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    <LawId>428M60000400045_20260401_507M60000400068</LawId>
    <LawNum/>
    <LawFullText>
      <Law Lang="ja" Era="Heisei" Year="28" Num="045" PromulgateMonth="03" PromulgateDay="29" LawType="MinisterialOrdinance">
        <LawNum>平成二十八年経済産業省令第四十五号</LawNum>
        <LawBody>
          <LawTitle Kana="みなしこうりでんきじぎょうしゃぶもんべつしゅうしけいさんきそく" Abbrev="" AbbrevKana="">みなし小売電気事業者部門別収支計算規則</LawTitle>
          <EnactStatement>電気事業法等の一部を改正する法律（平成二十六年法律第七十二号）附則第十六条第三項の規定によりなおその効力を有するものとして読み替えて適用される同法第一条の規定による改正前の電気事業法（昭和三十九年法律第百七十号）第三十四条の二の規定に基づき、及び同法を実施するため、みなし小売電気事業者部門別収支計算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）</ArticleRange>
            </TOCChapter>
            <TOCChapter Num="2">
              <ChapterTitle>第二章　みなし小売電気事業者に係る部門別収支の整理等</ChapterTitle>
              <ArticleRange>（第二条―第五条）</ArticleRange>
            </TOCChapter>
            <TOCSupplProvision>
              <SupplProvisionLabel>附則</SupplProvisionLabel>
            </TOCSupplProvision>
          </TOC>
          <MainProvision>
            <Chapter Num="1">
              <ChapterTitle>第一章　総則</ChapterTitle>
              <Article Num="1">
                <ArticleTitle>第一条</ArticleTitle>
                <Paragraph Num="1">
                  <ParagraphNum/>
                  <ParagraphSentence>
                    <Sentence Num="1" WritingMode="vertical">この省令において使用する用語は、電気事業法等の一部を改正する法律（以下「改正法」という。）、電気事業法（以下「法」という。）、電気事業法施行規則（平成七年通商産業省令第七十七号）、電気事業会計規則（昭和四十年通商産業省令第五十七号。別表第一において「会計規則」という。）及びみなし小売電気事業者特定小売供給約款料金算定規則（平成二十八年経済産業省令第二十三号。以下「小売料金算定規則」という。）において使用する用語の例による。</Sentence>
                  </ParagraphSentence>
                </Paragraph>
              </Article>
            </Chapter>
            <Chapter Num="2">
              <ChapterTitle>第二章　みなし小売電気事業者に係る部門別収支の整理等</ChapterTitle>
              <Article Num="2">
                <ArticleCaption>（部門別収支の整理等）</ArticleCaption>
                <ArticleTitle>第二条</ArticleTitle>
                <Paragraph Num="1">
                  <ParagraphNum/>
                  <ParagraphSentence>
                    <Sentence Num="1" WritingMode="vertical">みなし小売電気事業者（以下「事業者」という。）は、改正法附則第十六条第四項の規定によりなおその効力を有するものとして読み替えて適用される改正法第一条の規定による改正前の法（以下「旧法」という。）第三十四条の二第一項の規定により、業務ごとに区分して会計を整理しようとするときは、当該事業者が行う全ての事業に係る収益及び費用について、別表第一に掲げる基準に基づき、様式に整理しなければならない。</Sentence>
                  </ParagraphSentence>
                </Paragraph>
                <Paragraph Num="2">
                  <ParagraphNum>２</ParagraphNum>
                  <ParagraphSentence>
                    <Sentence Num="1" WritingMode="vertical">前項の場合において、事業者の実情に応じた基準により、業務ごとに区分して会計を整理することが適当である場合であって、当該事業者が当該基準を、あらかじめ、経済産業大臣に届け出たときは、当該基準により様式に整理することができる。</Sentence>
                    <Sentence Num="2" WritingMode="vertical">この場合において、経済産業大臣は、当該基準を公表しなければならない。</Sentence>
                  </ParagraphSentence>
                </Paragraph>
              </Article>
              <Article Num="3">
                <ArticleCaption>（証明書）</ArticleCaption>
                <ArticleTitle>第三条</ArticleTitle>
                <Paragraph Num="1">
                  <ParagraphNum/>
                  <ParagraphSentence>
                    <Sentence Num="1" WritingMode="vertical">事業者は、様式が別表第一に掲げる基準又は前条第二項の規定により届け出た基準に基づいて適正に作成されていることについての公認会計士（公認会計士法（昭和二十三年法律第百三号）第十六条の二第五項に規定する外国公認会計士を含む。）又は監査法人による証明書を得なければならない。</Sentence>
                  </ParagraphSentence>
                </Paragraph>
              </Article>
              <Article Num="4">
                <ArticleCaption>（部門別収支計算書等の提出）</ArticleCaption>
                <ArticleTitle>第四条</ArticleTitle>
                <Paragraph Num="1">
                  <ParagraphNum/>
                  <ParagraphSentence>
                    <Sentence Function="main" Num="1" WritingMode="vertical">事業者は、旧法第三十四条の二第二項の規定による提出をしようとするときは、第二条の規定により整理した様式及び前条に規定する証明書を当該事業者の事業年度経過後四月以内に提出しなければならない。</Sentence>
                    <Sentence Function="proviso" Num="2" WritingMode="vertical">ただし、災害その他やむを得ない事由により当該期間内に同項の規定による提出をすることが困難であるときは、経済産業大臣が当該事由を勘案して定める期間内に提出しなければならない。</Sentence>
                  </ParagraphSentence>
                </Paragraph>
              </Article>
              <Article Num="5">
                <ArticleCaption>（一般需要部門の当期純損失額等の公表）</ArticleCaption>
                <ArticleTitle>第五条</ArticleTitle>
                <Paragraph Num="1">
                  <ParagraphNum/>
                  <ParagraphSentence>
                    <Sentence Num="1" WritingMode="vertical">経済産業大臣は、前条の規定により提出された様式において、一般需要部門に当期純損失が生じたときは、当該事業者名及び一般需要部門の当該純損失額を公表しなければならない。</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 Num="1" WritingMode="vertical">この省令は、改正法の施行の日（平成二十八年四月一日）から施行する。</Sentence>
                </ParagraphSentence>
              </Paragraph>
            </Article>
            <Article Num="2">
              <ArticleCaption>（一般電気事業部門別収支計算規則の廃止）</ArticleCaption>
              <ArticleTitle>第二条</ArticleTitle>
              <Paragraph Num="1">
                <ParagraphNum/>
                <ParagraphSentence>
                  <Sentence Num="1" WritingMode="vertical">一般電気事業部門別収支計算規則（平成十八年経済産業省令第三号）は、廃止する。</Sentence>
                </ParagraphSentence>
              </Paragraph>
            </Article>
            <Article Num="3">
              <ArticleCaption>（経過措置）</ArticleCaption>
              <ArticleTitle>第三条</ArticleTitle>
              <Paragraph Num="1">
                <ParagraphNum/>
                <ParagraphSentence>
                  <Sentence Num="1" WritingMode="vertical">みなし小売電気事業者は、改正法の施行の日の前日の属する事業年度に係る業務の区分ごとの収支の整理について、前条の規定による廃止前の一般電気事業部門別収支計算規則（以下単に「一般電気事業部門別収支計算規則」という。）の規定の例により、収益及び費用について整理し、公認会計士又は監査法人による証明書を取得し、当該業務の区分ごとの収支の状況を記載した書類を経済産業大臣に提出しなければならない。</Sentence>
                </ParagraphSentence>
              </Paragraph>
              <Paragraph Num="2">
                <ParagraphNum>２</ParagraphNum>
                <ParagraphSentence>
                  <Sentence Num="1" WritingMode="vertical">経済産業大臣は、前項の規定による業務の区分ごとの収支の整理について、一般電気事業部門別収支計算規則の規定の例により、みなし小売電気事業者の実情に応じた基準並びに特定規模需要部門に当期純損失が生じたみなし小売電気事業者名及び当該純損失額を公表しなければならない。</Sentence>
                </ParagraphSentence>
              </Paragraph>
            </Article>
          </SupplProvision>
          <SupplProvision AmendLawNum="平成二八年九月三〇日経済産業省令第九四号" 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 Num="1" WritingMode="vertical">この省令は、原子力発電における使用済燃料の再処理等のための積立金の積立て及び管理に関する法律の一部を改正する法律（以下「改正法」という。）の施行の日（平成二十八年十月一日）から施行する。</Sentence>
                </ParagraphSentence>
              </Paragraph>
            </Article>
          </SupplProvision>
          <SupplProvision AmendLawNum="平成二九年三月一四日経済産業省令第一三号" 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 Num="1" WritingMode="vertical">この省令は、平成二十九年四月一日から施行する。</Sentence>
                </ParagraphSentence>
              </Paragraph>
            </Article>
          </SupplProvision>
          <SupplProvision AmendLawNum="平成二九年九月二八日経済産業省令第七六号" 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 Num="1" WritingMode="vertical">この省令は、原子力損害賠償・廃炉等支援機構法の一部を改正する法律（平成二十九年法律第三十号）の施行の日から施行する。</Sentence>
                </ParagraphSentence>
              </Paragraph>
            </Article>
          </SupplProvision>
          <SupplProvision AmendLawNum="平成二九年九月二八日経済産業省令第七七号" 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 Num="1" WritingMode="vertical">この省令は、平成三十二年四月一日から施行する。</Sentence>
                </ParagraphSentence>
              </Paragraph>
            </Article>
          </SupplProvision>
          <SupplProvision AmendLawNum="平成三〇年三月三〇日経済産業省令第一五号">
            <SupplProvisionLabel>附　則</SupplProvisionLabel>
            <Paragraph Num="1">
              <ParagraphNum/>
              <ParagraphSentence>
                <Sentence Num="1" WritingMode="vertical">この省令は、公布の日から施行する。</Sentence>
              </ParagraphSentence>
            </Paragraph>
          </SupplProvision>
          <SupplProvision AmendLawNum="平成三〇年五月一日経済産業省令第二六号">
            <SupplProvisionLabel>附　則</SupplProvisionLabel>
            <Paragraph Num="1">
              <ParagraphNum/>
              <ParagraphSentence>
                <Sentence Num="1" WritingMode="vertical">この省令は、平成三十年五月一日から施行する。</Sentence>
              </ParagraphSentence>
            </Paragraph>
          </SupplProvision>
          <SupplProvision AmendLawNum="令和二年三月三一日経済産業省令第二九号">
            <SupplProvisionLabel>附　則</SupplProvisionLabel>
            <Paragraph Num="1">
              <ParagraphNum/>
              <ParagraphSentence>
                <Sentence Num="1" WritingMode="vertical">この省令は、令和二年四月一日から施行する。</Sentence>
              </ParagraphSentence>
            </Paragraph>
          </SupplProvision>
          <SupplProvision AmendLawNum="令和二年五月二九日経済産業省令第五三号">
            <SupplProvisionLabel>附　則</SupplProvisionLabel>
            <Paragraph Num="1">
              <ParagraphNum/>
              <ParagraphSentence>
                <Sentence Num="1" WritingMode="vertical">この省令は、公布の日から施行する。</Sentence>
              </ParagraphSentence>
            </Paragraph>
          </SupplProvision>
          <SupplProvision AmendLawNum="令和三年三月三一日経済産業省令第二二号" 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 Num="1" WritingMode="vertical">この省令は、令和三年四月一日から施行する。</Sentence>
                </ParagraphSentence>
              </Paragraph>
            </Article>
            <Article Num="4">
              <ArticleCaption>（みなし小売電気事業者部門別収支計算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 Num="1" WritingMode="vertical">第七条の規定による改正後のみなし小売電気事業者部門別収支計算規則の規定は、令和三年四月一日以後に終了する事業年度分に係る会計整理について適用し、同日前に終了する事業年度に係る会計整理については、なお従前の例による。</Sentence>
                </ParagraphSentence>
              </Paragraph>
            </Article>
          </SupplProvision>
          <SupplProvision AmendLawNum="令和三年七月一三日経済産業省令第六〇号">
            <SupplProvisionLabel>附　則</SupplProvisionLabel>
            <Paragraph Num="1">
              <ParagraphNum/>
              <ParagraphSentence>
                <Sentence Num="1" WritingMode="vertical">この省令は、公布の日から施行する。</Sentence>
              </ParagraphSentence>
            </Paragraph>
          </SupplProvision>
          <SupplProvision AmendLawNum="令和四年三月三一日経済産業省令第二四号" 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 Num="1" WritingMode="vertical">この省令は、令和四年四月一日から施行する。</Sentence>
                </ParagraphSentence>
              </Paragraph>
            </Article>
          </SupplProvision>
          <SupplProvision AmendLawNum="令和四年一一月一日経済産業省令第八二号" 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 Num="1" WritingMode="vertical">この省令は、強靱かつ持続可能な電気供給体制の確立を図るための電気事業法等の一部を改正する法律（令和二年法律第四十九号）附則第一条第四号に掲げる規定の施行の日（以下「第四号施行日」という。）から施行する。</Sentence>
                </ParagraphSentence>
              </Paragraph>
            </Article>
          </SupplProvision>
          <SupplProvision AmendLawNum="令和五年三月二八日経済産業省令第一一号" 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 Num="1" WritingMode="vertical">この省令は、安定的なエネルギー需給構造の確立を図るためのエネルギーの使用の合理化等に関する法律等の一部を改正する法律の施行の日（令和五年四月一日。以下「施行日」という。）から施行する。</Sentence>
                </ParagraphSentence>
              </Paragraph>
            </Article>
            <Article Num="7">
              <ArticleCaption>（経過措置）</ArticleCaption>
              <ArticleTitle>第七条</ArticleTitle>
              <Paragraph Num="1">
                <ParagraphNum/>
                <ParagraphSentence>
                  <Sentence Num="1" WritingMode="vertical">第二十一条の規定による改正後のみなし小売電気事業者部門別収支計算規則の規定は、施行日以後に終了する事業年度に係る会計整理について適用し、同日前に終了する事業年度に係る会計整理については、なお従前の例による。</Sentence>
                </ParagraphSentence>
              </Paragraph>
            </Article>
          </SupplProvision>
          <SupplProvision AmendLawNum="令和七年三月三一日経済産業省令第二一号" Extract="true">
            <SupplProvisionLabel>附　則</SupplProvisionLabel>
            <Paragraph Num="1">
              <ParagraphCaption>（施行期日）</ParagraphCaption>
              <ParagraphNum>１</ParagraphNum>
              <ParagraphSentence>
                <Sentence Num="1" WritingMode="vertical">この省令は、令和七年三月三十一日から施行する。</Sentence>
              </ParagraphSentence>
            </Paragraph>
          </SupplProvision>
          <SupplProvision AmendLawNum="令和七年一〇月一五日経済産業省令第六八号" 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 Num="1" WritingMode="vertical">この省令は、令和八年四月一日から施行する。</Sentence>
                </ParagraphSentence>
              </Paragraph>
            </Article>
            <Article Num="4">
              <ArticleCaption>（経過措置）</ArticleCaption>
              <ArticleTitle>第四条</ArticleTitle>
              <Paragraph Num="1">
                <ParagraphNum/>
                <ParagraphSentence>
                  <Sentence Num="1" WritingMode="vertical">第三条の規定による改正後のみなし小売電気事業者部門別収支計算規則の規定は、施行日以後に終了する事業年度に係る会計整理について適用し、同日前に終了する事業年度に係る会計整理については、なお従前の例による。</Sentence>
                </ParagraphSentence>
              </Paragraph>
            </Article>
          </SupplProvision>
          <AppdxTable>
            <AppdxTableTitle WritingMode="vertical">別表第１</AppdxTableTitle>
            <RelatedArticleNum>（第２条関係）</RelatedArticleNum>
            <Item Num="1">
              <ItemTitle/>
              <ItemSentence>
                <Sentence Num="1" WritingMode="vertical">事業者に係る部門別収支配分基準</Sentence>
              </ItemSentence>
            </Item>
            <Item Num="2">
              <ItemTitle/>
              <ItemSentence>
                <Sentence Num="1" WritingMode="vertical">１．事業に係る収益及び費用を、次の方法により、特定需要部門、一般需要部門及び特定需要・一般需要外部門に配分することにより整理すること。</Sentence>
              </ItemSentence>
            </Item>
            <Item Num="3">
              <ItemTitle/>
              <ItemSentence>
                <Sentence Num="1" WritingMode="vertical">２．事業に係る収益及び費用のうち、電気事業営業収益及び財務収益を電気事業収益の欄に、電気事業営業費用及び電気事業財務費用を電気事業費用の欄に、附帯事業営業収益、事業外収益、渇水準備引当金取崩し（貸方）、原子力発電工事償却準備引当金取崩し（貸方）及び特別利益を電気事業外収益の欄に、附帯事業営業費用、附帯事業財務費用、事業外費用、渇水準備金引当、原子力発電工事償却準備金引当及び特別損失を電気事業外費用の欄に、法人税等及び国際最低課税額に対する法人税等を法人税の欄に整理すること。なお、電気事業営業費用については、発生の主な原因を勘案して、水力発電費、火力発電費（汽力発電費及び内燃力発電費をいう。以下同じ。）、原子力発電費、新エネルギー等発電等費、他社購入電力料（特定抑制依頼に係る費用を含む。）、販売費（特定抑制依頼に係る費用を除く。以下同じ。）、休止設備費、貸付設備費、一般管理費、接続供給託送料（沖縄電力株式会社（以下「沖縄電力」という。）にあっては、非特定需要、特定需要に応ずる電気の供給に係る託送供給に要する費用に相当する額（その小売電気事業等を行うために沖縄電力が使用する電気に係る託送供給に要する費用に相当する額を含む。）を含む。）及びその他に整理すること。</Sentence>
              </ItemSentence>
            </Item>
            <Item Num="4">
              <ItemTitle/>
              <ItemSentence>
                <Sentence Num="1" WritingMode="vertical">３．２．により各欄に整理された額を、次の方法により、各部門の欄に整理すること。</Sentence>
              </ItemSentence>
              <Subitem1 Num="1">
                <Subitem1Title>（１）</Subitem1Title>
                <Subitem1Sentence>
                  <Sentence Num="1" WritingMode="vertical">次に掲げるものを、それぞれ、次の部門の欄に整理すること。</Sentence>
                </Subitem1Sentence>
                <Subitem2 Num="1">
                  <Subitem2Title/>
                  <Subitem2Sentence>
                    <Sentence Num="1" WritingMode="vertical">営業収益</Sentence>
                  </Subitem2Sentence>
                  <Subitem3 Num="1">
                    <Subitem3Title/>
                    <Subitem3Sentence>
                      <Sentence Num="1" WritingMode="vertical">電気事業営業収益</Sentence>
                    </Subitem3Sentence>
                    <Subitem4 Num="1">
                      <Subitem4Title>電灯料</Subitem4Title>
                      <Subitem4Sentence>
                        <Sentence Num="1" WritingMode="vertical">電灯料の種類に応じて特定需要部門及び一般需要部門</Sentence>
                      </Subitem4Sentence>
                    </Subitem4>
                    <Subitem4 Num="2">
                      <Subitem4Title>電力料</Subitem4Title>
                      <Subitem4Sentence>
                        <Sentence Num="1" WritingMode="vertical">電力料の種類に応じて特定需要部門及び一般需要部門</Sentence>
                      </Subitem4Sentence>
                    </Subitem4>
                    <Subitem4 Num="3">
                      <Subitem4Title>貸付設備収益</Subitem4Title>
                      <Subitem4Sentence>
                        <Sentence Num="1" WritingMode="vertical">特定需要・一般需要外部門</Sentence>
                      </Subitem4Sentence>
                    </Subitem4>
                  </Subitem3>
                  <Subitem3 Num="2">
                    <Subitem3Title>附帯事業営業収益</Subitem3Title>
                    <Subitem3Sentence>
                      <Sentence Num="1" WritingMode="vertical">特定需要・一般需要外部門</Sentence>
                    </Subitem3Sentence>
                  </Subitem3>
                </Subitem2>
                <Subitem2 Num="2">
                  <Subitem2Title/>
                  <Subitem2Sentence>
                    <Sentence Num="1" WritingMode="vertical">営業費用</Sentence>
                  </Subitem2Sentence>
                  <Subitem3 Num="1">
                    <Subitem3Title/>
                    <Subitem3Sentence>
                      <Sentence Num="1" WritingMode="vertical">電気事業営業費用</Sentence>
                    </Subitem3Sentence>
                    <Subitem4 Num="1">
                      <Subitem4Title/>
                      <Subitem4Sentence>
                        <Sentence Num="1" WritingMode="vertical">原子力発電費</Sentence>
                      </Subitem4Sentence>
                      <Subitem5 Num="1">
                        <Subitem5Title>原子力損害賠償資金補助法特別負担金</Subitem5Title>
                        <Subitem5Sentence>
                          <Sentence Num="1" WritingMode="vertical">特定需要・一般需要外部門</Sentence>
                        </Subitem5Sentence>
                      </Subitem5>
                      <Subitem5 Num="2">
                        <Subitem5Title>原賠・廃炉等支援機構特別負担金</Subitem5Title>
                        <Subitem5Sentence>
                          <Sentence Num="1" WritingMode="vertical">特定需要・一般需要外部門</Sentence>
                        </Subitem5Sentence>
                      </Subitem5>
                    </Subitem4>
                    <Subitem4 Num="2">
                      <Subitem4Title>休止設備費</Subitem4Title>
                      <Subitem4Sentence>
                        <Sentence Num="1" WritingMode="vertical">特定需要・一般需要外部門</Sentence>
                      </Subitem4Sentence>
                    </Subitem4>
                    <Subitem4 Num="3">
                      <Subitem4Title>貸付設備費</Subitem4Title>
                      <Subitem4Sentence>
                        <Sentence Num="1" WritingMode="vertical">特定需要・一般需要外部門</Sentence>
                      </Subitem4Sentence>
                    </Subitem4>
                  </Subitem3>
                  <Subitem3 Num="2">
                    <Subitem3Title>附帯事業営業費用</Subitem3Title>
                    <Subitem3Sentence>
                      <Sentence Num="1" WritingMode="vertical">特定需要・一般需要外部門</Sentence>
                    </Subitem3Sentence>
                  </Subitem3>
                </Subitem2>
                <Subitem2 Num="3">
                  <Subitem2Title/>
                  <Subitem2Sentence>
                    <Sentence Num="1" WritingMode="vertical">営業外収益</Sentence>
                  </Subitem2Sentence>
                  <Subitem3 Num="1">
                    <Subitem3Title>事業外収益</Subitem3Title>
                    <Subitem3Sentence>
                      <Sentence Num="1" WritingMode="vertical">特定需要・一般需要外部門</Sentence>
                    </Subitem3Sentence>
                  </Subitem3>
                </Subitem2>
                <Subitem2 Num="4">
                  <Subitem2Title/>
                  <Subitem2Sentence>
                    <Sentence Num="1" WritingMode="vertical">営業外費用</Sentence>
                  </Subitem2Sentence>
                  <Subitem3 Num="1">
                    <Subitem3Title/>
                    <Subitem3Sentence>
                      <Sentence Num="1" WritingMode="vertical">財務費用</Sentence>
                    </Subitem3Sentence>
                    <Subitem4 Num="1">
                      <Subitem4Title>附帯事業財務費用</Subitem4Title>
                      <Subitem4Sentence>
                        <Sentence Num="1" WritingMode="vertical">特定需要・一般需要外部門</Sentence>
                      </Subitem4Sentence>
                    </Subitem4>
                  </Subitem3>
                  <Subitem3 Num="2">
                    <Subitem3Title>事業外費用</Subitem3Title>
                    <Subitem3Sentence>
                      <Sentence Num="1" WritingMode="vertical">特定需要・一般需要外部門</Sentence>
                    </Subitem3Sentence>
                  </Subitem3>
                </Subitem2>
                <Subitem2 Num="5">
                  <Subitem2Title/>
                  <Subitem2Sentence>
                    <Sentence Num="1" WritingMode="vertical">渇水準備金引当又は取崩し</Sentence>
                  </Subitem2Sentence>
                  <Subitem3 Num="1">
                    <Subitem3Title>渇水準備金引当</Subitem3Title>
                    <Subitem3Sentence>
                      <Sentence Num="1" WritingMode="vertical">特定需要部門</Sentence>
                    </Subitem3Sentence>
                  </Subitem3>
                  <Subitem3 Num="2">
                    <Subitem3Title>渇水準備引当金取崩し（貸方）</Subitem3Title>
                    <Subitem3Sentence>
                      <Sentence Num="1" WritingMode="vertical">特定需要部門</Sentence>
                    </Subitem3Sentence>
                  </Subitem3>
                </Subitem2>
                <Subitem2 Num="6">
                  <Subitem2Title/>
                  <Subitem2Sentence>
                    <Sentence Num="1" WritingMode="vertical">原子力発電工事償却準備金引当又は取崩し</Sentence>
                  </Subitem2Sentence>
                  <Subitem3 Num="1">
                    <Subitem3Title>原子力発電工事償却準備金引当</Subitem3Title>
                    <Subitem3Sentence>
                      <Sentence Num="1" WritingMode="vertical">特定需要・一般需要外部門</Sentence>
                    </Subitem3Sentence>
                  </Subitem3>
                  <Subitem3 Num="2">
                    <Subitem3Title>原子力発電工事償却準備引当金取崩し（貸方）</Subitem3Title>
                    <Subitem3Sentence>
                      <Sentence Num="1" WritingMode="vertical">特定需要・一般需要外部門</Sentence>
                    </Subitem3Sentence>
                  </Subitem3>
                </Subitem2>
                <Subitem2 Num="7">
                  <Subitem2Title>特別利益</Subitem2Title>
                  <Subitem2Sentence>
                    <Sentence Num="1" WritingMode="vertical">特定需要・一般需要外部門</Sentence>
                  </Subitem2Sentence>
                </Subitem2>
                <Subitem2 Num="8">
                  <Subitem2Title>特別損失</Subitem2Title>
                  <Subitem2Sentence>
                    <Sentence Num="1" WritingMode="vertical">特定需要・一般需要外部門</Sentence>
                  </Subitem2Sentence>
                </Subitem2>
                <Subitem2 Num="9">
                  <Subitem2Title/>
                  <Subitem2Sentence>
                    <Sentence Num="1" WritingMode="vertical">法人税等</Sentence>
                  </Subitem2Sentence>
                  <Subitem3 Num="1">
                    <Subitem3Title/>
                    <Subitem3Sentence>
                      <Sentence Num="1" WritingMode="vertical">法人税等</Sentence>
                    </Subitem3Sentence>
                    <Subitem4 Num="1">
                      <Subitem4Title>事業税</Subitem4Title>
                      <Subitem4Sentence>
                        <Sentence Num="1" WritingMode="vertical">特定需要・一般需要外部門</Sentence>
                      </Subitem4Sentence>
                    </Subitem4>
                  </Subitem3>
                  <Subitem3 Num="2">
                    <Subitem3Title>国際最低課税額に対する法人税等</Subitem3Title>
                    <Subitem3Sentence>
                      <Sentence Num="1" WritingMode="vertical">特定需要・一般需要外部門</Sentence>
                    </Subitem3Sentence>
                  </Subitem3>
                </Subitem2>
              </Subitem1>
              <Subitem1 Num="2">
                <Subitem1Title>（２）</Subitem1Title>
                <Subitem1Sentence>
                  <Sentence Num="1" WritingMode="vertical">次に掲げるものを、それぞれ、次の比率により、特定需要部門及び一般需要部門の欄に配分することにより整理すること。</Sentence>
                </Subitem1Sentence>
                <Subitem2 Num="1">
                  <Subitem2Title/>
                  <Subitem2Sentence>
                    <Sentence Num="1" WritingMode="vertical">営業収益</Sentence>
                  </Subitem2Sentence>
                  <Subitem3 Num="1">
                    <Subitem3Title/>
                    <Subitem3Sentence>
                      <Sentence Num="1" WritingMode="vertical">電気事業営業収益</Sentence>
                    </Subitem3Sentence>
                    <Subitem4 Num="1">
                      <Subitem4Title>電気事業雑収益</Subitem4Title>
                      <Subitem4Sentence>
                        <Sentence Num="1" WritingMode="vertical">料金収入比</Sentence>
                      </Subitem4Sentence>
                    </Subitem4>
                  </Subitem3>
                </Subitem2>
                <Subitem2 Num="2">
                  <Subitem2Title/>
                  <Subitem2Sentence>
                    <Sentence Num="1" WritingMode="vertical">営業費用</Sentence>
                  </Subitem2Sentence>
                  <Subitem3 Num="1">
                    <Subitem3Title/>
                    <Subitem3Sentence>
                      <Sentence Num="1" WritingMode="vertical">電気事業営業費用</Sentence>
                    </Subitem3Sentence>
                    <Subitem4 Num="1">
                      <Subitem4Title>廃炉等負担金</Subitem4Title>
                      <Subitem4Sentence>
                        <Sentence Num="1" WritingMode="vertical">料金収入比</Sentence>
                      </Subitem4Sentence>
                    </Subitem4>
                    <Subitem4 Num="2">
                      <Subitem4Title>接続供給託送料（インバランスに係る費用（事業者が一般送配電事業を営む他の者又は配電事業を営む他の者に対して供給した電気の量と当該事業者の小売供給を行う事業の用に供するための電気の量に相当する電気の量との３０分を単位とした差について、当該他の者が接続供給において行う当該事業者に対する電気の供給に係る料金として当該事業者が負担する費用であって、当該事業者に係る指定旧供給区域外における小売供給に係るものを除く。）に限る。）</Subitem4Title>
                      <Subitem4Sentence>
                        <Sentence Num="1" WritingMode="vertical">発受電等量比</Sentence>
                      </Subitem4Sentence>
                    </Subitem4>
                    <Subitem4 Num="3">
                      <Subitem4Title>事業税</Subitem4Title>
                      <Subitem4Sentence>
                        <Sentence Num="1" WritingMode="vertical">料金収入比</Sentence>
                      </Subitem4Sentence>
                    </Subitem4>
                    <Subitem4 Num="4">
                      <Subitem4Title>開発費</Subitem4Title>
                      <Subitem4Sentence>
                        <Sentence Num="1" WritingMode="vertical">料金収入比</Sentence>
                      </Subitem4Sentence>
                    </Subitem4>
                    <Subitem4 Num="5">
                      <Subitem4Title>開発費償却</Subitem4Title>
                      <Subitem4Sentence>
                        <Sentence Num="1" WritingMode="vertical">料金収入比</Sentence>
                      </Subitem4Sentence>
                    </Subitem4>
                    <Subitem4 Num="6">
                      <Subitem4Title>電力費振替勘定（貸方）</Subitem4Title>
                      <Subitem4Sentence>
                        <Sentence Num="1" WritingMode="vertical">料金収入比</Sentence>
                      </Subitem4Sentence>
                    </Subitem4>
                  </Subitem3>
                </Subitem2>
                <Subitem2 Num="3">
                  <Subitem2Title/>
                  <Subitem2Sentence>
                    <Sentence Num="1" WritingMode="vertical">営業外収益</Sentence>
                  </Subitem2Sentence>
                  <Subitem3 Num="1">
                    <Subitem3Title>財務収益</Subitem3Title>
                    <Subitem3Sentence>
                      <Sentence Num="1" WritingMode="vertical">料金収入比</Sentence>
                    </Subitem3Sentence>
                  </Subitem3>
                </Subitem2>
              </Subitem1>
            </Item>
            <Item Num="5">
              <ItemTitle/>
              <ItemSentence>
                <Sentence Num="1" WritingMode="vertical">４．２．により整理された接続供給託送料に係る額から、３．により整理された接続供給託送料を控除した額のうち、特定需要に係るものを特定需要部門の欄に、非特定需要に係るものを一般需要部門の欄に整理すること。</Sentence>
              </ItemSentence>
            </Item>
            <Item Num="6">
              <ItemTitle/>
              <ItemSentence>
                <Sentence Num="1" WritingMode="vertical">５．２．により各欄に整理された額のうち、３．及び４．に掲げるもの以外のものを、それぞれ次の方法により、それぞれ、各部門に配分することにより整理すること。</Sentence>
              </ItemSentence>
              <Subitem1 Num="1">
                <Subitem1Title>（１）</Subitem1Title>
                <Subitem1Sentence>
                  <Sentence Num="1" WritingMode="vertical">電気事業財務費用の整理</Sentence>
                </Subitem1Sentence>
                <Subitem2 Num="1">
                  <Subitem2Title>①</Subitem2Title>
                  <Subitem2Sentence>
                    <Sentence Num="1" WritingMode="vertical">電気事業財務費用を、次の方法により、水力発電費、火力発電費、原子力発電費、新エネルギー等発電等費、一般管理費、休止設備費、貸付設備費及び営業外費用に配分することにより整理すること。</Sentence>
                  </Subitem2Sentence>
                  <Subitem3 Num="1">
                    <Subitem3Title>１）</Subitem3Title>
                    <Subitem3Sentence>
                      <Sentence Num="1" WritingMode="vertical">発生の主な原因を勘案して、水力発電設備、火力発電設備（汽力発電設備及び内燃力発電設備をいう。以下同じ。）、原子力発電設備、新エネルギー等発電等設備、業務設備、休止設備、貸付設備及び事業外固定資産の固定資産帳簿価額（リース資産及び資産除去債務相当資産を除く。以下同じ。）を算定し、これらを合計した額（以下「固定資産合計額」という。）を算定すること。</Sentence>
                    </Subitem3Sentence>
                  </Subitem3>
                  <Subitem3 Num="2">
                    <Subitem3Title>２）</Subitem3Title>
                    <Subitem3Sentence>
                      <Sentence Num="1" WritingMode="vertical">電気事業財務費用に、次の割合を乗じて得た額を、それぞれ次の費用に配分することにより整理すること。</Sentence>
                    </Subitem3Sentence>
                    <Subitem4 Num="1">
                      <Subitem4Title>水力発電設備の固定資産帳簿価額／固定資産合計額</Subitem4Title>
                      <Subitem4Sentence>
                        <Sentence Num="1" WritingMode="vertical">水力発電費</Sentence>
                      </Subitem4Sentence>
                    </Subitem4>
                    <Subitem4 Num="2">
                      <Subitem4Title>火力発電設備の固定資産帳簿価額／固定資産合計額</Subitem4Title>
                      <Subitem4Sentence>
                        <Sentence Num="1" WritingMode="vertical">火力発電費</Sentence>
                      </Subitem4Sentence>
                    </Subitem4>
                    <Subitem4 Num="3">
                      <Subitem4Title>原子力発電設備の固定資産帳簿価額／固定資産合計額</Subitem4Title>
                      <Subitem4Sentence>
                        <Sentence Num="1" WritingMode="vertical">原子力発電費</Sentence>
                      </Subitem4Sentence>
                    </Subitem4>
                    <Subitem4 Num="4">
                      <Subitem4Title>新エネルギー等発電等設備の固定資産帳簿価額／固定資産合計額</Subitem4Title>
                      <Subitem4Sentence>
                        <Sentence Num="1" WritingMode="vertical">新エネルギー等発電等費</Sentence>
                      </Subitem4Sentence>
                    </Subitem4>
                    <Subitem4 Num="5">
                      <Subitem4Title>業務設備の固定資産帳簿価額／固定資産合計額</Subitem4Title>
                      <Subitem4Sentence>
                        <Sentence Num="1" WritingMode="vertical">一般管理費</Sentence>
                      </Subitem4Sentence>
                    </Subitem4>
                    <Subitem4 Num="6">
                      <Subitem4Title>休止設備の固定資産帳簿価額／固定資産合計額</Subitem4Title>
                      <Subitem4Sentence>
                        <Sentence Num="1" WritingMode="vertical">休止設備費</Sentence>
                      </Subitem4Sentence>
                    </Subitem4>
                    <Subitem4 Num="7">
                      <Subitem4Title>貸付設備の固定資産帳簿価額／固定資産合計額</Subitem4Title>
                      <Subitem4Sentence>
                        <Sentence Num="1" WritingMode="vertical">貸付設備費</Sentence>
                      </Subitem4Sentence>
                    </Subitem4>
                    <Subitem4 Num="8">
                      <Subitem4Title>事業外固定資産の固定資産帳簿価額／固定資産合計額</Subitem4Title>
                      <Subitem4Sentence>
                        <Sentence Num="1" WritingMode="vertical">営業外費用</Sentence>
                      </Subitem4Sentence>
                    </Subitem4>
                  </Subitem3>
                </Subitem2>
                <Subitem2 Num="2">
                  <Subitem2Title>②</Subitem2Title>
                  <Subitem2Sentence>
                    <Sentence Num="1" WritingMode="vertical">①により整理された休止設備費、貸付設備費及び営業外費用を特定需要・一般需要外部門の欄に整理すること。</Sentence>
                  </Subitem2Sentence>
                </Subitem2>
              </Subitem1>
              <Subitem1 Num="2">
                <Subitem1Title>（２）</Subitem1Title>
                <Subitem1Sentence>
                  <Sentence Num="1" WritingMode="vertical">一般管理費（（１）により整理されたものを含む。以下この（２）において同じ。）を、次の方法により、水力発電費、火力発電費、原子力発電費、新エネルギー等発電等費及び販売費（以下「５部門」という。）に配分することにより整理すること。</Sentence>
                </Subitem1Sentence>
                <Subitem2 Num="1">
                  <Subitem2Title>①</Subitem2Title>
                  <Subitem2Sentence>
                    <Sentence Num="1" WritingMode="vertical">一般管理費を、会計規則別表第２第５表（電気事業営業費用明細表）の費用項目（以下「営業費用項目」という。）ごとに、発生の主な原因に応じて、可能な限り５部門に直課すること。</Sentence>
                  </Subitem2Sentence>
                </Subitem2>
                <Subitem2 Num="2">
                  <Subitem2Title>②</Subitem2Title>
                  <Subitem2Sentence>
                    <Sentence Num="1" WritingMode="vertical">①の整理により難い費用を、別表第２に定める活動帰属基準又は配賦基準により、営業費用項目ごとに整理すること。</Sentence>
                  </Subitem2Sentence>
                </Subitem2>
              </Subitem1>
              <Subitem1 Num="3">
                <Subitem1Title>（３）</Subitem1Title>
                <Subitem1Sentence>
