElduQOLHdP6XESsSvkWhe/UVZ5i3C+POQ6QLgesA5XZuL1ffBp5qbjplMmPectGwc9dPWEFvbZGXCR0I+o0VGmbZHhFqqo48pVEjIQUB9g60ymwmTDEuMGbHwgmJ3tlTyICMwnjRhCaUYSo+AlIDOY26VMikezhNniKVYhDXMpXlNMKVrsLTdiWweWDUWZ1LLLScaoE3KyE2Hy4f3YweP0Ta16Xc9Ji4plCuolSvAAzo6ry9tO5qwUR2besl+oj5d2Qn4RGUTnA4R22VxSeQS3ULq8ea5t7DM4ZezXC5/xNbFNshqcrpcj1/XDk7k9Nh93va3Vq/bXb/2jZDkZInpkc7xWacDyM7lpPnmffcPU5TUZnQ53I4GUqLUrjl8b+7Acb0f+0dD8fBiJabRSPSeTbJzbqRNWeHx1jg9L2u4bnp+ei4I8SElEii6Xv8eQhMw+BEoY3Lmgg3gj0vebYluQjkcJx+hLVmsz1tTqe9hpBF/NWd164g8ItMhn+tRrmIBW0g2BzgCFtSq+33uZFHOGdD0u2fJjlam+jAODWVaJcNYovIASmeNPqi2O7rx7owZV1cfbeLx3teZ9KIBb3J6qd4C7sxbv9CLcXNnvzF7l9e8dxD6JJskbjKPDKI1lBYQo2gG5o+qbModOvw2wPwdfefN+4kBh+EGihv0MiSoiwBCfLjN0TfZG9gmykkNnGmK3CGL1TFTNdgmWyFtVEAIvJWiDyi1vNCsTaNntQRmxa6Gp4Whl6FpAWg5IzMll60tETK/7L3ltkt0YLtbGpVhyKshDmca1nBwHbxBuAhCBo+wZUJOgU+l6pPPsImdkZPB5fBJDA7rJiV1bsE+n0W9ec+oCPgp47tqoeLlzul8VW0yPTMzofOaUDbApXMhA347OuBztY0+aURd9YXpaQ16eMElcxCXo1wZP76Zmjm5fPussGiPWOpgx5pEUaLoon93MqBxRHed4wpoRmvtl+EN7L2xniG/LWsbvxrsi9MUuklgV+7k9nK91nlyrftHfV19W32DvdPB9mAhYBL8uvPjuxMv09edE9fRbNc+Fi1uGPxA6M7BbCAj92xmSiejt8H+qC/lKCMlw+nq4epjY3VjLMdpVxZAyn/I66b9ph8c1/BPdSFgRoOZFcX+AI8Negro/cb19bYJ/Hw+MWaBr62alj0dYG9OGgbYM/fOH7y2OCHo+sSZNn2ajjp6jSRkf265uWAb6MlJ/CzN6MOYSy05A21eXni+cXIEOCMLm21Hzk1fMzrN2FLBkwVKzGYx90SqFkop5RNLXflxIduUoaDppRuZMg+E28emT2ivontmW0IBljEDdxkhvzwLbwkSyl/y4H5CvPAOmmRh46h1YZMIvzvHkAyaMkGKdfqkgo7613f79J2s3a15PcLxjsXeUHuZXT0uz/9cGblFb7Ech63hYUvjTqFBDzs2K+bUtFRhicHhrSW3FEMvTy5T/R0fOl2xTP2whWc2L7uwixPPtFl3MjNHEFzclNx3sJn+lMDsmKg1NwqFYJWL0tt2StfwQfZDfAcjWSZsHS/EpwVzF3f74VvTE4mb/gqyxH8+KpuUrhjZb/iSL5pnhyxWiaFw1ncC8fMlEk6Nu2mJG4wSUkYOe2OJ9XIblg8k3NZuxIelc09MpMjQ7uHlXMfE+eI4xuh7306ZVGnA1wOIA2EQ/H7mUIRUMAe0PIZwzjopPENo2BTmHUu7P/IO5xMqEvq97kxj7IBya1h5qfbZX1FQcVb//MfboqDJU/+q7/g94SlJTA5HxNagfZCOs4EqDAdUnOF0AsKLPBWyGvVaQNhfFZu3CVKfeCDAMQ4/nMer4sMt/ZUXMlM4/zwiNhfzSkdkTMUHT2e+HI4Hzx19US5zZiHE/MC5pFBL/qov7yRrWh2c6kAYK27UKI0BV25D6fUkWPapgVotQ/BvVcFFAxfZw3BaYrlJws55oDmr2MXAG7Is3ckP4gd7gRMfjpO+vuENfC3SODIfjqPKamwmp90rRfw9b/92Mf+69WQ3gXx/VQpHOwCW3dLY0N5ZUjDwz4OzxU4M8q4BwFHfDqLjMhrWglR8BDcoxYIl5KKbfuzB80t3ylj4QLZVZgRH3bARn+Su8aPNTsuWx+l1n7BHUWW220maDMrnassBZTSub/o9mkLkHSjHT7gyWOHFjrA3AchkqkSB6xX22bJ16XNRmzGCBjhJhHd3VZtkl7gDRMMgOzIvRtcgwEsutpFQKY91ns9pGbe250qsko7MTxsgHF9U4cFOYnsToEz7vpQU5hQeHg7C7oIwmqrcwvmefQ7BxkCMvRyBMoEjR8U2opXJqUThARxp9TuiIptpIOpAWcdj86CyPwXDwN6jLd61whStKnToS9CjoHA5bHO6wnsR7qkY9OKVTD0MfuuL3P5Z6vBZXG4lKmb/dndM36uSyaXYq6mTxcWaciFp+PfIyq6qWVWni/PFn9M7hbkkOmv+K+xMLu6w5qQ1bmoSQgPeLUtgoiL21iFt/2a2AnXEQKK8EWtzN/qmK/saVFNweptL3o8WU09qmP3etMgHUSwuLx8zohpWgaiOwtNMY3RghLdK+WRoM3aeS40ZC+M/qXR3hbQO5tCC5DPhBGmzdJClAFbHi3L2Dl644WX9Mmz02HMxdiso04pvv270I1TTdIA7OmJhPCeZh0xkUEU0aAUt7UUWbvasrDjE7KWKhAHzvt3uae7xAsh08N0S1YJRnCEoyeVlppuMZK09zE1Ox+bmCw6EyEIF81YcVJUQRBjEQyGuTV1IO5PCSOHlcG1sWeTyp9BOQFxBl1iqqKx2pfFfoYLWI9fdvDqYFnNCNk5mdeQHMdS7ebbcLejMH82SuMxaKSW/FX9F9uK4d2ESDzTA8OheKFpdMyvrYPp2Z1dwtoOt7CggMN6h5m4xRIwekN2+9g0lkv1Gra6HK7taL/lgZZ2pnvt1ok6PXdQF43PwS8PFZjtQEhsKnqgj3lE9CTOtkYBiiwMGUkWKFS595NMe/+ESn3mHPwX86k+iAMmWAsfM3vBza77aJ61zDAD7CiAjlmmzrnRq4rIxjYTQ5QTJw7hiiXbFMvj54FPCu3KJisAlI/+q0LOsrLTA7BUzYbf6jZTD7a9XgrXR220Anzwsj3BdAJ2YWSwWAR2m56VKyTRwxCnz3Fs2y3fSwCW87fp2jrrgawvZ3aczkbjIQGqn9WQrZdiGlYlwwlL8kBJgixy2Y14k2yfbe03xRSt3lUf/P+CCpoQDJefPeYMdfkHGAVXwYW3BG8QEtGft/Z7tCrg4xeESId4KAxVueEmu8eBkmznmKN1rZX9ohreB+LCVQ5VZsytK0svNeJhGMmqGyUCN7JoD3Q40fd/E7tpwrUaMU2tNaM5HFkSQDq1cAdzXEZwLdhrnv+EPAO3F177x8ll6+GH4Cyn4C6uKf61Mm5Rj8SRNkc5mc3sxRmfmyJoUtk+URKVZAKTe2GrcfX9WImHQeF8yp19ufXFp7aH7hSE4iJ1343vaI8Ea7+5D8yJhqIHWvBuo3nOzpM74hctpRA2o5z09CrvNy2eIrwOtD/nwmsTiUqlQdHcnG9/hgzuHLoBuyONQoRbJOw9UCRrN2xRcbBqdRQ4/zGDM0GWMiFyn13RZWEqmCcwmOCdBy+Q08r+y+WdPAGDlY6yV12CsS8c6YDSNPqylD5DKnSUnIkzGXNUm3vjDq+wHaA7yzCIZrHSu1Uva4qvNTkdPx9JER9jXpICWqFaoWD31j+ye7v7Zdf6tk4WTjQVDVnWEqH8r/adzD1kR5NSsaVY5gnvlo3E1aHnMjE4J9pdvq2/zYPKwYLbXC/lBM3scbAxTiYaTRzWnZu0Cw3p81vT6lzrcMjru6G9LlXtzg5UA2TwbLmnch7iFoeLJgj8PJ5VQWBwDqwOK6oODB6V3FSyHEXCHC6398LgUCWAY0O37jO2dbGQliM0VQosCpOTGUWsl+hwQDG2FQvccQyQZw5eGyuS7KXfPr95mBU74YJ/gKMkm6/xj/XSSANr4lXj2cLeCqDPyL3UY2i5al6z01IV+EW8FyV/oQJSqM13LUGWCK+FHIE6nsdA63LkssfuTbFMQ2gdEcdtw9h6oVacppXfIeUNwyyywuMBHFJSnaZbiN7cR8Yddrt7Z9oUh2u8vA55cMD7nUB7p2bHpziXqNHBxcdF0MXRxeFyOn2NnSGay2pyOb+JjxUGujYvap7intGxqmaN0uW3ub5cpjeEZDuLJv4tGZXO4f4PMPZ+coAqqryk5cSVNzVyDOakXE+BI98AgwSiNw0exuVNE1byMMHINZjVuAoDsJxpip/FgopXmqh9RSKJoSKibZNwZLmYBg8PnX6hGuXs3cJjBwFPtd++lTgG1ytVWc1sYW1seK+MHwkBdxhdqYSKMqDtGmWhqK2RWsI3FQmsmNYhJH4C1wkjxGksLoIO5mRZ4Z1MuRBM2cXiwEG61CnRMtdygKPWNn2sjVZaMKzbxGdr+0LzBvL0US4Plf9EFK4RHFGpObYB2msL/CXqOx2mw6ZSnGTAEx3SxEYeuIDEDWirATo40oci2L0jj8hLD+fjDhOZzx5Z93GTNOVNv3lKgkG1j3LTInMHj8868SHL+cXZvtHe7bwRmuytZR2xTmu1tbWnZsgzUNV8w8w3pLotx+w6E/8wzvz0TpcFSFopTRhhw4SSpi4FeFRcTHRO7h+DT3rzAyd3C4Vrv0hxCwpItYVbin0xyKo6P7D/rf5iJnhedPlMQhB8XB7Sw43pUCQmdfW63f6WBydywojyGMTgOipB+PgNR5Cb+zPYYv//4I2qTP8q1d+RZdCCOrXjnmssTZDvPElYZOgCDAu5qtM+u1DMm1hjVbCA6+nnEkkNXa+m4AIXMYsyhtQmRMatqeo7EMLEveKKdsfsOg0blmiCJ4caqbIQyGzjTJ5hWWZmmFTMfBLZbINVIcj3s3iJbkQk7Lrs5bDTv0Q2araLGwoPlNn0Yrqz8J/3XNbhPxqfcfR7AmW386DjVeNVYL9QDGRkHIznoIANONhpPw/frO9JFrbaf5ZfKBWpoadF5Zu4ccLc2Rnq1HOGOdjW1SuxvXD0er/3NCKoTOy6/1eXO2u1ybsfv+Qe5bPf7IaUquVpTfG2n4mAhlf7lf8b29y94+tvq81EkhVNCXE99AwcPC9C53amzxjQ6nfaHdR14PufBgcfNSaqX5I8Z/WYs0Wq+ArtHo5YPNphtGqNyre/bb1tbxmwI0d6kmtnDRAgxdNTKY88QoavTdoyUE+Yoqh5UJRx9avReDRXpMP0qLMdt+3Yb1TsaJo2t0NCsUaOqWDfc+n1ApZHAfMTvwxiskuKpUrI36vx+dsuLxGPHrd1aTzo3n1FF/KbKeBjYoEz7AQAuRQl6ilh4M2f9Ogtu5NtEjeOrXNkHo1Vo8IXGDHswwpZeMJ7vlzECRyj6D917GA8qD/B2VEcS0DbFSBOf3N1xa8qP85M8n2+X2e7v9la+H55ZLAJXJv2J0jphjnKQ2Z6r9lafuC84rPrO8AOwkGGj76rt9/PVnmMXmOaQgiySbMXlgZG4z4ruA0M+xboP+g25Z3ciSY1XNEgefaMn+2L0kOJG4JUuPge52+9u48dQYu39oj1Swzo9yP3yuzLulIXfDo8/e5RJizO/5NBVolcbCgEwN0KP+LcKRxaRRUyXllgmXUO1o5wGuwbKC9mhfIJ2I+lNSvYdRsqJFo8aCCkSCyYjiSHJ5jentGShFPIzZr08+NSmkBnIz0JChyyhRx8tRApkovVpkf6ckdJ3kwbHQo80NiSypJNWeLKmyKOQP86iZzv1fTQdQ2gsdIvC7OINaJvWsjZHW3VYTCYYv5/j0acbYWbt7VoL4/m/t7T+BH4yvWFbCA4p5OUR2MFfdALxiIJNmK90Ad70ne6fTpyen/56KPfY5DbIZZ5Nt2XHSWU9knFb3MD+U20XWx1X0zpSOoo6mjqiurq6Ao/H5Wl98RixSDZMsRcUShcYOoqBYfkKRexvw4HgQ4IvE3xMjoaQAx8jLdMinI5M9+uMrlUPNXFo6/6ScOzZbRRhKkpxKVEw8bUbuceVBtvdwzlO3S4TziubUuzVXrmbCJNvJJ1XvmKJX6AE7iDOeYw1xi1sxguFeQulg2p+OkYptthbNHcIwbWg/Yh7EMnJG/H0QLSCWZ6adQLExcjhozehNsiXMpHSflTWDlNRYOXUCxJewyj22GKcygtY6alib10cloy4oJVpDB+pJD+ZDFSRlcrUp4mBU/1iKV5ptKDDn0NU6FfkoUJHCv31HdFNzK8keacxl/sFXrFeKHlq5Y2LkjmVURqy1sfTu7s43yVHX8Kuh9Bf/Pnx37D5fOulBm+lDopYu2jnT/1+H1Lxpn7onuerfUrChClXN30dfiHKY/32wy3YSoZT+6lWHvyM8rz76pNFDFD3dyGIh1ASyojpVA4RY7FXE4CfNKiSfcAOijneZ8TM9X7qmjr2Oaveux+CTnplPUJKMOEsIUALGR/hHeiuEwelBjul5ygYIAwhEyHoGHu4Dz+EebDtVqiEKuC/uWRW8gVnksQ8vchTNuUdzF3Nbc0ZepN32H1uH+effj85lc3m9by0fNh63Q4IoRW+jxE3RGw6+nrkK9PFMItiqeM5hbwN9NcLGYWtztYawXfRufhBuclRKpgBczo+T7WD1/CNAckXzj371/AL8CcZeZlmj1FjCsSFPbrzPheNTDL8aI3ZvJQA7rRKxLgg8WKF9yIma4hklB5Ab07C77fcZ3H9yWsxrVpeO42u1R/WZiUc4q7UUpmksPeq2GjONi+78BYHUvH+EoLPbcJvx18iPKbKtKkPlAm6B2It2V9CeiXLxlC7vW3qMsf03GSmFaK0iW6RXmSveV6IQbsrjoy744z8RbL0tv2sl2QX/wNQrfbo2nMNf6CSmOmYxCrCtEjNLz45LYn0EmlGekyGSppKmh0vO6G91zQkiQHBZblaoNnICntvGzp7H7IQgLggAQM1xhQeHlgWFFMg24llm7N7jS+cz2f2O3gx1pbdcKuiNU2ZEOEYN+iP+cHsnIMW75+xWnpP/ANNwQfldhuO3x98Icvus8n2AhetJkYoed3JVYe5hh30kig5nCSjZjUXxgLQm1UmgmuZ8/ww1gIWqEZmjlEcQ3i4lqs7oLB6hErGqVMiTlXJqSuZMXuizIDzDWfWpFoTM02mWuVA++P4LMx/QCgqQeQDyLdeop0B9Oy2EqNWInTFn09wCAzOjw5ydH35yYMsHgABfaKG5dGzPdaDUXoGGajhYChzDSfkhx1o9We4nycdGeTdK0yxPQxvQtdhbTGlXVFWEzI+iy24rzeamM3g9GXx0xhae+GsvnASSQeNuTchdYi0DiWLBSUQ9q7kKzQwn0a6JOwmrLxw6NZnFdBB0+nVDYnRKUwlM0xN2ZlYeXh5SJqLZ4TdgJj6YxDURKtDwEhfWmbfBVC99lq2Tt3KKnzdJJ9JvdC/9PVUXhJPLMjGj/OEwavXgwxwcOpx1QcvEhhKs0FmYZXzOBG/uScyUOmoqjP+GNdf0pdNb/aisuDa9uhnbNphKrPFuO3HcLGUm/Zteulm4AUXu0dD89gqbAUpR6wx54pOj0XAv3/ZCXhlyEPJNAiwjjM48jxq+9jVVqaATwg9mfpYGHoY+pgYHdl7NHYd4TwYdn6dm9s778p/zd3fTtz2b5peh7tMDfimxHaB8+BJmt/1Layfc/q11yzLXt9oxnzpVJ8cpW0Mnz2z4uQBdmkMFoz4+fJmu1Orx7oSPp5oUD0UfbwQ+i2c5/J03N4h+ksgwAnl9XmM0ifHm2CCD7UjOEkLgZrN2AZj6XVisWut4oOKLZw5tWNDenVD8X6y2luEgRTc50Zw6jUEeoUDp3j2JMBz5V15BqjVqJ3HLOlTKm/JG7eVgVr8Cv4+hU7dJo09vbokfilBv1btsjVMGc868n+oRwmjg6HOHfb2mGgnAon1qh69eXsaNImIsYYirQVVrqrOhW8kLnvKHwhO8ZCS2qtW2/mGeuzfCdl2i9eOtC5DUVWg0jzi96rHWdcVg4zthM4swDIpMoSJJGCokSZ3unpjLW86+uenzrbGeOJFRPsucy4DR0NLV1NbHxtg8+1cGX/Xqu3TaYXBtp5PXCB2I4n1K+VuRy3XNLwe+72eIOVEHFLEvvYyHT0GpD3sixpIblxoMS08Z/jySxoq9/cb2Whd+BfkQBHdfRFap9HixBqL9/jtDVTy/YLgirpN5WCUY+GolxdGlTkpPZIf8R6IiFzwXH8VR6x20esIV5PUizHbVLA08FWwVXB4WFzcvxPWnzckMTncbufv+zeuGT0uv5c3r5mwZkU8LEw8Szln0oG11aGJofe5kbkEJTE5nZ6LCR211hqbLY8PntYivEX+EEPdz1cbMlrdNuGg+YR6c8xS4cU6HPyKl5Oprwp1crfBqhkao7ruxbrT1nDlN9TzreuUxVoT6RkbrsEhHVIIAtrV6uBz9EzPFYkVle1wDwwmRzdIJztX3Fm/47mlpf1CNV6n40wn7upuptsiLGmIwblTpftO6YM37ej7I5WUyTd+jzDrKkQn7gM2E7zuK6PUULPNMD/Qo4BXhgPMCwf2iZODO2eEePlBzQ0/0R7IPyzCI2PYh7SysbjhzJeO/CSkGTJVGRMlTkUL6c5hzjILRE+cA2KI8V4pxixrXT6Xz15J8MQK3XDkjKD1UB2A7OhXMUT+IaJLlz1eN72+P8AF2haPnJ7lOh8g+j/EhJuhLsR47C/X1hDvh7kMpnLFohtpi1vmwEjbsDf+AC0Jcp8JNjiH/vdCFCp19c6bU3t/HGCUOixGI5E6vIW2XxWuL4DK+G0DwQMhRSAeDhGSw4gtOoitVC0b6o49GEajuUZInsstpOGJTXTTx88Zn5B0+y78AzmmXvucVEo/SlN8cVBg2rIKXPUDDG6FRTcLLBhUVGigPU0FQdnbLoRl0VPVYzZcsT0j4DJP8vJFcUlmE1cT2EKQQvKgihiSup2MzZ3NSdmytMZwxn5T19DWnLA6hhXIWR/FHskeyx7VbHt85NTieG7NXYRtMz8eb2o52k12E6UNu9OYxh3Hqt4vf55ijW6HOz2u3bXfAdtpex+Ifuv7Ppwm/D1LYvM5vA2lIL3gdfs+tq9fWNb6TWPpPqSuPzS3dh9f1VLg78wUNyLw6zP90BlcA26pu+ZC9tjvdNPxdYHvEpgh4AMg4kMC6c9wqNWPGaJUqXM4q6ipubi5zNBUpJi0m0i0EE9CtcRdHdB3p4o2Hjy9/8GdbKGOo5ld48GaqRnxyL5ygTO69rsBFlJJ4z4dESKPH/paRPuOuJM4HKASt+yu/Zma0RCnRLCfYkUEVxXaJde6klkJ+lrcFnS/0RcNxBwN39n7KkcPHNVrmo45+Mx11Yp39HzlSd7wm6QD1lNNIIxsMHxrEpZMleTNY8/Jj1mRru+ZcF1ASxoZEh6pUywqWlxsxmT5skBjLdvTIKNJIsHln4uT0S08DiZ/G59cs25JDdhwX/BXuJZUVBQUR2bZSnuMIP41IxtmDr/edASAkBBXD61z0ccrsToSHiPEHsiVb/pnN1q6vxFQk2faulop4RU0EKUQWPVSQ3XuZODwVqAWyrrsESs/1GoTnQ10q2PIxlEtY2foYEIYcTwxO1mJ0eSiSMhICEkoSYhJqFHoQQhaiNQIAzlAeh7R63j0mAxLKUbDQVY7XTfblDpo8q5vBdDdvy4OJk6StsvgtHR3DRq+9IAAVWoxm8dyCvMnH0PB2omNsgDe7AI+xNSUYAQqxgGUFHRg6inWZVIRA9xFJFHf0xjeWWGyU0RkS3ZScYJ9MWwU3/KL2dLOUzqt7wzkSJKCRF93HqX6nFdq3vkqaordD/revqAtYYM6LQhA3SCBOCn3pBbw5Qv8erWd++FuvZMCyN/kzecbzkU7R75sGeMp+PyqlB30OAuDochU1wMZsX4LORXiZoD40XyD4H5qembxbpXT8Qo39rJg0fJutOpHYddpM5MGG9OtG0MCQiON+ehqMvZYK7+Z27K8pYbtbBHrVjeEV2Ns8eIQIuZ71u7lyeWCdwicRayFf5UYH0M8ZaxxraLLn3PkPdkefVQ4OB24hjxw+lMRY9uAPcm0kwbslSPbVUZXei4nnLqWvQGePopvKPMn7mNHwGipvXET9BrKLahz2idzmGvtHO80L1puWK1stXRW7kZGL1IvVi9KL24nmg/VrHljqS62Ii9zBEN7wGTTz+n8+HF6OKMkoznjKeN3xlVGI9uLrW6bh8ftxO5TFBstr+vTisp54kvQ6SO1/bwKCiwl5mkTFgygw5SpY1+5QR3NFJ1tdR57czsosM3LAEdQivfpn8JCHF264zhvpO2JhDCeNiOimY3ZBthwKZviAx6FJmsJoWCS0l/xwrhD1Udin2IIGwZT7OiUWioywIrFnH/+MFR7VVNtck/vZCsMWkHISGCRgeiiVabsM10+C3UjeBYuHJZ3UL+mlFPk846MMZ/SLdqjKES6kC+EFUjVVNkE4otZEHY6/+4shgqkCzEZLRPV+qb1G3bg1vk82dxx2tllBSjR3dU9mWAO4p+m0+1xfhs5ykrT63i6p5GcvoL2QuNxdr97StP1eFOhUL42EgBQ1fXeRSy09skuE/m5HnWN6JxaDP3xXzkQ8h5vmDsQKubIb9Pdj5Q5tlyM20clQsbLGVxw1hbZ8m7FN36FmX257Qa6ISedfcFgHcHiziuKQwqck8JbRQCIqOQILUVviHb/pQA4CC3O8lnq6QABXYHwGFDwQVyA7zY1l1cR4SjManLRFFvcFDxEphCIkPanC10SRAcQumPcaHtpDxGW6JRAi54/J4reaq2owisu9veHcciqChI5K50la8DmOCECilRjhzDFPN0ZFKQ69zmegYbLV4PkK4PCYT1BksbqPHHMDDuu47PNtV6bHug2z+YzssHtG5ArPt4phPsEpeVwtTQ31k0dFKpMXtwJiPCwDjE2qHw+PQJnAxm6zDecl2F+PSCxM2fqlZrMG3N0tq5maZbO4/tRyFZ+jQ/9sdATifSQOzrdADpGEcsLdhb+rAJPytaP1DV8e94Joza820zWmLbyVKG1eqR4hjnvRgLNnUlcDKd2SG1+pHKEcmEKXAH+mPcbTm/t/XL+5cQSSkzwZt1JhlArERoxYJ2ie5yGQm7JI3njJtZCzJwD3xxJp44etoCBBIBruP+v3a7cSgnB0awRNNiLjwrz7zO8j3oucbjwQmiKZOGv8fncbHwXV27w3yLOVxeMKePMZGCP8zsDGNDatSfUGfh+ODOzHjOJJh/WE/Vcl4EyD4A+1ve09BakTjs2RAHvL5W96nWvrqzbs9JEecQhKVxuj7FoeWo6ws6bPGJMDkn0m8TSiVRU9IpW6KXQ+BYUEkx7Z+t8wD63WtoJF5ZWjihZQ8oy08Y7CwXX8ArGJPkgKYnKqfjP8tpdEEwtjVGxqsiUePYfYRQ4OBnp2On+1twdBYtv5aqaHZ4olaYhcL2jHSzQG66lzJVS3TrdD+KfuGajkZRryrhuB1BLcEJ4r8gSxoqMC8mxif1RJ4zt9EN/en929j78cqwcg7Zb48gVSAqIUZ6vdKSeKmpwGoospafROKFSBNUCztFhkaXpd1OlUMoTSLOYDxNK4NwCrT4ZqKpc6ia+Wc2NNXLZwvuNt+CUln5eSlJSTH5ZHfRf/WT09OT1IIZHsCPKXkrgCxD7K3hmkl4EkxIPKecYSOvBRsUSIOblsTYNaHz4TX2xvOj5Q7O23z2znjO65XSO5jx2mNiY+ZgZnQzNXM+048gPUam51VzV2Uacd/WLvZL3NtT3OOwvjSud1GT3Oto8vVNuRGfzNEIradnvffLrGM6zL04MSaUMHzjwum028ezjF4sMo2sxMlKACU6ZUJQovYpbtZ46SoyBjr4JRRfniADW2/MfB81KbBBHuwjdG8xfxsm8DQX4s0LMhRe2EEU48JC/tXgOEwZ2oCDn+wydUkoa+i2RrVEpJEEo5mNJLLpdbxqqzuAMIl5v3kkUQuTwJ/IB70Z6GEeyc5cTkCyd3hXYUxhCKFYWS37ulvuH1lWedRAm4k/1zg7OrQpxihvEkINohI61WmNxyaa/8zd2gO1W6iSifdYGPaLUg74VdA7wgdZ8Z21iuiVugLU0jvqwTUoppSJTUI4MQTErw4Zq5VycaG4CsDGyc7LPyNgvbsK00tqIa90alQ037te4y0YzfhdVV100qRotuzdXretc1Xtd+f4ugK2Gr5GTlpH9LftbxgYgZKuYz+Lmz0nTA+YRn3LIIESYJhhQZLkcmHI4Rx08UsqB89Ev3qcEZi7S5VgGNUnjctlJj49BeGX1x6qpcDYLaOVosCyxvgeiifv7HC5oaJfBc5/Pu0HdWlWy86XaH2RYG2R0r3DeegspZPzPvee+/YqSq1EF/SAC9IpuR4AyAwSQsxNLAc+N6NIgAX92UFPqp1uudt7TWCvc1eIaa6gSBXDK/JB3Q5+SHs2ybkdLM6swh2lqFyNo+sfyql51vUolH2/Dh8Pj7eOQaauL1dU1V6IM8elZGno5rOC7NycvtVptIXg6xIqIr7ojSaDtmaexAEseTVUfMpopXE98S111K/FLjnuTryHyY15x/oRA9a1HXoFBuHWkAd+H4+X6bd1XBTszDaPzi0XYcN0MUbs50T1QWPRQkN8k8QzLf6cSGD0H4y15Yb6vsUuHpXSAAb0h0FeHUuMoXFt8W/sf+HY7IFuQNnq0k4XNcrYUZo20ilm05EFH5dgAVZlJ3NALCSKM6LaEdHQ0pAJnCPtDq76VNcbGTSBC92r1DfUpVXdnHjW7LpPXJ4aR8BtMVfCMrknb3lD57MR1OuB7zY5nJ8sjzeZez8bW1UWfle8dxx8QT829DgEZJu/Xc32Xcso6uuJSAaiyzkUhokGiJCIlIuQ/n8C/BUgv+MncVDoq0O77chMSl973NJ/4cZnPQTO7+ceSXJJ/jKAwp1cKiD5kYA50kUhOnXetu0LdqSMcqXVF6HrGuDqmmXKegyKIU8+/gFgLE94pMnu3f8wNqycMz4TXBDCo0YjzyxS7PMHcTgv9GZyM8kYb8Nd5hVzjmV1OR+/nsPyAuu8u6ANTeayXED0JE8NJua0PjTtMVgZF2dFmwjoPbdtplayjhTTdO/RTEcDSAWBByfWuap6eViLM+vAgcoDDZo2i4N/AbWCH+w5ZDqBSXZug0RTyLA366cCde4M9sZct55RykeXmDvhy1+fGLe2taGjD1yyw4fPpld0bIEvsKoHptzrP1oj5HvZIhQpTs0y3ucG22uE94ByCNrG5KoSoMcibbF2EoRI0i8kIG5OJ0DcbKssFllXOgk0owAdUqJ2hasjx9WPslSPDYXpw5zNAEbnFP+Ypb17NIn/SjvDvS94CAM37ZT3b1mjKQLorX2PC8SB1zsazaS5Sjwd5h8T7kNyRGNv5456HsGpqOIUZmzs7np2FkaBhtVFEkle9hW+fyfe/bwRk/KKs7IWmiO6zN8kFGBdQhCJMjdaMWVNwBIrMgWQIW/qlJg4m3MkRY4cQ74T1inEtSMAQi24PkgaVBkldQuuEudXUnAXYX54fn1axpgtQOcOHDLQ8wW2DY1FRroL+bgvU0ulzPHY5TSi3cnUjW4yMHIRPbZr49i+X+4Qg/QVQk/MDv9ziS38U8ZcOqjJ0tOy5pDbeqfEDC6w6AXUcbaRYsdNFpsJYqDcYTRhw8gEftYC/N8c/Iwg3lhO+do6/UezXRkv8uVDaoVrHeFa2lzHoM/bn5amTI8uEMuR5l35RuqR0YuZMz/TPFMzc1UTQtviJj9zfeY+Mc+KcCXZwy2OcYp5eVLuxgmsCRwEz6zZx6NsDngIJ46PtN9P3kjelKcW4cs2Vs2je6EopoNsIKJ/DN0ijjhYpUn1QK9fhDANZnDORVoOiDqocXJ6fV6pQP49aDG2fUaURxIq0hZlXbMVlFS6pg19jxek/ttToJFlgszmL19TAkiaFOL/Xa8ak6MAqU49huhoQCe0Cffz0HYcAzf0xXazUezj59OhlY2AWYsO3EBWOqTxTJ01V41IeKbXJA7ZmTJHGa7CQfBjbe/UCqf22DRRBTLVf7n5Eed+qhZm7WCHkWW21s/bRhVMfO8nNMn2wztQ9XnvJHY32e3v+wXp52awFvHZz6p6DDdp8/gW0plK2TvQy4UM/n3mfH8YvgZhkJNuHFw5SGKBYzaV6dXFVBf8Izwz8G2C6Mm+axxyUHSqeIv3H+hXvkvZP6LKWGh6fSj2NveXUOH4/qklv0zsfeHTzZRw5pJHmkCP1OxDP2q3HGh2mI3u2anL8hoF//k8PreeBTrLs0QhfmRWPgNLynVk6qfgkKeo5CnpQA4aPN3HuDd6FEpdDe5daCDrI84//EdVwyrqC+p0hP0d5QaalRqW4SgXpk4TL+CKYpAbNhu9o3mPZJ4p+RnNPLu+EfAUrvb/YeSZBG4Dvp9DjvJDxza5N+Uz9FTFWaHXxxgsZT3qPoX9w52ukTZWsfXrupy6oqUeu+P441eMzM81UmTOsVcfzL5aoD+RgxscxHLD9grVxeDPGYeXKwQd7Bv01vKCZD5d0f4Z0b6a+Tjmn4Ra64c5ALPsgWhtDymKZXT/6aYGCkTBE6dyFmAFgzuQC1mndfiPbJTfJO7EyKlMemiVq3Oz7cBDkdTCJO6TvGP8sKOdWa2Uql1lE7jzY94MXgsGeuPFwBOPbvvpcyFdjnu3a044QYfC7dTlTEAkBfP93Bv1MQnwbSUGz0QDGpyEj3uXY8MzioUWouOo2vhALSGEWQqNDYMDSp0kEInMzhSZ+MIyGAvHAiqQ6CXl+sGp+TwB0lgM+yqg1NnY0Q9UjzVw6ZDmyhX/+MXRO68akJ14ClddBG+4p6P+MIKsLMzygsGs5RcYDscJAE8dDo2fdRDVk1PU4rDXPHqGd5JO5I97GgjcRPOgi0VZDV1mv4y9clFYOx03Zvg+WjJVBJ+ZdaDqq9At3K0frtA8PmP5TRScrGjMyYscfTY5hE+m5d/oLZ3cbqrU/Z9+17YRn8wBVbJrBaVubXg1VbRBrD2lPae/3rWz6ni5HcdiTMTFKgVNX1R+damCu7IoZVbTIqOHlR8134UNjY6mdFWDnRkgmH2N3Z29rQw8LUAX0YNbblUx+b8yv6bOKDNYvDk0iPLuw3d673ZArgZG+2z6msj8+czEGSzjg+4LGBbRcfeZh6BznhVLVa7qeOoZC91OU3bpUMlQT6iP+BUFVy1tcPiPOSVu8SPfQbX/iGVjuuehRBa3BRdSULwfCvdN1G6BUc/bDa2JcNsjlhwxOfxytyRkRDD4ZYLUP6Nr0Qtf2p1Ood0icJaBUyRfrZEZhIgwYcCWEGwxlLy8pXd7Sa0mMh6IDpJFnhBl1uVwfMLeW/9SbY7cfkS4WgaccTKOC+Y7m4ur0cnTC3Zp+lgOuLkt45gRz6VDbWL03m/jXMnUct7pcUXLndIApfjFzY3CAppVwtFU7WrMZDGicwokDp7qHegV6RXqleiV0XqnMv1+OXB5fVqxdjS8muXVeu/BsufRetNecdKqjoFCe1TjruXV71fmV+xm6O7p72JrYGl0PbXY/Jp19bM068+38CPYKeTysn7+vVFzlLJoJW1IDUgGwAD41NbVRz/Nybpp0CHibp/VVCX1/8lGXCrnatymXoIj4lUIeTGCNOKfOg24BLue/kICALIkmklQBxvsOCScWlAxxw5jxkZLIQLeRJkUZbT8zS9T+pvY5oehTCh1vjclii7hqGpChXiImnmCche6q9G3it+ODExY6JKkWNtZYCe97aIulQpHYUykBrrkOIkE3oIIei3Wpi+zzpdaD0rhPDZejSC21iCw+pUQN1gbBTP+eZdhcDbj4ISKXw5Nu0tpc3LSyAcumRqMaXo85y83IDVkbXmvOfcr9nXuVS8VWs93mEmTh29yy3sjZyNkJ5XRtZdSN9DTeYZ5Cplgyc790yAzhYycg7LZ1fTqGTgy3bQpMP4ToRH4sVLw9o34BAQQtYge3b3jKlT4d1uzTV7AnsphVCb41x55NHWaO5CgkQWKtLisZkK/kJ3VdB9xw8AIuufQrXDx/ebguIbk4b7YI6lc8Pn5bAgGPwWlsTjgJpKzYngZ9NVUs1rRVi8lnpL5EpBFFADQiGD0iSaE3Hu6Q8KlqOGkW71DcKKX4HhKDAkHiLnooccW+jU5nCDXLetAS/sivoblSPM0bRPOFOx5qAo3r4DKFVxx6Erra/oekjpWBiMzwYcViqQSUVSA4M/f0640fnJab0kubJp41vomGNTOBwC9tgEwWmF0U8Mik4/OSb8VGZnVMyphU0tHSkVQ0VVRVNFZUWepsTQgmcJlAvUqkoFf2rKJgAHxqTDnSxGZzuaYdm7ZpcyrOZGzZ2N+11bW2NTa56bwc09jM6bf5TwUKImiBMINQhzXu4gG425O8E00c22ngSl/9NgVzvi8xGOs6J3KL1+/dVFJSi4tqtTNT/KrvdQJN+D6ds6dmraOwF7Q+i+6YtmrmB/Tg0R2Gt3jaBH1gW6zs1pnAWZLB74F8IEz2ITQEmh2kYp9bgLIhPW84fbN6fEsxUQhXi5u4bmFeiR/JZXHKhb+kbiEjYo3FSok2GKRHxtgzCNHweh9ff2O12nE7HIxjSeOxtLexVsiJHtSzN8tj3gU86nuqo/8aESMTPSlDK11NXUlrkbXOY2918j157h694XF4uzbBPIkkrMJnFKDRbnP6hSlTKAiljFw+reqkb+vq62ICq/l3ROJYE1oHxygP69oR8G5hCywWLyFrjg1c4r2/R/VcCvrYJU0jvSKjqRre5zFXByQM8R/LLNryWGfsOE6qJ+JSJZZharLOeJvA39wWS+LYKVxtDKIcq13D7IxUzfwq5d68fpPJjJHRUeKfyb3PAIJjx1TE0e4HtTwxz7QwV8y+4qjj0z6TPbicXXA+IO4sVbFE91g9abKJ+W5xyD8/loYHDw8F3PjO+KAhf0dlA/RpGtzatQXu6J7oHu8e3jJao1EK64sJLUSb1eP0u7p/mozL6XX5noGW67rd/Dq56fX+Sfmo3fE7+Pa66b3x9bcoqdF3u12YnmSzy2n3OX576brNVbvu8XyJSdv2PvOp7X5aDzACGO+qc7s7T7GK63U/WTPLHaRlhp1FVuIqD5OOENxWqHVHT7NiuuwjAHSDd3+qdxH8AmDImHLPx/wjC8iXPjRCkGV5OMJsqBl6lhacvaNgI4WMGT+aX4ThSk/0EUEglTlEVTtQPUT/9giTyimI2lCKIxY4iCJs8Ycf8VBTcIB48ijdANLIiMEqrbtjd8t3DiX+EVLn47qcRpJnMh4D2EA7oMk0n/gt/3IQAqx6p4wc/Vv28YSe8TNeuU8CPTFS7lNCRHipO6WB+XdNDWRijYr4Hw8prsmOdFv8ufgti7Sv3NqKqx+UF7VNOkfG6BE42j7v6XhEVZCSKR/QcCp47MmgX5tQPMYyi9bYhlJCYbVo5AZ3KBkI1P3tRpLy9TWTieaHCV2s5ERL5INdCvjCiCGoR1T4GrRkLCXJ+IRHR/ffeo5+cNgKQQY6h57rO6WDNG1LJl9QW6YDrRypwvu44vT3dTa4A+A771keEcVBqPYoQoxas0RnIZbLYuHBJFgF4fuX70CRSOOGe19wC/x0kwjaBqvIwX/WFk81ckSTfiPootLBBepaiohAwQ582zn5gW0WAPkwTsUERWofoXKDmf8pzZEwTQrRZmBLx5aMJR1NVBo/Izbyl3XFZ+O32a8fvxs/G5MOvuIv+FmokBbr6XOdMbGjR4kd5nDfRPKaE+DCjQOmL2DRYv/T8iQMI3NC0hteyFhOwmU78S3omyFxMSlKSRbRmyj8B5YdIflFt7R1cQtHfeojyNF8kZFelR7EP20UoDCsKZ0iKgJAZdPNRSYE47GtpKDMhbj/j8LSLKkD4a/IVcLAZHL0dDPvtT8/PrZ5H5xphw3adGwA85lB5jx7b9CpOyfwgdXSaEwiI52KPBTHdMnwCH9gwwYi7Bmzx02cUpTVKpfZ5thY2XnZuRjY6hF1YhSHRTLQomEKYNvv1