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    <LawId>410R00000005002</LawId>
    <LawNum/>
    <LawFullText>
      <Law Lang="ja" Era="Heisei" Year="10" Num="002" PromulgateMonth="12" PromulgateDay="15" LawType="Rule">
        <LawNum>平成十年金融再生委員会規則第二号</LawNum>
        <LawBody>
          <LawTitle Kana="きんゆうきのうのさいせいのためのきんきゅうそちにかんするほうりつしこうきそく" Abbrev="金融再生法施行規則,金融機能再生法施行規則" AbbrevKana="き,き">金融機能の再生のための緊急措置に関する法律施行規則</LawTitle>
          <EnactStatement>金融機能の再生のための緊急措置に関する法律（平成十年法律第百三十二号）及び金融機能の再生のための緊急措置に関する法律施行令（平成十年政令第三百三十八号）の規定に基づき、並びにこれらを実施するため、金融機能の再生のための緊急措置に関する法律施行規則を次のように定める。</EnactStatement>
          <MainProvision>
            <Article Num="1">
              <ArticleCaption>（定義）</ArticleCaption>
              <ArticleTitle>第一条</ArticleTitle>
              <Paragraph Num="1">
                <ParagraphNum/>
                <ParagraphSentence>
                  <Sentence Num="1" WritingMode="vertical">この規則において「銀行」、「金融機関」、「被管理金融機関」、「特別公的管理銀行」又は「協定承継銀行」とは、金融機能の再生のための緊急措置に関する法律（以下「法」という。）第二条第一項、第二項、第五項若しくは第八項又は第三十二条第一項第一号に規定する銀行、金融機関、被管理金融機関、特別公的管理銀行又は協定承継銀行をいう。</Sentence>
                </ParagraphSentence>
              </Paragraph>
            </Article>
            <Article Num="2">
              <ArticleCaption>（資産の査定の報告の期日）</ArticleCaption>
              <ArticleTitle>第二条</ArticleTitle>
              <Paragraph Num="1">
                <ParagraphNum/>
                <ParagraphSentence>
                  <Sentence Num="1" WritingMode="vertical">法第六条第一項に規定する主務省令で定める期日は、銀行及び株式会社商工組合中央金庫について九月三十日とする。</Sentence>
                </ParagraphSentence>
              </Paragraph>
            </Article>
            <Article Num="3">
              <ArticleCaption>（資産査定等報告書の様式等）</ArticleCaption>
              <ArticleTitle>第三条</ArticleTitle>
              <Paragraph Num="1">
                <ParagraphNum/>
                <ParagraphSentence>
                  <Sentence Num="1" WritingMode="vertical">法第六条第一項に規定する資産査定等報告書は、銀行及び株式会社商工組合中央金庫にあっては九月三十日現在の中間資産査定等報告書について別紙様式第一号により、及び事業年度の末日現在の資産査定等報告書について別紙様式第二号により、当該日経過後三月以内に提出しなければならないものとし、協同組織金融機関（信用金庫、信用金庫連合会、信用協同組合及び中小企業等協同組合法（昭和二十四年法律第百八十一号）第九条の九第一項第一号の事業を行う協同組合連合会（以下「信用協同組合連合会」という。）をいう。附則第二条において同じ。）にあっては事業年度の末日現在の資産査定等報告書について別紙様式第二号により、当該日経過後三月以内に提出しなければならないものとする。</Sentence>
                </ParagraphSentence>
              </Paragraph>
            </Article>
            <Article Num="4">
              <ArticleCaption>（資産の査定の基準）</ArticleCaption>
              <ArticleTitle>第四条</ArticleTitle>
              <Paragraph Num="1">
                <ParagraphNum/>
                <ParagraphSentence>
                  <Sentence Num="1" WritingMode="vertical">法第六条第二項に規定する主務省令で定める資産の査定の基準は、金融機関（労働金庫及び労働金庫連合会を除く。以下同じ。）の有する債権（銀行法施行規則（昭和五十七年大蔵省令第十号）第十八条第二項に規定する別紙様式第三号若しくは第三号の二、長期信用銀行法施行規則（昭和五十七年大蔵省令第十三号）第十七条第二項に規定する別紙様式第二号若しくは第二号の二、信用金庫法施行規則（昭和五十七年大蔵省令第十五号）第二十五条第一項に規定する別紙様式第二号、第六号若しくは第十号、協同組合による金融事業に関する法律施行規則（平成五年大蔵省令第十号）第六十八条第一項に規定する別紙様式第九号若しくは第十号又は経済産業省・財務省・内閣府関係株式会社商工組合中央金庫法施行規則（平成二十年内閣府・財務省・経済産業省令第一号）第八十一条第二項に規定する別紙様式第二号中の貸借対照表の社債（当該社債を有する金融機関がその元本の償還及び利息の支払の全部又は一部について保証しているものであって、当該社債の発行が金融商品取引法（昭和二十三年法律第二十五号）第二条第三項に規定する有価証券の私募によるものに限る。）、貸出金、外国為替、その他資産中の未収利息及び仮払金並びに支払承諾見返（協同組織金融機関にあっては債務保証見返）の各勘定に計上されるもの並びに欄外に注記することとされている有価証券の貸付けを行っている場合のその有価証券（使用貸借又は賃貸借契約によるものに限る。）をいう。以下同じ。）について、債務者の財政状態及び経営成績等を基礎として、次に掲げるものに区分することをいう。</Sentence>
                </ParagraphSentence>
                <Item Num="1">
                  <ItemTitle>一</ItemTitle>
                  <ItemSentence>
                    <Sentence Num="1" WritingMode="vertical">破産更生債権及びこれらに準ずる債権</Sentence>
                  </ItemSentence>
                </Item>
                <Item Num="2">
                  <ItemTitle>二</ItemTitle>
                  <ItemSentence>