                  <Sentence Num="1" WritingMode="vertical">販売費（（２）により整理されたものを含む。以下この（３）において同じ。）を、次の方法により、給電設備に係る費用（以下「給電費用」という。）、調定及び集金に係る費用（以下「販売需要家費用」という。）並びにその他販売費用（以下「一般販売費用」という。）に配分することにより整理すること。</Sentence>
                </Subitem1Sentence>
                <Subitem2 Num="1">
                  <Subitem2Title>①</Subitem2Title>
                  <Subitem2Sentence>
                    <Sentence Num="1" WritingMode="vertical">販売費を、営業費用項目ごとに、発生の主な原因に応じて、可能な限り給電費用、販売需要家費用又は一般販売費用に直課すること。</Sentence>
                  </Subitem2Sentence>
                </Subitem2>
                <Subitem2 Num="2">
                  <Subitem2Title>②</Subitem2Title>
                  <Subitem2Sentence>
                    <Sentence Num="1" WritingMode="vertical">①の整理により難い費用を、営業費用項目ごとに、別表第２に定める活動帰属基準又は配賦基準により、給電費用、販売需要家費用又は一般販売費用に配分することにより整理すること。</Sentence>
                  </Subitem2Sentence>
                </Subitem2>
              </Subitem1>
              <Subitem1 Num="4">
                <Subitem1Title>（４）</Subitem1Title>
                <Subitem1Sentence>
                  <Sentence Num="1" WritingMode="vertical">２．により整理された水力発電費、火力発電費、新エネルギー等発電等費、原子力発電費及び販売費（（１）から（３）までにより整理された水力発電費、火力発電費、新エネルギー等発電等費、原子力発電費、給電費用、販売需要家費用及び一般販売費用を含む。）を合計したもの（以下「送配電非関連費用」という。）を整理すること。</Sentence>
                </Subitem1Sentence>
              </Subitem1>
              <Subitem1 Num="5">
                <Subitem1Title/>
                <Subitem1Sentence>
                  <Sentence Num="1" WritingMode="vertical">この際、他社購入電源費（特定抑制依頼に係る費用を含み、原子力廃止関連仮勘定償却費を除く。）、非化石証書購入費及び他社販売電源料（原子力廃止関連仮勘定償却費に相当する収益を除く。）を、水力発電費、火力発電費、新エネルギー等発電等費及び原子力発電費に、発電原動力の種別及び発生の主な原因を勘案して、配分することにより整理すること。</Sentence>
                </Subitem1Sentence>
              </Subitem1>
              <Subitem1 Num="6">
                <Subitem1Title>（５）</Subitem1Title>
                <Subitem1Sentence>
                  <Sentence Num="1" WritingMode="vertical">（４）により整理された送配電非関連費用（販売需要家費用及び一般販売費用を除く。以下この（５）において同じ。）を、改正法附則第１８条第１項若しくは第２０条第１項による特定小売供給約款の認可、改正法附則第１８条第３項の規定により同条第１項の認可を受けたとみなされる改正法第１条の規定による改正前の法第１９条第１項若しくは第４項による旧供給約款の認可若しくは届出、又は旧法第１９条第４項による特定小売供給約款の届出のうち当該事業年度末前の直近のものに当たり、小売料金算定規則第８条又は小売料金算定規則附則第２項の規定により廃止された一般電気事業供給約款料金算定規則（平成１１年通商産業省令第１０５号）第８条において使用された基準により、販売電力量にかかわらず必要な送配電非関連費用（以下この（５）及び（６）において「送配電非関連固定費用」という。）及び販売電力量によって変動する送配電非関連費用（（８）において「送配電非関連可変費用」という。）に配分することにより整理すること。ただし、これにより難いときは、小売料金算定規則第８条に規定された基準により整理すること。</Sentence>
                </Subitem1Sentence>
              </Subitem1>
              <Subitem1 Num="7">
                <Subitem1Title/>
                <Subitem1Sentence>
                  <Sentence Num="1" WritingMode="vertical">この際、原子力廃止関連仮勘定償却費、他社購入電源費（原子力廃止関連仮勘定償却費に限る。）、他社販売電源料（原子力廃止関連仮勘定償却費に相当する収益に限る。）、賠償負担金相当収益及び廃炉円滑化負担金相当収益を、送配電非関連固定費用に配分することにより整理すること。</Sentence>
                </Subitem1Sentence>
              </Subitem1>
              <Subitem1 Num="8">
                <Subitem1Title>（６）</Subitem1Title>
                <Subitem1Sentence>
                  <Sentence Num="1" WritingMode="vertical">（５）により整理された送配電非関連固定費用を、次に掲げる基準により、二需要種別に配分することにより整理すること。</Sentence>
                </Subitem1Sentence>
                <Subitem2 Num="1">
                  <Subitem2Title>①</Subitem2Title>
                  <Subitem2Sentence>
                    <Sentence Num="1" WritingMode="vertical">送配電非関連需要について、次の割合及び値を算定すること。</Sentence>
                  </Subitem2Sentence>
                  <Subitem3 Num="1">
                    <Subitem3Title>１）</Subitem3Title>
                    <Subitem3Sentence>
                      <Sentence Num="1" WritingMode="vertical">二需要種別の最大電力を合計した値のうちに二需要種別ごとの最大電力の占める割合</Sentence>
                    </Subitem3Sentence>
                  </Subitem3>
                  <Subitem3 Num="2">
                    <Subitem3Title>２）</Subitem3Title>
                    <Subitem3Sentence>
                      <Sentence Num="1" WritingMode="vertical">二需要種別の夏期尖頭時責任電力を合計した値のうちに二需要種別ごとの夏期尖頭時責任電力の占める割合</Sentence>
                    </Subitem3Sentence>
                  </Subitem3>
                  <Subitem3 Num="3">
                    <Subitem3Title>３）</Subitem3Title>
                    <Subitem3Sentence>
                      <Sentence Num="1" WritingMode="vertical">二需要種別の冬期尖頭時責任電力を合計した値のうちに二需要種別ごとの冬期尖頭時責任電力の占める割合</Sentence>
                    </Subitem3Sentence>
                  </Subitem3>
                  <Subitem3 Num="4">
                    <Subitem3Title>４）</Subitem3Title>
                    <Subitem3Sentence>
                      <Sentence Num="1" WritingMode="vertical">二需要種別の発受電等量を合計した値のうちに二需要種別ごとの発受電等量の占める割合</Sentence>
                    </Subitem3Sentence>
                  </Subitem3>
                  <Subitem3 Num="5">
                    <Subitem3Title>５）</Subitem3Title>
                    <Subitem3Sentence>
                      <Sentence Num="1" WritingMode="vertical">二需要種別ごとに、１）の割合に２を、２）の割合に０．５を、３）の割合に０．５を、４）の割合に１を乗じて得た合計の値を４で除して得た値</Sentence>
                    </Subitem3Sentence>
                  </Subitem3>
                </Subitem2>
                <Subitem2 Num="2">
                  <Subitem2Title>②</Subitem2Title>
                  <Subitem2Sentence>
                    <Sentence Num="1" WritingMode="vertical">送配電非関連固定費用を、送配電非関連需要についての①５）の値により、二需要種別ごとに、配分することにより整理すること。</Sentence>
                  </Subitem2Sentence>
                </Subitem2>
              </Subitem1>
              <Subitem1 Num="9">
                <Subitem1Title>（７）</Subitem1Title>
                <Subitem1Sentence>
                  <Sentence Num="1" WritingMode="vertical">（３）により整理された販売需要家費用を、送配電非関連需要に係る二需要種別の口数の合計のうちに二需要種別ごとの口数の占める割合により、二需要種別ごとに、配分することにより整理すること。</Sentence>
                </Subitem1Sentence>
              </Subitem1>
              <Subitem1 Num="10">
                <Subitem1Title>（８）</Subitem1Title>
                <Subitem1Sentence>
                  <Sentence Num="1" WritingMode="vertical">（５）により整理された送配電非関連可変費用を、（６）①４）の値により、二需要種別ごとに配分することにより整理すること。</Sentence>
                </Subitem1Sentence>
              </Subitem1>
              <Subitem1 Num="11">
                <Subitem1Title>（９）</Subitem1Title>
                <Subitem1Sentence>
                  <Sentence Num="1" WritingMode="vertical">（６）から（８）までにより整理された二需要種別ごとごとの費用のうち、特定需要に係る費用を特定需要部門の欄に、非特定需要に係る費用を一般需要部門の欄に整理すること。</Sentence>
                </Subitem1Sentence>
              </Subitem1>
              <Subitem1 Num="12">
                <Subitem1Title>（１０）</Subitem1Title>
                <Subitem1Sentence>
                  <Sentence Num="1" WritingMode="vertical">（３）により整理された一般販売費用に、次の割合を乗じて得た額を、それぞれ次の部門の欄に整理すること。</Sentence>
                </Subitem1Sentence>
                <Subitem2 Num="1">
                  <Subitem2Title>①</Subitem2Title>
                  <Subitem2Sentence>
                    <Column Num="1">
                      <Sentence Num="1" WritingMode="vertical">（６）から（８）までにより整理された送配電非関連費用（一般販売費用を除く。以下この（１０）において同じ。）の合計額のうちに、（６）から（８）までで整理された特定需要に係る送配電非関連費用の額の占める割合</Sentence>
                    </Column>
                    <Column Num="2">
                      <Sentence Num="1" WritingMode="vertical">特定需要部門</Sentence>
                    </Column>
                  </Subitem2Sentence>
                </Subitem2>
                <Subitem2 Num="2">
                  <Subitem2Title>②</Subitem2Title>
                  <Subitem2Sentence>
                    <Column Num="1">
                      <Sentence Num="1" WritingMode="vertical">（６）から（８）までにより整理された送配電非関連費用の合計額のうちに、（６）から（８）までで整理された非特定需要に係る送配電非関連費用の額の占める割合</Sentence>
                    </Column>
                    <Column Num="2">
                      <Sentence Num="1" WritingMode="vertical">一般需要部門</Sentence>
                    </Column>
                  </Subitem2Sentence>
                </Subitem2>
              </Subitem1>
            </Item>
            <Item Num="7">
              <ItemTitle/>
              <ItemSentence>
                <Sentence Num="1" WritingMode="vertical">６．上記までにより各部門に整理された電気事業収益、電気事業費用、電気事業外収益及び電気事業外費用を、次の式により税引前当期純利益又は純損失に整理すること。</Sentence>
              </ItemSentence>
            </Item>
            <Item Num="8">
              <ItemTitle/>
              <ItemSentence>
                <Sentence Num="1" WritingMode="vertical">
                  <ArithFormula>電気事業収益－電気事業費用＋電気事業外収益－電気事業外費用</ArithFormula>
                </Sentence>
              </ItemSentence>
            </Item>
            <Item Num="9">
              <ItemTitle/>
              <ItemSentence>
                <Sentence Num="1" WritingMode="vertical">７．法人税等（法人税、地方法人税、法人税割及び法人税等調整額に限る。）を、６．により各部門に整理された税引前当期純利益の合計額のうちに各部門の税引前当期純利益の占める割合により各部門に配分することにより整理すること。ただし、当該法人税等が零を下回る場合には、当該法人税等を、６．により各部門に整理された税引前当期純利益及び税引前当期純損失の合計額のうちに各部門の税引前当期純利益又は税引前当期純損失の占める割合により各部門に配分することにより整理すること。</Sentence>
              </ItemSentence>
            </Item>
            <Item Num="10">
              <ItemTitle/>
              <ItemSentence>
                <Sentence Num="1" WritingMode="vertical">８．６．により各部門ごとに整理された税引前当期純利益又は純損失から、７．により各部門ごとに整理された法人税を控除した額を当期純利益又は純損失の各部門ごとの欄に整理すること。</Sentence>
              </ItemSentence>
            </Item>
          </AppdxTable>
          <AppdxTable>
            <AppdxTableTitle WritingMode="vertical">別表第２</AppdxTableTitle>
            <TableStruct>
              <Table WritingMode="vertical">
                <TableRow>
                  <TableColumn BorderBottom="solid" BorderLeft="solid" BorderRight="solid" BorderTop="solid" rowspan="2">
                    <Sentence Num="1" WritingMode="vertical">費用等の項目</Sentence>
                  </TableColumn>
                  <TableColumn BorderBottom="solid" BorderLeft="solid" BorderRight="solid" BorderTop="solid" colspan="2">
                    <Sentence Num="1" WritingMode="vertical">一般管理費</Sentence>
                  </TableColumn>
                  <TableColumn BorderBottom="solid" BorderLeft="solid" BorderRight="solid" BorderTop="solid" colspan="2">
                    <Sentence Num="1" WritingMode="vertical">販売費</Sentence>
                  </TableColumn>
                </TableRow>
                <TableRow>
                  <TableColumn BorderBottom="solid" BorderLeft="solid" BorderRight="solid" BorderTop="solid">
                    <Sentence Num="1" WritingMode="vertical">活動帰属基準</Sentence>
                  </TableColumn>
                  <TableColumn BorderBottom="solid" BorderLeft="solid" BorderRight="solid" BorderTop="solid">
                    <Sentence Num="1" WritingMode="vertical">配賦基準</Sentence>
                  </TableColumn>
                  <TableColumn BorderBottom="solid" BorderLeft="solid" BorderRight="solid" BorderTop="solid">
                    <Sentence Num="1" WritingMode="vertical">活動帰属基準</Sentence>
                  </TableColumn>
                  <TableColumn BorderBottom="solid" BorderLeft="solid" BorderRight="solid" BorderTop="solid">
                    <Sentence Num="1" WritingMode="vertical">配賦基準</Sentence>
                  </TableColumn>
                </TableRow>
                <TableRow>
                  <TableColumn BorderBottom="solid" BorderLeft="solid" BorderRight="solid" BorderTop="solid">
                    <Sentence Num="1" WritingMode="vertical">役員給与</Sentence>
                  </TableColumn>
                  <TableColumn BorderBottom="solid" BorderLeft="solid" BorderRight="solid" BorderTop="solid">
                    <Sentence Num="1" WritingMode="vertical">直課された各部門人員数比</Sentence>
                  </TableColumn>
                  <TableColumn BorderBottom="solid" BorderLeft="solid" BorderRight="solid" BorderTop="solid">
                    <Sentence Num="1" WritingMode="vertical">―</Sentence>
                  </TableColumn>
                  <TableColumn BorderBottom="solid" BorderLeft="solid" BorderRight="solid" BorderTop="solid">
                    <Sentence Num="1" WritingMode="vertical">直課された人員数比</Sentence>
                  </TableColumn>
                  <TableColumn BorderBottom="solid" BorderLeft="solid" BorderRight="solid" BorderTop="solid">
                    <Sentence Num="1" WritingMode="vertical">―</Sentence>
                  </TableColumn>
                </TableRow>
                <TableRow>
                  <TableColumn BorderBottom="solid" BorderLeft="solid" BorderRight="solid" BorderTop="solid">
                    <Sentence Num="1" WritingMode="vertical">給料手当</Sentence>
                  </TableColumn>
                  <TableColumn BorderBottom="solid" BorderLeft="solid" BorderRight="solid" BorderTop="solid">
                    <Sentence Num="1" WritingMode="vertical">同上</Sentence>
                  </TableColumn>
                  <TableColumn BorderBottom="solid" BorderLeft="solid" BorderRight="solid" BorderTop="solid">
                    <Sentence Num="1" WritingMode="vertical">―</Sentence>
                  </TableColumn>
                  <TableColumn BorderBottom="solid" BorderLeft="solid" BorderRight="solid" BorderTop="solid">
                    <Sentence Num="1" WritingMode="vertical">同上</Sentence>
                  </TableColumn>
                  <TableColumn BorderBottom="solid" BorderLeft="solid" BorderRight="solid" BorderTop="solid">
                    <Sentence Num="1" WritingMode="vertical">―</Sentence>
                  </TableColumn>
                </TableRow>
                <TableRow>
                  <TableColumn BorderBottom="solid" BorderLeft="solid" BorderRight="solid" BorderTop="solid">
                    <Sentence Num="1" WritingMode="vertical">給料手当振替額（貸方）</Sentence>
                  </TableColumn>
                  <TableColumn BorderBottom="solid" BorderLeft="solid" BorderRight="solid" BorderTop="solid">
                    <Sentence Num="1" WritingMode="vertical">同上</Sentence>
                  </TableColumn>
                  <TableColumn BorderBottom="solid" BorderLeft="solid" BorderRight="solid" BorderTop="solid">
                    <Sentence Num="1" WritingMode="vertical">―</Sentence>
                  </TableColumn>
                  <TableColumn BorderBottom="solid" BorderLeft="solid" BorderRight="solid" BorderTop="solid">
                    <Sentence Num="1" WritingMode="vertical">同上</Sentence>
                  </TableColumn>
                  <TableColumn BorderBottom="solid" BorderLeft="solid" BorderRight="solid" BorderTop="solid">
                    <Sentence Num="1" WritingMode="vertical">―</Sentence>
                  </TableColumn>
                </TableRow>
                <TableRow>
                  <TableColumn BorderBottom="solid" BorderLeft="solid" BorderRight="solid" BorderTop="solid">
                    <Sentence Num="1" WritingMode="vertical">退職給与金</Sentence>
                  </TableColumn>
                  <TableColumn BorderBottom="solid" BorderLeft="solid" BorderRight="solid" BorderTop="solid">
                    <Sentence Num="1" WritingMode="vertical">同上</Sentence>
                  </TableColumn>
                  <TableColumn BorderBottom="solid" BorderLeft="solid" BorderRight="solid" BorderTop="solid">
                    <Sentence Num="1" WritingMode="vertical">―</Sentence>
                  </TableColumn>
                  <TableColumn BorderBottom="solid" BorderLeft="solid" BorderRight="solid" BorderTop="solid">
                    <Sentence Num="1" WritingMode="vertical">同上</Sentence>
                  </TableColumn>
                  <TableColumn BorderBottom="solid" BorderLeft="solid" BorderRight="solid" BorderTop="solid">
                    <Sentence Num="1" WritingMode="vertical">―</Sentence>
                  </TableColumn>
                </TableRow>
                <TableRow>
                  <TableColumn BorderBottom="solid" BorderLeft="solid" BorderRight="solid" BorderTop="solid">
                    <Sentence Num="1" WritingMode="vertical">厚生費</Sentence>
                  </TableColumn>
                  <TableColumn BorderBottom="solid" BorderLeft="solid" BorderRight="solid" BorderTop="solid">
                    <Sentence Num="1" WritingMode="vertical">同上</Sentence>
                  </TableColumn>
                  <TableColumn BorderBottom="solid" BorderLeft="solid" BorderRight="solid" BorderTop="solid">
                    <Sentence Num="1" WritingMode="vertical">―</Sentence>
                  </TableColumn>
                  <TableColumn BorderBottom="solid" BorderLeft="solid" BorderRight="solid" BorderTop="solid">
                    <Sentence Num="1" WritingMode="vertical">同上</Sentence>
                  </TableColumn>
                  <TableColumn BorderBottom="solid" BorderLeft="solid" BorderRight="solid" BorderTop="solid">
                    <Sentence Num="1" WritingMode="vertical">―</Sentence>
                  </TableColumn>
                </TableRow>
                <TableRow>
                  <TableColumn BorderBottom="solid" BorderLeft="solid" BorderRight="solid" BorderTop="solid">
                    <Sentence Num="1" WritingMode="vertical">雑給</Sentence>
                  </TableColumn>
                  <TableColumn BorderBottom="solid" BorderLeft="solid" BorderRight="solid" BorderTop="solid">
                    <Sentence Num="1" WritingMode="vertical">同上</Sentence>
                  </TableColumn>
                  <TableColumn BorderBottom="solid" BorderLeft="solid" BorderRight="solid" BorderTop="solid">
                    <Sentence Num="1" WritingMode="vertical">―</Sentence>
                  </TableColumn>
                  <TableColumn BorderBottom="solid" BorderLeft="solid" BorderRight="solid" BorderTop="solid">
                    <Sentence Num="1" WritingMode="vertical">同上</Sentence>
                  </TableColumn>
                  <TableColumn BorderBottom="solid" BorderLeft="solid" BorderRight="solid" BorderTop="solid">
                    <Sentence Num="1" WritingMode="vertical">―</Sentence>
                  </TableColumn>
                </TableRow>
                <TableRow>
                  <TableColumn BorderBottom="solid" BorderLeft="solid" BorderRight="solid" BorderTop="solid">
                    <Sentence Num="1" WritingMode="vertical">消耗品費</Sentence>
                  </TableColumn>
                  <TableColumn BorderBottom="solid" BorderLeft="solid" BorderRight="solid" BorderTop="solid">
                    <Sentence Num="1" WritingMode="vertical">同上</Sentence>
                  </TableColumn>
                  <TableColumn BorderBottom="solid" BorderLeft="solid" BorderRight="solid" BorderTop="solid">
                    <Sentence Num="1" WritingMode="vertical">―</Sentence>
                  </TableColumn>
                  <TableColumn BorderBottom="solid" BorderLeft="solid" BorderRight="solid" BorderTop="solid">
                    <Sentence Num="1" WritingMode="vertical">同上</Sentence>
                  </TableColumn>
                  <TableColumn BorderBottom="solid" BorderLeft="solid" BorderRight="solid" BorderTop="solid">
                    <Sentence Num="1" WritingMode="vertical">―</Sentence>
                  </TableColumn>
                </TableRow>
                <TableRow>
                  <TableColumn BorderBottom="solid" BorderLeft="solid" BorderRight="solid" BorderTop="solid">
                    <Sentence Num="1" WritingMode="vertical">修繕費</Sentence>
                  </TableColumn>
                  <TableColumn BorderBottom="solid" BorderLeft="solid" BorderRight="solid" BorderTop="solid">
                    <Sentence Num="1" WritingMode="vertical">各部門業務用建物床面積比（建物については、自己所有物件及び賃借物件とする。）</Sentence>
                  </TableColumn>
                  <TableColumn BorderBottom="solid" BorderLeft="solid" BorderRight="solid" BorderTop="solid">
                    <Sentence Num="1" WritingMode="vertical">―</Sentence>
                  </TableColumn>
                  <TableColumn BorderBottom="solid" BorderLeft="solid" BorderRight="solid" BorderTop="solid">
                    <Sentence Num="1" WritingMode="vertical">業務用建物床面積比（建物については、自己所有物件及び賃借物件とする。）</Sentence>
                  </TableColumn>
                  <TableColumn BorderBottom="solid" BorderLeft="solid" BorderRight="solid" BorderTop="solid">
                    <Sentence Num="1" WritingMode="vertical">―</Sentence>
                  </TableColumn>
                </TableRow>
                <TableRow>
                  <TableColumn BorderBottom="solid" BorderLeft="solid" BorderRight="solid" BorderTop="solid">
                    <Sentence Num="1" WritingMode="vertical">補償費</Sentence>
                  </TableColumn>
                  <TableColumn BorderBottom="solid" BorderLeft="solid" BorderRight="solid" BorderTop="solid">
                    <Sentence Num="1" WritingMode="vertical">―</Sentence>
                  </TableColumn>
                  <TableColumn BorderBottom="solid" BorderLeft="solid" BorderRight="solid" BorderTop="solid">
                    <Sentence Num="1" WritingMode="vertical">直課された各部門補償費比</Sentence>
                  </TableColumn>
                  <TableColumn BorderBottom="solid" BorderLeft="solid" BorderRight="solid" BorderTop="solid">
                    <Sentence Num="1" WritingMode="vertical">―</Sentence>
                  </TableColumn>
                  <TableColumn BorderBottom="solid" BorderLeft="solid" BorderRight="solid" BorderTop="solid">
                    <Sentence Num="1" WritingMode="vertical">直課された人員数比</Sentence>
                  </TableColumn>
                </TableRow>
                <TableRow>
                  <TableColumn BorderBottom="solid" BorderLeft="solid" BorderRight="solid" BorderTop="solid">
                    <Sentence Num="1" WritingMode="vertical">賃借料</Sentence>
                  </TableColumn>
                  <TableColumn BorderBottom="solid" BorderLeft="solid" BorderRight="solid" BorderTop="solid">
                    <Sentence Num="1" WritingMode="vertical">各部門業務用建物床面積比（建物については、賃借物件に限る。）</Sentence>
                  </TableColumn>
                  <TableColumn BorderBottom="solid" BorderLeft="solid" BorderRight="solid" BorderTop="solid">
                    <Sentence Num="1" WritingMode="vertical">―</Sentence>
                  </TableColumn>
                  <TableColumn BorderBottom="solid" BorderLeft="solid" BorderRight="solid" BorderTop="solid">
                    <Sentence Num="1" WritingMode="vertical">業務用建物床面積比（建物については、賃借物件に限る。）</Sentence>
                  </TableColumn>
                  <TableColumn BorderBottom="solid" BorderLeft="solid" BorderRight="solid" BorderTop="solid">
                    <Sentence Num="1" WritingMode="vertical">―</Sentence>
                  </TableColumn>
                </TableRow>
                <TableRow>
                  <TableColumn BorderBottom="solid" BorderLeft="solid" BorderRight="solid" BorderTop="solid">
                    <Sentence Num="1" WritingMode="vertical">委託費</Sentence>
                  </TableColumn>
                  <TableColumn BorderBottom="solid" BorderLeft="solid" BorderRight="solid" BorderTop="solid">
                    <Sentence Num="1" WritingMode="vertical">―</Sentence>
                  </TableColumn>
                  <TableColumn BorderBottom="solid" BorderLeft="solid" BorderRight="solid" BorderTop="solid">
                    <Sentence Num="1" WritingMode="vertical">各部門業務用建物床面積比（建物については、自己所有物件及び賃借物件とする。）</Sentence>
                  </TableColumn>
                  <TableColumn BorderBottom="solid" BorderLeft="solid" BorderRight="solid" BorderTop="solid">
                    <Sentence Num="1" WritingMode="vertical">―</Sentence>
                  </TableColumn>
                  <TableColumn BorderBottom="solid" BorderLeft="solid" BorderRight="solid" BorderTop="solid">
                    <Sentence Num="1" WritingMode="vertical">業務用建物床面積比（建物については、自己所有物件及び賃借物件とする。）</Sentence>
                  </TableColumn>
                </TableRow>
                <TableRow>
                  <TableColumn BorderBottom="solid" BorderLeft="solid" BorderRight="solid" BorderTop="solid">
                    <Sentence Num="1" WritingMode="vertical">損害保険料</Sentence>
                  </TableColumn>
                  <TableColumn BorderBottom="solid" BorderLeft="solid" BorderRight="solid" BorderTop="solid">
                    <Sentence Num="1" WritingMode="vertical">―</Sentence>
                  </TableColumn>
                  <TableColumn BorderBottom="solid" BorderLeft="solid" BorderRight="solid" BorderTop="solid">
                    <Sentence Num="1" WritingMode="vertical">直課された各部門損害保険料比</Sentence>
                  </TableColumn>
                  <TableColumn BorderBottom="solid" BorderLeft="solid" BorderRight="solid" BorderTop="solid">
                    <Sentence Num="1" WritingMode="vertical">―</Sentence>
                  </TableColumn>
                  <TableColumn BorderBottom="solid" BorderLeft="solid" BorderRight="solid" BorderTop="solid">
                    <Sentence Num="1" WritingMode="vertical">直課された人員数比</Sentence>
                  </TableColumn>
                </TableRow>
                <TableRow>
                  <TableColumn BorderBottom="solid" BorderLeft="solid" BorderRight="solid" BorderTop="solid">
                    <Sentence Num="1" WritingMode="vertical">普及開発関係費</Sentence>
                  </TableColumn>
                  <TableColumn BorderBottom="solid" BorderLeft="solid" BorderRight="solid" BorderTop="solid">
                    <Sentence Num="1" WritingMode="vertical">―</Sentence>
                  </TableColumn>
                  <TableColumn BorderBottom="solid" BorderLeft="solid" BorderRight="solid" BorderTop="solid">
                    <Sentence Num="1" WritingMode="vertical">各部門費用比又は直課された各部門普及開発関係費比</Sentence>
                  </TableColumn>
                  <TableColumn BorderBottom="solid" BorderLeft="solid" BorderRight="solid" BorderTop="solid">
                    <Sentence Num="1" WritingMode="vertical"/>
                  </TableColumn>
                  <TableColumn BorderBottom="solid" BorderLeft="solid" BorderRight="solid" BorderTop="solid">
                    <Sentence Num="1" WritingMode="vertical"/>
                  </TableColumn>
                </TableRow>
                <TableRow>
                  <TableColumn BorderBottom="solid" BorderLeft="solid" BorderRight="solid" BorderTop="solid">
                    <Sentence Num="1" WritingMode="vertical">養成費</Sentence>
                  </TableColumn>
                  <TableColumn BorderBottom="solid" BorderLeft="solid" BorderRight="solid" BorderTop="solid">
                    <Sentence Num="1" WritingMode="vertical">直課された各部門人員数比</Sentence>
                  </TableColumn>
                  <TableColumn BorderBottom="solid" BorderLeft="solid" BorderRight="solid" BorderTop="solid">
                    <Sentence Num="1" WritingMode="vertical">―</Sentence>
                  </TableColumn>
                  <TableColumn BorderBottom="solid" BorderLeft="solid" BorderRight="solid" BorderTop="solid">
                    <Sentence Num="1" WritingMode="vertical">直課された人員数比</Sentence>
                  </TableColumn>
                  <TableColumn BorderBottom="solid" BorderLeft="solid" BorderRight="solid" BorderTop="solid">
                    <Sentence Num="1" WritingMode="vertical">―</Sentence>
                  </TableColumn>
                </TableRow>
                <TableRow>
                  <TableColumn BorderBottom="solid" BorderLeft="solid" BorderRight="solid" BorderTop="solid">
                    <Sentence Num="1" WritingMode="vertical">研究費</Sentence>
                  </TableColumn>
                  <TableColumn BorderBottom="solid" BorderLeft="solid" BorderRight="solid" BorderTop="solid">
                    <Sentence Num="1" WritingMode="vertical">―</Sentence>
                  </TableColumn>
                  <TableColumn BorderBottom="solid" BorderLeft="solid" BorderRight="solid" BorderTop="solid">
                    <Sentence Num="1" WritingMode="vertical">直課された研究費比</Sentence>
                  </TableColumn>
                  <TableColumn BorderBottom="solid" BorderLeft="solid" BorderRight="solid" BorderTop="solid">
                    <Sentence Num="1" WritingMode="vertical">―</Sentence>
                  </TableColumn>
                  <TableColumn BorderBottom="solid" BorderLeft="solid" BorderRight="solid" BorderTop="solid">
                    <Sentence Num="1" WritingMode="vertical">直課された人員数比</Sentence>
                  </TableColumn>
                </TableRow>
                <TableRow>
                  <TableColumn BorderBottom="solid" BorderLeft="solid" BorderRight="solid" BorderTop="solid">
                    <Sentence Num="1" WritingMode="vertical">諸費</Sentence>
                  </TableColumn>
                  <TableColumn BorderBottom="solid" BorderLeft="solid" BorderRight="solid" BorderTop="solid">
                    <Sentence Num="1" WritingMode="vertical">―</Sentence>
                  </TableColumn>
                  <TableColumn BorderBottom="solid" BorderLeft="solid" BorderRight="solid" BorderTop="solid">
                    <Sentence Num="1" WritingMode="vertical">直課された各部門人員数比</Sentence>
                  </TableColumn>
                  <TableColumn BorderBottom="solid" BorderLeft="solid" BorderRight="solid" BorderTop="solid">
                    <Sentence Num="1" WritingMode="vertical">―</Sentence>
                  </TableColumn>
                  <TableColumn BorderBottom="solid" BorderLeft="solid" BorderRight="solid" BorderTop="solid">
                    <Sentence Num="1" WritingMode="vertical">同上</Sentence>
                  </TableColumn>
                </TableRow>
                <TableRow>
                  <TableColumn BorderBottom="solid" BorderLeft="solid" BorderRight="solid" BorderTop="solid">
                    <Sentence Num="1" WritingMode="vertical">貸倒損</Sentence>
                  </TableColumn>
                  <TableColumn BorderBottom="solid" BorderLeft="solid" BorderRight="solid" BorderTop="solid">
                    <Sentence Num="1" WritingMode="vertical">―</Sentence>
                  </TableColumn>
                  <TableColumn BorderBottom="solid" BorderLeft="solid" BorderRight="solid" BorderTop="solid">
                    <Sentence Num="1" WritingMode="vertical">―</Sentence>
                  </TableColumn>
                  <TableColumn BorderBottom="solid" BorderLeft="solid" BorderRight="solid" BorderTop="solid">
                    <Sentence Num="1" WritingMode="vertical">直課された貸倒損比</Sentence>
                  </TableColumn>
                  <TableColumn BorderBottom="solid" BorderLeft="solid" BorderRight="solid" BorderTop="solid">
                    <Sentence Num="1" WritingMode="vertical">―</Sentence>
                  </TableColumn>
                </TableRow>
                <TableRow>
                  <TableColumn BorderBottom="solid" BorderLeft="solid" BorderRight="solid" BorderTop="solid">
                    <Sentence Num="1" WritingMode="vertical">固定資産税</Sentence>
                  </TableColumn>
                  <TableColumn BorderBottom="solid" BorderLeft="solid" BorderRight="solid" BorderTop="solid">
                    <Sentence Num="1" WritingMode="vertical">各部門業務用建物床面積比（建物については、自己所有物件に限る。）</Sentence>
                  </TableColumn>
                  <TableColumn BorderBottom="solid" BorderLeft="solid" BorderRight="solid" BorderTop="solid">
                    <Sentence Num="1" WritingMode="vertical">―</Sentence>
                  </TableColumn>
                  <TableColumn BorderBottom="solid" BorderLeft="solid" BorderRight="solid" BorderTop="solid">
                    <Sentence Num="1" WritingMode="vertical">業務用建物床面積比（建物については、自己所有物件に限る。）</Sentence>
                  </TableColumn>
                  <TableColumn BorderBottom="solid" BorderLeft="solid" BorderRight="solid" BorderTop="solid">
                    <Sentence Num="1" WritingMode="vertical">―</Sentence>
                  </TableColumn>
                </TableRow>
                <TableRow>
                  <TableColumn BorderBottom="solid" BorderLeft="solid" BorderRight="solid" BorderTop="solid">
                    <Sentence Num="1" WritingMode="vertical">雑税</Sentence>
                  </TableColumn>
                  <TableColumn BorderBottom="solid" BorderLeft="solid" BorderRight="solid" BorderTop="solid">
                    <Sentence Num="1" WritingMode="vertical">―</Sentence>
                  </TableColumn>
                  <TableColumn BorderBottom="solid" BorderLeft="solid" BorderRight="solid" BorderTop="solid">
                    <Sentence Num="1" WritingMode="vertical">直課された各部門雑税支出額比</Sentence>
                  </TableColumn>
                  <TableColumn BorderBottom="solid" BorderLeft="solid" BorderRight="solid" BorderTop="solid">
                    <Sentence Num="1" WritingMode="vertical">―</Sentence>
                  </TableColumn>
                  <TableColumn BorderBottom="solid" BorderLeft="solid" BorderRight="solid" BorderTop="solid">
                    <Sentence Num="1" WritingMode="vertical">直課された人員数比</Sentence>
                  </TableColumn>
                </TableRow>
                <TableRow>
                  <TableColumn BorderBottom="solid" BorderLeft="solid" BorderRight="solid" BorderTop="solid">
                    <Sentence Num="1" WritingMode="vertical">減価償却費</Sentence>
                  </TableColumn>
                  <TableColumn BorderBottom="solid" BorderLeft="solid" BorderRight="solid" BorderTop="solid">
                    <Sentence Num="1" WritingMode="vertical">各部門業務用建物床面積比（建物については、自己所有物件に限る。）</Sentence>
                  </TableColumn>
                  <TableColumn BorderBottom="solid" BorderLeft="solid" BorderRight="solid" BorderTop="solid">
                    <Sentence Num="1" WritingMode="vertical">―</Sentence>
                  </TableColumn>
                  <TableColumn BorderBottom="solid" BorderLeft="solid" BorderRight="solid" BorderTop="solid">