AvXzAEfMjNyQSFFcUF7cQM4b/XMT3HXmVC7/Sx+doNqv4XSZa9FIxvWZkcIKt/mJy9zWhfPQKKs1+s+WTgn0NxvBDJK4U+Scd/r3FNnTpKmQjwB99+H4JnszsE7GGIu8YVX5ptlEkuJOvnpRDzHF6NORrk+fqAwD7H4re+rpYxl98xnZcuZrZfUi5aQCwEBKILhZP2yTQ51d/J3vnt1Icx5jyuzX7gPawdX125VmfoSmr/49r9Bv2Vx7H1jtfZpneg8VLb5eOfQraVjZqNnY+li6WLydLZ1trV66i4rTODEQSExUi1Aq/OXUc7hloW+FmPO1kLaQ94KSgpijpBu35wmmd1y/FeTkJQEvWQAnKDW+28AzqBwaKFXVlmV4Uc2sg5b7k3+jrmBnJBXkPJmgmMfS6/zcOHz+4adfOvPjvETOc+RMaAnTnsKEtWd3+58osD1sWwWqnYGDTLOw0MdMI5iKAlF+hpQ60zi6IuXFoP33pUWbd07pWc0aAya+KIFRcCSRtVsFKWdkrSSMA3EVpSqkHqtytH+E4QC81TTyerVMIY4pczTP9k1FnfahPNyDzwWt4ojiT7r1Ln+S3UZXxv5Wj39KG2+u3pE1Hi8iEa2JOZf8tTYRNIlCGquTLYrJbbRePKqKswBmYn0Vo5r3ItE4N/QSNjXAXeOXdLpO/b0x2t1/VMJJTefbTGmBGCfwQlIJlWgYTn+XkGqi676E4L2wrpD+FDxhD/pBPnR0cNT96Y5YkRlvECguE4oZN+67MuvjNqk5ss500RHZjCgFvRuIrgmMvOwFaRVHjY/cv5u30D5QWEw2egIGLIC9QCMdSCdBdVmlPVGLFovBR0xF6XthhEJY/iiMfrqn6CvWiNZIt0nGWszMxB0JFFbB84vRDc/gC9sm3aOZG06di8PMwg10qcgfQpPF7yDZAxygViQVL9MxDFUZaN3i2JGd/sQvFUqkQxvkUHwtW4UtS1ZLL5QugSubZ7N1eG7vuKh32nF03uoFm589RFXNxBc645MVLaKBfNAe1NTXsObBzcaZtgsxtzqzk5jz9W/9dGhKQntZX+ZIUGi362VE12pmkg1GqReYN5BGyqjIPih8tcBE/rQzq3SSC5fN1aakAorsEpnmRrRp0wBYZcKvN0pYktQEOr3AWlPgSkwq2H+pqQUzAgOIcH4Tu4j0o06dkUBLCcbUU4r+OoN4HiiSccra2vM/0XrZOeOuYeDz4oESiueEviLOch1DtLVGHrN89bblc6Lwp3jdalRju/D+z2EeRHS5xWbw+ydWm8K7QVlBmV22gq6T1fOqvM911egt3qn6/5PSmfr9ZbnXgmanudXCZsulFLMrgwyflofjn6kOG1X4Kc/p7q2+jpnp8/B+zTZ9abP1fLqkdHgMBYavN1FLMHN/EqNAJKLt81arhj4CumHz23lH9LEAj+sYNT9+AppRgv18T0DcavYmcQEdizaCkpU0EGWFULOhArAQs0OeKpuZ15QbD3uggRxeu2B0+J1mvL34SVJz6aoibAKEk2sXrWgHTWuH433u2auX1igiphjFiThREucBp7xsbnMY9ygH3Xme101Gr+4jE8DlxRG1OuoObsZSU9dCsF1sGQ6x1iUaDdzyxwJx3eLoHpp+da3sYlk1390rvPafmAaz7mVEGvrLFJWOIDzJ0FldHm0uLRuzm4yctMz/mTwMHk57T8HDz9Da8/hwYBA92fOG02hN45gHFQ7NN6pC51M3li/U+ptaf7RRaDug7fbOv3zfV1Daexh6fj++AznsAerr0wmZx0IE8xGvBILb6vtsMHHIw99Ze11XsDhCcO5bpqpBhD3aAx0+AcRWJF7GfBB5xnjGwGV61CQgK5Ac45+K16isfI4IrlOe7KuIyif3JAg1ZgvsorbhkhQuKqcS2A+TDxUfGBqfX3SAsO4qGJzoXmUkZbQR0SbcAyABj/RNrMX/nSsbjMSZmovcgGkQS8fUmeJxQcnIRm/mBjwVnSHeKu/Fj3+Ib8SJIyCr/HP9UlrG/kqbGSuYyPSJmrriuswQSMi3rJkvWN0B7HVeoer4sYSN+tkzqEcq5dW94U7sF1NjmaR9QodFEQwu/xaybDJIet7ljWwM3YoHv5FjNhpJOHhfr6EZrqGmq5xN3Kw+EZMF+R5R15orDzwJD85f66JnExwIIgkL5HGnoFpXBfKZjMCXCCnwILHVl2ZgIMb/MU6GSTs4iImBIiEP5aAmJxemKFu8jA20uJXTaQ7hq+uKtYAio6X4FTZYogzZp0EoPU762n5ziGiDbhlYtYRKkHiSZsaD1pkHLS1XjbNyUSIY/0mNi42LlRM6EjoaFiZa5nbiSuaW5pgVcHTVsyWEpMW01QI5ejIvlF7rLeYnJidmJJ1hNB+HTsvPQN9N08jDxsLXzNzHTe/DtVE0ad2YFhbbY7WDrcHVHuzJbzSHIwX99Cz+4LDL4e2YG7ec02fYE70R1+EE/kPFlwff1mdxsAxxJK2PwZv4Xtx9YQ97STimpQpgaeDIP1t8olDCTU1CZo2xRefnJtNmjJabNUk72cYV4WIrAmzyQph1FF7ruOGJspkqR2hZvjAQk0daTTOXAnih0njCeowZXpyPQOo82gYBqUjXVNvApPfLC9YU2mz9tMtXC6hXDcqjEpoOjw6v/f5HdrYVbHpZJFbS1vLuiVrot1i4KPhYuHMxBqQfo+jKt9zYdGbyM7YzixQHHhCAZtGnAJh8dQ7JPKapNZ4HTLMedjrC2B3IVHzlq93/annIWtONXfeACbpx4NFdr+PYi/An5twPHWSj8IfjJ/WS6vzz49NardAvbwIRSGEYw2tXcyKXVEG1NcDU+YpEgIC8wAGyY7W1hJkAIbCegt0MNQIb71stTi0Pc8EMvCWiTBQ4P4VFTNUalgPWzwCygDIEifcTeGZKWSguUuXP2Kir29AO1PSjtkKjOKb5RUq0nauKphiTqIqoaqY4l1HpP57ifKAB+lv1Jx4onikeMzobnRLfX+5BGpjPlmXI9AOBd7pUybGGiM2g5QHhUyHKEF3nszm9Poej2DguSgHVA0Y42Hh9HoeYTq965cuLrjyrOTxQLAs9g8btcgE+vUtUvBaI3qPnofl+ZgbfVnP0b0d5Ki/CxCOmyonM8J5eGZtwVyASA1viDGNHZF0NzYmuQLk8JQQJuwzMQ2wf2xG94e5QLVCXKQSIEbteu2ZtqFIBNy2185VXwIKWVkvOPdPhW7SmXM6ToHhBmg/zhssXSS9K1U/Rs1RC6+KBvQi9q33nvjGNLY3B53JtFoFuNPjxortj1tTbpxjn2KPx5paTPc2Ah1dgawANXUd4IYDJYHtcXMzE7bfIhc/nE9ktraZ1JifjkVDC8QkFpKhdVWR5eHBMSChwhOY1kyiydss9zXY9gXvvjxCSPLXRdrfCAOucUYapykIxwnJAJMaElbcZClJcIMpvMbXdJ/9gQD+YqoTOVg40iuY7PCnNNq7VDht2YLGr/pES8j8BZKvhmioi7Qsn5yWfUjrsNo22jaL7bgwgxChevAmzJsze/hx/C6GSQRMFERURmurw53El9Xrfbc+fIGG13la9qR1RMguSFggzp4oTqJ0pEyyLM6ipFRxtuRoHGIbXGur1+39MDF90cnmqlN+pIufn29lNO/eXev3sFCRs2h2m3Ad4hdAAayJ7o8EBM8kyrGOqKS5hssUNlRyZnMdq0KXdbdz9gXMouaMh30w7Dr62ZadGky/djgMNQT/6CWy3ynRPKJGGY+Bd0RDsm3G7pEg84LsY8R/WUzC+6vGoti4iCq0ebTyE2pzOzoMhAKZoMEUqToL55ZSYTjx9z5z8USJkU5jgsEchstrLCFTrgZjPHa5ryyTtU7nTKbh71T0uEUOYqGcHybzSGS1QAy+6WmnyU1O8ygtcDjtKr98P1szXzMLMw8zGzOfk6Gp8YytHCeu7eK8tewd7XSdXB0NbT3uVk/fFA57+Sfl5qscdi/TNE77bcwaiMfc+36E3zZRL8WaEMWae/JArTItRSv2GUQYQDQyOqHPXwR2a0+hKFch+3xc9er8WEiiJhT56YWbZgA6evCpdeKt+fvx8I+cU8c/+MlAseVcTWaX+o3RJZILidl9Np5e2139gb4fuhKEOQYZYba/at+nEepS8GGo+p+NsmokGhnjiCD66/gqwhtkiyUqlBfrEdCIC2qsun13PiDpMAVgob1ikUx/1JqcrBeo5yUO0Pt+E8NogjS7le+EZjxk9eFgIfyQtZW1dVKDH5/O/Zm7n5uYSxKSgzUYMVGWSArE729QlD1PrVzYzShgYjIzna2u/l2To7uu0dH4PLS+VVKWmk7GzMjNyctK0BbvocME9I1PfiHNCc1ZU7UAu2Saz8LOw1LUIrbYX/lhbpVjxHPf9zEsWNT75TvJFB4bASAuTOWcP0SN0Pbb7ewGGZ4/N0hvrRzDV37BelKn0XjggVi/U/0zsaSlfAWTDdLcGDHQGPLXNF6asffAqRUCcyYeKqwumyhrb96rfk8GN18X3MOOP19BZiLtr04Owlg6qUW+hQrxOYt4RqX5unDkrWZQ7rFGnNYCinxqY4R3wliUFL34w/3KGplVG93Ip1dlE0kZfcKo8nJKYtF0u3IDiRRhjPJPWUK0KIdoOtBnP3DT3dZ0Oq3dCW0UR3bIbucQE3qqgfTibfBhhFW8e7NPDb+w3l06xxxtNHFQPCF7ONLm4KOmRLiSwTNi2SMCCdP+y6m0+y3T5WKIayT3X7ck6PYibL/kGDn6MAOu1HHPYZ+ToUw9yz6TfMtDLMBR7+pVWGlxmfc+oqvUwmAuXPaD5hlaJJXs3aytrT3MzU8tQENwhnsh7lEwEOfHgv29EWd2lWtrnvaIzXetoITV/QEmpPtoSxVxKpZgujUbVsoogOad1+wIcQ+qra3GIBDgnCa+9ex/gFz0TLT9MNznQK/BorTwLy7koSRtwis110EPhKCikqkpC0vel6ozlaANFapjnqJj2EgxyVRlay5z2vvaZFEtsYmplXshSsi8oGXd4YeWRt4jHk6exTeavPrE9UkXBv/Mmad5ngsAJ1/HbgEXrEPhRFL3vbQM+wwoLiH+vqLF61b1mF9mRhC2HJsiKqBOpuLVGjWUhO9hMEpHwi37ZRLBHny7jA77c+IWBLjm9wDm893/k+IG3JTodTpchiSTVI+81FkUuMQR6WVISahDc2UhPkwRM5NBYP66vW2L0lRZhUHrhDKCfF/QQhbD7vbT6/Cxyab/TsdQew0U5ZVOVSd5JORdIV+jWpm0XHEuqFJU79bOnJdqM3wN0L+iZ5uMNhFlkjKyQSUFcTP0SgyT/NYOKg0M7wQGgKlLINcBFqu9wFquqLOsO4GtT22LHCd0XVQdGsRZqhRJsnfR7pAfeEwyOO8NHTrLPEAhBSmG9MXsDHrA21ctZNCi2FcYjDPoUIfOck+kfpv1B5sUJOqPLyNDDhrxJN5isx7ar/dAA2ElNgZkLDAAi/m27kIrvNJH80gMnlICqkrWfKtBC6yEWJgxs/ZqfV6LTGFEWOjjjvHzDzWOtCqhkFmhbHCN5GXLhtRLqZWk8OHljanDAg3KkBqgra2lQeYaTe5UgHVdWhV/ngH0kaVtbuyZEEw5qpo7/l94GYaPvjD63bF27f2D17V6+1HhJ6AodZLI4YiXKNfzijkyCxf2MSPXZa2hochYPSQC5lEQiPxUExsglpAgF71kclalleNDZgjjCygCwnQlGWYsEnSN1cemd8YqqMvoYMWPgIAkrmuqdXJg3+WCPz+4L/CbdIP4l2YwxjEbQCTOoLc3GteL1IpH+WeZKe5qXVihwnSroyyk5St5uekYuXg9ni8zv8lseVxezrRe7EDNibO0IR6C2YyVrqFU3jB30CrDRk5Ij00zG6dD5jTNfYysjD4e2xdPXmouee4et8pu9LyONZMJSfSJgj2cja3/nhvuNtxyu16QS1nJmH/Ji8+Vd5rN6vQ4gzZmfOj3wf8+U81qA57DocWJaJWEKUUPPl4XLBcwqP8DNi7