                    <Sentence Num="1" WritingMode="vertical">危険債権</Sentence>
                  </ItemSentence>
                </Item>
                <Item Num="3">
                  <ItemTitle>三</ItemTitle>
                  <ItemSentence>
                    <Sentence Num="1" WritingMode="vertical">要管理債権</Sentence>
                  </ItemSentence>
                </Item>
                <Item Num="4">
                  <ItemTitle>四</ItemTitle>
                  <ItemSentence>
                    <Sentence Num="1" WritingMode="vertical">正常債権</Sentence>
                  </ItemSentence>
                </Item>
              </Paragraph>
              <Paragraph Num="2">
                <ParagraphNum>２</ParagraphNum>
                <ParagraphSentence>
                  <Sentence Num="1" WritingMode="vertical">前項第一号に掲げる「破産更生債権及びこれらに準ずる債権」とは、破産手続開始、更生手続開始、再生手続開始の申立て等の事由により経営破<Ruby>綻<Rt>たん</Rt></Ruby>に陥っている債務者に対する債権及びこれらに準ずる債権をいう（第六条において同じ。）。</Sentence>
                </ParagraphSentence>
              </Paragraph>
              <Paragraph Num="3">
                <ParagraphNum>３</ParagraphNum>
                <ParagraphSentence>
                  <Sentence Num="1" WritingMode="vertical">第一項第二号に掲げる「危険債権」とは、債務者が経営破<Ruby>綻<Rt>たん</Rt></Ruby>の状態には至っていないが、財政状態及び経営成績が悪化し、契約に従った債権の元本の回収及び利息の受取りができない可能性の高い債権をいう（第六条において同じ。）。</Sentence>
                </ParagraphSentence>
              </Paragraph>
              <Paragraph Num="4">
                <ParagraphNum>４</ParagraphNum>
                <ParagraphSentence>
                  <Sentence Num="1" WritingMode="vertical">第一項第三号に掲げる「要管理債権」とは、三月以上延滞債権（元金又は利息の支払が、約定支払日の翌日を起算日として三月以上延滞している貸出債権（同項第一号及び第二号に該当する債権を除く。）をいう。）及び貸出条件緩和債権（経済的困難に陥った債務者の再建又は支援を図り、当該債権の回収を促進すること等を目的に、債務者に有利な一定の譲歩を与える約定条件の改定等を行った貸出債権（同項第一号及び第二号に該当する債権並びに三月以上延滞債権を除く。）をいう。）をいう（第六条において同じ。）。</Sentence>
                </ParagraphSentence>
              </Paragraph>
              <Paragraph Num="5">
                <ParagraphNum>５</ParagraphNum>
                <ParagraphSentence>
                  <Sentence Num="1" WritingMode="vertical">第一項第四号に掲げる「正常債権」とは、債務者の財政状態及び経営成績に特に問題がないものとして、同項第一号から第三号までに掲げる債権以外のものに区分される債権をいう（第六条において同じ。）。</Sentence>
                </ParagraphSentence>
              </Paragraph>
            </Article>
            <Article Num="5">
              <ArticleCaption>（資産の査定の公表の方法）</ArticleCaption>
              <ArticleTitle>第五条</ArticleTitle>
              <Paragraph Num="1">
                <ParagraphNum/>
                <ParagraphSentence>
                  <Sentence Num="1" WritingMode="vertical">法第七条に規定する公表は、金融機関が公衆の縦覧に供するため作成する説明書類に記載することその他これに準ずる方式により行うものとする。</Sentence>
                </ParagraphSentence>
              </Paragraph>
            </Article>
            <Article Num="6">
              <ArticleCaption>（資産の査定の公表事項）</ArticleCaption>
              <ArticleTitle>第六条</ArticleTitle>
              <Paragraph Num="1">
                <ParagraphNum/>
                <ParagraphSentence>
                  <Sentence Num="1" WritingMode="vertical">法第七条に規定する主務省令で定める事項は、正常債権、要管理債権、危険債権並びに破産更生債権及びこれらに準ずる債権の各々の金額であって、中間決算処理後又は決算処理後のものとする。</Sentence>
                </ParagraphSentence>
              </Paragraph>
            </Article>
            <Article Num="7">
              <ArticleCaption>（管理を命ずる処分の公告の方法）</ArticleCaption>
              <ArticleTitle>第七条</ArticleTitle>
              <Paragraph Num="1">
                <ParagraphNum/>
                <ParagraphSentence>
                  <Sentence Num="1" WritingMode="vertical">法第八条第三項の規定による金融整理管財人による業務及び財産の管理を命ずる処分（以下「管理を命ずる処分」という。）の公告は、官報によるものとする。</Sentence>
                </ParagraphSentence>
              </Paragraph>
            </Article>
            <Article Num="8">