                    <Sentence Num="1" WritingMode="vertical">業務用建物床面積比（建物については、自己所有物件に限る。）</Sentence>
                  </TableColumn>
                  <TableColumn BorderBottom="solid" BorderLeft="solid" BorderRight="solid" BorderTop="solid">
                    <Sentence Num="1" WritingMode="vertical">―</Sentence>
                  </TableColumn>
                </TableRow>
                <TableRow>
                  <TableColumn BorderBottom="solid" BorderLeft="solid" BorderRight="solid" BorderTop="solid">
                    <Sentence Num="1" WritingMode="vertical">固定資産除却費</Sentence>
                  </TableColumn>
                  <TableColumn BorderBottom="solid" BorderLeft="solid" BorderRight="solid" BorderTop="solid">
                    <Sentence Num="1" WritingMode="vertical">同上</Sentence>
                  </TableColumn>
                  <TableColumn BorderBottom="solid" BorderLeft="solid" BorderRight="solid" BorderTop="solid">
                    <Sentence Num="1" WritingMode="vertical">―</Sentence>
                  </TableColumn>
                  <TableColumn BorderBottom="solid" BorderLeft="solid" BorderRight="solid" BorderTop="solid">
                    <Sentence Num="1" WritingMode="vertical">同上</Sentence>
                  </TableColumn>
                  <TableColumn BorderBottom="solid" BorderLeft="solid" BorderRight="solid" BorderTop="solid">
                    <Sentence Num="1" WritingMode="vertical">―</Sentence>
                  </TableColumn>
                </TableRow>
                <TableRow>
                  <TableColumn BorderBottom="solid" BorderLeft="solid" BorderRight="solid" BorderTop="solid">
                    <Sentence Num="1" WritingMode="vertical">建設分担関連費振替額（貸方）</Sentence>
                  </TableColumn>
                  <TableColumn BorderBottom="solid" BorderLeft="solid" BorderRight="solid" BorderTop="solid">
                    <Sentence Num="1" WritingMode="vertical">直課された各部門設備別帳簿原価比</Sentence>
                  </TableColumn>
                  <TableColumn BorderBottom="solid" BorderLeft="solid" BorderRight="solid" BorderTop="solid">
                    <Sentence Num="1" WritingMode="vertical">―</Sentence>
                  </TableColumn>
                  <TableColumn BorderBottom="solid" BorderLeft="solid" BorderRight="solid" BorderTop="solid">
                    <Sentence Num="1" WritingMode="vertical">―</Sentence>
                  </TableColumn>
                  <TableColumn BorderBottom="solid" BorderLeft="solid" BorderRight="solid" BorderTop="solid">
                    <Sentence Num="1" WritingMode="vertical">直課された人員数比</Sentence>
                  </TableColumn>
                </TableRow>
                <TableRow>
                  <TableColumn BorderBottom="solid" BorderLeft="solid" BorderRight="solid" BorderTop="solid">
                    <Sentence Num="1" WritingMode="vertical">附帯事業営業費用分担関連費振替額（貸方）</Sentence>
                  </TableColumn>
                  <TableColumn BorderBottom="solid" BorderLeft="solid" BorderRight="solid" BorderTop="solid">
                    <Sentence Num="1" WritingMode="vertical">―</Sentence>
                  </TableColumn>
                  <TableColumn BorderBottom="solid" BorderLeft="solid" BorderRight="solid" BorderTop="solid">
                    <Sentence Num="1" WritingMode="vertical">各部門費用比</Sentence>
                  </TableColumn>
                  <TableColumn BorderBottom="solid" BorderLeft="solid" BorderRight="solid" BorderTop="solid">
                    <Sentence Num="1" WritingMode="vertical">―</Sentence>
                  </TableColumn>
                  <TableColumn BorderBottom="solid" BorderLeft="solid" BorderRight="solid" BorderTop="solid">
                    <Sentence Num="1" WritingMode="vertical">同上</Sentence>
                  </TableColumn>
                </TableRow>
                <TableRow>
                  <TableColumn BorderBottom="solid" BorderLeft="solid" BorderRight="solid" BorderTop="solid">
                    <Sentence Num="1" WritingMode="vertical">電気事業財務費用</Sentence>
                  </TableColumn>
                  <TableColumn BorderBottom="solid" BorderLeft="solid" BorderRight="solid" BorderTop="solid">
                    <Sentence Num="1" WritingMode="vertical">―</Sentence>
                  </TableColumn>
                  <TableColumn BorderBottom="solid" BorderLeft="solid" BorderRight="solid" BorderTop="solid">
                    <Sentence Num="1" WritingMode="vertical">直課された各部門設備別帳簿価額比</Sentence>
                  </TableColumn>
                  <TableColumn BorderBottom="solid" BorderLeft="solid" BorderRight="solid" BorderTop="solid">
                    <Sentence Num="1" WritingMode="vertical">―</Sentence>
                  </TableColumn>
                  <TableColumn BorderBottom="solid" BorderLeft="solid" BorderRight="solid" BorderTop="solid">
                    <Sentence Num="1" WritingMode="vertical">同上</Sentence>
                  </TableColumn>
                </TableRow>
              </Table>
            </TableStruct>
          </AppdxTable>
          <AppdxStyle>
            <AppdxStyleTitle WritingMode="vertical">様式</AppdxStyleTitle>
            <RelatedArticleNum>（第２条関係）</RelatedArticleNum>
            <StyleStruct>
              <Style>
                <Fig src="./pict/2FH00000077268.pdf"/>
              </Style>
            </StyleStruct>
          </AppdxStyle>
        </LawBody>
      </Law>
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soq7HPLtREGX/0aEeppHvOLJx/fj+2hlNo7WcLt3fH8m5sbansP0U4DoUsAQsY9ekfP+mLJgh7WV4XCaJGOldXfvj2Zsby7PPR7bgOpWqwEfX4hn9u392kh18x4ne+3t7f76/xceecQ1kV3d2xbp6B0ggUBaMRd37zOiD0p1A4ICKgiP9Bl12Djmakqzc0NELHGEpOcW369pZMF/X+n7/75r7ntraZmLd1b0Tdv0O8YFZ2cOJ9CH4H8iIyMbBTSuFas/fQJvx49BZGKiiohIcEH9WturiHQfR4eHi11Hjdn2/O15iHpd1fHBE9vYrOz9V+/Rm67gSDFt1ApCzs7YYc1URA3inw6xMBrSgB445OTxqaXeBsfP34EOEUm5Fn37RteMgjYqt/TA3xstu+t5d5EQdFbVVWgJY2TgcxLF/TgvHsd/ePHj0+fZpjQgbYcFb6L1sf9NV2quep7d2jf9kCP7R8YGNjW5gdosMXr6jUvNAwMDDT03C71UovXh/2p4k5ujeDV3vmmD2wb49PTPbveppaWe2CgHPE7fXNCn25G/fLy8o5W2/y2+rHs7e3Bt3WRbcSVvX18bsYd9ejed/f2Pl5vxmEqJmFFJCZOgnJYOajBgVAfpTwAGON6EePe6B/OO6EhISFhYQK8vPcnXRj996BGODk5WZhXWn28OoORRkhlFyzmB8pxa30fPDX4zEdIG57ROsh2NXuc2y01qPyE0q9yWBf/uTU5OTmaKRDWAlTOeluXx+ECd/2vfFCbqqdz1cYEL9596QnI7Ysm6mr9jnGMyWgw+VWRkJqLK8mW2hUo1Bq4wErdHzXGfejdtaZD+IhQlzX2+cs/nMM0pclpaPKBhFDKFvbpCIQD6kHf74F7xGihzhKiSHs7/A4pzKtzUfDwkiH6T0cn38bGBlVI6tnGb2iQKN7xougGFPH3y0tLl8ercV9ifkaQHu3uhrdUPQPatsxUTAyqexsTgZaem/tbIg76FwuNCK6hGbIgLkokFJkA5DW22LOTEwt7+zCEdTToQQ0NDca1+BQ2/f3fv8+ZyYw7436ODvY/CcBSGhQRIjd9OHZzdQWtZkAGEbXweLz3YGNj63Y+WRM7ECepv0S2SRrzp4xGIWCdm5/vUNva2hKN2NjYsLG1/f37t6MVZuCvX2atHCyogUtLcIHBDlWcbyhMGVlGKq567CCikTDe6aZg3ZCIVa85fIDvDvppf7p0/rP2WpzIoxYQ5hSk/Pz8wAEUSTIJO27AltZVVfE6bckyXBGZIGLenQh/ZP8JTX8iO9XY2AiIEMhRZs2KLZEI1ASjOCZKUiDB+s/vg5Bon+wIKI+2NPI6gtsKXzI9fy4mqIy5C62PtBocPDqICGMVmIHx0un8l6IsuQKmUe9eu+Tc3Jz3+TBPZ26lfhs5FlZ1AQpIxHA4ZglHSkN2NerfCyDjvOdsVluFwDmBnaGlpQUMTUn57IZdUFC3IZZ9SlJaujdpM0Xf1xCjIcHJkEirAIhH9OMtch6FNM6enz9tgJztr+4/AcVNRkYWn+51dRSBiNAsAUaDgYE0PgikASMzszHOS7/udpHY460k698z5f07JwTAQoZDpRP6/PqZFkcuhJ2FvoUxQLF5e30N2mCz7U/dTpDzLCVY3NGR447ez8nprMFxU5d37GUiTDdbjTQtqrxSrPHtxR7MxbE48HsVAUTCTjn19ZcTBfIy0YQBgvYmJsFJvFZTjLJyRkZ5TU0Cq7w8PARe2kQ32dtW68efm1taHu7v+X80iZaR13xMTAxCLcvLCxxsRZQBUnkjwLu9ZM3BsK6goAABg1zyYx8j5rfU1NS1NYNuEYuxHOBkkXU6ZQTX25E6EWGdD5abCIjI4UhRUrrZlEIDKHF09MwBQgCLsCng/Wcf76e8UieH9QyLvj4AF00qxED3MDFOIHEgrrXRbl308/DISGx4uIOLi+Q2SJuhwUGtTevZiggRXfyN/f1Btv65AaHcVF7HPIBWwCPh4eJ6OpLaIMkelJeVSdbu7u6SCbix6LdmvHBgg7ZJCAtDaIugAgaVvqZiHrilmTLtIIuQU9G9xhgRISEyzupD16+K6fTeBlC5AaJrsOumlF/Z1RLpFZ12RNGktasMoKRxhfFBI6/9I6Kjt/zYaNnYKHBxYZ0NLS3nB4T4Zejuvk3o46G747vtIL+8R8Khv6AljU+WT2Ht6el5uD8fPdgBAucbocvT48NyrKqenp2pqStIyaSEn+YjGc8ncgA4qwY+rvNCAzTtHMw0wugT+MHz2oD5TbawkPe1Aw4ODkhRLSTEtOpqjsCAL0ZsOmzYs7DQUDSX4zIUPmcDDE/XfSKPAF99J+BYMFy6h4aiXngogBzogFFb29xM7DG0tvYCoKv17FKe4dlkB2mHPnZsYCD0z/b5ZfJdOJ0nH8AGJ2yyB5joZg7Y2Ngz5TqFZWXRxQKPNYv6HBwcEqGoREKeLpaWlt9hcok6gxi9H/7Mhr82YVvqS+UwZu/Ok4oSvjt4+ajS1OAAUCKHqAzNBW3gaYit7f5y0V4EeFNQ8+4Hc9VzBcXFz73FYAY31tbWetYPD4eRq0QmC5UIPPohKWsYxHdJ4XffMdh/Ajym+PrYzIyZvc5TsYPBm5Esx2fAOT1yOyisAeQW4PsdwMdXFgZE8MQdwFVQp5wvX87H0O/KOzufA6ceeyNY81Dxvqn1dp8ZUfm78XCmAMGPzL0ExBPi/ht24hN6IL3usc83OjsSExKgzjvvxb29QQH4MOzIPGsr8mG4wuHULR2uDIKZj2nQq0CFeHp40r4y7VouXhMTkzXeCt0fG7u7iFSiaAqSEhIS5qOdUMkd3UBsLL569cqBNXPp9xxQ0YAEpBYw0NFDowwr11yd5u9AZFHwWdbs1U8NfmGMBr5FfW7I/ebNm6pnndlTeTvNzYIKZxhk/LgEBOaWlhH5ykHj66apHQGoYmqYfKgjB/O1N8YoKChSWfX5Pr6+wix4Xj5B6lmCHhPd3V8WUUK6HPW+VhqDKo+SVuIB2aoDZdngsjcBEwvqCgzLly+0W10LC++mTobXBNgTCURIcf7ky8SJozzerT6JS1Ki/fr168PRklg2s0bZNcjam3QpYLMPhH7bmT+m7khwS349ise+jCrGYXgjmrwWFL9DJW3D5gILHUAcHWunPTQzo3GdCdQiYuSJ2EBXGAaVQ+eIozTvZW8MiTieBANwD8t6jLDP5HxO+AkRxT46gPHmQRhQvjf25+bmbvF+wKigZWAoTEyf2/n1q2bw8tLtVIKStVO/8TIByPsPHz48MuhR50hcpusFUiL+H/7LS9QxiPIR4WNmLv3xg09EpK25WXdBDAsoMtVn2Dm5uSq6uiytKNC5paUkZGTLKyutQCyB6s3B5g4NDQXDolb45tAU7z1Q88tNH2qdbG3LrzWHCK1nyuRevzbajo1FT6DTBOcJ/xAfHAybMPpOAyhO5n0NdfW09PQua1hY2Kpk6lzEoU8voiIiiktLvQA4b/bFNR26jedJ0dHRYZAL9vf3pwp6OH2nEAWMeLaT7Xe0t0eEheUI7CuQYFmeNODwX+C+XizW29ZWVTk4OMz155aVsbCxHR8c/HylImLUHb61ZcIVqmWgJi0N/9xnpdljDJr0+nxUxA/AwszMzFxBURGv3RKv8OJqs8dkHgpXl/5BcnIynu9t6g4AToC+5QD2QVry2C5w+T3eiwXBH87XyuSlBIEIXr8EFD0xMbHGeX9/H1/NY7/S7LQ9uDdZWGsqs7S0JCgoCDz6/Ad/wKSxn6pQQWk9mY9m9dAzAYZoBpkHEPD9loWNjUmmhBh2oz9hR3IGr6PRemcIaAG14dpcnPAtItSJSu4TDAJ6OAuzEkQoC7Do1P/s7ZWW5KV/k9FgPct62nvyHPgcoGoZIZkRRrCRrYFfA1zfxobRdThQuG+OjO+Ki4ttCN5KAPUOrD1NjWtYC6glIaG7B1IkMD6+JtMl6pjo5ubm6urqfHx85rEe57+Qsj90fQCeJe3z58/p6cxAOcABW0yvkFplNkw8FU3MHfkdFciTUl6gnamI4OHhd53746kAPFWDJN9fF6jy2B5MzsujBskFiorUFQwZLwFogCoaJCMyQMSCEDDswMCB8beysnIg1eEFio6ChGTI122o/+dPk6bLg3mY3Jv1MAoQS7ejpQhiE6/HPen375dt0S+8wZugYC2Qf6KUIXNtDCQymJqa4uHhAd0DTPlotsjO3dXVlfnXIAwFI4IAMFa7NJV6LY0O69DB7TESMjLmQEOUHWxtAe0CE9XxqdDe1vbF8+fzEyGZmZllZWVRUUMAqtKScrIbGnjXPWPZAFcKfKjIy9tgyPau8Tg3uyTsWVl5fHy46ySkZNzb27u9vQXeoQVY0ZAQuDK0aFTqjpyPrdSglCRHKY1JSEgAtet8jcqVCPM97SEoEzTqRnRHJsQEEoorFEoM6lBRQaGsvBzwdOvdUVMICgHQxXm9/f2I3EDl+17sYhHvbG+T8TlJvn9PJiSqtiZDyaqMBnpM2lkpg5H8w/2U2kRcT+8xP044MiIiQIhvFFRIcWXrLRMT0+vI2TDQf8ydnigCLCyshYWFRlIHhHzpmIlfoh/DrOrq6qqu/oARzhbxG/E1DLF5+l3ZBqA5NDhYFAsMvdbL65QwDIqjpR/OhwvfAICXlpdLYQD773IErRrYZmNBun10hN7zw/U3fuz05CTOCn6XKBjOXWWmlJC/wg7U9a9sxyDwjXAuUWH9aiOQ3eoAnaeguIGBREAnBehrgAYEOMQrYZ8r0xUpgdKeZKVU5f30LVgLMaVQv9ZsOO2l+evG/sHBQAfU3QFgpzHtJYyMqDOgaxpDQqSUbGMpROwsLfn8Hr13obeeXQZUaqqo8LkdELqIXVeRTLAD3QwSo5wVoLyComLTIekwPqtu/3fdepv5aKKXt1d/VcEjHSur3dXR8nJrQsKnT2YGBsDlp2RmDlu9lpcHEHwDD8SqA7XsH/C39zbQc3O/yQUBRMkqKR27uYCs7OwU96399k19SwtA64YQNBLFAlUZ0ARYHgik3Gx6ze7pVJ6311T/Z5a4Owztzjt+y9LaOnGwwf7ZXaC+flFlZWV5+Xbb2WtADQEBLH0aeomDu9XV1V+/fnWEBuMIEXDVz0BrpawWFhdv1MOCgS6+vr6+KFBiYGAAKglQPwg28Ctc3Nx/JHLAaY5R19fXcegVikpKsIuVXr9uBIUvGkdOTMxvOohLAkUjE7slksAEdfHnDzcX1wEckOVxRC9Dy/1edNaYDt1ikxykZ2aS6dj9AWIfJOHGM9g3mLBUZHotnnTMzAL2K4K8wCm74q4JT/HFCwLPOHV199K+d70rDAjpYG7Z5Y3V3+S8AFy/A2LBgX4F/KfDeuf+vlXCJzBcJ1hVsja1X7+GvvBlELe2Lv32zVVWth+gazXE2tdbvYJESUxLa+7XcLp+s7tKX0Cwx8OtKy67uTR0WWUlQcUfPsz2Y9EsQTiFbGEyDtTdHPGZSv1sgGVlcoqKQHDi2UdYf3PZU/Xz82Mku8AVhtbYnipWox5+9+7dmM0aND1iYDx+v31/sM53O1tr680QGDeYWgvceDyQqLSYvU3PSYEgKFuam9s9PHy4Pt20Xax/zsi4u79P3Un00kzUUOBH3zai3taNMOvBYDJz7g+bc0cCbD4SkGlQX3JyIJenbRRht6zcvKx2x3KByxaDihifnlaHNgxfLamprf1tqRIa8KyTyql0cGBgYGLi42EIY4aIHzkB7Fm1QQe0BlJLKp8z/RaeG4uAwGJXl0TDT1itaiO4x19bWwYpngQysaQJc3KAy1EZ++IoPjg6GpqC/D31uoN5bWJCS3/SGbZp3Bu9dznf8czQwqKooIDOm7eipMQK4ODEwVpHEICK+6/19W62trZeXndHy03ggEiO6x8yBT6MjI9jCQFmWGdsXZmd1ZSkhswZsLHbtgLy2x5K4eianZ5uGQyQc9XVJWU2Zpug+ToMQwwfLKGtrX3trNvtP47gokzlQErNn5yQEJDBVga5gAMidKM/3anf7ijoc4sbC/Mxt7CQQZeMhOC86bgVMmGn/b2ouhrLnF+5ENQHx4mg9/WYP+AziuK45DA0kq8VFXZjcIM+3s7rw6Ksy/W26Q6N6K9s5hyAcA8geQuLKGNm9rUK/lOAXy/UGgslTmfY2sjIyPnOKMD9bWsDoWtO0iWQw8+XhiCzAmajWcuj48DnyqZPl2rKn33P57FbwqxQGI5vdgAMvRHgn5NDCYRmPUEW9Mdqk4GPi9/tvTw8cuHtdu+O246XcZZ/OMt8gV8eSXvJwMvr7j8CAEH8HWVMSkqKvBkLqoml5fOf1YCSgXVIXQGsK08PnwN8Y05ODpXBQp0lEFc2bCYu8zWmVRiA0k5MwVgArnRzdMTiwRU3MKQGfruR1/uavVFRTi6h+wbghSy+qel2TQ0nEqrL1dF7NTW1BJ5J4Il2RjIFgIuU891+zsFxCuquk5jxHQgmMw83d0dcFSfXyPw8kdijZbawsPAINEQQCEEuBX6A1fIfHHyNhBqc5v0deRrQ79gYZcAziJTzNcxZxWH4PxaYx281Nc1NTeVMdwGVANWSQFwsOUEA0OklJyfIcQTP526Q86V5XR3FgKLpCkVTJRISFPQGDlQHLppCZGVgQM4IipaOLqLstyewh1mfKG2srZ3d3MgF3GzevVvQJ94GKk3gwxEqGprPuSgkEYmWlpcLFdOB1nQB3R8cHGz6cLyy7uDoiISOjl/BxYEZHBwMcAwBBZTP17CwPn90Jkl5eXkVFRU1/4yMJZ5V78Ts7NHvHmdbESeYukRsbGyXwxICAgKtj+P5MmX+Q/0Vhq9fR378OAEQkJSMzDETaAOWtERqxEBCXsDaoRgUrZ5/rN6/f29re6jvewNnSQoHCu9LE7f1DOqFUBpQ/lFleKbGxkE3N+DUJg+3f8Cpt6GhYWD+XFwEM5CTkaExX+gQAECAOOsKVRubspOhRqAYXZydJWDA0B/0THf9EI3Y2Nw0VGcfDIBBiIyKonOzAmgOE1Ba+htIoRvF3R6Q23REzyb2vsglzqD4u0d42/mIdoRTj34AKQFGhK4s4FA8wwuoqGEqNrbVyRYWe3t7LkAxx1vCA0dbWy6bvWgz5k5OnBlJABp+LvtnogG4faaqo9PkvDMCbJGRVQxXajsHEPtAsuc/E3N0cUkSJQQuhsX1vH1P9uzTG/0ZUgw0tJC9NR5D5o2NDVbdBn+U6aHPBydkFl2DQOG6ubk5qALBCZkXHcUB+RKP29PTk5CQwCgpKQm5UhS4CQT/zOSkRMfSku6uJDw6Y0pTU1OVdKd8Hwh0pznS7HtVTc3v9fX49YAnzy8uJOmsQQ3lAJW2tuaP0jOTiMcAsLG3N1QbAz6JmImvikEC0BNWZ1cXMJHdg6m+KB8AmaNd7KYODA0OImvakQl7XwM2gvfUJc84+/RChxp2bnFR5927yO/3D1er2kFAQtkv1pdf2QE3MJXyDRqSbzTAKXvzvlVXB9k2NJhIr7hQbRymRADAFQkFhWSMXVxCwpCDHFHrm1Uy7SxpmEO4YJSSvHzQ+v42pm4eGKWrlfKoKHlZWVmRbhlA7CPKamqbI+vb264na2Ia5Dx2GYmJiV4ERSI+txftPcr6+vZmZvQbbNHR0cDQI9gpY1GS/vjxo/Pz1NRbx3VA4+LyMOhaX+bm5oDQ02v8c3KSCgBL9Ck1DUDQPvDn0h/j7HCwsVlYWCSZEupAGdLidzW6/nY7XiFjMDj/NUytArycPSCn58+fa/IB4jcfySj++hXeFROLLCs0FJ4ryBrnUS8FKJwuCTW1WuAYOY2pMBbn5ig7zrgBRzg6OBByWyXRrm6OTU6qqat/w8oBOv2MXKgONfn+a3m5rYsL1xJssHFnMFKLS+wK0NoHfPV2y0wB5tIgg7HNAGCDH2xCRhGR1ZGRN1t2GNGhwNsUF+8NpbDRYcJsAiqi5gasBAxi5+eampr4eMyiEv6+lRav3/v7cxUiPs9hHrLX/FM8/uyri0hDVnawrm1u0px5xEBt4IXBwu/LlJSWUjiLan8hQ/l/OEkxubW9/f6HU0Hinerpw92VwI9jQ2QCbmFQRaebfT0YkkJ31FCxZxcXB1ejlDnOPDw8mpqzJycOhg8gpF7vjgnDdJvdE5JBzCVbzSQgBxRSRnv58uWnMGcnJxAISiKQQot1ljh34dpA7wAwavW5k0S/uLqSMZWXRxmMT/7hvHOWjesFw64hRbDrBkwbUNq/Z8rPz8+7IBMcnb0ASgDAzK6LyoPCymRNSkr6qpQ9IvwLEgyg/gDMtji+BZ0JRkxtXFxY+JScfMoNxjqd2xqfdm2u2hio9IMtScOL3fGNPsg18dJpGRmZ89LbzmYTU9OHadnIyEiuJl7nX9FAi9bX17OzU7FT9vb2hpCyyyA2VKE0RFNJhHb39dV+wpQEkBnhE/QZJEoQwiN07QdDNLNrfHx8v/vTPhA7kNQJo8Cp1dbWBgUGBuunszAyAvte9f379+rqAMOA5VQuS2xkYND1vU97kp6rrXBWzc1paWVlXcIjINivtmYmMzMzG3Jdvx9DXKf3hz9c+nH+YpMKcI6opyf/mbePT0uV6ps36O+eHRp89z/5cLrRk7oCxDrhQMY3S3v71WpjhBpH8P69LD9QBmavX7/W1c0A577uO39iAunWzMVOqT48PFxGio0NsXsarC9eTE9MbKSL7WHWnrQDQ2tB8eXkhQRAfUpKWKBlkkElhzn6p2s1uuwBLZiZkQGS2srI6Kzt6SHuidNPTW0yRywIMGmWkFdoC2D1staCAikpKdOeSDw/bmx3ov7hN1AA1UCAIbLrlXTwm+pL6lhQYonH+yC3LVgm2oBdok35QYsYeK3MB4agwUGULf6TISkgIYCm82et4H1xPkRERGXAuVd+GZmZQGVr+bx79zkwUNzYeFM/BhafnpOTU/SZ4EieVNT1MIDK1FTCFdJMftfX0tJmeAjQJNxWUyWsmG0NTgAFj9DImyCJT50h7PNOlxcYZpj19ooYEp5O4Yxf/g7tESe2IP3y8vKAiwp0kpQMLi1lxon6+fPnn9+zV/I2SEhIwNz/trR3d78ORSOJ5APGpLSkJLJJ9vVrbGJM+GCY6j/yBuD4fuaSpJBL6GciX69OiNHR0VO/K2XyTwfAUDvdXzsebKc4AhrZzuZs98HFw3N1cbFZbX24vzl/wNYBUNK5a8n2pZxB+zkbG4FH77hcbBBQHdnuj/d8vw6BwspcUoMHXU9m1qTuI3Zm0aoyWGpw7H1f9r4J32v4509KzMxKkSwNVVUjpS6/hz+zj5HlH9YxY1kDr7tOgfEWv3YfgFxhWoFPhVwcuRRYBGb2FQoiBgYgHTtfssvXBju/nR+BpwLA6B4DqvyDE3Gd9SzrI14cz2ZMiES3YzvdOouqquoKPSFEA8paWFh8/+4DBBzILS9+5AifuSrDA58WEDFra+uni0klAHKzExOqGhrkXBbxhYU7i5LTTQ6wsLAAziPf4uPiunt5Aa+DhR5eWVddva4PD7KB8jYE+HXIPGSjq/wXYWbm0sVjNQ4w0KAKhuCAABNxP3kWAhLLfDTrtG3Z5yWleUu/BjA5WlqpsnTOcvHsBAQEGonp6aVAct/v4gOoG2fDxcdv3c4s8C2sq0vys96MkQMudy+f7v8WImfrvn8Hh9P3y2xubm5sbPzdfSdtaLh+uPhdigmoLAoRX5Zkd1qkzCbZ7dWbJcC6j+g7sTgpM+ZlOcQAzD0rjS0t0zIzy2Wa7fuHhpTSOKW+TExOvqSiEmM6lf0IJKJCJr/6l4nFRQFhYT3IS8APfvA6Al1Lfi34EXZH2HaBK+F1xl3aS/Mv2HG0CYmJAp4XRW+DaXh4ZtvbRZkkcB7QHwlAc5QWVGTDAFZ6ubvLCiDvrR0f+621Q1nKUJHd399T4kzEivOT8rv0Ly+/Z5LoOhb98YWTa/z4+vb2aL5WBnwVgYKCAgA85PPxfFdHy8yHjF+CUlJmV91qgucD6+jlaUkpsGlJIYeJd4CcQLRT7ALl/38v3Bc7uLi4AHXCQEtbNXx7e3tyctJ6sbSysqLmY01QFrqqsG6QDFiy0wwxCO+6C5h/tveNU4WJB1DY6MWoip2nVGKdVKDNEsedUGkNQNIBnQhSREtRQqIrEo9Z60dj42e8+J/Zgh7Ugsra2jdP8wLnqUw1Fw/paS70e6sUmURNk2krvct2Vz72H0iufPqEAlHmkJlKm/y7g1PjeWMpIxeYjjZCGRciXUoZfdWVoWw/OPaUL6L13N19WXFX9fmhy+r+I8RNyG8po0THdb+58I3Q6N2MttXkV0Wr844gBKZh38rva1WAAEuGAeNf7U0iDKxVgfGPnmB3P1mLJRMA0jVRssntkDeru8qwS/bD/tTee+F4K+QwqpRXIZsSgc9JpVM6CecIYlNTU7VrzRQz+ZMvAA7hs+oS4uK+bfP1wd7sjSER8qwjleYdy5UIi4+PDyH+NZr9dLOT3XVfQ4SPr1H4JhNol9hmt0NidSGZroP5WmD0QJVZY9eE0Tz/CZwHH7YUr8vuGKD/87MzyLVR28VX2DDwqLw+t1wRzJoVB6ttTzfnO7qN3fXpnYb9BYrr1/EGyGHjBezwbsFBlHmef/ZFrHJ8DY6LihiJkaAQkbjoaGgkYoO3mlz2oDFkWqR0dZeAz5DtBiI2LIzHakpWjzkBozBKITg0tLGpCUc4h6DGvCMQDkgBtWB8IqJ5QDIcxr1TJepDw8MxkuDliA+yLocLeFgQk900Z/e/w4MVC4SHkshDnWalXjKT+gaBZ8qDVW5uXxwFjlj8yeXlyjdrTcMUrWb3allUBM0i5Y7JSed6+M+kG9RtNQhYluN5IZ53dRbj1BuZBwc24iSxVOOFStlCXpfxcz+cGajFBc9Y/z90nObFCzSp/tFRhhletwMtUdH2rYHE08vSt8XA02xub0vxiop2JAAWJv3Z9kgcrsxrUBOqUf6O23bhAlhYUjfgA7e2tnzuLiMUWLRrgjVkoPLy800xDKOaC7GV2bXlB2dnNfmHVT6BrE6QlZPLfRZCFLK066WFHPScNFR3ATcWA+mrA+F7ZGPlVIdmQO5TRSppaWlKWYJ7y0080NW2i/VfvnyBQUD/8vWr2+5YrvfNGYNS1s+hocRN/VbvgTb5FFY6BUpSUbVwsTmYrmw+Z2l0iSBZGSmpgajnsRmvbIlJsbGwqLyAy/C62MWioGDzcBId/syNFXXcehc7xG0zF+8e3FkFLOorkIC1lirKysp8aFb+GobsIV3x8umgNDuw1sOjo99ibE4WKgFs0Xkdwgc0JkA6MsHrqWK1ndFsv5QhPk1eg6EPNxNi0tLwB/trHU+FPm/zumdr5vDQtd3ugFMpar/Ym8wW8at4RENFFfS9vwYsCExYjgiKRspnUmHvhoWBBD4+PnxbSfwEWQcH9o6en2kvDX1dxC5/TrF/ONJ9pe7hCzgRYKQa9kUBCGapRvnHh0r9tlb3U+pctEaNqi3SUCvvP9OaUhr5m51i3W+/oBKhfM4g5kRr0O4/isBhQBZYwUXHeRPgs+4v5H75e6o48dMnei/fp4crUNevibESYEcbsvSebYH6hf9WTPq2yvX3DMUq9I5bdziW1TkC2sQfPvuV5mritbzHh7tN249rExJh6HQdES906rufvO+vqx8bSb/C35zDdrxXXgLe5mjph9oY/w6yDIAFSmm5vp4e29VWMnnHnj/19vM1UvZ3/Qk002agqoEO2zIIn4o9BEa2FwZYuhfBNqZ3CTQySYdVMhoaGob1ix7qf3bH84fTeTAI2duXl4X4+Dz646l2A3FDMf3HclTypW9LnfN/ZEjRuCHTh8CC0EovqdeLPFzgpCtz2BYrZQsv8Ub7FAVoQdYXORFChQMuD0bCKcp+ncyERsrrsNEdwcVQMUQe2eFTWGKL3tdT0LFFfZy02clhMUZZBjAlHhWPVW2tOlmDy+wn4bfEmZFJq75ikCHBagb6vDOV+hgBgBxDLkBgjI2NLV1BgtEE5Bd5ygMvcPfnN4Jcr1V4bOzjQe0ogDS29KFPLzbl+mLqLGjccn7z2Y9XG/eBiio2TIPMtuZ+epwBwr8dJiM5PR3l/ZrSx93pUoJWRqRrKg6O01/D6WeSgGVsFuos1ztDdFNkYHx/NQKh6P8A4FSj1fsGSA+CuhHtzgD/zjr3cSgoqCrGN5Sh/SkfWx8udXoWPxyvTC+uAISdKdcpVaz2ARk96Pb2mXwuHGOKJDD/45KmAoEV34UEBXXtBVAxtjvv50b24IZsZHhPzrs6OwH9q+QhYJArY0MWmu8WyKfkFOMxa+i2+b6fFkTATFY+d2LFlphzV4Ghm8L4LKWMKWOHYApMEUmamjE1xzfrWfrGDi50GueR7XdiYmJL3CbboB11qsTpJvLbRaUpqOjIMm5urwgKBFNH7SPYNIkBJBGOEoxSvjAHpmHJ8TQHcsHkyVjuq0OqA/IBIsIoyxTCi3Za65myjlMUJKTTq6u+AiosYuKSPPdgmJ1sM9Iz/IYcZSIk33n9b1bquZKSsMtYJZIfT/KaPhy/EUebClY4+U6nAwu5Unj1509PT0iC7AmbHj+SBQK2mtSf8/NS9VL8ix6JDryn8+yneIaK5yMvnzZeLm4RmSMhKHGYyGqwo3oGvIxGbj+EJQt/PvW6M89HIOL2bf2m66aUzjw6iWxWRniZgWVXKBrfR1j+8AGjps9yUA1imJVzI67VmQpV71NhF23fbLM6/boGPoxPUx33ajZveETAYc3/kf1nd6UBQ6S/2akOO3ParSIpFRTiPPU32Nrrc6f2s+0hQ5GH51xDTOolY04W7HWkR8dNP69rA2k6E9LStKuNpLYm8nriTMuVTMCoalWbDGDvx+iMBvU+GIlUw2OEZ+IorrOv4wLKgSyY24wT6eX4hYX/Pv6B3Z9fmh59k3RfX0E7wEBMj2K51Se97ERwepd4SRP5mX0/+QKeYPFXEgk72M0wdLJAq3gY7PeNLto/nOiQmndBQRXzvJTcTaRX/MhVKB8eXIkuti64Gb+YwfaLZZ3X44zWaBAmiktSWvpd3ZVNOrey5oHlYv0hSNoI4aRDI+59TBycfBsZClPCj1K/NT8LenB+6qxYosQ+q8+GbQN1jf+m1iLfvJhOrovcSGBQfA0mW/TXK1s2VV6HgwgUWsViA/tYme0/QrqQea4Z/R9OIVwJlFAEHFKqqhO+ZEV+P+6WJCP4B4IZUd9LQDnKzlS8H2qpNTIzirSerThl86i3GA9UG5Nxct5SfJvAqMobbl2iWVlRSWFH9z1u0PuqVAAF9wzAOCLPd9HDLSy1uEIrec/UTsPO51U0pED0hvg9Xm9i+KqpqpoNf5ZiYXfdf9tPQbzD0gkVCB11Kc3MzZ3s18UV347yuTQXnBBwDt4oRaPWdzuykY/Xc7zyupmfojWLV1baC0qeBb/4KPKZbisIvx8VWvwMIMT+JmK4PG9kkOFZEAKGeDMwdOwYLCaT7dgoYd24JUGp4TD7K4Dl65XNyLVYmdjU3YsMBRP8AX2qkFcnyeenF8HAD2ZdHi6qYewDRsSyQI5YWzMYlzmCJnpXZ+eCgYHRcjgwMJDU9/VwQug9phQyQneFZwHc3t6eCbMpZjsMtizTCZs6hxzCW53ISOsAz3dcMoHI3sDZ7SuxQ4cllqv7VeziQqGXv/lUtLG/dblXmP36+pK1io1Ud/d8VORpNz/OYqvbrs5wyR+LRjqJWRMdqzDL8uaYE7lTO8fX4p1gXAMz4ImPfTFMIOTkSJJpsIN2rp+ek9JnQAt0QsGszZxFjyGeNpzEe0ycYgBholNvc/O97SFGRsuDuxOGnSqORGamSAWG2ATDJUC1yM6lDoZHtejjq580SJYnlKWGaYK5DmWkqD+ABhtaXm4B46NeqnE4V2283Ojq9We/h5wWfj2+q98BOECH53Z+hwvfHI8HtpqOW61XmvlY0+LilDr6ZAxkeBmjvdYBEyFwBX5Aa+oMmAvPU0F9+zE8ohBmIrQaiPpuurcIHCuUeNSfVFUElyURaC/qaaCc2O+qQ6xVEsHJcRa9ro5e1DNXfkT9U//devZNY1WP2xlBBStiYVlslHWufszg8wavK9ZXqiSp0nDvHqIWPL282jbpANShf2xrE0EjwZNudmvpAZQ9MTHRMGvRB3hMr9n9NNbU/YPy+RWXMpNuSjbXWtX6SEJ7Co1w3oB2pilyGFJhe6zDycnrPN+H2/DwxxgESYQWGvwzM3WofYCaVLnH/u3rKV1ZoNzslhosJ7/egJ/bW/H64Kcq2LQ7K0RU1GD405fbkuR65IYjG7id+BkOgkrBqI2heHzXAMDxD5E6x7dPB4aGvG7O6KiwzXOVgSCkixEx+/Oo2xHrEH+e3On4cOs62M5xPdHgzf7KswOMyyaVuanpN8tJeHSZBSbNCpbjjOfkNnFU7hFar68p6/PTPRen70QJozHhF29KgWfAJJtlmnDDHnTrJv7cI50Oz/9B27Uz4wNfJn4ehkmZ9KB2wP63DYn916txEgVY3HMDuezrOSE47K978tbSH1EzoBCGHdHCfdwDLYyx05CL5Gqdl4JRwIi6x6KTCyIer5ueknbc1MkZQRaybz5gh4pa3EJVS+IHX44RMNTbLX+mF9KTKHidfBL+tl7nu10LUF3Y8WlpfAbtz8ZpPMgCCJ+nkKwiqYZYFihl0IS4PocXD2J70cVpqsx4L9dhovu7OwLn9PuLhaZMALfDeXB/biMGkN/sbfI6bfUD46OiiiyKSg2jJiEhgSRBKZHh960mUYoklrk+W+CD3Vp7gOdi8T6Qfot1mTTlNvbjeVJ3l4cFbbw8PJrzsS8VvmlxrX/iRYGZLdfRrJobwUNHDhr4KH3csBx/U2+7eOE98uvie/z8tlXi5DS7zTuaXiOaFwheBUjFsOvw8NjO69hFGYZvit2gxGY09X1MpyMqZRJ8SCWFeOXX/eCPAnw/RVa3K2kBeG+zsLCxKXvXPHRAyrNOPIeF7r3n7/8MEW3dH2a2THvyh/MO8GdF2NP+CScvlTL56dQw3OMdg5CQt5aAZzwG3ksTraaieBC/rRGg0lZ7LRJSe6QkThD31BQl2RFvTIbXRjdSJw4jeuv2O647ciFP2fo6CVdXC+RffHkB0FcH8ziDG0jY6/7x014vhDKm+WIDHD63tflpaaW+pRcP/a4UchK/L0ATik5WYmM/XYJnVWRTqZIPP0WbO5/20rzbTTaZCW9xYPDroWx5enr6HLqOkYCn5C5DZ0fbq/fK5kh9UQRsiKhAFQe5OL0gRN2BissDslK95K2KRMIpq0aZlsrcfsMY55V440g1mUdBGpb22Ks5pTwgKHexkGgj4iORNSn+VFkYvzSZyHYxU3nPNdXJ/4EFHRGhvIXyYQKdrzp4esvGQLg8xGwSqCDA3qVYKBARg3aAGCaY3vDNSoveJohaq04qYAzuoaMKoUJYj65N5Om+9lE9GW9NK5V04vdsJcXjBOQiyZ99OlYcE5TE36sR5fpt5IWZ2BvtEgTAE3zjY0lEPTWYpr9n6aRiG7g6XOyTQsnaZln3X+TIcIi4VXlJ7IDYF02Unw1lPv5LKs/RSMCu/KcC1qN+szvHza5tXFQUzmKERbdbS3p5u6spbXLN+2AJeAGx58FUcKNOnxyAB+v865bEKkwxolfPvqu5IyLDjDtGzRAEGY34ooRn7irY5nGjkbxCRUf/JBhBeXuxR+NsiEgix2Ux5r8WBVsfX8UE4zn45kzMO2EE9Of3TjeeZEJnwLMfTU06hxenpyrrVevulwdERxkKBYVFTDUvgcS2Vt76SPPdbnmj463lxkZ/v+wXyTYWpnt2415U7Rewn4L63Lfmf45BGQW/fLFQgsspiTxC2wVs70cSwVrzUfIsH6nmQMgfQp5c/Pyf70GXXXafySSk336Kp3zx4jCKrZWwBIrnm91yYzwDdr3lJP2lu6dnCQb23jruun+2ilwwTGRobANjAjSBFO91VIl/N2PVLtn4p+vpuViekTex3Zfd3ZJ1c5EDfPLz6JUbrot1kNUH+r43BXNvECVYut6YCqiaTroBudiLbafwmctyvsY0/qNU+iU5BYXSS0pYnRZP7ix4OGldz6uj8lBqGjRgaNVLN534ezTcEjA8A0bHynV48l5h2y7U5drJnchTBr0rhq6qNeqJBAaQehEZj6n9ULLscvU53nPSup3BZGaMh5etj7fWlu2mULyuXE5EhQHIpQ9cGH9aXqT/ZViUvzgIel7IIoqtA/8lKHM7Hdnc3Hxxzpsl4ud7tMSX9aDCLwncM6V0qnJRtA0SDyCXjqB70CeP81+nzTov0GCZK943vaKlhfXDMArAQWTtP0y3bx1v8jPp33RQg3F5YYiipOzpye+FTHKzibuuVWuGZtiTyKBkooU7kUPxLJql0wlXq9G6GNZUAE8+JPzQ+dfPDjfHEbLq96MG2traW/T1wNcT8WEujusK1Kdo8fZnqBZjPOUG7XJCB1Bdw0vGqhW+EXL+pWBmRj8eEBaGsPUpKUlSPb/8zCiy4WOpc9tUTVgD0e13UV6MCYYefewaLPbBcDtxWSbttla0EiaYZ5hlgDuxk0kF3H6a+ReDaDjwWBLyPKEO3sf+DuLDkixOYmdgCHOjUwuD5bFbYrRhDG//yzarafSFCJmwROIEzCIciqIACQUHfhfuw70z9A+zbV1UYawt3Vxp86NYjGCryuwb3tfHxV+vz+4CVutg0U6GV1k0rnO8ze/JaXtwfRubtcX3AYz4Mqd20G4OiKwkP0D0oLl1Perne8Y1FpJ9HFaP6NNvggvwDZDQ0Oi4JPa2DPrLHTd7OXsJFTvm7NsePol+FHrf5LaNXVLEzveCloUF1ZCuRqAUikFX8X1dBHWIxGrARr+vjIHzPgKTLnGpQfH4MZzhv5VAO+qg86+OJM3TSGSWd+xG2ZkrcNcV1/tu8D91YmBZoQAkJR92ErLWkpXKL7oJdIrVpb7jBXLD4e4lJ2dRYk5OTiOxg2dEajh3uPTy0hK/y66ornKuOJyHqaSsVE4wFya/h5dXHCmf6qdSatrTGXaf2wvW940nzHCU4hExMXSe1A5Fei2eBgaUUCMACxtY/aqLrXzHcsTcl7tT+1/HEHOz6jVbjP8yxk4aL5kezNAAKrJBNPwzUANQH9/X5ARhoroy84Zku79uHdWBphy+xnvV9N69qJzejOl/xLggzZ/fsylExUBiJ6PLLInoCs/Pt/p4CYoysFJvGQHq6lczWwukV/zcn1PWEYTAvLj4zRrhT0tbvUBBnPEscAWfXnTtPJ32USzWWdLo65+dnwPOJzNBTyxV+rO9s3M8Vw25XBnPIBYQmbpi4b+vbiAliE1KiiqFc435AVNTdbHmaF4QrZtyStAccF2MouHmm0z+4tN2xthmgYfZtkc8TMycFK8An/UcuTH2fsmnX5i5SY7Wr8J28JDqVG//xAtCy73+BixbFL0qnPmwAGLga+0aVCEphQG1iBCWCMtzFjVeBV44t2Caly9rDbtCa7m47Fd0f8GgA+QVUXbb0OokNDXEtx0A8gZT0dSr1mz4S+TS8rLjR1OGvAGap8eFo7IRxzl//oBvJ0WmBjC5UFsYBThxuyLosbBjBvHRkHvHxYLgbdyOlrRvM4G3jlAY2m8AZHQOtN66KBcx2ms5uflac4wSoESiXhDPJY0XAqOg+tSPYxhL7JeenCzVTHPH12pwABrQcBwsBevSP1lnOWmyc74z+pz9tn+74Y/AhyMWDTzDkfub81OOcFWsDmDuVJmYKA4pIxnqO/kf3F3hUFkOyFWwP6+GoBAg1iBWCgoK9jtfHswvfrf3KzfsicS7bcWA+3ccghDiw7uUYPS+l5UgeGzs9L/J+BlDwtNY3zwSTAYanHx43cIZjRBJc6Bab7/SPP9t25U+g460DrKetIGLmlo8JlwHBOlkvWu7JyGwsNDcyGgjU+BDuKrjR6oWCt/r9fWusLG9QDiUMbKHRd9gmPXQdxikvA53l7ac32+vw6E/IIdqZv7Bz3TAhQdm5Yfcqvbbt0mfe5SUJeS2jJkRw3zlOGRE1Y1zpH73zbIdx03SCdpzT0mug/O59c6oxtxjexfb731MLgu2H2ca+8Vu8+9ebU4Vq+VLx3jmdszOapK+eEvz4oWiW2ho6P4srfcxCK3F1uDlc7Wv/fLPLjMEPVTdNug6X1S8qHwJYa4KR1oDEe+73d3d9nZR3AB88Xx+51+owaGa0V1sjgiq1PYVgJwlHE4v9tQu12LUppfgmF/Jv3nz6VhCbNb19wzI2hd9RbGv4K7rNcrfLdbbTh6zVDtQYkrCysnJfeGxXfgS3JU3XIy1ToksWmjCiCjp890hHF2vzddnf6r4rOMCeMuWWqpOw/HWorxPk7Obs/p+L2zcCTekQoaCyXw03ePIhb7M8div0KK+lWdk/k/ZJk+XaqZ4DOv7PXxrpsgx3WAcHPH8sz9/Lzt2B2xgQmbm+/J33BznpZWtH+djl5s+aNZ3mb1K4fDQXwNMU20Et/UpMREHF5c2m+D09DSAIvhlBK7DK4c103c8wwrXOPD0Y9ebcSIG8tdo5EfztYXTr5URMR9fBfQCcc73+2C+Vjb6bdOt3UEEDgMvwVXv/u9ERJmBX45bOztX+9PyTjptvi16vOG5Uztkz0NdEmiQg1CgNKIaIBOyPvnBcyUfjlcE3A7a67aHUnB6+pWZb5q9Os4MvvlaFZJLUlMjkwm4TbFVdNoeThUnfkFyQBbO+vdFrLBH6ePF70rCIZgUFJUzCWuSbz4o8snDgKzuF5+PNRrcQhHU+dMJ0v++JbY+o0kjGUeMfWNnh8fn1sXP7ylw9e7y4iL4E93wIePcqe24nt48RYmtDG+/buM74BpLTJzfFCiamJjsaqrkjAxZFqkVxi5EdJZAF379etsCFxlk//XVH1v1GXPKAGTvswGGswi3m4xPxO6i/monzHz/aiFK2AMHLQoB671/SFfr4dsFBDZSNv3W7sUUHqpKvZaPz93xbS3iaeciRpXGxFzXRdi0qvy1JOgds8eerYrrh7gqzcGmdPGpzDKFB1qX6wTEd5ilBATWBgehZLKQTjhWBgetBVrlqjycDbE9f/4c2PJMbutPzd2TKH0gGTZXA3dKgbK1Umvrj8NGj5ohm/wih/P6DWxKRkbZJx2OkC7JvY6O8C76R2qsMMV7PGp0wbmviumDGVjulYAdz8YLAGTJ9/F0Qpl6eHjcXF/X2a+2goy2gC2HaHdhYs/LA+2C13geEupuoKIAJb+ojANho2WrLLED1r8e093dXdagQk/9cK66a3FRR3FLSUkJsng9/mmzL+4OlE+VYEZp66EFXLfsTMW6bpbaTTtUyXKeFIpdGqlxawmniieQXb/0/UzX/QPX6O6tkvIA3btXHR0d2cxUvPc63eiBgoICkhn3O8W6xeRXtE4O08EkgDlivxyVX14PqHG1h91ipH/Cmtsj1W/x/Kalkupgs9yY3D54Shg59hzIMKSV7/bZ02fRW2xYYpKSsDcEgrNvdnj9sJSV16xnK3wu582pqf2bRAdevJMZvdib3HZO+9c1K3eC9esqfXW8558pShy2trfX2e/u7p6+QrZRkcTsi6NIgTPGwcaealRl02veBd5jXObNG3QXWrWTX8PpMr/4iDc2NsIFdM2SgqpekqbcQe6rxwbQrPkS+YX9n868ah9HmcmO6beybm71ZX3UAokfP2IuAVm8DXhTkvFVm5337lhuYNQFU8OPH9p1SlbohOyiX5X0Wr09OoORzqwcj5Z+vEqZ5PlLsUKv87ruT41kCkT8Pn3RI+SlpAK9nvPG7XAh5HAs/GF6a5D3oK1k8OfPbqVP3y/q4oMQMFqButrqT7gXV7NaoMFCUEHKemEolcL6vrOzc47P7/EeqH04S0JOE9mIlClGIaAHumPjmejoTC92xwFv4MeReUFujvoilzg19fYxWT2HTObdO+Lq3havq4+JiSIPF2rQHK+GUtjYjosbUF6Z72vX4aEAg2p8zmaV9bUJeIioV5YqwtR8HmcmRE69bas+V5nDzv++3oqeoXDaWubwe+bFPVH/OpDO89XGMs8JqnANZXhzENPrJVgGLzdGKFnVAB4SERE50NiENv0+PCQjJERc7JeB16zUUwxSsX6A7FJSMldjOgS89c7PNBoqwm+vx6p1YN7c3eE5+oMqurm56djnvZ+QiWsJw6Aww0j+6ue3zaus5BHkst4JJ/7KSrpxtthqSwtNjQW/QUYiDD05LQ5EiFrpj48Ho+dSg+OrUc6/JjhkeB2+a1ToWp5XArxeS5SRkUk5yNuo0zn8OTz8gve+5i1ouDs8Sm3mR2Mvx0IM5rm6B9AmN2HXd8SgC3VhSDj0CumvhicnnQ/mqmFx9fT0Hu6ujicLR4Erg0cnLQrevDnfuQ2oNEpZ4de96jSjJkS86xRbjI2J+XazfJ6aSlgqZUcl8a2okjwiIuI2wLDt6bHp52wt/wEw0ZAx0Ntz3e62ZebtGc3zeTVktdAa+NdVw0KWUj2WMZdTsxA9UMgRggPP+oFzXdv6rcnDZNvgq/1HKgpfDgHKzOgaSEVTEe6cX4VN8FKxJXnBfhbtzCt1ljhcdPlBlHT7imYONKRLnAKlsMfLTVctOOh9YlPsnhe7JDx2RdJRX5x0sgU9nE7WxB4Yng+hK0AGuUGL130QMc90Zebx4Q4Bg/zg6OiN88f5kPX1dbpYo9fPCFAQ6je7cIa2tramKvX1fxGUYjyH3NLRG03U8/nsBHLVtFSzEuTot6bQWDKBWFI+7Bjll0OBgYEmGTsAfCXRQmLoes+1q416PtLJY2Njm4QkQm5zlZRUNu62uDpenfUz/HLwL9sSFWK8N1FARUVFC7mBR+n1mt/eBF1WzcWFC1GDLxAws7i9PZ1QA+2acRQi0twmp/zapHLl9VA7uN83v3WDhnAh/WFF/3VxeTnj56mHFnm9FkJDR1dQZQqv3+b7Qj6FTbdBGZ7XsCw6a1vaGUmbZ84yxA37X0FQ5Q3ftfyOrXaisCcw42h0usqyMEt6of+STR28VZWJ4PZw+0cmjnx69PK1gkKwn4nPF3//Z9y6tXWG+rzUNDQ+Pj4Y1uGRkWdnZ+JkOWNgpBkYGDZVhkr6Q5AQHp/JvKuzZ0ru4HkVi9KXQCODiG376Lo9iGdk/uUJAEW+TBz9szRexzytzPT038fHcWfwCAiLB8wcmH8xmu5z0ltT+Q9HS89zw6R0nKA8E6p3u68BbrDOxWgROxQ4ZIj46XlrbnGysysftjluSifSK5psbQHBMS2uUBBDHZKvXWuGw31xtExiJIkChg2HgmI0C4hJPtR1AJX6Yuv+8us/q6rYw8WfCmY5oftCNoHECEnOZlToddJtcBCDZ1LD21+tNu7DLsb6PGBQUgPzl+RjxUd/qCkIl+0KRdOpt0HSKYELJxd098e5E0MOC6fHkgGid3p2+02WoBxduAPl51d9z1LgD1D6eqIIpglVGDmEhDKHA5UeIJtz4aTrN/Til3wHXFPDZZcW6LPufrY1YG9fDV6gkggtUuRO7cgrx6fjUUFCGNYadqB6Y/gE9G1S/yesv8iBnWljjYN2wwLIwKWzUb9HtZmc+ns46tj7e++KuwGGbBbQvuJQy8mvAwR0g2+6VTAxjTuOt5zS5yx3zLRjEhJHC99BaUL9cWmmPUa/63QEWG9oP/7DeadEvbREUURExFULkPZr3praWiz0lxvK7JBFEMwhMGdJdLjhG4UKaXnChH3nWi2ermnYIW0y/U/rSH3AcEx/IGJZsEF3ecnCArmLQ/EzV4JdJsihP4eLs9zbjg81+xwcHFH4LyaOA8yerjcxgrv6+hj4+OZN6Rzv1dXfvXtnWFkCdJSqqipLCCLCE7ZkWFjYom7woOhffQbjLvoRgBXlV1lZ2VQuy4+PbLLq+N5D/f3tKXcnwTDEHUAaIXQX9LKsr/ren/ZhJkmlDxipvyhAIECRsbNj1fW8OdsGOaxNntHLbvYzFVgoMhFfQWFh35VmD41VYyYhXlZS0NoXNsivGtmyz9U6c58IE/uRY8UMrUMJ/2VlKihim9xPjRo6BxPSOYx7G11/syx4jp8FqBC093Q5Flsh1Xj7+Jg+K5Qioc3pJRP7wupluWm03u52jZydCwCjP1iqaRzAvTQLACjDcZsP2vbhm52nQ2xtuL2unOzteS84KfWXRO9MlElHRjP4nDUq9d7Dz+79BfRrRuvXe4XZ4aunIgQsWmP1tjrk1WVlZcC4DmcJ3a20eDV9OEZHRXWZp+UFAKYQiHK7P83sPTU2ppwXPVmoZFyp4LvU9MH+m9W0iWAhytrr9XaSuOjopGIK3v0l08BYMPivC5F8BXgCZSXL0fQWHHR5TwyRaZ4I2PSiCTmgcQDKTeRKhIHGf/36tSas6XmJWB2w1AdTgQJQ/ypaFojq3Fp/raQ0OjREs0so7M2b7p5+bT+aJURz5LA9GADKp/r912ug+9B4XOeqDPd1XCHJgDH5whZADufLlz96JlTQU8h5HQzASLGn3jN3wZMLeX556rYq7nRcFz1D9gq4BOoGHMBxKC8/HwGVULQsQL7KdAjfjiPtnE3g/S9oPvR/jZN+KRMHh+Pj/Q3cVTa/a0mVdmMB7GylenJ8vP/Qe4eELsAO1zc3P87kPSpwYwHTlYy7ICKswwcU5tlpD+LJGK21B1Q8j6udKWn0uXv1QfEXhTbVq1duAx/pjn2RCrv+gu7fIV15f3AJDh7pLz/MG9FAz6KEFWAuZgv7RLo11BBW4KLDqvyADUEKmxZvKkA2RwqTIpFngSEvU94KG4/5FwdKBOdHt2OuM9I4OHbn0vvi05MC5UrMbuBvPbgpue5+bPDX9SBc9Hx5Q1SAifPz80ATJyfLfYmjoaeX/uNoYmYWS8ixAcaedPPzWer/WjoEOgbggJXBm9v518/u7u6uMIzEeLhns2Xatd43Tvr6q0A8zSb14aJLsNoi94XBqvFGs4ZwOJwKxu7uWnzW1tPLSknRBEZZSgeeHSh/Hp7vQNzUaMPvOHq7/2ttxb/Ow4ofy6CUpZDKbnh1tGxnZwfO4we4A4gxUMvwGOQZWVmtjpu9QEU0HWzGfXUgdLJU4xWmBc11eR4d8Hu25F2Tm627e8P0yP39PZAekK20BNx+mtJx/GeJz79DwEaKb4t2EyhAIeS5taFU9vl/dTgUUYYo4H+tWvr3W39lKOC9Rtzef8fzLxL8dxv+tbzrX8Aa0rWrSgjzr1iwK/MCMOfzvXcHIercAw42RAVtwAHEUlJamhgcHZOMDM3vrz/w8L4BXIAc2AG3XHjtNyegkVzpGOL8p+jnal9JhTxd6iKu0F68q7OYKkqYfrP0MTgYVmJw8zWX/UozCI6GQO4koC8SVXLNPMBdr2xXv1mnUG070lW1yCXSawg8UdcDU4+b3YG5zuv8S6HN92HiKfp8Z1TE84JxufsuFHwHmCetQ8gt1SDwqM/jmAE8RRerFb47bAYWHRw7hjFWHgsXl8t2gas00w9rEQYGplAp2+7bOZuRl6iov0rCr4FEBiEhIbQfdUiFIL/oqak7IaHQrWw7sG4skE8p+WP5ZHW9+vR4leKjeAV+zxZpqpvtXIfB1jovQT7571/Ob5P/k7X/CTmol/9E+V8hB/n/7yj/FfKgtnCHg8Xvx4CIR4bPgeajEzgFBhO4QvzDTWhmzQra7N+zlfZzVQGSCgqoT63yxSunLmJICi//PmCMtZ2n9zfnXfwZ/K7AL0hNgBjM15hGbRIAHzl/st7V5HZo9e0pJPQjni+AmPeNLgmjFAQE1jNlRLwOa+U637OEfW7nzbNtF+sPgXxNZtYEMrdcs3IFeNbXGrSYmJjsdku8pZn9ao7nEXFxheqU5lajQN4g/yoL+3v3xNLw0GVdF+os1bgV0jgLwABAFlwMn272fbeaHjxFwbJOYta0O1nryOUPDglxPVoi4n4OVRkIMPjdsJ+cgoKLYCmQSMgYkOVUecMhNuN5cBhrQJbPK8jK9o+OsokVg9IC5KBorAfSLDXCCLJMbLbiPbOdBvs6z6p3kN7Q1/R0HWXl+MxNxb9n/WCZAyw8fB5WLXd8kVb1xtZAoikAhzQwpm0pL3R+rYWcrENuXSTZXLT3iQKDkAjTxvg2gQ8o4fZ2Gunok8vLRxWJWrPhsUyK1c7JyVpg8sTvLhMyMxVB4C5AuqG3xRBzG9X6PT36Pd2tQnY34AtDI7n8M6sPWVIr9vuZBmUUrbLWBudUfOT73ICajpvv9qtu7KVLS0urvncxiLsTBfJFLy5rIhiv7+70fzhtA929hGJUEMjw+e+1mqS4DtnfB5BZvf1qq2wXkOHwaMS4FBRs6aA/p2dnjR7nX2k0+dwOtNzd3aWle0dEYPLSua0/BUn5gIEHiqy2pgao2B0Li9kKsjqlwDGYifCoqCavqwoabSG/R1ImetgG5x10FXgTFHljeUnJ7hR9Xw/I1U1iiKEzmH9WxkoxSRv5w/OPFVAjqqof7yHbKa6tGfTVvvtut8yOBhybFC/ihSyOZ539alb69tHRSrEaQ+Dn//eOyCoo4IbdHBNjoshG0DOlwyCgB/uS/egG2Q5MrtdGdwRkryQ0MTExZaEIlXzp9QKCUmYiTgbGKmz0mhLl3M4AGATS0b48V8Og3d1desXPVREvlSwc9qeKAb535hmZwoV3IvKzfHaIHwD5hxUFFE41QkTGK9t3ji9hMcgFKUM/aqovPc8TvCPj/wdmmqrxwgLHGfjO8QxwxuavX/VW00wTKioq7uPoyH3j+TKLdZZB54KeFxZsaJDNLVbbRHT5Ddr9XyczFXz5wqtnYGLxM5XjrFEhOKg7mujlV6XsI3d6g83emKysLNxQo4vfsxiTQEDNlGqyvRrvrrddxA7CZZaIFMPT5lqn1Kq1eI9NTapLx8BQqPUDKRSVSLws91Wx8508Ufo/4me6vuaBW7myutr27puVg7ClRZvp0Cf01sLAfcDExAQEMhsxoQBH/E57COTk5MxHMqh2GWca1IwCTk4cSsNhRIkFBWKvaPzBlwasK+BQ8Lls5jAtaTqy4uPjAdnyZcU9+0t2ySpk8KoEB10qlFW7/tbgZLOz80+Fw/O6v65eOD/blvd4rqm1ZPg/XPPXctlPITDUgbFn5+cRbA49jrlyfb29rLoNY6ellGjBTIAjRRzWRO3sjoKRcCz2d0azR3/+BKxXFpQmmq6trW09WxHjHVXxvulj4RckCjCWEuyBhHhp00CpAE0ONBlLHg4x8UKrj1dNJ+N8LWg9oAk85t1UbusZUAuyyvLFxcW0Ffpt6OdeXl6VWtWdp97tmQIfEHUAcIyxUQufQe5AV0czUa/Q/QEkVboPqcZ/qA/1h0tCZ7XL3oRTffuDJ/AlkMW0bTOAV36Bdv4YazoIIAQo8dwPaX5B7M2bkXAsmpK3xWdPKxv5ccK3fSKPVJbYf/anaZ45fsEbKGJiY6sEFIgpoQJfY5Uf0G4FDhj/qgQXB2ezwbX7OSL1hTpA5eho1PkBdVDDW+700NQpSUm4LuUgqbb834PT2k2X4KUDsN6bKU/Pzs4ejvX6B3PUsJAm2fbHUzVcADlpNZYDNUpvmeFsgbaqJ+dPMwcS6/p003ILYEVg9WqzB8wdHALCZlHXX3eJ0iYCHt4zoaLw6Q4wxsjk1yOE24or43c7aDAfJS8T8L52QOIU84GGhqampsbGwQGm1zTwHlDU+j3gdj5y9T2xkEqd7284GXbDY2NX2vxEVKN48d0i/8EF2vixS0u60wgcVlOMD/qICEu7/eo1NTXs7Fxcb2/R+507AuHAsNK3ABn74cOV78MtXukc58EnC4vzX8MaAlFwc62A3UEhfuaxJ6+7vztuG03lCBLt+sWCJECpq7q8OiX37h0xdaDwSqvPHahKPGaNi4uLe4C4ZBkqsq65RsA3S5vLueyOBRQGDWKMQRjsdX8bXBD6/w4icr/M0KcXp/uQfaR8BgGA/Tk5YTyTlE3uMjB7GEEhYC2iquxGiSHhYdWoHo/KyckBoe3t6cH7LRkCBgn7D2ahrMwloBSA6G+o2dji4sW+CvX29aVQ7gCKbPzx43Dph9rhD+BwP6z68IDsR0AgV8OmoKBIq2VDev7RX/H142acSJaI38q+5D+adiXOy7KQ1I5G8qrMDyUw5ODggHq0EaQvaMkBhVo8TBTsT4wOYfeTnAaGjct8goaj22/18eLc+kqDk8DPAvTcMLMbh+YIJCjNtJAZmJliwv9Lljxlt7zEKNlQeGo5T0/7OZVZkiaQzJQ4SMvxuaEXTTJmvEFSgSs2r8gfkRoXeZA6qsgmr0Z7yVpbKhITE4YVtjtmGA4PC64HDv4DjqgyFpzJ6tVduW9lYSwC784uqbdW1ijF1CJbYVPbMkKWUlvhnctk+0bOGzEJfSyZbJjkNucfdhYWvJ4XRZ0dfmpqiZ3qHfYf8pneaZFOPbcwcFQuzAnoGcfp7u1tbGqanZoKl0tDjIyK+nNx0W/0h5YFfR+Xq4q3SG2sfWOMNzk5GR0dHZS7xWqjK8r22yXZEgl+7cTU1PCsyEjkwXChZ1FB/HBo//4SF2Qb0/LycgsZGRnIFt8DA3KPcNflvCQr2f8+rVhmIDx+mJmlvb2I20Fqw5Kmf25YIK+3t3deXt7tRgQq3b/PDDoDEyVR+1ZdnYiEZEhkk4aKqmN+XvuRW1FR0T2GH+N4V+KfnxQlZdYoi6dQdMGXCbtYa+Px3JA+DvvX6RBckYm1SD/DbYCasLGz+/QHfMbLS0Cva2OX598HodR2bcOVMTUt6BRSaCR1ZNFvvX9xpDqRbviPVoMwdEjjERAMefJH5ZeV/ezshBZZ9WgkD/77eYh3IFuHKlkL+dzWddJAv3//ftueb0LkH/3vhVyG7o0h6XkvycTMfHW4aG5mFsohC8A07IJM1ALOKTe22PDvo5XrSExCQkZGxjG2Gz9Y3Nr62BmCYmtj0010vrVloqOjw52dthL291PIKEH2WwCac1CkVgdyH/OvX58+fhTHKjH/e5dkMCC72KIK4fKnf/58tNqm9LGw8O/vI+Rj/b0VHRaw/+7kX6+xEwf8vePR0gb/X7+qTApo5/dMOY02d77j5eEij8FTxOXRsvwfJck3srKIVojgCA5VsB/AZ6EQ5L0uD6i0XQH2F6nkK+j3jYwcDSYzf1XQNwZUtbCwgJypPADchNxZs3zVIZC+qrvBrwF8Qv7/q0LaxHY9Ay1t/JZHikKWoDZIxFznNRuB2BTZbse7S1sYmKCl2YHR0cri4gHTW+KVlZV0HnuNXe/Hew8pKTi5rA8DgODq7ZZLxvhE632ARKqoqEDOhDFZbGluBioSl7/6cHt7m9ZjhQ7oDMhdoBv9g4PAYr4YKCGKwcHHrwd8AkohODRUFW1x4OZmJxvhoM+lo6PjbU9iRk4OpTDfyP3VyYAj+My//6uu/n8VuH/GnJByAzIZsj2Uwt30s7GR/9TmK09Bbi5kz+iY/f39tbW13t5eYJclJSW5eHgQ4OHdWgsrbiG7QqmHXTQU3d7eftcb0bEh+G/NXrxzzDnKFPJ6tYenWaGboEhMRCQlJVXcRv3W8meNw3rnyEOefxscOAVkGqNowv61ickW8C4UIr7RtqSC7g42NjZiYh0E+t7VH45XIF5UwO3gkBrqw4cPDAwMXAoKCt1/yJXbdQSX7oHEnQeQTgQRnHV1XOOxcXE8XFzNzjtvdrT/2+Hc2UgYuuWeHtPE4Px8mv2SzMzMVMnN35Vt+KNm6mFgrNCJuRCP5ujDUlJSKiqOmj3O+UXs5MjYBUpKvTH2226jGn0fGkNC4IgBGrSPhmFQvMnkx3vyx8PDS4Vsiy4vH/U5yvPx/gaM8j0tvUKq//vIXqAwqvLH/MUoaWRfPyjCyHICYxGDDciK5KVZtAUwhYaA/oEk2RNE+UfgeAUENtfm5aEPcyXC8hwi5DAw4jBE7pUfjl9Iy8iAooSsq5OLbWhoAN5qE/NdZpxLlpCXmY1NM1C6JCQkOkhTHtG8NvqGlpZ8oGmusYd+d4c8LDJKSkry8ihBlCwIiYwjxy1XK8BZjvdGQrYtnDLk/l7R3EyKfH56GoDGoPg5mNYimkwA3wsDzcfnARi8T0lJRT+4Atra2mwUwr4PdHSIXTKrqU2y/q3qQ1eex8qnsMaQ8p1NFas9aUKjkfIx0NNHyjXAqFc3NGhlfvtSUGD4qenDMbkPmc230tLSzyqO908Xe5P39/ft7e2H2MADaTe6PCfmXcBARGwXcwewyR9lZWUVGKo8wCGYxudMH/kiFJVNv1Uya1TkSZCNDSMIvUEUVWhqa60jiB39o6j0XMGciDjpLjDPKNHFj3mwmDImJl8sAAiKz9fod1i/F2bP/C+yeBbyfkxMdOwmISd/NEeilVRBRkbGToyXdXau5S8VTdZrdncEFiwEhWCJdml5uaWlZbyqqoqdnb0dZQoj2koE6CI4x3ZhyEbCVlYlt0OWtrZ4hZrsFhMzM6