Gi413dOvwCvsjWwSabday6gqPCt1Dw1kREQwJP6gORRWUIL7SVKhOFJnATDl+CP88D38zNX8xTtk987JwkY1iRbfasfiTazOI+FhYmyqsrdFVsSDxjVRJfcct2mcOcjR6gsTOhwcAKZ2/aSK1alqZN/Rotn+ZabhK3Mk5BYG5wkJTaHVmmVLEBYhCf1/bbif4rrktqy94BNsfD+Nvd6wIJS7sLHXGBmzKjA5tKo/6VAS2QMAGmE4bexUXXLQ9UrJ9HsYdvJ74oLC842sv5NzQZGOcT9pnFkijXyJzAfT7Vs3NnD73saZ2wdIvUR0UaSPkNDzWkyjN3SPKWfb+HKpHxlxg9OyNkFq3qYnouxBwibhCvBJj8uMoZakQ1qz55Sf6Q+3YQMYpaltDZtRRNIcB3MM2rx+rIuJRmEBpKlomWg7A6dvSrV3T9BtCH/UGaI6sTAnnLXB0If0k06rVJ4qTRKyQWM2/fo7T1dkNfQTE5pWIbwvWI/ry51MhDD/oRCRXL0CgnVDMRGg03hpwlh7cO+Z1lUEXIxIrXx+KuPxP4WFpWS6Lt57sIIC8DnVEMTkUe80bZByLvqYgXcxUG345MI4Crot138lnT6Aj3jHAaNtvoLt8pjpgT29/LMCc18LR6Mf8X9SPinwVva3zG5c4lzhnOlh6eHwsPSw9TL6mm0ai4Buz6Vhu0IPDe6ZqVVZ1DEt/OLt93u/PqMoAb3ozZY4UmT0pypHjff055prCLW/MiY/vtqTQ6BbpO2zi3tWVcX91rnTW5XK6/dnfKZkEjmvgpR2Jj0/SsY5yHOJ7Q/xd/QTTLYvVg5sPNLw/02UgU4+bHbaRuuRCvAw8dEqNjM+DOS1uluE2NEWPQLcBt4sjfVGTpNtBsB9CFVlzVeebtdJsSRx4gC85g4tRi1VaxOmKVgOc7bLAjfKFPegL4vRS69+4Ll+0selhm2IydCS9QS1GNW/ZhMrD0cjR6HQ9xZGybM2ZGqFiqFMPJmxXzCLp0w1Z2eaTCvv+/viGc1iaeLZX8GtP3LKRvBGCNdNmiiPylwo4eP3fNGP3i4cBsvylLLhrbrTq2rhRXVAORsxrpNVRctpgil6riBJSCIhZs42ZyvpLgapEEduX91pqtq71AFazWg1yJD+LhKIQgMC874vFD2LvnXvsUR3Z8J/vzp3lRSkPw0WroBFokJuo2yM76ywqBaMCtKCpKPd3Vhhw4hP99fm/qeMD5axm+55Qo2rrf8Sm0AS0o7P2bO3jPO6uZFUBHz6Sfh/yOz4vnW+ub8YoVY5WOxcHCS9+ZMUcGztVcnTytsLB7OZM9kyo1eb2uGaquqGW9k/cnz9ZsQljerKzjHHia8uvq9HqhbRSVNnMx5A/q+ZR5w8X8WguUu0eGPgUu7HN9EIv4+ouM2/H66y6K5xHgSyNkSDAEHCh1044ijHO56FIiQXEiiNSMB0EEajV0+/oDJObuSycixmIsP9ZPHy8KseK3BTsNyePAZQMVp9bFmgYLnyuSuz05N5U6tihr1bgBgCsXfDg1rcT5QLuOkSGrsY5DxcGJTj/bcmeMAmw+lXrzwel7J1xYbRm/1nCT6EMlWZY4k6RInVi3JIG1ybQ4RM7khRBfDyp5zDhu13y7NwZLGRTtc/vzoK77gDGpJiCIADZHTycjyMftHCy9zwsE96HzvMwe5+QbiochEQ4biwj8imHkKqr3X+yR5312MkHuqO29WN0bde+42/RPswzv/3MQWomwDHcrsygM4XyIPLsU6W6hMbz2nNmTbqR89v0Iynm0N6ZmLOFvaetpa3H/f155iqqlW6rdBtDuWW8Mz9M0BYdCsr0aG739hQVYJ4YRiZebEMum7fR6XlgW+T/1bw7h2fWLHvDsW2bE9u2bdu2OdHENie2NUkmtm3bdvJmnr3POc9+97m+d//5rT/uq7u6qn5VtbrXqq7V9xYXmPJcr1chMHbu09AuH0j3d+LyLUL0AJz3bHDea75aBXPCvfhz9itz4wO91775JNQwvYSHmwPOjui2O0105R/+YVAIWvX3nD5WMCdKRz3EVTDE8kqREAIS63SviRHbuzFvY7JaaipP3jDkv+ZpbM5AOvqO9iVy6cKEGend3u8aCylJCNWT858axdVJnnUxCUOJcEK03xEf2eS1UA9WuUc7hjpGfDJNKoYR4wjimRVFv49NUo9lWmTZZNmdN9LqtThua556ntYuVC6sp3kxTY5xc91qn/YvSFWqaSmkz/PKbn1PjEUTBR8AQ7ug29DTW1HnbG9ob3D77Hk/BWYDu4ji4/i4Wze75GX7eHuSctPrxA4ZE0W6JrFfal32SIVotuOhVWCsbWqbEL0JYvFMnOG8t//VT/Xw0BgFVIi63CTnw50xmPk9lMwdm27Z6cUKQBNZsEMAd5pgzY8x7acoOY0fRLuwtEKdisQo2BqSKOnqr2UbqpAwbTEyTfDxHeUe4hKGF0N9gN2MQGO4u0czGCoWRiQJqZ1x5zYu4ObHHUrxTQCbzKyGKiTEgZYhaMUd7Zq4MXWK1Cg3mhcTCaRtvVTUveIc3DkWBmE9EWWBSM064kF7iKm7n2eDBhRthfIQoYKQLTUe2RufQhdyrXo7+drxp2B49Xvjt/4oiUS2c1GFu8fanDkX0olIeLpgAjf9o+GOvAuI5Wqv5dYF0N4kOBHGTK2GecitPh0upts4pntP2g9AUA42vC3XlhnQjXT1NpUlDcVnMRjVkdmKUQq9WL8PdtEpFt13/fIO3xCP4BRiNaap+N5+tD3o8U4vLlJJB1ZBnq54UJfrZBPys3t8NgcUv5ulxjHQwns29sM6ea2puM6QuFS1Sa4XbljqNSpYJoNJBhXuxyXF3cdFISZksy/zyOOauzZwgr2GvogtlGC3Otz0Dc+Su8leVKY1cAYBosvqUbrdz3mmoKWQunmd3j07eTVwwh8JECqzD2CVbEw2QZ07SP3qHzKgh1DGXi3tpHKOAga+ybXli0aMkUacJH9bUmWOwhClh5BAY1IQY45vdVuBJpVKDVjFSlLuyzfwOau1opuBOqM/ZrmkWKpFyMnwb2PwrwinJ7vol2mIXsMCqd2SnoqdPMZSgPVJMd4tqF1SVCIG0AYJGjhI0sUxQyGSpctFVfwd9YnTIIi/Xu8ZTbdDqsugHGT7kbpb7roFZLtFhgNkCSGvRwZVQjD9/dtJNZv6W5ga/vj0w82Rewq+pcLkFlE2Mn965dou8m/BZ3/L2/KyytRggD5JXs8rG90Szm+TUhDLSfMM3EzIVacrcidLI/x+36UrhHQ6CoGHgAl6WzfKh2TVZyEvwioGDikGUVox2VfpnD7jmDjA0/O2DVKpKePz0stIOeL1HEnhnZJysRrY8Q+bgVn1LxYhkvP4QR9zOeASNrLJM8w0BmgxYvT8V+WmS/wEFjN/Vr0H8kQfHm8ectR9oq/xOXYB+PHwf7I+qpSRgPA7P81PuY8LaSbeZ3aqHtUne48rqrncRpNsJBeRoRwWBxd7Cdsc9Si9m5+AWmPhFDu4f7q1dgVp0A+NO5L7c20e6u5s7PEO+WS+Al6MrjltcFxutLodvvLep8n5fNTzXS3TeZ/8yDE8HEMSUYWSVPC4TkvJ9tjdZ9P7+O3F+5R9+TI1yHeXRuf9AK3n/SIlF5TscYhG3zlIt9bKj6l3iOx24XtZ3HX5yvfogfgT/Zg6Ga/dA5qM69d7zy1d58cK9qXfKTD+65Eb5dg4Nf3JYpV3NWW0fvuGmNirACxOeubd0TkNlFeMRjr458U7NwBQbE7os15GhJfOgm3TAxWdWeuUUGmQqs+4cDw8Vol7QJEcSm2+AWbsBmA0hWS+PDKJORdkuPC1C2Gt/ksPkaSQCqEybFi8nFMuS862RxCBDMLNT34Mr75U8w4wgLHy9bH1kunTQF4Zr4f8i2c820QV6ZEjSR86IOv+5P4mhpBtMBVW4mM6KIvofSwANAjRcm2YsOm3YNoyzjcNiUC6aBYx8KpTMMhfkYiMZSQIklJXp7G84PRz3AW1PIDanOah9WaTs11MQME9042zRo1Yg65jzmZXMk00V65jcOiIJiSzPOYcM7ilour9wpTwBL7L+A9ib5SUNKjB+fJxZUj3Im8ELh5tK4BkKdLy7QC4RO95duMDxwWpmPcaQfcDVM03qlb0qWKCbLGWfILVMzXnd9OnL0Cg8VoDW/rIcqUdSRgxnuABupRQPDjIHz4oPGjO51GdvBGEnFt7fA5dPaVTYwK0PfJ71I8F2RuDoIpTUJ55yhToZSUhWN9NDSz0PfRdfG18zT7GuI98LKNLQsbBPRbDMDq88emQ2+52erzV4bENuM6C180p0iOKCvY/JP30GvBsJGksaNrweOodXUl/p3RJMmsgN9xw1U+J//k7W0McJ4EkoB8CVkl7eVtLjbOnF/jskMCSaZFZAEO310yAmExzyzIYzRI/LoZ0wkie5/W6cImMx9K7DtCxPxyur3e/ZNXTvTJA0lsTQmNFOBNzH2rG/H6EwTLo58jIqLnwPjzK9C/bxqKO/t9bGbYjdfFt8pT5I6mZumdVs0duszMv/lWAa+Z68u1+31IESEghKOUeufMqarA2vweA44iufiJfXLbqAXtPOgitSVwkhrKNe1PxcbOwsvC6OEZsRyXA7gv2FhAXQBf8KEh0A3LzKEYP1KC7QzenJ476ILss44D1xxGH+ZWeowWQPTymoGqnMUIEPwDOUqG+FIGBQQxyG9ftKHEdx5mvwGdmFeKOJUW1Hv8TSWU3T6WLAFRGDJlGYqrLGbsx2pC1sBeH4uy82yUb7dJIiHmEr9MeTN9KTGgCS0GFmtISIxdaXnNfZC9McWfnusVGiDynW6IFzNyFScWfsmhq+fN1jXersedZIEylBav8CvN3AM3FN7dQkYZYWWOkufmTb67oXhEd/R+GBS2c7axejm5ObnaPPRdJSmpyHDDwSDpJVRfZlnJ2fnp+xKtj0Q+R99TjtJO2tjkrnfY3OxJto/mdUMyc9KRTRmGKniUq3RlPeeC/fNxdlm77wWGoEY88e9vx9VTiep9ldmWhPwh/+eRM/ICc4veYWifqo+QBb6DU14wowFINUTEN2NiQnVH3c1x/sHAlEyP+yCYzJmCia5Ch3e0NGQLHIeqSYwgKg+f8RSre3QD0hh37Ab7ccxLEP+ygpqbHq3dxRl2/3h1GgiSaZA9Yd30LDGx0F6TURpbR5grHDhaY/mGVygaoX5bSSq7+5vOjsXBl4WbiJm0fuvEHS88SpcrAvGLl3JHFA/U99aP1vfVjJmUWjQ61zjdALh8zsBMvW3vfWNgf35/7lTK0gKK4I6G31GeVmOqZnK4eRm7KmqGvCJr7cQ5wOLwBBAXWqUJKQtXfrt58hJ9nDc5Lq4OyiGflu+W+x1XtO/NM5ZlnleFR/GTEej6mQHMQ78nKr5oYl0g2BCMaZT6KI+qYyH1R4Is8htxwlRIe4eD1tafHlDS489xZdmGwRTdGmk/kJoyriUSJ3w8vDCfZEq4B8szjktzNLkgZuD7AkF6timAeTBloBdB3oxW7R1z+9EvbFGkUis4w93qLLtXQ9OuMwx+CPxC7KfAIsZCl1Jt4VPakipKsZ0zFH2GyMT4qmqw79Xkn0iFeKOM5R7Kjq4HaM/8cFEzfWeUdE+rmMR39fVoMApNJLOTpglGjTr0CiCqp5iuxYzOreN4t23RpONAdUtvEygWt8so5BWAMpozoo7jIh9Uowk1fbUiIhaiCOJiQTgQ3VTJ3BBprh7h4pRF3rlz4kB00scR+1Qtp+8FPGTIftpJVQuaJ7BMump+Wmp6RfZtoyBonNRWmfNvorZefrT999Stt+Jly+n5hAZ7V+0jn4Cig9eaIfoq+e8+FZyG5STgTCOOzH/xsKqY4rVoxd9HCyDC/Gn4DJ7nyZ5+Y09XdKK+EM3DEx3aoz6RGiPBdXZUVdgu2XXdGFfUB4sV73QPP1U6QNHwLQobfgS+qoRIALM9OXgwWc6DpFBxnd2CxK85JoCDlk2FnC135oTMWPHAL7KWn7gewJ4PLW+LlDhvN5RK5ydioQPAinQ6nA5Aso0RMS/MEGu9Ak6WbuPeBFKFK+FKYH2KdB1DnDbcUA66gfYmeQnB6mBhH2vyzXygnvFPHGukF8e/nrtBX3QunNbra2bt5ugc9HDtp5iJspqg/Jzf3BySNOmqnW956nNhyup7j0DvLr68HyLE2Z5/u+i87npZ/5LRjFJHjFXhVEzhIJPaJpymLfw5i4WPbRjOTpyeMp8WM+0ZaHjNZmS1md930JMV0vl83d3kdeyXztt51SG0+PhxuyPacefKNVcF3vuWlHJ9hnbQr42PjgvP7PqQd8r7lxYhXFZ0UGQA+B6RH3Inu1oLkQqIsfu2CJo6Z7Dou3/HdP8G3g+aOrXhHigsetG+5Wt0HYfOC4rlMQXkyE/VPzaVe/AufIILS4pU8q3uzFBmJimyUHjFRRw7bexoA7mPPP2LhjISQ4tNLtcCYIMh7g6+kplHe1/ynLUVgqbjpATzkptzSCSPEIctHYBJ7K6VwYXFgxy3eXZmxWLY+GCeUSahBljznYgUA2z5aEKdAKZPAj7FzVQzTI24yQwKtQcusKHH62ljL2dnBXIzrkyhEKlc4vvPC4HrEBjVHwy8gDkIu20NzwO1jfRuL5wPJeqYpadO5IHKLah/lGecZ7Ojp6O6IeY0/pBMVqpVn2EwrnhgbGjsa6xvbG9M2521odbDclTyyPBp+U3o2Y81ed2e4Uzyaf7N6Zru9HGbyqz22DW0yWr0+n1CTql5ofm0WGxwckIO1hc3GX8P+xeluc1XKluN7u3x9OKCH5efx1uhVvekld9JRSuFsSHh00y3OrnlEoTqiM3+xcjU1NIycsSTTl/AbdFKH2+94xeSbEL+eVxiaJe8Wi6dL4LDQTU1lDyRtU2qUgzrPoPRor+Eo6lbCPZmLv7YdXIP2VD5sbDYKpwVsyIrzIQfXYmHsRs1zfqAJZLn4TfnMT4U4mVz3xPQzTIUUceDO+BLIkI1uJoij3L3v706+MFrCn7SdyEnUecruMMRI4pA7d16PDws3z7ydUwyNzc3kN76Yz0DGct3yNBA3ePUuv8V1zLEFw45WyuQEuyPJRjsihJlxQuTSzgT5Evwnl4RJmyyRDT9RmgLo0iYq7Mj3xAnPC3z9xovaTYw+H3PJOocLW7ZZ69gd+SGPAIm3oJcCFNsyTTFOv6WXKXQVEOuIL1b6WoljLyhHUIOMosiueVcB37Cw05PUDZh55R4A5wLKrJzUm5sOPBeg+S1m8uTBRKhrIRcVo6MRWAsmi+OOwCTzHtkkltI+ZicduchatSQbtsKBlEW2bz+tJhuId4bXMI+jDbc9fP7OAH35NSbNeLA/9No1+k6zdULdfJq1wk8Gtd/Tqk6bzbW2TuKhZh9zaSc57FhHvoJt0wpMe0+wm3y8q2ObjA665waEN23OqokA1gOAVkY+BCcTdS5kduTXsp9rDD8ys9rg0xwE0yEyRSqgYNUfGYyVdWhHS3txIUgiSnmkffU0AOXji+0ePhlLs5pD9dx3FAnpIQhJQP4zW16hJQSZPcQJIQ6in6gpQ3zKjHL18tsSIxOYIoCWSSrq59CTGqK72Giv6gjHjqVg4Wy3ExJxrXkFAtVAScIRMPeVproz5a+PDJDd7t6uH5Hfsx8kfgbxlwp5GIR7FC9W93rQeA5sHAb4gNYsITqjQC8tJge466kPvA+m9flwQxfjFJkhB8ecrGgZ8BHdmwTKM8v+4Nd/uZ/053MGqj65lx2iCiSiVB+mwo1wEzTnNSbEzydXdlrmvgR6mq6PuoU3q5nXDcUDJ9pByxBDU496ZJ1FudfUdGs9M+dNyC4pLovNJr4KgxyZFEaEe6HWxzqCjKMYrtuEesjOeIja8pXPJvWsSM4Z3G4suObbvT1WRbpWJdl5Mh50sc65QmZE5Ct3OPt18oFf06GYwDVo466Cv4i0MrV0tXSytLJ0sFTKUL2IzB7+owX5cYeXO8jsmvLXd4tqoaZdAnUQ9BAWcZethVyjpmZZqYpdodCevdQA3xpYw37pWa8zTB8KgDc+BKEjVE1okt+sAufx7kLw3/w9MpwD23LrRPDje+pQwlLjk/0TJ8QcyWZmdOLVw0N8fo9Cp6P8xDacRynkDkuKiCO37E3yUa/p/70qlIus09REOSaGCkJKVhJ2xV6DqzilK/C7kQdURsSDkgv3Ntw9Gx5ekGZeGfa6l3fP9nQl3L9Q6yNcGyNuB+HhzSLqHiarMCt3d3aMOFv+/ZofR1wxEy32YOlD/zdoSxDhMvUOeO9e/94UN23DakCE4AnVJz6ayy2ziJiicDKpAlrxMJ4o+d5KecR7rS/1Q2hQRBdfS0XCRk/REr4bqUJ/KoGIcCCWRSZ83hGraoW96G8dpnSiYLH6+HhN/c31AI8nujU2dvROn3Bs/fk8wzh/4WnhPveG3DCo+wwWITacXjt6PBrCsXZu8iXeUBtQ/EQocOJK8UWaO+Yne7pbt0QqvS7fi0HzZz2NZmYOBBhCXuN1YELCYGFuckhsBDNv+FnNLjOZAIAw6BJ1CXJYDmyTIJyvzawcYFfnxHwrh20SV3dW4eZbcTj11o1wotRpRN6UjBIPzzzfeldNXUvdNt/24rJHCwZ+wmLS/ZSnu884t8HMrTA9QWmZUDTAKBl50YEaeg3VFdFquce8u7WbKz8hUAztq2r9ta2OyEqsWNrR+rcw4LwTpgqFyZctqjuFAV6lm/B4PYVwAl43kjJ9Tere9/HSeVOB2DZToLYqG2TNgYI2Mo4i4RxODvCBXGmnUBBIC9OSwyf1NyzpmElzu+77/ke2DGkjrLHbJ7QUkMKOgayDKnulDeYKajeaxROe+/68QkI5qcLgTADkTk513DJalZQOGuNWZY1UPZQ1528J43tgmkGRgO6/OsPgm4mcL1XNFwXC5INvv/16psfiDhxL6IXiRECcQ/BYTwxFBQ9Ao4xMfZNn5aNLCP9VWtwWNpfRDJQ8aXdhUoPR/E5eJbRlalFZiRe1bC0+2ASdlcb6gRsXmxY8cWN3lW4oIbgEEVFHLWYIFTPXQqfe4EHJTRYaGLK/6KI7Y+M3HaOEIHZwLIMbtc1QjIH1W5CWQjzNu5lMCVPcW7584EPP6bPvndxdNdBTZ2+hgzbhLn6D7xf7mQumHURIiEsmi6OoX/10MISfi6O1ZaRlLfsVtD52WB2syjR/O9BxOkZOMOXYkii0uxCDc6Q4zg/fZBE+9FwBaxS4IAxO+8R1g9967gkt9O5+ExhxwPUHHpJUuitxMj9Pp51FU+o/jLPFswS6zkxJCBMB6eeBIAY5uczXB8rl9L2LuoiJSiRt6RLC+OiUPAHnMKBLlYVRTfwIyogGZfbEJAOVcfDuRtlzI9rHlHXDoC1592YbCM6tnD5jlnkLwM6M0lctduuxJslvjr3JNqNVpMMUwP55BgW09gVLbVcgGsoZN4X4bggcJjhJNyqiRyyBbhLNMIfLG8wH1iUSfqt9+qfIs9yTdmF1HgCtsok4CBY+Yi3elGKQko6OPwcqVsP35P3PTXkwCBiGdwpKYgXmZ3v8g1EilwwWUMoFCwMRoiLK62n/aIJ9f1Vf3yRaU0CrtlQ50zQ3lVB9LYu0poqyzsqUuLsI09I2QWWeYyWQ6V0GP8j3VxbaPtIWd2wX7+jz4Kxg4JJblq0Sf3aE+IXecfetFUGm6NuuvaJ2raKVjMscUfO81BqrnG5a14vV4bAffMsnFC/CNImXtSCEmsNVhiJBjnriZBlw+7MnH5dMZ6d7qkds7uC7I8HDy1BD8L2s57KrGfjqIQ6FVp7i8KcSHKT1adBXgPSK1M4RtNxt3QjifKmk1o9zRVCb4bReg5Afny4aFvY4gy6+Tptel2ffeWraAdDat3Y09d0ccqB3wNC2gAgEgEDsIsDdwyIoOfNNRpKtIziJtOpw9OqkRxuEhRokZhsqHJVpkz6FJVq1qxILWrQjevuidyKUwncltU11J+H4Y+NM6eHtPL+u9teOR5/q5+TQfGCg5nk2HrtcYWBI/FMyJgY1JmsTsJ4VaavIHSxG73Q7Amf/JeuVLXDbyACf8rKAOPZI8q4B9xulhinEVGHft9KbqoF7I6nBlCNG0lgLjUTSVqbFJOzRqMMiswimdtNk04lsryecPJDpArHoSjw+gVN5qTOUaysxrvjt7Onh2vDr4VKlWcNlZTaid9O9PrsV436MmbXEys5TpnCOFL+HDlMZ0W5p2EVhh9Ym488caBZNeu8DTxEQ3X2VDzbtgZVxBpqFENFkAe5xethfKg11QFQ/jNXiu/kkjKEZfvTrw6iih5Y4+0faFBo6FVdIT6Hb7aSiFmo08lHbpe3rZA444C0cd51arPNmSyxbLFQdfa8MhA2AQUcBTZ621Fyv2BjS0qYeLWOv4satHcUI1sDyge6f7GuESpGs3fYMLz4boDX4bYvsoessotK0dW+Z5fLLHNl8Ydw+z8gt60p/SeY2hgKGLthdAZUiApJA7xB2bMrnUA/h+A1V/XeA+yB81n5k2ZBEJpmWMZXZbmbmxDM7n9pEiaTushUwFzvDT/c1X7ZrJvbqsvxpz5tOXLh48qutG5K0kHBU4gr8KVl8+uhLJD43WI9fciobx5IJR5szggu4Md6nOVtu5nwK4t0IL+2o7ECUs4eEopOmjpg7t1XI5rLIW9/lcTyKagv5067aTZHfNhoCNUfbAWm8f7TOLCRkiRYvQkpE6T+NHInak8JCifuwIayKRjc8Q/4Qahi5oX92wYvRFyvpgUQilxvB8prq5wKRmY+5DmNNzUUzUi9sWvi2enrCEXCAxF7P3ZkbwQtuBjsCGlAIQjU+QciN6BziRUgMlbgoCWZJZCai3BtGLQYZLT4dLf/BjV7aGwG5qdA+RFjHU/INHPR782xBvHAzE1SP50YBI87mzzDpJKJxT5JOIJ/cVRpHPHAj/bvHKbl3kPRY0MZu9zRQgfdkec455U2ckeC6vCb5NFBEvX00F4Z17c3M4ea9+s7MmBoCILdTRS0s7HQYPxXZYMZHdqqEX9XYp6H7FNOKEqqQaqMNXelmNwHD+YGA04Q3XOHAr6nUTEqPpqhSK9lIeGJEvOl2lts8eBr2I33UuFhSA2d7OtAllmpJneI/ERgcbqphePlAwLdJMqkurTt4I3RXLvUzI1OuGVClY8Ppk8aEHepaqlu6zHP3jjy9KyNFjI7VfSpI17AuIJzBRL92QYeD6APD0YYY059DV0cbPK9wZ3xDJ/s0VQ9NcNQZVOPIriXIdD74aKyMwthpsXVabX6L3W/NnVg886b0SygQC+jmHEH2bLv2aq8s+I8FrXUmCFkFHC7MOXY255QaNKrNTMZ9pwBxrY66EiqBaMu4cwVdBUSC1LJ1cCTTGWGxLGWWbSYipu74gwyBA/ZJ3INTiiUu+kxD0cJngfVE3aHXFQKOx4TRVL8I1VNII6HnEGsW7ccbvbnAforGL1QmMweokMKIkpfRDAlbSOw+D4okx9sEqj8gs/addIXiC8HD/FbFCKKk6IY0Qg3NZE2Rwb+BIS2zLPcsfykD6/1+9bWVmxJ2Z7QmdEojGxtfsTq9f/rVGUt3Vn4u88BqhVk5uX5J+xTiTXyh8PjTa4SnMok5q8L5ZzlGsgUT+mq8xTqrluHorMUWeB2mIJmtUoTv7C9M3jhrow1YzdMEkQUfWF0g3XNlKZggxJuA9QJuPnUL2HAo1CXOIjfzhfRprT6kIljvUpmh/FnHoVTKDKb9bQ7VsjA3kgbLyqbGtnQ30Uy48Z6pyK199rSDXe/Cn9+EFKf0YwUM8TFV4kC7Jci6bZSsqRWpQut44sTBg46FiWrHJ2vQyLd7YW62P/27BiC2g3gxWEWXTACpWn7Z2mX5/eha3jyZfCElFkN5ELvi3SVH6RJUopHNKc+E6BUQ4uw7zdPHUAki8GMnfPt9/yvad2yO7fq6GVbwaIudb9mEmHIG14CRDDdqyEC5GQ3S3jkhffQ5CGgRu1mibX3CTjeTr2//If2GekTuggxYwcJBKl5qo/pbqBLn+D6yNw/rnn0ZUW8tAFKLPfUHupESSFke6LW7x/q4YSKndaSUC6dKjqXtEPOe4rOynpvf49TvhYDpi9qL4e3S7bTt5e3Wi2fb0G2Z/InUet5Vf3USvVk9HAq45qjGqGaZRpmYsWhr7DR8wo2+8I+CsU7oIKEKXQ1cFqBMBhS3WvmIFX9pE2rh+HfP1DY2jAQKbSc9f9cEZ18P6DBrUB5E1JaWSSIrvOxwyzJYQPhFIk7h5l5ECUpnRv3GA/N+tD2awHwXS9aiWyuXkI2SeQ4sXLjQAwy3mV98R1deaxWx/NxEESA44GuEkQQP+oUx1yurwyfY8qjB9CNAk4e38HGBk4TB/NT2owtBYgYA8ACIZ26+kJ9hECJAbDd9Fktg0DXIrr3OyxM+bXrk7v41gvH1VC40zudT6Pc6L/G2S618TJtsm3x8PHIPepL9rTuGvma+pS3ayhJQI6fXhPb8C0NH+28NrTXiY2wJifj+0KzSzW/OSg9CS/wQGuuzMttbSE9CrHIQKCvEEdMAgwPvJ3h7I4gZ/nEVuTLTv0zkiGdG7oK/OQUKzdNb194xpd8b9E61CzIOOuZP1LCOVx0OO3TCwlOhImCYyaPiwsRLCsTPdJTN/LCfF9lHzZadWoIjHYr4Fka0aqSQ1AHWiKOESjghFWisYB4R9y1hu0yeew0fCjHnG4HbM9uT3ZOWfK7jrLkesygX7tS3BnPG5ArZBZLVuvNlQUcKjngcGdlomSjUhNX4wj1tR4Z2pvbM9ax5WDqpB0hDleuykLKBsofl6OXOiY+JvInKrIJ6o/r+GWkLWk78dd0VjRXUdVwROq+sJ5ueC59n7dUtfkAJoIKU2+D7Y7AGoKZM8ckque53444zl3r8X3wvBq+lBorS2R5jOtOW8L0exmm7GjE71R6xh6qMqLqa8fnT9HZpx5dqZwtgOxE/WAZ25FjjMjQq5cUtF4SRcLF12aiZ+7d3UvqAeC4K9yVTVBTOEtjBIenwCzAnlpyu4imPlVBZ9VtMVCCvAfeCufrK9McOd4O6aybNzqYJ8Aty2moXnbyGV671cmMDvWK4Pj0P8bfgfv0ogzevj1X2epxoN9mf+NpRv+oZw3hslGwLUt32EvYJw5X4nw5B6oqdU5WYXS2joFyN7c7HbEyGZ0/CO3DPqieDo9qoDNINdofMhJIKVKgAElp3RzTihh00E4ycfScxR/D/5t2OdNqQi1850E7iSuBfKf7ki3D8PayQRE4Y08fRP5IUSRdHctlc7TdLGRHU1BUKgegVta9ED6Oi2u+N0OsMpKZ+ozToUWPqefkZdaVeRbycBC/yTrPudI9dHzwtpJrOcQx4Ra5AOZVf5HpKNbhYm465RRhu1A/DEenIdN0UClFsLgUymF10cd7oH5qYkxC88MS6iDU0gFbfnnJIXUPvw+euWsMKGXXhbhc1Ir3w2qLIw7xqQmmt1VgP6QOvD0m4Yfny/bHyVEvq5+rnUE9oTg7nLi2geUT1TAXHuJ3SnoFfiV7xFrvfA7qof36v74GdpuIlV5FS24N7LnvrjFeqKql4iUCbVqUhHE3f36w0s0ZclXJd7rT0m41zWnN8YN90KtRR0/Fzjmmla/ErOLz78YLPk3Nf9cLpTbqJ/aHymQNkFLCKWkzli50JpQub1DMtTnvzY8Rp2pka0a1/s8wzz7N2QPVWMVCuYj674p2mLeZRqdzFeT2mua95TfYz/8MMNgVrf2C/qKrILR08fXNUe+itbF/aSk517Li1+cZspanZbIWu6bPUqMyosj7/9r2q8YJ43e7B+V77VOZu44zqvmMl58LPI9dqa79bJ4jv2y9GZ4vT3/az4o7GLnvn0/0MeMTUXL6+3jaGr3sPpW2lbkU5tA9jS6a0k7pLrIqSiRvZ7fSbnJ8PPZXnsKt2F+7OtRbXfq5obqTJb1LoKdCjmxofk+txSZ1J5V4T57DnHR2XIx93H2xwwXATeCsuR4eh8Pi+jwHLxGdxScR2eDq8B5yu++6T12Ixm7rv7cjTyHxcGtzznidsxWr40txPo0zVWKpPj1eMFNiqUOYcLQhLh7A+d2R30pMFDXKTmz8vuJvA5MAiP+cSoANY3K0N7shAmW6t5rBcLLY1pcAUF9OxFOaKFeYK5efI5JXV8sIIozrRIAsgVPlP0DRlEb6BGQWNAjfby4gSWJ84NOSVlC4iZDDfk8wJ9sw18+P+lO4APCG0ORkfIsSW6UC14TQ6Wiwiuy7fNaIQDVGAQZWHuSs4OheYng/P74AVoZXiTA7FMR4X5czFXZHuwG7LnZ17nQq4S30hSFfoKrUTYVSjv1fACDBQyvF3wGC6t3A2SNiP5rHH6PK8Aojw8VKoOBOtbYDu34FDgb6lkFyVH0ORGDQ1AIswJXYaYmhKe3GNjL4t6kRGMwgtpetFOmO856kBapfx4TsL6ijyhWg9BFTiA4L/ve04yHuN4Xu/G5PP/gkREZMt5PBATIHHGbRzR4lCrqqAwyXJ6YoT3a1QH5dgD6Qq8y7ADlss/T65RchudALfq/EUVvrJ4Y0ykfYySA/AbXiCvrV7VVLqh8QLGJPE9ZBEt6vW9QSKkuOH2A89WfA05kSR7QPWr5Qir/3GHEGOR477isINGJMRxQ2Jvj1b9MHMDZoi/U63peE+MMcHnRNwKP3udAXEbXfiB5kTii7zLnUl8hRY2hWscDy6H91x7fN28mib3+KA299cnaf+ihaxqCvisI9N0emL2T+qR4r7ioW1rjYuqhtQ3Wui9EmmHWCX+qLiDqvLcr9oANtpcrIZYNfLovRJu+Z/WuQL3QnOJvMOfgXmvTn1CZ8GVKcBZWJr7OTsaGJg86dlZ2gJxcBCQE/wp8HNDUUnamHtbOJIJ2pt4GwibGJkZ2wCRSdtYmvmbE7AyMgMxcsL9U9hdbFK+Tw4IAYYHx4w6pLvwSAcAancKE2EECT4wUuIIDckfPw9ZlfYLbPeoFZe4GDDMy46rxtWzeAfbaz+j/fmNA5zYw31I4bxus2H39t3UXEg9A0/SKcv/LUllLXhCXHuUHKcHLgVPNQedKDS+sBj8KKBIjRExA1e1ee+ZUtJsgQdkSeY6VFjPSqEgpl7E9BFIidzmqFoGURzBwZPe5gF64PPsJ3lwKUFE/JgY4rbXghxUOXm080V0LyjaoCYTmDZ2yTKWhgF9ZgnBjedO/VK9tLAi8+wiS19mjN0AbJl48H/L3Fi/VuchE2cjL7oBrbOona2zk5aDGxfg4o6UHTKHvYmdH9oUHSCBk4mf1p0omJywjISVDJKNGJ2zuYWRlB0Si6Gzn8Y/3DTQ9GJ2H5F2sLWjE7C2MTW2cLZg0b8T6j/C5jtb8BCEsLKdmISwjIG9gQM7H9A/6IpeTg5m9hI2JracXPTKZqYWXzZ7kEh8CVvQvmFZm9vbWLzpZqAmU7O0djE8QuLQtLA3sCWgfIL5//L0r/58+f3j9+OFvbOdo4EDBz/QFfTYtBioafX0fkft74M+sP8R5bxK1ZqBAz09PR/94j9P5tyLAz/MuPOR2oRfxPAgNSQ8z/gpyF6Jx781JQQBQAA8G/2Vsn9rgHqb6qKCuBv6ora8oDfMAiA9r/cRI6/IauLm1iYmTsTfN0BgT+305mAnYXjH35+GWXCSMBI/w8X/zsI/+P+l7NfAVf9IytkYP9PRX+J/7kbJs4EjAz/kP0jJmtgY/K/zYIvDeJ/NPxjNjkT0DAw0/9DQlDQzl2LhuFLCQ0DExsBBwfrH+VfIZZwNrC2MBKwNbM2+SP5FTUzJwKWv8X2L5v/g9gysHOw/1eHgYCRjZX+X2KdpaoVhqOB+VHedrF4UaW1ePfOqJN2cXI85vySnDbsfDAzmyBxED9qChY8tndhGmSgs3MSCEIYU07FK4nQDR4nYgkUUCPH23JBFPHyU99ZzRhVDSXyhWTmo7gof5R3RX7z+eNSef55wu9jttgfCAASjx8GSgs9vT4l205VwQO7+t3qUY/q9+U2MIBk9xMX2+V626v7u5kXBjjAXZZWtff1QbUTvg6wPqN7h8/rQPc93yTOBQDE5e57xyqFfNd3N0BhmDzH1wuraqUYfaRdqIEDqpx2V/7PgHCjtV5238etey/poA/KAeJI6EfdDofLwersJ4zdVfYDXk9v/g5QaoijR8CN67QSH7Bv1JAoNE5EcvVA494Qd0/7jx/vdGdS8XmT1XR23QBbsPjZUTnf5ZTBmL1Pg/SIPrm9cyLBmGO13/j4gKWFkamFsXGEwRXDHMQJyAThoTxBpvjF9hzASChn/K6R7TBiet1GnoT7+MIBn/p7LOWXujQgtnZsGdSlwee6N6KSRPmf5QJ0aeAfxaL8RfG0zlkCMZAIkTD3iBA1SKxJHIc4iG7E98RRYqmEUeLY4ygI5RAVRA1F8wPXiPIjjImQWPYsiE7EG8QjiRfDU/njw/pIbkgQYflyz4TbEVN5UT8FiGu8CaLOlb4Lt8biJIemuL4e7+gS23s/NSTeQAvFx+fa+186x+RriU0H60Eo3uf6G/2Ma7sv3oWPM3sDuiv1JR566ReNvYUvHTsZIcwSCdtHSOUG0uLfioDwhhSgIA5DBbFAEqgiosAL9IQRyBCcsoK45hTsERNnRYi0AKkP18cVqzFDyNQIVobu5gmgnxYVd1N1QL01L5SquAtL4q11jFdPI1Y9CE8CNdxHqa0Tr4AJS5rtG0GqrZOuqECgKu8biVXXIFYV7RvhrHUMUV8mUJ1AojoMS5IxNPmhvkym6joFteWbMIjf6+SOX84BjIoB0srJMjWzL82hNZH0w3Z4fwkLxjo9nAGnlynZ/IctpdKIzB45SRnrFEUuqC4z7GitUqTSqWvbvuvoNyfvH7utZOdLwttPTfOWWud1IpxmyD1bMXYMY+ggMjWzyrqGFh+cvZutRr4FqU6wQoiHsOHRywySprfxN+OGDtHozWzDB2EBLB/Yb6i+QLRzW+wViF1yEbrDBcsreURzOUeia7keDdRJ3/YlG3dUMBooKdPLltMLGGpXCGilJAn1ftpYK0VLcTVqFrO0i3Nwq9F6qMDzNGmx2m0zW8/ZYykXr8IVm7igUc6VbXghCU2zIs86JUt0XJNqIYUKkV3cvzCPtpUaLXKTsxWUSlBWOUJSJqXeLJxZpJev9ForxglvFKZ1GjgbrjV7iKQIvw0qDfoFdv2eJISXUQ82wege3dYkAZWZY9RU5aqkphSykUHuuaennuVUzSp7mRd1aVopcy1b/6YRA6kZc5xPPfyt+rqKN49uePQGi6/HwBKYK2VcibVKndFAmi29w9bPpGFk506rRfTX4rXmNLUWt1oxdzxynSFOjNXREud3HbjLbUvPT6OfoW5XAtrXrhzztI3mSrkTWZ8bI3j4Um0Nw0pj8RoX2g0gyKdm9YRc+d1UVtAekKgis9rz+k9Ru4Nspa2dintp0pyYOSwZyd1yFc5lJ27rjIPyZQb2VVWssAkuMiJu37iFdGRe4jEXgv1Z3uCfQDNDWJZCX0nsQlNaXvhXsGxiXMW8iEMqYeOdWZP367xVR0aWn88EVcVjv7U6PxeOqtFe6pGpxP+ohRn9EUhRHpGuUG8pQB2B6hp//uDlA4t8ZHhxIDuRo6m+tszrd91DunDR0L4Uj3SCNz/0o/zEpVZek+7GtKPFOtR4bPepJpKaaewWqP+6aBE25zqaU3ylw56po6S/PKH0O+jmZRKHQj+qrFWq3HyOFWtKsrtGMlIFQamjJtVSHaJSqnAIA4eK2vfx4BBUs5G27DgnUKEtHTbEZmgHYtt+EYFtldrg4QYGxh2cjXR5dUmFROMe2vs7diXpI6BVZRSNmbZ007KdrPY043xGG2ZK1xH2lYSTJ443XN/g4uyIw3zUCwmpZpc6+ByS6w7nioVwyUJs2WrkibCxc2mlDAecEL6kDNV2TFHep/nOSumlZZc1/RVHMpXllh6PpvXgqzPT42odv7skOr3pw0/Im2mDj4tFPi8+a3wH+MEu7E+wAf4JP3S51wL8Vpo3MgLjN8QHvxcqArSdoCs4TDlzVDk7lpPV7/iKasdI74pPKPDgLWp6v5K8lQCCNiUIN92hgrJ0+vomLpQs3+j92WYNpDpaU+C2tjcGlKBoz8CU+X1cLh1eQebwJycImIsR3zh75hiCT0gEW4Plh4iNmeT9wB1jv49Zerj47eNS7JQ8h6nlwhSGecl/Hw5b1IeKFvkFyDtH7IvzqVNEvBGokRruDr5iT7QX09xsP+dkhjhRQVwBi6iajCgLjyBLQzCWJXzkEl7Le5eL3WGMd7Bl3Ie+jUIt7A3JdkCwU14DNIqIv+2KK+oNPPHbs49tGycz6gnOuld16BOYMgFQ999TlL8Sh//gBc70ry9srt/0+QLAeBxw3I4/g8AEocwhMWojOAEA5AWBoP4XEMa/gQiKMX6lIKYGLtbO/8x1RNydxZScvzC/+op/G1QR+lvvbzkH03+6haD/V6P7NYaj11gROh7VhprHuhkfQenBzCXWAR2lGP0DlloxJp703WOXwByHJkONUdEt0ivRUNlTgbWIJatPOgxV4jzvd6t/vj7d03Pj6GZZiLWHDgKTdigHZ0S3dDkbGMtJF6ed05zi8eKLt7zv726fWzkevGzELvZJ73a47hJIt/DmmGPcY1ZB5j3Gx27i+zqaI02JP8Y/pEMYtIUOd43JeVKmZkyAoemanW3hfW6vp+hdvGmhDDbH0FsKXCZhP0+HWPFmGeDsDBkIW6XybnNj6U7KXeHUA20Mkl0NLAG8nudw4VZsS5HLwoNPYt4zY8wozVMaeVZydlvICYvJPO7H9BLX/Pjg/MDJ4axB94Oe8LzAa+rpMhKg5QKCDuIMVVAPtP3NctVv1kUioBbzlh1vfKYHLqE8GSlk2GGadaXpSfwrza6tuHfSNuL2N2Tlz7tojEtRjl4Pi3UhPzcDWtIeuRYHRuKsmXyznnFnX920YZUaQtnOD83hQFg26YmuRRSDiIfE1pQRXczqMOSdsO2jAi7kSXp+FpCSAYD5HwCwi2K4ovj6DroQ5iM30KW5FzIxfiHyOULXHMra0IiSdLmG1ClkSfIcYU5nbUtbwQ+2549AQSnYJ8d97XOkAOhlz6wnWMT6eValpqTikrDlSgv3UIKUpV4hjv0uRmQdsafCEwG95LFUCVzZxpo7V/g0fYL+DkgecLuBAPEeIX2H4rePnj+flWMaUpnCoTUJN7W9yqpvcIu1t9s591U7W49Rb2xCTCo8L2WiDltJUjzgLB6HUry9fnKooKOaqGSjO0H9BN2kKzVKVSL2iWNUdAwXkcxEqSiOC1aI/pbKjEUQYOVO3qxuVNP0hIVaRS6+0SnanWqlXNM/T5GaYqX81EWTL6yF5KdI1r9296vCY+i+0QTWjY7aiuJpZoagYTJkVbDvW04MqsGHAj6RbLac20wCK65Ot6vEhVULDhkSbQ5eT6FcfWfmq3QxwazHojfYbcomb6iGGWh93/KGFJDVlF7OGkUQAP26wAAQBiesUANdrYCwXSgYF/OKwW84Gce2rlSHINxtQs7fFQmSqG6IwtKcRGuNRotItEY5vWA++HWh2JjR9ZrjjY4dasr87PdNkAQND46SowVAbP4vYAJzDErqFLVU1D8VlykqCZZI0eisami/bbky9hMVae7nkL04IsfpO3HFFY6X54obwzIhUs7xEn33kDWGkeTDgpmQJqg9Jh+HNCZO0XflSilcLs8dMoFlchge46XlGBZ1qGRwksIZ/F3YD4MfpATnakudZHCey1C0qalZGu8klX4HeOfqIwmsKqCQg2U6M2hD5nYspMFquSV/g78ZzE0doiS+UeUAdxI8l63CnW1Al6o47n+PkiF8cBD6Ul4bM+CxYJmZMtumJUA2Y5+AtuXajla4Wp5bIgLLZEm4Bmcfg9ZzqWKk8/lAFGtLyczTyRq6Dg0Yr2IdcgdReCtS8tPhRZiSIq1Qiib61IRypIBNPnqDRb5qrKcddovfB5VLofpxXjbvB6exvRxH1r3IxWd7Yowpmz2UATeTFypKa4UBGe1+5w2lsUJo8PfxG3+ajVc3txroQccTr3ErCeJNuoTvVFpa6smvUKdjeSryxq0haeoHr1DlCCIsDMSuLmbs1NyQ3EXtNSZQFttCCN1bssfxGCF7Kp46kTZp2O+26ELW1fkqYyRgq2oioFQjw2k7cco4LM6RxAHRDHW2NadpRw4L6X5qLEudnJxO3qgo8yUGZCxDE5ySEZLIy4nJBKu9FYfUbBkpnrLMRZWHmRozygTiVtMi/x3tudAMn/7kjHzL56PHt1UHqNLjDohSCanv3dkZ4zWpKN7mLXPWA/0GEc+KV9A/gi1bBUDumjWC07rKcwkEUZnCcx9ULKoi8g9oY3n0JQZi5H4oz6+86KkZaY0IDq7Oy6+We6AylRI+qDjRjlraBmQ5KO7Hs/c7jQ+QOvh8NjpIhPmoeB9cfqOIkO+VJrryUcm8rUvVMC8cmY4d/Zyk1ixrrhl6VNls7bbKHTKEZao9ahqwBg9PfJTMlVkQRIvJGbP/pHSci5Pia54Xp2/J6pvZUpEmqQUa9p7csq3nB3VRdnp4e+X/pfPK+5v6cRM+nVRfdYftsrnG434uBRw8Np3QloocNNY4G1foCScBHil4LR+5bZ56bqxSRR6hLAIziWjFD7fy2/fmckmLVjnKylNJD0hBRF0csTlZsenUJlkXU8iScutRBkTN6VxGHORxmFZMnPkqA/KOnxvFKQ3LLY1Z/Te/5k7N0TgPfoaJYTVz4iyDha4s0+K2YeIsf/E1ta4PNuV+d9jMwyvohrU2DEnH/AUWQb1Aj/wj8sIo7to6kQ/jJhKHEv74/Xg2a1jPalQ8CrP4jJqBzn4VqXRLFLgZo7QQmy2IeJDlrI9hG68gywjJ1cp9L1wPbB7CQyD6CtNLOqPkMNQxbw+P4VJu6XDQ12/L/hPkNu3rzeP9EezT5TU55kEmvJ35Y6ryewD0+Y+9sXaVkYIN/5VctqpCmdwSJ1jkcp6CNrMizfPdc5NGvXoMw7A2Hd8399snworiFp+PbMTYNiYbJ6FxY+tWEyJYjryFOxfJK9vKzzxbvbOXggMXofcVXZwMSUDZZcRonsbUlOmliOgFbY7d6P0Fl5ouUJpYCJXsn1UhqAOMbcsIo7Htkmx2AyGxVYLkkGtV7ikgtuSdKoHupodyFadI7CfXRvA4xtS8fFXP+K3gn1gtodyKL80R4ZmLBMiHto1nO5n1ZpmbL40EF1AjJrnoWBiMemCerTBXfecL8pGK/quwiluMFGudmNikpQLkEmvR3ikkymfJP7XRXCT0NUCOTUcNVwFxXlZzQWl/9GyqSM/lgmGy1BimgDRp8nUQ5MHT3CgiFA1Jfc6mA+RgG/uTxnlv+MNYzvl/gooxpzv/L2Wjv+U38gaOf2o1rP8o7wham5gY/ynW/Cm7sHCwELAzM/5XGVDewOwr91E0cbJzcTQyceLmppN3tDNSMnHWopMXFqVTNnF31vmr2vM1IspCwPBXtYmX909FTtnRwubftQp98X5hOxEw/gNcxsTYwuDf2P6Wl/2HpSAOVrZ/ScvmNWTs/qRll9VTDF41I5fwuer6pJVwIvASBgT8CbprCzyN5muZr6tSjiEopHQ0NEkDNN6xrT+ZMx/xzIa2i4PiaBiiTIvmKxRoTKJsKi2zfXl+2X2w/+Jyfgy1E12eOvi43vKCWIR18Lv2K9ckwxqXkFJx+nwNCN4o3oTD3/D2ftsvGW7uc94d5hMrkxvgKczNs/FCy9bM7E2wOsKnaEg6uXIDlJMS4mvufD/YPYwZvHr3lc/LQfBsK1CWeuQ7vZPYSthOaEPkW/dza1nD58VtUa1UnnaYTsd+R9Ns7jGO9lvSV0aaj6gbl4uDFXysFVhmLq1lI8eULyL/TiEVujE7KbaJkhxq+1lvp4cBM+uD7r3d5GTD9nbOAINsdMRqhqSbgBWScQ10HiDgdZRw+rO1oJJwRc7iSummKRCAAmFVC7jPVPhUuIHt4Ps2xOc1hkfylQWZpiwmOqwFzfZMLiCrf6AqZPg3gN9UyrnSAJlX0qBaUQVYkk0FWInx7XO5mTGf4Cx7o50VYOoPnXx6DwpwMxxnK1IcFQwBjPw/qYwBuvkpfZzoKVak72598jTCqQVdcASvp4APtLPtdDzclB2kbGM9QFIWRTXVjZj4WLHFYqWakIciz4DTahmHLMMIhLQseUf18LyVEDzH7Mjy6Iyd3ZFPttRBTyiO12pVCsJch00FM2p8zJHjZEYeCL6fWQzdb5LDarVJ8CKKpNrzRNRDVmOKoEixEkfMhAGI0kTM+Iim0ZeaabEsB+15Gskq5I8+IZB4NU3hbfFs9JOHfkBHmr0E7l69/xBR7FtzIxM+yACWWzvCRm9TYTpkJYhmLpi3TLdjgmJGt2GUCCJeEOGblW+e3BvbZzEbgPXgthd6v1oatx5VWehgNUqMlVKHQb26EpL/vY+KEhuY0UTyIaUR5qTh6JYrIt1go+cP4pkS9tNkFyR/PtqEmNrwgKgDjFzbF1JOCoF5Ld2eKieg2TcwTjAO9iU8H9TvRCTjud4SmUWLMY3edeuyJ3V2HKPcgJMHDJAJtYka/jBRu/p44dL6ztEsyGywMuPHEIC7VjfAmbWjHduqKJlkETJy4oVR4E14uEBn50p3DlSFwnkaXzkr4m78cFgtF/N5j7p6K+buohqX55dYCc+ja72Nfr45J0PePi9Zg6zTrZk6/HIQu+hvnik5H/OTHy+LjdEbygSwmpMdGo3hECnSZMH7nWeUP30wDcg91hwoJHX9W3ItCD2iikxs4ERkzHRtmqLCUqTJ+547tb/1Jep485Dxs91RRnjbKNyuGIfnT6x9qUH4UhO23ElCuZSoPAYQoLHruyhkixb7ehi9UryKTaVU4KiawaWwn5aRYUMMSjobDlTHFBpPWQ6TCNbK+4FJoJWsR2DbYkCcbMSZkaTGbMYyFZ8lETdH3h9/DEHD9hpPxKaEhTkGJASFSASGJsVRsjhF/Vu7kOSyU3T4p6uhJYVAcznl8PqGNTYFZbpsonh9DBLLPrbeNDyg2F5saESn3UuEL56bt8im0AXVC4JZ2++xWS3xHkqcbStD/h5CzFcoP/P2NZ9K+94kW0g020yn5hfSRcd5bvuey/LVIPZpOmet4LN5Kqk4S5MkaXIThiY5jcxPtaR92WGuRJH9sjrLi6yEhod1bkIb1PhAHUS3mU4HNWVmzMK+s85f3dZo/F2CcXiHWlHb1p1WrIC9+cPBeXBsgfcYlrNli3RTuloxR5o+4b43NsAbcUb0mpPXNKxxu/ES1KJMUj6YbcpR0esuoJ4HiqBR+XMYhLsXEv1eQrA/TJc3sbF37nf1BNh7Mdh0CFBkaOuDKcUoeDCNhFK9ftOzbeIrIdWu9KWMqo2cbVE9+s1TIKnWYULObhvaEElrcRXDgJOMzPg3ahBbEC2liSOLR/DPkMSTxTKHvyNJ7PKnC8/ot/A+jwx44AhplUu5ezoCkZmBTRJGs1lo94UxuzWw9LWCDQ9riq+djSlN9bejFWWeCg+NOA8IirRnu0yQAajZEJ2CJsQ5Y1YtR5SjtFOplXJ1FJ6u0zVJBuDoQYTY0AXbGBnc5ovFibcXjJnXAZaJx/AxXmyTP7rNU9wofRmanwenSgLRfgqRLyqDXq+XSrDb1GqgBnPMgXZBZ3YdWb1CIRm15kLH4/Tl2ZVKQ7i3gpVeW0r0ulRnqjNif7+qkKa7Rln/qC9mke7g+rj26JmzC9hVkn/9Vu/jYE3yi4GogVsIbFdN7LE3PzXo+O+cq7xU5CeoWWAUhh0PM1oQvwioQSJukSj10ynrVBp7EUxZS8nJvKjj5cvdQOnqs92eW6DixJQHBw/MMTjzT26ydnr4huKatypRZ2Rnvm8U5pLQ7w7emdWkJPW7W+7oW0cwunAh+zshObusqOuq5qxceKJwOICKEaCIOCkWMb72QSadT93u2OHFrG6W9+vXcytuDpgJe7pVsLFjI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