              <ArticleCaption>（管理を命ずる処分の取消しの公告の方法）</ArticleCaption>
              <ArticleTitle>第八条</ArticleTitle>
              <Paragraph Num="1">
                <ParagraphNum/>
                <ParagraphSentence>
                  <Sentence Num="1" WritingMode="vertical">前条の規定は、法第九条第二項において準用する法第八条第三項の規定による管理を命ずる処分の取消しの公告について準用する。</Sentence>
                </ParagraphSentence>
              </Paragraph>
            </Article>
            <Article Num="9">
              <ArticleCaption>（株主の名義書換の禁止の公告）</ArticleCaption>
              <ArticleTitle>第九条</ArticleTitle>
              <Paragraph Num="1">
                <ParagraphNum/>
                <ParagraphSentence>
                  <Sentence Num="1" WritingMode="vertical">内閣総理大臣は、法第十条の規定により株主の名義書換を禁止したときは、その旨を官報に掲載して公告するものとする。</Sentence>
                </ParagraphSentence>
              </Paragraph>
            </Article>
            <Article Num="10">
              <ArticleCaption>（金融整理管財人の選任又は解任の公告の方法）</ArticleCaption>
              <ArticleTitle>第十条</ArticleTitle>
              <Paragraph Num="1">
                <ParagraphNum/>
                <ParagraphSentence>
                  <Sentence Num="1" WritingMode="vertical">法第十一条第四項の規定による金融整理管財人の選任又は解任の公告は、官報によるものとする。</Sentence>
                </ParagraphSentence>
              </Paragraph>
            </Article>
            <Article Num="11">
              <ArticleCaption>（金融整理管財人の職務を行うべき者の指名等）</ArticleCaption>
              <ArticleTitle>第十一条</ArticleTitle>
              <Paragraph Num="1">
                <ParagraphNum/>
                <ParagraphSentence>
                  <Sentence Num="1" WritingMode="vertical">管理を命ずる処分があった場合において、金融整理管財人に選任された者が法人であるときは、当該法人は、役職員のうち金融整理管財人の職務を行うべき者を指名し、その旨を内閣総理大臣に届け出るとともに、被管理金融機関（管理を命ずる処分を受けた労働金庫及び労働金庫連合会を除く。）に通知しなければならない。</Sentence>
                </ParagraphSentence>
              </Paragraph>
            </Article>
            <Article Num="12">
              <ArticleCaption>（計画の承認）</ArticleCaption>
              <ArticleTitle>第十二条</ArticleTitle>
              <Paragraph Num="1">
                <ParagraphNum/>
                <ParagraphSentence>
                  <Sentence Num="1" WritingMode="vertical">金融整理管財人は、法第十四条第二項又は第三項の規定による承認を受けようとするときは、承認申請書に次に掲げる書類を添付して内閣総理大臣に提出しなければならない。</Sentence>
                </ParagraphSentence>
                <Item Num="1">
                  <ItemTitle>一</ItemTitle>
                  <ItemSentence>
                    <Sentence Num="1" WritingMode="vertical">理由書</Sentence>
                  </ItemSentence>
                </Item>
                <Item Num="2">
                  <ItemTitle>二</ItemTitle>
                  <ItemSentence>
                    <Sentence Num="1" WritingMode="vertical">法第十四条第一項の計画の内容を記載した書面（同項の計画を変更する場合においては、変更後の内容を記載した書面）</Sentence>
                  </ItemSentence>
                </Item>
                <Item Num="3">
                  <ItemTitle>三</ItemTitle>
                  <ItemSentence>
                    <Sentence Num="1" WritingMode="vertical">その他参考となるべき事項を記載した書類</Sentence>
                  </ItemSentence>
                </Item>
              </Paragraph>
            </Article>
            <Article Num="13">
              <ArticleCaption>（資本減少の場合に催告を要しない債権者）</ArticleCaption>
              <ArticleTitle>第十三条</ArticleTitle>
              <Paragraph Num="1">
                <ParagraphNum/>
                <ParagraphSentence>
                  <Sentence Num="1" WritingMode="vertical">金融機能の再生のための緊急措置に関する法律施行令（以下「令」という。）第二条に規定する債権者で内閣府令で定めるものは、保護預り契約に係る債権者とする。</Sentence>
                </ParagraphSentence>
              </Paragraph>
            </Article>
            <Article Num="14">
              <ArticleCaption>（協定承継銀行に生じた損失の金額）</ArticleCaption>