HJ5MLe4RxYboifziFbbbUxnmwN4KDqsJvN11lOAqdrbGpK1x1g+DkqCgWebFdG4mG09dk9YnF5oladxXgqh7EkiQDaw3tf2f5/sRAkOVrUSAOBCQoJDc0Ll5KU/Alk8Wqrj0X+DrCaVnqcsKa7+/viXEXur7AZC5WRrPYi8ZhD0Ug+ZWVV+K7V179S+RSAGXa9hEqs6kf1rAuHBcFQeTQmOrrKEggk3VZvPtVy3R9OK80ehAvN49Cj2SL25uZhUCiPIT7e3jm1VBKhogljCDVAutgBv27vkos7SGnWxoqFjQ3NHPGqObRltsBW+7+1xhMFcxzV2tqanU2Bng4aHUMc/ioUabJQiY2JSdUcr+hTkdP4+HjRTd4OGDgKv3sOeEpg6fwVV4oyyIU8caFwpUnbV1cptm/na8332ZCxcSmcDQP4+fkBCBkNEKItN3uoPWw/09fXv0aZ6FgznWWu4roP5n28/N4mZmt1xEo0lwfZTe+Vt6G9Pdsd3lQvhfrzf/N5kMk0Uw8WJqa/iHxScUkJE2k8EO05ZPj4l9J+RS9evAA+sehnoVK2tG2fo/CnEyBbV9v8VicmVIdDuF69WgHGbyxXgvDsnjGAIxAiXoyv2X3vr9VLNUzNzEp0375/v3y4+J0jJR598PH7qm+UlKGx1Oh6VxgWKtL0T3wKiqdF+7aOaELRYe+eg/naU2dgvpGQkKxYZbKALkXCoS9Lave3uD5Zz4sxXADm8zqfCe7fEBZf9q6AV1xcHN4VboWtaAtw/H4lSqVMRG9zTVQgcFxmgOh7owjYgDHK83YjrTZ25wTaWaRtw+9xx+/xuk9kcOHdu3fS0tL7S0wvGRgQooAhc3ZyWgBAtz9dyiGwL4hcA0oyPz//2zfuXm0sLKx9+/dhLl9hgjj7UbbJ5ADijpFzGHWn64WjvJaX5+iOionxoXLc6EY6YBz3vdgdrzEdaryPpP4bkJk5rvlw8PCsfrenQIU8zYAUPr/Fbrlxbc2A9GlTEzQ/7DSVQ1CQFI88CJ30ZUpysoenZx7T0Vw1ZEVSZsiXL18oRU1MaEsas7LIe+HuaHV1dVcuuMJy8vKguSE3xO6MZHaRnOKniAwwMjKmvrL9HBQEMxUk2G9mbX03rakP6LRlL4+TkzPn5byJpyf/ZaoFZEuk1/cqydD/lpWyGuWqpGcEDZHjAajhxl2haPtl2yOZAowWUFBQqQUSxJ5rx6DyyQ4bGniNjTcL5FNaVQ46OzvRLblcLnZVtM09PG5IXsDm9CsBLqAJARUJbABIe19A7/E0nisuKmQfgyBbOJoMfKSRiTUxNR1O51HS1CT4lJRZokxhkwKBU05u7unBwdevIrAUUzTp/6s9Jezxw1BRMc1+plY7bvaCLzY1Nm6crLS3i7Z+dkVAz+IYU2a04EUUcd1PsshfWq+6jzGS4AnnABiamprK81llbGUlC6hp42vF9Fe5nfl9KyvCwsKtEo1WKDo7W1vBVEG3PORiA+JZL3TqDfQOVLX93rxBVzAxN/9wtiX3Z9NQodpinNqD2yDD1NY2Bv4T/LxitnDLELPX36pcKTxfwlOXssR6iVn5ZvqH2becHNHtK9jVja4MwAMgGkcvjtShuUWJyMnJOZ2hKCiyAdb00zs7O4OR8/qzr86dkpaREU3mdHkwz+q3ODfnfrwi9AdHWlLS4Cd1E2K5BHG+IU+e4+2FZTPc8vtn7f/FQh8pUp/Y853RD61BRkAHu7jUiTP0qp2FfP70vfU3zd+Ng2dgaiohID6V4KHBwcjISL1W73mq5TOCzaiRo12Efyj9zXbc2NjYjdfloOGpnz+DQpro7pbM8G9wO/wM1MKJrF/gP+Q4w/PncrptnxMS1g8OWFq/vVdV3djYoLbZWFvDJCCQyVCd/KePAGKpp7v7+vraRVbpGyIaWvIDEy+vlu6vSGiv3TGqP9kMEwz/tDIAnkDyYn+HCn7+azid4e7V4EqLFxBDy1QDcJXPX7woQC2x/IeU16ZEh4GB4fjMyMIiCHwq5NEZLpMfVfKlB8iJw2ereG/R/pP2y/o9kB3hThrizUez0Ig4u0EGLm0Xt7SQVRo6XpD8B3M8/cNpGBjMQXmffdgwdbx4+Z93GvUj82tqVEFoX2lrafH6PXo7DsUC5zYvMZDCop33K9/+Dvkfjo8FDQ1tsd42cXnHbbnRtSYMFR4B4Xi+tlCicbWsqclLURFNvT/L/58RfvFieHCwBAASFZXh4cK3+fn5m5sbDw8PnXobMQ+xtpgYyFMEXBXQuv6bGizoMZNLSwdbW0kfPzptD+JJSHRxW8+kypZpVW9EBgML2Tl/7vvsnykSHR0NDM3M9PTzC55XrxobGweFm/eV/j58+WH9Q0M4+jBJCDAxS0u6HwWF0P5+CMKY9r+3QJrm798NGkf8eyAMuKD/+VVMbGxsTExRIKCAzIbSEQwKDOwWykagjP96/fr4GS07e7wyqfVsBd1fDudoWcAgiuELn0GcoOmVBKG/wZcIGHtwINHPbzf6BwaIuK2STn/bzFVRCQktp+5ZK6Rxmm50RyBn8uIrKijQDpyzpgl61Hz69Emc4e3H+HjRjzvv8/LzJ7fr+/r6EoGzMViE7JkIvIijoyPEiwAThIyCQoPVB+KjUaF7c+EKaggYgixOHzQ/Pz8eHp6QkRQ2fQ1NTci3r8HguLszuqDH216dnp5eXLzdJaVcPDo8BNam4C/f0xdL9pe3WYsrucW5V8ED4ww4DrQf0/dtD0PfHY63+l+vlTD9P3Uwu30bRWVl3QKLY2Mnq2wlAIUbG98NE3yvq0tKSgq/BKVjv9w4TXW4A3wekHEHBzbcKUGzQ0r1374VZ149gZyJzjz56hwwwhOsSfS3NPQs51VuguxZQDvW4LAeaOME3C8gR6YUv9uLvatVPwprlV0/UB/p0gDwWB9lp7wdfX1bq6tPTzf7FhcXQS0YGRkFjlS2PS4MD9tOl6iTvLJRduYDxqfwTeZHRXw8vL3fvwEgF1GQ/K6pqfl4HPB6ymOGz63m+/erFq8rEyE5OTlmzYq3nP+0CG/V1W1BGdUG19aeVxl2kZKSdn9JTIQsh+YXORQPACf3u14PS9fvGx93BCYDVLm6sH0TKWGtqDqhY7+nk7OzUgZvrvdKTxSBcUbghM/DravCSDrPKEhurYOtgUSAM+rkz4LDwozbqdNZWFhIhb2vAf+9HWGEmQmPiHAEPszVFS897i0IJxwcHNNOT0nucnQ0KscPgw7o7T8B/wigja2tITIbUqrR7lju5eWl0URX12YQhnA71I+PIZpv3xISE+f9/FpYWDiAhYcX0nUNzBVT2tWsvh83J+e7WrOYmGCAAEyvIquGmX+NZrdZTn5l3QmhWaM/HR48bnvSk5FBCEJnQdu4O89+im6M2XQjtL052wZabvAK41dnzh4ATy2a1w+JDEpT9yYYXtJKShhoAgICFihQVTA9BmjwHVUFzc3NTR6QKXBuIKM2lom4LOKB1aP38fFZP1r8bm9sXqHXws/GVnke/d9KHhPoScjIELSaKgJC5T22+UiGGJFMB0EiJkJsXvLbNgI2vYO5ahg8Nk7Os/bfLO/qdm/OdwaDpqenW7xvzoDkYkwFR766uIBcPk9PJ1nYPb287A0H6utb0/w6C2rK5/R0GGhofFbd8GlD7OQnyL3U9AY5X0aIIIuyDDAAyYumPN3OtrG3P2dmxsn2LIZVRUFCEjMGOIkJZaTf4CB2jyzx4oCf7pycz6lbFdoerZvDbom3bl0RMOY1SuaYo4uLyw7R3/j8Q+QmcODV1dV3V8dP+tjuQWsoSfQcEapf7yVtJSVh0aNV7nMxMJAoKCjGs3gd8z7H3V9eXT1dLtrjdZ8uf1gdTnuJQK3MSQNPRofNY7dEyOdEKy3Ezc3N+0vE88JCRQWrOX/kxpMQWeaObGIPvuwBSP+CgoKqQv6B3FDjvlhX2Y129vWj5SbgxaXNYCXgD2Bd8QNbCgsK6EYQDMOrgZ/frjH+u9tEh9rHi83AYuPicvn1M62jo8MiX5SOnj4P9wMPweAmxPyw6cd2WjOvr635ywHVUdcXTRREY+66Iabn5uamp6dX1AW5o6q0lHkB+Jokn4NVMkAvRtMjIyMOpL28tWbD7+pt0oBFCzREhWxTtS3fbmEK3PuGj5i71hrwAeEv3uZhw8ZGROzFd0N5uMqaM7JHB9omyPz4Y8KiXSP5GMoOzNLLly/Vzjz/BlTDG6LsuN7N3L6+vrz7vWJsC6C8MziMIeI9iU2Qjk7KTQgPPasvjgLysAoAT64aGp8GbRhrtTIbIojQx003RBl6yZiOj0KcXrzpM/gS1A4yGz/bM6C/XzbZui9KKVs4Mz7+GZyBnsr9qeZtBwIFLQNDaQaZM5mwN2HMn9+z+m2+LRIlNlVK7u68n746uaVedYagzKneGJItFGEoGwLkT+kS+kd7ERERResBt+OWAggQ9rnFtY0WmPJwUACKMTZeZReMGQEZGSi8U6RpYJA4X75MHr27Pt0EHXq8jhTyurSwtt5sk1DwfQH8WBz7+5GszMwHYIvt/OBmwmfzqxD3DKLY2XqVi0aX6XjY2TFtJSQkUNW7ZXS0yBaq5gCkgepbWF4ISE9fhEw1v3uHz6bHwhLxPowK1Q3yyIIz2z4Hy+HP3P3RQs8Ml384I4jU0lUd+j381s9dY60MMftbzrCgT+WJvQ+4QjF9CTzGzZmOjs56+KjI03320/0OZAMryFIyZVSBL/YeLjfcPA5g1FGVGnW/PQtC1CoekrfKhQGCB4AHAQEBT0Tb/TYbMKWAIwN7lFsgF1GPvyqmNzaVMNHTS9OWVVRIXwONGvUIMFVeXt4G9xNw/QVbgSu2i/VAMq2tasvL/358uMtTUxK/IYchLDE4LAo+/zXc9Q6Yu+9GPciop61Pj3d08p9+Zousrq62DT30/u1ygDapmJhYfX094xde/z6xO3Cgcel1NCSkDqiqwZc9o1lCEgVSYl2vYskE8PtWivZ54y/PzyU8upW2GYqrK4AboQWNlJY2OkRAJw1PEL1R9+WuRC1Dl2fn5u5pzOGLTp5Kk4ffr7oneHZ+dvZWTz2E+52OjgTp+vq6ZoVuR2sgR/rnz+x66UBbASMLJEDFSAlHP3bhLAAX0Nnqw/44MsRDNx6Uf/jB/lVn4z/708jnFfptrU1EKkzrn4GwyHOP/G0GufAHYzbVXl//6mI07aVMZiIcmeqPXqWb887h4eGYmBgm82BO4dvd/IaGhqEUNvuVZiIhAITdz2BpyJLP8x5JSEiYBTt1yBz9V/2e3rvdkjTt/mvX2GDO/d+/qV4jTgFhAIht+f0neAHRJJCbvY1jqcI+jXFxGPBkGygsu5Ih3bv5RUWyhtL/SP74gA0R518KSR0xJDwbjAsDA3L6+m1NXh9yBDcQVycnzwcSGc4eitY7Jeno6Ca/Kgo4/4oe/KOhoXF7dwf437gbSr8IB49taHgYj6/niqxKLzq9255jQsz9rQEGRtxRKxI0cy6yGIdWrHfb5414hNbJ6WlFRcXkP0kpKUpZgvOdnXlN37KFvGaGhoZmZwlaRWHSMY7D7SufOUZSxIx8EP7b5TdhKnSHp8cHkHLZXnCRhuAnpdLG0jLBp2qVDA97v4wgiKBMM8NFGeFASU1NbT4iAn3vljUk0srOrhXIg6PYGxpq6ry8PP4rY8bcETlkj7XPI9/3O0OZby43dLr+6b1C4MGXK/wz22xUNTULz/JLjo461N+9KxkpJyv+52QBJhHR3vY2XYUwExPT4OgowSYNrynkEX9Xx4XoRR7/nIl4/fo1KRlZJSh2qkxrvRbPbxHB14M3wPkCAanuG1A92vEPmZ+YlET7Zikq/VPSp09usjvz73V1VVVV+b80hXf39IyHTvH+037Y2tqqqKjkBRv1xRK9lHYjWIVBQAeCNTdApP7h7qq0udxz9R/+7nNBSckgcNu69UmQHY2M3np53WGI3FMuTrvHEEb8xyP923oF827J4ACHs/F6Yb7WfIiVyszxguG/ZqktsmtsTPlxMRCYl69fvwID3OJ+mrfbsQvzT7/1b1elr69fx/a+0QVY8fHehq7hYcVL2lZAPclJSWOSB0T/PLWVtfVspb6+svIY1fREAo3MICwWKenB8XGctKFhLpATn/XfHzP/0+lm8Dn3rqy0Six878SFVog82zg4ICUhkf9Uaf7P2SSgPYFKsLGwcAdit9528ePHj90x9YKCgpAHrszN7W5sBL7ZTyUO/YdrK/z2bRpUiXdP5dev8PkYgP9ISNIHBwfR96BUAe8+HMiTkrGg4/e1B/WI1ew/MqHHp6Xt7e8v3LBIu7p+S09Pd0d3Fwn6+yGFuicLlQRWd/Bh0EIKg/8Z+v/fp440SIEPoi0143ojKysrKvoMfCEwKAjB5hQVGXmhxYsH/D/lMGAv8FkqYMLcusdXQNa/8ldYFY/m5b/CCP6g9q/ftgQ0sSMPMIaLPeH5zk+ic26dWDJv3oz0J9DE6PUtLPADKxa+Z727u6uQyi6Wi7PNRUUVQDvaBLso7LghGfImafL62v2j4PFHuUR61x//47zm3ICCDXkT3WZkbAyZgKr79q2rs1O2OyEz09bI6OzMdXBoCGCePjBiU8hsbGwhI8CW3d56ggNhXzveXR7+NbnE8XOp2jhMfOfZ/OX7JjcPLy/mv8zZ+XlXTpAkKeRxdDMV7+VrrKQ3D5abPrRnUaIjIRFVZZ9DtqmEuYR1VFbGnO7j3rq/3owDzux8tUtTXQWErrIkDySSfuzQ/3HwQ1sZY932Xlsmv9XQyEuanppq7mHCLSoqYmRmVjvvAYhXo7O2sboPINviYOEbCgoSMvJgf7+yX8FZYjn2Pv2nIqDSWFml80tK9reHUvZH58DPcmXj0N98d4sGKcj2cSdAbOTC3lp1BCxa/pwFTjdA0AKb4AtUlPhTEALGChdki2Tl82lvRzGxgOLi507iDvIprNwvX0rsRBO9hGx0Cnlez7TuGwuL3QgcBpNEKSkpkfuTLpKQ79+/f3BzkzYe+EjHaGcxNTsr4nP7djt6rgWkdQI2BwcHML15ZOTkjw9Xqyh4blkhPRzPDP9n8qlv0c7OTodOV1cXMuEiIyPDEYEs6Lr/lvQNs/7jXLWxyO0uzc9vKug6OotKwjdbU8Vqr80AfFsmwYT9Lnrqp/n9w+uKtXls+QDQIcCyKhKzupqaTkyY2p9Ad8+003fRM/akpaUxXY0Cr3t1vMr2l20T8nTx9Gw8+8E+N19nmZgOe/nskp0Y8vBJJydxCeCEMoHiHSQIVH0m5yEnGrjZG4Njy2LYHY4V7/6/Js8gvqLoPE8vdxeNjB+3b/R/TBwiEpJKzcnExIR6qcZys8dLAYE7ESdwWi5Ah2xsSgPNvHWvuLhwR73gZmZmusIw9L/bZQ4zU8Jpas4CF0cAjGt0dHTr7X4pkHZvsgSJJjomlM+fTsJEDKRp9lAK4eHhmbLJozSNuh1vzkydnc8zMkijcaduTDDqO8d+jo5iCLzW0SGpHhfdDvMeFyVskBDs1kB6fHzkfGmEIN5ao1+u19I49PeeAJNzsTdp3BsNmSl/E1FrPtpJA7wbViLjgrCwMLBnyy9uAIIv1ttCNkFv9bnz9c30OP+Fh4f3HGNmauqtmpoz8Mr29sdALXap8b7u63i1kCdzo3YPVAbH7m78EUzo5uXZmZOCUfPJzU524deveRSbWHQMWLDf7VdDy8GYZGRmijxebwIdU1PDiYODs+2MdNKHuke5DyQzqPl1lK0+dlihuU+lmpUlutDdWFhYVAuEHPPz8xFu1tbMn5bGxsY88P8mUTI3RKsDWdDJBa/b6E7iIlTxiYmZ6E1dywROBpOZNfM0ujizsHmhZeYlJYDe3OiJ2u8OSjcbzUJTNGBN410jA4KNbmQ/XnjPk8VxezAZi0aalo4OEI2WtnZPd7fBl1qPczNU5Cntu9s/v8d53Q7mgpFwOru6oqKiOC6U+TbzZeK+KmXHDq9WGXZ9WPUxB03sDvhjVAbrSInkW3AvKJAUhpVYDIsfWI5py+LWG030fmToH5Na0EnaSTTdXSK/IDfz2m2RkJJ6A9VNV9DU0kJmJhbR1Tku+s3FwUGr2Z1jn3wBnE76hToD+eAjqFFDNMbNIba2pRpTlIXY2FhgOpWFjX19hTVivvHy8Wnr6DzdrT5J0/UF8MfeqFSnsL6PvB9M8T9F3G++Tpe8Dg4OBvlo/POb2TCx60f9RhcknUiruCcLQL5zznNVhoSBYhRHR0fXRNjYefeDdf7+z1L59aFLe2Vl6o6XmworK1e3HSL+dp2jltfteMXWwoIQFzf4A4LMcpGZRX74cAafmq5pSXBSEu480u7Z2ZnjZq8YnUW+i7m5eelPDX39OBjXJF3H13AbDq6ueEIn4YNPSWVlLI788DAIZR8Gk55b2KRA9on84dZ8sPTDGWQq4IfxmRn8kk52q5O1jkKlbA1OGpdnm5TsXLn5+ed+egHfCdOA0T2/ansi8/pWV/fWwx9AvxjrBrTBgdyuUh2HRqdA5/+aEKOKXAGyEUjwssLClMTEoFe9ZPtLyuhhfb9+/eLVbQP53xGEoHIZIuOwVHEWSR/tAoSAr3dPlpCXcsvpKhU9x2XaK9sF4P0a78xkpKV7A2AQgnlznjEzMzeTk1BzBbdxmbQ7QZ5KlPEADtTp2N7e/iyksbi4WGKCgr4aFmQ97jnrLLqjbqv3D0AKBQXbkCV5Z3iEpms7Ik83SskEpkiUFkUzyhuL9m0PG1Fskl7zNaaEQqcy6sj/WWjz7bVjDj7aPnKzPmM6YxaTZkBHD8jJx9M4P1GKPASYT4vf7fOxKChWl+FaQAzdtVNK8cv0Woj5G/yefHc8VBqpEBkYGDjEOzqesh8vGKJ5c7IU01/9aGoyxgzwGN89YumqNu4DxDJH5ROAhafjJk3Pw6N5wMoyOTNTP/RtyP1idxwUMJCqtjY27P2BouOhKDkGyQJoK2LNU1NTnkiOpoEWxkU1wNeROzL+N/j74TA9rwB1vHp1mW7fyue0hbjA2A+0e6qmd/UbJEIXwFW/UvR9kdDQpIYhm9SW8KP/UJmjoaFR2W5k8eesqlArfCOmxPAmI76cbK397mrVT9MchkOV1/u6qqCgoK3tCdiWE7avI7qQraITExNNEwkRij3Uk905QvnmWn7PVoZxX/z5U/3XQwJdWx/CyOjaqFENc8jHe8k340r4u/6eJfo5CoqK237JaWnPWfn3sUlJjkFMf8+Ua2trb7CcAEsFjDnQ4JAJcJrLtJfmg7MmdOEwXjdsbAZIG1Y626T8LhYgZ5WV3r0jlibajYiNlYbBfsvHBk/D+Ac5u78lgTcSoMqGqE04BrTUN32QDEChnbG1IQJwIyQkZEzvjkeQoJ3/kpCA5Wa/80Pr7xPOEvBWf4ATddxF157768kI+3t7rh8ccV02aXJPfGJemo+Ej34FKtRs+HOIXPLv8pISZETE9tegfipiWfhpzTu4U02B+QaZQTaRqWSiMr5SYxoVEgLnu7hM8AwLmwbX3t4+5PhDKQ26lhMgBy0AT0Kv0+77i3JynvG3e27bG0+kAQUmFYUfUcsUCHlSw8NLaT/r2Yqeik1n0v9m6R+S5S12Hh4eISGhQ7zZive/jzqZkribtW4mgI6fvuEM0SLWKPxlrkY28cj18mUXSw05rl5IWwUayStYBIQPH8RsJCW7x/NlBK5oYFyKOduBO6q+PKog6v3F2LYq6+7OKy13xnCUKx49xf8l8dEdpXHx+98uWWp2j2u284qTxjPQ0ro81iAF04VSvd49+sIH/xp4I2KkG3xrTaR/zI1ARxMDyKfyY31mO7XV2yutr79aVcXeaSME+8/leXJyEfn5m5B7XoUge4FOT79gYzuOr1+Ymbm8Od9xgfL6h1C0yDDui32uewqnhkrMJeuWMDdTrhNHyieOVY7wz4VxQP+kCXo4iYr6p9rY2sZERHRQzJWol3Y/Nzs525a3aSD0/99GrKSkBOSzqaaCodN4npRFalragJ/gN5t5zjSZW4R/OkL2kISEhOtYaVvbF6HkkMVNXoD/2PSaMSsDNFDR0NRXLKvs/2E5h6mPKJhbXxCSkwNd4DZub2NzD1oxbvb/YV5MX79NwlOyISREysqKCVZFVTVwxOvqKPdFq06Y3GNRyep/AeBBFSJbgYKEg4Pr6elBwWeBpMdHQk6T/o908goKCiBpT3TATzLG45HOP30cYOr5uTlGF3GimvQMXn7+kvtH9+ygf86hMTP/nlQS6ZmJGADu4ALymCzxAIHPnz8DITqSKSDzWeX8HxNdDIBtQADxeDZ9LnYTAIT8+MHna2ZuXvjly9zi4oer67ZWlH9kCKKx8WZnp3jISGgoPGi4K7nnys4/rgFgqOjprdy8qQUoX2Pv/J9Q/f/RvYUfmJ3BxPxn9gzQsCL4gqzzaJYQ+DwiKuoXbBk3t8vP3NbE+oWAdcrLyxP2rNey+2dnNXNrf/zQFmT/7hfkR+3n5xcyAlVzWETe5HaoCpm7QrdeM5DLdfa3EYjFZ9+lxJKxszsKx6JB1e8bHGR68WI4/m++7kkDCQnp35Nm+82HhEHdPT0Jf82pAXQugkx/vdfRaRqyjYuJoRs4Zx2fmPhrag1BmtTMzIy7Ug0I/4kJ1a4Lbofr9cPD8rH5sTF/GPZI3mNcUg+jur/mz8hksnx9fZEz5y6/fqWHOD1eaBrFv5rMS/+F2PGEL/ZRErgWfyGx+/NREYy50Ru/271CKK9AXkbG8H1nXyff+1OZ1pLIm+P10hLIoP/LzrH1mf7vScn/0/nMsaEeIMy3fbBrzMshW2ZJS39KTna9uW36cDy4AGwdYDYMcsF4PzHQu8eHOyCcGH7/cNn7eIYKBmEwOyfAhoiIyAIyu7TeFWax1OanL6hKai2DOs8MuaeQhIQ53cbeHjJ/YGb29ezZawsQ/wwREZGnvclC+5afu7sW1XycVZo01NRJoz3/kJVFFb/pBIWEHugEBQUlD/ldduMrKiowZWxty2trz281CYmJfc8GGGrEP6enC1hNFQHNFRKS3227ULcHsMhCQm59fT0ThuvVq8EFzL7d8XwJcfHuLSAAcAXzCgpCXkexb/bFtfncvfKMd7s8mA+/mDfP5uPl7df74bAuDtpXJClYAqNzup2iHxkMAcMXL4ymp7G5ubkxM+a4cM/R5XByiooQhT4cLe3Fb4W3rbj+nhl4q6Wldd1DoN//u1iCM0nLzMdHyKz4U35u7jrg/wQ/akNl5fj8/HxIPTJ7Vui3xT5En81tp9MtlrLEQiH+T78Biuzt7RW9h1zr2ukMQaFm2K86GPAsqitaZ2zew3aH3GiWLeLH6hv1LjKSSecXkAcjQMcdLfGRruf7t12teKVOzcxIz0vCCHs+PVzFPYlcjgh+LbF+uKPlufkmZ++Zjv69hUNjcaWkR1tFuURDqhwGHTVSC9MdjymImjHwZyLmOfHZWVQKf85GcLh/JCMvM686LT4CbrzY27fxYkli4+e+tdkNNcdQLKr7zkW/7xDmvTK/zT5W+PCOmgt5HVLxaefHQxe9VlIqdIiUjTJDwkf81dvbO6ebH+zYIB4O3191BVocqAtgktdh7dkrDKCL1oGhe/4LeHEXoEVAed9dHfe92XN9Y7H68ycLM7P1z1SOOfybcGmPQ5bldD7rGRZ5eXnvSDfIbh2DhEREHX4AG77IJQLmkJzNyMgQfrp3fif9EQ8f/6vKiiv6JxVDU9NtJZGH4FfjCSr50sXHz8iEPC/ujtvYVuLfQCuseh0L2dC9rmoCrrHt12LS2ppbBw0Suh2B4ISiQ/zujWX4PiF7HJnAK0rK9uHhcr+nR8hDRMPCEKbFJPGCbFF7yEhJu3/NVuqDUWnV6vkeLWkMeVKeRlm7PpAcZRtsGlA00dUcRfinOBdEHEbBYPzd0ASBuZkkYog33R3LlWStau/r65ufJ/JAI4b6AsAbWDosaWgYmACMKaBnqDa2trepbKFq4dFJEWds5qqgTE7//JGiuiTHxZ2quQMQj3hg9A2kYxKU9ZsMXqgdRrGzQONA2wAYoFEopFZ972xNTEwcHE6AvE34g6k/FkUvtUbTcpqhMc5NOkD00gxzWbZ9GLhCfz6WwoKCjlBpPgkLC4vw5XV5yz9DH/8RD8pYwFfPMH3uLqW0gGbocCDoWgsOhkVd4OgkwDCSopUsqtPgMh1MGkhkiJKua4dS0QgcF+6k9N1zaUWRC5bmEwuGRQjyUCHKRidkfwbjyqKjrc3NxZVDj/rd+4q5ORfzJrABi9zYNzWsQK/Fc5wWpSb1yxdaB7TnMBovOTlBYYcZWBsait2J31eWl08zUt2GUj/rnJrCbSHksSPtFGg3NDcPQ2aUOenrBCUxRvaFkPHppAsDa39zYyMeM9f0AAXBdrXVh3qPkiri2WY3LjxioK1SJn9BBYw9JXoBCSUZUw7NCZKDwQcEDHKbP8yJ/+g6MAGUTtQ2Riax25GRyMhrtF/gzUezCrZtF+sNU99XMPLwEDz15r2Td6BsQCPm2n1ivAU+p95mfmNrKzhJLD+jN5vPmf4jouuD9HZupVYqj32WdETRBa7pH5fLWvNR6VjSCHgAM1KB/gkeQDRoaxOJs3YgTo+lAFlObREWFjY7O5sfa3EDUmu56UOhmvqzDm+p8DkDaodXlhO0tHD9amsa+f4wHjELDJz5wPhE5Ec+q5jG+lb1Yk1+qC+WDOaz/UpzccVYrbnShVRZIOWurIbGp5mOqY+wCN9RyOUcHJrWEuwCJfIVzoDwDiDjirMxMwtVeVCTIpwDvjKjxNAFzUFQJfiL6LK4vMNaVC9GxtdUyEQAEFCEOdFrAKlwP8mFHwIbH15NuJ+PDs2rgaWC1UvAqou4SzmZ+1lWIt4xpwPo6Yjlm5ub8X7SF8/ktE4uL8kF3auamgSWQoOD/bX7if0x5nJamhoaLMgC1Es1YsiF3pUBWsI0rWsPIKNqUtkRY9as+IKjWI58967ehgjVmA8QFC+v1sPz2MsilXx0CuFoWtmHiyHga0rnl1WxSZdY3Wk7Og4DZfhRYn/+/Akw48ePH1R6UNThMYRzNF+pPuVlcMaC4b7Yn0aBcWKWImQwNtHT1VV4UQeLELpt0aeekJtLFUjrIJqiSdUchJhHz3jym5lK8ZlulT98gnWGsM9Cd7dk9MR4P1AVmE+Fiun0nLE5OTl4zBpfCgoUswTTfvGOUYpbZwv7YO5gGZzqwOgqvzHPPjs/nz6/xhRlNx3EzUFOft4BeTRviJ1/ECOMxl9bkGUfgmJlUEh91lz/2ZPlXR2i7xiLoPX7OdQczCyH8InJSSkPFZUEWBmd/ynPT+/byEllmTF9OapkFHoRb7YGEgmLvDw9Wd834kIRqbzNz5DKHar4jJecnEw1Ecg7BQaxu7c3loTHLoTaALK0wTZg84+4RYG8OfcgLl8NFS0bYjmuU+7YmDIljB0CGrGk8xVhNQkJSZAjFhYWYlU/NwCj3e3t6e/2+rSILnavW6L6+2WTaITk3rzxPW65UlVVBVabsT3gJ9xdz2lHgtggJiHh7u/fUeo24qVzlcAA8i7uo7HxnllAedG6F8M5AMMHHWsRaSdFlfvh7K363/sFT4oohph6gk9AEIYZQ7txtNwESgIexSJ8BfIIVqzSHit5hzKd7yMrK8La490ROOOc4kLL0rlw6N3rP2wtALv7o/NKMQxXIRMa6sDABFH4XkNdmo1kILGPe7yMXrSkv+2NIenPgoaGZtVtEE0R74Dc6BEPRWXd3kah6BH/JpMf7kK3xXMamKf8pVfhBzl1dbgvrPUUY3m4uceFaGQ7xqBbuw27Qg8Xvlm3+0NpkYGEBuyQGWf13F2nWNZHkQ0JFhZB5GYLpxHnS2Oj58BHul1utxg7bBOd5H/UHmT9KmHepp/q0v+LtL8Miqvr+gdh3CG4u7u7uztBgluCB3d3d3f3YAkW3CVAcAnB3d31Pf3cNfVc1/1WTc38pz9QFHSfc3rvtX6ybbmBpuN9QEdOcx4NiT5tDUbr6hU2vbz4NCyjE1pSUlOHpaElTy8Dzw0ayFIrKIaRMTMz8yXoqwUQpCEAN5oRDNEhOyMDFxs7TBWJ+eRvi4piOmlxIR+KuXQ2jz2MAOo72lIlDtxbHxmrmBWmE8MOmqurq+XKr1/yOm0AwT3dHnMhaA2EwAmqahwgTlxh6IBLioKPxi1oalLy/mm2I0A5t8j3LXOFDZfOfFqcnVWQl5+hdY8oKSsrih/hBY1EwMLCoiopslZS/U/u/U8almRvkJJJb1ZXfvsmaU6dLCukqKSEpoaBji6pKhUjlSApF08sNCdxkLYBOt3n/l5mXBJRo1zZ92IDHIEtakhUiINDwxdFhJx8a587hBFyNJRXs+nLRNYHkZeL8UwO/N2jMiAAT6BVEVFQpAXBY+AcABXfZ/RAFpfwa2zMBPILPT09GKKH9+UWdGsA+hFjKa54fVZSUlJeHgqBKAxrCIz37VFof8SAjJERSWAnYIF1TmfLP7z5XU/wuGwyw0+YntPi3JsGDMrSYjPpQtH3Qq5ewC2QDhb88acU2EBzC49DZQkADW42v3yn5G01uJANCv4LHe+CR2jcCwQs2vcLaDJl6xRHriCOBDZAwVymAkp1dGBgB2TtZA07H1MZtAF4mqOqCAjkJOfTzeCwQFmd1TYwiFWECnSfr9IsAgk9p2VUp6jdsXQR7zskcGz4aQBzoBAByg/EDD77PTY2BvmAOn/4tbenR9ScDY7lyMaIAB+/3ijrD6zYFFcGWj55hhlDE/C81dp10l0SLHZQMg5Iiea9WGlWYi+DMkvaJiZk1uRz24uxnR5eXtZCwdB2QA7jkpBBYyTj9xR5rMmKiYFzq4lAfdP8T8j+T/QesvMu133/zt7WoMwEdRcTE6Ns1a1JhgWx3Ihwf76ust/F+YuPpI0r2EA22u+eLtRf9R+Y3IaEYg6LQa2omt4KJIa3t42mxNbG7q7Ufu7MzAw5Ofl3LIMuHz5ubq2VE+oQMk6hSQSr0CdHRXV/yX8De1sbv4rKZH/4BwrySE8HRMTorS1TWziQbSvoS2cxujuat7k/W9WJi44mYDeP8DA8A6KGFeiF28+lsbGxT09Pz3en7f7vwtgDRAfq/35C+DgcFkNeAQEAwPnp6Y+A7oKmOKNj5+Jq+vHjeLZcBRBKX75QV5G9UQRniPiDMieeRKTLbBjF5+Ymtai4uFw5twoGFr+wOj7hq6VQq8RR/H8i4z9BwtMbSGm61uGZmJhYoWpgkJuVdbSzY25nByrvKVpSX38BxA4+FcOneuPA0tLdRSP/2B0IVyBqpWNwN+/kUVBQdPmgc0/Evb573R45bg+daoV8o2RkjNlbL+Wn/h/d8h8YXYUKl/b8bSIq2jNfrX0YBsGP8dneXgWHDhmXVVQwrrKry1Dw2GwoBg8Q6mNGo4uLPDQ0MqjgdDHt7d4ODqy/Go7FgmEe6YGkLC/HkXfV+Xf7bG1t0WmUgWEDTM/Kw+N/c4AWMbWyEoO0Bcg1sMDIyMhWuDtADt60tQ0MDMBjUAdw4RiNTk6qGBnlE4NFaJawmuJoampulRJTelX9/DhM+S/EkJWTc3R1zeV1JFePNGh3I3MvIPij+n53+jfr3U8XMyRrLI3p+XE/HxkZ2Uzze1OTFGfx8/JQHNHx6Wns71otQDd/NjYm1crNzU0cnCLoL+Un/VerwIYYCzvtjACZFRYevt7hObu8jG81cvLnx4/v3+UVFCbGx0GVIBkhzRt+/Hh+Oq4DnSWxtGRpa9shTYWIiOiYfgM4yoCk27qQocRmY+cTiOoHy7/NdjdTHypR/qubCcHJiD6BvdFo1+p/+vQpkjceHSRc5379qjLq9nORSw0PB50V1YnyDNhoEv8XRwAM3x4n/d2OF06N3p8WYUl8RCfdrelkZIZP/7Z0/+i+V07/B3n8DuofHBxcXxehogKdXAHI89JKB2/v56QkdEZCXocAw4sStTwo5ckaCKMhID6Ne8B4eFrYzIYKUPHCn+wkxS2xI2OkM53jIyIekvkflOX+/ez+gzc3Lh5/G61AhQi0tLAN8D7b2OipqRWqGW5KTtoULXIXEvo7OzmRU1AAKfcAKBcgIUlISFChTissJDh/UdQHBQUNHEO02P4p8pNP/e8+Fn0cjMYBjPHlfMUYIKCaXQ7Vd+BIpbr9XgGZhHadKODzfNqi4+DmJu1+MB2Kv0vtaM7Q6X2v1S1FzscHmHad47TYhwcPbe1FiXAUVzecdbJ/whM1b61hpy4ApLZByorwr0Avtrufx8XGrra5HtcatIP2eY1DVPeAB/lXL84atrvFrgXJcJwUxCxUj8oBXHm2UJMdJ5hczyD/rza5xG/yGmRMQmxLf+ESV/nx40eTsl4kd3VVFZCwsEiVYyxGXStHAu1/KVhrgeyqRh1vc9gUH8YP0fX9jm37fsYxaVTc0SHYVq6uYHxAsCrP8r8NMtfUA96ylRuwlepjLAZovB8/nMfS/zTJyMoBxPNRVXXqigIAOEAFuxRMBMN+qNX/mWRoNT03B5XsAoGMC7TY325/f9jlgUXKWtTiuNlXupavq0cO62I5zU9xgmexEEH/GzZqOBAyUlKhsbFKnz9TSfdpAYYgLc0Zs7S83CalJzSu8TbttBnqIEDypiPx6uoKaPK29vZolUTHh+fnWci/f1lKmCxD1tK19fUF/d98MkKcoyYzMzNra2u3uOR0v/z69UvX7hqI5ubm5htUj0ZF3/uLi4IfDnD6D8QCU/eAOGkbEuU1AkR8J2VnWxt+3qFByGnivx5u+Gi+2mpkdWqK1ffJxWud5zPhR/CGxpqev2lgFM7OzrrC7mc5QGoDENMGAbMGDg5uP7cH3HB1ZYXzF8FTGouR3/YQcgYjI+PN1VVRBxh4966eeAHQ+1VG7LVaHh68OcZkFBRmALlycXFZXgOKWVhY+GaN9ubVXWXBqrKqCgFsxqm2vJwmb/f757G0DQA0mqn/0VGaPaBlGm+vzxQUBfOAjZ6KxG/CZtRxeH265blS/fixxI/lEWCIeXviRVqWZKBnbN6Nif+gKgJ8Y50SHYWmPCgD2KFSb2kgO9DR0XWf7BEJl7xlZWV9fDqkD3lXT2XFr8TPqcTW12886cD+AGk1aG1lRVeUD7SyxzR8QiOQKCUGp1ZK/xuZFdUBFBwcAIxlJUWfnNjG9CAiILDCDX+vCEbrAjJMJ85O4mi6CwhXXGOblKnYzor76ILTszNm08PzI0BtcnNzu1AjdNOZS299mytTyj5YRxqFuJi72g0GqDyfx95wjHsyTwhRdIoR3nQOgL6Kjtras+fz7nKGXtS13JycZaukEBcJob8oAVsJMDAwVSwKQ35/H58M/hd0i2sh4r59Y7xcowIU4sA7YPFMwN6nZUimbSE+6ujQQrD0WUkSoE+aLdJOq/vKqSs4iCqkMRZuRAa8tyJzcXOr7y4v60KZ/6JGDb/01zQwUNoFbkMOLkbUltzw8+cnTqfrPaWUaE2HwFobfs+rnSKp6Lk0MFDwgrBOuLOMXkTEaEf+oZEp/yh6wAH3+urK8nEkkeLt7W1pqr8/eC9G9uvXr0Eaden/isNwuDxZHqA5pJ0XHs46OjsP2XWhDNtCO17FLz6uEy9h88YRC1WpUX/aaywEFVb6DAZRrVvejPoXFgnX+OtXZfcsMNgKiY1Wv9c2S6hDkMwdqMrNJfrMUK6SX9aCjQAYBtQaPAKCaE9kUtEcZwU5OasxmgNS/IaWlnKbITBeBgYG06gCSrmgYqF/uCI0XlQg7R73tUQgVAGPUqrGrIhlIsLBwVGAbLdUL2aLOKXf7qb0rUt42+PtxVODAP3Db2t4FLDfU1MOANMXSSKjMEZLy8vLo/bMT6j7ug4FzoFRNwicQMBOTU7Gn/WJXuD8wRa2GytfzoiNRVaKlpSSOl35mYwAmoQ3iOAfuZqrrvtntmqDD4ci4qAOHKS1cdksVLDAQqhafsxJTqaQ3sMdHW4hc6XU7/BoeBL0V3Dg5ORsbW/HyFimoMThsPiNWQ3Qv0aZYmGytqV8Dl0Wl43WGIMBoGb1crd5/d86DgRGTK2t6YV1Wx3IJrrNLSzaW1sbZynh/0BNnCtmccL/CW8qWuv0jicSwEYEtFqIiSgG3FcVm3+IFANoQlyp8NDQaTwyyd/dr6f2Hw11daPE2HOrW378aPe83iPw7Nk70ll18gLVXsCdjw7Zcg+9ONvddT2codKVYlVRUCjevT1enB0T83s+5QGkZlqLE5jeFlGrtck5GRnZ3xb7RVq6JC8nkg3SisLzmrXhe3wsHBwBXl7LFDm3EqbPnz+T4uBD6QFmLTyOkpKSVMzGYp3qf11CGwIv6QBVWzyk2QZoWzQ9PcK2p4/jjbgO0iGo2HjgM++AvpuGBqhCTJlybtQXqcaVNleb5/PPpGTQBT+sZe3A4oqKioDMaIx006ozrFELezqCtyQLkDg2NS6MiIDzEn4BBBh4IuwH4oLemBikNpHEp7eye8cAfSHvO0U5OTQq2YiAJOD3qXkbR0fHwsLCU9t/ggpiYDEA0IdgE5H5fM5fHi42AaaQhT34XvquOXdUXGFIAQYBnrnFB9EVGjq41GA2zdiJUF9WNgSIKbKn2OUBndXV1VdAVIEGocJ6IBikkmlUhP1eeJPQpkrmZYx7FfXcKzXWrXQpGRhsALduiVqJPNG8rTBwfq/0XKv29VKvw4ONqCcsDIaGhgYDIxk0c7DWgVfTqfavNkTl5ZR3Qa8LmqdNTMNGQEDQNzAQuNOvJOD5Spq0v7sLOhhZ/QOnwmLv16V6Mn7+Nkg7YiGvueHh8IOpF3n8XZOYrq6umjKC7up32qLPDycpXTYpNzIrWnTLks+yZ415Vu9e/1AVrkwOoqZPokxIc9fX1wInUI/QQq3FQs/W5cwA7189niopKRF542/avLxcds1C1i3/qFv8hx6sGAuUkOf5hzWm7CWbp/vHQGvSRsIR5j9uJ+cg6xr1D1tJyVvCL/WPAI/ZGBkdtTq+1FA3UAY0y96TjKm2ra3tMPPfN0TL/jBke5c/d0ZyW59QzwtYVUtwyrt8sTAxD46P/763rKyugjaLs8zPczrtyEJCQtaIIymgEPEPbO3bWQ9EoAGfnqWX5BXyuCCNzm+ho6Ao1nrOS0sbAv6N4Esi7NOqtSkw4w7owttZ0/UyJ2fniYmJupcWAHKtra1rZV25oKGgGA3aPlbXl5SUFBUFDU7+TcnPzy8vL9cysbI6BDwb30mHJmjv+p/vn3VDz2XXfX18AOqu1XyIu1n9+zebYXZ8dBSN5ST56CgqNtbgxxdkoEFMDm5/55WBim9cyQPt9bSbbrT2Z9YFtB6yVVlzdPSyO2lnhxd44+ioI6g9tTXl/m8bEJ1QPZf8H9YgFxpWaLNDKFTdP2xgbGp++KW0SOtY4V+qMis7m4KCQiVfuMZvcxowJP4vl8Np9vrzjrlC3guzsz/KysL+yrZ/1NfPSU0FcKQUkA98UYBcAYCN61c0DuA7/3oNF/3X4GsHMuj884cWKOEKSkFBwmr7MYPyQ4CgfJ9uPGfTC53p+Pg8p4ukpKVBwzi1dXWwZYCaR3HbKE5IQL18u0n752D9JwfLFHcHC3PzjMxMLAagQ/omMRAfHx8By2RzO6/ATxsASZb+dzDbClDCQNY3xrhYna91WvzOAS0FCkMmgBpu+qdOD96gpaND23YGdL1kfT4mMj4nHIUJo46eHvAEfsA17RftYbHw8QHaNfeqazk7nilVAPpnUCwPoN6BSAxAr8nE4u9ubBh//gwdBNoFu7DQPI/8jwx2QSVcrDVwdnT89N0cPg2tFwERsZKwW4kN6Yy+qrqag42NjZNT0OUAtSXdDf4RTZbHaqaEz3lPUlIyh9cRYg5UTd4XdDrTt2/ftHj+OYkj5iAKOuvPxQXgQztFxRjamLg4gC9adGqqqp5mmd5MAF3h5eFBWvF1uVEuxIhoEYAn0BDWpWDgT+f9qPg0Jj2YlMa2f4/VQVbV1CDDwV1cXwM+EBEevnc9EoMmKysrjBZwoafr3f5iYr1/OVfAT5ebxkZG4BCxsbENdm01AT2fl7fW6rhNq4DPZY3phCpqcns0LxGGBJp2rNb7p29h5GVnZxcNz8nJqYkyNTMD0srAwCA5Kam+zXn/N4DVgM3bt8P30+Di5ARcajaxcE5GBtydo4B1+gbGp6GhWILb21uTtdlZ56O5SsDbg7cGgooiN/3X99h+ebwW8rpRfcdVkJfX19c37PLJTE+/b0Z6U7MDQNbMVZeZhQVgSQYmpt2mm/YiAV6Hne3tbUDDRDF//PgxAA4eHh647OCl/XFI9r+uTCEktNrTI7pSEmOMhY4exBsWGhERQSET1yGVTTQHeFghQUEQmao5vT65ysjIpHC0PRkAdm53b48cPaqlccOS5dP3kq4u0CHJdX9U/2W+wP8sLUUcnoO2rvxtiU/7QMRvDlhyi8m8FpOGYnG/wMufWfglgKe8P5zdH8/kYKxdLgaoD5AdYOAAHQxYm5hsXu2OTRPtyN/d3dGKDS0e2dH9a0wDxRz7y5cvTU1NOj3dpV1dwrzouLgH5+fnu7uhiS/DJP4d/u9vLbatQuJpjdbz9IDx1NqHuKjMzydp297YmFpZebk7bdLY3NxUU1OTPQMQ9jAv6/v374GQsDBQUDqfPvX6jCn9c5AQmzAuLg7ortTU1O3heBWAPOTlo+Ljh42qUDEwflhOF7VY3iGH2B483R7XVToAnmNnx9zAz5iCMC0lZcNymyUVzFkmjrBXO2Btd3+/ZUXyX41VqMYsN0Mb329nw91cWXk46bSA92t83OdqJ1LLxMxsG4ginZeXP/8GDher09X2xcXFltpa5eIVQWZqG2JBD9BchcFvLn7Gf+AkfJyytpJSbHv7c6VGeb0PoL719PQYGKoHBiRjnfr2ewIh4eoNdr/03Cn845mCimdTExM3ATwPXVnRB9TUzIz6BTk9Pb2wcB79hsZqzp93in+R4YE+wN7sdHR0tLQHQLcCan1rqa21FZeAYNZJRweX9ApHwORfbDr9E0jPpuZmv7uTT4DBzcvL87j+6Oh4CTSg1c/KSnhXegaGR1u3rn8xAr82WHhpaan0T9evJ0sN2rX6o79/S/Nof9MprA3jJ0VMHhb5N2PkMgSY/c7h0xmZnGxpaoqNiNBpdTBRVlZWV58Bgg6gxgo1ZYvCOKhhI+n/63Pfj7speQFeHJ+Y4PqV2uLl5QVH93Ftbi4ECurdqhGISzHUxzHZfzWVs6a2drgyoJA1tbT8bqZl/jbbYZCcAvg1kcWl43FzkBgcDPl29efE519ywaVtZmYGAK4ytbc60JHjLT0i3nfj4+MxbxM+Pj5JycmZBm7N//72BjLxxAbfzeWcna9zBdylY/Fdd0YSve/Pcvldfy0tZRC/7hwdIbQ6/D0x/6874RMQAKZA/tzAF4gpwGSmpmJ56erpRSe1tvIO6MhLvMn/qzMfOEJe+gBely1cCIb9oKik9Inx9c+/35HsAljoNKvB6/1JAFw//Ts8/99qo/+mdniUSuV/GBc0Cl4nJydCIqJPbkzzh8uNVrMCzxTL9SaQi/ERBscLNRJIm8CHkNIGZvfXuEzqMbGwBr8fA4b9vOv59143gFZuZyt8BJW11IAyIpMIs8TaMgKwMhYkcwoLN6cKJZoQApMgYVHqHzyz8YV9HtpX3P9HZBlzcnGlAu+aqzfpZzU0BQctTAI08vW7npSUFECpv9OPrBHg4T91+fzU2uz0vq+qqtJ56VCChoau0WkQr74gOvQ2Ni5oaWkB6a/7gICAVAZta6wuCt/76+vtX807lVXdSdxfV2Qn33xhm/xevWobcw26X67GBLyzmKmpqfn5s4C2Wqg1YKAZLn1r/f8iloq7YUBVAteWlirUDBsXgWgOTWcxatbF2AUgrebrX7ZCsWWzsSuUFtCc5N7eF1d4t8A+LYaWm/hfutnuRS3N/1AZc1Q9gayW9vb+l1tSup3O+3FPGiG98BjUtn++Q4PPjozQcnBoFPuUJyYmhn8gcXNwkJWVRU3Nzc2dT3cS8n2aW1ryACSE3Sm+yWN90fFiXXRfWFjYD4tJrY8fp5z+sxtkLp/50/cdAJhOD7MO0NwotQz09SEgIIAYkDTR1V3+9ukHaLOqk56LJ4Czplh6vv854djmk/Pj1e7cLCC7tuoJ/UpdjxdCQ0OtNLsct6Xd3Li5lo78mv49qglIESlT0yIdaF4YFEIAqhSqQQc11RsHPmAGeu2NZ+rQ0tNnifgLk5soKSEHPQISCbBJ3rdHUvZg4bX6P4M2MrOzCTAxPxoaxiVVVdFDmcc6bXOYcknJNqIW0LKyslJSDhigvYApVmvVtDlsQlQB/lQFav/5/pxCK7qrQPz97TU6OnpeCABCKQ1LDP/+/n7Ij0GaUP63YwI9iD4sAPZ8IBZElQHbyeKxz1sI5AcEvl/z/mS+THwFJQUF5FIfxCk0EWYqEyNjR0cH56928ZvbW+0O9DgaLUeHOab3h+34JUJEIINhUvRes+b+a5VIpKyyMrGI30uekDfnr584A4pTUGMjAm2ux81up7qMi/PzZAcTeULtAOSIvN4kV1ZagebHIX19fdHy6W7BuEQRGEEO9+nmEFBu0l5B0I3BD5FiXEGC+CSsxqLy8gjCUhNj6SzDDFFxcXn8rlUOmrq6CH4A+QH+NMw4pFAAH6CKi7s76RwZm+7Xu+zcXKItPoSGxywuG9CAfhYQmO3u59LZI+5TdYAtedAOylcRfjQHUOeIIsDjDGCmuGD5jxA3AfFLRPziVJWVlc3NzRUXt4tGzw8PpFfbswBCFskAOmzQcIqCvxc6apPiI4wSYL2Rk3X8LuTBqEZC1yI7t3uChF16ponUlKlq/j16LBYVHf38vP4e5xG9C2hYUhhTnbipFs/rL1UBvG73Z6sg01pEvkBGbKpq8OnT48F0MaCbWaGnbW8OpmlldoHYJ9eFoPXz89MZZFkdHISeiMPjKPv2DckkuaIQ+0EKBa1ILDkqCsHb2/tbHiCO+SKk+S5DCWEL53t6wDYyyg9AZxGUV8BzBODfVX/F+IMgfQX4GCyq+kabRWZXazCOdd97oruIXSIBN9JsUZkLlqgT+Ha9n05UmpB4Jh/G+wL76MU7k5MxWKG03c9WwOeAnlbkcpyqNwH8g5KiIsBuwOWEbJfqqeqgxKfFsMU5WTk4JAQHINrC/NFxwbIC1ZpUmv49S4pPZUoh0BMEuCLpTETV/BJ0kDwuIiHPBtgklRTfDEtkH41CWnWoUE0d3uUOtMsMOxIs7BWwri3NzQu0P/vTjfwej+u6TfF246KMP/RiIwZAJGXFxCBlkfB5XlG6lXMHLJ1tbIiOATYCdLy1UjlqtRS06odRFHVcV2gd9fzU5S5fAX4IUTBnXSVAv5NU4r3s7O4WVhphqXE3Om4P9QbDzkoiwe/R6YnxB38zP2Tw9PL6+rdZSfGSggc8+6JYVBSQt7iclqitkJCA7HuwV6NQYfqXo5TR0tICEKbBbJg1Z63dnaUPJ+gUQETQToC4Xh9lZZR5SdpsLhts8a3L7WFwRHpJXceDKTJGRsOOB0Ck6wBQx8rOLn4RHxcnvSMZIFUWgBlWxJbBbjaEZM6gI33kKIYmvvtwuV2n/1NdVRVsRb/NJfL3X8tAyKnDtU6BXS58qg/iEVoq6TbwMICdsNoiyBXXKupiRrRC0S1uFCdVKVYcRhWSWxoYHrb4lUK3/zs3OPPhAVQEafvv+O/fdxcXU7TxTNCFczj6ZBg/PS7J49YAXzpdrFcXAnn7uJ+fL+SN7QpYtv6+PskqCKtEfDrD6tx/q8oeLOk+XEGKEFPwbTtGM/Bp9MuL6roudAttVHH/h03YEAGkvMGMlfX1fHpePj5wcHwqNFGTbr/XC1fQStKTi9tbqZSyGEgyL8AA6xKXKWXfDeIYwYmnpqWpkxfAwG6JQFCLycPhhQCw92RKwwSuDvd7CbsyCts0AUFtLYRR9LXHWtIjUCo2aCwgAIwwzb7rEWZgoLeXnRu82xKGkHDaKyGus1Mo7kOcyXqXryPU2znDpkcQikvs2aTIu+3XryjaDFibqLeHsxa7DCYsI2M9l2lC//5+HYYRgUeRy4ez5RQv5KrRmSsXFxcm/WETuQKgChYuVExJiLafLS0jevnECa/gfKI6zGZK5OCaaefwdWmoqMCpcHcojOPwuaqARA62Q1gFC8/O1gNsMwB3V9Axp2yq3V639KYCWX1G38ilnkDbaoA0tp5wjBhyXJq+AjCiSRiCd28yP14R/LnN/TyP1h9Qh/zbAQlQ4Oas9QBhDQwMABkdECPgfibJtSQ6jrP+DRCPCdM/LFTatJCX+i4f/etCkD5v9oV+xNjT0NC470B/CabYHootFl+S/kXtxND0b9MCWL/3v2EXnzMzMjjp+lrxu/+A5kJsTQOEPC42mmwWySMeHx9Ly8sBN0yilvIVTEw5kDWaFI+AgAANLbBCwXlC1hBVu1wxEyIuopOCSFTJw8HdXQZJhgI0tFFRUcAPBvuLbU9moBXAWdCqnqDSUirpK1KcsAMdKevgod5irTpJoK1AZx/CXGwF6ZFdwH1hZGRMEFbFDoiINYSFgakiEj+AgxC+igaUqAvJV2QkJDDoE3yYMCQ8cnaUG5yN4PygIIhvKCTCLyTvD8OwJD4Xb8/noGN33q9F3ou7XOSZzNlAJ1VZaxgYvD7Za/wDwy16GwAPqGQHR+EzcCQtBaCKMazfTxMTE0gYpIvLSzH3BLrW1lZVga2PmkBmm3I5qBoaEuPhRbZGlUCqZf0WJiMZ/fWriKDWxsYmETEHoDDAaRFVA6FrZR53It34QQ0/qCYnN7ch4CGmG7Ciuvt1c78mJz8gI0PzghWkuXsWCwAE7iINGtzr7e094HpTAM1qUsBA9GVI/7ynpKWNyAngAgCnoP/xeh/tVE1dXT1oTtQ3mVe9CrDr02xs7OwQjGBEhHJzRg2mUgrJABND+4MqlgEW7sHWcz5T918rLFB8vNqQyQqUcvk1V9jCaaMS3ayt6WegYlpmZ2ZQr6dZQtwllVVUVLII3V1cOtzPiTOC0mysrVGR1OAiIo7TUSsOm9GQNqazpDPnCvBQZwBd38DE/dPrtio7O1v6Z6E3gDZg2M2D/mjSV3JycoBaVpSTw+O2Xeryfd6A3TRYZeEMUkFrQAtPrEEi4p9bX3/f6A0+4gc8Ub7vHd6qGw4xcdw6tVduTk7MAfILuKIlBh/ilsgbhN1knhAk+0GYFy/O4nGtblNVfT0q4gAiKYzrFJ3PNofF7xKFn1OYXdCUjC4mAajf6TMwf+zwJi1563Fs48OjwMe5q6ATMrb7CfFelH6zlDDujUCjOJCnHLgANMRM5wz+Z2ncy9gvDFNcJbgR4y4ivKa8QdzCRVAhHw0MgAwwZpGynAV8sK8Ymuk3wFcuY616f7W3V0nexr0wa40b+aAt62Yp9lKaKOj3qah7CZFbptDrJk41fuGAHazBPaPEkgUF+grF9SkhPV3mD6o6wa3Up57dArHgChlQ1Qy6Z9GPw6BjChG/FglSUkqu0jlYA+JgZHsudoPUZvU7+BcT5xq70H8nbN1ijV5LVnb2+Xr3+f6++8uDo5qhmhoaKmpCXp4yW5r0Iab29fW1UYeHGmjyUpe0CpA5KHTjhRLhcYR8TidLbDWwMEVdC7VsYTJFhbeSietYW6wHYNKNtys0JTQPja/xepJ90DQXdbs7AAYeDApL8bK7JDK5bPSAf9uyr7bIAVPNipDZA9jnByCOgYhr+uYGoAtL94t6LC7ZPwwFMwIK+lLhbYVerJNmUpu49zK4RqPyXAJqoMAJ8t8qeMARy7xAlPMvkD45PVxspu2OIB50DSqr+fi8APc16me5Cfqi0/hPV1HaO/2JG/B4CgoKQMKdd6Oz44DRkpGRsbLWQ9oBbmimkR1fTGOOdIuJFQcTM2RjJZBbQkLicJocf7chaivNYUf+6FmgFXTFrfcf7mtqhljahDSgFx+1mLOprRiUGqOsBvmMpOghmlYU3EzJjxRosdIodSg0ycNOpgI4CIXkKQE06G2IRHolcOgS+gqW/Osui/2Yc+0lA+y8Xz7vS9d+P84nQCN6fue+n6kJebfg9KIcHGIxYON8RxLItofjRTyvzBPJpfKUJWLxuQCX2g8v22q/3oU077k1EHl3+rfu04+h63NVzVr9T66mX/LeL8gBSLIOwoC9wE86KOwHLm3zrFok5gYqQAYoEMPfteTpH2QITRTQUAgdQ5ikeFuHIoNbDRS+2y/V9xoSI5BU1DAkJSdPKMgfQtEFeH5qEQuGSbxPLEh9iP4kJW6/4/VWnCDs++QhLOR6NGe1+yuVP9BwyQjR0Pc/j74RQWFL19fLpUy42u6+uIit1/KVC8pxZwRNVnJSpuvt6bikhPJZ6tvDRtXWYHT2Khs+ty2uHCGgv7PZP8vz53d7vDk7RJgBLsliMi+U9CNZaCgiDje7hKauEg/jf98BdQD4/kLvt/TXkTx4gZ2EGtncdthMugO9gJ2GHQj4ZH+Ubd9VqV4adYZv97e5Bog7QM/nGBOreAj/nKs1+GvYwi0MSPfV758VKAHcGU1jyvZkib4ajMY5ztBq3PHWcRhAa8bc7EGTWVIPCbbJ4QVJUx1Pq9PlJiA/mrUhrP42nyZRKQi+E89F4LLad4oTJgR9h6f+OBxH1AT1i6llxXQGVfXHFyU0WExnUhgUIn5KZkBMl3bJLZrqA6idx2YGA7uHiDZpVMhTnzSvGUYRV18KBxvH25dGDooEVFjhnxLhKG6RZHE3YFsVmtVphvCGbS5W81WaTf0naUx6DrdPYUErgc6ShDsCrqZguwfePZrVWpG8Zcq5oC29AO37vT4l/r45/dtiNVvmRZbp1Tgn9//3rY4WaqqbnKFX/AD/cSueIga0oosMqJLKqWnPyjJoWF9cXHyu2fa+j09NeyIWtAzRZtRdF9RcaBlzFP5vL7p9joBTDqRCrWP/T0z95xYb+DRxyrn8f0jySHgdSDfuCpOA/jpWxoTwR4XUffx1LXJDgTiVpQy4Y0ad+oJP61ZATu/AASEMKkHVcGccCzUH5ikmF5El5O32bHaHY+SjxqIl5hYoeUjf/z9PD/mfOK513OL1eXC4PZqfmAR86cK3T7PCm7nua5FtTraEwKXBai9fkEKhNsdYum98II5mSqNlEZpBFw07OpmvTieuW6zWnkQd2M/3N2x1MPlMWELwMq6a+wnxv7Jkuy8UEWAozjpB38tBnDs35ZIPE9k86w1mMmFHIUSAM5GZmFL98/0zyJe7n68B9Mtjs6DI5AbA5++oY7XAhGLp2KfLYRIeu+WP33TY0AmPBj71UgCOa7Vl3U+v3e2UV2HREPq/gzzPnwKODYWQd+Pxb+hfRLaJLC6Fv/Vf4FQlAGKXl4/aZ+HLSEhQbfm6CsTD0docoGWmAAPtLfT3ZgPIfVANkkXetZ/OFrn8rhU/gMfKey+FfxwBkq/4DNd1/j/3Cfy/Ak/wPThiUviZ8bvP2cpPjzfFj61AAOEYemwCdiXQSeewNN0QQdBHhQZCL4EAaNiARloMrC9M/+zzHrRhrL5ag3ZynHhyvOm9msxgTyh7SHYE9wa03n/2GaEjrzn8vz8YLpHW83/yFuk4wj/d/u+gb9Af/qH7S+7+VKEELAohLvARsBlCTktVUKCTSYSFSBECCvPrVIEYrZKAOd8I79PtMQ7wpoCY7SwqpaIzG+6/fZ6GP0rgbUKwGIGcqZNNJA+kMgGE4E+302UdxCH+F1u1qo+VpoNR0AiZWnR0dIUjzlxi69E4LMS0PtuxPHsT2ThRgtoYVAppMcv3AKiHkU/OS37rmszkoMH0rKWWT6FNzMkhRHAMAIAdlrsQiNqLPz8szOzUNi9+DE4Xy4CWMtC+HFXXgY6oB11p0WNdrGDqVgj06QOPp3tWV4f/x68HPNPRJCo1nmzgV1djIEEB/YeshwAbboSVxWP/tmQWf/gAWmGYxWUD2lyIAgSq49Fc5ch1Zli8yNuDDIlvST7QjA8v15MsMgH8rkcZLAfd72/PZ6vtMnaLAe9lZWVDT1B7QFa90CLn+z3RdbKKyMTi3wLvB43GzN6drdr8agG4yu4vNwrpFEi80Psc17QYeh2WAso+M6v76YjhNye7fodHIqQ3xfL7y76IQbvb/C4nFIWGLBXo6EyTeGIhwO+FebHIGFz26rgcTIGr3Wp470mflXo83VjNvjLpNfvc/bHY2wcCmoDLWhLZZQoTVIqTn8aB3cIPEPRuE42h7KVp9t2vWssLDWhAn8ml35+v+y/Vm+R1f9VzcvqOIBODO93ubq8rA5PKypzvcxWJh0O6W45xA5cLhHhPc6Zuk3WmARGLfmvAvIHT8CiAMGeArz7q7nrYitbRknHndz/79gtU7VmP6AthfVtvMKz78cIp4NwPzw2kA9GnRNCPyhl3wkn84DKo8NfaXKsT08QsDiYmw5AJTNFzpC1OnV3gYV+0Qxu5XI8+tt8CgbqkV8X2Xa3lBHNqCdzfxmpyvfIT7JDIN6PuPL7SMNwtLAYtVVk7XjYsdpJ1z32i2VnA0VIL0Zv+Bj2RIhWSBJXNYm3Npx/UYbl5Y7OQYbiQI1WBZdkHYsOWvLmrHYoFFmFOgGTs9LoFHTOSL+y73GKfz2LUBRpJAXxQuucS0DoSgEBj40CCL78EDCdIa2TaPAF5Nadao8uV7VWlXVfL1HHZQt/bGHMZwLPmUezzeLVH89TSsgkwvsEzp6ozIFrGJwFQ6ksCiHeXU7ZEKhoboOHSEkACxgs/0cKGImBVqZciwPJfH5bnr3X7d1f+BNjry+eR+3X/buv5KsVr+VR6tfiXHVBR6857wybX/Vz3ZqvZsL6ZUgUQiIYeJK8ZTNcJXxoDACqAPztJk++Drs786bu5sSanMoe11UwJfFBmfoQSPDFYvoq/Gtqyx9nP/au9iWjlPM89vKelFdj3Kr2Ws7/23XaLMe8smlUpXwiXtzPKfr5E0uRNdZ1O9QLgXN6Mm4tOJW+sEBkZeaARGsKWE3DJ8Urw3IN/CAc7Fyz84/PYl5c8UdyAT1WDiRQyv3P4Zq9XEZWz0ckxakGlNXWQ3j8MapDtWVgb67sYf/t9vRq6iqBlUYcWssjuPVGn2/SLNqHgeDOcBEVnFRBogv5y0maug1FYxeWEmLSqAV1/tSwQ3agCvEBFcM0IBTru5jRUCvUEEK583q28AkONsfZoaMbInJnMFgHcp9wnPMiAVIT+shng7xigwPMt5LJ/MZlaib2G1cF9xRH2N2VVBTQitnntYcZyArZzn+3cU5FUdMzhVnvEAu1AkaVu6JI1IG/m+ZE3jWeL/2LQKG/MsnJg0KLfGTvh+sM02oJrvGwEfzhJAmBrFlGR7S0UjtXtRIecSr+RrRnsAA3BwmUKyQR3QdikL2R8NNPPdrmxEoCdCJ4v47gD3juJMvW0RXXsn385sAKygjDit+SVtDD9x4oeyVrtujUD91VXAEWdNMv0yiPjiARMvWNOWh23L5CQ8Tl7ovJ87z4xomoXzxp6nzYB2cUjL7HZF5oYmMw3RFPMuRLUSgBjcnd7IcaS0acf8VpdAgjIDOwv3zxSZT98kFC+BEAVBZ8zArJ2UJ7PWHTCmhU0eS1k+q7Is4fzfb7OiOTVYZx1UxFVggPlHPy28Vqs3VRCUkoWS/hhI/hi+TPSIlUAF7tSFDZTVKNLVFIUFkPfjxRWvcOmTcabKQrkcXZqostgOrKVIo0s03HHxt6PQaHw2ZGxVls58fdr3pOo/Ilk1IFfWMl0cMEfRkmFb6YkWKNfKEcL9odjD8QQTOIms7iixeMcV+nNV9i42408kIp5qKGFRRKITv62fHi8/ILLkWrzKPCd3pLo2dylYtaWJ77U9aqX7RI9LGRJh6hZu1gaWYC6kOJmGZc4bYiPf+h93aEfWXeCmAr1I241xV3P6h+t8MTZHGphZ+TOQiEIDs5+8D02+zVBlI1WPI4v5g1KL5iSmHDxY6YBAB0MdfS3F/G3RRJPVcntZqDRahhsQDGGiHFii/P81KenSu2PJRWhAE2AoODK24ZBZqTLoSUENmeUHwSabBFm4ONB7ItOufrS6k9DjSfTfFDCuBLDJkfZK2ugetBOlPvptNsqGTouEwSlwQQVLqiQxpgp4M68IJsV7G9GrvF1Xe/CJ2rYG7XTWKqMlYwMfDRSkMNrFmyr4MdNEIJJwny19rYupPTX7wTg4WHlfbEvdy3dg+NhKEQIdpulkFyz0B1s5oGaZuMP6g/KgbNY0MFxJrP8ws5vL48gesGT2cNvQIX1fb773JGCe3VfEO++7psuXkbvRmVNkUW+9NuSdMKl63EvG7QQfwVRDXtI+q6Xl925gee7R5NC0Chmv+5bdhhAUomIzqJZMYVFnH2QE/I55oBa8n4idRXfRGVbzEL/hohT5agiJ9drMMU5S3i9vXHWfj6kLYt7pKajEBJz/3zf/Q6qMZf1Ze32ePGD03DjwzlDXYfplvoWSU5A4wCt/876BEV/qQa95GhrBCNhF9iF8jjEEFp4Ja8SG7oc1JOJzq5fpkDLipPCJCdrBByf3TLna4mMol0jPTMzIFYAT0YWDdj2AryOohSYkaoC3J/4PigYsX9AB/E2DpT0wHNIHLK/A4KwSk4hc3WOJRQV3JoZNYQiAAGPtCEPnDiyWfBdmFI5WMwCCtI9NmOjBGy1zZUDnL5AeY8oEmaIerLHqIjIFqm6WKPC5npvomQ+BTXR1HVIzXizvh9IjJjNxEUHCFhcmO2KxF3FE/B86tPb20ANqj9sWvc9kB9QzUaOAH8XjCHtnUGOkgMJwUpOgkIqGddwymBCAJGcLq2GiM7uL7TOfUBnhd8cCJHJmKcSOg69UtnW8+iCLcDGHaxSRry619edaEImohHGGgnpZOjDCCuJGNOkjHFA9J76ahzSGPFWuBqQAwizPV2kyICQbkXRgX7qTS3pZGzX/WS1nh5z7o8jB6oRm5t4H0duLLSyrA8Z/Qj8oWswIFGDsFkMc5Z5192McK+F7ld+OGyKx5nQrsDV4iqXJ2hZsm3szEJKkxAUK3+DrvP+a9eCVmuMNKfYES6/qwJFac48KzAHPbYBRrfSbEfwhtz+vTpX2JffHNymQDqGUFs6BZ20lwF8CEem1yekGZOIDMY/khaO4yE6LJPoABtneh7WrFAxBy6Hr+/jZ53CnzrudGbgkKTEBWozcieobJgt242fsSRlLtAMIYyImmCGigA9P8Tq4KIT1GAXRlBzdzQfPVqE3gFFVvtTo8ppUqVsBFZo/fJIGfr7dDvg2o4VYbTvrX6miQk67cBR/NaE4vAQpPiw2Ncxg/40gA+8c0YAC/1RQhRvRj0sgJtUmBDC7pCbfTtaK5MC6tSDfoYKy/RFWo2Wj44O/kNlviKzNNR9Bb/jctsEOQr5Fnt/78H28fgrsuLit6vY0O1YPrz1Mc4BBQKy6cJpdUCIYnlv8Dts04cEQDyrF5pTEzmRw28HfVYnE0KA8nP5RMTZQ5IE/qdFHf7R3JUX3AtZIvJhnGkA0HcbTbw9G/CIxUd4v02lZftRkbFMsWaI8Um1P5PWC6WqOgMGP+a6hFAjPcplGIYNs43Ba0CtxKyCA57crgyMIiIsdbWH1CUzANtf4aMolFR8Qr4aK3aQHSnlEw/VVJSnW8DwFCHl73RluBqu0Aa3G/t1izK+QXRWulTRBUVnXHpSGrPA4HlfJ8GAM9Qt54r8Bo4G8FuOcnPu+h+6FgikNQhY8MfmbZEVrIl+6ItsbMXC+aXwApeUzdMGAs4fKJ2NU9ikymi2lUsCv2RkzI3H9PtntReY34/Yj4MFnh5KjND/kJSKKfNsJPM9untIhXG5a19/RaEQ496REUFiCI6AZ0tkg+xDEocgvHrhNBbPkR7qheqtI+fejpZiQ8Cb4L2ovmp7GfSYwrJVjs5ghhzoGKJ0+K1Dmkg8sdmbEOUsqx5RgcWM7p/0UC0uCKYRj6nzh1PDDPDHvDxvWd7sd3ssGSREZGND0L0soPPWMhiRSKguIIbOH81DVpMQ2AZ04sidUVQ/vr+9wtc/1lWiclB3JRUlaJ1XOVJ3iYfCfWOlziV1WsLFUYTqE9zewUPkl5KICNSNIL4NyCuBb+AzQonKp/214laQ4DWSfYNxNzeHPcVxF4nHmuqQYQlj3z0qA2jMXbabnmhwqdgBrAO83QJP28jlAhhdHizxdgDGksWnSsI+GEWxa0aoUMu3pIIRbWTm+795huEOotc7orBlH7YGeJKmGlzd/bXXYLrKsBRLo67edoKKsHbNe6eF6u8fFr5fcZ4i8SJlMYbiIyWhcSNHv3sRQEpA802/Y/3Yh9SmolOEjtTTRSfmP03gRM5ET+7Zm8GmIM/6sWiqIi2Aw0TLNCRwP2/GhxCRjJxcokQtkVGMEZ6I4jerWBaclQ5Wg5xU5pwkBCeNszpOPTJjSHXMRAEbBTySQl1i/mH/VAGCi6yxCnxXqDC+1TQWHZ/EyWMmbzOCtynZnLF7VE4KHqxvMR4MkRk1tYzB+AKdRtlUmwn5l2R12wneRAiD4LmPssZm4lwfC6cMeF0OEr7aSQVtQNl5+y1YpWMIGOxlM6liWUuqLREza8/CEsvJybH1ieK5IQyx/Zh8GTAe6RAUKaKoxxHrz8C9UOJZlRTCQ97gAJ+LHmT/roj6hfwa8X1yQ6tWH29MzApJf+OnyO8ERRJiGrMZb5nEltUZeOpveRHTCFaIl0d4JCIvF5B30r+pjrFoh0nhXevxIJQPNGlgjyhZCgQk8eGkc3XoipzmFYR5Sd8HGaK26xWLMHMI/MCG3v+uvw1141LLX3yk7b3uJExVhUjlWG+QiyGEpO4v3V4C8+KoMasY+eJ3dJZpZwX3ZV32J2XEUvYQtJPp5i9DNhEfASpW6te+kUwXB9iPIx1Dh3SQVy849XRiIuqIHImZQZOLKr8qk+uV6r4UwipiIptP5hExselYVjbFA/owOuOADmfL4HLUKyeWp8fEiUl8ywTXZpZudRjRctTvIpznBw2vVpVeqOXaSl4fVyyx0LJfS9TJ5Eova49ckguqAquJK1Nv9gGMwbSjqa6Z6wulGbLHF7+tSTU6Oon5Ks3KqORTLVwjctGM3zpEqzKC1snCh4giDSSfIKSD1qby8q44/sTOo1VvHBTpQigLZ39Qh2zXz4o3I0MlKY78u6+4grknNrypYUv8BKqaNHyB75w5lwEnMy9eJ9lchqiDyG6mzFIaeGZs9p12CPq31Fv7WRsi/HThIZore7omTR4UdVBeRgfnrwHJ0nHJVvRyCxHqoQpWYl6iaPHMuTA+kxDJyBzpgTjvucxx6jnieioCF33B3cc6uymKlSsqe87NzFE7+KRIC0VBxROxcdRjeFcv0bNgxCA91+GMOCP/11vDAYX4mzlUbCj5ELN1rz6vSHPBdaqqkMP4KtdttFI29e3h+MnGhEMoNLgwZEdjrBguMuQf8SkyLH6sGuOZrZelCukAxWPsB4CLukkmVeBwtO54x6glZmXJ2/7wf/djh/uG+JldrvsikG3K/STcylQ68zBSUF+cNzz3WFHyu/0T2p8rFn3aO76vK7y2GXB4kxyzw+YkhKxPGeCCyj6DBah3G1v1DPx9J18kK/D0SunNuDNeP5FA2SMxiPGaip7xItAnqvRQYk4MQbiSq1C7uMqROgOG6hC6ZEiVvTIz1TwF0KCmAaosycsdPNGmmT+hjNUVALvKO2wJfx54NEVZAq+EcVKIzK/8BZlum28aPtjp6caKGiJuxK8paToxbYqpRhXyY7STZZyOml+ebDw8bjkLEgnjFz90dAbwQpwodYdtqJfA6gIYmEFmkxS8T6v8YaQuGhBG4QkxpMKxZ7ZL9b06RCXxCSEY+qbfUDYzR8jZH+IupGmK2VYVC7D6sBSlykJDWsUoG2rirE1IqoKiG5wF0bXCX1E9f2ewBZt9InKEyMvJohAisAYd+lP5