              <ArticleTitle>第十四条</ArticleTitle>
              <Paragraph Num="1">
                <ParagraphNum/>
                <ParagraphSentence>
                  <Sentence Num="1" WritingMode="vertical">令第三条第一項第二号に規定する損益計算上の当期損失は、第一号に掲げる費用等の額から第二号に掲げる収益等の額及び第三号に規定する繰越利益の額を控除した残額とする。</Sentence>
                </ParagraphSentence>
                <Item Num="1">
                  <ItemTitle>一</ItemTitle>
                  <ItemSentence>
                    <Sentence Num="1" WritingMode="vertical">経常費用及び特別損失</Sentence>
                  </ItemSentence>
                </Item>
                <Item Num="2">
                  <ItemTitle>二</ItemTitle>
                  <ItemSentence>
                    <Sentence Num="1" WritingMode="vertical">経常収益及び特別利益（協定承継銀行に前事業年度における損失に係る補てんとして預金保険機構（以下「機構」という。）又は令第三条第二項に規定する者により補てんされた金額があるときは当該補てんされた金額を控除した残額）</Sentence>
                  </ItemSentence>
                </Item>
                <Item Num="3">
                  <ItemTitle>三</ItemTitle>
                  <ItemSentence>
                    <Sentence Num="1" WritingMode="vertical">前期繰越利益</Sentence>
                  </ItemSentence>
                </Item>
              </Paragraph>
              <Paragraph Num="2">
                <ParagraphNum>２</ParagraphNum>
                <ParagraphSentence>
                  <Sentence Num="1" WritingMode="vertical">前項に規定する「経常費用」、「特別損失」、「経常収益」、「特別利益」又は「前期繰越利益」とは、それぞれ銀行法施行規則第十八条第二項に規定する別紙様式第三号（協定承継銀行が長期信用銀行である場合にあっては、長期信用銀行法施行規則第十七条第二項に規定する別紙様式第二号）の損益計算書に記載された経常費用、特別損失、経常収益、特別利益又は前期繰越利益とする。</Sentence>
                </ParagraphSentence>
              </Paragraph>
            </Article>
            <Article Num="15">
              <ArticleCaption>（特別公的管理開始決定の公告の方法）</ArticleCaption>
              <ArticleTitle>第十五条</ArticleTitle>
              <Paragraph Num="1">
                <ParagraphNum/>
                <ParagraphSentence>
                  <Sentence Num="1" WritingMode="vertical">法第三十六条第二項（法第三十七条第二項において準用する場合を含む。）の規定による特別公的管理開始決定（法第三十六条第一項に規定する特別公的管理開始決定をいう。以下同じ。）の公告は、官報によるものとする。</Sentence>
                </ParagraphSentence>
              </Paragraph>
            </Article>
            <Article Num="16">
              <ArticleCaption>（特別公的管理銀行の株式の取得の決定の公告の方法）</ArticleCaption>
              <ArticleTitle>第十六条</ArticleTitle>
              <Paragraph Num="1">
                <ParagraphNum/>
                <ParagraphSentence>
                  <Sentence Num="1" WritingMode="vertical">法第三十八条第二項の規定による特別公的管理銀行の株式の取得の決定の公告は、官報によるものとする。</Sentence>
                </ParagraphSentence>
              </Paragraph>
            </Article>
            <Article Num="17">
              <ArticleCaption>（取得株式の対価の算定基準）</ArticleCaption>
              <ArticleTitle>第十七条</ArticleTitle>
              <Paragraph Num="1">
                <ParagraphNum/>
                <ParagraphSentence>
                  <Sentence Num="1" WritingMode="vertical">法第四十条第一項に規定する算定基準は、次に掲げるものとする。</Sentence>
                </ParagraphSentence>
                <Item Num="1">
                  <ItemTitle>一</ItemTitle>
                  <ItemSentence>
                    <Sentence Num="1" WritingMode="vertical">旧株主（法第四十一条第一項に規定する旧株主をいう。以下同じ。）が法第四十一条第一項の規定により支払を請求することができる取得株式（法第三十九条第二項に規定する取得株式をいう。以下同じ。）の対価は、特別公的管理銀行の純資産額を発行済み株式の総数で除した額（次号の規定により商法（明治三十二年法律第四十八号）第二百二十二条第一項に規定する数種の株式ごとに取得株式の対価を決定する場合にあっては、当該純資産額のうち数種の株式ごとに算定した額を、数種の株式ごとの発行済み株式の総数で除した額）に当該旧株主が公告時に所有していた株式の数を乗じた額（一円未満の端数が生じたときは、これを切り捨てるものとする。）とする。</Sentence>
                  </ItemSentence>
                </Item>
                <Item Num="2">
                  <ItemTitle>二</ItemTitle>
                  <ItemSentence>
                    <Sentence Num="1" WritingMode="vertical">数種の株式が発行されていた場合は、当該数種の株式ごとにその取得株式の対価を決定するものとし、その際、当該数種の株式の内容を斟酌するものとする。</Sentence>
                  </ItemSentence>
                </Item>
              </Paragraph>
              <Paragraph Num="2">
                <ParagraphNum>２</ParagraphNum>
                <ParagraphSentence>
                  <Sentence Num="1" WritingMode="vertical">前項に規定する純資産額は、銀行の作成する貸借対照表の記載にかかわらず、公告時（法第三十九条第一項に規定する公告時をいう。以下同じ。）において特別公的管理銀行が有するすべての資産の評価額からすべての負債の評価額を控除した額とする。</Sentence>
                </ParagraphSentence>
              </Paragraph>
              <Paragraph Num="3">
                <ParagraphNum>３</ParagraphNum>
                <ParagraphSentence>
                  <Sentence Num="1" WritingMode="vertical">前項に規定する資産及び負債の評価額は、次に掲げる区分に応じ算出するものとする。</Sentence>
                </ParagraphSentence>
                <Item Num="1">
                  <ItemTitle>一</ItemTitle>
                  <ItemSentence>
                    <Sentence Num="1" WritingMode="vertical">法第三十六条の規定により特別公的管理開始決定をした場合は、特段の事情のない限り、特別公的管理銀行を清算するものとしてすべての資産及び負債の公告時における価額を評価するものとする。</Sentence>
                  </ItemSentence>
                </Item>
                <Item Num="2">
                  <ItemTitle>二</ItemTitle>
                  <ItemSentence>
                    <Sentence Num="1" WritingMode="vertical">法第三十七条の規定により特別公的管理開始決定をした場合は、特段の事情のない限り、特別公的管理銀行の営業を継続するものとしてすべての資産及び負債の公告時における価額を評価するものとする。</Sentence>
                  </ItemSentence>
                </Item>
              </Paragraph>
            </Article>
            <Article Num="18">
              <ArticleCaption>（取得株式の対価の決定の公告の方法）</ArticleCaption>
              <ArticleTitle>第十八条</ArticleTitle>
              <Paragraph Num="1">
                <ParagraphNum/>
                <ParagraphSentence>
                  <Sentence Num="1" WritingMode="vertical">第十六条の規定は、法第四十条第三項において準用する法第三十八条第二項の規定による取得株式の対価の決定の公告について準用する。</Sentence>
                </ParagraphSentence>
              </Paragraph>
            </Article>
            <Article Num="19">
              <ArticleCaption>（取得株式の対価の支払に関し必要な事項の公告）</ArticleCaption>
              <ArticleTitle>第十九条</ArticleTitle>
              <Paragraph Num="1">
                <ParagraphNum/>
                <ParagraphSentence>
                  <Sentence Num="1" WritingMode="vertical">機構は、法第四十条第三項において準用する第三十八条第二項の規定により内閣総理大臣から取得株式の対価を決定した旨の通知を受けたときは、次に掲げる事項を官報に掲載して公告するものとする。</Sentence>
                </ParagraphSentence>
                <Item Num="1">
                  <ItemTitle>一</ItemTitle>
                  <ItemSentence>
                    <Sentence Num="1" WritingMode="vertical">取得株式の対価の額</Sentence>
                  </ItemSentence>
                </Item>
                <Item Num="2">
                  <ItemTitle>二</ItemTitle>
                  <ItemSentence>
                    <Sentence Num="1" WritingMode="vertical">支払場所</Sentence>
                  </ItemSentence>
                </Item>
                <Item Num="3">
                  <ItemTitle>三</ItemTitle>
                  <ItemSentence>
                    <Sentence Num="1" WritingMode="vertical">支払方法</Sentence>
                  </ItemSentence>
                </Item>
                <Item Num="4">
                  <ItemTitle>四</ItemTitle>
                  <ItemSentence>
                    <Sentence Num="1" WritingMode="vertical">前二号の場所及び方法で取得株式の対価の支払を受けることができる期間</Sentence>
                  </ItemSentence>
                </Item>
                <Item Num="5">
                  <ItemTitle>五</ItemTitle>
                  <ItemSentence>
                    <Sentence Num="1" WritingMode="vertical">その他必要な事項</Sentence>
                  </ItemSentence>
                </Item>
              </Paragraph>
            </Article>
            <Article Num="20">