yUp5r+ck7B4DHb2gUL1UHq12ltMvTDrTUidiVLj566p85JoKpH6oXsCURVng1xmxPtmPhYyQmXhaLzCdEv2AHQwMcIj3KoygVTMRfKfyC0abU6oddLm9Ir77EgTu4sSNnLWNxJZagFCBMHv1AivtNUqG7VASUW72saaH+uJKhzIhcwnsd9M63eAJWco4Gix3AHtmBjUudWT/3+NH7w3zIsZpWqaZz/1JEL1VZR+60q3V6JxzdpQNoxEjhQrsP+p2et2KDqWE9uTdxkA6lVO8hKJFiODhuzCDylpifg05gO4q08Ck36CkN6YnMzc1NaXOGopHO2LF/vwrpXB7LofH3lC3MMQlmDQ2DC6Kc30a/Vobh337oY67fwbyU7suLqyh2RMHi0PkSypGccgSQcPnzFb2PbSvsSmPJO8PsKmz7hWCKnmCMdANJIWVVkT23/YHAzAqkN3p7cM0i6E6AzDJHY0nVQmqevBmEBmNuFUIg5ima8868A4Okfh7nxP1WdkazHET0IeykkErozWnjKBroREwjb8XC+0RMaeDbxkRSjztrTHWXLNYybnnWemysG5DtWqhUEoMkOkuQlITolGLVUi0EjzWomBXW2DAsOITwUty6eBbwaGT8w3HXAEClKK6P3RGJmvDaO8L3Nn0wPgF+w91ogHuEwI4c7eQXThRn+h5R+NvKM5SxlKkIZff+QFhHuwGP2nuukQmPWKkG/+URq0W9RqmQh1g3/t1mgkjTfrWJbKQJjsYMeL7CRJKJ5vbSLwmKW5Y7O+GtEHhes9BMpfYqgM0uhjOURUvWORCKn69UnksBKF3ISpf2N6c7/24RzShvYebsK2SGvB/OZwJNwhM8BRlWQz6lbwYk8i2erBe9ni6/wDGHbDwAwINYC3k1wViwZJ2D9bU0BIxGCM5e/cnfyQYLZDgUR2KnBVTrNBxtWwVR4WXh4Zhzh5TaNUgcCZeBm/FpEfSWIyECVMwB2VTGT+hz5tYtfYy3IuhDohxSl3IHdS2SN+iw4WOS5pfv+htRVSlC6Ux6X3x59x8vZE6RgpkVfTkSQE/RYeZirqS95HaQMFlY40jIssMeJC+xvaiNOYZ0r6RQeoXA6xbA/Me4p1okK1/1uaj4zfP8eEY0c1EMWj0I031yXKmLTkhITX4WcnxPL8t42aYvPcv8BGUtylpuOruz9P0f/gxOFAHZqC/Ie4af2mVZw7Ev4CZ60mh3G00IvjSvEWyo3BLbLVRLBIY8EtS5oGcflgqg+YwomQYD48cBfN5TkMl05/NE/7jzYQxWIbN49Xu6Vd2UajRwFm4Kqyuo1LTL9gc2l2hkdgP5PBGyNdFQngiX1kXtMEa41ynP19BYI4ErjmUUUD57chw44gWp2RbODcqQ7lKiSByiZLdRGyWLXqRDVwbofSKQRdpDMVVKsmoYv6ACTThNEViDBFnHNA/e2whiZQYj66T/Bx4MgnDtaTGyWgsooEhy3ByTwgHBmek12RdSu12vsaE8QvVcaPChEcd/iTT85eqXzpM3OlfAV6ScaSWk8d7c1bbLwx7AxlbZIlK9s0aX8+CDdB3BA6UhnnxioWGIJjrSVC3j1nVYjCc4DsUgsvns7FkS7W1RpAhlykeS8Nc5FOtSMEcoZc3MlTFSoyLZkUz6As4izRuUyoDmQziwMZxbEUnmeFhZIcaYtWEx/l23FvPAANdJHcAWUle+WuFlc0v4LG6Iw/FWh01JDsdFUoaI1xuLtzZWNKhMLC8GqJGgtnGt6BUKhob7aeJbAx+jP0NdjQvq0KnruKx/sEjCylaPsczRD60AcpUdl7xJlLmoKIPLonMZdgHFHOrvpvD2dtfDF+osaUhL8rC5v1ilXh6I2AqMbylH2WJuUxkruvrG0MwwowSwOMHaAuoivQ7S4GrwxHvGKgleg6JTX02xCwUeLAI0jR1vVYLA5cI8O9X+3aJNgrBXW/ihLxKFUDe0BYv/BTBSu3gnMEaWQluhk5gTIyqQRoiwVeEvvQp3jtjkJ3bhbbqs/6JgH3eOyVKdX9Sg4WXvAd2asQPQlwy58BpseQSA1PNF+69QLOB1MzzVcF3sm9npdtfbndQBHq3Dxf46cJeUbF/yDzqwKnx40vAP41zg32L5rcbSgRLrNsWR06l19TNDkPAot+QrcyfSuzNFfT8LhklRYgUtTNQhSw3bTMuwTLJ4Rw5aVMa2DiyMnXxEv7g/zhmhLmMJivxzTKYLWgso94F/NgUYWMe/nZ07mRxyBTcgjkzU9htR+JMAm4Ys58mwwJviexnuXAIzoVfqyShbA/oVICgRV0b8M8wnD5UPaI9NW160RC3g2zsyWkzE98/j0kbFrkzXqJ7KHeIbRCsxUC8zjr+kISpMnsrkpt1z4lcO5gaHfDLcvRlMiYulolfeAwBvwpp5e28CgkV5TzI+WQmMsbd88cJCx4HJt7KhD6wrvDWzQuRpMSsFW51i4DVGIzqCxmE4pyfwCLYu0RTCT0gETguP0SqxBHygapufhkN38lIDtJ5ens6rqOgFOqbMJXC8XUIsIVjzI8/T6JvlT9/2cif5vtFyRz1tExWUqBHOCcx96sRIYERRkKShsmETwfOV7K05DElYykGvCkZDvIBOjMzKSM/IvipEuNDQCp5xlmax1t2+KKRv5Bv5I1yDim4oiAJlgeMT6ijLyd4YBLO0vn6USlXA9OXSPhExwMuMsgwTTayNXX7FlMaU3AUBxtajHVxoUR21mE8CMH6b3HLEB+6fhCWOLlgMJQyyaJy74AZRB6yepeBUR2xUxaZ9Jma+E9OUuDibDn8JsNjc14AK1sQoHz5TMs3gXLBqlYG5oPvkU5H74jqtDOaXC6Ff7U3oWBISnWNUa1qLReD5irNQZvlGFMJZ7DhdB018ueHhUopOCScuU+rJMZcbxhnVIJXeVYc7geVjdj3gTTmSp8Yz82+0BDDRHsMNQLieJ2+lYWLb581lfOFY6nZ0Dv0zZsqKyt/Ou9/NSlULRTXDuTF9YXRjreFG6GqEXYPuiXf5ofMIduC/vpsDhGDgzHhpx+a3j+fQWDKoF0b4xMmfsK/EORJMHCNbChGqv/Nj65z8AOr47hTXOOYz6buhI0Af+nFb4HzkpWUpckRVivzYqmtxoCPOllrdhFQJgQSRp1ers+abKZ+L25pK8WigV/qDxAxzPtC4J+IfwVU9PjQRUZhGiZVjtqzbj2Z502N+MxU4ChdElgGv6FjVhKm9q3yrLokn/EholZ4zoQ32d+jHWJcEDQIj4u1XKBlPucJebdif97y4MNjYqP9QoQ1qe3aZD1fUD7OpB+AXs//nCaMMHB0kvn3h8XkCIuDCfbfi5iig3ZGbA00ktGjCLl6/mslklN0fvSdApWO/AZ+24Blp91fpcPg2nA6EUWYKwZOTuxs0hvKcHFobDvETVl4sPU/1iQknPYEuBxQuEYSbpoFhwoGEcbva3BnLjb769rP+LcH6kmcVZbCtu5EyQAZu5j1c9z4cLPVF7/ky9k7VM9UgeJz0yYD1APPhQMTygm0ne1GuNmjOhwK0ZC8Ne63HgRdRbvrml9NSOLRI4tff5QsP90eY4CxVlKs+wwFQ68xfRC1+Sq5gGc010OUN94Z68YlliW6EzMc98R3nW3fhec//6nTB4tWEv4Sp+EjZqCXWtkacvTtGyUzw0L1Q/oHKLiOFe9HUp0a7TriAbFyciL8ayGtjcsf0ERkTcOPzqh4EBO5AosdN7i3e6n7wxyHik31pT1baV7RLL+ptDdHpzUfFP/2/r99kdk4AuE5cm7a9Xr3V4HZkhBW12f0uhsSoTH1kB+5go+Ojs6mm7PD43Kry/eZ/TXVaMNGzG/IaGZWml9TKddy3ify7vV+ncIhh0pVOhb/s/2oC1dgzogblTC0q4PDQ6bx+Vrn7q9UgksNwbeH7cBYfEDzYCwNMGEDosjtvPPeurM4EBKW22pG0tXtYKpQPBShoWt4mEo5k51K6A37HrQQwXt1W1ToC9F5roB7HLGQ10yJXCC0EHnh/PXMj8C+X6kMh4hfPx3fOet3+/k+fb6rufZhPpivTv8UwIkuE0/MVcWs22gp2oFBoyzp99oJmC7KlQYz2KPPI7hxQdCIXbcLeg2tvHx8fBa/cxKjMfEyPoxeXhzF/fG7Z5+uUCuGgEbICA0jJCT0813q9HYHzBHMC+ay3oowsnZaRsbDKE0+1IIbqV7v9J8x6I3ZcfXOVveXI1kSu7/Ng3JZWIWXacB9BfNg+rbbz7u8jxdqniKvef7CS4EmpO+GnLmV8wQfl23qrCwQfh8uN9msdXieQn+DethtDa3UKJ8xancYz2DTPZOLtpqa0ChXnshgk0CcBC0eerzeJxH0YH3FF3A7ASL7cv/ONGMsjcn76bD8Z71yLn+id3pyRKwipHyBk5e5W5D3zbSMWuingb1UbcPDpQZQIYzLIZaOC3GgZ0i8TxoGo3Fs8lWZaImweC90bGQ83iCqkAm4S/jggPZ6A6BpYcY/kfRPYffh+p4TwA6nf1tU9kdRUFC6JRNkJL+KxnvPxQly5/m/eb5gJVp3+702lvOZHPner2rXGQp5s5EIxmB7Uv8kvRjqtrsQ87BloZeSuzv5Y1MO7q8DKGrccLMcu8utQVAlQPqLZu1xvXrjQDffQSabalPCuuYl7n2f99d70LbF02RHJHzOkbU75YC9A1Jkq/U7rRpdzaqPkWCGw8v3R4kyxNNR30FzwBZXyVryqfTQFAkZnPZrHUDTPdjNRAGdYiVWDuD1tjFa5LeQnIhvsYg2cxVoOsWRC8CT2rllSeeDTi3U1YC4FHo++ZGAiAC4KuIdAJ5UdMByHRQxLL97359pVmvtLhdKhM/Iy8tHmZgPJH+RT2cW8nvxIOKxnALDR0Zloy+K/9tiH051GipHMS8lD43DqNsYUVvZx3tIo/mH4UN/NvMzkBqpYgKGnTcaquiH9mRxoDKcPEF11DDUDL3zKvnCqytWNF27uj72XT6PjS0f84V983yuRmuFQfO1GBFJzR1PR9UNzVq93WhfWPRbVSORMMMoir4cnaz85NC06s9FsSrQ9Rby2QSijsIlXp9TkzRK+gQeg3ojuUmPfG6qHxZFyztj2aKPWtc9ixJCfeptTlbcM0/QszGBemYrkI4Sj01AA47ys0GbS6I8H/LeaQpMY1ZKijnLYKRum+vx3mN1c5EFLwRZJates+0BqnJgUhanVR/upRGm1ARr4t00zNyokV/fYQ411jSUQXQbOmkKpmvnMdhCndGH/L2RRAmsoU+Ir8EfhFVDKVOR8CgFbBa+KSycb2xcIEJMs6OYPKqIwTMar4sYNVljKf9dGaXB8diO5YFAOwH67qfbciNotR1FCDUpaDUV2rMJSdtkMceoakSgFT8X8sdW93NDolkvYzIXUwPaAH4h/+RENArpDe/t+2rdJuuIwKWBoYY8YZGHjeAEFCs0lEyPrvT4v1/bmZyI/PQbm/d5XQ5QG6XQC5XRGv7+/eXR9Rc0c+uhwZBJAqTa2/M5TQ2rioOqWTVnhKmtJkbD33bxHtULuLN7QBuV7wE3ECNEjZ3hKZlhFoErFiprsgMXAb6c5yjNXAnrT6fdLA4LFN0oZ6Oxa+QCk/4w3S4B4YUaPZnfER4xZoxbbkBUhELIsLkcTJFJhHUAeAwQI7V7RhKMPC2Nqf1ibS46wkqX2yD673wRkkcw8Q+tsMj4IRh5nFbofgT7kek2B9uRNHmseLBqPL9zptoct4eg+h8klBl06gt+K8rKwp0oMzvA7+YU2LFtu9hNZHG5r7ridEUnZF9H9jTlGoHdJI4IJjj2oCVaoItH8x6YAWCcVRKI2GRVJ2oZ601DBzqtuBIKBS+qd/+vt03VM+2FLb6stXE4NpMu0q0agL4/BMgs/AAI8n2+o2IRFX8R/CWmfb03Mft9bSqnczByf/2PRP5N1sDwmhwrOuwHYkoeczjdZtvRR078Ja1JGKdlPeMB8EZER1E7bS9vaFjY8OoPEMYQ3i8v9Sb9EZ2boWxWPYEJdBsD1IoZpFs9VIAb811pdUxs58ZFldUgq2112OwjVAUVTp0o3owXeeM9KvP2+AkkfWKeg4lPILwX1hpG8jA/nhOZUO9jPD7XL1uDECT/h36Sg2hf6p0ZCmRuxxuAm2Ssm98xCojV4flbXY+1yB/tZ0WLQpLn+ED7QaYVGShZsOg/FozdceAHrkQZ2uCwPoS6BLvJ9Ta6Mn5TYtjbAdASsN/YWbS6jbTvUpAlgi7Ib0HIFPcB0oKnhZCLA8vUYWxS+zEPI4kUTU1t+yKEP7fjBMhbtn6h4t6M2y3tAEkQLVEqn5pxZTOD+sjJQUVV+nW1DWotMNaFIvCY+suCI4AFF8pj6SxGbS50Yk3EWX9BdWVoSET8fP58/wyqu0RIUsLk0T2SpaGhcZm83IF7T9x0S69ZdUCtU5DDP/HFLeRSFZ5vOoGTE4hMxUx2fuoq/41AWPk0xsrYGB77NcXog3IA46D2gR8TyTQf1pqaPoTw4A3bkvADbLwJkH18fnzbJ9xHiI9Nk7AdoqwfWAa8BGO/fLeY9AOtagKiqmXd7xlUgUQoKJDQpF/W+mC9W+SUnAMvn1snBsrMpHvzS73zvnLtd4WtE3dssDCxkcIJOyKAY29xhbxcItGpLi689BVccjksfvc0/+R9t/3zfbONx27Z3F4cP/JwthxD9tjqNpzEz6Mfmefl9dyfppiMPX6lZfpkSv71g9BNgqc5oU0x20za71wB7WotpgXulNkyJY3QYNgPe4qm3qn9YbKlZhGQ6qSDI9iQPGseFKvnf1vq6CWJCZ8DwCFbUWWixkKbK3KcAUKGLYcyDxCWjsGdrtFr6VGihEyRoGJ5LlgEhAWVUEM+qQT5l339jNDkbE6rJBF/v5lkHB9SmFGIIulXy0RG9D+ycqar+kGLN7qYsTNo19a9mRwW1vNVn/PhN7Oev1yKXWG5Bl+BjThbJUaQC7ny8/K+2Irp47cSrXZ4XvdAmorfWABwD3iQkEov9Rc1/AunOxkSeHh4Xiohoj0atkcAOS7N2syChznsTZRyeNFIxD0UqVq/6+ijRo4m02wPbeewOmz07OyYzyQDSufox1c/mKN3AKcArnslIXl9uqWA1jk1e3t5DDMtgnCP/eB/v+o+HE+y3myn9yzWvF/+xYsG4Sz6yXjw2hP8vePXcHG8sDwya4Qve1K0+brPtZJ6IU2eR5BLPGZZ7Ad5VfzbZAkiYZ8MUn/gyok1F+sPo33jmRxyKiNGERg3exyB4J9SfX+DVl577mKNMDicAqID0tvXFHfHKzF/nFDQI+FSE2VEM4T2AlEa/XE5Lzi4nwWRFzwZZWPW0P/1tgfew5tchQ9VByb8Dy8yoE44eeIKYgYGJEN7H+6SqBS2Gvi+LnzD+xO+fx3RJRcuVlCuIvKa8gKNI4OO9vgRP5E8XYJM9my13T1nnlswv8Pr5qC31yxeKMxbv+Ur0W/Bo7GKVgGIt4lsnr/rGVBpqA3gZkUklMOwM59oYUxOZNBRmeOELsR4fMzf9Ztt8fRZf8s0mA7KMics+PFl5kDEksFUUQdusbyHtqLdvjxeJzC2iXO8UNpv7fTUDG4Px7sfTAVKb59vIz1/rNX/c23UWCZObxJBce4LaCR3B9jHRWPEkXjBO1+F5aCgBlidpRzpM0gGtVbfZ7dJmmMgdWVPwcOcAHIYBC/nNx2IyOKyQQfDof9IeyShGTSqgxjm0bW+1GiFEUKurUiosCTodWPp+ybNRwwZRKvfyvoV2WjAn+friiVzPqsJhJo7BeIFmljTaVZEVKTV880hRiqELWrg9kGe99lPgAdP97Lt95J07B82Xi4bKGXIs3h5nXbg1A/fUpErprrSbpDPAlQtidZHqCgRW9a8qjudMPFkpouk1q/U2lysVugUDWr1+Wbd0UuZDdqWXqBPj9LQQvq6bww5aQ68fa5jyWzFk9SLpWMfWjCgpaPE7Ne7Xvs/iLw8r78TZ5oxtUF8YMe2/4TLZY0Jrz0HaxiCcJdZYrxnlKOyxum0M1KmlE2+Q0XlAjTEY7HNYm0roxDFCO0FE69mBwPS1c2sygcCbtvhOKK97rnMrCx581qXbSAA78Y6+wDMaHnDvPNvuoD+KfHNVZZcDPlBWpaV3a4BfIJMb+f6BoxUgD5m2YuSYTNQiQWA0GQgUP6ux88iOtMknCDNF6KaOjnL7dgR6i4WkbzwXJgS+FgTPkRhMVzMJyoYDIKfOr29vT5v+w8nauoAqKz/CQgOnQ9nAKT9n71qaccX7FG6tXJE/A0REQyEQcXlAOzIYpn6QCyIa8MUzSj21NKorKQ0YblbMTj3vptuNMM1b5Ym9Aj03oFx2FEJqBIjNLYy8KHfoHrG9IZgoN0mXP4bPeDePHdjAwBNzViRed+deAIRuM34uPsY3VlSTp9ComPuAdDIssOOE2jYADe/2e/1Sc4qYkWQSoLX9+nG+7wTx3+4mstmAUo+jpDPNM2xizBHyBtUQYLGh1R6LjUZEpEdl/SRanEShCPSUvjcthmdTE5PDVazZT1B3DjM+q3jE8eV/0MjVdZlo1QtYy5wG9vxIgDLuYYiYJ1IfWWBHR0dBQ1C/Z0EYI3tLcw37zxZwOXA4eFis+K99CWU0+VsBfCloy+200WDq+7rSjgONjdFZsNxdsuNm6L+GBgYrmCt9IChC+yEZpNiTvwg4vfykEKnUbEPBFsOl03aC/HZbiAssaqeS5XL4YzI2wOFKzUlZUW9z+MV4KzSdzyI2RR8CPldKgCoVMrmBp1nTWceBSrB4/xjHAxcPoXWhFPE7WRJ4azheRDHqODx5uQMlmEX4HQnOx9M17Pyg7lKjL2Q5xkVWXPAa91RHXSYDkbliZioUbP3QCOlda5MAOhHZ7vW8bOTYw4AjB+fx7Ravq7K/qFWyfMZZYYDUsSUMBqHJa539oCpZWWmWCZ+0dAbmQGZUSbyOdXKhMCg3W13J93Ij08ZtA2cRad+A/DTtrkxBDy/mxFgStWKpXmlX0G1GQMhoHFfXRBI4L9pI7NxAuJIotRsKKZXK9KCXG9Y0NKAA2IiO/fzrxS6/iZdtAgEI5/LwZ4bk6JVn+uJwNUpQZvF7XNfy4UKVkCHAHqSFq86DJqSsj9KQjX3apM/MwD2B9uY00w6v+uRYi7/POfHaq2aHu6Jd4vz38E1FbWvgdleeIqKijGQv1A/q/eCi4lhYqmiwn4kVFULlmBN28opqHCEkkESHwgUJxyjI6f/TYZiKS81qIMvkySruKVKji+r+K0j/fr5Y11bu9tTjvfPgIet59unba38Ll+3886w86faVd+7r7SO6U/XZwxLJoMck4LXQApcVWMgOBbQ/CbxOihkYkHQlZODIgrvvuhDHI7B+7FVY+D25/N+jrMyVB8Qd7WfVSf9CcGGGkVbekzqGsd+jpwCndeFSUKjkje+PoOv+vjV93dd99vTIQUUDKNYo09iudD9inOC/1+7Fqna1jNAMhgy76x5n+cCaVBPPV0FidsVZ/dzNy1e8Gpk5adz4Vnbce2YCIC0s4BpXEKT2DoAzOGKzcVGL0SUu9gyYIN4lc8679fw4duuoo1exO/1E+pmS0MBbi3q2kv6evfHIv8FqZSrBU3OxnxrIJJTxPVorsTzwWcnUSZsb9Y0GI5bVDZL5Hqco93lMChyUOYn46IPc9J2gVjwUYu/+qLqcmCm7fdRahcu0wG44SDfYSL3ktKPJmRLBPYdl4DQsB7UHQagn+brt2sg6n5R4HSM3Sah2Kh71BjPSYQhqTECMcVsJNCg1TP4uJ9PIvBxD7oAfbTgyodSKgjOH3xE4oMQFCvFNqdkNpA6w8Ln4URuuLTOjq9+N03krkeUrxVh5thrDAxEU5Q23xrCunYXZx+zbGofD8vzw0pNFT6bGR0FWSFL7Xw/P5guDkchartd0IOU+BP4ZtKVbFPX6ab8927ZhoX/g157Xn8JWEpcMeSF0QCf52Fp+lnX81lSl9nlTJfvs9fXUYccmuYSHF41TMUM1sBD8DEtPbvB0U+S9eHcrajsxWKQ+19+yRmEHqHPQuPoJwiAhb4v+r9qM4biayG22LZW4LvP8Iyr6qY4lhTmhNJTWoFOVpOFMPiJtIvx1nBK7aBKUWfc8PheAzYJN4mFdmObbdccSdX6U+MCoRbCm0j2DF7tk1IZLzeG+/41ygAa/nqTzaJOCc6Gw0gKXQgkbERnn1m5NvNRkA5nvHukPEr8IB3zb95tpFoCve8I4Gf47sPfNrhnEMULqy2dhNKTUcAiRtAde3NVlSjkI7fv/tq7oxdEfuelY+YknriaB2zhJM704o/f/MdF4tyrLhqo8gQ/i8x5DkB7aggMliO3gYCbpapUxWWu3oNWtnyzEHnOhJEoRdWDQJ4oT/2QeATo4pZvj2G7gqWlnUTObIa4DyKZOYBx0/lM2M6y+Cu91wJkTgcbbIltEMfekoR9ZJsi2+SywrRzQBvjHdmqf6aTtUpZWfl6kgiPmSLR/5CEDgTD1e46Km6vptjKCA+pMvLYhKZPcj+SgZ1dQWMDC4OZUX0McATkekqiJ5fkDKzhpl6v3/26/7uOVpYVrnbdQ3BbJM4jbfgTIseu1tcV/enVoJHyJ2rUHcs2J1KKk47r3/uYM+3u9sI5zG7HHykcphvDF4HE0emupk6jgpW7aTLd/hK7uE7Ewv8TNQC0t6KsYnMNsy+i6kF3k5IsXd8JXj6hi1nUFAOWSba9yRT7skMcVVlXfVngbL4aB7Kh8mLYOURlDTY3fd2A1WlHdqjUuabBu57radMMQhWrzNQL8EdLRNU7NFnzJF3h9VwtAW5UTGMAhXVvRQZjdb3d1jmzWsI3FF8sOp246TK8yHRwUEnwtMgKLJCdS84rYtZHHaTwOpARQxtuFc+BRHl1XRc/M7GwD2/dBjEczMlWcgdVWZ0n6VAGtfIrwx1CJZb3ncnzW6m28C98eOs133sDI30dOHY8H+Jxp3PewwVCAWZpA9YX3UDuM9n8PuxHOuQpf76fjvNR/ABFH6KnKZZU/342dcaYZoLbeRzi6RK7dpG6Zktk1gEkVJoNMRnP0J5WGZOVcMgp6g9dtv6y/Kag7tTmiNddFn94HoffiaGyJksAIjezUv5ZXoL+9qIwGrbS7f8OyGeBKQu+3y36OXljtAgf0xsY2vKeTbNatBmNb5+wO1ancMWb9BiaXbRxZHsf7A4Dg9KwUsFVx5EPVnQpvsPHWyuf2lKaNdd3k/FjEmBQjI4jKGiqTLNtRTdws4v3tQZgPrFhd1xN00oih26s/apeUHRNgxL2P/deTxagRInkQodtGlNNWDi4yl3mdR6fR83dmXQcL2gA/2SlX6AnNcSWod5Cl9CyKIKy0W+p8nTwZO///FeQiR7On2/+HMER5wYmFKNQB3wgbkNKV9SrhraX3NgVPiMGj2Poktj7pNfkIPyuJGxA5I/vwrdPluaW2Xem/ekHHWAps3j4bHAScJPz2kYG/pzVNG2FLppVDh1HfG9XoxZJvB51GaFLJ1t18YLyuxHDEBaOUT0VnNO2hq/LNnWPLAnDN7zlPZmGcPG/om1MoKl+W6HjQrcM+vl8ZLfkMGDsCY4YEhYzPqoojovyD5QsFXsbWMCbg9a/AO2aGy4JNE/XYJESm8wT6jaCi4jORLA7q+9HcVTfGD7bCdHbm1zn8+nK8kJ3zfQYH4tqQegFI0haW4gwxvzZSFMtPeSCxDf/Se76wEjxsLHg8UnJYPd7hgfUWyLvjozX73DsD6EGF45kbMfEw6JhWAGaxsJ2BAIUoEmAMKRWWo4h5VPdHnuMnSPWo4chAvtW0Z+B89XyRdXosW4JkxkZfUylNQOlZl+7OVFXRbFA+2YQwgFJwwBrqtpYoo3sqtAQMQU419WWzdq4AJ6y9Vl9qngn35oAFgnawCQyGqFn5r+DWY9jNLa+N9MyDGw77psBSnJZ7Wdt1R9rU9LsXIWF2hNVE6odDPh0lfCHX/gu8ylxg6RjIopWglgOPUFHgG0jJAIJfjguQ+K7g/SbxckGuiOa0X26HxwSZgMLltiDNPwj95FPQkMKb5IsLd0nSH81rfcyGUz30TN15zdVFjvcCREqnD1IakB2bsMLb+VwIAZ604UwfNL6dDlAJv3AJCrqEgimb0otVggVsNRHiIcdbKWAqBiZWsyI1VGw0SduusBpn9lfMhA4FxhR8S2SXtR46z0R7aFZEPoYUEMhiuK/Y7mXDw7EuQGr7FHPUNuLWbc3Wj8CXYH24g6uzAVIbx8jXVulYMeXbHHrUAnpV0MG+uObnrnUGk8hGAd4kggazd0fJBc/B3b06NAD8xDJ55E/qzvNCEZ2fs2kmDg1XuSs+8u8sC/s+0Q5AdupArEv5fKRlpEAV8HQ51KKfsJ5GDB0dNkjh1tox26k3IXYx6LE8jDU7EHmNWdmXQ/Y3+Iq6VPV4I9M6FbMcNxSSF00F5SfJcQI9Pk7d6l+lnRx0WAy/xj+Bk3js5/r/gD2OsbuhfvXL7W+Wks02SfqsZUOSw1fGf3vJ2o6qjjdBjTzk0cqcnkqmnm7hkHsR446uIQ0gfUc1cMiqWgkeWzVW5CIyGsP1CCRylnbyzI5G8jVz1yKngLbLh2CznrjKJ3rsSgRkawGxPajvkbNElVm966Fy6gv9INVeW4aealWSufRrxFMqxMxBflICeaC0hEBMiej19rErlokOZJ5Dc847Bq2n1FEh5EOxQkeXZNSfA4P6FLzNBPyunQMebx7v3PH7G0GUdxXeHG10QVhTWnYM6H20W7J2fwDMjBYdX6Z4PJT75BFYiZ34/XxeJixqkCFhXcDpksnTbKnMmDtODRCiUq08dCtSrv3eVg8z+uIDuv4tGWdOI8PsOOcmZCG9cXY0jVuypGQlri36r3rnbRR9AeU+Vxb/WPpvJKWrDoBthul0kHNXHOCA96AonNOAmC4bejG3mccQ6YmoOAGjW/gT0Xi1SpR0yxVc4JmIfhcbAmpcyBpWBmnGtKX0OupQgmijaKUc+OdkURduJnaRseZQfxyzvXcRcra8d4oRDl13a+tr14RksVilqMin0hGCvAuKWUnKyF+H4SlbXs1zeTwOffQ5SVMmh5ydCVCfpQnPCOODMb3pPb/axyMrJ7eUzZk1e5XFU596bDU+o3jNMl4XPgR0RsSvhxLnGz9aaGlpH5leMdU+lGKbCWeZKiBMV5plyn4603Yb6yRDJ2b/GmFeHFWqkGpypItW7bPlGy7axX5IJIrKvKL4cHmlfPdMibVrcrnw9QH/ND1+s1ePWYm9f2KrMajls1TGMYQsXOV8WiK78+ir6zVx/3pKzaVBAFaMzk+1BqaOwt69kTctrh6G1g+iowcvyrL8xCGPK32f+fOXsfpXu7FxBNeTcuQYPFaYAUV7/1QaWhvQTTtwoyhyTtEut8OadoyQFwfJJxDJIUejB2epa3lSIBt3HNfpG5zciSbSejOEUEP76A4MCXo+ixP+Hze3W2sODKb0yPqB5qVuAEjNwckD8OV7t4EzzoSdgxRDM2EQuuv2MvtYYZepzJ3VzLO+GuFdrnr1+d7lUWfi17YQzq3GmbHjvs170tyTnl4P6IBz5rCuoJii8m8ggwtDV+0Im32sUyLPHgzFaYB8HVn1i/juEqHHXGvr+f+5SSCZMQwgzmbkUoQv4xlvULIntvrGPQeVuUx9QF7q3SuO4ul14N9OmAOfSIvgu2AV273cAyTatulsB0EjbiFbKJUeOCoLvqYQS/vipww57yGXraZ4HJW19oT+nR3ahOg8Mom9VpgWhS21vWRpqp75vZ7yXcGl9bdNL0qjG2PllW3av/ZDI5oYas416X0r586bvwKjFOOFYw6jmvbD7hTcrr7SbuQcpLHuM5QrpMnFQg3acAo72TC7gpJjArZdPtEdX7aLNZa7cWSbblCwCuXMb9OBVNERvCmdVEN6yZaSyHcc7Q5iCxCbdeY80HxVLj/+Jzk4YEQF9LN6nPSMAxGV25aCdxI2VC0J8DHy24P4G+C5MFinYvQt1XdEbuWVa2tWFPWsjyHsFieNdwJMEt8mevG+gVdG8efAPU8M3OXOuAKerAagmN8Gc/YlMeS5DxWbGufA/PZiuMf55tnrMR2o5bfAHoZQiQiLUTTy0r1oQRHeP55td2dh5xmV5jkA705IB3j7oNmWmjLuWSL9jlJzuvEaeS0VEm1OVU+cNZ9LH+8gZRQLcif/s65z3sj6vr4ZdeUPp+DkQolNoAaD7UEMDWHo7XtZ7oMe0zHNNjirG4ZhMPkBh1jaBuWNwfTj/ZdaYyfZuqMRCS95irUwrBV2K7ax+gixWUNq799/5XrvjZq+CB6GOqTl7ahsBXRUtUTMRcs4gCJVUGpKa6sBK1dDrUQ2HI4LRgf1dJkMwj5aR4Du+Yq1OMw161iHrBBNxSYmZx+7eCvReRLtj8mDlaMeL8wSqf/QnazP5tP3JNM2prBDKUzkTE9PSiOZ+40Pi97ZNR400qN+ZRVBXG4aOTvi+ohWpO0+/G2rm9GQkcwUpKaW6Eb6zPaLYSSNffDDGgV5pfddI9SMk3Cy7eaeEuwV1sA7+Hil2WIC8lhPX/tmallHFjvhFK+WGz0BFpLtwhvhmB03XeeX1LBWoviTS25gj1u8oF2bFUuV5VwicdO5W2P7qFkeUu2ftw02zw1JhskVY3SPjv2bxzEmIPAhR6+SMW23e+OyBmioIq0hINBMpvRtB5p2cQWdkIVxPEFzWFn5dFHssrZ719pGpa/evCEFejUKBJ2MCNjnwxP5rDpGHTyJ5NJhJW0iHqyh4C7TCFpHXTDsUOhQfnfrN9eRgt+AjMcDWM6b2T+KHH9lLPGUPCYQV672GFDrZxT0cLJ0sJ9X8ztPhlI3qmZKl34fcQiAz7hQ9w9aJT0/OzXIryrlfBHNA5Kr68u348UWDpDPGjEEaULckKY0yMd94T3MszUg6sKBeM7ns/aaVuwKyAUpm1rfeJyYcgJ1KMpI2agHiR+XuQTfG0NnJH/wcwbk+ZrcItmDz2W5KTv1RU8PzKdgvGhpkjYtInZoA1XHPDH8vYMVH7Ev7EPNYP5+83MIGBzomTcWDqdVoIG4h9iMLlRiPhd5jW1Q/dL8XDf5enateqLKxZsBs/P5TumUb9M5hENh8XvXyw9yXhYQpbHtkzZDLqkZVfxXuVtQ5ILOWlZCad93uZD/J0sso0acNkf5TGtln3S9912QHNL6lW3QRqc2GkQS9vh8CX9KhqbaUbcVD5Gqh+dZJgV9SfWMi4KjpQwUYofjr6cTcgwO8Pnme7gGZXqNIkylfy87yIyUsQO9FKfu0ZgymDJSr03qXFI0Y92498M5urRpiNkBiioSXrHJqbo334a90JAy1ovMJUgrUEjNXVvhhEMqbQc+etSKT7dn/ubk5H/lmmIf5WH+g13RxuapUD4nYn9w92rEtqwyOzgip849YGW8PzLVjRLlONZbIT4+QN4Okq71Ys5aeckC6yj7bLNxKQupNU2Li/NRPmisvXg9VceiA7U7D33JRNYsrRqg7oD7on+YAiSXNjmUiPGPVOX72HtsHZajvUKnCOEJ6lJAq6HfyniBfvKSul8RxYazIY9cPCrAY8WMt4EgYCZLcMN35gefX3+3dtrYJTNadd5JMVzNcWoN7ZgoJF+dtD+1BPk6Y2erARdXY8XmPwUEZzBiDqUejTR1zW7jbuX4+U4/Naa7fSoweLZm/LcT5dvp8QJB2TwJKF/qa2OVEAG7pK6GR1h+KOQyN+5ZpKvCXz+1IBE4317tKvIWdFavPZyn91hAN/D42OAlZBOgy5kCFv9OiZKjhZNx/XxNT4mgTAn/ANB3Nc5SLgKldlUJ1P40p+0i0UtD+QWs3HiSK/OpCGly8RCXiNK1hZ8akRkkeUDdpKKhE1ViUf1OhhhpYMIOpI2b1weF8Znw2qzY7h95slK3J8qx8g1Z/DRDh9PhGwJBdxsBQnjOYwJq3ZEEb5s7oO/My9HesCyX0ZoPaJiamdJQFNhppd+2kVNvDr5MYmAcFbyaRhCSzGwSdAXDgrsyoXM6/hMfsOD6VfmTTadJxP2MC08bsgMqwxt6SDzgLHNwhmcY3TI/nRsmI0hPD9V81Pbbmm++JeJrNTubCjNjRJS+SwcLc5896SoEGu561Yjcd1136tRGlCJs2Xr6lL3bGdwFvQE5SrN5LDcGCP1BL/Xp93zX0dJC1BOhjTU4EZswTXJOgySCGutDpviYX5tcgExy2TvRYQp7zM1fJuylm5BRMXRf5ofaA3SvLDil1DhIaHOBUs2WdIlDD13U8WCYUp30cQxBzc+as3E5UFe/AzljYiXp393CmPyQTJraFf/+GfmymFAlvaT5c4x1lxU+Qd8yUG83Kvgzh2ch4ieVu+OZqbOIc+nRROPuNvBLLDDP4HSG9wnu2SlMi9nn3kVDKSR2KKNpvfkt4mXY3bHLnROefN47A3V04cq1bYvefWI7R8U/CnmTRwNuukNdMNlUi57kqoL1EslNUb9CwpgkS0S3h7PZ7LKrqIyDtE+vvSuo8MVU+nIj5opkCfOv+uwEOdy3mPhoovEGFQGDftpucjyrTsolZdaE4MPaSsc/w49yLZdc1AvNbEJ+7FVjen3NpM18Prnl8QHoTl9q2TJOl0MxpO8uueUaEHNpzYvJdrRsSiUd3pk/a6I262re1ttVV0RipaPVlRfP6rLoeuXEj8mX1zv6kwWJsnTV5b8n/94JP+VRKUg782opS5HNUZ53v3+RuS+0jCnmaF/sa6UtGCN8gnoTmSeFVSmOSMNfv/tWB7mY5jEaByWrtPmv1vHznvjkYNm5+3nXaB1qMpdF32IY22MO3/tu1+LSV4rQojT9Z3kbNmuH0e8zzt5zIZiFr75z8tH1lhJbCk+eby/3k9m89Rtfjb58/Ji4L6ait2qc3b2elvnTwQkg9X6kpfn4266GdHIEt3eOMekz0Yg7JUR275I1tfHxYn3XDlhwlp13WPvt5dHQI2w5Oo7ZvI5f3nK9JzR64T4mekhR/J+ld6d4zIj15BjzDxW5cnmtOa5LzWAtzxKk/9SLJ4z7v8rlyebsCD0i1n+QZr/DxZKBe9ejs+27u2KEhXpFvm+3Asr2z0TdmgPK86TgaH1rvB2B5RaG3IXWEaR29CI2ClpZY9B8t/gZ7OQT4QlwJ8Bla6AqJrj9ItOP5QmHTsr2Kk4e2eEIn7lc7rBzDBFHG+RUbdf99ttncjjTjLkB0EHQM7AErlMvT2fizhsiJLcr7qvA81/2SOu/6dYJt6nvUK3IaPDpo9jF7OlLMRqtizX7+mw4UtiMkB9JivVgDju9LrdgokLR8JDpwEtH4gjEhhC302mVqqK7/V6fNiO/1kUVzroAX8fPdGqrVNZk/RB+CFgb9aQr0ErfrOlPnMEcJqgAxF0zCvfuhf1nZXYf9Wb9NMK+hIKejjgH14Ok5x7AN6JeQkwlHdr3vawMVw+Dw6wDUY/gyO+l+f78Rt9bYAOxGqotZVl1M6o4593CC65YPi9Lf188iOeLMf77Gc4kZuOOL3iNkD93Ds0+T4zqcEwyNZfax7YzIZKLq9UDPGHu9iNewJe5CW+zpZNAGKOjwcDxX+ELJyzBUeQBmlikaUXs+jd7m9z7Lv6+cPltufh1/bTtArZEw8PIDbynX/z1TMfHl30f3jf4+kGgEQ77e5xC6lmzqdmSfikojgOPQzJAvO4rlvYfUs2XugOV3bSxL8vBF4nLbAA9uknEMRln/cJfn2yyN1lN8S38USLfMgwixvF0cPwoslx6DtrP8/TKt4a0vv687ONlyEL4YfRSG+1OFb3DZa6iPYfVl0Lv5oWDRFJIExaVcUJvg/h2wwYmtl3XErnbOLGoA8HbSkYPakzbjwOYvFvHom8bH5YBMIc3bJOcPODRY7jkDSBHafj1oBOLGHARbJyLj+brx/Vu4resDgxDmn4JVppJLL6J4zvq773q0loA7j8Lgcib5fx2ka+XM2U1E4hB9FN6aADoOg0yhTzBD33c93PZsvjUR48lq3K7ep7YVJIl9rdTvGrs61/2K93leNAHJiS0H6MOtzeAfp8sBPyoPX+vvvdly37uV9DRajU22o7mHLa1m/vqLrOsIsILF3T/GjqBQhd7EproBvBItmN+yc6LGdQ21wO+4SgDhuGiRHBr2LFQ2DksbH5gB6v/EgqEMHREGn3bYPJKgjTzQS0hqwgGuVuySxe5PVQBUWUZC9hoS74i2rQprG3bu/kZxEGSiPe43j/l223v3bpaf1cCHR5vtsU7ssus0pmyJ1JUxLf9ogQGxfehAYPItUc4JGdtH9nnmsnQTmV9V4pWguetW7PLIErdBXg7ao2MRNlR8YnfXkdamp4xQg3su+89fCz7GpEITg+AXLDys4nEj67tA0ukJcOGjSwgp3BHuXAcRiW3x42W3YqlbQXL/xk2ayqOmw66Pjd8FqX262g95To2b6gFPebtgdtprAaY1PedhiDtHzBFppBvIFAIHfpaz1qTr3v852VRAil0eMv7T7X0BoTaQS3P99rgz5bWhNGxkuViE+fgm2a59YnQuUOO9luf69APSp6kVIKShzSHfjulgOOSa4Mx7unPEXN9PImhbltYJHrahrzMG9dXdO8oufEmBxDJJCWV66SH0ccEafbEPilRkcvexLAI6Fe20dRwM9rbG28IyFEqG8l4E+NZQQnTTkujgi/OXE43AeLg85zXXjfqdWz72y6kvzDXNEAx4ryZHrpz5uAgMEpTZypBtcSyZ6PWGmyXeIQt1pqIyW8xUQuWybR2RjmLbOvoKch5/CkwZAghjqI0gwTag+aGiyN7RZxRsN5kiOY4nJrR5kgiF4ahnH+wjAvDoNS98KjjhooMeRm0HBTFI9fUgqV2hfb94n+t77LtJQpJZbGzOcdusxoSF5jRiKHgJzgFcElFcHLgT8/LK5DdJoELAlge26uNJ/eL8JFePHa7VW7HNwcVl0XB/FINj8s94j6j4eocf+15WBEa5kDf3WcugCH4jg0tHr8g9q13O5u78dbiXqSy2Lg0At9Ob3kqXsiAiE6gHMGzpP20n5g8upUFziKDz+h0KrLShjq2fVQKPYzdIW+EBczlRwGHXwdQwD9kyopo8GAGsr3mwU9e6soeTMZMFfw57Q0aOwwB7CHMVJO/x5wWNI1iJoSz0wqO6oee7NR015ZMiSD5RyhyCqZBcuvXNsAUoSqIRnJRmE+ck5g4klVGQ5aMaqeI92tFUrADvdF0Rz8MKP7wsftXK4Crnz91JNMVF+3QHgxhF6ey+9qvayX+Xa9W9wrRcfU5gEoxMjPRVwRlQv4p4cvUmjK7b/oqykNN3mNfT5HbwQlb0DDDe/B+RgOiRwUBF/Evr0+m6E0mZKQF7i4JQ80lqvzCwcxetKcymy3F4EVpoq9hPIpknjHIUJ5pI6gE2IEOyKZNJI6UThGJGJKKrIYEjNLFv3cy7KxllIcZXRUt1BPc2xvtIlvF5gsvSZCFXfQpYj1tTPH66A9BZOl6cqIOkulDPL6a9dCJOInOAE7D8VOiAsRAaGbhGnahy1WutOY2fft0w/KP5yiZsNkhfz4MKF95PVoCJG+ETgW5nc+Vl7Goenf4fIY5fhU8woMUQLQKVX0OsTg72KZNnHFeeotSfVJbKQTqROFnw4ojH+HX+f6iuMyf2RSinAk/QDLm91wIWrmqPphA8wkmqmZlkwaPQ8DcbpOI6IB0lOVhKS078Yn/DjoTFetgVh75DKUt+dFgcFhRjAo6wuKyXeGbdyMMSIrLTzvwGT3FUcZJKW4MocUq9fbxXs1WHSPK08us5Ce4njhLPtryu66zrvlbyRuHyaC7w8ipxumxzM5jrm6Jcgcx+09U2biCRCRfzKuw1HDB9c2DOE/7iVR9e5Srug2bGcID9fWJX62pDvt/uGw2aeNmCg9zdHviJSjSfvQYQZjsOCq5JrBzrPu4/xGAX7adlzLiRG5XSTeanligLtolpRCSGBJD1O4UKME0SSfiTbjFKnTbQCGgEqK6nqGoxYSc8ReJpQIFafdreRjQ5nH2kzKJpJJreyJQzhkXYEi44SaLfs7k2O424Wu+YODobpCpEQu7Vmex1bkQwQk6WTlh6ivMWoq0jG4agxaGjhzlywoqBimTX1C1oMU8N/0YiBRHXd06uH6U1StBz9qLiMRQUbKbffk847G9o/aDBo6/SzGt+/v8dzLtDDfX3Ilzwc3PBMaTq/y3IC5SN6jsvnJzvk+o8AiVq7KtRq2B+7twng3H2vfuzmDYcFpmIvCHMLdGSol2Ql3VZfCOzXn85XsFIwWTWa5qH8k9fc+QcAvsceuBOY4SnUWwZDDbR1E0Dx7XVhjJMo8YgkX52ibn0VRkmo62cPYn4TAMBWDBq9DXDuPg8Jw3sfX+3WSH5VWusHCt/Uq+cKs78Ohsu0idAOXZdlfj7Y6xKxjGDVsdEcF11mDHsU5qn7E8qzp3M90ozL9+ojpMK1O8xNc4hjdvtznlvrrF1Wf7WqjV/r8uWTc3IKR2agc4ue1tJBPVJU+5T+WfusNVt2NuhdNhrrexBKvtG3WQuFHts+6qXJRqViizyycjxS0YGYLy8sxfC9e3003Um5p/MW5km3gdXNApg7zgZiRqlCH/pfk6Y1REBxtgqO+p1byiEApjU2KCl+vw5xv3OpW+/rr2f6dizEVvJ3L8ULsz/Tz46MtSF3ModLSDIjdKP30o4ewq1iWnyySg4JmLAGSL5wMuLMfsWgKr2/mJBqtw2Fh6Nm/Cvrp2tQ0pdRCwqLEhNeUaJQr966bfjC1oEw3DK1ApISWtvCSpNpPO8tDHWUquhu/D5YWUR8ppqK/L+1qLSVYjqm5vConKzXg0mN5mv2+p0adFb7fFESDW9dT4ukqNGHWAZa5HIxeXjRuPH2VgpDv//aILmCK6ICAzob8iYXRaV5Te1AC/JHzd/0DsfdJYpkznrb/Qfd/FhyJdUoWHfVnZlzLnZplC0JtGxwZ4qJL2o5G0RPoKmYcSHw3kFOFe1QIpV0s96oqnIKXrvEuyt70e7vOl7AiLE4RngIzlk02LjRod6t193nYDCfwGH/+mZeEZZrzJ1BvGwsBr3H4krn9JMm+zwbzY65bNsQy1cQ1YVYd1pmM1CNzm9Xkt0ZXe1sNKpuKiVTIINPO2wVn90jeO6mtxpjsbpxAVkbNa0KdFTr1l1s1gb5fq1xjsbssXhrlKWVvrG7724eerNg3wvLZlJ5bEYefwWrf5ZFw1auGzcp/6HuDDooi6xD9WrvPFHH1yZPq1r5xWlqQMu/PpSJRGJOgVpGit+hi1CvCLAFcBhZyiX/kd/Ne3Usf2Ck5n4b3L4LknKJvJM6RRqpq8QSutkI/ffqGsVto2bgQ0gl7nGl76xwg3xhbUTcAR6aKbcxVmM5dsMOXkLMPJbT9RUx7i+L+i1EIJXE4OJTDsHPjZPj2pb6tZj8Jc8dF30EwZsIixPX+pIxAYX77YpQM7mHigPo9oQzfjPPogYWkC6KpZS2ohFr4pI3/7tAVVdyCTZ799hKniMuB6mBrCV18hFFWuYRn8t4shS4zONisgajYoS89bZW4WLUPm+3meS8sCdKHwFE8ixw07iIMWnwN5yZye/KiGIj5eXyrX0GxOek/Z/qNThH1iGxatY2Z0WG/VWDpfRzDny7Tg3otuJiRUM9DrQpDcl911e7nLjX7qUJe3COoZNnhvP+7lA9V01re84UjbKOLP389K/nY8GS3ZqH4/QLbk4wlriAqJk3Yuh4q+EWwI+4ddKYXFrtuVz2qOWkUEax683cFPopaLLqmolYzFs9wusTHseyQNaf1WUAchuJUe6DAlZZO+ej8OYBBwiWtoOgqGcEUvuwryU5LQhOh6/RIcwNfeK/gfahhawv9lj5JhQ83Ry8k+g1LxRBTtbHtW12Hodufzz053SZJc7y1qKsO6EargFmSb1TVzv0wce2p6maSTIprZTGqm6hjhi+pHtdiupRCweRaV/tuLsaEWXOp++1hgsSvBmnz48vdjPjdsk0dmUQYFAPi94FYPNpu4nATUi0w3/7wD8MGg4jpbns1LWtRPE9I4KiXzKQwCWSFCZt8HjhJBZ/3AaWPcFA0kclhId7Xj3i43i1yPi/+MTEam0n9beDbCDtVHMhgd4sFpN2zan42vgpi6PR/0yL79ddnezGV7EZ6HsfI53IgEsOKeDq2XMGUhFs5ixO+Rh6nP4QTGY7JRA2F4kI1Nm0PCooXKpon9lD/gG13OLTgD1svNNtH8Jg+7JjQ7p/seZ30PrgQPr3qGXjG0Tkt9ut+oJqxTbtFkDXzjHobpaYrRNfvfeMzK6GWg0IraiXpftAJkuJitlsWcAmCKpcj5lboijSpjZCIatKbTA1cboJgE/nNI9SWzZf0sRiWFw2WCfusIX8vrx9wHMoeO6Cj5p2WYRdw6FSb4kw3jw5kFAcRmQs3kUrEYxsPmQ3aXOAVtUQdnw+VgmAU7iOfyD9wni8ozHcsxejWaY2/TVuvLAea/zKZsdXsqPrIYKn3ZprRob+sm7sHXZfmfXeSWZZerpS9J/2IaCCOW/WD8fyW5StkppmXWCGP5RTpVOfKeeZF/7y20evfTJ9TG6Pow11KTrN6Y0oX2YbXp1sFemjoR4Yt+icPeWh16XjimhH04Jx3jpXXC2fshM8jh5GUmt9GkEyOpdT3FHArXwg4Kp42KG/T/JDJFkq+wJjiwOzibhEdgJMctAAhAcngyBRknA63JbuSGpgTKKUzkB3Km7wGFm6MdN8u/kA5FZZ8CM7QEr/lnokOy07SVCWWukaD1kynY+j/6ip17N51naubWHZ5lBhq27Lq5kXgwgkVG2NU4dtMvlJkXvyYQYVaok4/sc812BeKWOgYEKmY5f5NCzf0vVw0zdH0jH8tlbwnNlAHWcfkc680L4HEACTcqOyEcv9XZPU+aX96StyuClgjhzDioXgSI3yprvdv9NKVfUIHmfdlduqp+WF72PzJ3SL6DNQOSxWAD53oVLC3bANfqG3dQijecDr0vAGHJVT18p8nWtR3nqhBdAS7JByJYWMJjNrHWQd8oPxPYd8nVW3aBBjjJu5HMik5ElKqmajgGb24uSSbtZaZmBzvBkz/WizhHFh2GVPMcetfKXToUbZJ72WREH/4m+DbBFwORK9j8lq1JCbKBwqNjQCDRex7o6bZEwKPcRC1drXeKH2mV28MTl23Mb/vMYBkEI5MkHYPRTj9QdP4xyVxcXs9KXfGOyrLQWZgwVOHy1yFWr2CK+kkPqM3NJ2p5ILVg7S+Mzn94w/0cdSCcNNPY+i+wnKaDBf0+ZQ7xo96mjAZ72tQtFQfMK9Uj6OfdQShtDGFbTHrUqIPZlK2f6Hyw66ytxKC2xZv9RAU4rWn70mZeHTUhIxKHiJYQKg95hUoa8uvq8ODTcN9GPDM2r6QRzLf80eIjDSNDD4vdLY2qcWdJZqgQllHcJDgmuVAkeRZm5hNyRLyV/P/McE91qlcqyYPSzMct7V45sXQWKq8CCvt6CGEdvKokYqFySZ7LQ+WZXGcAYn2G9OUlMplHpkoQeUa/sJjEjz9N4OGCTpH2yV3EAxGFp6alYIRz9FCzd8/FvkTUFlOUxeRP2rVzW5UET1cZ2iK9wcTQxBhHOGnaAYpNY/d6vUN1d5rSb8Nten5XX75ncPXG45MkydzzHq9+wO1aUupfMAtRU0tL0Degf4DtaYDkyjlMFtF7RFHuDu6R5XpTkSJhazsNSH7JH5WLpdNmku+SmPQgIeEJol5RQemUzE4JIwD073Ty82sCkep2YUfIDT4ruWS50SQ090hPAr1az2XVT/tc0PkLe+IuGgyfDndssL/A/hpec/hBCswdgbYoCi4zAxpxOnklK8pyidn2AS29YFulh6xXAsRRsXh/ReiNYPB3ERfVNfnC/KmiPcgmWljYcWtUBef8pOvqSqN3pKqdhjnw1HS7+zK8wl9EmozmhAv6wQdZeMqjRcnNbUNsOh+aVzgKBuzpL3pJPugOH89+d3aCt5WG6Qxu4nF5kn+GY7zYRRPR+TXTs+k7iWxVYfeSOB2iyyr/0gCWeXnxePugm2nWrGjjA+DSYXyiczWDkkebuMSPlCkAR9jDxVf3iq0KONuDLWYcz5Z3KDClK1fVh7PCiQfTJlljucK8OTbgQZWEzEWDy4o4gXRb5tGYiPRFsvv2Uo+0pV5358p+IquyE9o4MN1Xg4RWBFX8V4k9ollfuvtBD/HUBFMFI/hm3kWhKmwNwbtoy3dR7GlGQNr9LjmtmRFNSbt4FfiDan/Ho3G16v8ePb1RJe5lInctlCfsL+zRCVLJS5KWyVP8FMCjEkcicPgZ9sBoR72mxGjKpw+/iEHZH+1vGh8bNMDEUFzOGTx+jR/9ZoO8WDQaZleGvIqufxcX15UE0ELBG9kpU4LvDOCU6ZrDdo5l3TFRGYIoAs9CybUFNz3T9vPuwRYisbRt7e+WJNYDjGrIfa/yKZ8EHmpzyLvFCbDnlHQJyOn7UQvI5C79qEwMhLXxTF9tCFOplaSj/deKb35joxOu8bFazoANzLadVm8HEYuZqOPL/8Rm7fFahZmGivvKi5vuBgWFpDNJbAB50jsexQWZ9PFMh1c5SNR5cQTqwySV7EkHTYybZGelK6E/rPURr8s0FnbXrhEKMny4MOKvwIoe0ko4jeIh7ojKDPzPdpqSeeg5q3zUh4/CuxDHBnhVIBHtoEoFcxxQPBmlAmvJ19eKofleFo7bvmuH63WE7hyRHxStCSFh+9q5w4RzOlqu/vZxcnggVjL3kR2OKTxJwgO+jiXP/nvLxYJOiJQrMxDJsUH1e9ENgxUgc4uxXz8IRH0pyLJrqWtllN85oxWxCF7WcOsqZTI15gpAZDI646pFDtiCPF3oUivGl9elrpvsIY+U8hC8+ywV/z+FuS16rrIpETRIp1wcaMXqXuJCG2IdsPrx6DW1o4ZvC9xovVmSB0ldsoqqTyWjfGNwpX0CdU+YYuSyYLQ2urMgPRFTOMyeixJFhsQ57frYaXJK4k4q98w8Ei8QVXAq3gH+q6Y/At9b1jqAkrG9ogJQluJXocpRtIWLTA+jX+UP9OpvYjnMeTcXXDsuedVZ8TojaW4M5uufygixK9zaSYdUcz4ltffisgpy+A7WiVKPeyDxZPv3iPHWSR8i4XTWglDhSiVef34UlhC94fO+1FxjKjafHcUtF7c58Fh0Oo1e61paz7lJbfTqxf2SDtrK5ApPXnsfmGdPTKm+buR9sMK1M1mgiwdwa7NW8iAWXrqKix87U8jTn80KfIIvlJ53bRJNxO5+in8LTLPn05vL48Zmv0yYElEVQsr1b6pPihBmXPvigLp7xwXz4NY1JaeZBMvTZn/H+ZoKPN9rkZ/rR01/udP7wpX2esveznOvzOFfb2sBlMBm+jO0v1yVV3XlVVH8HLWfr7XPd1+8n0sD7DnN5egE9pBSzB1Mbz5dmZVRDp3khSAGGqZawK3mMzzvZ7g4Vkpr6MMJ3SStVXVYcAm4b1fcdYzFAZttQcNY9tgZxQFXv8WqNtdSEIi4GZMS0KkO3x5Oq6LlyLdPmva0p65Pf7IaNjhcXMwbcXbZCoVPcH995tf3SNoK+lp0p/v9Vdm8ULcDhs94cRetFovfz33c2U45boiPWt03umJ2h8APftrkjPlcnuYxGVKrFQpR1vSQxexfRJk6gCryBWVrCLMR3dxNcYyqa2l/7Ww6O/X9houQ3fg3zK8F+ZRXqdNi+TfAC0R5bg9pCliWbMj8qlAIyjFpq5TKy5iPqf1ZuWns//TbP7Xjsuh8ny/NtaOIjnSpf8fd28ZlEnQNYniPri7u7u7u7vLAIO7u8Pg7u4+uLu72+DO4O7sw7u7EXvj3rix+/3cDoJ4CGi6u6pOnsyuqjw3IwQzF7F8j5pxz4AsMoIfXx9m9wtL97xxQd6S7/jbQvx79F4nR5XYtu6GVta0V4S8EwND16PIc+YDBAkKuWz4RVYGjnZV31Y/3reNOsYgse/pAf/bOQqkJbAgNOv2NSztMY5Nz8tR5gONdTDv+/UAgJBS0S1kf7qIkfc2ALQ4gHA7vK4WSsQ2Ekea1vdB4Az219WsOYzgWQ1xa7xEZucdlZfmcP+raqjpuGz/nl6rTmUGaLE4990QjJRlcM/HNfMZ3rvJVdJKM6bHeBIJ7KaeP/OArlH4CqW9etZZr8yYGT0P7eWmv1yt31d2q3v9uPLbLpHLXKZlvhrPtG2X0m+9HafR0dz51/W0FSVmZT6VodYDvQPggBzrFoUE7zuQgGvLWwuZoTr+K8m01e6pd+xmNrISfWaUhrUt32jZ8qSBn22y0ijq13QfjZfA5wIEWP0RUDTXjj+otkmqNPXLNvIJt+V8kVKheLbDMNaGTcum79sFhqjGn3Cf8UGMov48cnapWv2uW5dj+6HV9tedIAT4+XDoKLlg9Ugts2S1HK9LLgIjVHIIIDQQQHtFFxsnfm/vFv7ZJUzfdT8fRd8umZqxwbiuJ8/3sGi5UCLl9DAh1Ve/6F5ldnFZv2fro6K89T23oCLPVaxuDV2EIIHrAAaUio7Ae93byM6wuOk4QSfBFmGiNT8UYzZsu9kudBSKegMIIVvbgJK3q55txBpLZMYOwIg+EfFe1PHgPdWiUOHm+Xq/uwK0mHb986/uwVwwPo9bU91XAMCcbHZwNCxHujTsKlevgnX6Rgs9f40CMvDn8z63iIyF/+/C8Lwa7wBdOUuKmNPElz1XlRLZcgOx4Nt6Ny1xCgL3HWBQS/jdOVARe4PG7ZOifG+nrIRrQZF/aw0Use07gbCNDGyi0Oggd99xWW0Zxow1F/c9m/SaHMj4vuqphg9X6VDk87SJYSel84e8z5T0ppg+JcELb1XD8vYxlCafiub16apnSV0H8OtQa7ROGnYOa7lyZSmyLyKQPP8gTIUFBsmj1J73w1WhvMbjTQXfW5RgmDowIoWNZRlcJiqHvQiKYe095njG2Oh+DR0bNknYJIDyTb1o2eaX4M0HwyyGntTNGt5rnxH46sRJZseUDhSP/GPwcabxgBN7BrfsM8P3dPLeGwC6Ob0JCYep2KOJy2qx0VwNe8BPSWoZCG9pe5zttoylRMB5dNV2nBO11z1LmuF5mKyB24qRgEDp783vJJZbT95gi6ldTWlzm0Gmh94RkIjF8vP+YuNJQ65Ahmsa53vr7BXVYI88/4sppGcNN2is5ZSrH5nQa+q4GXAoz2XrvvHaHTgs+uioJdVVXKI892n322ViuBlH2lqpQq7vxyue0yTTcLKh4swazbK3iZuoMYC6Evg+52e2vwGec2tWsMnYVg7d1kgYwb+BJDUO/u8KZnTlbrIskEZ5+PomX7Opz2lxqipHHUeNkConI0+FExqqd0T6vDd5MjnkTjFmyDkKT0QdmzrKR5KQdGZnK1uwgs5lqP+Tsk1/0q7LojGnpIaTVcFZ0flwy2Hf18hW+siG6qVf1kZX7Vl3+1LXkhxH+l6ZLFas7r7DJDOFSjpXKK5D4gthg2w6M6tiSSKxNGq8pG5MnEZFUNQBJjGpcPX2W1N37YcPH5/V1QVnq8Df47sR3+ougKLkG3h6e/HumdH+57FaomO5xMxvoQOGKteGTePNxan7w/DsqALdnUypknbuX0igN9CAIEOc2tofMyRwd9CShNNZJPj02mcOghwFPAcHhz/G5EonOHadSJ308PBtp9j6o0JPl5tmb4MRKF2eD/MhoK0pkpjFBZjvg8VUyvbDllo9/jKJUKJap8mzjYr5wlmRSQHMcNiskqug4PG3idO91GURtCUo6CQSMXDtXG1Bf80Ud3cY9YAlgF569aSI4DAZ/T3JsGaTzSiBfAJi7q8DcFeqtBKjJQh8GrUaflqAka3cEBcFnI0+btj10MngQa+32CmkIh3IsBEZyRcMWJwQMvnTo5cTbh8YZMAqYoY3ikWhU1onjbUfT2d7jeC5pcmIioHIRaM66rHhwKYBuywSkTQKpuqDk2odBY8lJf7F2hDUdeYLAcDNN3xMpDKk1kJBsiWT8Uv9qONYkIwzmdSRoIqwdy4nHwJEwm9ZzSBDMC4L4PpIU1NHPVJolCU+EGoZopeIUL2mX2jr0TEnh5PrgCafIOQmdmS5ch4QWGWPIYRVJiSA9QGM5rBZKLsQunzm20B6vXZJ66p+IsI9n+s+SOgyZwRWMpkrqta9+9MFl7HRhVIFFOd02GVSCgrYG89PT5uE0WuMaPx8HkxC60CFW+JdyhCK4CNJqxOgoyQXARQUlEN1KjjxV8UiyfhfSxX5VEVAi0mDwVlQ66lIvjG7K9pNv5SQSSFSmiFEZg0cabBuVHa/jSwODOUu4C2d1rv4H1/ifvBz4a+H2bdyN76UCnxIOdF8Ese2x2tpcpTw+fFVOfCHD1NBIJO31EHD/TGbQEdBAc2EFijcH9dQ7t/Rsy5KJA8cv8dHLC5QydNtB3pNFmulncUzRSyjg5OlSY/CoDG0LrDyyACZYArDhR6dipeNsV6pyfYtzpxkmgTQYZqF+VvnH8RR1kLnf8g552RicLkmddASHOL8iC4bkT2jWRXl++H49/f3672VVcfUDR313DbAPmQuSE2VCQV1kyRDc4qnpPQ57wD047UXFKHscB9DNWwxdBL7TSgI8dviiP0mQC/dqpqbU7fBv6QKvBx4TltYGMRUjFc8rvzNCK6f1MmIwZuxyh4RMiMKyuszDUjf7tdIvkjYcyrM8t5QlEu0XV+nx93koYvv8y7kvzUcLYXldgGaXg4iSHfQvl8XoBCz9Z7+VlFJi2VKQf65FXhPfWvPGQJ+vk7yvntb1Tot/QH2eNqMlvOkMcHllP5oFCqGZzU0VpXXxcXFROLcgw6P52up+p4RzIqM9+EpRqAp5BJxBcirKAv9wrOEuMWeMHNjeyR4PK5JtyIGpEizbB8gKmiUiv49235fH7emc1gEujFbTBhshVSI8Nwc1v88PnsxiEO6CatGYfrlppUbLZQO0mD7fFFxSg4rX4AwzQuDyyCklo0IZFLpi+mXERH5ZGBVqNcTjdNEYrIWJom/K2/O8M95ssa/JGG/FitAxfEODw8bk+YQKBESJxndHowtq9i0b9F00hFBXohoGEPM76eRedSkFac72LvccYUBIBmOgP+vLjYcXiobGRcdWulIOfkPx/UwXJETtp+TmBkftX4fNOMTTbPGfxBOyaf9vYMv4CHDrGBWm5v+kArC5oHPEGApNn9X7A3ARUIqCnCTuZwxKrEXTKvD6gQ+3gltRUiKgryhsrJH8Uf6gEGrM9D4CC1ZbUZvIeOFT5kCo+1zCVqEnEMqE1kvgGr3O5nN/5OQesyw0k+wWzaeTPO9BxaHwzYYLOa1N55IdtVk+DcW9sef0p9TGfYggVA64/GzVDDFxyM3loh42hwhA3dXkKeSSEzNVdxnL0JNVf1jN8gUIg2jZZ9Iw+RuVodBv2sBXMM6iVIpsL0hns1KXTszcIyOiNjDPS3BXtvXBkN4KBItArGR+xpNCRhS1FM7jcSsrQVwsTnpe2ZquFMlEi1xlUGkikVV8KEq/S5P+3jOM2F448sARug2LrXd/pCJZBqKWLLRILBg9IHQHwskRMpIcuvR/Gypbk/vXka3qJBdEeWjeSi0dDMJIXqPsBt576h5wiEwZchSiWWuNbpt4YEnhJEVUWmV9ud/2xJNqsAh2xpPkvxb9woKnZBDHZRQo0Xh3orUotBoyH2CYWfb5mZ2duzp/HvHIu/4tnWCom4RgVBkC/A4qXLEgofliQXR4KFE3ZNX4dysTkB/xuHkcYp1e7/sYBk7QvfmkbgklquUCmMcYYJXwZOFPviATzaYjiXsrHLG7wLIDZmbgJyiqh6lx0QKHSl8Eh0/P/5SnmEs72343z4KNvfz+hHC3NZWTqlCRUG8P3mB3GCDTJ53gf0klEf7Oin238Wdvr1qSJF25jN8fuPzaV+eC+IlTGkpmPTbJaXsQ9cJfD6beAbYoOZaXTwShQT/hWoDpHsjZlRRRJDSj5ZQRp9X50BvPDbteuOhbxd07NGckytFQlzie1a2PyHqCYP5p8hAo+M5jgfPN/uHa6EXGy3fxlIKMm4m+H0sd26NcOkpyOPV9JSbuvMYsPGl2ackeKCqs27MW5TxEe/ZjEAR+cn96pAORFSFVyfwMIIwgvUcdlu6lep0MAoXnEH6IRDHkuwWfB6KU2BS0eVX3mJ/mIIorSTmmX1e74XanknWyHKhyMSJRUL+GLoVfQHAiufbSaHKdhxMCK/GfOvWP30X6wSkVFJWdhFnOWfG5bYgl0015H5HVDQiQUUSRH7yJ0TiYDtyUR/joOGyjE6w6bKeGKwuxgpsBy4LRZK5upwiJqaUXfcAsvBtK/UYqq7QII1bu0QMriX/2emLyGHwRx2MnNB6gVuNXK9kXGzbCDL8eqn7zZ5nqjoOMFYCBaQFWIONGqKlzilha0hSsPjdO6QndOwU5MyJtHuabQF6ECQCOdqeil9yR8vPNelUernqMUroNgR8XnciMGUxD3HVWnrhFA47fXqhoKjQ/vYy+2s6tMBfBbCDUYLanmGXcaRk4bsDYTpRKk50UsRgzmCOv3eRsnRa9qngCkz4oaYOLXJtNpqJMtbn0C1EppzKvZqt10jNRZPjlEyhomeDpCgP+N01d0XEKWTTCDeg2nlbZcymVrxp81QONknZkhq8X24PtKAkvqugJXb7vJGTkrZm7sOvgBPSe3cCcuYzj+/9WWXtXv6yDvSg3mobrzao1hieU0Dn5dmLXf94HIjthId0MnVIhwMpzmCkO4z+mNoOa4HQqqAm0l4/ExGME6I/SgwWSygno3L6rod77F1RcbFeY+D1CwTBLWnCw3ibZCacA+IVGpVy8Cp+CfNakAW6Q34JK8hSGHsQSz3io0gb8gxK8MTJj6WWk38nc4VHOxCkoFb5FcpAoloGLX4AiZJEIbV9Qq6JZDZHMcvrRxgyKJ0TURxHSr4YAwY8Jm6hyPFoDRUgCu3KLCO8diDOQkVqZoEKckth8gAi/8dkBB5TnzQWxOJWjIDvuhd0Geck+PWWFSNMiQcGtEvCMzGmRDz8gaa0AGiZhneV9JAJPPVIzLYshm1a/DwAe7x5y6duy/ugR5lnHWxYnKGogXTRoMV2k+/pr4h7oZ+EfTlJIL6stUsF2JlkO1E9jNQTQKVH8LFjMqpIykueRROh0WmjVkvJy08nkMGmk29Gv+RPH91Fw8OvMO/wFeDNQ+qSnxAe+4yyMyU8eIL/Ds6Max6NAwlAORb6bbqqzn6f2IrHH/DnPvi6up19nuXXIiUr5bzJdU5uRK9M1jgxGOz1BiVBXVdScBGVJluNPFiZKbwDkgixkycLRju5IgZ1ohJUGTkVlWUScLjSlhB6L7Ju0p09qTZiebDJSIzPcNjl6Ww+qMtxsC6TRo3uK7VENrfLKLBZAdw/Ulh0Wn9Xyp7O+BH8ChJZSY6hwcETPvg9HQ81le96SVO3Zc/1iAclPfjidXxWy7RL0neXcBffRvX/hvhaU7Vn5W5ubtJZzEvACzrT/O0L8VjzGkldRMmqn0T49s2IiX/A/1utJynP0pLkk936WWwjRXGYBQ6DOuuFnpP7RIQLBewTfKkoT5s7YGxicigmoKy0ulHkGdOiH1AvqNjnMnUAy2Zn3uuNEswZmVJaBotBT4osyNxIvAhPl/h7vm9XHAS4jY1U3jr0asBQSKJbtdc9i/pVlI/FfJqV4D4SzPvFjEDoDxvwA9JBZsvKWihFMsco9n1z+N4AgoD3mj9XHYmgbTh1hF6QwiTMM0Z5ygMjjhiZ6DGF6Uk0x9ZsOo0kMZRcudKqis1W5xpcZ3kMImG0pTLWPX4XFXGA/5o1QYFV2VXBF/F2PlZE10N2OGVchGiv2Azt8E8+USOji/Wmn1eKcPMcd3Cmmmlx4rCNcGGWvhL3xps7A0dTEuc1hIEKTQ5EE9TfRjA8OytzKpmShJ6/b1+NVnVY4uOm16D+S74yn+YOn+8vH29P/zpqzGdy2FZIWvfCG1UHD3HTjXSdd0/vCceVK4TSUIqyOB36PfO3MigeE+wBKdjQpcrFnaQaDR86azbD5e+duRPz8VG7t31zVDePx7TE6wyWpfGLJNR0ODKegd9Hkyx2FrAi0sI+mIHPg9pmu0u1FDQjglVC5UR9HCFxU+faVaF4dIIWXkJCwvcK35UTlSZd1JFYAgHP+zJfABu+4uD/9nUrf7RMTlcRyz0FiYXVnlMr7sDBBBA2OqWC4GkUTrfLv0wmw6JfE2OJFMczuQSWe7aPPfjfa7S2PP/RfXB73p+srq7a9Xygx8ahLZhKnRwcmLJzCrKbUhQzY1i2Y2u22hslkssdkNnym+mH75Din69QT+bwZbb/WzHP8SjxfDgTLiLwe2caSpGeAugWkrU0Djv8aMLkXxvNF9+GIVc5dn9bHWbzhI76D7/r36aMK+/sZEn/xn1L1eqmapheDGBRRqZaWlAQ2Kw3kXAdL6j88/2STIH/pUh3U/eDF0ZZRSXX86xcKpE8Xfe72CVAEInmEh0kKDb8nPr8eIN8mnCOD2Q2G9dEyVyA6mOuU1F/g6GHr9Ts9m6zdAHJmNYNPiz4XjJsZjwDF8zxB7PrkF8mhbYPle7067LjKs9KRa7VtlK9uibJW7VSXU7dq6XOaqUmhU5nnJnjXl5YOPC4Nudvg/nM0VTmxCszzG9SzmxH0nNAvmdiYgK0bSO771y1DkcGiNNhI2by2Bl3KSsTEH/IglYUizamgK93CAxaVfayLAPgCgUr6lWa+V7f1VMICPy4Al18hEqsLteb/pmpv2S7bWHxe7fGoeGJ+sPIjN7apEVPE4TM9AeXCvfeEnieEJ1rdft+vhw7V/76yOHzeg0Gqj2aTFfpcTwiEgm1Xq0LsPqBw/5bpud+XuYE1dyk0KDH9+XuOHcHNKLvY8rsVy2EvXcw3NnwR/w0QJ00W61cEnw9h5FpftetVA+oqwPI8Ve04ULifsModDpsbmdKstL3b+dOSfbrqMeLjYZ8lHsqk1n4rL6sAbD2BnK6JBegXZTXcBWAKlFalMtkPxxPhgUNj4ryet4NOzyD+va4KlY9nEhNtZysjxOPxh6T14oSJbfotzGjgqEBCooPlA3PTKXTWf7L4nq+Sqmirk9NmV+eAxN4AU0km8ufLe5/hyLsT4bvcYCUPakuaDKPJ5nJhtUNbZ1scsLZ7nUwGm+9QHVvuVylNTUQTqD4i8nOE1Hn4R0xW8bkhRG/mRoWWOc4l9kMZkSwcxmGFkZrF9yL5VjE6+vjaer0FRxK4mqra2os0dLjdU6aFK0VzQUg6n+Q/t7TDJtbKfVFkEW1W6rVlfwZV6KMqV8snXwSiE6nbb3VmW6ABE8t1rBzytgmLyRuZc/1abWGbEAVK6Y4C0sX4bdLPsj+cnsIWyNEK7gWL6mNHJsXm4ekRcYCRauuLh43trcoDJV4opK1wovJ9+3b4mJjMYiNA+W1jgNH6sn6DBD9K1VaoImznFj4HP59dbiYluuNlsE/NKHMSaYZFPOAcFYjat5Cr/56HGcrhCpOSQCG/6otILRO54uv2v/RR3PnVRUhXnNSxtSs8DlbAHrELB3hNUPm2y7sp4K0NIyQRjQ2W/OzoEFgEKkGerj2x+tDuXC5cnGcWEa8s39akfFQJCYLGaqEYYfrxbqye9GPlhBTqPZGcUD3Fp+KcgCyuDSUxAt05c4v9mc0cqP9wlj+P7KoT5ab7Wwpf7u83N5H745bVrQQwe9hi6LhdodczhZ3zwC3EYS2JrIMJFOnwkzOibJ7ch6EfUp8hKrviqy12+yofZsK8QNbEL6xQTZZAUNkp9G/iR5aWa1Kk+lk7/3lrp2e9wVWXDK6RnLLiO6N2B8GcZlBuHe9nOpQFwXk4vd0aPZtVCeJ9HD+bAkoa3mTOOaj4InwWhzRLZKlArOZMCx0W9DE1PW/3gBQSAR82RvK79Wd2FUAiUcoNiI0pEgZSvEz1H508IHcQp87QxLnzj