              <ArticleCaption>（旧株主等に周知させるための措置）</ArticleCaption>
              <ArticleTitle>第二十条</ArticleTitle>
              <Paragraph Num="1">
                <ParagraphNum/>
                <ParagraphSentence>
                  <Sentence Num="1" WritingMode="vertical">機構は、法第三十八条第二項の規定による公告があった後、速やかに、同条第一項の規定による決定の内容その他次項各号に掲げる事項を次に掲げる日刊新聞紙の二以上を含む日刊新聞紙に掲載しなければならない。</Sentence>
                </ParagraphSentence>
                <Item Num="1">
                  <ItemTitle>一</ItemTitle>
                  <ItemSentence>
                    <Sentence Num="1" WritingMode="vertical">国内において時事に関する事項を総合して報道する日刊新聞紙</Sentence>
                  </ItemSentence>
                </Item>
                <Item Num="2">
                  <ItemTitle>二</ItemTitle>
                  <ItemSentence>
                    <Sentence Num="1" WritingMode="vertical">国内において産業及び経済に関する事項を全般的に報道する日刊新聞紙</Sentence>
                  </ItemSentence>
                </Item>
              </Paragraph>
              <Paragraph Num="2">
                <ParagraphNum>２</ParagraphNum>
                <ParagraphSentence>
                  <Sentence Num="1" WritingMode="vertical">法第四十四条に規定する事項は次に掲げるものとする。</Sentence>
                </ParagraphSentence>
                <Item Num="1">
                  <ItemTitle>一</ItemTitle>
                  <ItemSentence>
                    <Sentence Num="1" WritingMode="vertical">特別公的管理銀行の商号、本店の所在地及び公告時の代表取締役の氏名</Sentence>
                  </ItemSentence>
                </Item>
                <Item Num="2">
                  <ItemTitle>二</ItemTitle>
                  <ItemSentence>
                    <Sentence Num="1" WritingMode="vertical">公告時に機構が特別公的管理銀行の株式を取得したこと。</Sentence>
                  </ItemSentence>
                </Item>
                <Item Num="3">
                  <ItemTitle>三</ItemTitle>
                  <ItemSentence>
                    <Sentence Num="1" WritingMode="vertical">旧株主は、株価算定委員会が取得株式の対価を決定したときは、機構に対し、当該取得株式の対価の支払を請求することができること。</Sentence>
                  </ItemSentence>
                </Item>
                <Item Num="4">
                  <ItemTitle>四</ItemTitle>
                  <ItemSentence>
                    <Sentence Num="1" WritingMode="vertical">前号の対価の支払は、令第四条第一項及び第二項に規定する旧株券又は旧株主証明書と引換えにこれを受けることができること。</Sentence>
                  </ItemSentence>
                </Item>
                <Item Num="5">
                  <ItemTitle>五</ItemTitle>
                  <ItemSentence>
                    <Sentence Num="1" WritingMode="vertical">特別公的管理銀行の株式を目的とする質権その他の担保権は公告時に消滅すること及びこの場合においてこれらの権利は旧株主が受けるべき取得株式の対価に対しても行うことができるが、その支払の前に差押えをしなければならないこと。</Sentence>
                  </ItemSentence>
                </Item>
                <Item Num="6">
                  <ItemTitle>六</ItemTitle>
                  <ItemSentence>
                    <Sentence Num="1" WritingMode="vertical">公告時までに特別公的管理銀行の株式につき差押え又は仮差押え（公告時においてその効力があったものに限る。）をした者が取得株式の対価に対してその権利を行使する場合には、その支払の前に差押え又は仮差押えをしなければならないこと。</Sentence>
                  </ItemSentence>
                </Item>
                <Item Num="7">
                  <ItemTitle>七</ItemTitle>
                  <ItemSentence>
                    <Sentence Num="1" WritingMode="vertical">株価算定委員会が決定する取得株式の対価に不服のある者は、取得株式の対価の決定の公告のあった日から起算して六月以内に、訴えをもってその変更を請求できること及び当該訴えにおいては機構を被告としなければならないこと。</Sentence>
                  </ItemSentence>
                </Item>
                <Item Num="8">
                  <ItemTitle>八</ItemTitle>
                  <ItemSentence>
                    <Sentence Num="1" WritingMode="vertical">その他必要な事項</Sentence>
                  </ItemSentence>
                </Item>
              </Paragraph>
            </Article>
            <Article Num="21">
              <ArticleCaption>（経営合理化計画の承認等）</ArticleCaption>
              <ArticleTitle>第二十一条</ArticleTitle>
              <Paragraph Num="1">
                <ParagraphNum/>
                <ParagraphSentence>
                  <Sentence Num="1" WritingMode="vertical">特別公的管理銀行は、法第四十七条第一項の規定による承認を受けようとするときは、承認申請書に次に掲げる書類を添付して内閣総理大臣に提出しなければならない。</Sentence>
                </ParagraphSentence>
                <Item Num="1">
                  <ItemTitle>一</ItemTitle>
                  <ItemSentence>
                    <Sentence Num="1" WritingMode="vertical">理由書</Sentence>
                  </ItemSentence>
                </Item>
                <Item Num="2">
                  <ItemTitle>二</ItemTitle>
                  <ItemSentence>
                    <Sentence Num="1" WritingMode="vertical">法第四十七条第一項の経営合理化計画の内容を記載した書面（同項の経営合理化計画を変更する場合においては、変更後の経営合理化計画の内容を記載した書面）</Sentence>
                  </ItemSentence>
                </Item>
                <Item Num="3">
                  <ItemTitle>三</ItemTitle>
                  <ItemSentence>
                    <Sentence Num="1" WritingMode="vertical">その他参考となるべき事項を記載した書類</Sentence>
                  </ItemSentence>
                </Item>
              </Paragraph>
              <Paragraph Num="2">
                <ParagraphNum>２</ParagraphNum>
                <ParagraphSentence>
                  <Sentence Num="1" WritingMode="vertical">法第四十七条第二項第三号に規定する事項は、法第五十条に規定する措置を効果的に実施するために必要な体制の整備に関する事項とする。</Sentence>
                </ParagraphSentence>
              </Paragraph>
            </Article>
            <Article Num="22">
              <ArticleCaption>（劣後特約付金銭消費貸借契約）</ArticleCaption>
              <ArticleTitle>第二十二条</ArticleTitle>
              <Paragraph Num="1">
                <ParagraphNum/>
                <ParagraphSentence>
                  <Sentence Num="1" WritingMode="vertical">法第六十条第十一号に規定する金銭の消費貸借は、元利金の支払について劣後的内容を有する特約が付された金銭の消費貸借であって、次に掲げる性質のすべてを有するものとする。</Sentence>
                </ParagraphSentence>
                <Item Num="1">
                  <ItemTitle>一</ItemTitle>
                  <ItemSentence>
                    <Sentence Num="1" WritingMode="vertical">担保が付されていないこと。</Sentence>
                  </ItemSentence>
                </Item>
                <Item Num="2">
                  <ItemTitle>二</ItemTitle>
                  <ItemSentence>
                    <Sentence Num="1" WritingMode="vertical">その弁済が行われない期間が契約時から五年を超えるものであること。</Sentence>
                  </ItemSentence>
                </Item>
              </Paragraph>
            </Article>
            <Article Num="23">
              <ArticleCaption>（自己資本の充実の状況を改善するために必要な範囲）</ArticleCaption>
              <ArticleTitle>第二十三条</ArticleTitle>
              <Paragraph Num="1">
                <ParagraphNum/>
                <ParagraphSentence>
                  <Sentence Num="1" WritingMode="vertical">法第六十三条第一項に規定する自己資本の充実の状況を改善するために必要な範囲を超えないものとして内閣府令で定める場合は、次に掲げる要件のすべてに該当する場合とする。</Sentence>
                </ParagraphSentence>
                <Item Num="1">
                  <ItemTitle>一</ItemTitle>
                  <ItemSentence>
                    <Sentence Function="main" Num="1" WritingMode="vertical">機構による株式等の引受け等（法第六十三条第一項に規定する株式等の引受け等をいう。以下同じ。）により払込みを受ける額及び借り入れる額の合計額が次に掲げる額のいずれか多い額を超えないこと。</Sentence>
                    <Sentence Function="proviso" Num="2" WritingMode="vertical">ただし、発行金融機関（令第十二条第一項に規定する発行金融機関をいう。以下同じ。）が行う破<Ruby>綻<Rt>たん</Rt></Ruby>金融機関、承継銀行又は特別公的管理銀行の営業若しくは事業の譲受け又は株式の取得（以下この条において「営業の譲受け等」という。）が地域経済の円滑な運営等のために特に必要であると認められるときは、この限りではない。</Sentence>
                  </ItemSentence>
                  <Subitem1 Num="1">
                    <Subitem1Title>イ</Subitem1Title>
                    <Subitem1Sentence>