9rjAMpRlLElLTznmo66ri/HhVzo7kxgi/4KVt4NJECoYRmQxPKmpBFoCGaKe4QKQBRKyJT8PY7c/O+q3a6O1CXFRDK9BhJipIM3oFl6bYAcoK6o+hs4BqUAZGUZiGYUpJrrz9wH9Jvl3/LSm7B0Ej1JVfqO/yoCU7zzMFgdVh64kYnIOvNAP7IjN7idqU/TWgmwnlN3l3AvOdvbQJ0mt5+9wr+olcimz5IaEnfTKGQk1WvgvR47baeklKaarbLMjmvbf7DrbdfrZAuvMGwmHlR4eaP2QQ7YXCxTKoxNVhkexh8P8rQQZ6QsmoVPTk5RE9vqBQfso+gOqbgPZcLA0ocKcZQrz1MFsYCcd6tcBRnnUq/4biCNVXICG29UaDgqtrj9yu7zOk7DNUQesovga8XhX4v9me1d6Shzq/PN5ff4RW7/ZICzgGaIsY5DLjLQMw/xIAXPxx+qIqTTx7TTJbAZiJv7831vMYZ+merxg2nZoPhcLdx7NbQGgoNTjPdCz+er5mF6Fo1Epgl/enTtm+yMOvyfAjHLUtqClQbFgQjbnjKzOtNejQgUrSKNBePBdDdnDb3LmhqNNd4ctiWTVecgOjjf4T0grGzz8veQ7PTdzMCdvTn9PCY7NokTMcUetCpmjTnv/ahwmp8QmFHEziMQoI+fXYCIC3MOyHE/K0pXqFyUM5IslPLeciKb71xguRdlOiMcR69ARmEtUqTIVTubBCCXtbk13VtG6iwfybUS2Jm3F68z8na/Znxz3Oio1J0d6avwBa6ryFaNpSibjxuZ38C+/Sb/ZEGJEsQo1a8Yai3xGO3sGvoKnBYJO+z2+zn2mGEsgpE2ND7EYFPJXcIOVHcU4NmMuxY52QcoMZQz38lcpmMqlqW9KCEv/PnoHJz3PegRYMHswgJUApElPzmTX+fAVRAWnQV970cVBpizzg7u8kWSoBXvWsyNGmOfP7KAQ12wMc/5+XrZGtDnBy7SGZmBHLZNCAO8XYC7IN050CBX2miSmR4eRneZDe7Z++RDInn/yIRvH0OkzWK3ovg7DnpQ+3G8X3FMJzdzS//tt3WYrH8HOXEGSmTMCzm1pcTSCAcTcDCZNTrhYDDgvNanXEh+tHuTx+05nr5V0oWarfRZkMdgQSNDM1zHBKe3oFqUDKUmGeO+YGqwpC+mA+AEnW76BjtT1teLj9KAJRz8hF4CbI0e4Zxlkc5otY7Ty5LKxDR+iodMVhV7o92s3U622qNZKl9HPbCA2lQke89+KNgB1JougIP4T1UygsD/E7sUUUqTPgTILenNOVKUv4xHTOumSwQ5DTdmbiDHDSto6myR9SIs6kP8JiNhUL5+gEDacTlEQcva1SzPpfTY82NW2Ow60pd2Q8c/0fIWjCn4KmKyPvG9vWwD5JgUDWcMtyJ0RLmt0TmRFOVblvCgfZXVIhJcV/YjzwkegnuWq9wG6hiQ9/FNW03/QC+g8n0REJgFTgepqZg+5yeZUxZKIe53/MW91WDGuQWNoHK0AiKX/kiYZH2X7FAewVrTDKvlCYyP3u3RKc3WuwkQhnFOpPFQ8ci4qHaAATNFQ7CN65UJZz9lIdXJkWHeI5GuUjSiSAYsSTZs3vihBHeGQzLePUWDXRA8UGcN73pt2x/1ij6tCQ375TEw9nSgHgDIg/2U2rPe0gkJIG5cGmJGETAD26ZADLGIC8VZeUyHmABs52zdmvuGxzRaiWyatLDsF4MWk1G92tDfjOEOXgel8GgtDDdHKt88jpu9eirAd7zvroptuc8jAPkl9V2FxosvpTfsd+enZ0zkmZKxLyVACIVDr8IrDYvpBuofnjwc7K3vPWEnwAsnXkSKkwRY03qunxiernWYPt3OskUWuye+VQGGn9Y5BQTa/CwbtgHs5BzJFk4V58hZppoxT3DkRsz2DlupH9TEUf98I4csJBnsAnguQ7kNPchCbzrHPbFteGGC0NOQe7oEQp+bor3RZbx4Bn9oJYOoCq1J59bkePYRH2s51PhRL1PHXJk5XFkQOKXAyNz1HvvVwWeeZKbDn0b1XjH1mOp9I+//7ei0FPA716vySBLv5FW35ZDAiM5KqQi8G1mBzeHpATZJZJFVah5RKweTCma+ZpMD4tzhaRItDCY7gkNhzyg0+PLp/0bIbRrSAR6ThRmYImrt6LjGDaMNOc5tWoxtFeqbKDH2V6tz2OSbOcGdpJQcx0H+Ro6B9ZgDhbLlzxOU/jW2RoIetklBRyA28tZi2CX/n5EYEeRxeT2guc/Ws6OgmzHs3k4mikMTj3boU3iAiQoQXYJj3quut/ynCtEmjmHICfRdY3+3hFkkpbt7/BctpJwxomt8zBTx0FPonX1tsOg00rC9hYnheVSsmBBehEyEStESFn8GoXx7GugFNCHsERZVVEtV5rJ4VPiQxU6wIkK6aISGBQjujuakgkSRD3PL+G2F3Ifs6SCYJ/xIzskiv12zXdAwUNPicHnsM3ifx/wUJQdF1lwAFqZBzsDJOASCbCAhVNFtI/RlTo660CLAMd+YVbY0+rLUsmUPl34cIX+mnLRIEGVBIfZaWef7W6fU85T6df4OOZz6AUS3Htwvn6sE5V8LVT0ZI6HJMY0WC0FWEW3fjgLXJxw1vbbMYpcwzNK31WDoH5gP2WhOyWOadlOoZtW3EDlam22mdgUpunWVk4teGUaK/pPeAEdt/Jwvsm+YyF+Vc46PnZDX9b+RQxke65QdwgyYoL4AOlzoWU2dUPJdzye2Ft7nl/gJrO0xDEAOUhxOzhyqkUfqYYCbe9PrqLJlhUrX28OoLueyMyoVquR4+MkHqq6waDguEzGYM3fJod3bQaoKfTw0uz9kYKJUh9XvKkyMgAE0IbIgSalznOzoPeE7C/aP1FfDAaC84uIjaUgJZlnvJJCmtm3vQfXA/3y2wGlYX6JFARRF/2t7CPYkMXCBhbI2hqOitmzj2kKYk5UOxhp2urbgUAsmGA8SOMu8Zu5AaV4/wrLt+A3jbKZsDou8CXZ6P17HAJ0nhCh1B63jy/+MVmPIA2VAHihWZ5FNRIV2g8xfDkjzoTlvIfVXgJA0MqBOwjq+iv8koYPpN85vSaSO34RzyGRgPdJwT8WG7VXpjWw6xROMyXD8cnDu+4F5DYk+BpKYSqxZC9cpV8/YsvtRwN7jtZbjQKe+rh08bRZnkR8NBj3obyc/t7lKg9sdT/0sftGt5rIY/AZeQYHnS1Q5fgZSIGd7IYRNC8iai+wgYFbcP8gnoz4oQN7DkM6EfNnlLO6FEHPDqBz8AdvI5iGf2OR7EJ2S6EzxHblI3E5HS06iLUiFYtQ1el7GCa/671lVyUqTqkaJRDi6qICE5WIUMhlFM1UfL9c4oq7gEGjRmXQz2IM7c6DQVUOBi3u1bYXH6dqEYbSs/dgZnAQ7AyKMr5W0rcoYLOgn6aV2SCJCtaUFLANZ925ZaUdKaNUNKzBxBXdi92rjuTY9laBCKMKgs81Ps6CoVOJ9HcqAy/nowcN6HWpw9qSwEn4D2H3uD2Ih1S1lczidonsZnE6aNnyjBpln4cpUgL6cqIWbuV2OTMExTTd7Q8hkvVG0R74LYXb7nrx6yerKNQeFScD+QodWL09eA8y6q4BpgAR65bEzB7VeT5HG0xSuM2dRI0YMNTOqTPMQoeb3Wc45TXKsrxu9q43NV8vcLxeK/aZf5alzvkPZiqd5qqtc3TE4l7DpFzQPAz2OqY9NfbwlBtOaOsDfjy2Au4iFtzfH06fVVoNjtAVIsXP1DO5o+k6jRZG8IpxUHlCmmxmCzouWXUAQTe/KMmVA6sxqkckyDEGKpBKikvJNtd0HOsh/gJrPG6ERqOeVN/a2Mjq8adFuVi63f/tkCTB3v4BINPhbgLSEgChq0ehBy/YEeQXLBCSRwxMVcRgChcpYzJ54nJNhPK8rZu3fJd6XzxSmIX11vfbzD/Vvfe1A0h4wH2UzFKKO6N2lDh3NXTQsK7s5w9TDs4QiIFWZCTmX4F20vgBTCeeN3GdaHCzZicxncABekaG6cSgJMeNuX6fXMjkjgNkzwelgHvabeOkTc0LdHTJNxPmhM8j4X87b5DkyvMX1LC1mud3/1ESFb8vHY6RZcKfL8Ew8U8VLG61pxvDv1VTfBqYkxZc3GIxzUEEd1aWI4VOJ/QkzwGgdkdiCbGwo+vQN4aTV8ewas4nkldQGUFfR+G+TkYy7bq5qrbFRiJQKBISE8fo622wCnidTxCJ6k37hK56dZmsWUHWCjAmq5ZBqqIwHRzbIUSKzc3sc2CRLgwDjhj5+yVICcUDuRx6/czl1EwDz+JI9iNQlXET86C2obcexQzs7X+BRSFn1gvFICCYbCVope3j3A6Sj4RvOv7mX7IOuI6lnP69gBi/I/dLV9OtXwY1VPL3qtSjoK2jyU1CMGhfgpKDB6tzB/B0rZ3knPQgchouqlCPIoNvAfc1RA3F0+jgZugPHHEUMU8nIm6onCn5UqZDctRbaaDOeUiY/kNEeJUFS3oaCrKHEsl3pEQTknmUzbhmLlqFUhWJOxdo4GRArmrhxqgK+Zcu4orOuP9rqQJpJMHE8QHAJE/iukEwyLWCDhlZeANNYVTifYVAwr2mjF7weFx3OH/qB7VpWyLRT4bMYrSHPjJth+dbWbCa6QHn85OReh2iPIZaF4dYyt7tMgF/BAbvEs7yoCG8CWL8pEWYUcQoIJGvbBa9SiORUZUDy67SunxScoy4g/bBYbe2AO+NAx2GLj4eT5ZJ+X2chc3s8VntJMycEQ/ADzFejB/CbM+iTHRBwYMHbAoZ8ZclZa0U+gwxJPvskjjRWI9DBf8wnhnkRMGiQnrrG9HYYzN1p638RR9uNUF6GU609pi813DreV3PMV1DDHoN7eEjETsTQzbHDRjF2vTEiEk2gx/+qASK3AF7wXX4vD3aEz6KA4HSiSR4/nuvAJkgio1TMsNaJjwbkDqeTA8yUHG882WaIm4Bpay2R1qWMQzV2bUSFT1KR5I+R0Q3EzAPJe7vbg2eQDzWRGCfHe17weVESM08AD0Lvcljfg+hzeSzb/0bHUmKO9gljHcSxd8TCfuPxAZRQwb0BzYro4FCntZl2zE+KthPQTIHvr+JdcAgX3tRDJz6BIr5p8zm095zXgSaK0XbQaTwR4u1bts+HKIBTbM8Rdp2r4KclCxyRvxwEFTxMxnDCHQm8mmUdAprjJ2GwKP0TO5T4Hnwe2TutF6P50lTvLd/25zuORupwEnm67bIG/zz9mPfxbSRnWBiiAACVqao7ybByuq6t0nx1xq550wqQy4bGZQrTkrXYbXIXQ1BH6+4xdYQO9GthEi6yK/lQsUiQ60/pvFI1pZSsiFO2gyds9J1jfewfchqijr9a8k6vAL7eeVcRB+UasPa93PY8CUdUywkfxNk83sGWRx1tmVlW7MqqMGELUSJdWv1+fKxuYkBWlgiKFWS40TIl3jCMIg0xHFeKys3UaNGN90KCTafXBLCr/OieaOgp8yXD+QP8a1EuGXihACOvuUWD4nfyIOF5iHrCd4TK7TcsMDGO/519eAFY+kBySCyRcsxCsOweACTqgeVoMMWZCgYtGEZJjJO2l80XGjowCTIkEC7kMh6+vN05lHQxlHgSNnoeyaT3+pZ4FEJplkG9TTyypXqdCyuaLPOdZ4jMXin5Lyeg+FIuAhiUHo7FqOUwXY/wj2QgoPuFkhMvEf3wUQNJKGViL2S/kmijfkEJospnsBPK3a6O+ANFSu4SIdFgWzGNwaKCkYiPYqDxutYW5/nfr0fnxjBVbAePaWx22SsNvg7+4uL5Blh3qqsRQgJI7m7JVOrLR4cyE3KRGYc2KDCYeIN0k7ph+6NMqyCamTC/ZaQxKpa+WCGoCbLAf9BTk6ubQIO9cNRKvp5UPiAzxYlPngAjFyI7uRe8imoFYZukknR7DqA+zx3UH2aMFY7HwNV3HfI4iZpOBoHhfvXxIDk0cerpH9KvhWcwhq+b++KaSZ7y89+ohCiYJKKQWe77pefB1TzVkc5X7PCgHTpgqjpv0YCAwVpI4ywdxUHh6OLURHvDrS3R+N3TJG+HBp+sqxjF8384h90jICoxXELj8dtevSbucLkAxZ+7d7rRCHuNybEyChiMCL5JqSGFfwoWbgSNEt44rbfl4+xWBc3rVyS1WZqZ2Ce+G0GdYbY2Fz8zjMoeQUonqpEWiKUhLGkRzxYaB9h0wMhGDLKcxh2/tCRiWUWAWiNannCMQvEAYGrOt/egaGsVRt7SL71q2H13mg8SfwwAhUvfAi13oWRIO5sJ6RDeh4VK2vBBKIubWSjhhz9c92hGPDVmMyveyQhZgomlzAU5EB261VGvpYdBpTFIdxgDqKWjf5uk1Hff6dPhIyjlPuWMDHQXnZJJ4Gc47xBf4XYY4Vuma9fMfksuvBjhMbrTFFn91vhxKI/H1Pkd34GTncVtTGhmWoa2eVyvfeYTGWwkWLYa6+GI810EQNv+aGkUQJf3x5ODCyHa3I8o7aDO1OAtlTiMvv/c9bvcPm3DH4lqqulW0q3v/N/cCAOhsBiENOlnn//YE+383bVk8rhoaKiMiC/6PF6b+k0LoQCiYDfeRI1nNp+cN/mdAyBgJ8V0ObN57cHazWDIPBuSPfHqZzT9Xx1byhqQJ1FuYETcPyN88/1u2FyPBgFsLosLidyIqJ8qURyc4Bu8X6+BiTd8jvFfPiX28N/2MJPl5suHfa7/S5ni/FSXo9X2ww8Zo52a0fBAAL5/n43MyXzdSTS4vfxoPFCrZHF6WAMiLbvuvEWL6mIqwpcXEZXW11mGaJc7n9bHRLJ5eZZZtKYCuUy2f+EBh7L6N/sDVVjbQ4EygRnb4ssr0RFR/PZ7/SeLVV2OJ/e1vp9/FszzzUL6jedynB5f75JXb+FBxwrJIo/ymoTYwF8RK1WPzv6ewGS7d+06J9TGZsuK3rt9ziRik2/lhBEKNWrVq1qu8g3cNd6/Pzy/6JQyI9OL1fruJ3MGg1FolmjVG47TtAtO5oIfD7vwzJ01rlerKtVqquVK5Px8+sfFViu/Tm83h1osdlIIZNJKSoiZQ6hEKE06O7UTeqxb/P9eHVg9NvtUU9hNez197pskyhR1m2xzaZXxHd9/tcww19p0OP7Xepa5+3xQuDjXsXpqP3b+p9O57H77ZJGu/FERYHP5arrST6b+yEIgb9Mr4P9V0JCQmCjmPb2VF9f3+4waCOv6SiiBfpZjVIhBA7gHqzXG6lwBucpQ/DbvJ5sjSyBN7iL8XntpnLPX1ROz/rXEikU2FeqUEcrAsNhLcU2mm1cxt3ccSLlZWQA2rprUt+dPRidTtsCf/dFhW8Cdeq6bRKEAjZQBd93PIkKxTK+Sj5GuOt5Lyoam43Yqo78WDRiljPGbqvzZTyZppxcbM89vdIeIDIP5L5frGx1elDNJFGpAJo9BLsgGYB3xFHf6+zt1eAhISHDcNAQ2Toha2Ow2SqEQ2AY86EkAN0f7JuYmIiAx01qIur1dElGu40CcvOYwWZlysPEpLT8yiTECu8yQZtUxMLyc9JQJ8W2UbCZWGYYVllF5aWwpl9Wu5EhuDTXN2MyUCWZSuUIgAq6Grbmec7EkHZdD8s0tZ2B6NcoXPAPe/++19E7nyieZDtNp7NImE8fTL5XwGYSK7/LNI81zMawmE9/m/YcT2cLvF+DRgdp8t7PirxL/xLHUmx32/L4XqxESoWVqbHw3Q3tA4Ao5Ha7/FuuUvr8/BwcDKb8u6ioCJlMOk4uDw85DINBX3f5DhA69gEg4BkhcSQSMQBpMuraFwgeBCsuOHddV7WnWqPLxUkQOJXD18EV0npcq7tcbyLhlEzc6M+XJLF8sKdSM1+hVgloqHiwviVSeFKMLF30TtgayvFiMyPPGQNRd0D26ntbn0hloFiItxmMv+/L+kqntTwYjc8RYGinfd9sdTC5ZX5ktV5FHNLaC8qeSKGbsED4DnZdc386t4v1pUKJWF6P2/uzJavZPCEoyD5eOASBQvIitHZHlft8aqvxD0B0DA4N/cDn1UwZCy3gE4Bse7vscKlXAv5D1kM9G3i52cGg157k3ff7gApoLJ7rpYc+9xf0iIaBz1D8ETKcyUgMGhqjzCpATenBWn59fijw3gR7APWH3X9vgPhegVNURvhKadW6Uq3TYrfd/cdU4XA8GQMgLpvSvyebbXEFn4P/VmrUitOGj1E8u180rexIad5P81yRTi6zGQMipgNAgKvhgbWEoEw7PO6OxsbGjtLHSKjVq763U6wY+Olh4hSQe9Sr675eDyAA6JPlZt3WH7MoWg5Z1VqZ8gJCxaeLlm35xloF8xC0GECY/8Bhp23VxoKWKVcuBiQKwpadcvj32p5vSbPsuX3V/UZ/LKT47XRckyPg5xvJbTaOWpRyH0YrsixdAme04uVib2/fSuTweK4FfWq0OJnO8tUHZIBBr2uB/74fK4A87AZPBKBHnqkXgIGiWdn2vX3kjzGnkQBkHn+D+Qy91p8i3qOiNA67HHhKKkSGKQPWfUGM9SYriRh/YQf8tovpdDVORBB48gZDinIUbkqavDEKZEQcHBmuMeyD6ARQSPg8IcfbpKSkwUFRFStJVmxWi7yJAzrNOkH1XVwBX95yRUC4If695Mf3OmfyuZ78Hsh+YD0fjzpLFWoRlRQKOXA338CzBOjA95uR6rAQQ0OPYKnZAjFYp7JxbkyuOLZwPgOoPE9hT6s1rRm/eTWCJDTAP+4EnPSHtwsk4Luq7xgIxVqj5XfRiYOxre/Z39tyKMjyPgDKiUmM/jZ0/xMkge8RDBZpGoAdrxZPdeKZZGlpCQCXhBHbXK9Lrsr3E7zIuIyMyO68WAAxPV0sX2CZ4VUpU8zP9X2N4Nv2faNbovDILzHVT53f+kZ+DpBfKzV6gP6iVvuuqhJSx2u1XOXg4KA+3McE6PG5WtHNV+bn3gDQajfWX4tl+Sa6Gy123xhVo9tW5QxqvdnOptNszdB5HejN53gAxfT++vBviozK6Fm/y1PKSBFriWSmx4+ORJUy8G8fhuQfUO0W26nSv8BX6000qfvWzKoh7NXaTRUKufx/GLte9oZr9Do4Nadl0Qc0gtGWBEk+P596EnXmFP3eNrZbpR/OlsozHowLg4KCBn78BgBOFgAUDsYSAZI3TO/QlpnpPRyJRDqVPjqp98DxQILAZ7HWQIDFrEyjFv83zLYjxKp+bg54FAZDDqdDwbtoxmyhBEJCDIDvkUjd5iVBm4LonZwUAmSQZ4s2cMC/D+fg3vYWeeE+tbPlaprYfXIyMoccgHZI/K1YCIj6azZy8lCW44nU2B4MSsWdMYrcxbDW2Zi5QomJ5skYMSPAsGsxGYG/o34vdrvaYoU9iwhWIvGwC4Eg6hCSOGBz/Q+e4zN03Sd0xv9YykTiWQX0OoDsRAzz+T2XqZTKL1eu8Xk9kjrnAsiEX61m/R4Apcen745nZnIFegCxdtsMLuByMru70xeUQ7DLYbeFGyItKbljaMUYyQfowrU2J/N7EAQs5kFvYMQKg2ZrLA2i21Se8/dxj25AOmqyWnGUZ39uN5tAb1ZRVv4uZ9i1avmT9bvcpkMFAAu05HZfFqpHISoi2dNnPOPF2WzWVSV6v5ek2FoL+t+KuxaBmqLHLy4uSiLAOwD5aaARXsvLy5PznS5X4/QbfZIKYs/mfX68ZTLY6pIXJH0lCCrVLpb/1+oqfRrU2W3zc4yFDvgRUFFRabj+ZJzk5FTqZYvZH4ll0O9c7arylBOiuEyM1utw1VuayOZ2Gc/SeQAMDA3XiiVA7hnRxmagtc8FBoXw/nhYuX0YIfA732i5arbZIMbbrjXowWb7pVvhSqtZR0hHR3euUPdt3b9wCgtoxXjwZOLd95c7VQrrl1R6PerKtRwetxpAhx4lRRjOFYgFQfyQVsCaR8BuAIzgGYGvd0BgTH7wuJ7X1dT4Y00O5R9NZVJMYHxb4fBaP1/v9rEVxeDxlPzrAXQoMeBZXmVev/fXAeJ8XiUeAECGaBobJAWFxkORKOSyrYEUvO7XhoBAW67R8wKfSZevMujBF/AEAEwhQaiKZpa/hInSQOgPWPpf6b6KZrzyJaHPDCaAe19+F4sX3AyyUjapP8K20YDGYbeO87hLYTCoUSEyekcMxxcRu/531fOVc6Hd9KuPwjqJVut20237u4Cxj/NDpMRE580wDiCoKJIKgBS/PRkMfF8AI/O4XH4f8fZ4JrZHZIWKaDKLC4X5uyAMr5+wC2ZaNgCApxMpEIwmAe2e/3cqk0OjQtXyeqePWcYDcdvnSQ+g8Pw+73Kd0U+Pc/1K4CwcdHV1V81GqO4A4970A7aqPyt0BeR4LJ3FvNv7pX+d17F3G8DrUnjcbEUT9ekB8rfh5xQAqn4czxKCw6Jbz+b1gRPc24XB451YFC9/L1gfXtYOOB05XShtyr75B0AhDQCwAOIEwKse+0Ngp1yW+Pzyy3C5HFlvbwZRFGZ3ooV7oahKI88BCkAh9eN2ggFwAWw+z8Z7PAdHezz9mVyw58JY/oSL6Wye79mW5SoGdMN8AFQ7yL+OZqzPgcBotthu7hRQpyKcI24PoppPpgk9WHKv+QG6OWk7yD7k52JtY3UzEHIcMjxzasY0+8+A4VMAPNTqdxEn2wAyRmtRVoXf1yemQlHD7sQ82ynYpWKjxRwhk3bvdKl8tjS0GrkFJW1AmSGApRt9Ce8IIUryCqIuAgZtHY1qfwDnGwCT18iTYP5NgLFru3mjeMXExn5bpbz+w0SXiMW/2Orysq8/JSzjAcfkca3yJpsc5ruxol1uXAJwqe8tYYinaFmjUBuFp9cxSCTivQWtzce1Rtp5ggEAaSse0+de970hzePzvXJ+WvHHUKaAHz9Z516OsdHr/elzh7zJ53nDzDgzSg4BpulOsLmwvw0naMEadzBA/QwODhaVlIzHa8KnDuhEodGEeiqbrYbyh5RboIOBj8D9I7dZb1RCeQU0uJnjuuRqj5/A5QuAzzBo/QE7ZPYrOHzgBXDDYQntZmvoAFFuNIi/jZYqukdfqx1PZV3DLH47y5Npc/QL6eKV4aJM1FJSrPBCyGDJQeGcYlGcQ0TyRNJqSqzy0GQVohEqQ1qB3Mny3HuzyCMFmGFsxYXak89NJdXprg8vPsvdy161G1tvHrdHPgMztQ21AltNucdduV1Xb9zetVcAEXGVaVnxNYRykLSkrlMNoFeMTslq6rvyyhQPxFyN+XL4m6GdL0eZx7PU1AviBzI0t3rzLLBb7vvR8BVeSKFlsBafU8KDz6v1JtvnyG0IP6bbopV6ZYFgBY3BvdLGwJYWYggE+NFsOWe+d8yNJOW6bhYHNDZFTsxhcsQhkS6fQXvMna81kMjP8D39naDvqDIfl9qbN4JK4+pAFANbsGvZdD2vEbBE+ol1vROEkJMB7RkEwblTdj6B8u21YzHZVLIYUfT70yWv9T5LGU2BMp5sQMIy6zgvCD4wV7EAT1ApXqmIKuoyfMHVvEDWmwgaulZ7SBYERFyDNd1Vv0R8HBX7dsgfGPTbc1OERq28OrA+6FK9XvwEAsfav+QSoMSKy2RNMGItz/+6AETLBFgWFzIHBC1Is9NEGIGv5nUzTMvuF3FIQnGCt26VOM4EXQtu1qnPtvbQJAKuf7AC34NqZRk5iKSeBgFpfBoDmgqM+H3sUR/UZNEXmoauQ6Ice3wSV0PaXvFEkQxZRBfR6M9Mm2YAfRQG/ZmwY+o64o0PtAVot02BfIds972IEdcxAIi8Pl3l2ilhwBbxKIa3pQwPTzBBwOOWOavZvKBpkwnvUmgYldDAvqgRNdb7EcXJPe1phu3qN0kbywWgW40VsD6ruRQEcTkPSMXw3kqmGe7cdBGcaZYzdX9EKHgTA13/ZpmmvMDszws9Qt4fjgZdZ4Zt9c8C0HtcVgtEDv9G+qRRtKyVu+sfbRsBwL8YTlhlJqqfNMv02q2fDPhkeeAiCU0UvvqdBh1foQgwwbFPGGO/K6h8qLMqbWZxOYEEiyySw42f5C0hhsLjwUTjUValACCXslhHbA+IodvceJaop47hh+hwAJzHHxN1B4dJppGThGFqEoHBAa8q9OxgS3nkDrQgsxjIdhXagwKWnhmwgYBcJVyuy76LCFMLC9ytSvLDA4ffqk//Vmobnf2QYWgvnNNhn1Dw7hnWimdP4H4DRG6MKOjYmuqbYTPZrljkyddz7Fe4WjbZ1Pc+XcIvNyLlUoL2k5aeD5v3vxL5qBH+0uWpGwMbjcSsFeg+sMOcnvcnz5/hJDGcH/cLGy5oJqeH8qmvM39ZERIHWLh+dXCZn8rOFdUHIpWCK0ac7ZQtVUgQKv6sfvQkJAQxHgXHVXMA+6KC9I7A8Al1GYdZQWarX2nOu4423S0cTeivM0CNavAR7OicogrWqHtQ8L1NzEUXBq268rcL6ivW+7Ph0T1HxrSUOxNSQQ4y5S8yWWYhwgUBa/i0ahILgDbJQl5pyN4kwj1f6f20t1uGumFXVHDgggFjLWiVDGQlVeXyCYe2XrAbfS+MAegXBAEl5olT+UqNP66W+BCOf35K870qWHpcAjGDxKlAE39wEBuBo9WTk6rnlmcQhLqdVgdElafdMoNFbAB5hJRxlBUXxDQVzCuU56sdOLtn7iApAqVzqqMQzZST8ZqG3yPFKqNKFmapS/FbzpN+Ld1lu65bAtK5Qv7IuH0sAzQTLWpj9/28TCRGZAhLVicr2bQpVMI/kAHRJQu2XzPzmqJ8io6bGPruAY6Bfx4190hPMSEtOPS+a1XzsfRd/l4P6Pk2moW8nD50nKIQCTLI2EUL1DP+oVAiC5/SnC/V78K1NIxj1zlo5SDJT442DL3tcZwNHw2MJKnhpXz+G4ulUcFbn1a0EwryHGm6MhNokcHvRSbb9KOT+XaAFSGW9uaOM1Z1j4QD8TdXmSMjxQ2fPZAzPZEZph6ztOW5vddqnZEMrpe5EKFL6BHaUFk2/EgiNOswd3G0uzMCXKABXEo6I40Dt9/nOwDfl4+MW+sHO8Q2UYlIxutUfuMhCinJU76+ozEgA9O06lLfQ5FI0ztM0mc0RUIPmM3nagMbmOf6NL9nlqBqg9dHXNB5kht/ZdErIf/hAdsnYqonYCEtry/bZXlX5Acv+vVDVvBPuJbBrlaXFm25EG+vfnbwLrRiuHT9QtIvJRLzyi6yfI0s9hixJ8vS7NCFyHjqWpV0W61wmSC2ttgXRZDskeEA0yI6oHCcssChGNSdglcGpCzNcFCT3yiRJOlk/nzbOSLr4FQypTc1n04NtabESKC790gVHcYZXkmcmNy/C5KutwVcoM/HUcIa93iVhCO3mUyGcQ2gTLhsfg2bZxnw9d/9YL/oleQaF5lVOmOsxWQ2DR+EORx0rKS0Ue2mFNLnle4IV6mkVDpthsw4pTVk50tWShDoMfAGdSU0/4PBu/uT3zFI9+5vUGJRLGHqzwqO8zwUMSaVC58W3WCKGedkE5jynymk34UhTqnC4ffmMeE5ypQtoDxO8sNu9QOwigsE0TOVoHCi/NRKZ8mcj2QIvvkZ6OSECGLqT0b39fLSnIqTlB5u2cMbFDSt39mQjwksYHv5HNUgJ+H2OjVxrP/SRH8PNiB+Fg8elc0hiyZdk5Lzei3Uky42Pa5b8fTKcHn3K8OMqIliLQzSRtYtkWHuGfwFbcq7ABDwWWo9KY8uqskOklm4VXr9zud4YX8IPk7BaGdHyxnymCT3WmepylVn6NvBaI1kS+sZ1ALglr5W5T1Mfu/WDNRyERAfrfWG2LmHH+sDF2e/ia2mMznsipPVxxnmqG3BGlxc3kgDFMbm6rse12HVUvp7vbYgKg/YdcvUSLHF4lIMhaAEJesLs4KLQaQJy+yRQKV1PA6T1WJ8+5MY73aFf05npdsGwagZhdv3i/RIpyZylshntzdy27nMrfOw7CoR0viYGvuE/ygNX1USHFplG3ian3IINu8Phj6dhDHfDrbb8WVFH2k13gP6ejD4CtFXFvubH1VAlV6VAWP5sJD7yZqAHoIWuhPsXJxbLGWNhNR6ZhAZc/9RIBYlrT4dUlyQmG3nq+eypCa/dakU13HZHsVesMjGyqoWwgYQ3s8/x5OoniO0AUGeeRmw8O0OAOy9jwxfYHqkAS/tVmP2w7Y2GvOKUWyBOmcESpiMygLB5FCr5+wQtP4YQ9mnkwhaEEhFl49MvW8oTGcoCGac1UHvFdo4axvbCq2NZJtAjtMKxTZ0fuF3D5cMVQSUmOXvj1AcW0bX0V6YW0e7YfxEk7p+6IcwFOySVpmnnYQ6R+u/w1XvHn2B4OMoJQdexS/RZmmc2kPWaZd9WOilwAS7RZdYXltwTt0HCTLy9ME4UcZk/qCC1JIflZsiRROiFgpsYEBtN0IhcPi8mDqueccyB8JqSPyvfu5Eu1sQxMJfDXHzWf6Uq8ZRdO4gO3uRJwRklGfFCCMvoXVE3rS6emjpl3XH/WO1nbfj86knXfQ3S7+84HtbzK5FiQjVfHUktstAxJnAzqKAQNU03OwBEEsASLhn8IRA6LqHkTQ11yi+8HQ9Xx9X3wZftJRI3i2I2PIzozeamovUjCwz/gVN5hGF1AXMm+plkd1EA0aonEC8Xw0yOZ5n5e/8bDHViK2diLjJ7HucmEqN8c39s/WHKX2h1NpD3mKnN5mEBaePBUG+H69cNnR3qa7FFL7hrrdxDbAeFXGWCyXJ5PfXfl/JHfWH9j97kvs2+PT7uctz1ZgKDhqzovU4SREOcierYa6dRk7pYxUjN1AcnVXH72dtSzTahSa1xaCKuBvXgddNyD0YS1sFrXd6A8jC9anjAztU0nZk9piY6OPRkk2KVCmVfiEwrSfbSYniXhwiQdpXtLhwmv7Wsz80MXcziU3IhySW8O/Iom7sYCLaDqjFNeX+26/ZHEEimrPXlWn9Z+xxw06gKy4taFxMn6dNZvB8NJ6ES98bFXb0AjKJp6btKCMRZqxnMHJBRY0PkR2t+QodRH+wqjUveHEnNmSQ6eilxe+theDreSQVwGIAhO4mMffdlDIsihoahU9eGG0WaEGliS5ZXvVJJBSOSg2FCNOFF2i/cZzg1bwc91dScGm2a0aG9iUQ+ElLSqqeKxakvlEIWlHs/V+M4HjdExWhvvhgUOt43RoGUVRS0rBh5sLE8O3Z0N1RQsofvOefrdzh3FHHLW92vk6dpLVdj9pxgngLZAPmSWk2G44TdIcxnEcFzFUQlo+9J3tk8OtRVLA9bO+p+p5UAgJ/JWcgRvjW4LMa1P7uzAKXG8C0tsa5j8KAJJWFEL3ZydqEzFYU5G3yCIXO4v0i5RlNQPyN0Scu+PrXaYYIEy5DUO0Vk8lYlHdzPBwTxHoxPW2sKidxXrUcV6oOMrpWmncOaXVo5NY+jclE/JP04m+bU4fHABm2BlEZ9aLvdR9k6VMdnP2CHIfcUn2ABlW79Xz2MWM0Zc4A03trskFGrjVaTmLOT6ro7CVjCMJg8g6B3G8z6EGwmAkXX8WsBjEyix0Z7+0ivb28mukr7yYUNMQ8nrOywmtlfydTojhg7pfK43uGPxYMn8WMB744No1I8v9WOcbfXZa1JEyXbFU3ZZTATjVP1ZB2Z/eDt6ip4cO52+KSNfQBCvBFcWV70X9m5MVkGRt9LJbThhenbYp9gxM0tGdemkbqhrGUtXIsEXwR8GApj4/11wQATjx1PDPD+/V+F8rgIKARHntbQk24rcMrOofKYTPDc9V5IvDvwG0cE4pG02mKLZn0d5SYSY43AnB3KaIpZzl2I0Ab6Tv+XtkeJPyETnp3/VfdIq9zWAHOGFbsyS8whowi0aERPGhNyPVkX3ec4zVsMm8K4B5n5QMdopjDgz/fFfegQoGc3L0qW0eoBZb1Q9qBaEUm8r9NiZDDEgWe0JTlcNXmUPjVdbKaYZRXWuy2p2M7BsxFof5ZoFmn43172nzPXB34dmKHhJvsS880BPCrU061hgoWYRh4x0Osd40QPYBlVZhpGl00rchzEKzR69WoJbksdUheBI9VpBmgFSKmGdPlKKD3r9qZ62E9XO8O8OR+VwReehkh8OMVyzKIaJ33yrM8p/6D6dUulZQDbYdWnJi3BQC7FM4sdSYBuL/EAyCrrgwrjZHXqNU3o3wcOsYOkCgVEaA2y11QWwD+1Oy13axeROdbeQbsxnsRQo8EXu4bFo06GqLadHc09bZYyo+mVB6O3o/dsAnZQt/3XfWu1v7TLRXXcZTIexj4k9aUVbMiC1yVbLw1l9Lt2hyOqOfl0FEoxZhcAlQjopwa8aA2Numc4gxeKFVAALEfZnotaATigJCV3A006OKdOk5JEZxDPcjv0il3/xE5wBBDRahmh8Uzbt2pwWF/+PRR26q6mJdJcA1YQOIK7wARyS1xvwWQ0WjUz7U7sW3ift38AIfVcBN2UXyY3kQuhowggbsoeBFRb/MfgUd4lsKlldHLg5jmjOP4jl9I3iwtp7pDx0KJWHh7TWNZoizAAHL6PGEgHpm6fbnTXZUx+ZW0vhdw7Nq/BF44T/Xi503AFYhWF/J22TETAM9DByl4YB/6Tkqfz2LpjEvrxwh3XqjcxEuBv2v7VGAFlYOycPsnSLtVjdcOCEjGJEyJeu/Ltyc872z+R2N0MaGwh8x06MX16uLxtRpdG6UaZU2+Sphvc+TbpnAQtaF2Frvt/pFw4qZffy7J0CqRCK9Q3+UwPoox0K/rnb698Nilbmhl5EIZMgFVt2ldUA8toqjiNehlSK3IqcU/3GVOsFIETcBWp1KlrbgP87IcBoam0umVrz4P9abSeYiWMhkillteV3xdes2w+4swQEq3mEeXegUHWDyuVaAWy6UKBHFbu3JnFWUky3pum61fTeu/KsUs4iA7wDpWf1VWO7IIoRVbVbaKMJlPZ5WJcBE9XpJyMfX+PVDh1M0eOisZrHJ5pazKktMtuuQSYE/Ah3EcUpwAXK8aW7ioZdNVxwz7sViL9+hiYnBQ0/5oMv27fEQxaQ7VKop9fRUzqRmWavAQyRsQsFlHH0h7WV0WkVA0tVSk1rrbNjcFvDfblvW4GId7YFJ1XuUHGu/57I/FePYT0TAyHsi9jC3cMpVnZXlnMirFnWDco1KBD0vKL4BcO3xfSgdmpO+RAZuDU+c06jjUetdNcFSaW6dvOEDmJa2aRBho8m9Iyt4KlIBAhPghWgNPI3igKCXarqFin9+qdGjwp7el+6Hau1sJSjabu+k1PCplMx0dHQo3VhudQX/yx6qqnVU6aePax8efLc9/S90gw9DAelvKYzN2C96pfRCdHYhm/b22/LYVLU9bXgxbOKXRbgNOwOSYsEMl4R0AYbbRVX5mXSgePc9U3FU/8iZKhQajnGGJhkvbhTAvv1de525KJto+xhangCmfy8/n17O0dJci3JHEY+9L0vVylPlDYjqb1TKBd5rvlt3ZCkokDP7i7wziuriKW63k1+fHQlBe9R4ba/3Pc+/Jp5tWEKCIJ7XiHnhYjgflrPdlHbvipW3XCGcsApLAorrpxACyOT9bxFJhd0yMdK6DD2Xl8gTqX3ED8Dy0uYsgbVns6CaWaKZB7LcRh2bE01fU5XaY8b/jZrdWnaYEvUjT5QuISa7QEtqT4FtTSDWVs41SjgpUvErcmtcpvO/tl9Q09NYz8/+2DiR2xQp8uj+U74d7rlu4lcY68HSqHAX3XrekK4IwOCp6mcwdSnf3OameXJQcmTZalIRlW123WoRBkBmFnNQRhIrd01mHTZYFkiW5o5EhkiCvbX9sbo+FhuIaUAccwoIBGVTwG2TwVOea9Eyvyf2kRNtLr/IQJKIirrjdeJLJuNYy3oefWu8CWhJqjF1YXtdLQBv1GFQS6/ACHpZfYnK1Ji2Nty6iB4gDztB0AQcNmnsDPJOaAG/0Gk/IYIWSlKaqpbj6PHcgcjp+ReReZJcFZDFxw5ttdbAXOAvkTfeMCbKusaD6d8lKxQwgDWyFHN6XoNaRG6Fw7aq7AhE+9Icr5Ny15yjUOQ3ppk0kokdgrD2/ZEO2i8gqALTUskcvd4+mwCqeTd1RRJMGxH2Xr5HvFxgnxk9d+rMl3TxPbHgiSpuXIdq2mRlCiWNZFC+O/V/9diCSYvC+h8Hyc/Lkes+GZEIX3+u83p3Idq5A7HuanmWGd8HjpgzBQN/nYYllmpMEvZD/X1UDd+3+yuifZL+XVD+khPz3RmcjEj+P22OBL49YvkfKCw8lvcSDhxWDXDYr9e6FQa+rLrd+aIr7z6Wrj8cNhuVL3/1ojhy/zxcAi9Pa4Wk9KYia5jrO8sbrdAPoxfOGmWmN5O96N8b/EgFpsd7zCECixsqz4kBH1POLOZRNzi25mtYazEtD/KWtmJ/zP3kNwhe6AQJxxm2M7+mvSgdvf6zfu4m23t46PCBldbyeVVphBJT7UD0AbpCryVn/z+n379fZA0HYfrY2amvwzFkDpFYTjdj7qYKfMXlFyfvdjMDXXe5Xpwyuy6KSwet86rcPmxz7WtHAMsQIrpOsdkQM1+0hni2ghRj8XibEk+o+st22jEp0bNuK2y91n0LaRn5jOckRcWw6q1wKVxuH1DfCHXkcZ2PA+uR6HKW/YGcOq+kBKfrKWkHoe98MJVIo6FcUe3HDShiTzCWxt0zJTSopcB2iUvHo0ndye+TRYk2Af09UXq4VbKsZoYZe9pVsfA8UQpjD47e4ZpgW1B6kimtReQw8btrLeWbsr0e7r+b9GJ6Uv5ksun4fD5bZTDUWRXy4mi2HKz2fD8gaBnZo/6wOmf7zqj3TKDWcx29/fz9WwHfdsrTpT72ff9fXDjj3Rd0A/HeHNK3o87hd/pWBWXNZ0YvlvR3l3dN8BKA5Hqe9ofbza/u/mrdSv9fS6SiRLd+3C8WbeRmG6poDwpNvX0KamlbjbJflfHEbXNl0ZrPjbDd8VovvqlA9gPu/+jNB/0KO58vs9/kOSO7FyEHprd9b7quOb6a+tzGKpLGYTxuF4TXPieP0IfZ+ahMtYTxSyGc9BxG8967+GHEBpx1EjOhlnImY7vl8/XelAjUiPzKIFQqHpTyl68ljs95IkeMeGAnXsDkPVprr+1qmVLiHWaKEUbXgN8fqeDB6ti4RGF4PL/Buf2pyszfUdHwwSZHtrHzS94LAfZLHtqxpEiHzr5LQmKaAFCIZPQ/0WdlfO2jJeMhOsRkwjkGNfIkVktlPJf9s2HYMkd9+e+/N5ovcLTX73WVu837cL0ww9PACxdqZUmqYfswX/JUhA+jBxU8rgLKt11HxPhAYwXPDrQNxADA3b7iU3FoAjVk6jLD/3ShL9qHxhKGj3Qbown5xAA+ll9jz9dZn/mFABzxxlGnHbzlfZM/1C5fP0/m29/PjbWRZiVd9tZkEjVZzUzcviBHmGuM5TY1jxd8GbWJhiX6DGNe4+BUTgwN9AkSuG/0NQ9deKG/q/nSBKj/pH3i8kTjYaWz9hNUmgaTazjxZuq7rmhki4dfPb4Zk23YI6FOb1OmeUsT6LL+7m1g/3NGi5GWwKk3YDqDE1Thifm5Nm6alaykTjH1NNx5ZROk+c/6MwI3JLC6VskArfLPfZf1Vws1rP3EwkY8W/B1MVLgI1wD0goCrdBVYN+/5doJB4e2ZVKvVPv+69L26ZWtdrfuxqRbPfSeA67Q4C4lE3LquDyL3ZdIc6M0fGLRfBvyPP/UFR4aofyweD3u8SP33JEVkhqjiA2kooub9Uq1v0wDy9jwwBaqtVXWTeo/vR2uAnXOasKI0KVFT53U/7AJ3QPeMxrqpsRa5enzk0OVBk7/oM8nTDwJ+3CPVMRxkF4BeuuMmyeB2qchve03RsZWynMXnirCRrdwU19sBrXYV1DjEIZOkF3gZUzh49U7MI70vARVmc+1eXorm2Eob3tufkyD4MW7sIEDoMYgk4b0La4Ap4PveHPKc71xeqbpr4Jg7TJWV63XZFtRx4JT7huvzbcPZGH9liQ9C9EOFv/8SOUDgflZkTkb9Ev6wEkZCOVi9J7Z4SCZPlMV5i9qeWT1iskVSssBuFdXbvRRxmjYABmZQfC6p9mDNpw+lX6OwfZf0whUdEaMm4Yx5eaxl1YSqD3OkE0mhbLM2eBtb+JjeAY3M3xZzpSTTtn1JXecG5rV8069InTRm/aO8+PZscuk7sv8998FAi6HCppxNlsqCuQtFx+RTlpGQXz3nh+Er4zwSRjByN9HogIWDvg4GmLtEXHGBghk6cwrQoMxVULxwGAKPyMCEsVt+mRGqr3f+BCgoCylcp2ZXnto5tTCbpK9c2M7I5BQT51uTSCrWT0AbR5jQ0qgD/Sxc0jDAU+eEQP12JQV6IqMfPL7DTJ0VqzmATey5ibazF4NCCCQtUaVljOYFKbFQ2BPU5YLD2LRumNqZlOe5GLSrxA93htbcHtlaSGjdhjhfjIlHqtzwIwW2CsN1hBqE+I1MVjUMRirxC3hClzv/QwxD777azocmpq8JvyRxtI3KGrxVtCSx1xygvVIiwBwD3frSMK5wcyIFEeGzHuvEjxYGU+eWXDfU7J9H8L0mi4fkj5eYzcJc7zP7i9FMvou0lafzL7xQhUBR7orU9yEMheD/IQkXYRQNi8U1mWJbAaNNKKEtd9AG19jybpVR9b4fM5WOpf68ztW81TDXfaoRfhelG5iSjup0UfmFArkagEBlLVJEpzm+nHX3FsL4CsDWMNibaG8je29/0Gv0ryXzcpXsS/+XuFz88xpltPL8TfI02XNtS0jW7MlU9aODF3jmST2eFypME7d9+P5auDiviaMakNz6JMLhT+Y9ZArNXyhhZRgGxcSXAEgJ5coTp6O9c0yARiG/bv9ezInstuV3kPWphEo/TlPE0i2qBxLM8TgppT0E0uZAKHx3uMZTpRPuflBRA1OSOus/cbiE4jZOgm2q5HJRMPtnmBnAGSTdkZ5/5Cbhzm2q+ogkOFcJreOm7JbIZR5hghjGGuaf5f49GkRRkB1f4a9+hfoHZrf+Q3SuTyoJMyFehU6zjpDaViNYzBmfQqLGEBUsFCL349y80L0PkdhAUh9vmeL4nUt91AJarFBZcKaRSd+HnXjTyXdsOsDdG6DpC5h4SizVYs40TrN2WBkEhWs6Lrl5dcmldQw7cMezvxhFS6C6qfevx1ZL8VuSGkQlchCZxNuLUSKG09XICKPE1tXMq40xqIdUL37kkTo2vg65ZMOQRG5kTJ+3LA2/grKYKHLjejnM24eN2YtA8EdICcc2XjFyj8RIjVX8LoRVmgh28GoOdLbZy2s/K7jXnZNki6m+dP3rMLIK7/7tBBrGyjS0sWSsi/qgZhamI75d035GfZ8HmV0F85g8A5X/55RfRhUX+uSevZZTOrNw9+KPkQvV2yVpTJxYFDo0za8Aw1298G2Mnuchm+Y18m2bBnXAaDGQ1pmniM9We/oMURhX8ZV8cQzuVxeW0rcp+lfb0y0kxapsLjqYC3OjQ7+YjbQUuQ7s3EH8OfBP/gSZzbHDpsiZrRwbXtU8waGikS6G/9iLMkhUMlOiEZmTLitnQoLXQdJv9rdCoMWAB4C4GXvNYui799lXHBwD8njp7sEGvKCc5W2iY6uutjF2s6IJvwi4/D58k/PvRT1AKnkPyw2SZouhjOEJ8kyo6DTP9UnxyS/2JA1B5ozEa9qTV/nbBFlt4NsDh8kIJCBFIPTE/a9qgdoWK+qp5/NfT4yljeYP+iK6vj07+2lvXajYa+8SRCmjjotmrxKZpC4PYBC1nV8AgXOI9zARjkSiDd6gliqXzc3GJuLImfybxf3akDcXQcSdIBqcb8CaKkz4ttO6qIJlfA4YC7FFqcnFUKLAejZPSBBijeVRhqGr0dVO7gMVvngw4O1QhTuQ9UhkFghPEb53la55NbDAm+SrJFstQLyMW7zl6/NNhtXn7fEjzO8ZEms8dboKPeqk8A5NXTPg6ibufY1Cft4oNY5M2mYPcS4ChrzvqfUvUoh145x4oURszP7N/shMGhPJ+kkO8VPt51ntLL4YcQfpUaGwlmVxsie7wlAgmYGeSTRbGaXP+UJpbM+cZlzFOT4gJ9pz3QQmUiCYtnrzqyvlHV047Bn2AQTVEta94svMP1LYcMiDjoZDB8BVVZY8qM3iTfFgYt8yvcduQnFs04DWih9evl+YOtNuh8WLGON1eXCGOeU4DGP9rlw1GsTpGCy768wSJUaUVqSEG7zQ0HUYmscjY7+trYPFp3yvL3l+nhVBqLeTv1tsa9Jp+PCL59QecgY297qb4jDzXqWJ1cCDC6Ra2LspJd1BfZiSGQLQoh8mCIecFJ65diLb1IbUOTE7kr/8gncJvm4IyDBccHkPDHtoDiIockbf/Ev2KqezjriBvP4Oub+elnLpWHNC/fN98Y03UMy+vwGQ6wjtDcOep64rh9tRB5Ph37uNpc7QoSqOktEmUYLILV2P/5AlT+x+vQAIRe2fcWp/JklOf7WKPKbiET1nUO3x/OGasM+JkFZcfYp0ZmAd0r+S/S4k+ftdCZJhErEHUOY7x9QjmDwAwCGLIaUKyjtTTS767XyYGVrn+B4lB8x/nbqvitu9e2ypPlKmN7H0cAcp8Az80H9dh/pP0kl8KiMf94vZVYqA8GDhtqp5EkWCPyyONE28FffK+JAz5WbhAhNu5Anw/EPKECWZBoaQhydaFAH2YxoALjs6tiBBKtDCMBLnOnCoKe1MiiC6cveCIi3e7pnCGdz27nIzhDHSmAAUL5iOE+fa8Foph6tp8EDVxOV0JBiryFktPeJASzzPy4VrOLU6rHQN0fBDCe3xFukPKAJvHfsV0PB6dTYYm6n7/ZzEgCCI6BH15tAwPQQ8LqYrkg+XIic+2y9VefDio/UPXIG9iCCMoeGOW8PW9EbYPe9Jt+II813N74XRFkSxBWq7VxTPvRT8N9DWQtzhyLI/Iy7gdYZwfU+3FCt7gw0zlZ0q7Vk+SazuFNqA9qPlBoOdTluu6fwgrs6FAaMEsj1TxI2+vyeFN1gwofW0FxogIyQly3DiFF0U+01drVvIsETlVNQ6hWmLcLAkfb9pm9DfeKoIsIA17JAeQ6Pz1Xr3QtALBkqwm8pNRNyq3S48W9woFVOgJSofhpXerHsl0rOKezweWp5SYuKYaOIcXNiLes5G2Qg1fRXKMcKMF0ofQjin4+mpDtLksgfRyIy9VuHVwIc7CfheHoVEnu9S0U+JGvc/Ew/XBwNqVEsrOOvkxZ+MK6hjhJwtwyz08Vqmvx1oXgrUVIHbuxrfvlwRexN+Xkgjz0S3dPT0fslw3Abbo722J3IqCoUI4m4DFK9/fLWMl65ryvogUuZKajdY5v5wNGwITfRcD6f6+oEOcktkh4C3mnBSSWE3ioVw92aQ9yZqRJBG54evEciQXnt2UpQhHCD2b9yN6F+mbhLC4UHHTMAamM9+TcS67+3olaFmwuNxs4aSxKj+26G3CwXHGg1C4G/ddN0IIDnQDRfShvsr4UJmk9ckJEnJkpwYMUPRBsCsm3T/mO9Eaj+JJUosmS/SFIH47EF0n8vDpUxtr/xnWcGSb5uqaXm2uqD39BrzDMD2sGPpgG3qxqJfEqwLEnu5cltm7GJSgxNLB4WgT1/UGn/UYRp2VILCBBDa9Xu4oDRJTlmGBpeZzbN6ISvWaop3cfNqWy7eZOFUBiSp4smQcbkrd8jO1crwf5wqfH1sf/ngPl1srBhMI6oh8MY7vKc4qoojV0J8G+HvHL4sSgbIo820KIaT/gsDkPnlyXQWs/dRNlrJgRc8ZQNlzlAsgwoVW5rg2OLTPHxJmz1GVwzp0ckQ3e8NUWbLdqgFXwBFZYUrEy4sEhRsyMvyLgdM3NMYaQP8wxvrclTc5ELfjG4TlyHC4ZDjdpZRvLz7cTV7ML7zKYbncierPamnfQmvXA533spzp1nt798i2XKwJ6iQ2pYtz06mmBe4z3KhWTolu3OmzWrkiEwQXOTo86kJ/mrAmGGsJr2u066FpgRj6BkqBKnegqyisxY56G6lQiQQI6vQ7Si9k2B3+F7itcNnKzvR1r9NqSnEjchvVdP20+XpFz1eLFivkVoEC5i2NO7LB9U9zq+u17PKKAyGn3vvbaioo4fzd8WOP3SxuRxJ6TmMB6E+h3UE98pDFH2no8s1pNvvpnlIXN9JGbR5RpFRIHmFbIHBcdPYbdbP1xq00CEhHLKoH3pE9oB2ljL3DSku0/sLXHHQcf4w2QJEWgR9/8t3ja4rZeDiJ56Evz5Pm1XkQENzgxEoPLGbvVzsnyUI8Tyk2e+XvJwJa2gTIxgFWFb4OlAHu9Ava/OyQyIIfGAKrMs25QKlfVWFx9YUZeVKD/dTdr53VfQOlkHjM2NORdTQZWq92A3DeOhDMbw5iwV3AI1ufBpQBo/sXPbKZ1MEEiAwAe7p5ZgquidJwNUGcZpSs+8OFs82wPK9nvW9RO3KTIsshkqlZJE/cOsjc58ROMBBqbRiuTo7JHkh07Mt74aKBhj49cBRagMZUjiB/xbsx56DaAQJXyStA1CYOtNunD7lv3pCuqZMkA7dpntQdV3ir59vFy1Xcns7kn2CFbfxcriMWdDK6psAqmI6LwLPZQogPTFh+q/3p0FfkAGmzOidu6E4O2mgQcLJ4Ehy4/D20APxHQ5HnDg1lEP+4bovFXqEKtRlZIF9QZALdxjd1+C9xJIa2pZk2Asc4CEMhX/FtQqFgxspiXvmu2y7CZe5HAi5Wut7IqPanI6Jv8SLQNrPKiqL4E7hEiQm1gdv/GCYtn7trf7MtAm8O5YehUY+lKlKItfhcip7PUw1iDEOmFU7rYY0CQvLR4kA9W7yOhcAWxx89wfpC9nbPYafoYdwLo1dcgPmhI5bMRoktKUmwkQk53NniKjTu1f074VJ9WqSaY2T1eOmYFBub46MQOLEpWsDC5aQiI6fF4R0PY60EHfbEi0sWx/ZiTeHmTwed9w1wcOfKUwHDLNYHIHbUZLGCuR4sziCbcE6lxW9FsjM0dQiyAgS/CPWMntHbg5XF9uLBoVNBVxVvIV+rpt/09kOxEOF6EtX8eg185f5VYAh1qL30vvKc9GIIljyS97YH5cqJ/3pRyw2v7e7G7c6mhGP3VYnBU3Bn1HIz70ohnkImjsCdcS0xW4ASvTVnKECePbzAMEn4kxx0Qr6YHh/RXaPjymKBP05OJHZj+7Uo8CDmGQNfa4c3WKywSCGMQaH3nH4PTtvLsv5ovf8QXcdxhjL2yQV+bmSxk/BSsKsFV2n6L0QCsG5KIZuTrQGQqU+zLvJdbCLABmmL90JlF/g4+BKVWid2IojrIV/kERSJOQFPu6FgiCkyK6J+EZhWPfmFnSfq9PQqJZ0uDr745YYfv2KmAFOTZRTxo8vRaaJwbhpjBdaVE/FAOEyCWVcD8dI55hDkwTpi2tcCzlxZaspFqDKgXz8t1Lr9/XpuxXDN64iTrTyT5xHTyo7rTqeGPmv/s7g0x8BgjwCS45qp3nqcbAHWBimYhlV+yUdpcD4TR1w/r8ApTjHPK68rahR4fx84DhB1zLITeO7eolkxlWzeUBkVnL6UXGtcFjXnV+OOwycNWKKK2iyWP+Y3VGMLLRI5CDYQP2jhJupwCIaGZRbLo0xf1OYUjVb4wZPlBcbL/N2y70v+nTIxA3faNzggDaiJsX2J9maURge92+fBTmOwzHVaO1ZLr9Cp7hDHPjTPJ6gChgFRTbZ8lF/YNB5uKJZ+4gdouGhAa1cgnkPG+Sk9UCVw376imSnaS7I+VBz5apwqxUm7i/EZdXTLsFRMEWpHeUwDLB2hih0OupNVsuVKlEuTuUrjK2+eh5ZB0OMMnfEoxUDP7w0EUMoKaLi6VHCJtklu6ZaHwrJyw5CFCb6FvJ5KHPHmEhJKxQNBQGHrBJgIhE2tlbPRrD1puC4yrdaOGKUJpN1Is2CxMVlh1dEO4kSaL8utE4PnL7Kx8mJAPd/7HYNjTL6quD8GhRKqdIWUjY62n9ogykWu6PRhFm4YD8Ig6WtclPhjfLWM/dT0ZAX8hG7X63teZNFkyR3Wt4+qNoKTk7ehWeRDwHDECm2CWv5ZJ1Pk97h/sgsGh5k75cadZaKOZBJ+WwiFrhqR/J2sODptC+UO9LmrvsZqicl38i/xjIZzV8Akl3LH7w8GkblcbEgOQNmmCLNK5WPzdnVqbKGp7W3Yb6JpGbzpKH/yhgi7SW19ItgC1RLgA5MyfJpcTmMfHg1KATlqx+M+LDJI/z9+a/TTEixquuPX2zzkiTRrP/Fb38alT15Tqc4tqv0mnzL5Z+/i8oa5BG6OlmsdG9uZBAgUdn81Et4j865h3e0rKcCrfLh4/J52fK6mlM4zkbyvcvcbtS5y1/fdfVK9uV0/B47OpYMKB7fc/L8LwfTzc/+opydaqPIOo6hl7/b7/Xvvt5nvr43EBQzVuGVr74/1Pp9LKoo+BzzbFN1pY1xcDM4LEuSZBdn6uB/h8CKvtcF13HW3RCDLxPd/Znhap1Rk5U4380gSv38BEksr+OKnlsyO/eY2VyB2HcBF4BQzkHffj7T6PFcVJIQatDe/l4wOQOQo9My5rQo+enTPLBhUEagsgEeV11PgX0eIbOrgNPYa2WmBb7evbHKVs3b1KqgUtWhSAfCEGovr+wBYr+kKVUBAG31JiOuvhJvAGZh33ZJK/V0Vllr2/1y9Hrd13X/cfX1eRVqoGfOcwDAobGVgxfAHc9luw1YVrlidSF2c1jM5rnKYLVEDunPZ1w8bbrlHrD5fb6b/eFuN4LH5211ndhM4L2bZCnN8fwVBi6uPaRsUlxc/F03CKBaC0Tp0t78QeEpT6MbbADy8xPf7/2G5efk6HZSakNZ15MMM/ttj7qharCNpQwhLjlRBCjlyEf350PtVd0AfOfN9QCCwF44Sfd9McMPgD4fVcjl/0gziRlriX7eRfAbNWm6+QDAi0ZHygpAb+T1AYgXn+PBKN/T3zsag5fxp+4nvm2oFwDEr6i5AppYm3roGIHrABHjgml5TFqi0yCGlvTrZwia+vecsvbQ1r/Tie9lTBlyWZxzQE/bfl+EAcKY8CN/rj1bp7n/Za2TNbaMU1cWqTXkcbvHawG6t6nRMr6xtQ8CR5Wncz+Gh1zTJHx9yHeJkAtp0yxVr0hjjObiRPtX1nhuOou5uoaFrrZU846kH+VB23FOIY0Iz+OqycKl3a/ihCOONdPE73Iv7HAf6yvdw5eALlP58wZ4DifRbO8zldzXzJ6XzHnpibY87vpn12pCdgexQPhoAgFfALZW0f006yreLIVedNO8YERoBNzIJaB/fW/HKBD47mfPQFCrjeX255duAgAJPiVjDpSClg4kNCHkVCwRov7R8dMA22JlrDTXl/uR27ooXrtPhBAOkwvQnx4rAEL//Lwfe9Uww48sul6JlwF8NgCbzmo5j21VBdyKiu2Ovep8XUjwcZJhVUNlw7XrdT7xgkbVlEj0y94GkJac+zrcb/b8Plb8llY5BM8BytgPICatMHCX1aiO+mEZzqf2wnreNq/ufyw562Wn9pMK9b0VCnurUs6JnONd7xN8uRul0mrWAf2RirpR2n+76jHIzaY4irHtvBFHE2qPTJPD+Pi48lNAo/IFHgWgAByLzpArI/c+DnaoO9nZ8+OGHU8se6AeC7fAaVEi7tedwJfT1+dHny+rSt6YA3beHvJH+7+aCU2RMPjqzYadTbft4uO1BnOczSQqFcOqAOc0It0Cb0Bo7yLU2EJNd47ge41iFErEukbg/imS0Xi3JFcplT/0cvCeE8OYYzQrgSuj19SkEER+LmU5lmmmpw6OpLzoFna2BgQ5Hd3eYOt0YRlYwq9E10qK8lFVRKejybl5sf3g7JW2dYBWW5D2DySmzfz02vI4/q590mhT9K2STI5Hvqtiua5Ts/85RiAe9XD/ubgPUTb4fOnWg6Mf5iubw7uGdc+enC7wtjaDGRj1HXOWkLjQfCVzoi3tbKEq2TbLoXhrjZkoOdHvdiiaSFEmUX2aVZjo39MbtZ230sY+8O6fuTARdkXQ+cHCdgBsgy9KPvPcJyoAdW6EOUq52oaBMzHhhI81opbKgnlCgaV2yN/VaHW7yGjPwhJI/Y9udQU6DcCUv34n/IL2HlTqYNsg65jewBoFtyy+X/3D+AELcTQx1v35+g+ASQL7v1l+9xt+b/zIdtvS6h5u59iwbvC+42n1HCNLFRTGUkmIhouh36tU5KBDgxUhVSE1eCmZjxjMIJQZKdrvrPwF5qo6MehLWUXA8/IoiyrKOCWl774L/gqWdq/YkRkrbepK/v1mBhSe8Oz7NYzoRd/Sj6klExSdDK7Xk8KRaJyRQngaMDKgBmheJ4/T4tRlA78P1w6SkGuUMY1IAk57w6y6O5AeXtKUVbWJO9OLu6qimnhln56jDKvh5nWq2e+Z6YZpbpoCOIuGN89/1W6ACIvFZqNm7zoUoIYdijcRGrEcAnFD88n/9XcmXYEmmCLYjKF1J1AV4bYSoGpaYRCgC1Eso1Aiu7N2bkS4aeVER3M2t6fz4nsM05lMxLu7WfNqohkwhywB0OPHFE4LHpNf/j4VkLj4WaFmDYnSqUcGL0VanrfgfzhOU4t6RYy9vzeWxt4e8wL7g86OjnTbVR2T/+v9bkdMQVEUGNzQqwEU5ET85bvuMSBNqCfMJ3bBxLepG/g8rEeK/96veT6YCIGaUWY5QL+INdHM0MClDvTuXl8iwskr7DUaCIVWNk+UOMCGkTowEDawaVoCowXRWl+IXjdpSUroRVG0nxWCLE53lf00IXjT7N5vmAazicHjSxG32USWzotc9xMq3WA2coBmimlL+SInBO9hMN8jKS6OxQ0FVZRhTcHyWMRz+ztH3Zse1bzxRARNFqTepvl6ci6p5KzxdF2NJn5caV19aZVqjEi6Fh3NGsMlMumXrKYOvCJ0+wOSDIfL8aDT4w6O5TFqF446ab68LEShJPZsigY2Am9LJtosbpUaQ0bK4Htz9nxYayajkfA6GTs7BN2H7sTpQqkflBsmzkv4xHcRc4Wa5kL9WfzFPJq74xmMlbgffVE/xAcEPDiB4HKPs75rgC1pGNBZyWawUmWL1vn/8cbXlykDNzLePxqKwhCxFvhWYhVeMGVQYIUHIHzfvqGMGxMUVXASz2XVRc0cW+77yfRCDCFOF4vAQBibiR1FgAT2/GsLyB76ggYmAOfbGKb2BJnAkqcpWBvHtnX3XphwYLXeZF8zdf4xSZWu5fFiw223PyScjDrzeUtNQy+E9chtSWcoUcP30tpffgII8szldl5dvaJzde1vOGraqdda0dOTbECdctnjGLG+80XTypYyFFjHv5oO1+2Pr2Y3u3x2Hy+gEYMkDoZxMjFXR2ivhkSd+RRHWK+e69ITggjuYN0zykPEcYE2MjclZW4E/IO+zSCbxAQKeSmPm7zOc26G49OqO5tPZuwprpU/Hx8K2V83H7wWWlY1TUfYTr+3n6OZRv7eYZzNZ/O47WE9uh5NpjP9Jm5UHu1BdxeszmQygUDg5EYFn0sg0jm1DV2kh2CwZgHIq3V9NonazbU1qc+B0hv04Z4pW/abNsbe7WkG45lMOigjhFO89fV1QGNI/PjtAg84gciJ8sH5nl+VAqLNlBlp4JQMg0F/kjP+bHFhQYTGQhWiWer06JYrg5ogDf1ISW10pIyXVRDbkleqIwZYCZpk/GdL3/xMEC+17cGmMQ41oMFHyi7mfkacidKFYh5YqralMhgkQCHdQP1mhRluVrV0dH9F7SdPzjWluvwnV6mgZQFXX1680WJ3dXFRvPsbiyUUgUiloPjaBY6y2XpNWKfmEiGCoMnT/9QAtvHmbPMEe8iT+rHokS7YuEDulQEceZeDCNnVxQWPCrF1ryQgAIRI93hbXgAZxf9d07PSXbZKsoWFBKM44C7aOTXaeJjHrC5J9hT/CZfcmJnPPUucQpTld8HBTA6fzgcRLiHIz8k5pMYvLcLAm4sXvDGRv1exBwH4FwwhNBo1SeRMjklSltq0RDJS4I7vzzdNVivIu1ge8QLXkxEoFKs0oblNRFFEECNdSlooOSR2sUr4OC2a64PTKjuqlp7prK0bgIZpddiXflp+oT9gX3xcfhrdXwKcWfIZE0MyHLrEtvq74+311cJ2c3OznjJ110ZCAhJcDEnJ1kGG/LbshNMCqfHw3jWyoHk//Cw7tyQfW+MKNp0bvkLFl3UNxbVX5ViAi5pubJfDzvbtZI4kQfCMl+5yNl8EjMx4NBKNxp2ELb0uhT8gVMRRBkQhQ9R4gZJcJIfPSxx7TDPNFTt9tVQhV3LypC68caFUoTQ0kWJB5bqetNf0oVP0TIcvpI/lIB20c8PdCo41hVbrti7QNgpTeTOHvMFmo/kd3uGcusu8+4eY0pk0MggDHatf6NcwNCxMmDM3/kJqsRm0EYAqzDkg2kCt1xNGZhdljnLs510vOdgm1WPmDoST23rqo4FW/ndfiN/en6kgPdktTlDSEWB8GLXIBx78tqG+gLAF8K0Sy+iEVjfvCxmu8UQ6KnSIBCb1YubZwmT1MmR2k8fYGyixvo5R97tM1GPMQKXc8hrRTVZzTeHJLGYz6QsfrlPn21WZXObrN3GlbEzu5DMRtE0z2YfZJM5wABMpUa2kCTitonJypPZ1/KvRovRXl61dftZqUC/5ZSutYi+9U2/WQdXuahozhZmCbyK3aEo99fBOp2B/tcvLzXI5/nghgvcjC5DCxdx3hVx+UUoUdBj2gZzxchmpynOHeD1dInlL71sloDDbFMAIUfVIVnd1fSxX65hWiITCeXy+czGIIYuRkbpFFh81IiUIUlNvq3k90XRzq4MkFnzt0NHiDOn58/DwuKky0pfFcK7qeKYrJ8wg5jnHjr4fuEPv/5FEGmtf++pB+9Q2TEMsHRL6S75XD1z+szPevGCfMLxat+2PkiybxszcV8cs5REONAPr4/qNasxnyMDi9vZXrbDprbdL+bExKTLOgQJyVYbcDgoCIGq3XuVdwTRhvpYqNaL3bEuLyEwxkmamMjnuknl5pXzCuaQqpKsYzBTCi4+nsys/DgCoYY/47ZJfBVn6biJGM0Dpa/1Xhvs6pXNi38l2u3tzT+MgfJ4uBZKiXBNqh5U7xuQiaysIEkGyzPVifUiSlxzhFAoTUcy41z3SlIQ8XQozBp9PeuMA9A5dgmaj0VLl1KQ82FI/qsIrrze8lru+2el4GjBomT8LEKVlQrg0Wa8bpaNBioY/Yw3SKwXQ137S1pVSxfe+k4jYyP7YvdkfqdSoLVFSScdCUpkajsGTuVUI5vK4NS3U9MwAgU03sqzYPV9rsLzxoEIr4jAiwDctSxGdO5OFGiN14ZRvust7/EvTpWmJuQVST9NDzJCfPdw2ijsVJwSczxzNSfkDJp/VZLlg//n5xsQZd/ArM0THAKnrFHHBT8rTg63aYQ90YdzUM0V87mCBF06AvScnpLXRfAZ/mPy+s6mHXkI7cyYHXDlwPb0gGLnV84F6pGsNzem3KCZn3UzTcUS42D34IBl3alox5EDwryQrVJN250OZM04QB+afElZPAUnkdKo1Q93xNdfpovucpqJ6IGxNHDYDiF5XW11LUnPrHaqJj4pjlTeJw8p4GUjWJFg7YStb58kzuzqenp5lmEWIziU4HLYHFCOV95ynopqFFjlwxzIqpp1MaHb9dUzT3kqJL5bnoGw2j+druLXzVHbILNJBr+p603LDknIxd/m44wCZpxR1udW18VqLdfIFXc1Z/Z6P/pGRP18CfJ5IodDe8W1fg0qhHDED6K+SnGs7WeX4imKXfK69r8OJ1LHJuyUJj46oupcnODSXm72h4qg3qKPgjEWg8ot7q6VaEjZik+/ts3pLHJVMucOGx8rgXcq+Nqg+xArzgZhHKFiUWI9xv91OZvOXnJMuaY29LgHsI9jTcWg9MS3auM8mCokgPsvYnIBev1My4C6vsHD/eneAN28Nmen19XV+GGy+XKX0qHIOWyxXzSuEGTJQYZQhjoLZqe7XjAFiB6VOdxLMQEsLvqKixb/lapJWsXj9Ht/s+f3wOEtEp3Be0ze4KPfeyuOZ3GMZiWjsZIX0P3aiK1YrNcUMns/XRt2y4RU8xoPh64fepAeqo+vXObMOsmmMAWX4FEEneJT63IPzdqV7SuTF2P2cXdwdEys2DAc6CbYuLi5qtUalDsnTmwuwx/mZCoUZ9T/CHJ+vd1WBtKVpCXe/N+fPgs0PH6gCPkyWknGVOOMuGcjVDw4xJL2/v9ztS8HkzhGgZc5PS7yqanimn5k1v5i1WSO2/X19+PcVJ3P1UCoIOsNQaxHK3Wa/K6zcKpVIHj9SQhqcMZyXbL6+sWGFcTGidrw0SUEkVpr5TCeyqd9oobTlu93tI8M4w2Bjgco3HfoDpxkVCvXU4xV+/WGnL0hHonl4hYbKtzIvPsFqiD1JocpTrhBzD04g3V5Px7ZYldFnLgAU0iJn6Z6fEWxiX3CsLwjSMrneblD5k8/pSJaX0/edU8/Usm8mGodjDzm2WqdF/AURk8u7yS8guDN+0GtCA840Q29KaETIbSwV3lu5oKWFwzXzM0ZScgRpwgxnqImlaFYmlf5wKQ3owIuKu38lg80qfFe0jnOpHygas9Xj7kizLdWPf9OhXB3xay3B14bQDyLSNlA/Z45MIpF4PJXm+ERXmu1gsVxlip38+VjHMe1XhzUzU2QGyDGmQ5F7r7srIOkz/cqzL0Pu/ADor0VvasGs5DzbO/pxOjkTctZ6qJ3ovSri/ctljFJ7RKyVhfvnXxDMSrr3IItLjT94EmtbK8X4pcxICNJ4PW79rmqXTxQi3xnpjT2fLvVy8pQHxlz3bje2nzgOX9/eKktZLAhfRDnq2x8RmBn/+ipRyoEjbmfoicaZhFl9ZRmeC/LmfVVMqyqiTqV8qCg2/UgJNH5W56Gao9R2iLKudgErE8N1j9/FdPDPqA4iZi6l63mK8s1ttc3e1WmHIQEIcwUdHR1+/kNGJOir7Z4ZyVKXXLEKQThScoRO6mG72IeA7TcaX13f34CxPsUU6XSDW36CePrLg4qAW+mp++XpsNv7hTmux0iSau7u9uX0VZQ5rjOhro/D3Ge7x29m1Gw6iwuUq4dESqBg6NcWwS5rB6lUwv8dX0UBzwhPfEcrMGa2pk7OjmZGNt+f7Ix/wTCxEjISfn/g5WUQt7R2NnNkELc2cjYTNTOxMzVjkDWzNXe2IORiZebn/x8numf5pMjZ7bMjhl59onHbIsDeiQwg9DISKpPGDTSLLeSge9lbk7HV1f8Y4jrYTr2T/yOH2wuBvEt0vH9oL2mZbjecOfD5l+4rK3Zj4/Tv5hVCh4cnN//MRnlHJv5jWEi+bct2jgH0V0ts5oLxWpadQc70wv7U7merZnX7oYHN7Slvj7NB6OaN7atN/bvJltzd5/WszwvFNnu3D3+2r3zswu7f8iHPzYuSN/STjaP7tyOHsxT7N88Gq7u3u4mVo7ueoW2G0nIWQzrj5pHNe+d161IPJ/c0dJol33+2aht2XWnwHVEeJPpuT3ZHQj+mOvmUvTSL7zMg2YwUebAmoR6OTLeNrb82J61tQCdf8btdER2FtSg7Q/1nzNGaiY1qh7j7WtyYT5gkj4JgfMoLUtHienLKCcgskP6Fy5oySZIGPXiSIwtNd8+YCpgRl9NKgWctBkXCqWPhMp7AQWQn990SdbXJXpF2tezxwAw9Gd9TMOkru0vtMii3TuDqu/JjHlwnkEjWd1og/JESoi3URK+vSpMpczHQlmDOH43ujEMRBp8nJGVSecwjdSLzh2EyQ0n/BTt1AKEYbAAPk5RvtvgXsYhYNTamME7dYh4JSxLSWroeN/E3UT4tWA/IkimpwRLhRuHjEiYiOGJj3FRtUkhd6FmyIrAYiJqfy4y7Gp6AdtEVzVnmfQyB0cf+x5GSX72Hy6zxaEITdlwGMoNaZu+HRD72LBCR0oSucF/BIY9gCx34j07cTRpa3iHgA0SWynFRaFiGHJnKbCHLykmuIGZVOUJkYthxSgM8FhVRkjaNpaDdZQdTRDN/eQkL4GxcGqcaYS1hSxw1ItEb6aNASMt0GYiDum4lE3ruAxzolz2onoK2IT3mOtoItY6qNgeXpvAECYtyvj/H/b7D91WTOPy/aUwkYk7HDGsI1mZ4+D1pRKj9Z/GHdyXfLEJgzJ+CAosJDNNlIZLhIquKbcjfxaeSOeYQoTiisUCuNBXHYeIRK9nL7cPASJhozubhmf9ZtxC4CYULBekyqAqBGsNL0yaCWMYtg7Pa81XPdT7GqYB46Itggpq3oK9Yl0VWmr71bqKgUVuM2U+uuoaNRVeRKSvmSecFeK146hLOsQVowMc/YNWiznQ9dqVriN5fSL86HCY09d3gD/p7rvmzoL5sOtBpMLXCwsoLVlPretmwN1D+pFRikoI6pFGX9JMcrXX6PHt+qK7zyTl+TPdXQPEmuE7t+2T8ePXkwlM4H/L7An5wYh/6f0c8M+P/TsSzcrIxMv2PH5gImRlZWFkZ/xcIOPeBTlNbSr7kvvOezg5rZ/tbUVCBWbGjLKbGFOHvv2eECIOIahanJQgmhgSJywhDbaGKu2+9yJlEGRloacB9erCWPXhJutmNcce9yRBBzuTxkvBsvP6k/HHlNV3djsg4jC60+vWxvPWWc7P9r6rrUfttq10MBElMabTR9r21JiJIp+UrvGhVITz4A2VEIe3hsgyaId7960IUQyGX03ecqkf/NhpHsnNHriClVuEKe3794e7q0P5cr3W8/26ZVvvpFWGLQE74zkfU9agzGuNwiGdoQwoTo48plUGnxXuKo7asMyR4l2EvtCOldqvx3AuF45zU6F1OdCOsVrPdAnpJ7oU+pnrwgVvdEPTj4B7aXQD26q1a02mueGPMB+pKgNBop7CSgdNuDseOT1Wov6VHvvHfDVsUvZ5baN7v3k8ZB2/fqfko9Ow7P45LCqobwq1agw6LqXkD/dd1WeTUGnLmkeoOwwExvh5SyI/TnyO1Oj3Omz5qGrbku0VUovMrEafi6Tdb/ZF2fHW9OB/8Wtagc/+2t97wK/3+0qJ5LuYQKCF0RbdoIVMB8Zxf5LRogb5t9/kGwPce0FlHfSk0Rk1usciejeAHdVa2ihXQ9csrS5bSuSNNIfxr6XPrzAsv+DVaUCBzGyt1rvUw9fWVL49qQjGd5T3ujC2zqIJm34v1MRx539vzCbuOc6K1rILsMNCuz60TyYyKXKwQSacK7kCov8b+hmJwxbCt8D4B6bNn5eX3kieSU+ozLsv5/3vwo0GJQoffMMX66EP1hNg3AuPf1PHTVeGMP6oFz18hHi8JQhA02ohqbsjCO8izJ/nuvr0TPSbXKLnMfkpLPgit8BTB13/MdKciPpLoP3a/KB6HvomHPvTGcpbs2r9xxtBfW6vj28D/T981CmREPzH4Bj6lZX7y29wZmjyBJ8wdQzxQXGKJzIG5UEHIr83BCEjKnfB3uYDez/7goH0WoJamHvzZtfi3N/KYWDDnbfdGLvv3lYDjspSm2DQE7sV2XsiRiMDb96cG3idRQSoMuiezXa+7E0Zu3nGBMF6LDog5hPrsEU7AtQkZHwVe7OTs//vhXcKZkBuN1zfDzb/8pMEFD7aCAzlyg5AT5fPIid5t0t/X1+fAuy95iIorAR/2wtNSUdh3uADyvPL9NH4xewy5Tvb/88jK2/mXgDtCHTN01eno7dl7l20PuEl7XJrnsh5ggb+8PmXbFG9gTx9/q9Lv3EOCgoL2V4G9/zg1cuFGcT7bPXNyyote96QeP1f19Uz4eu8lfur/rb/mcfpf/OpG4J+5ySEBx0gp8OcHG3zMPizmQnrh1K7kjmLPynjf982a3ni8ftKNmCOshjn+5/JS3th+I/a8AbViTvZZmJxKPgRPDt//LJdO+u7Hl0D1fz7/eDa3/n964xEg8IYdcS7fKPXsa7lOQr+9seYePOU9X/n68vcJ7B/vcDL1fX3eNIB+VSvBx8yg/+1xAFxLYecFeyQe6AtH49sBMmYfL+1fRWzpmz0u/si/KyG8WMNcnpwyP6uJm5ehG8OGdy+e/y9XPgp0sAK+4q+p6HamKhx47iO4UVJysw35l3ArdlxbAsj/zWPkBjbAguNgTcSawK/ILxF4xY4vYeWY87PX+tawY/BNTCIK4fuvDICxiIVehVBZ/QLdhG+6Bn2t9LoiTE9dOv1im+OkKyM+tB3wmpQg5YrJGrsJ0bP6g/uL+i1DykNq+tNDGmCiYI7R1FGnGXQVVxVXVVsr7OV2h/sf+21CEErnWG0yuGzeGjVKP5xfF0+f5L/Wsdxm4sx1BRqMjvzTVTrkTzM2HqprONq7Fx7CtG5pfVJY3orberJTMzict1DMt1m2eZ4KwLcCDwJrwO0YHFLgtV4XzAho/2nVMNRqdVscZiTbZRt0cHe9QlZu6/Wc7n3i1P59Hi6JT23LzOS4aid2GPpDN49+mHGEo/7X/SGap/l0g3kjp81ye0rHDZNnu+uB4GrVcWTAjb7tbkDPOdVxZRG/cOTMwXOPrzynIienwBd3fGF2awsGnOe82iAtYmuahlbQLhVNHW0Z3cvr8LiixbO+Za6uRXjmje+r4+oh5SblhqHnS7N2u5v9oYnK/VDfST/xsafrq+Otp/0r40PmMXYjd5Vgu/bSy2kb5w2fvru70W6le+Np8/OMQb/tKhmv1trLbG4r2cu8k/f0cHLiNDU61bfZfCHKz/PmAYNh0OoiikY/66ZfhcF686N0M/aC3/zp7/GWt+tMQ0MO3p3sxMLX4/2hwszn+FP3LYeCjceviUSvbu/X/a+7GwJe36t9Nz7fXZMogo/NQhV8j+f4U4TsD8WVoB6f6yv89/WgSvxz7rb2K7XGKxRI+vhnsF9rFxduYTTBNg6JNOFGd/Iacf1HoJTss1jRpU+zWNvXET//G+v94ORL07QBg2ds27ZtW2ds27Zt2/ZvbOuMbdu2vffz7he7+wdsREVXR3VmZV/IiKrmD+BpjyWMysvwXuGmnWfVrMWLS1bzbvu5HKpeKWe9V7qszZtNVv+w27mv0F6Z06+B17Mtnm/I3M86vxT07pNRi30jgb/RLgJC0aPvUty3sgJipzWviy47ux9YWk6Z+aVk235gdO/uAhKTae+pzd2TdUWp0d9WWh3TdYWpbZ+eWu8IfnQ1jV/cWq5J+vKn8o84Fs9efYkrXwv2RS0In9+W11U/f7TSnyDmO636MlfYPuia7WoFMlZ0bxAKYcrfRc7/0XypaQnM2hfD5f4wdnJetC0Of37Ddx4x9SWzxz6GL5YpfyM1V24SSGX7HcQXTdY+SCyabQtEsgsc5stmv34YWz5yfDs2v0v8eHT6xPhD6/qVCgTWfpQKJNZ+xApE1vZOCKTWem4JxNZe38qXXc68yJdf7jz6bmA/l8+tJH9VNj9L+WPb+s7k/9X+3csXWvXfmy1gmHoxX4h1/qLfUDueLbIt/lpvtq0RCG/9Dvcnt3X/7mjuWc+X4LB9mC3K9jvOl+N5eX+0HN19O52Lq3s/XYir+4SxGJ39Cm1muWYoytX0Z7qufpwtzi3+Jmt2zulLcZt5TZ+fEftx6mwZ1hdq+/iR/ii6qCti2DnMl29zf6+yXHX9wd5wTe9Lu/no8Qfarnm7PLPb7Eu44V/Ul381+YZzuRX4xJj3FfmKPu/N/BHv3L1jKPzE+EhHzlborH0g03oW6SPQVbhFKIH5OdOXw/j7AjMEfLwu/6HVMP9cwgCh2OykbFGEka7J2KRKgWpW7SmJB/a4oiCJQzowxZ1Ca2JFefVXRpgLrZE/ZX0t9BLdgQ/vUQfInWHvwwv5OUTwab+CAqwoXtRXi/DDYgkTFUxHXwDrWVYSY+NqjQVkfv3HM6FpbsQxFAzxCIw7jiYHI2ImThdcM5A9jqY6KCf+paNiVZhe0JvpAi7wbFLRHlpUP/hDekzVolgg1Bp4nqOolwnxG3ppE2TeUWe/VfDpUtEfM+KHpsgSNQIsb7FZkPYuxwzcaFqohw/x0nGpDtzIF+VZHqRhhyyLnw3R+8+FN0jDfPm5PszQjrDLyHYgJxcnGhcixHe+oy8hfC1XExGiO+gFUGD73PtUZWD73oqrNKEe7vOWIO+a6Gob8L3Dbi0H8D1ii4svBaI93oUA6MG2EKsM/BDIqqYX4Y5vRa5gd7gBNQMYsmeCxY09SOS2MCsDmuQV05IISOS1yLcooWPw2ZU3sFS/2ql3ICk6cq63IqHUmWMghiQAypU5QYXlolZQ6VGxD08S2kvnADQptDcNHqqkCOw/CJV/8k0JQJO0IzspEnA/enUQSCF4NPVQJG9gKjDAkjblmp3kCFUtl+zBlFzh599bAlUOc5bPBQGvxT9ChGw1FbtwJWa0YetlghfkxpyvCCU/EqI4dbAluwKFfiQJ4A4brMwJ4mvvpnaEsb/hFs7OhHJz5ye6gaw9Ei5ixAk/twV66GN/1qbRqRICV4vUgLHaU8+yTgTBv3Hm4WiAsYJ+djxcCUObFG8hS/74N8ghlNxBXsgShtotzYIyN2edlfkGNqshbXezJai19+KJE9resfDswpmssRdp/zIluL3V87SCLtyLLCFALNzzz+fKAJ8PtXc9Dgpy/+Igdeqm/F3r15UmHNwnucnCHnNYM0d4e9nrNcZW1A6MGXg7dwTGYoF0RQ1yZAF3W0yGNpliXFINjMFalptueY/cfg+dfNhmtbazfR3vsDOc7y5F0eoMPekh/Vud33zXnGaHZGt5cJdmBwXHt0VZbFsfC40t3a4opm2Kw8Za7VAc1zrNjm1RMhhLvoHVOi9MgmTXPP+3MRYeG21fHOMad/OscD8Mh8TC28YYNdainSnMLcY2hsMdptLCW8a9SDOie2ch14ZcrTQr1KeZnyBbRcDyZQupY8OTbvvcjNtDuYxLILKyhKcPcnUK/DYN4pY663E7U2jbc4sk3MxtbiePoFh3Pacc6V9E2g3gZCPt5uLkNHQiEiUPo0pBcpnyCBtVGj9UK1q4SqRwtZjxo5ARR0EjlvKKHPWvP+rNH9QdQdREIcqiaUojOsqDYEXSsAJJdIWSsCLJtqKx5sIxeBHF+TjiVSYk+QZwFW6s1P2YCUhxU9Ji5ihFrOmKnKGKGEOVv2YqI8zUh5ip9zETVDEToOKmxMXMkYpcqYpcsYqZUxU5MxVvMROo4qbUxcz/LcxU5AxUTBmoPBQwJyueG6mYMVE3YaVyxUxkxkzoiJviFzuhFzuxFzPnK3KFK3KlK2r2V9CaqKAzUUdjpT5ippLFTCiJm2IVN+Yoag5UVJuoqDFRn7JQV2GlailoDlZUm6rQG6isMFFjMFNfYqXCxUyIxUwMx0yIix8jix//l4lS7PRfcqZiR45iR5BiR5JiR5Ti+r8KnekKncEKnckKndEKG1OVWnOV3v6KpcCJ/zaIjZlgFzflKXb6L5Wl2AmmuDFYcX28YmuiYmukwidRsSNXsSNYsSNZcX24Yuu/MV2xNVixNVmxNVqxNVvhE6noGaDomaDoGaHomaFYCZEqgZkqgZU6ipk6ipXKwEItz0gtz0wtz0Stb6iSZ6aS99/TVCXPWKUTK/UUK3U7ZgImZiI6ZgJf/JhM/NhU3JSh+AG6+IG6uDFecX22ohucWvRHD5vHmH7iLKbDOzSvZtvFuVYDhmN20nVxxfNHTzTZuSvUbj/Ns2szfL5gu0ZEERYrpsgTMQroW5GVvaCiTiSxTkhRVSpYr9QKUDQR+YyC8dcj1QrJeCXk2k9F3tWwKxK7ksgGoQRoScCmTYEFDnoTDFs4eNANp2Vhrn5b6Jq1em3Hd8Rly/UCFbVcXtzxghQV5a8Qkx1tFBNFISYb8vDdX3EbULjymTviYkvUWNhNikVMbiqb+HJHVnYb+RIoF+k1fjih25L668VzVi4beREHXjKb2QIWCy/Bqy/V9suoY8o0eqEGD6QosNOiDH/2KE9nxanM2CJrchL26E4LM49EFkv4afhN83neLJzW2cJ3F7c1PUmYs616X3y6MjFDbyy6UjJDb7KagmNDb7Zc+Spgo1X7Yd26HvDhtCoFHUeuqEn2wnYTkqho9oJ2B7yoFmvMBhgLuhoohsY8+hJXw0+jzgj2kGuZc+QNzFaORdNmKht9KfW5Y8NPqw1h9dDryzOtTnIb/8Da8hqghnD8Id0+F4Eo71shx1V6VPetuINWbcWrdrBhuU3FLQ8QktZYuxKcf9FbshzzL/U9yW5zdIaf0S4429ittyU8Zy/1vhzbYl3/XnxdGLZRWgkKGOa/DT8NvSLwYSOud8O7ehsxhmW8FbrrccRenSnzPLGHleWL3h4OKfF9Q5C8Y/BLJf5F8wrpl40OvqifUXkx2wjIzM4tGn56XpSd/nuJfgK+ht9kWJRpprDpk66b26n/xr4u9x1+odDzVYz+naUWjtAbo/whkGx705+ebBuK9jS4H3P4puekWcPHTab/+Y3Yqy6QVQK428dRCxxUP/Ckbb8GeINtBpPkHtxepbCwRv+q8rU7OdQZeHP9gmKm1lo2dHNapKfv9wRdTtocs3MiH+C6MCC8mveBxVcgrjvrzuaf+e/PS3L2lXWZJTCuoJpKqTkIrWNKGsspkamiowqlgbuRb24sPl/bBucxv9z6/1SW663JD1vDXnsS3Bx2tTuRUG0vB4NeSJYnQcnV1Flb2RCsrM+j947SaO7urC1h2uVRggC0aNGkkICEMDRC3ed3dCn7qKnKkKIpGiN9+DOlRozCKiWvdhQ7wfT2N880ubs5aje1unPL0jh4tE3kEkk9A4hztKyOegtlkohpQERNTSoVv+bUA27T98PzijHhjNS3B10oqGWJokqk4069Ghkdqo3Pymy5jKBDE/Ah4cg2NuaGW1deXgyfq29ycDkocBxZzEqeT28iKqxMigvFg7w520e5t4oFNMVOGJ6sEYcD8a4Hs7AvL1nZMg22vF3XsC8QV20WLzZ5uGeZXFfZVDSZVaVau002WhdJUhWZxFRnmbDV1UhhddXX/YZTTPjMOlrxZMrDeFKDczxAuvowdvx5h6Nf/fVQIHqqqbNqsYy89gZmGbsFjMGggSZfVuJJvdNuvOzILbWvmKQbCcezUJhoF6fYsTqtsZIosdfsOMdDbFdzarrmQy61ymoaitdZlO6e4FhQWORq6K0uOkmriD8mao3XWq9VNafAbZ6MQT725+aU5BfOpKgzZ0qaqim0uE5HlOThSbX1w90qWUSIkQYbWCeXplVWmoiRKNKckjokJ5jqFRHJpluMJnE+1rPMVsodUo5NrXhHpZpjZLk6y9bLaGmCTNqNM/PEYmpp9uizLYzm04y8dMLprisnl8xF2ceUbNq50qzJalJUTVW14TClyK9o8GOHrB5dvy9wSlLKLirEzEzPW/9qaOo2Tm1ctHyUfQRX15VJV49PhhEhKME2/K1BgqvU+rdpXtent+x+BgDoe1/SaWvEchiMXxmi6LTGaphRG3OvlHbnzh41vQO9B3qq4kgydH5DSB70N5jVAhoBhb0NebFB2C5I8tNYZ2XKmVE2f6UKzzuQWLOxPydjHOti95hSaHpZpYFPXOsv32shulpVaYo3xyuuxbYjTrGyLLM6y7BbORlqeVRV07TWZ92altd4/qk9M2ABsijjqOB82zFRPGw57VhSyBSND9nx5USxLg/a4SKiqFCHHbXNQA3uT4vba+gSW1TOFiRHYo7OpQYjLu1krwCqpsOMS0BgZcP0IsuY4aKzPJCFFwXyoZ4qFxZWNjLP6zqLhLDzsshpDAPT53aiKw58McrLDtE/S2fvWHJhYB4qyp3/Bl60+K8ykplg24GLNaKyzDSz1GhRerThimvdq8rAfk49dX7Vn8jNokm7JvGBCczivTMGou5eFYQbf97nbUeyR1A4+VcenUGjXp/wGP6pNx2SUeKNlm9mrpBjF29T5HHMxXOy90nIG+vAUz8XH5GuVcmZ9pyFmAX5ubi5uJEySZQoD0Md2F9Ti6CQbkpLT8TWVq+1VkqlAURRGs2t74AVZfqmx1c1vMSosZKznC1VUUE5I6PO9jIMVZaptPhPseOq1YacxXryVh5hQvB+BeEgC0X4Tf1a4rb7StTl4Fzw7qBbDQQyIPJIe4YiyHQ3a6bgFI/SVCYWpk2EG1HFMDI3ubfjNDspoMRZz6GUSG/Oynwqo6SKOv1r/yUWo6HJYSlHy8CTq48ui1IRjy+MN5r0m2dAaToUrhrY2Z69k3xn9QYj+qlFshwu7IytuaFvxtBklAGb5RKqq1DpDc+UDuKdq/jqFni5lBc3NVhq1NdVIunixFGJIsEO4ueu1mTl7FtlDeC2llyY6RYDE9AZ6iVcXLAOqqlyCnIpVg3OZ7KhcaE1uQ01sSTGEGWmzrWhTI4nlU0GFXADrFxP9q9hpdLZSIoGw2WSKsdsotTBhACVSKrLf6kzDl0XlZnzesQWFpMwU8V4ucUwjgQR0OYGIZ5UY6LFjr3OcNA8wORrSJZEIC6tzK0rYnZOp/IYvaMCe9Dy3SUKIN3Y42xoczebJ6TNGdcnkygNXMqLljsB/e80aSvyiqiqA81mE2l2GVk31HFWrBmNhpGNptmdgecyreKW8x5qyIgDBhbeAORIy6CztfvLoRe34UU0pMUmbKylkAYG61rQy1Yb9WAvMaEFOKaDyCxVJrZaTC3FXGq78yGWSEz8qALPSGrlgWkwQWQyoUhREjWmD+NOr/AfHhe27JX+4levwv6430nuS8oeYwk8cXc8GxmPpWWFUKcEemc1xXRA5SpBtQzfUmmk5FJrVCevzMJBEaqrgdXF2yClawDgBb9FcRlBqaHIhxbNWrrgILklgg6KUUUOwzl83lUU1Tue+mPRj6+v8HaxDTE6pVvGsT4UhDkVvkdOsW3Y3VSkRT3a1y/XMhuPYAabbHd3DZVfiD0gWr6mnWzObVOTSyQNT8plnuBNZNi0NZSovMKrtEyMN1mORSGvZvhQETOFCDLsfNgoNs2qUxUtKs6cyFqL3pTMVt7987QoLXQOXB5GKNNq9EkltUxbU3sZVSixh2eJdqlWkIR5Jh0NTBkYtwDd2XQqppGSxL6fRQHAdIM2rcKm6ci6zaoLNBqYFbJ/4JWGlJhMhRZe1Ul8GVTS6Qh1a6JLA0Bn1118pPlA+MBfXkTEXi43LKMoi+7HYeaRI+DNd0l5iuKz0uSZ8yEekwlq2gTpcUvRMTtlRIdPyVNiTjSRr1ZGdUWhSgzglVIxnQ4zFTNEJb9S8UUD12IWqaumi0pKkiLbbqan2JIk/e+iJYK47nKFFXYYCEz8RwxN+czfX525ukQ7tWWx1W49i/o8DbAKF3MJyBufyPjT96eKdl2vsZoP8iNt6OLiI8VcOgpF5sQ51QM7jrT/MsiBGS1RLO1sLOjQc4o+qteVsezzN7CZD2o7zMu0x7wV4y9WoPg/KtIldeN8sDL7CVFYEBBtVy2tj2HaoecorBo8CkONjtbMsYqk9DFORd0X8NV//IVYuvLcjpjBWD2aK4xQ0lG2EYAbyjnTvUcw7PnHX0SBq0EfvEYjkgC+SwMV1HzJoqMOr+8NrCDEcGq0zUSmSYMviiolLFHfDh3ufLcpLrpEixQ4f5QbyE6CLeRFxC4zMa5broh+Tf5AzlOQISiUyqrVGS8Ja0cf8iSxPkyPucZ2WHTUqdEeY2cNppFzvFPfdeXvGXR51307UEX5pSGakr9ijbEpBTzoRbrb7M0v0CiWDaHNS65VC2xQmnFGBympgRHMpHLJsWc32O3KFZMJKopIylIsbk5kO5nrXjk3nWX0EkWYHhk1rvKJcGJpuBzTC9YWOkjlZ1lYQoSmokoDmDAf39tGfRiEVfxOvgz5eNwf4saL5QXJzpNlQF3uCwql8nLqxZNbft3uSYjRftJFNrOf9ev2Cji5XgYlSjma3uZbjVzp0zWuPezbilauYQ1OBedGudJh3LD/OhbOQn4YaqTJkRQaPOQivbC6zp729XM0UIlKiywxEbmNuIelRckqZJiebdjDOjjKJb2EOYw9TYiDDE15GYAl6qAac6fZucs8op02SFWFx0iy/xamWobTJVMmUZXivfEJoRf4VWqNGCwM0Tr/RkCSDrOaaquECee3GjY4i24zkYRNuJSguj5BxNQJSpgiTSCtLu5f3USc24tlsl2YrrxRXbpaZsqdwDdKoad/5f3k9sZ61JecNo4Vo5rWM+FZ9DJAUJsK7TedRSNHOxO/MKRd7nW4CrFVWTNOUoJ8rHqYNT+wSmHHU41Jc0NxRDGOiwIXSGg8TaW92GyKHMUrYkQCOmn5D6jAPxgqgmjjG0w7JlhQGizIymjojodJIiDRRtnleIFULzkETUCW5lUkKhbkeKExAIrzo7znTyCdoPcD+eZuEM/Ud1Jn47R1xNqZd1NRyqqusgsLJGgtdNxO8AivI6BF9PNXFclRWqpFpFaWPAfY89w2K3OmQ/SBdk18BAuz58e9mSxLNsaYgy1pDNHL6bwmium5sum7gnW0QvMjR9TI47jaFVXVFULNWsqWm2MdGTSoqRH4BOxXWEPjnQURRrVFRdyJqIh6VONXASPYov+IoyVMtuc0bMwzxASeiL5rx6xRxdcpDtO4pyze33I+UzP7tMx+/MX0vwYz2aMR+AvsD9ior/Spm1dGDHIZ6ueNYhQmbKKqGIXkZZoU2+lZYO59SI2jx4SPKqIbylXUSLz/MIR0erFoS41ptaiyl+GzsavEa9hoTjjSgGPYYq9Hm6ioiJqCMkG2iArNIc1g5R1mQs6VHFxQCLPwpgPydue77nxFmAZrqfgwzNJ9PVUWA635DHVH+mozrPGOqHjCn48deoq73oZaVNalFSUWX69DgmOksE2EZsVVl9iJFadqxbcYjy2WWEwoGGjgsGQSh1ruyV1AEklu9kjxJJLxYJUoLjaCAiw3GFljwMEUk8Mqtlv2CE3hsMLIqllQu6htLyCjljOyWFm7Ecegv3M4fSy3BjKmCZtQso8888bRB1SmZeHE+xl4qGlFap1khxJo3QMoalNdxFaHntcKjdJWlW3ypgfLeyTqFLPA55ceKtjG0qU/YA5WHOwUvNXtlQLhQD/MRpmiLWmilR182iB2iyfC8KVIH+IGhcUHx7m+TQaiJqT5ay0Uu5jNSag6xZcScakkLQ7SIB+fDPJbIV/ptdTQPWvIIeNQ1A01U8OcPWtKRBGJNh0eMHFPILmUUFp0XJbObSzYcCWM3rO17NVIkVtJl8WCn+OllRIX/cF+bC12tbJWeMwQ3kIKVncb/Die1z9UIY0asWJ0LTRnV+Ata2SHnPEat5Ii21MHjRWl6iRVNKBpv4DOPpe4RebvGbc9fm1sTYu406vZ54onPMTok9TN8mKkmBUV9W2pqL3xlzMW/YNPmeLSFod7aOAvgNJ4q6mmTKJtsIPfuzn0L7OTlcYf2EJ3dGqX6I+9h88a2TJ2P6+6Hm/5xpmLqVAszZAj1X1XFGwzktCk2Am947E6zepV5FAB+4A1kcmSEhUlpIQOQDwhn3T9vQ1NUeW/O9epWw+vIjhrdTJrRdJCqSSk2H6O0tSIssx6G9XkMPXBy/21iiQ22gw6cdjsbLr0Um3kyaBhIhBXvHc68rgu03lMRRQxI7VMpCOXjRXaSVbmWBCtfthuk/lOZH6Q9UgrDdm2hjyBhfAIKooFWO5yBjXqX9Iy91iiJR2p2ePLETJtqncoN5/McIbJqGz0bE+KpIqII0YlMRFTrmJ0GRmHmbMcnVSx3cbIiwvJIkXh7pIqdO14JraaBTbVxe7qqUsYU71fpq6GlpVIj/U0om/GYGraq0it1AhrVNlbVzDVulnUxkjJojJG0FqMyvqyKmZgCk4iXcl0OVA2f3R37yXZ20X8oyiR85JetLoHyTLOOjTnzIVGykWEpgaRGafbIexN27RUnjxaHEfKfyuqq60uo/XZ2vvlCUMnCCx9cGzJz9zaWQuuQzaYV1FTM0vUCxE+rHC9hmaa9gD4Mzjtyy+QHjF/df6kD6f6g6zhQGuJSBMAah9baXOwU6NBcwmINlWNA2sYDe4wbI0e3fCC1HNAppE2txGjfYCE4nJGABONjapyak6UinILkYyVrd5cDe4/0+3K+SJ8ZErZ77v1+wqc2RFahPkqS0tI5IRtkpAVOXThVUtHFAdEfphXY8kIGydR6TKpStSwvCHwGJWpZWbL7WGfGAvCQgk4nDYmFWXJUkQvUs2j8ihOkSTbGNScIhxF0J16Wc3UGmtGPdcIdON8kaevJD+YXdbQkxRNcUu0w/7nuR3Oih7Wv9yfaWfc/85bWuzn4RcdmXKo8T9ghqtmYBWGRt4CyiKMucgbwzySMVBSLYaEd6yMU/oryxaZu2lVLsWyPokexBirAUgILCRJAWayAZ86R50ZHlmk2/xURBOqeLUKt/2LWWGJKhdaSDnSjUWdd5zs0SpMAaTzVhUYtGzEm620UfBmBDRW7Y0lla61dtxhevo5ElnefnK/sJsPlm7v2Frj8aBpiids2DKmls9tDI0L0k22+jQxtJvc3OlaboCFFpSyUgsoGlNy7Cpb9UZYEj3DSMB+hlQadMXdCNSq4FpBU/x7YgTJdSsc2KNRaHTDqPAXOo/leu21GqksnGViqvTINOgONtQAY3dG8VBi2sBxZ225VT02CJRGD+UlpuUyGuSWYjwL7OZQijre0BUJEk+3mH98B4DDjtPlR5l91iXFqN6AjlYHhkoc8Vz0dCPQVXG0JqsQkEyTIGFywYx/YzPgtG5Vgc/BGxJiBV08WBvXxPmvonntUHymifNiCNmOTEm+4V+UmEPjKXYj9iw5bYhq1EQeebe1FjKfapwBAs+8LGul1b0nvKh+L8Jm3labmqqPNEQdUvqpiO9uNOcey/ATkG9dnTXDS8MbL8TFRmZS0rhFY0U2o9FqIrLjlCrmZZRhbMqSCYB9X5x5OjWt0Mpuia2E8xO0nVr/kvA1eZbdhaYM+30+qxNRGRK/Ne4LvZJNXMAGv1idK9J0wY4bY7xfEhGhU1zUrcdkI3aJO86GFbuzCiB+/85WMHs713b270EeLbhF5wXIzlvTZXdFa2dy4fRzePZjcKyjve6wf63D3pfoayVqo7zQaOnbTCdN+dCFC4MNtbiVvXQ8DRtv4+jMrUQtOdaGT9tk+VlDafSI0tpGKUJcVxexOAs7umF4PGWyd5cQkJlz2BgwtwxbiLapoqtaJ+4B+VgpTQ7HlldfjEl6h47MW3h1FmYsUYQkh0+KFUaJw4S+ZMHoSTqft29EjIT3dk66xartLdGeJ9lPYRWWPL9Pw3QWxFSPPD9EvzH3ivUstFIPg9Qx3hnnpGkvo7zegaQF6e/FRLww5L9wTyaYVLLs6fnjv6OZqZrpurvs6qburuqq+rzN5zv1JKvPsu38vPWqB9J1RR+eNtwvTctpU98PSTOHNCZuaEiCiE6DCxp1RwwFAWkouobUOgiRlGAynoYEWk23bva1k6+6zdfUxaaoubyuyvfe9/i54+3/I47U+wn9Igra+yMG7wM3She1/VfgQ+Qhv9cm3B5qqFVD/gtiy3pL/U+N/IH7j1hkMs5W0nBqsrA0ZarERCzz/qWMXsOQhMdfyaHkc5UyDcplazgsnCckaP8Fgta6flmgOoQFT8e5rpr635VyAbJqJBjkUClaPAUDyaRklYaKf/lLLyYNeFF3p302HSFfWhsgNKhmymXg41AWFIys6zLsDCqlOo4uaDE66BnVWxAC+z8cr3D0U6l3G/oD61TsbYX7W2HWYXKRdf5QsOtQHcLNO+bqQBiLoRgMb/u+5deMRLs9+PMiTW83ABPtO30/uP4fS5/RC6OV4F8gztvNLfY2mMwLZPfYT8offxk+sKV8xGQjEMEZTo4B13ap2lk5R+fFx8XoLeS2fzVOPA+W77g+10EeUt20ekgonNVLyu7NeLuR3ONmAK4NXOu/nHTmSrcXyjyLPDKTo2ltaW3p8iDVW4P23Bi5NB+qfEBef6Ro7jWASwR4WCgCcd6ycbRtXkJqRkm27Zg0NgwCB7BO6GS5fNlTgJk5PQ4oigY+B+vE9n1CY1MHgHb8K4REomzZN9+MMomEsc3SkYVNJMBtehru09qq69xlu1x/e6vC2e9B5FmzZXKP7do+oVQphP/NlVL2Osr235mKlP+RN3FBihgOwiaHEuRStDqjIxN2IvRDEOC42TdmSHzknWuD99hnu6nSIa2/Vedk+ndC3IvpRtKtb171Ugw2UT9YgPzDa7HSba6Z3YoZL49SeTk8VEec6l1pJNvtW6MV++hUxtwaocH2tMfQ0Xegd+xDP9oy8BsldF3E3HwoFJxgGE0Uw6AWBG+UfVwKDZwugDxl8tNKqxc16rn7ALrZRvcQAkmjIjEOtYwcIpwHuYwlWMfeCJfU9hmHWlWyI1bpUVigWVbpp/GsQ9zu2EIkNTmak5FC0JDKqMjOzhV5SPCFcWO/ZqMbVeXIVztYrRgtbpToVZaYuMapw6YrI7/S5YpbBfWuh1otHjCswnMt1ZyOz3mJqJoCggA/BQGGYSqO6OHW4D9E23m7irYDIllDhTHYiYA40BDIqWDoynHJ/SMJ43vWZB1n1Xq/Xedx7ga8ps59octJZ/0lmSFJwPaEUIabWfsTIzxsPj/qZ4kcomDuh7FUeB586ygQ+Bxq4EuyJ0rRbquzj+GxoPHgOqyQ1XOv17V6LpdaPll13NIYRuOGczz/4GFd1LKlZVnTEteGirt0INxddkFugEuQc7K2wKz9VQzzEv4GTUy3AdcPKYxwOBxoj4sEJoZwrzs9/6Sx1iws6sPGsCiLiZn8JGPEf06973OTq4k6iDGKDXcXpejxcYaF5/xUCqeKfsBPRMDy5L8HJKgXP9G9fyFYbcO1wIjaYHHNlJhDuGhQO63JKVsgk8PpCGxKyv+mXK/aHAi5dgF+NwudPE+WkJgWQV7sXT6bZ5ZmEHjiPnuVy+Pt93tANl73qtemBrnUA50MFqtC7avDd50e71M9FcX4XRA0YCIS/lx7FojYJQvwR0y0JAZFVfxQ5TrljMKR/+W1zIZR0c91Y63r++OSI04HrfitJ5pkOz2NRnauRU8d/q0yE7DonAafOOJaSvzFVW4B1NrMOAoUzpBBanuL1Gh/hhFpGxKSHEb9Yprbbw4rrGo6giqmNWBj1cG+4jci+H6hAk05vsvxlJ5cS9k2Y4FchURDOCiw7zfkm9zUTts2pht45RnundMlEHOD20L5ocKkPqEqYUUCcxh9SCNTJXNpTbHKvtq64pb+klYbv4vZx+dn/mV3o3czvqXMhb59GVLuc6N1vjHWMmwtg1OFY41DwfHXVme93etypCb7mefZuw2/61nl248PGF3rzybsVlMCQ5D/zCwdLYE2l6OP7n3ggW6viymn5lgRl/WdK5I4PjbDGB92iCf6uCZmDK6JMfodDUSfP4jyCAHjSrFYccPtunxxqp+J6IlyN9gfpIR6qke0yT4rdNlPVnJHaJO4jD9GFhO0mcuAYkwyD/H7aJhjpw5lSlS/tKIet3Rx0Y4tz3LM6MmHUbhvESlt0qbJi/KNsJ1M1ieEiowr+yD4BiUIWZ7PxdrC8MEwfCJNRfRuWFzit3Q7suQOUSP2zCkKTnY2Ot43+te2hHTdiCC8sRn1juwt3bldnvb09nyuCEws5abmRAcun6+lSOUuHm8e9Ze6G/3Nvg5/69+b3tCPCZdVL2vn7/efiY2LjZncKvfa3B6/l5XYTY48ra4+M6CQsVAYvXmU6w+lYGdPEQ4g4fQoEvO/t0F+EfnTR0GGc+PX9CWmCrs9n/Hzg5yDJrywNYnwhFp/miJChKQKyJZEb/tn/5TOG+4NBL0ndsvGU2ZMwSRk7QO4TRGYNOYRulEnz0Qw8ciab7SJVhmBHqPKjhHvwSpJIjXogiD4zAImRupdDKQe5JgP0hR9+/ip58dohwCOLE9FlvkSrtnp+47SNouHDMjrqUeNXzAB4QOJHkIf53RFkOchhDBfAqDPI7hFdjLQ/UH1oI66zNgFAlbUKqtDr5CeKqRIaMpgx0HvGSNdbCK7BRYgfH/Achkjt9hNqX65RFjEJgv/oIpxFVHmoS8lTyD8xHzSv3rb0Pf2u2aWd+pIwu7TdkuzJsEdE34ZbB266IWvFZyGdP/BfJGRFpouaQL+A5agda/o7glJ4Kmvr72py3Ydz6xNocGcdBzyEaleq9fzUf1jz9a9pW/8BvaH+iA9FSchHWpvaDVg0L39cAs9oE3Gw7VPCi1wKR1ZZ+aP13l48f5fO08nUyffx6OT87vM+gEnjPSj5Im4TpTtyGsbbXPaKV1H4uA52H6PazUI5tXIGtcD428wEOFEz5/BvwIBXvH0lgGjXfMSapEvo3Gw53zbpIeiFmGy3nmW3VMcd6pERDLwkU4ayxWEvY+ID4GBNv2Ppcc1epoJEuokYYX55l45HC7rLSY+l+i6CUnColGlpFJtRSgSpS9kjIHyFwyD96EIL16yfZjJ/pCe08cHW8zuSeccQdmsxEwM7FmYMi7IPaIChcwxyXJHe6fjoEY5qEOKhKex3P3njohrKv5ZbwX2HjSgosfT6AKQNYMq7phq88/AV6NOO/kNw10WkHscl3fdOWLhmdaKmsy8LOkpoa1MbKmSyu8aVCUfcSJxtS/6gSRfnT9MnH535J1COw8qbEXbLE8UOL2E8urjnF9EHLDj+mGwYlw4Nt/27bcOUHYx2VhrSx1/YAL5zi3uoXrSqik4VjhW257xfNV3FyFemidvX7S+V+C55F5aZ+1YaEmhkUsyrUrdLo7CjtwpvAPJeiw3IviTxPZQ0ALAB8+WKCQIhQ38FKeIxvDw89mvx8NRhnnWtGES+MDmj0152KMXPncmd0y1ifOEA2n02WTNTb28vGxW5vzjsBadEzBNWkHAOr7urj8FIyiASBosmM9BQEYL1cUuodvgvmuMqNJpTp10GB+/dwO6fEFMOJEKTMI7l4KvsK6KmNBkBhr82X3wG3MrCHjWWP8t/Y1nrJTmqI9w+u0ZFSnrs+HBgbzdMYpwv41jh3r3QVYxV6wM7r/mEvHPmzJqijSMHQsWCNN5DtcBL1LLrHKWq53EA9lyy9ZVBaJoofKxwSR52BfGdFYLrQJuwz0UrlgGhgBOiUxSdp7XoU0nWkc2wauyUZVpWchYbhaOeCYSBlUUeQoEQHTpg0f+ug4E9dTwJv1+hggJMstKcea7J+jwG+x0sBhv3Bq7OBjCrP4+/fv3b2RqasoZgOq8fCclDDoeMieWDkpFmsw73grbI8fcWbirmghsh9WZJISVO2Um0biuyrsRtbOiGngRhtzqUNJawNlpIk5J8ef203qFJf5gRn5kIq054bKdieOaeDDcJuYKHJN/geXfm37mcgJEajg0c/PP7XtHQ29pi3QyTVKznhTPYT4pv2O+O/OfIf9aASWoSK9mVkMY4SLFNWIAvIcJX/J5h8bs4NoPyRgP5ynnzFq5Dplq6+MYMbQqtbSqEJpBw1CKaObrJEnq/AhmMU6wwjafcBV8HWuFm3FEGCboqmaJdnRUN+9LkdFignpxq1FXps+s4mPqfRxAFs1pJgKTWd2CxzQ+6aq9BNc7WwQ1N0IZNWRzbEgkyco0mlueOPNLR4huVZhi87xz+KAKHPdVYg+BPx0U54rlskmpwwVe0c62ml9cw2S4Mj0DNx3LG9RgwvggktzROWxMx5hy82AQhupjXtrdQC9Gtp5A72+JxVct8sKg2QYBgtS7RjUJzGtMstYD8xFikxgbht6y0TGrIqxXET6EKmelTU56Hn8vvzA/MfTRZZgfrSEA3VPg645WWwbT5/N3QEu8Xcouige/unQLmyAXM9fGVcK72IbOrx2Raig50oQ+U/6vi3ZA3idaayQEMlij4a7rvwYLXAVcbS0FXkyTmQJRbdyy4ID3AZnjCoxEO4K43RW4RWa4ZUQioT3EZicu3CQd68OqM1L/Wd5yLYbN04xdHWaCLtbpNjkZRNWoHokxeDu7kIpQZKG+sYqV3dIzKuWwWmE9OI7sdj3onNvRAHcKQjdZZ5gBL5h1o1YlQJrX+jmtdp1qDrVcS0tcmCfyNJKHBVBMg1pNtF/VZt6VC0IMc/3Q34RdwXj8i/v9UjhmQi1KSoxLIWc0MTtT3D/xC0zTjLqzVbWdLKka0ptmY4azsmYqnVoNNVSXGedLry87lzCkfbCOQiRRRVBQDOHPfUHmLISuE3NsEXCrtGLSKdc2a9E8kzCcrxW8b/hHfQIhR7fBcdZbKvUHFkTpM+US0McuZHjVnEdvf3t1KNWNljGdBefIbsb/fWDCBJi0r/Wrnfej6NcNvf6lFdGYAGGyx28a3xr7p7lNfIT34lrWxnOyedPdmXd6PJ+sgq7mI0VHm0/BXU00DLxZVojzxzx3WMwsH9gg8xdSQ3zfK6EP4gOQenlsZtw9zyCfGlx1iixdtGP/VP6w6FnGMDZnXDwdeZ929pjz504ZcqWfu9B3orVLJazfpKCPuNC+pJWe/FAbgK0eeeZdhR3n6H1eRDtTqgPnsMV0oNClwDWJ6j6PazlpVOX1eiAAhwXa79Lt8FcZbZNStGSjlTgSUPRHlKFowaCS26G5CUsZOvVIToNpH3fMsS6wt7Ggit49sGtK93QGwsK0k2ORp7W+O0Dy+GsntCfaO/21tlpf19yCDAmJr8Hd8mfiX+o0jbY6vU4nZ5eAt+vxRlTgwh/CtmYPWMLJjqZTMoIK5slpwqhBC+jo0dyS4bH6UIVzPPK6wREAB6lC/ImQV4qyUNprFPFs32ZbjEJRdRgRI5LIwfJsBLEDkPIVTYCpbuaNYsFfosygd2DVijGmRf6ZI43m1fVLGIYhDn4QQeMwYQ12Yej4wyWmeiTqRQXOi4qlQJX0VTrlA6HWEQxckV0V5KhCBmYlHRaXpH4OXUHS4uNpH/4MiBHus98Dv3xlIpxph66t9f5Gr1I/SzdPQ09HT/dMzTTtCPTipkfnx8tHilP3v7n8YJR3MDUKh6l/PRtp/2THkoA/tRTBt4JzYvlxO/r4eluH1yeBZKGvKbT5rGUAYcEHgSW/ZiesTwy2HBle1zsPz8vdAydyjJpoFmPHFd/nJ/FNLotpo8f4f6UsrXqQlqdEvTAnLT60WDvwBgI9RWKJRufr7kK0Oiimb9lWQ40D0EFk/7IpH4qNox0/wUWagRFFP5IUOeIbHPAbgoHCVlmCYwR34H3szRK1+oAULJOuQicYcmJHnhSHUqpN61liJ4cFnECME6VPY8CQzRPY/4WtKkd7cHgD3b0CPzaPYbBQSSAMnk2QJjtTZOARhCzxGmKyITwZWiZsHbyAVpWZGZpOoC+hV+7AG5bTNVNzbekCIHB1t4qQjjejqSKTFDrXp8hQqao9c/7ZNjeOpKDwVAJAukw6t2jUoj8lqNQjVCO4t8camHptSI4uRrJWQXzkBAUMR2Q2GFWj4qiOpMQFvTOWVnLHI0mMiBfBaf4GyM4T/kkNpo3QODn7iL/wEhSIDiTcsd4hfxD7/oCrrFkXhaRBIqGVQak1c1fM7jrAUrn+vrIEUXOw4yGLCEVLipJk0k5h4ZOMTWMni3rApP4LX64QOVpUpKdjeI/2atw7YvZSRrhQDWG9fOC15WTLoUGTj6zUaZnBxGLnpkahnq6uruZY4+jAuHOqxetA3P91TcXqt7cWEphteAr4lVQf4tm4DqJkOVo59vsT/AHBCBniMsQ5Vq8z4fdtW1hqg9KA1BrqhgBbEFi0hjqi4Ty16jLxGEU/Dk8q815eAqtqwwdLqIAot6PSyIXldyiplNTPNR45VlSgUC5b6uZsLftXrQkvvrlflpqSZbOByc/mHbtRYauVTpKUdZceg0xpkkpFFa2FTxpZUxO9GH+Z8ANDDq/N2Sz5jAp46KnvwA84g2S6BnatPWwh1x0DGKoLV0fVjapNZUb9AUYmWgbRWA+riuMSU/+rY90zDJeFZj1RCWuPsR3RGgedJJyIzIvywAgLZNJw6u7rb7gCrQpBFo4HtojR7z4L/QzfAyKAo+EUNHCRNSKOb3sZPcolO8xdsJ6FioUCxvSiMo7ys+PYPaPQP6k4qeRdFN0SbM5EGkE574zZNQRd2lYRsbkyEZQhNidsNlTE9NnTCFvoW8r/DuQGYutW8K88MDnUh4IiW1kjPyo5hb/G86DW7uXboxAf3wYbLxlqJdI9H3RcQ1djjgrfcm/5WJFmUsq1pVhSpytQOOt4QcCdmEOoNpZuTWkl5hDjUcquiY2TtwJUdHRUSQJn7Oqh8b1Zjuo/5HaijLBUB1pcBPPjHB10amERuwnaPmD6I18HCIdgWezlIfYwlsFb3qtTieJ3Q2+kykPvPNr1b8s6Uihj8TVYmYVdITAdm0NHczzfLylnr06JtBY1knGZGsuxCEBUoxmwfbFxHc7H56YtO8vL3mh9rT/Iu22M9klZZkx5NovcSKsOXfq4qbNxR2bHeoex86TzxB/SO/45PYNuA9MADAekcDFV7BjVwJb54E8iFY1ANHQkLEIodg081vswnZo3ORvBy4Cz486qyW74KRX0VBMAVc8d8C02vEB49KcLt8jRTInglGi3MzrG9gdzv7gckrX5RW0KhbRmGqjiX7bX8QggdAmn9gN3oEaU3ITKABo6FFTRhOwFxNUfmldXQUUUkSlrrzSMxwM9Yx8XXsFYUqlktTH44dgQIXDt00sUOKAu8IiEL34YOUHdzu+Cnk/GrUrYskpqNIGK4NiouKquj1YLzJWrG3ZHoDv6pGSAnBxJVVVI+nV+uEXoYOCShiOcb/xfxGnCf8AFyUzLakO2Bn3dtJFDi798ogUCgrongcW+GDYqx7j1i24GpftaJeg1w1bjWoA0upMooR72A+/2T4HEiQDO9w+MbS/MnnNB/XlD85t98Bchj5cHp2Qlodje7Ig8lHne9/T9expvh3kYTG3/7HgKV5Z9ukhW/XqVe3egjTbJYJ1Q6+1BxndaCueF4F8o3Evtfk5sHQKjHfg2bIv+4386XNrjK0bPmFZ7qbK8OBAhd2Aof1LpQkDR73ISYPCHpCUThPcpGCVZh2eyU77jTdDVSPo1xsLSwzjdPKKBaRvwqNp6dAFWwGAVohXVz0jiJjHLCiEJ6jKismvlOWDdWGF/K6dnxcSoYPpVkdNRmEn3EN/ySo7BgDT+UE62w0/6dyXAAYFuZgBkmtc7KlaG2miYSKQqDkY2yiouo8oSGunuo5AaXXKa5gi+wF59x2CgMfaNdKImHQ+3xG6gX1Ff3cjrynYj2JFjTUgWx9ildyLCc8wdjSyNbA/ehsYjlVHS7XR7XV9XerTlbwRabpsu1JpxaSh6UtJjTw/enzw+3j4in3uemy7T6/Q6vOx/G3yr7YCyGIA4tDL0u50/b1DiBag+u8xfwk5mOBP95+qeeqDTusNmw5n8j+fRsbh/Lh98++Q+NZC8M7R6BmFAMCuR3xdV1KpDKE91P7Y8XxivWWA//K/qb84fGxVN8ZhBSERqhI+XLgD1Y/xtVg9Md97yiRGG2cQtVJ7kK9HPh5rLc/nmtHtZhYs3O4b+NrocpKsXSVxz2tmhcwm8mcMDdIXAIUBnY7xDiHAPL/H/XSXR7FwQRViNFGWaHHRQBynVPChLfiFNcrN00plitBIAg3Yl3FogRxBmPJSPvNSpEhf8xwU3zoUpc9blN1tcGb+Yi7YHnO8b3URt4toUpPeHN2I8heiNZMzi2H8OnT2e76iyZszRpNQlrMgZ9MYxjBE51PY/ftleTWcOdO6GhfIhTm3rs81FOmEne3GH4JYXebs9kXckQT95BTPWe/wv4ivouC0yrnWNivrsdvrg42eL9/hNz+xG5vouaJNQBnSzhRO0fxGOCKubp5yztyxvaF8N3dBsX/wD1w9ryu5WFDQZf/7aNq5Uya2aWT22EM1uawn0+IFfcYyQ+zmQjheQD2fL4sW6HEZGDpXsPjdosSRnTtNe2dzYXNve5mqu6xqiCPzpA/mh+UiiFIkDkaTHl/3Cbay6KZ4d7PcwQa0QcIhYfUW+v/pUb9hyfAammdrld7UyPZ7JXVbdbtgcKukML988IfXe4rguvy95x+W1M4YLkbvaQ0X4CiY54kkGNO4dnANrmHFvvPipikRFl3+G1Q4NGiONmP9CPny3BYwb/b5A3SRXu8tIGldil0aaAVLoj6XflT7fjnTc7azsvG6uYp05XmTSpdvstnocb0dQOP5R7pNjSGyhxI4enNuQa8+yN27bMHTl6I7bDXEcdt07u8/sdjy/XY/e6vpdNSIk2QqVgQ6lyZYELF9v83rf/+PHmiNoF36DIyQpACV8r5m+Zil3Xx6UVro3FPXvj9oJoOtefweJOxLYGqqCVbnXBFOwjrm5NwLRyRefDpuKnz/h3LUQpIQqzLPyGXORMWKHoWj0MJKuLopKMzrkruFasF3sHZH9ZufVkxYD48Iuj7pRMNIguVPulEowPSJMeKsQ3E6U9UgYZKE2+DOnN52SIvmI4brI9ORNS2kbX46hnLEbC+E/7Zv6iZ1ujtbZ0S9vqTZeVhOj2iheDVBtAhaYRm0ibEiU1qyphG344yhPthiE8JUVejfg9suRafgn8xUiN0o8R9JzsLUt6KWa2lCGufBGev7o5qa2+l6JFHlWYLD2Kf/yz8XaWCl3ajz/op28O3dCi8PI2efWrXPTFnXbDPmcY+0t+iuttlButNcQRYdVrxYgTuVyWtyZ3SuoOhmuUeolOz1LPXs1azW7LQtJR3NdAJ8vjj2dAT0qedjO8XrpozL5i9y/0KPS4/2gJXq1bqv9gFg2NqQn81xzIF7ssN6Jkefeof3Q9fIZISvBntU/hKHnZkByRoHVJONHQxmjL4jodtFtf99MR0yjRFju+00SapRdfF9q3kn6j1aI+4lpw1kY2GWldKlTlmTQQdTC2Liiz1dcEPP3V6JNs0KyRauQXQI2plwrPAT6in0GYjADZ3fGGJCoj49NNQv7C9f6vBjfV6IKIEH2ZBGE/5mif78PRKgZVMOfakwlAq0MezHWwI8qnbpU/ENX49SJ4JocH1UCTCCf5g8uZbwKOY+ug4qnQoZnO5hLSWA0CWp1kJdGKVeFJa70i+okjHoanSfTZm7ycCaUxLiKSSUagkwY7WzlDNh2wz+/vsOI60YuLpLIx+ds+fYsX2i+Ow7Q3UgrFdcDtFiMHCQOpSjJUPYic0220Hrbt1mgpTkjlM2w3p1GTyIu8CSUY9hOnLFB0C4fuIcZyxtg0cFTTVLeQGf7qELsse50q1GrciucluuNv7HTPammjHew0wvUnHsevkVxvrsoNc8r4r5NvcGR0XnFFr4k0TAyk6NqcXW5BpmgCZalOqEmC7lXQL5Bi6ezugoaRp4WN0eCzIMzt/td4R17ipX4LVtG8dPlHoOR48KlS+lTmbqMnZy8uSmFa5XQWbth5Fj78L1d+IxveOCk5Oh4flzG7N6iF2kvtzU113jJ4td0ffvSpAgv72pCUJolIGXqxuGKsQ9UrMKpkFI+zwjwbICK+Ynuwll2n0DSqr2jXmIVOnekilwzmhBjZ9w19zd09yDvHO8070RvmsV/4BZE+1GGTOQjwykZ6M5Gels72+s9Xd726csNmumWmBBZw/fEJ/kdRz7IyGMrwzXfdKL1moRgCUp/evndbh3HIbTBL3NzM4OdMWb0UzRxadXxcyW5RMuDTxOBpiUwOwjgPlbmVzVfilnge0BCcXs/YZSk/wQkBRHFUwmxswe0v6bNbKZdh7JUxD+T4pcDw2F5bSx0N+u/AeUXi8GSs38IsUEMZWKX2W8viCKnmyK5m5862mdmndfg40WPHeNGWXDD/FJDIxVVlF8NCEVpaOoibZcoJ/KwMcNA2xXWpagmS4d9xBT21diIqXbToRERKAlGEwFgX/KAJAY+CianHUc7qKtISLnH/zr0jZmQqVqqc6PZOFrdawQRtE460giBkW49OhBASZfeItwIv3x4SXJVhHhDCJ0KJqmayFTW8sKjQyf0rBY+pORDhieLUovpsFRXZHupqMkiJ4OVo/GjJZnZcvWgpKUCiGVQuMfEvcTJZzfwGSHqCqT+upkQa0lFNHfIiGLHnxkiFuGiHAs/6AgvSaxon/ubSHcjlVrNUSgETvaO3PxyTdQIxRlffaa+yJqTn2mT4F67UHThjHLEGxvAtZBvVEcBa/65J68KfYnTwB5a8euvCWvhtBdsw4Q16kJH+Niy8bZQcMSKWavwITlCkvFFojvFMH4PNSGjHi/VkXSMNKWhyztQIxmujFV6F6ABcD80EYxUo5EFkUOKfpi/zjfyO8jXTgf5hmXwSLzCMFErrbrDZsZTcsmkuooxXbLbPR5L2fFPRCSy5AGviEmKk+cbBKaNj3rdpVf7scNj+oOtXRYgMA5lA8kfJAs7na1GUAVS+EbinALhNPJooFvW+Vc87sXJoxl82MtmB2FBv3QEuxNu4sO9ZDb5Mrevlj+0HUkXb6uKEFtSFxFKRTsTMxF7uXl5urhoMOvdbu77UxxTcWahpTFHkUahE1gHk4tdVZ8BSjYwQuQytdKmKIjDSlAG65sZ+8Q6SyD8WCdOWGwvLadLhxQ/04ottM62opO+8LdXYFOtxMlLoI3qIQ4+t36Pe+F1qkF8zkDdySsmhWpnYsw3Mv8yut5IGJ9rkKtNxJmss7q5EW9GGvboQrSjXGEjKVq1U53tneSJ+Ee77VLmwR1x5ghQwb5SQ7ijYBXkZvuA2X+BOuqjggG86PaxUuawo9WbDjWKP6edWVgAIOpSZOe4aCbLyKVJIP9IWil/0X3/trHqFhIlT7QGvvZ4uMepHsXtG8bKGdUlGhfA0kmpKEIpBpb/3VaUkkTiSmv7RX0jfjkid4jKGCc/9KgNb4nvXL2LE/nLv7xhYZu/y9Xn7XfLm81LRypSqUDCis09tp5A5TaTw+98PLXM0tZ2Ux+DBDFQU4NvzjEc4gJ0/vFQStNmtwN/NxN43iPEUrZbJkHOxOjmGg+LLADKvhvBAa96xy9SJKWKekNFzwY2DgGypFCfWkb7N8Nz+GzEQvIjfaAVUdqUnQ5LmUFv6zZ98m4f9+OadfJyGt0jH20hJZtFNAW2CsFsrJPHVyJKj/npkUjddavDQzgFTi2qzeHkLyJQz2wiMlUysw/R8MFvvR6180bw74xv/OfIgIlqdhfimP6UVEd72hzzuE1jRWqzVWOaDalEMl1NDdM7Rb1wqu0RNpmn6Aj1mIUj7INblwUseeWfChE1RCQrcNWynezZmKSAYoNPTNDIWHfQ4yyNVgHUu5T9p70oLoa475eJSk+PHK17SeeH3BiAz4+FVs4221OP23Vy7t9TPwgCob/RfG/OEed1To70cDk0FXKd7RTEJtxmwlLUmmTllEK3kxg+JMZm9RsJoENJMkcoZ9FlZRetaMg+9DNNPhII2HvhKilgjjmQIuwf2J4LCFqbs9mFQV7vbVcOv++n+b85jHHp33Yi6nQiv+3cf20ua65f/qFKcB4PIGgiKIXSXINMag1pWTm0zJ+vPS19XX3peDH12NSAXjGiNPB1JdCXWZ97dSbnycpbLm7ksNfRWdJkgalfh2xLMprq1ixt1MBr/Br6CniVTAWibwlIagrp0cNzMw8gIrDY+PzbsFPKjCqj5AuedGZS+HJkc9FnWawW6kDTW2zWM8mxUMN78GBpe6h98yJWlCOfflL/ZyW6PIRQAKmmGcBZ3i06hNQ8GdlcUH5qGprv7EnVIEku4BTEF9QtIsQucOKHYXIY1NMK/miy7EGHf2Rqs7j079nBuJltIoJ5zwV/QQRWU37vKVek3Lyyzf9sBQHLVCCiUn9y0kS18GgRScJ1EYx6Un+glN/NIln+ZCfYXM1IiajscqWiMuI3v4cBKP4KMONTt9O77N3So1RDLVVKXdmsYkl1/blA59pWsrNEV9m1XJPWSfZ8o8bQnN66rTcADw+OSw4CO4gpbJZkgAsbgkhOtAsaTpZvSC7by+gjIgnsMxJMtD+ZMGA3y/XakyRt1TIwsHe9zNDjvut9SufO85rjPcvHAYL8IBWzNn7g5Nmd20Y+0oAK0YnzsllSIbJE7JrUGXxkD6yb/VlQCKn0zLKeWabjDG8uJwsnj8DwnHu1WINUGcCwh1ACrElXDmc5uNHMXkx3nP6ocMvfMFrhaeVksgvpVqGuuRCxeggyA9EB/wEjOQ6cZaNKrtzlfr3eZb6Anq1tbzSgPfd79dBAPlHj2omK8SvHfcGkubrhcSWOW3GkaQHKqo/IrCNbmoSbDWdhx3ImrkZBAUZflt1ZtgrW3UiBTKo6Oiq+Wo2zAODox6wOqHmde3u7hnIZPEr7WzHhlDkOHWvZq2XAJpKEWQjfsR1MXXVuFnummupZKQb8Ej5sp6K6FGkUHM4nrLuXjH26ANKIeia6U9H71Ff5K8MnElrJ6xrEDfIxpWnNW9xVXG7sPRoXp809456AVBozRaUTwNLhVBtUdXjR8XIed154vn+Od2h8+NkmZ8vD52f2ddX6uOmwIq2qbs5RkUy/6NR88wpW4KG1vIh9DBbr5GAgSS8bRLk0sky+i1yymiuP0tJEaIDiPdYSA9oAsMCEib9asZzWYohwMgPjZc4HO9dSj5DOXBYLLAPrGz3KRLh0okF/0GvrF37EU+nppil5K8oZu13AfgTezL0yYdVa7nzxEWT0iHVddDkNKYDB7gbGhk1F4aXTlb11s7szVkWWQEFaoqOaS5ICnDveXzfHuYqAzEcjiRlQwBJIyejvDT1lAGDZPS3ok1hMLAXj7oPG6i01kYmBj4yVhOqqcEE2YDjQqiIKtE2k/2QC2+73AeE2R2YVwis/lqR9py23trC3sb1KQBQZBx8GW9CwYfBh86Hz4etG0UtIba4AH+DfnoL4AKccWfEPcjDA0cLRx8Lb4mATZGFm4W5wsDaxdrl4nFt8+nzek0RLpGH8pTWId3aW6W2pa/MffWEaaT6ZAbpkAxlY8CjqrgZut5crczO5PJuJ1FV4Lys3g8flr6iRc9NMLwy12bkihSeGxIFtiPIGrE7JBWSLzGCAO48tqWwPUlULDu115xtbCD2c8af5ZZApjSRgXNeaYsFVATemr5ax5jJ6TMsaAa0Vmb47puHtud04zQOqesl9E7/4FwgbmgmNWycAZw9Shm3RtqROBUXSOdosZGHRKtJbIlEAXIqR6II/0YZTT1qqlVXgfMOUx2J1ROHavi292HWrgGB/BNt9dUoQk2SUJWhXCtehiUHZTvJcXdwpuGOHv+sedsQcmZvp2fo6GrwNkg8KM3HHI2EjYaNzUx3lhXWVfVDmRKlBL4ZyyE3Mhp7noPZu7s8aeLyi9iR0RokdgQqMkprlNRoLRPG8tsq95vKJFlot5CEg3iMF20ygAFEhAvrGDpiRUuS9jdKzWqQQIaHqpzexutnTuhH8MUSIaSjlomGum9kkm9iAa+jMhKXCEdbly0ixA+B8SBFKhSJpPZYcFd7Ol2aZU9I6+ncEZ96PmhPQ89376+49QDIoWE/LYk8itlqRMZI4ssOa0CFnJlclNYWGLvypBlf/I5G1tFKThOqJDuwqz2QxTwA1ZNg+lgJtfJwIJmmdGn8aWJgWHiBVdHyp0HG1mit4Q8Yfwol/BmtKYfplbM7PKvKixQQnx1MT8zcTc53L6NnnNQYEAW+Lq91+9UdXdB4+NQTGmDvZ+3V++KTdTeJfGGwj69lzZjr0AzvIVJsd7pbNxCa3+wbtBBrvYy3paAlvWNHwJSoR2hUhC7WwVtD++wR2rvuq6iE0lCLS3y7LsuRHyc4j09uVJ3ilQC/vtjZjnDZvpaG/eBwf/LAdqoc/yBjqmaea7JempRrfRHjfwI0ygMahN94N+MziLh3k2blBfEVmH9hcwIFGK++IAzSrZVOJuqekasrNyoqZzS2AbO++c2qBvldqz7YLEu3oK19Jv7xVJEv7nO4Q9rNmCdLUMr/TZgxuf8Qhf4sBQXFwCZPtb5r1nYbxPSG/ENx6g3NMUw5QtStMcm/svyU1b4+msVyge6FA8b0aNb5+7ehmMpTNomjF6Srhqn2oECkSZ07UG+lOT3t1tCZK7BztBTExM7awRU+9I9H7ksmCd0mw0SVv3SQKD7PbPUJsXmy63t1FVjkmj3Qs0V4j7KCLtIKM7AKXlUpCXkGWAZYglZoKq45dg8GwbHVgHzDF2KwetLSY8e4nBJNeKXy6+Eqg7MMQMDUTxzipdl4lfAYGulujrnX+1nyy73THBvWL4XsWnbhCpiVUq9iW4c79l5+ZwL+vGzGsknLgcI44ThayOwvz0rRh7C38dutrSE4iWYcaJdPr/vkp9VI11cJ7TmUHr/m5WHihovdW/G1XqtLCZjxlVzkCGSyNNxtSb9MGA0A9inMqxwH6x7Lx9FZ6PExFCZed2ibIQx+L5W3v1G4U7qVSm9RB+M8sc/IO+KIIY2IYgTS7xs9tr6HFbOMaptXlZe5m1ruSuxq7HruZmV1mN3mBKl5Wx1uhzib70Axeq4S+A5UaFzeR1igWupvwjdbmvup8E7WpBW0gyjvM3c9PlSyn9pr7shMlNVyohHiuzcHgSyJXcDCLKith9LSXIgp6WtG0IrQ1j+DsdIiqrLtKZ6R6FAtFxM1CVJJQnMlUa40XUbA4S+4wA9tB5BeNAhlpHcxNsC4h1CwFzRVhOkgnFvH4o1OG39bENpXc2sozYSZxxjIume5VnWpBrP24Ed4k4sEjCogmmSu6vJdGoC6D6ovQRQgRdWZLdU39GyjU1mEHZIq3JAMV4w69kln1QR9Gha3Cc03PsNlVzJjbCbreIaR3d4iOSMJdOlNEiWJ9KzEwpp1CZUKoPBmkt0DgZWdmu4xiInq/fGfa+uBhDv0HC4TrDQNRSVGSYs1Gyz+UcR9O92M+rrwos6E4/2rMsiNLBaClWWyVBi1YotSQz60SnIXUrOwvEattQtSQunQk2TUy3xq/qasOyemswdFuHxqzNqjrnemlZsomOdn1XS0sXZ76gSogtkPqEKHMT+Fh80VbwTtO7lVVcGQ9xmpcqG2mDldCyzKm0kzeMQn2aQrIQ+qBEwoTMMOk+fiVgdlqZY3JjC4D/Njyyj6uGuZyl/gv0GWE77H8Brewt6Iedz9pIKjDZdpS4uy2W127XYpSJCmfLXSrXnG+xzjmSAGdAou7JWzWIIED/WlzK3Ot/S/9ogbmBumt8oOK7irbgvmuhvZdps5xbt8r9RBY9STf5++qJN+qyt39WRkRSYdW8U9W3hF8DBbd8T3ocg75guCfJ62PXw6Z+Bho3MyNg1cLT08vs0YH1wDSKzMddN8bU+YiwzerIEJEyXkT9dS0BYC2EtVO+p0nG8eSSyHoEBRG/tEkqeo69XAEOu6g0lo1dSPhG6MrSJjRHjCknmkZAMCPXlUHAGTBslRvhrOTITdw/VKrwuh4buTV/D2pfC2lDFXUADNBLFWzxLElELu2uZwbm5uaKyxcL+woLBYZDes2aUaw5XJELwh/fSCrTajyLTQ2NDF0MSx7Fby9GhiEcNzpxCgZTmv93izbjGiGfPCylsGxsOmP0ljMOoakeJG7yd8QmEar5uNgKPIr3BuYYXcdywaTItPo3XEyZHnmst3c2vPXVlWlPlaFFZhAcCVrtzUAcLmwlFpwN4e0eGeL9a7Mkbl3aJWep4WmzIwIfTSaV0uEj90i6ht7DgsqFoJzdNeGbqGrCgIi53R8F2NGyTBzeU+t1D9FVT1TIi7bRJTnh6P80idJi/b8acJbi3KmWr4lkjjwqYVKx6+m6CsQVq5kk40s9zC5cZgHyV/IXrJ8ybG86UaPR+fwKbdQzoVgzjoBH4ATG/7N9YXlhevrR+yXqSNhAeKKyTQiF2VjluY/pPfRyrlr7NCXPIcLoX50MgVNbm7h8ogb079BIJUaRTwtZaB1QlnLVp1SZTJX9sPXesN55VZw6+9WszPA8mvRYG9FAJ0DHBtvXHzRBqlCXBjmTE3tSNSS/GcrdhjLkgDZe+U9lGMVEKl8ISuclujObSuWeX5mRBZjTg6Y0+JltVVVDrLs5JWxCk1kWqrH9M8q7Cqc7MvH59zI2iHBVwMOq2KettsNOxvGkmpQR7inaRVTbLr5lSkqoumPT3DBzxzMXSlyMtSJbAUT9Y6djVT91TqsZpXx7PKzYpu+oQn6rAE2hqNcwE7Xbhbesj69NZYcRO185riHdv3b3yNHnpvcAZeeq9ap3OMgR7JJpgs6YQasAOBv/emuTsF/YMvGAqjDZTZo58MjckmkboUC2uTsf36l+UC4xdlSBqiKnvPLaxXcFRHWeqUOqGvmdTNvpix+W38afu5/SMJP4JGsJ0QoEJB6c6TeJr+0P9pe7DcbfEd/8JR5TtLi6Rnk8nN6j5fele21OxqdTmvct71+txG2rsNT7ENT7OuuK4ZTwrlL3dxc8PL4Ghn9Y9iEDsPJ4Y/QODl4m8E8Rjqa2nR6n1qr3Lc8d3tek3/wCi0yy3wYW7hlKopyKD+sFxvt2HUttgVntUzXFOBC2ErNFmM+EwBdNB7sRZZ50ri/3KTgQm3JoomlqZoKqpxuDJfaLFl06nxBBzQDtDyKy2sRjRxqSYmeSevHWTfUs6vGL3YtrUoMSfgp2HcWm/jqlpU3aZpiiweqBfsFPH/nRyO7o9l6hq43TRpir0nvsuyM8DGOJwtukMZ/mq+fhJ9EWkBG1LNH/iXo0SFZWpcolZksnP6yzfEjKEgUTHPK1CikV/JUdFV+ViBo91op3NIuddYW3hT2Fv4U0g3UDMHM+TgQecg8+DwczMjw2MPtoHdndbN40nnKLzyImt3A3ERfRd9UdWr5tljqP/be7OTt9FwnX4dvmG9ibMS35Pe1Ol0r3R7vbHrZ3/Y8bume3lD1tKF6RyoBJcMH4Furzn900qImbHe93Ll1+SFKHzUUr9UWW1k/D7RWOyOpnx2vu3RWbu+q2/Com8y2b6iqJAJPlKFXL55c1BtkaVwdFGfb2INSYum8qCxJC4tEfqpBUbNHNObIn3y0YM9fZ5Fr8leFygVaswCwhksrU58YKwBWZJ3UhOnJfN30FfFzqjYtN4C/dI/VewyuTMGvMzNxFMmxLgAnAze3tEJfYuu3UM1GK1h6UMRA6Fs2FQyzF3RVQzBVLBZOdoWyCKNg0A9UfWAVu0ahLMy5gk2U+Csk0NlRz/iRObvbeia0JyehYw6f3upRERuVOftd9UrOTHPPov7Qy43LTZwNnM3Ha7rrRQkzQXQNzkbWFl6xdocJvKXgwAKs6llTRVfrG9sb652kzSwcHCyCTC6Pvb1/Sw1UCXh5G13WThj7/+YU8HKz9Xl7hzLmIgKP9l7BvDq9A5Gu1vhbzV/1No0qQiEhhxgL5hvjRIUMVav27XN6HxuB7y+qCYy8e/JgvtyRPJoCfvbEIhUzvFqjzR/GRc70U9N+g+VfhI+NfIJwIJds0mAFtB7EEdu4rLXVvJQM4MMPdEFA0hKYCs5POWe0dIGzPj5qmbPk2B6Jvc4ZZ4elfelrjaL758tG6fBAIwMzOgyfq/vl6OywfavPai2It/DfugsAE3rzjWRpkb6XLAr29iRaJyBLIku3CV9W0VOGsbbRrRJdRduKV1zYUfASEkXF83jzDWczZ7VnhR3rHVXL7mq7qr7yzz3zn0UI4gRR4owc3sSbxZuOQ9U3Wt9sKVwbTXjrN9Z8q2HG2kZn9lY2Rj5GZgf9QwcvpddtIrl9l3Fdt+0Mnv4PAzw7fhK4fPKBxFaRYZz64BLpk8jHhOmy8tO4Aq0RvlGk1nJGI0iUWZzKd5r1/Jt2Z/3bezoOTToM3PW20isjT1MGA15IoV64ru9Z8i7WOVPSsCTSnYVD0mK1G4wZA5gnVjKVwx1VdwX6l5c0i08LNzcDAzboYKRHO3Rrw0qhNn44NedJ8e6LuA52eKjy+y8PDw82WF9eh1nENOSjw1zoJqJibAfgJEPSExDBGbP4U3vYFSXghksApXGcHMATJD7/WPib9IhaszAIopUI/64S/sB8EFJgOmjqfoimLgJmWe0jeC299Mfbb1SM7mkl0Fxv2XWHDvnMa6WFJJtJEtv4SZiPiLyMPUwit5w/J2JthdxKGc1jKqVlkS3WvcWfIF9XVfBrabmElJfb7EbzD4ywD3WMVZos4FxwKIGeeWLevpUlZHUuse8xsUGuWeszLxVTTE10z7DIT4AjfnP4alHl5+bGxhwYbFRxYEjZ49e2bcIbmUKkDvQgmLtHdxE+aZqJPQJlUH/Rx99BAgrAveivv2pqHXQQ9ZzusWkeNz5oP5UR2w585wqElIgW2PjmsfpRwciCbU2/DUvrn9DDql9gpwv9wCErzaq1NOrSAdF64gxYLd/QeQPaDEoGmjafnJUy7MnsichSaVLcaZVV1iPseSUyW6ZaFcVbG0JTHv81g1h1ys80ddylzN5qUrAVhZ50cNHWOuZ+qkyoXwcl/GHgNwGE+Dg15ETi5MHDbT58tYjiTOWRVBMxlqLnVWbhQ/y80i4R5vybN2AsI3wwMNTDzOYlj5ljFrD0FnQc+WEhO5+0jyQ+c2LZE3pZzR9T6J0G3ub0FzLZAwHy7DGyrG9Pf5ptcZRfZkP6MQjX4ao31D4lo5AYnXqiNbNmHAs4IG5GGE2D9ylBjiCcIauKKrmKM0Nnb2cQKJskhkktvUXnbm8Zv9KmpsXlRis8pL32jKVKvPHTX8jyHkoawINcQur6xMTEhoqVwEo3RfRoUbkQmoA7aei35316r8h3xofM2G1QywCt6wZ+Yu0CINZK3nXS59Ln02fUZ9Xh1mH3bu9uZ398//wm8+bwMfqRIlueLVkTFEtHeOPw8QPgs9xbnbeYvam1yQ3vgn/GPedbUFfTZ8vcx9CXoT9xSGmB+oRsASYUzd/q8DX0IAWPhjZZkUaV5d9eS0Opq8FggoLyl1JPbdW3t2hcLUubXV5C9uHpI+3+sL+2uSAPrZ28taqKSIrFDuMQaS1gk84ij9FpOE9rC77ra6NU7c0XV6mPxeKdY3F+q0l5kYgFn9ynGQ2zhPJBr1LHaLulfxOzDbKoaSqaKbCUb+wLUsDF+cA+RLjb8qHQbJUi2vmUuY6aZ34X4kRbQGVLQvXYP1JBQCaiZmm1gqgxb11pwBnm3juFavbJ9IMl7RTdPrKuhFczsfqvWVKHqEiRAFMCoQ/9Hsf4WdMyBAcn49AavVw099WqM9cVbGchYMcA7BiDPWYwQ876W6YqTkiCNC5VQwcbJYnX5I97NFRWSXrI208YlOy+LDjNixou0P6Whd0uBVvRe4TlmJZlFyl7GHD3rIojteUBNcZrO5s+o17kOPgDxCxN4MMJA2CCQxQR5NyGMO9AHS4P3DTulDPL0KJwlYFO1LK2CIt1unqXbPSS4KinkTr6RwEDA5Ag2rlkfJ78ISNQpAeq2RB0dqmccDJqqx0gs3To9otyn3+q5lL6z+Ll2BekV2i30UmYqyZHcQarDRMjVgb83P+i4O98+ZPySOWRQ20j0EZ+mvRTVrstZsvbd1e52+wNf/fn2svhJsY7ytd4KYtM293pe2qpjIwi9+N5O8U+zSOSQFS/nGAR6HWSA8ocVvW8KaK4uERroBNC0nFhcFNBkDSOb8r2kHRxiwG8wfoh8raRa5xn4nG/GcB4oH47j0lIPMuwb6Hw/FXrgahrdwW3kJdAle8TtC8C5F+OTN4CuQXDLIA+y/EatxuFpZcnONTAgZ5I2HmXUz2w66vSan3aoWcRBATE/vbsjBFONRPJxjCRTZNrnJFKZzVCVYAgYYv32mifvklElduRCYZr7NEpoP6HTgPzoGhogdeuu/HfguJiTNggr51DFtad8FO+NlzjEJJVYowdr8E5RPWIJRNd7T7s94iNMnoNZJl4uYSqdRw2KQE2WHgGI4q5dCasBcr6S9mLGW7V2chP1vnLIIuEWdws3UxuHheLs+HNAe5FkOq8JKwKmAWL9kONRVyw+FDkQuNPb+C6SHggRx63p9fxF1jhXrupL59sedSDjeuF9WWW/KIru2XVumtw/KKrp+YZQZPbMeHKLXZH+BRTBqqrHAZmrvv4Z4suaziZuNs2QNVKlbBHksU/bvoeb+TfBxTLbd3Q1aWKc/umE3VkF3wnujuIvBBf6wM5oSW0HAv15CePaukkImng4VH/dcLodg9ggQM2q9ckqdY4eSzRGsWS+ZOJhK89siaMlgfxufQ04lswAlDYWBKKA8p1H3ANMffkDZyXEEkzsOp5wQeXJy6/s3jQ8LHtkEbRcFnJZj2vbUSug1JrP8POsSDnIlPLJsE78t79k2QQsfZQECzrLb0QttT6WLhH5+iaU1xEuHMIqdfQtddsyeGT/ky42hGkatSvKwZYZLf1RIy3vuQyo2D9SkVLb03c1cxL9jGFTYeKcdqRhIMUmUeAlvr3k5ShF62gbqLqiSk/JWUzdjr/FhrdALCQf8JlGOOPTeWDvn3o1NQfO/A9kNkt1wvoDPgRnqzoKaBhUDitcFeKV4pXVKfbkbCmj10GhaOjBCHk3L8iadbq8tnctPucznJf7lb3liXpZjhExkos5Zx4xL/1hsYfbow/ws/c4O557pV51fdSv5hf6nof9UiBk3ZtA9poNG1Ns7fbn5OjXYrNPAdB2PolxGISM0ZXsWfn6CUtOpLrcbTNCE/Qy03AbDaj0CKRrlxJKwKnTbUX7yi2EEZQ4+md4wmfYNf5vvb7UtUsJvnOutlvSh6aOQmoxKLNlCgrZVvfWydlZNI9zAyRSESNk4N0UEtmLmBtOU9SGLgPJwFc1VQjvoEE7cLQYdRlxDfVgmaBwvDP29/RG8KWgF0RSJfHP+fHpwyHMWbLTyBXAE1sG3FVqsIQJjO1EpAOFFMPJg2JHxBbR9DTJwJHihyBKhb4JmHwl8Wpsyb2oSKFJog2PecQAaU/WyF8cqrtFfC3S4vKuXhiwuvNCl37lKyI6IgpsT6jpqQSBOfRr1szNB84oQHXdt8dfnjVtjxPuoKAuOp8p9E9o/fgnLWhLR4qSGGDIehb06jr/8ImOXkki+UTX777RSlVKJXcJlNd4Q2pKkcySOOuI+kmRZtWA2WSEwOpbbFzUQ3sotqR17iyF8D9krOFq50e9cgrsop07dG3lz4oKyeBsvLsX1D8MQSAW+YJp6evdGNEuVV1YpdFTspMOsyaHnxhMKMLyeJljTHj3bk5ZVBEx1+h8tpxuFlF/4j4QanPoOxCFEU8aSOCc4Wn/g3+Yz/sDNP9OVtBUdH67/UYgAPQ9TJzRUsOEDCw05g12wbgA79HEVpomASmrOwmktXJpznE2iMmegSawvFhO17etx/se7gphAMPVJqLiTG77GYii4CPpzahA0CcdHhVllzbAB/EZogbagpDZMuqVRaAasudfxxdFbMiXnIKfpfZNIX/9jawxqOkszKw7X8qh6OfVNbOl3U0gsnrPWGJHvI5YhaQ4weEL0XUAsostZJiAgBW1CVwPtRDa3Q0uMY1LaNWWqSADjRVjlTD/ErLqOrieFdcnmCLfwLRKL/fflh8V2CwmiNgfxw9GXVapVwmGwFevsjw1pRpdNOEX79MQ+rhKybJz2F7nxy60WUOOfTVEosLnfrLvPhiiaTxGJx6kWVY4qTw73vxECahjvfEh0Vcas+dbFmL4s/IqovNCgqKsGP9kmN3GYGycvWgYkTgVpQnOJLuYcC76lLPglx9qXd2DO/iVUl7d+aFSf2/HAJgffhUJIb8/FI94R9AZz8aFChq1Vfo5xDIt/+OSwRMATa8/f2PvwFeIR9I9wwaWgV2dNTFCdgnYe2/NYRRQUUJNZvXaSaaxJujoIqKcyB069KNm3QyJjITK/0ys8q/sLYcEmB3dPL7AK0zBsgLOvWKNrT3QPkAwPIy6BN1s7w/sJdPIP6hzTxLOztOoT10xcLozvpyiGsPEunnrVC0WgN6dH7XyMV9ftPIRW5fP3aVRfwzCsCKrSb4LYm19/P94+fHi56DNQXmz6mNddN5pTvQt9ZOgilA+97aL6gEd+cp3dZWx7dHVfx0Lw9BIb/1UUCI04zok4hLkrn/F9eEL9b0zy11m2OI15vpvecFt2/K3rg6MMZvVP0T89ssPC6nw15/IAjE//MSrI6k76TbhxQzvtQH3Q7qEeYZti1zR/uq6GcPFCSD2XYPv49HzOBX/adS5IPCE+iOKOg0RfOYZcJ8KfjiV9BC6voSfQtG7E0J6MPzuxzycMX1rfXednaKu/vOLIjj6n+F7BVYMfYVg/o8fAdf4/Sx879N9937Tto/tEgMuoF5z/dSB32enqP2Bu0tvq6zCcjaSIRr1UNG8brL3n4miXx+L2Hlw/PjljY8npaFVej/tZy5Q0dMc3pcEt+47fUPZCPLdyOnjOgD4ft+EzMd7dGF13UrKp647u3BhVXZa+kwFPjsq8fM9ngqNCz+H+juNEly3O6o9ku6MAHXOy/B41Kjkhf0/cj88KdQfSg9h7296QDAbJ+fwrchRB0b8zH8T6zHQ01wVmL6wO7/w1zExuh/3N09KpRze0TvjdUhCbjs7cVGfWzDRyXKcb89E5965e51we94WbxNWIePuP8XOyKqDHwX8h8XvKz+S/8P+XcfIr3DA1Ux5hxFxyx1ZFpt26iru90Wp3jdrvOG3UT3uhD2si4/Q4HB+hCd/Gd7GGLua/9l9pl136YWn07h4PVUcpB8HHx3B+sj4f+qGu81/f9I2y12/xxoDpGH5wKCzG4GIcCSQtLeCn/r/v+r/P/XAm2MebgfN9S1CNl1iF14W6AUYXXrHn3/t0+v0D6DiH65BXIRVWTSdX00MmU+nhmh6Lpha0RYsQq1TbgnZz6wdFbq3pketXW45YTMdyGem6Jd5ww8i0rUTfOgDRKcROqcs1tGefcTGg+tQlvtwpgLzncC3koGhK6/Xfj2kp0fD5T3Hs7fO4L6QVYymKD/0qvrjcKxqOl1Wv9Ln97g8IjqHQDZdbBKFS/7EfRgCDkuepsQu0+NPqDBGFanj6rTQdXvoOx1UvQ5LmofE3NMjD4gxhgWo4+K1kHF6KCkdyKiN558PJ2tzeHzKzS2kTeyeZ/6WljfHkVnyMvi6btde089bjJHfv8oG2ngc11hu3CvBF2WPN7rgxKGWcJ1BfrhqdheomSTlFMgcXBL4QZRp1eicbjmbYFdlR9Y51vSXNMPcZ5E/G+dbsITgC+MUUGzxHWB6YpbcWq4KxQLhLbTA2xOP/iL/YzJSwO0aerUDeoCJZxOqPI2w+Xxy3TBejWrTLG/pelBr6cZ1LSS++hwTLsVrE7f3yHm5IPUWyjIh/C56MALYa8Z9qm2N91l2AepUj6WbO/zd5R8txXhhgsBVa0aRQU/bxH0PDzF9ZLydWO3zaAcpHf0o1WZ1DWNsBt4kytJiebywHT4l9NzFCwJ+XS8KU7YAkwYJgR7tw9uwRFhfBB3WXbB77bsNZ+4Qbq/izEsPcBowI/mZI4Xqi6hLb9FGX/X2fC5qvq1eVAb+Y5WlqP7dqLzbe87XRJKSsHyAjRH5IMVVy6BMy/QvmlCLKjkHS1JAmNM+5TQ7m3rQ+7ROfTomKtAo9VYPwJnxCOLl0JIGtJvXuzhOru8BK3PMylPYyNesYU0PuEm51u1hRRsJuE1h6R0pdN9x2+iYVlFlwhVg/gvyDKYk23g0WJqEbJX1NAZZiXZirumu4an308Yy6j6ocInTKobjXxD3MygY02u+6mU3lQd//EXOZMGuekZs1S5pxIxh0zTpJtsTWNsi1/gkHNT86j330QFtDn1QXzrG0UeXXbvzme435VmXe8PYM8F4hweeemm4ZqTVceKWCbK7u+R2wtaahBMFBp6jLHPmcSlHJLZtoPOP+b0yRn5ZFsXxxM7W51KrjFHk5re1sMT0MbTnOarCF8bwnboecEp5ZDhXZ5Yw7gX4XOpcPIMSwmmPKkNX3uv+GRUtsfXyFKPzv1gTQGToM+kDCvpfV7ZbWa2tf5pDrtc/5Bq+9eFv9TtVjaO8qa/DW9Ctw47/Ge+LW/ineQH78OdBca+oa5+kWb8uV/52h/WS6cMfYl9Ss2bVkod6F7x2k8rtx4ZlntA7Tlv9GKOZ3Z6G2+Hs5eyhZL+24g2JVn0Bnan6VSmI3WrcCvz3v5o5sqbyf1kwfbWLmfLiTilK4snh0dGOLrjPOdS9GzKOLsFT2y3nsKd/HW1YzdUgzeXx/mKB8KPp+1tbyE1bsvkZn9LBOKFgD+LxxuEQv7o782vf4dxR+GW41tflP2HJy/bK27JfrgzQWjbF1jJJgchnPwJ/tT0Kfud/cOIhLu6fnVQOT+ofltKF7gjVtOu8JHIg/f5JyEC+tHQAQFRESwhqqG/+j6su25BDR9UMs4v2s9w63xVkOAg0aMBE5+/bsl/yygf+RtP/528rjpPHxmI+eC8kfUkGKRC8PNml7R2wU/rJptbKAyFfxlI/YrVTbHOQ+XRF2XYe1xyQ1bnaaAXJnfpy9Lrqv7fMSjZeqqJOzXoizSrbBsbyYyFv+bZeosJO4tqsnV67osreSFQ3wLrT3YcC58YK/N9Z+Tnxb2S/y7PXPHOg/s0ZW977eb+LybexmtQ8OPu9L8Yi4TTLn3SfdcnfISF0V592bq+s9L/+2mCjSc9hoX099X5vj2y2VV9wv9i+AkWKD6jzvkYPiyt5f+F/HBl79xKfDxVuj4xvI0/8jEk3HF/CP45Z7nVlvhlyf4xJ+2O22G11LJBuZXYSDwVv3sCHjvBDcVGQ6VNWOXaF0uYoKKGd8EzSl+jeYn8PkB3rGrXxUUZHeY70HNU2mKYiYAYCj6o9tDgpZ6Jjj6wvO9uJ9ZDvkW8DTnVnv0aCTNfeBvJ7v7V1jgSSzwYxqC8X/YU+F6Gm/0C25F/XIBJebro9X/OPPruLyc39E6nrHIf+Hltjvgh2Fdaeksg4MTsWfUf+gK+2kXvFPhCWusTaMRlCP0+PcinIQj9FlDxoWmBrA6V49PXhfo0OcnL6gv+lnwZD+O8Ssc2fge9IrB7N9sMN/gVlQeUo7z4szwsz1fdOa38tPaNdCdySYP2UpDwBNz+s/ajFsxUgdS4UXv7K3wZ1e8ql0al+INVWINmqogEUvQ+WZL45p/CZBrfKP9e8SB2/GnV4gW8ENwdv92379uJPp/WzNC5ua17w9cpz7Aqf1b+5Pzh/exf10egPNsZD2PfHs/Bf+Rb/kqyI/AildCKPr0gjv2b2G8+3axpjR/i0mbB3xIYFthdMbhVX+dvPejK1IjLhdGB6kn4YEKLyQP6Lnb2tg/nYvPlXBpb6psQv/JMg1On7kPz/iyN9LDa+fOJU+tcebpIICOg/sw35Zl9Eo7Tx+Ysf8JPi7TiSlTP1LtO4QzhBNPxm+INPBEtxtJ3zxfbMNLGJsfeByKTJPf4Bo5deJxN95ufextvV9X52H17rtXphHopzR5ZaOfy/IVMQ6RNQwRTdqgl/+BM22FnA+Ge5WbhSFg6t0Aku64rsv0m5UfkBNli8y+hNWeEyYxoKifzJu8m52+bnMmhsLB2Aa15q7fZjArTDSKzbtEf2xTCku8dCs3WfP+EHyH5Gc1a16ednt3bntfP753bU+++V82FW/uPx2xyuyyb9nRvrUQG+4Om4N9lNlubzt7K3vHd5lJLnNcRYIaOXZvRO4ZBhtBf9beWu1tiBFF8UP8e6nrhn9IINJ6r9yq1kShd6gsT/ee8gU8iY9PldNlHXSI1XD3lPrL6g/bVqSZMmrj8LA9ZDcepjLNJA1PXrsjZkNTlrMxeRJoqf4sihsDU5T6OyU5EGjQ2M18M49KDqhNP9P8me1neSYNhS7b7mgC0U45pt27uhgOf3Mv9+iKnMXc8GuNQP+gzu3CQVB56nG4CZjVqAeusW+gGJdfwyl1kjUqv9f9VXv3KjBwNSbW+YZlPH5jAHhgy/zeRFfG/0tZhck9k9Y0nu9ON9EMTWnWau8Mamp8Rnnn/m8IizbGqVfzXh9qA1WpbMq89XI2ON0YN7UatcLTA3u8vUhucclHOrNXqxKvU9Nk9BEyqfb78s0+6hKs9usv8ZAyGH1MyzZnU1sRR4qForqzJP5g17v2m/ise9Ypj9vFflL/df7jRzs2aqmEaiH0Xq2+NqiU9H3mjG5Q+XVFmmTUSbcl70eqJfxdsRqtQaC77hl/7oHGc/qhRq41MeNlNWtNQJxQfJP0f4Yvlcv8jvDaf9VkbmCbbPfM/8kwftcnxUdR+Bqf/V/o9xOCAxfAYRZ99EcPoGKX8f8CV+rZpL4WrlxCyn3Vj0Pxz/4f7Pj7bI21gIk1b1ofGwPSSvQmvzq4aEv6B30kPSw00/PG/ehT/pC17BZBpSv3+i4gz96xO+S9DOvIHSIPqni44letjQYNqXr1/Iqdaxtj07+5xAzPH7MN/33z+qEn7qAekcvHo5WqsZ4V2UJFVBJnEnpbTGByD/0ihiVMBCrCCX0VGJqbZyt5rEWnyp7I+6AJTBT4j/0ck9qcsL3k16090ZC+sGr/pCYth6bkaiy+RWtbUd3q/tEHifzQiM8Y3gKqhPn7QB6YaFP9PwJAp6//0y5o21jvWQKK+0jzqZK6GRKuN+f8TDMWOnNX26zEoDce6mFT0PBk7l67ERd/5ve+EhgW/XMtemqGJuIr/efH8jcHsP3rPvzr/58WZpv9psn7OcZ9Z3/jI9j8Ududs8//BcI/WXAnVOP+b9Z8kqbM/wf/T5P0R6H9+eN/KiLQHq/bp/Z8hcGiCmnitfUZeoeuJOWkYsLv9iatTTj5JGpQu/sN74pE2Kv0/+ClnBAGpyLvMGpnFDLGpyL5g1VPjnaxqJ0+6+DTOj7TxqcizEAalQ+5gGplNh8uRqQxfYFO+tqpcTql9EG8aSDT+A8fbWqqhOqr+jP9z+Na9//8Z7ebL/H+t7ZQ+/b8Gc981OGAyPL5Z/D+jbZzK+ZBXbx2y/c9oeRz/M9rD8+r/dZg+v8GKO5Paje8E76xR9RWf1YEmOM1rj/2BNhDNLqdl6+FyLNpAywWf4CiaoZiD7iNE8Kt8SOqCjz+pmvS3Wv8E7v8JQBucivwNUq90oA1O4/xU2qBUVPefGprpIxM5vZPGpnZ5xw1KB+9/qlPeav/QOLt1dzYQO1VXdzBXR9Sy/QfjV1SDavpVwqh06T8yp+7/jwPm/6QW+END1mtazyyhj01D9gGtkZnsalk9dd7Fq3ZyoolPQ5aH0C8deQtdz2w+KqaBhASN0LlaBclWgGodFp0QBWc15v6S4YVYKBcK0+ViOFFW+OKf4gFnihiWhYy2HG4wNdVgAksksf9P6bdnqpaow8Ew06IRjRuSaoQhs8CCiR5ZJ2WIFFzf8Dwx7bTgJd5onTrgEsQ2fhxbyf9C79cZzJfNKRf222E2A0AZsZPOf2cL9+zS63dKeMvBODIcuzNQemO62FLTfb8shQPhm7XyT0xRhMedeQiAoyL7VWBIUNh7HeH7MHm5WtWV8ETQ12mp3I7SwL9xqow9/5G2qaIKRzIUL6+gXlBhBUL8KSkC8sTAoKfJsFnociPopL8v/alRTPpgTg9JDhC3IChMUbur2oRTF1u/UjfgdesjrWrTC19LNzA4C7diF+vsZCfU/E4C7HyAHX08hKHzEyC3hblqYHbGv8zvfCL19AHuZ/gMRb0160iXA/gnavkY5QkqE4VXlwU/w3T5R07rEkV/7mOEkSpnCl5SZiuglokAwa8TSc1x+uwpbYOmvmI4Ond4At/lv0C8H9m2PJzW3hFFHYYJSp2jReBo0WVMxMSHcKk3zaiMClf/pIVbWQSEl4PCvHokC0vKFMYNFBWQp7EdWkYkjgb4hDphiNLtZATFfnjrDMyVxiNbpQCBCdOR3+mQktely7gIUiJ/Sjzf/gDHRIMVBaU2UJRepV4LJwWdT8TNVCnYyFC7OioW1HTPqp+o21geo8QhDl9GAdjugd41McWNfXzM6FTYp9TeWrYNJftpGIYOkZeVrxFVUiewRPIsUDhS6dhpQyWO3lA1KERhqHMs7VcNqiIbRQpBzxb7zbdixU0Byj+54LVuBOi0KMscwQiRFkurKs9NsVA6CkKXhyIBBX4wEXelVssJnVKCWgQy9crXhGz3sgU9LfHimQdLsK5egFM1xESfe/I6mIpZMWH6qUCYLFbsqvRVRChZgskNkMp9WioFTCqUHo1FhXppvBGh18ANauD21vSe8M6tCyan7DD2tLZuComVGUin8rCL67f5i7QWloEbO7ga95mtxluY+N+Xt0j2s8McTxf9cO2e+kdnwoGM24IUgufUaMW7uMT7w9MS+3i89DBDKT9Wt++Oml3fFYxHq7HocPrK3/OsFfpndMYzbnrjmMkQBfX3QJj1CAquhGBpfFgUN22Fh6WQsEY3x9t9uuOLm4tbwaOOH53NMeXe9JJBfrjnxRXWiVE6y97+pXfbVnVo2SYPFAst8pUf86NMp32/gjVya57IRzIAxBuvSDoCe2QrTI4wcKUFOtgOLIXeXIIo+MxbLzmBsaMkic8MFX12wZAQ8PJxd4rHx1tZhEvOK5cMs4kqbRb2QrtYsZNHjCXsSiiXubDm+s2UgsYecyF+rRzTiz0VnG4/np0PEERlJw54whEorZyv+NHlYSZUUn3X8d4bojDeDR7GXA+HLBxHbxFWo2kJc8k3NulYUz0Oxk67cndO4ieIPSZ1wEhLx6x0C1Wt25+rtGduCl3Mvz/5PB38D3WvAm4/T38jPvEfsE78KU6meJ21RPJ1+VLOrzBgUtNa7D1xHgWW4ld9gNBl6CdjDNr4y5jrW05PqVJQCO75/KVFPjZMIsCN3jQ+5QuEWyZJTTLvk4qxobfv0tx3b7LNdJhBr34SO2WU3s6mCkCTT1wZnevboZUyWVAQwP02l+GsRLaTSOyeC0DdNhtdf3mU23wf5hrk2gJq+E67NbtOZX2uTisUoLzIrZyRDWY4WHzvtortl/FDFFA2KvB9iFXfVwaVIDIuLB7GdRbZiWKBZtwQVHjjZktUA5y3R7U7b6bqLLd7Lnm2VqToQALayfxYxlp33YhkBnRfevUYfQ6zU5WNZ/kBhZZPtiug9ko+2IWPGxSSi5oNxOxu+JRpbRqL62dxueG7oK+vsjtJyfF/G2Gr5bflR2p/KVo/tsr7/JFxKy1hQe28Oh/o1h6o5eP4Htu4rs8PswloO8nuZcnygHB0fAA/A7kY0QlM1BR/qHhGDfJibRF2oV9bssX7VYoeH5reE1eaj2jVPhoeH2ZGWY++Ev2kLt5uTmCBQVdzOT0sTxfjlwUKthAShZWh73FI4CybEcfBVCCJsK2Ro9u6r7J7kAjbse8xsAbiLtSqIhqHoVuDrJ+xU6VS7mfUCtTBPaGDhVhzYeSAsXPbVlGjWAZPlzNYWOoUJZ3PX2asG3L296VkWMtPNiZAS5ugd04afJvh/Jrh0CckNvf+P+M3fZNwj068Pd2qosq29ZwIOHaHVFh5l4wIWQqLY/w2zHNSH6JcfE/86XtQwP953VwCKavfHy0xXMKz75flb3YLWLD1yvvF3S6c9JoigmS6CTF1T1QoYc0T9ZrYoMp8Q5FVLvpPIF7QC7GjfcsAsJvTnf1BGeJfezFoJNb1QljSRH1BedgB9l6hJE0OqREgzIEHihx+KlIp7xLhaJGtFnh7eMKLSCQx0b39tDtXXSty6TMHLjjDkb6SyU20H1u1mK8RjHEhD39Fo6miL0J7sYd5f2M0YOfiFAvGzRS5MvQE81hlY6PimEI7SUyXOiytOaXYuKt6C5UzW0ghZVexcR3OllDtUHStML29PIs1iYYUrRSkIjTtr6ATZElTVigfHYbYWb0mEZNDVsmFwXnqw8HmCk/qcQmq1TIH4wEM3pV6L+nlQa/2zLvESAENNTbU8nmnDyfNZ3gDbj2/fMHMGwUDynmPioC7FiXOowJKSzrIS0JfX0lLPEkjmUa0Ng5BhpytMO5xZ3OS4Lh9uC3Asoa1qNaaUxS4oeUhe2/QHolWfMZFI3JpQWUG4Agm60UgBE8oH8UrkeAZqmK+8900kMkRnYqRRJpY+Xxsuo+C8kZ2BKra2uaWVJ8BrJjRhM8AX2eWq4EFIyL0M9mKv/SFAu2QSgqhvGjeKbBTNAnUvEVLVRW+UnQ+fmuVHs/IQiZmZbbAoQuaHCbtWHDetuHOlmWfCm8nEXCZC22UfI4ILxB+HIe1URQHSuQy6kTE5w6db4EjMP+isjijSBqp6ep/k5IFV7VuoHlGI0XvzFs9ytOohWm9Ly7oMMLBrCGAnLKNMEZiqH8FwVfxwWBaaaxjldq3UdakAAdhv5QrXwjxGiNQ8U9mNzWkfx7GOpDHKYz+Tnhfod1f+riuJEn+Hp01xZTpAlmDS2mCbrmg0mBSsMXJaQsDmuNQV8ILsSEvYowE6fmuNv0geGLfKQyYCTmg3R98PpB2sb1NQaYsOkatH9LdJEMI7LJDdNfei5MFZywgBNT07I8vEtXM6ZOydBqlJP6E5Q5srFk92WRWk+y+dSAdlskkGYedc/SCKPTV1jtVN4fTXf2kTE+GOFKnosrHoU7dwsXVyvnw7gL9Z6e+rZO9LsO5VIgt13A4iJSpdrU8vQy+JNalHdQkAPAhrCEJTJ1Jh0NMi2isJFGLGCQqN1Ou0cGyj7YN5386J/jqXS5ZVesiex4Vle0KIKSxSzfO/ZaCZVjKCl3SD+lghDEq7SJb0q0FTrssE8EoV9y+LOQoE3FdfMAH1wOcKmdtp91DTxneUyhL1pt0Ez9rLQy734nIgCMcA2cl5ZODwTQVotxdQMffA+YPMvtZM8D2+uGqu4oKx97VSVx345di+2Mp488JmxJ6EUr51RSBRqrrr7IuhLLDnOi10+L187vEYUWicR9y88ue7ee8Z+cvRzs5mEHHLl9uNinxXrh9iHThWOwITFXBX7AfFHLi+FiHFZrGcso1xpKS8ayOKs8ZTZCJXfNKdYFrsktQ1rYThXeCnw6im39cfX5yqIUwwfz5E+AIxgIkXi/vHb4kgsGpmaJe5RP9cikhmKFf9bIEQBrABvH7qF5gPZifgJMD0ieYVLc5oS5bbMPjuT6P1J5pGD5KNLLrIEJtKOAJxg5Wqi+m8ABwcmSek5yc2fdOy6f9AD2dx/bUVheX1Z41z26fkMCQNXePz3g0CoC3Ip698mW/NviC6TMXsclNo3nF/iy8S4U+TuA6SDyifIpgcyXf3ub704vuTO+Nmn769msy/l1DkdQkXbY/2ZeXPcJEufhn+cimVtNQpnPhk17Eo9FuVyF/R7G83Y314uYfuaBk6L9tj7zdi4YeRClqL6VoPkyVvdbq8DwiIFQu4Mf0BfxjmLNevosQmzMvhG0slzdjHZdOYMuoYOJ2Xv8dneELfz3/ej3QubCG6tTUdeZwcbvUfp7ruyD0nIShufxYm/guf0LH4yRiICOpCJK9y8UD25FLDMTO85Sb/nCHxloEt5B2emjRdf8NefYR9eWLpF/zPbwW4Dfb5bC5/amxB2U2whf8+YbxshXH32OYyvKY7Mh1oZSwWWevt0bmUn46KNHiqNx5SvIirEQOs5rN93qIbcjvo/f9uLrezeH6IiwBQzxEYpuTAItAhN5tiuGpEaS8kuP1CayMJWRXp31sIigtwzxGpS2JTWONRSYxlREOoWq1GAI3HtQrQPPwkkKtQTNIJhHd1MYdH2Fp+VmoNfqrjyjdCXYiKJMqaMWezuR21t2aQMvKKcgXRgezSWRDvS/MoGiZ1/b8SD/Fd2uaJx8Z9QXh8EeQkrdoqqWJlELBwS3kxtk+wDcNzin0tspkOqidQs9it+lCS+r49Z8rjt97D05X/KAbKBTo5k9FCbzdeyBT0vM7p+kAKTMa7HuUkd1TdFQ2hZuBRUxGQw7x7uZ9t91jdqiKohbqcEZHQu27ghIt8z+noJ5qcIEYA5tJ1GfhDZoXbo+LA8FIK7ggunRRUXlcTCJHV6UH6Fz62N8whWcLytb2ZaKxVtIVnBXLIrJBYUa3ABxP2FFfpMpIsFKnDahehSeW6aR/YmxY0ujb0nvwTFVg0ZFTbyeoY+y4HnnrChoq1O0QyjsTgObhGp2dPNqYBHiclwIwugxsb7KmCjTbOtkbtDnAkR2N2dxV/i2e6wZpOohTjRHINL9CBhjtiKDPtIWr6Q/0Qkz9KqIWox9eGfZzBCRtnDIccT4cDhSapJlUSTDw/TCjbWxLVHbsuqio12a0zCoduaS943HoUqvUuCnFfsLFg1ZlYlyUmvDgYuwUzdo4XbL8RtWbwGtCNd88VSjkNt3IthBSvRnvTmDgoLboMA+hcPczhmp9FH552LA4BYZbroJI3B0pMpRflVqZLcb658vFG/53RIOwgWsRGKLHdhuorIZCAfugO+WRPXCGQTimvYGiSTPxU0ho+U3aETrMSxOdEcVvWYzI1p7sP6Cgrz1PiYmZaTVpWiC11n91X7S0Rv5mQj30BMHDE4YKmf1SoTmRWElMP4sAX7HfV/CYRYLW4+IKgTLwhScL+NUTMBUP8GOGzmR5BQO5CBhkhAg7dIxl10yE7LXnoO2qT6wcY0KX0Pgf4HE9DKkKpgePtGjvQ7txMfmfv6ndtapcYilbJqg2I+Relgc88H1HFwJkLSHEqtTpNtb1AomcHzy236Fywb62xm2qfI+od3ZIH++QDZ0wNoxVQ51b4flHIKsn4UACROOp8cZiyBYMpMUV9pfi6m8Gl1Ws97X89IM5HJ+Fy46DhHE68J3WyHV4uLcpxe1ASvycSvBBF62nJfo9OAS/ac3zYnEO+ssrnoKHCv5le5VB99FC+wVX40PazozZZceLw2ouhObVtIF7BanFnOv/akg0GgkVmsdn4vZDUElqf0/C1cKPW5FcRfHTukrCxzVbxGDVA6eBUYgLv7Pm8hVFkTlJ0L8GAlW0P2ClNeZy2dDw5UZpDd7+UqhpTeyoApwRWf5ffbxTjC5QE6bbtm3b+Nq2bdvGbtu2bdvWbtvabdvm/P85ZzInmcmkbt5UVVZV6mI9WeuiitczYXBq5RJKtAI5HIHyjYVkIFCEyF5jPJo2R6dEN8IBGcOZJ04dDaM4MLrC7bYugT30C2g1dyFXeL5Y4d3e9vklgKjKdP/yGZqYTS3+uojU96Mce77kN5WNRhYcPx1f4R0a+O4rBqy1qN7AV+DLQLRWigsKcVpwi6jfPmRNRwVZ506gUGZpehzmL6knU9ch3kpO9cdzYygM8YmJmgjubMD45iofgYzqo2GsQxcR0iL3BM0SNFNQe5AgDkKSHZVJtvYj05ciBsZ48r7TfJBuAfNwoaVa5841Ac/Nwa9S/35MNbTsP//tquL6QNDCMFIJLAkgTj6hfUEYYVMu41VoyRMhqIVMJaKuBl7Iq5oZOq5B8HLG+Zlkk0E8AwYoc1BGk9sRVtMZ5oe3Y2Va5Qcfs6ZhTQgoCu/3cv9bHx1+Lv63USvqh9nKRN0guPY9gj7oU+s9tLyb61An2pD+beW/tUsYVwim5LhHX55oU+W32r3kCD06vcf5kxAjZWF7C2tnKv1d5uj+EGO1N5NxA/deqmO5ycxxdPOx0Fw0T49kQqKR3S0TgzZE1+KDVI26KFNbszFxf5OVrzczwe7CwIKu8naDfi8+m7dQ/1IOIui8JMeml02db04Pj7kcCnEUDqLscIKcKWLMX/VmWoqHBP79FkRoaTOTZjfZa0r8whbuPbufyg7imQr3XIwp+hL9l4i5ABVX3dSONNjmOyIXl5sP57uYypmDH62+cSy/B689G09J9A+517Po2MKtvg3RemT1B+ulxJD9w0PfAnXrrPFboZRyWO7Sgav8la/bwFdc3RDMTDmdp1zYIIX+9M/zxrNeXwyMfhBlk3AIIaNKpk0kJTrt3kyUda6VN99wjx/tuxyLuczj257vjZj7afWhwi3qBaHSLUKlsgbpqxSsxVLQN3b+n8f6FMK6YpiWkyUjBYg7fElWhTjxuSJVCOPI3UsuZIfclL7UuEtfHWG7mzEoybRVR1TUi0+lR7IiKz2Hp4e5zxKtPTAh/KS7WWo5T1xKv6b+1T34HMO29MTjXg20XfAIwnihodirth6sWQVykMw9O60b3zXrGNKpJTSEUPbXwsKxZcI1Tx9hIPEChdkzfc3on7pckfubuW8hxKkYAbp+TjqJkuDvXGPICL1To+BmZIq3cW+ksBwtLVxGm/3LlwFXU71byctXYlgaUW0U8O2d7HPrLtUVp6KR7fR5hTjv0sF/nk+8joo3Sf/61rG7rtW4H1xXGp99Tq8VGgc+DUzGk3HazI4M5QfaVBtTl7ej6JCMPspJb+6gCIGvBgbM61y/BHdbroTurW9WbOYIy3czsG9mZcWydtzdY952wlaN+ZVkN/di71w1UWE7Qxamm9ELG7AxDjop9UwNFHkrQ/9AqT8+CMkkblI9dEw98mWg9pTMb0JmrBHNBVpVomQfhqZY1osEUgmiq0nOxtrtMzGhvBsrgdkNbhQqejVQMPr5AfrBFkN1qxoUMlE/jJFxasOs1rvII+T3ia05xB1hEX6V8Xjt5APIQJofRZ2YgxNPVIA4tqaQ2eNZss9wsbsSz0V0a2SJSVc0CFDurTQCjY8+gntIdCn9T7w5dlx8KHdfif9pEGwUIHTdnlHDdXwgT6YEli6TJdQ0kG8ma7pgNrXrD473pnimbzRlJDFUBqQQLYJjpi1UFMzwQ5VVJM6tEsviIIzVOmTa1C29OM5VClalLo4KIwoQtsf11g6b4FrykrmpU4pA7LvZ9Ue4gVkUMWzdlHITbBedhxIYd9NT39Q19IAwZIOVk4ZexWv7HqsiSPA5kTQvZMRR5/4hANZaJB9bBZOjOgmSutFvhlEW41F1FP9plHe3e+HnnCETlaR0EkInmmdpIwP2QRlYaUYMezCM4DREylKFM3mm8rqqI4c+UzRrAobqVb+wwFH8agOXIQMZzDB8GQ51HJiIGgNm4PgN3fUEs7YgRi0Mz5+OOAml0y72cY7x+BnUMzbHLwRgkYS0itu0hkczob01Fja2MclqQqUrLXJe8veukqJEVzdg0ciJPg9lIjtzI/+zsaYEi9l+Sous04TNRNdY+JnFlAcTo61VJtm7E80cSYwwhcTLq8atOGCM+xsN6p0jBYwfUdYZ5WsMb2VgUbOJbITWcFIO6tCNe6ATjDt+xYwBIM6SKG7AqUcabckQfL+HFik6E5QqgIk1AzMHzsDUc4f8AIf81gbYhQLjS/+jG4z/lysVhBPSGpdXT6RFtVml+tbPBGhRPddEM+Qmyh7ey00QD1BVkn2haB1ySmbMPViIosWCw0LspY8YwMqixA6EwpqzILIT1N4fPxOsQWrjAQ+1RMHLkFzk9COjJEd5CRpFEuN4kr0tGDPuwd8jTQp34RMuopc8QMFFu6/CMxiU9uekqJ3cZhh5D0Wk2WhErJF59ZNy/YfaPvakuP13SRYXOhRR2id9tyonJ43WxUjme9nJvc0Oi0Ht8EtHeWXSbsne+8btdb4k3RR7k/ACz/bfuN3x5FyAd4huCZsCc06UaiA7jY8bMelUZKJvYgQmIZZTOCQ5Ox0BiCf+mjzEtZkzA7I1gS69ezyVEPCa4plQMgqHzW5ram25nvNugw58XS30YyFadlrVPsU+Ba2trfhXohYnDQ8rytQYmYV4y5GKGMj0zfS9JVFhCJCMQehBnPXfiAXeqGh+7y6eqiFPMGXW/OoPyVajp2tKieUImVXELt/urPjE4CLt2WbFUoEo5mcyo1CTiDscFrzZwB7hupzWApx9RZFQSmjr9cWvDiPZcJ7L/BA9WBZWM4LB4pEa1/gToNgmC2I/CXqtPr1xPmQdfmKE3gMxrRJP5YZYQYn5LUXoNnWNH3fhaz03RyXMjTyw29qbSKjbJFG7O6VPNyf4wNhUG1gXHzh2CiapiH803Lu+XxMZ6/4gcOo8bFRT9WRlwn9VBcAEW6AaXAUGvopR4cjtJUfF1EvhzeAwj8N2YJyy6h25OlpHoHxXJLHHH7k+i9Hi6DONBY8hMWvmBeUFm67Rpyswnm649hUNnXvIi4GZPnoiPhEpQ2mgNOaDIIpZCNC18iToJRcAnG5EwUDK5ETUYx1LYl16uZciYxNAnFvwlR41ldArZYczlLhPlEv3igFnrwkoRaLkhCMktKD7/nq6LiWBHbyqcEcxMnAnhltdTNVo45G6j0Cm19/N5uWD0aicDfE0Jl6YqO9eR0zMTSSrAsQP/w5gqIFGIMCn/Ui9nr42hCqZWZW9rRuoMTFLhw0tvUERZb7V9c6ctPNAd5cfM+XS4H/CO6LrLPL/nJjUCMgRAQ2fILfNr89PcD7rZzTk+aTxe64JnuF8QvlzOyBH4njI1uHAR66UqFhTeI3H8rz/SijqSzxbSeIjY5yxm8Hi8iyPsmkk7TVeNuc6xoX8rW5Pq8AlyFU3iiOKIi4UpGq32AAafmz9EjCp8HJvoLvz/XgzI8fiLCiTEG7eEwUIXJN7AV1d/zEnn+QIpQSQTgZEw5AlMGS1mupVeSwYEkm0FKwo+3uS4sbHogkT4sF59oRlQCbyEnsSl6F/XXThPmmiT+iX3avf/tnoFvkU4+InCUbWejrIbpIcUG8I0v4NtT7OOIT6vcYlykl7d/Xkp/XkRDy1XC2+F6Vz7arPkvqbzR2XfNXc2PjAKTqqT3SFsDlVrTah/9qkvuM+zbfD3lM5J9P5uV6sBZgt9bL64xwF3nH9hgFN/NU5BTISj6P4xPE6N7QRjyBoaNPtfcjqnSS30a1n0sXw3gdpjhnqkyTEq52q8Cfq+ocyO/RzDRkh2Ee86Xjb2YMzX1WUSXDeGab0E0vhJoyilALKVETEhEw/+wObX1YCIbCjN2ovR1htdxqKHX9hpwDz8tISi+K2dPYRFervcaiJpLfi3f7C7RgJtp/kQ058sS2O5yzkyCxsIcbnx2g/PxwxnsTjBFSOadG76pVp29m1VYM927XHISCtvvLLN0Vv6VUsffNgI8YDqGBsBwEFaHTgOC1ibK33M6j9q+SCokfi8Z1Dr4mXm/2JIkhSrzKcT3YlqnBO6fsBWVNbQf1g/93UaCbU3XxIInt50N3cgwA8McbA8GHarNLPUnZSt24zAz8W3zfxjfu3usRpGeFrWp98bGzb3x9Pl5OZCSVe0ln1MP4GGkzmu7v+Ln5pGLTyTRDBOSBGyPFEwkSAPzrna2IWXCuUnuzgtO+SSyRrwCp25jI5VaR8S9L9ztdxxfuUzGJJDzK7/PCvXOfgZCZG/LJwTK4B8mkTQ2mCBHKe1IOtFYPIasxp2AhaQYMdaE60d0qlpvMJhmTqaRtrxzRBuqGnmKR8sC7IT8AiJzGGNMQB7/S2jekhSN5usJJrNdKY+NjbFysGGqkedMkJDpaCAeZE8NtgppHduX8WHR6zGlLXHcE43ZRm5pPNluZ0J55E8og0sz9B2YZS8x/50lByJWfcw6ZpTde2ATtQMY5JI1Rfh8jgB4OvijSHfvy/gzHSSdw6mE5sGA79euxJtJ6fbmZreUhoxT89VTt/ZTjQfmRuEODMdLoRSr9HN6RuNmiYqbzTW6Ez+iwmWLUL35Swfr7C7ALsKvvBQ+neObrJcJS90KqQwMMbYMI5CG33SiT/jicd+Slm1hglRKL9vL1JyTiZ4tIRKNtLrlCBn7YP7gdZ82UtamANAgOjFK+S+tJAD+4i4FQpk9m1Y9BFqcfipyQ4vOoW6Q2L9cDro4janXmWYJI3EKXvQrM0kDYM0uyRW0l3AqlSlx14e5H1K6TZsMIc+hutTnCj9wuzFZbwmUpObOC428HgbEZdaASHwF6BvCMVdpTfMWIKiUih+XN1azRbu8UO5OPfgB0qmvJGrSxU0y50/mClWtU6bpH7utmtBugvJ6vGPDJwRnTT9YHg7+ep1y4kzORpS1RDk4uH3OPmo+grhixDFODW/Cz2Jym6tDWWN7D/xrfXIzofdjxcZp6D45C1nAFrLCu2U+DsRehOTSOnoFvYPUYQOJaMSLd0lFDlT5Y2N6AoEJJr7czTWNTaRkBgkAjhz4FZHctqvMfRblQdHiu31d8cOHcqk9P1NmKNMdDOCqTLXIBMxJRyMsDyVt8QYQ8d9RIAwTJQS8+q6c0VLWScn5/73b72eXmZNyp0ZA6jVDt18+uzJVF0b94n+DdQa+NZie65QwHJo9AXJTpbuHEgxTicZgGLca2Yvjb1fiDTB92bp0W8A97yOtAD2iHH/VL1NPVabNjqXWyzyqyWgukdTipl8MsJQTGatfKwFdqBChvQ3+B2d7mvTEcXZ/hFDyccmoOAPP8Miyei4bG/ueCIFLKC1TklklmtpCDpHSSo1yP0PGxyBfHKtCt/8JQujrQ0a8EO9hNlJ+RvxWTTOe2n6f1wE3ololc83XuAVaQGslJR5QaNr2gxKvEhi98T1gBqioozjTk4HiYS/EF/bK1jXjpYF3HArcaVoxdxetvrT0jIBNJVLHXFI/k6m+8ThN8PiKsYT/kbU4TqEi0dS0MXvNn8PdFsIZdwyYiz4LEXx+A4AlEpgmvX0grhqIBHtNkVWuHmHyGCd+H6pCT9RWRAYxT2xclTZZn20gz3lZtrkvetGC4aiE89xG3nzGFnLkjESA/REs//ERXRNUGuPyqisidiDG0XiqzLWdhusb44WqQJhJeS3SisLdGBUoGMxu/Oo9HQE6A0h5Zae63FpUJ3mlGoOH5DEzrE771zuN73hHeHj8PmZm9lP50G30Bu5zrF2HC02DH09RXrkCG25VvobGK/QUH/WZXrif1Or1meaP5Rtw4mgG/31GWzFpVWmxupPbpx78x2tlsHunyqu6fZixYXt5o6/cnYDfVZ7F8RANLJDeK9Pujg7YUCVsW8HT35iunH5e/N+XnpmAI0nRZfwGYNEVOGcQgn8Y6akKzJNwMuT6vZRDaoWgNPg2BoEkXGqY+UVhe+EkvLCOT5duLW1u5LGsAdAnIYr53kRRV5mD403bOGRmHY1s1vcj1FdTMqV4xd8cVpeVfEOUu1+XLuwfThVSMCN/H+wFq6UsxTeJAtOjY5fKHcD4oWTYTk+Sz2Aveg+X01r7w0iLXsB8jbA9uPjYAuKmLIuNqb0RYMUYMCQH2TNjKo/pDzvXutm8Np4LWpz90eYiLLWtbplLQbAMmVa6YS2gWBuzS1SdIDH6Q9jPw9GCbbrlqAHdWBibGHa41cp1uTEhkPoa815i0xYIdV26bfbqMbDzLgVH7U+cms0pFr/jqC9vWNT+uC79iLHsdsivxnl31FRkim8oGgaODlBjNA5ThXTECvsoVKLqkf7tjRpahMDZ4iNKMI3lOxIz5OOhzuUQV7U0VHTJjYhp2m69+FCrmWiHWvO2NIVD/fFrAVDO+fbcsq8iH0mwNo74wlxvsRwBpQsKR4bi8zQCCPA+JSDduadjDnWOIZRXCsD02fSwIU3ARfs28sTszHu+uXGgTf0uMr+Yduy3sfwnINuATEIIWGiQurKLjfA4+J5MGntsxOtcYwc+b/bV+V8ij5HWzu3r5jZd7/PIZpGblDPbG5X/4V5yM7Tejnf4539ZWFhb1bCK1T+BJe+b1Youo3BM9HozB0cK1jgylmDr6JiInMnXUGO758EbEnPgtyfS+NW41z3FImdVZ5Qf9GzHfjPngK77JLvEEbyfnUfM3xuPG8L+FsH5npifqAPlNYfBLZ/uPXxMQe7EyZltY59jhd/iaJckd4RuG0gkXdCsVxwfNOxZFMepmDKrZXT1ck09KnAvo188bhusAKircwPeaW467Ug65binS9fAyXoaEENDse5kfhZYB1a9G5vstFhcFicLG6wfmJfsR+yLZOwQaK9Gmr1v3UDyyRHBW+Kmbjf2ZWsetSu+LAif+MYNmhOBp9j7nrZrO/2qzWg8n1tLlBJrjLmhKI9MvBXR/A96b4aQf0DHrF5F3zfTtLT1+63ZK90eWL58PX+SlZ+AM4MwPlJ5C0mtcqIQWIB4qAOfTd3MhGN4tkSLV6fQMTosQF22itf+9msZJcy/93WUPH+Wx+5+lwZ8z4nlxRDZqY1i8MD5JUO+yR3IuwBeUn63qeSYR3bX5TJ/nS2E62ixLbrP7l/Lx/Nmx547S3C73Kk3UAQw6agH3dhcDe7ZfwYP/hHutrzMdR3Wz2j9Dv3vAgdL4G4fvfYm0/TUQtvm9UAVYul8IOP6vBBYU/hauppQggmFdopWDz4xyY1+JkPPGJ3K3da0vuFduN58/4b2FJrIezHXNeuPGjTtdvIJzeqq56xdGld4d/w7jwymH1QJARql5CESoZAla1Kj7UfqnGYZsYefIDmXR7loiPYPWi+f8kTE/PoZnDzM3+LgBa4n3/c1UExFWdumynaxkIo9Z2LjT4w1oS9m/WboS0I67y62VXzrScWluMMwtCZVN1yhaEgMvIpgRIkFtsUpNvzATO0XjwC6C8lTh6D+ZmZkAT2XIfnH5/+b4PIWemZ/2IvIBbQi23LJh3Ef9Q8TmXUH7CJum3XQ9BghgebVu3Lg0qzNSrz+nXzDdjYlq1eo2OUWVOhJYOLQKG2d1/v4W0qK6CE/nVOIG27nA8Hgnf1S8YlgT8FokIM0j5BCYJZHqtJJ6CKbK6u0Z1qUA9GzC1ibcx+ecClq/f3NZWeVt4CAvSLTtB49xWFmWeXoMfqjuKYHXPc6q58ds3Q5MMNCu89oORU0I88HYcEcOAsXBfer734V/HC88D+/oDCQx3Hzu0QXC9U00TwJjr1tWLcWVC+UkhkMQ5F0hQYlcei2fmi4Hitd3RejP318etgboNBS/VeFv8DU1W6bbITJlEnEZkwdeIt7opIfH80znXKhopSrtAObwMK4JXvXOWNwcOjBxP4G6+e22kAc1xJR7lIplJ5rlT9tp6iRU9m24zrHeD1NScxRXBx3jhW9+1mlc0bBKQbI1Ii+wEJu0O+3jBZFlSm/uzSm7GtFdZgMjN7pUTl97cVpF2LBfavArMrZ/ZDa/rF0j3vPfX/C8L3PjPud1evduWJzN9AaXBqswrxrCPu7X29f3jeinwXM4wm5HXQdmAEBZRh1pSCH9OaJByA60O7S7x51lr/IBQxwyjoMSiPT/oeBfCX/9u7dwd4Ie58D3bhUdxUKp5BylL6LgnUr3//p5bzLu1FbHRb0K0CUAW0qbHSFh6OZrJAduO/fg9BfnEBbZu7y3USITG3I+HIJ9HcyT0QCGgsu1Wk1gJevuRBj5M4ExpDvyeZdqA9DtBia0gmpG2J8PGQg9qhpYxBN6bt0mpaUVgA/Wb7T2cifufwaQX1mSSqTjmjt8lORT9qljcS0sHl1tlHXmXCJxGILoJKlgjQkCL25Mxm8Eok+pIiVrlLpJilQA65QeYn/PQP13xlHBxCuxEs9nUtUhJkHOK9UpNch9fq7AkZhWwsyfqFJ1srWriJeBB8TjLGK0rdh7nbZJX3piiX8TnCjLvp+Jw0lGs0/FcCYTKO0FXDq3/JFVoIPcoOe7UKSF/ZJDT8eZBvA7agk59zOBKWvZmQL4L36rhzwbAK/vKSNf9CXGqSXQfX5qcRQC0BKeo2i1gMTFLCb75NOUPN6et0CDAm3N0lo5XfwRKJHtBpPO3Y09lM/+lojWZNx4mgSdngfYLSWIZorOKS3jIO+nHM3u/bfTyT+WdV52299QlcJZVJITv1Btu6IZhgzcTT63RAh2WWqxI4J5AVcoB06hGfrhqClF41rzWlewZUaehyzBtNnY58UqaoxDWcdH7y4kat0ZZBAxx+/ymRGNw7G3TNkWSBdxbEhq9h1ZJvHfAEK1PIh0AZ6RR6trk1clD3sXjrRbPoRIbex9hlKj29ER5FcEmxY9ZBXn0Dz52oYHESH2kQaqv0dr73khCumdCVIaVs2oa/tjk6JMIFYJhDMgVjn4Lp4E10GVyhBZBl3xhT2/VSihr6HOSuEqsxYRIx3Fee4F2w5JNM3+veoix+Jrtw03EXxrOdamvwC5JNbwMvmcDbsEe59WRiiiaHbFlA2g3KCYR2VhSEahCnHqNSUmedNi+R3e/aUgM/U+HKhG7YsFFxToOYakBIDkNW4xwcuLAr8j6H4g4iXHbaH7xNGtmFZSSSZ3VHeazKqaTnyQrxFVeQFQmFK3GsHKs2YMQLlkthAWUUjnqutRYycLxdkkNSxIfFPpUaCng35115IrqplmodNhatQekevtZ6ib6PkE8uEDyaDoP4zqzgL//pdYvBY86t3+U//ZuZT5LAH+aTC0N5tgapADp6MTLIwVsQTDlP8EnkffvUAuHHChP+AoEbXS0wR8DkooAaJMhUzDYR2GFHFyLbKKcpwSLcnX7ZiFlOx6vhWbPFQVcuGM3Z8w+QliatOzPAI9wY7ebIrrHIgF7iSrPK+3BWcuug2x8RwKsLAWbMBar1tyLwpZczQmTaK7sd8/Zfu68BWMR4Mrs2HZvGtvgPEbkatlrdKjGQ/OwZUE4AFUGXauHWjHpnBQXJgASvTF7oQDaHgEmF1JzXt0Ijhx2YT/RuK1SiFgZXxERD75LjsDe/oDZ+mQfJ+8oKDazBs9d3lCsJffiR6a8YJcTKH7Nd02fo6lHM30F2gT/3iwp1nJ7qCjQrVHZznWUfY8Mt4DasoDJcmLVvpFdAr0hRneYq1ZsqA6bEu65F9Mfuwom1YYlBdvyD4UrLBYbySh9Z35g/oKDU8dBgdho8bQrvd3tFJll37RGBfCqtjBdbE8bqXnWqjz4dlhiWVWJoipcjuyDZ1W1DYiZlQJMPDh9iTXaOlVQHNN7fAGrbOZ4QI+K7nwUKQIS5ZiU/AN374quw9tDh8nWqiQPXClSNhj6wJ9o5GUxz7y/Ulhhj6sdMeDHGClooYMAYacZ7grut/RufNUHwae6fHmW/q59Lq/RbvkjWCtu/5ZdiUlbvBimFzC5K1teEwqciOuOAswY0fb6lo8skqTBWRuru8FVRfjmdz/VQj5Ecmn8p+EAw072ZApKNbCThDoSzkwL1M3da5zbhD7F47U1A4Dens7cHh74LTQu8sowLQV/JH11pQzAVv3QJW/JkYlOz5zlr5acCv/VbWMBF9O+EA+ATWz0taAM2DuwXk4zpQgFtOpu6UT02dUrZAbHqw/xj4J9ZiRoTbCgbKuPly9S4qey/6kKT8FicfPpOQY9IFZtf0pTCFSoEP0cSt89jJczIZPtDLXDtaj+5h4JA0CsBiC6srdsjALPQRShHolklleS/mCKHpv5WhZoCYkYcf69RFfAMGfBHtUI6kfmXVhwkq4bAXhmoD8xhLhfh8PKW1pNyn3bR+SasT+P8lR0Xw3LnHrTWFx8PeOC5K93IIyVGah1RKCbhgjHwzpjBIcjJndOnDShLBSgk58kNa5U+NahLCxvPBhp01oYMkmi06N21rErfUcJ1MZcRM0qWZe7XGNvSC0usqwT/h4OEi4mfhtMCCj/0nKr/1Dl89djnhWQg5VpVEDRgHtqo6Woc5Gqi43jSNTzTTVFELScF/wVum20+7Dj7lkGhxo99vTDJ58qYmLGdTAW4wTGInJztTaOiQ2Irb6BsibyS4t0QwR8lKqSx+emKLtENZgAr6Gjuw/6EKHicrO3uHi1IXOZiC9XIv6RpjORz7GD7cv0q3nqEg75KIv1qhtZ1+ZpxgKsoVXt/cpV/dCb2q1HgoQzAbkBI8PN7/cOAaFNA88eLQmNoRCRKkPP0pv7UFhiXEilE3CwuNft8LHSfUeMWi9pDzSC6qJB1IHw4LSiqko7+XJAhsnUNMRnraXm8b/hhVUYemht72aJXmbNNG0uC/QcT2jTI1PhCVbUCk54mJlMgOqHR0sKSr2P+X2ra6tWQ8nCL+kDS2IBlshwIQ4rZmim+jdXqe46dOIil0JvrF4vj4dpIY+AvWu4c92OGGoJmp0Mpx8ImFXGh7UyH5a2GZwu9Z9qv58CONTz3Z5FLgrVMvThyDbpO5DIL0/ohgeSvpw+e9QVJy0vLNcE2xMxrfjWINpdSaE6CgfUEJanHkoxEtZJKyGOCzdlNOsntb/NXzMPM3VO+2V+EDT9fjyd7E9OmKGAlnYkbBTSVxrUKkg8hfH5RbaM2/wuh2d1JnKsubxGyJkLbAwbbToDVmiwkVuWgJgNE9mV6pOpsGcYzropIGZ6ldfv2I+B0fWN/tbz9OAhv/vWLs2Z6/pFLYKeiE8t8otVgYiYgOiyulzEsiNLFCDZpWWOs+ovgPPBj8WoIozOWWFKMreCnNgBL9u6gtf0IMrPLE9S7CxAnc6a0zjbEfPkpOgrk21+r0Fw+dZoy0cL77ua61x3dGvVu3GI0ShyhsGhMZxoOT3FugseBpDAparOO1JQtnYcGD6wc1pYeV2MOUTxNsbH3JUzlvGxu5jmCMhN61omDFh+jO0cDCEGwcT2gVf1uF608Kzwp2ZS8Zng8HCfDiOaTJ35YI22re0EVZD4Zn2Y6cjPgQkQt6AcBjLKN2bPjolqRH0c1wn7HIk6UgCwMXDE/JZlkzfTvVhMcCoJDabXr+X5c7k7k4BpKeBjtMNguks8xcSMH1N9Nm/erlTP5RA1Mhn/mepqlGwss853AhhVR4/s/v00J4D/Y9B7ijma9i1PZvBI5sQPWiuDwgG9+uP5jwOIT4Ht/rc2fGdraWEAtPMWnHpPKjSst+c6W7Ox9P4ogeZyv/IlN6Z6JD8ly/neLh9SbZ9c23NyyvBJf9cxrwqowlqa1D4lcU+c5VXbxmm4Pj1u5fEm7Du3Q+LyHdePTdjd++rqPcYj2nyy8BxneDydp7CIkO3ynIhv0CgMeXrTK7gTUkx9SbFU1aLjhU35YjLDLkGxXW9FC+Pto6qwRSdYOPt8Z9wRHGzl5aMpigtq11VMtxcodX5lgWJQd+mASnDkKEsRdxkqXJAHrnIc3ciDEd71qcBRa8iTcl5otVWyEDUAr+hin5y03wjkC14MPdj57kbmoM426EsxBtE8tCk4nHeHVkwHeYrMSljN49zRnqTb7XhcLfmlK9Rtoo6ux+Kin7oxfXDkdFTJ/no8eCPLf4W1Zmp2wNadEyqCwBx/4vmyCwg3E4v+GVHV4r40OntQjTnaQlcdvhCpdr1MQ8B0es6Zw3zyY2/gaM4tz2P+XeETccfl2+4TUZ7yW+XmV+0jwm8u/dVAweNNuLPp7hqVUFHEdZrAsWrfG0vK3+jfpySaCJBI7202aHKAk2JYQmj8ymFJXF5rr7nbimnRYoebm2kFN/yrObgoqipQsFwhC9wyi+XpHyrqE8fDIKzaQMHpRNZYJRhlHkvtsE2YU+PPJYOPGCbqchEGeFUcicZX4oTAArZs9thARTQlQCMX9wZn09g0j2qFdI7d87QTw0sGGSlRRGosMQhaZmjXX7KVV+8wVOWE7eiWhGE67scj6pyxYMUiUHt0ichol6TLWJCLrxIsrZBqwRr6JVLayDSwdO2PFBqtAtIzZB1Rpz51Haqc5xYvpS1FFsXSIP9m83MHvHAF75AeaQg+0O8Mu5DmOrxKOOx8eAyDwfw1ZFLcJntQYsZDMY9x3M1mBF2ccmiNMI9di5qHYqHT++1z/WwMtntXPdDbkGwMaoqq6mIq52ia/ayp21u46JALwrjY7GylShsmOxtR2nk0vWuVnJ5LaSNJ2FFs5s3+EPtCZt7obZlrPnob8uF8Zjr0nrEkEdNrPXZfiJA5pC6sUe+cxGsnUUKzPXhcWKp/wZdOsRFGea8V2VwOLVzy/5SlcaWZzalGMlMVzzn3d0nG1J6iXFDMl5H/nimWCIpjZSqph5iqTFlj2ds5V4zz+oyE1ShCyfmIlz5wySRH7R1mqW9MhePHC+IhWDJGmJze69kEuOUCbxbHZhYrudXf9Vuoefbzs+Z1ft8vEcbSElP3wcTFY5nWF7wrmhsyCfZ0EHXX7UHp9tgrnfEkF8BkIfTVj1xEDmUxPJf+jWlTjnVcXjDvF5USxikO2ZWpGjk72MuBeP+iiSTbAMWh/GhToi2TqPJxyHuHT73uVOfmkoQJY0zkDYKrTiZjDpHt2WQF/uDrBIHq8ZoqjeCF9BdGYtsbnRj1gqWLFknR761jOzDMwlc2jfNRrbUW7vj6tgYYUyWKJWBNFTRNx4owspw/R1G59EqzDbFSnJ75Hn2aqoD6oGFlwKm9q1HsiCwCS3Ik2whQ+4ptuq/8KRaRgGQXEwTQgO0sLuCwtBzgXbF/lUGXaoDpibUKUZXUVZ0TLdqEWRhCa/4jVxt8eHMMbAnCuHcTXOO1JMI0pEVxKq3zg58eSKIPtZanSi5qY8eYsCQ17So8YKdmHTXDzl9gQB0FrsZjobmKWqBrM0YL6aTCV+mXpLl5umiAH3SWBLJY1Ry7UxNWjeiRKr3zFq2w/+skSkDGHwWCUJhzedcjJsYuICzGd5vaVWjuMTAA+TyZQ9Go4SQ4O/TBDgW2a9xFohfL1ApQYXZ3uDRdpFB0Q1V4jJph4b1V0lUQIyGk8HQns1QHm8LK2RxU4Nqgdugu9J58tT9b7zv9mFhsuox/z/MnTKfBg9QhpGMdpIV4bgevR2HBrTnkxc/gBsUgqOrwG53q4Oh6s0eXKguqE63myJEDz817ZMm5TvICkeTbKnwImatqgtCqPFmripnQZnMCZtF/1Eyt5i22Omh3U7uDC0Y7PRfWnaQxa1KEZxCknjVt9uJ7hFFrP5myTg2tkrwZglbL+YWsc4ZXT+bq/LUf7eA0ExrwhpHmmhbdMM2YaV/czA/MKM61qRGa4Ofr92J7C3i1Tswq4L9HZ2KzZD46pqEgvtx3fYaTLUILIai9YXRFwacVNCYbJhtqRI7XNnWJEI0QwVUEhwSt67ZK7v5HaqW81xKE+QCv4jwGRn7P9IedcIS1AV88+PZ9OhV9nJd1brslE9N+8emIgR2G2y/mCPxZ1cgVbA7Ke/exufCwrG9tNeVt8X4ncH5A7O5FyKHJQJJJS7nOJEwuSgYrwy8aLTvueWrvwMzPe52AJtPRFgaitmljnVGaNguPiEWom1GHG1Z7ax4FarBglchxNKlFi6wsGBCxgxvPJOGbyLxckkG+iaWF0gdFRv0GNAZBPR50kx8G1qGTcvcwH+q1dmYVRpAs5FBBkFcYmMsm56RIRmAZwCcuunsRM/YsBl+mjBnzRzqH1UR6dfVR3JYv871oggwOqXvY6Wtfb4xEC5hVvIoXPSVwf730h9ybBuqNlrz5g3cORASaRvoCwqFHWNfea1qu1mP6dAXGWxSvvoFZyU0LgnuVJhz1YY8kJcgAKepDviQIydFRLx7P5nBkIgPgk5TomkPVS3LgnIv1GujK+wSuPu+fWi3hrQ2o2zaZoY+8QBGkQAFuqcm20JCEKcFNPGRnEIPL8qWsIfCFJPGfBzZqIzl5wF8a+w0M79LrWz4nrFYsy68aJgpJxaF6/05OGLDD6KvrtFSEFD+HtRxWe6txsmDDEw57AS0Wg2t8xqYo5Vq2CbAW6R81iBJhItHIomLtc8Ao0Tn+E68k0S8xm3hsCQkXONdVygIn4hl5I36ce9WyDCjGSyEf8cXPk1cMm2urGUyliAQqLrkuSHi7IKppytMsLmm0qTtVpSU7zarQkJm7459nrHIPBq0DTlAGREqH2eT99aisrDU1qEE6820JflVnTHGGJ9f6M1bfHYPjTG2yNG1Jz+jtTMAukLA5Bfh7sbBfV8gHSaoQS4Fj11R5cl/H11iv05o5Vl05zDKmXG19iUIApJhX1JNn0C7D6CXKlY70gGYWo5XFkK1KhsLHLT8fAURTR3mi38SS/uwn9HftZcNAqdyDLrIO4u9AKGGw1x5wy6f8EBWz+XhhWfNpei8rXj3cKu3h9aUrMDubvrbqhXqbhcEpEa4R5kV+RCL5j6XnQ/T8UsUibaZUcJg05krsjGzdYk7Y5l9AagaQ987d89R5lbEroz7YX/R5IvQ99tjQZNmKi4V4StqhaVQJLDPFIVVejUjMhfjUwpzgBE2hGcFc/bCTwTebcqkOJ5qScIcRTi36wrmYZKN9bEt0BrhZJrg+8oq9QA9/9aBPoV8CadFKkOq8Kzwj1Uoc2hwxFIDnvzsF48qqb9+4xeVFXsTEw8LTQC2as3QiUKJQ8mRnYC2Zk099A4GMaoO4Azag0X9HJQ65WhXYwoFpWywTJ+nwjJb/2owehdgxvHzLmFtonA01NEIQDDumlyJSUM/MX57Rt016aLSlSNWBoHMN9cB3dNXp82x3L+KOjuHkwZ0IdfFuvK9e4N+A1NntH6zPr0Z6KvbkEK7FYBB5ZYBhEJcvRzglY3iHcyoZrV+Vbayz0/R7NJHVeEElZhmn7mSHqS+mpFIQITVVURsJp9m/1+RKc2Cnak5W5fOqyW0Ubm0IK2Kh/gSMJNAScE0Wz9OOMcNRb/1BhBIwUecS9PxmdCD5TJNcxM20JrwT1/UbiLZ6EdXZ384US0Lr5Gi1TCCDBWkQWTVvyo4RFiTRh4FoZm1xmGNOcBynptUUVquT5FvWjevb2OxaiZEJXEVb0aisTPccZTVtbBVA9dXxyPyXdON6Mj/ohGhAc5WqLt9olb16uXRJlb7j9VI9kzpaJb/chLO52Rdlm1CCKoU7dWCcM07ia9bIhpOE6WTmuATB57djvtk+s89HGBzSxKhWJB+H3JQua47p6EzNsNKIkHyhpU5D/US90ugmm+fDShdLHtsiaTFdQvsI3rUywOGUlUjFzV0QBIIvuljJ0QVW+5SoaPd3gRecazqcHIyE6wUnC2sWZLiHOr4XIkqi8wiqzWTyLBvA6IvZFO6/ORFuGc9eBeRb2CUrxpMiyqj45sn4zSGqJXYgPhf+7OtvfezmswBgnkXKTgcxA81EMhocAURM5+09w/JFXpil4NBEP1IZ5h432sfItToum+EcUu7mQULxicB2Rpef95H3C8MOGVzxkpSl9pUqkCBknpSmo2dw9YHe0lEOMD2m7xj57WuW3yhI8OypXp3xCposRi8ZMz8BVdnu4lYMPcrTz0wW5eXIu9qEvNcod+01RdV0XimY2lXByy90e/puknhp6+G2jM/7l7HuoaaAYHWOle9ceG2FCx32jwTkp3PfudgRMaPJPc1CXT4ruHwvwoiT3PQxhJHK/MxGew+qEK5ZLDdFPlZBSCut0jLf8O5+d0pc5qRuEIJhTh69nT+Xv1HryyzRMIouvF7bEGJza6XkfQMMOf4IDJWV07Uaw+2IhrMKO58ZIMM/UXUkPQRj7gc4Na4sJRuqqN/HbJhurmrLlXWlkP8gisQHCa2nW7qoavNSCQxtQp3eDX7BFcYF6ovnvBlcpNE4MczJeuh0USfOzfvc9B9Z6XrocFsxP7t8+NzwrhP2vdHMhLz2m1aUhluYa5THsx21mkNZNJrectyuJHxnGrEoEnUN/viEkomcPzhKLd0++N4mxrzqgitA/Jx3y8Xqv9BY5SpzLyOekg5py3PSjkfmZUToM3cmwmy7bOLaCE8BxwnYiul7xoLJPwb6LvlaJmKjn88lhyLvGj54203C0zu27HzHJUBRpvsFe2a3tqP8MFMDT/7FCwuUT98O7jiBW1hRieIdpiMPR0rtnWzZ66YssGrcD4AdvGt8WNHPTDoabNNyfNKb6KMIDXzxNqvWGL3EMpl/VDLm9zp7FfB+a873DBIl+BraH5tYDUf8/TE5ipMwz/dI4b1fv0JtPno6bFbgF+r77mT0OQF+4EBSdCDrda/at9W9E/hjgxwD693/M+agGP50efZx8+ue6+/jT1XlWzJi5vqWUfZXLwsB0ZLbR39pH9v3pwD+G/on8gWbj0GeyAyB72f4b+/D2+lQE2L+LoNgf3v0UHG4BbHA13ryvxF8l2YFW0z3IcmXgbe2aGosQrxu8d5rY8Y4zp4DbhbQ4jYA3yiAL6RsbEy4FwusV3sUf0cviMzbO2annUt1iuSJtTmckJTjgrf4MfuPX/TJH4/ean+dD6n6u2eCMP2zUFhbWOI/NZ7fLGBQ+/cfvc17m1eI69BU14a/OUK2MfFuSc+2iP9EDq7Y3XA74+QaqVkmyzYAUg08G7khzQoNCkjZ1yafA9jbcy/J8Ff2bhzYJq8N3uPPV+4bvaakn2ifaE7rvlf8TZG+WXyS9qaIjeFEnP4pfNKLV04vnBMNc01zSfRXTDzium45fCL8o/JNyaaYPCPyibtGBsa/aVfmBub+srxuabnk4C943nGyzfWN9Yk867BX4M6Unyov5aaM/ElS/IM/Od9cndG+yb7JVyb+gz9B0w39pv5SL82/A31yCA23DbcJwVfdV91HBC+EGyzvZDpGtEf8LyjekV8En8CfwO+AT+RP5M783ukfDuqmtfXLo8crlG7Rk8Awp3lICMkx8RJABdEXr9l35DuyC6bPwx31wCnDGx5AALzfPVNsnSBoV+zR6bGBy4Eg0HnFB+Kh613C8av65PGE6xFX8ZP0xCBzN/SxceusNcy7v/6SgNkfapeQ2d/4hy3lVz2dMUsgXJv+8faZsWZ38CPNitkGLY4AkN8+WoNLD7w2q6NTe71Kr7mE00pRu50Wz9d4E/CFuxrzLLXuT/h0RroKukqaIAAs8bPqpbzmD8MPs8llndsgf8lnEYaUHPtF9oAqCHcwOt8RabOlW+7EWuWUPN+xj8PRNiqnfGgePDqTMTrzjMOBy2ZvP9+xUeLkUjw642C1VcJmz4LDoQOw1/3PmxZgz1/n9MiDw9HNZu+Mw+EZm20Vm80DsL9Z7tiodnqEjs3uBti/WG1NW25drXVwFTi5tI/O8OFw5C93vOvFZu8udby3jM5843CIxWZrxWb7lzo9gj/8enEGo4cYYcG181wxBYWwmEpuDAZHxBAT+LrljyXP7dn2mer7iaM8UJp9YW93xTWH6qkEnvpvO09nBJkr7AXmArI5Oq1CHMux1ekketCjN7NpAHM/MBeWO7iJpJwmSj2oaagVeyB5SxE3nJifHuvfZ/KIMvAM2dCE1m6lvkgqEa8TrC564y6xWaFWZN03rehMPaKY0mv614J8O8WLoQGjrUM/8p9LJicmxTk3wzWJQhVVCf5EZfsvm30CZndLbzBm9qYurs5mRnb/VQ7G1jAADiImov8KXl5Gkf8EXK0c7EWNXM2oRLlZmFjYmJmYOf5rrGy0TFyUTEyU1IyKzg6mf0zMnKmoGeUcTP8PuQCm/5nLz/8/y7D/ryriVs4urkQsXGz/UbauZs6M4rb/OUPUzMTB1IxR1szewtWSiJmDhZNRnoiVi1HV09GMUcHYWsXVjp///2vdI2dbQ84WVw3JXpoWIfWsFI0hYgyYGtnO/WVNX1XN+aojUpmnco0c2g3K5nNkY3Sj1W1NCc4aOrXCEtQ6MqUtBZeSQZdroJZyWYQcQRKvQ/0iE1YyFYr1s6ftkJ1eClGSSvqkl4N196tvAzMWWIaJfsI0s5IGJdeqa9I02Cps6AiMVdDCOQmb+0E1TZZIKSNSBjsj0isqpgoIDlEVPCNIFZR3FUlEJTNoMywQEGg4zIE8o5phzLQBQJEdIcVGK5uUtIqnE2NbwAwBia3EiSoyqIpDKptVDaaWAp0hR6KJfBgHwX9WEgOOAdOKitxR4cQKDKObmcfqKrqwlBWRBDWFQ6HeXIJTlSPSRFFTkmRPzOqQUMMeZMY/o+Tx1c6imsUIb1WZpMZKpMjVVpQ2vIB5VN606SROLjXunii16p4NZrWQ3IH5VmfLafO9CQMGpR6zieO7qE0FenZVEQgtpGB7T6lECsMVN5YaSoHhvdP2S4WEYuVR6xyvJuZqCNprGpVN4nIRnyxCIbBApwGvNKtEwz9Z1/ZYhblOKB7Wgo1vtCYLtikQhqm02q3W5qWTWsqsUT2yKWRioZHUToj0TIo5MMwCuu9VRw1cSkvZr5ZPxZyNi3ojjTOVEtt1C6Y4V/1XsT0Tq9pCG2gaCYfeC1un8myNp0MxNHNXMLmddR2GpiM4IzmmXo2CAlQYADgpijpcLY3E8ToKuU4+XKzAd1ROFF/KbGxsdHdencg5VE/nNcrUtGwK0ZMjJ/3XbVNCyaLOA/U+GdJ9tgBPhHnXcJabO350Zb5mDybD8CnP+uTTRa6ExKqJGFC3ViEddBRBMqMYnKjab3A2m2JwyA/Bhhccb4i6nEv09O9vZZbGPmnEmi37G4wacAhK5ek1+o8pHEbXL8FSYfJCQm4Km5Z05B9ljlLbv3WQHiolG043y+nCPeVI+zMRtWHAJeqXrPL0usJ4CRTC3fuqKva9g5kJ09zwcelqLfqb9m4BUHwW9dByG7IViXdUbD9SXZZH0Kz30oV7PozwvbxR6+IuyjuPGldhqq2HUyvX50KJrtaYiYEw1AvX60qfV3E9ZvgCUEsybQqVkcrZal7wHIcd1ByOXZ/2Bh/0BFrxQQiWbgmZLm6QMmsQU9sGnVe/Nc7Gymi+s4+cihSeuDYqdzh49Qi++OPmCiF9qK4sWsquzPKkusw8UgV7nrk5Znjd+yvB5LMiIFClTvaHpYl0OXEox1xXh4WO2+0aDQXPafGh91/H/PYYQiYz0O37HVvaTRN0+Jrw5aPezgxRxvn7+Tl6z738KSnRvDyuvO1zkI14LjZ8vSmE3NFurX9JNGjy2unMeqyj7V0A7rQ72sMYhSc6tMB+FGjMddxWZtY5lZZkC5g2TEYmnISOb6Pj+CPcqKy2WZF4qKKAkLNDXGQtJDEkNSQ5JD0kESQjbTkYEkVAYBE0mlyBJYgYKlWW4ELMtm6e3+Ka6JhGRrrySoMZB5XCX38Hnn56vG0GDX5+5gc0vGqrbsD57xLQ4eIVRmIPKckxttMVSAFcSYn933nWx0bYuC7QsXWegJcQUp1d+e1/DOEchHa1mDttBI7n3GkXLwcG7/AWZt+OjVf+SKtT6D9IFPvaPT1wf+gq2HhSmxdP64vadhm2e333NsvvOPW3fVIEHI9DNNGn0MFiX13G2lf/Y7vr/MLs7fFbXlsesTFaiOq3Y5eMftap4YczW/d+q1v3Ee8LtLD1GM6w6t8zMmMwx4krn6tze3rc6rSfLizG6d/XpG/l9zY/EilbetYfl8/pxumveXK+RNloSHDPILva7Tci8zLyjOCJRyweTC1fGB0jIqv5DT7X4ucM04PifoezRus9Px+xzpI6DYbQCDfbXCbhLg87wCigC8/SuJ/ylMcPCxsCZX2dLVBTKq+GwdLgIkqRVC9U53s7E9fbPg9ijLlce/7+eiG/riD2qtnHobv7vusFDKCvnvuCGFd96683WbycpCbejuALHA4rRKCwn1JZPS6qlZ+CWDlqc/a7Phu9Px/8NRWMm7kPe1TFH1eg4v4L7Mmxg/zenO54ullqc30osRL3+A4iN9UGN0dU+QBFq4YhijZhdAwBA+v+f7kgpwUIXLqEIeBvSOaGZ0OIxvYoeDki2yKn9UMn6fmDnLHIOHsh0McjuYc4k/wH7goajKcGN3mMBr8E/Fpb4iHETn3VHNkuu0LADMbVNybcEzzlsJ+vUPfJkvL813okO/FPRQEo3xocc8tJ8qLARTWP0d583PkWC/ePfh+qh989HocQM2Hbo5C6C9D3vXF1Cff+QK7DXqz/Bwpz/i8+qlh5mREBuBil7M0diP4fPCszaugwE7ESsej9x2lq5qHD9J+43v8Nn6xMjFKiRDq8ZiZsnOasRmasJgBOFi5OE3MuABuHmTmXuZExu5k5gJmf18yc04yd3ZyZw9zUxIiNhYnNyJyLC8DEAmBnNudkMjXh1/t/EaypbGbOqOzg8B9y/7ej/x+L6Sc3kIMEkUL288CVeu760BklIy1mxqFqFktkBZc0791P96vr8tLIbuUmSzalnZWLEH5crG6ywmyfT751RtvnS84aQuWaPyl9SGMaA6HzZvLqG6xMAvWujAjDM/ahITmHmOUdo1hzDkHSO4bY7B2jeaad4iF5s7p5hz1/wfPwENz+92m6uBo5u3o4m5nDMLNxcHGxwJCTiymIw/wPUEsBAj8DFAACAAgAIqmCXOSV0CVcUwIAjWoCABIAAAAAAAAAAAAAAKSBAAAAADJGSDAwMDAwMDc3MjY4LnBkZlBLBQYAAAAAAQABAEAAAACMUwIAAAA=</ImageData>
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