                      <Sentence Num="1" WritingMode="vertical">営業の譲受け等を行った後の発行金融機関の自己資本比率を、営業の譲受け等を行う前の当該発行金融機関の自己資本比率の水準にまで回復するために必要な額</Sentence>
                    </Subitem1Sentence>
                  </Subitem1>
                  <Subitem1 Num="2">
                    <Subitem1Title>ロ</Subitem1Title>
                    <Subitem1Sentence>
                      <Sentence Num="1" WritingMode="vertical">発行金融機関に適用すべき自己資本比率基準に係る算式上、営業の譲受け等により増加することとなる分子の額に機構による株式等の引受け等に係る払込み及び借入れにより増加することとなる分子の額を加えた合計額を、当該営業の譲受け等により増加することとなる分母の額で除した割合が八パーセント（海外営業拠点を有しない銀行及び海外拠点を有しない信用金庫連合会並びに信用金庫、信用協同組合、信用協同組合連合会、労働金庫及び労働金庫連合会については四パーセント）に達するために必要な額</Sentence>
                    </Subitem1Sentence>
                  </Subitem1>
                </Item>
                <Item Num="2">
                  <ItemTitle>二</ItemTitle>
                  <ItemSentence>
                    <Sentence Num="1" WritingMode="vertical">機構による株式等の引受け等により発行金融機関の自己資本の充実の状況が改善されなければ、信用秩序の維持又は経済の円滑な運営に極めて重大な支障が生ずるおそれがある場合であること。</Sentence>
                  </ItemSentence>
                </Item>
              </Paragraph>
              <Paragraph Num="2">
                <ParagraphNum>２</ParagraphNum>
                <ParagraphSentence>
                  <Sentence Num="1" WritingMode="vertical">前項に規定する「自己資本比率基準」とは、銀行法（昭和五十六年法律第五十九号）第十四条の二（長期信用銀行法（昭和二十七年法律第百八十七号）第十七条、信用金庫法（昭和二十六年法律第二百三十八号）第八十九条第一項、協同組合による金融事業に関する法律（昭和二十四年法律第百八十三号）第六条第一項及び労働金庫法（昭和二十八年法律第二百二十七号）第九十四条第一項において準用する場合を含む。以下この項において同じ。）に規定する基準をいい、「自己資本比率」とは、自己資本比率基準に係る算式により得られる比率をいう。</Sentence>
                </ParagraphSentence>
              </Paragraph>
              <Paragraph Num="3">
                <ParagraphNum>３</ParagraphNum>
                <ParagraphSentence>
                  <Sentence Num="1" WritingMode="vertical">第一項に規定する「海外営業拠点」とは、銀行法施行規則第二十一条の二第二項又は長期信用銀行法施行規則第二十条の二第二項に規定する海外営業拠点をいい、「海外拠点」とは、信用金庫法施行規則第二十一条の二第三項に規定する海外拠点をいう。</Sentence>
                </ParagraphSentence>
              </Paragraph>
            </Article>
            <Article Num="24">
              <ArticleCaption>（区分経理）</ArticleCaption>
              <ArticleTitle>第二十四条</ArticleTitle>
              <Paragraph Num="1">
                <ParagraphNum/>
                <ParagraphSentence>
                  <Sentence Num="1" WritingMode="vertical">機構は、法第六十四条に規定する特別の勘定（以下「金融再生勘定」という。）において、経理すべき事項がその他の勘定において経理すべき事項と共通の事項であるため、金融再生勘定に係る部分を区別して経理することが困難なときは、当該事項については、内閣総理大臣の承認を受けて定める基準に従って、事業年度の期間中一括して経理し、当該事業年度の末日（金融再生勘定の廃止の日の属する事業年度にあっては、その廃止の日）現在において各勘定に配分することにより経理することができる。</Sentence>
                </ParagraphSentence>
              </Paragraph>
              <Paragraph Num="2">
                <ParagraphNum>２</ParagraphNum>
                <ParagraphSentence>
                  <Sentence Num="1" WritingMode="vertical">機構が法第六十条に規定する業務を行う場合には、預金保険法施行規則（昭和四十六年大蔵省令第二十八号）第三条中「及び危機対応勘定（法第百二十一条第一項に規定する危機対応勘定をいう。以下同じ。）」とあるのは「、危機対応勘定（法第百二十一条第一項に規定する危機対応勘定をいう。以下同じ。）及び金融機能の再生のための緊急措置に関する法律（平成十年法律第百三十二号）第六十四条に規定する特別の勘定（以下「金融再生勘定」という。）」と、同令第六条中「及び危機対応勘定」とあるのは「、危機対応勘定及び金融再生勘定」とする。</Sentence>
                </ParagraphSentence>
              </Paragraph>
            </Article>
            <Article Num="25">
              <ArticleCaption>（利益及び損失の処理）</ArticleCaption>
              <ArticleTitle>第二十五条</ArticleTitle>
              <Paragraph Num="1">
                <ParagraphNum/>
                <ParagraphSentence>
                  <Sentence Num="1" WritingMode="vertical">機構は、金融再生勘定において、毎事業年度の損益計算上利益を生じたときは、積立金として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">機構は、金融再生勘定において、毎事業年度の損益計算上損失を生じたときは、前項の規定による積立金を減額して整理することができる。</Sentence>
                </ParagraphSentence>
              </Paragraph>
            </Article>
            <Article Num="26">
              <ArticleCaption>（借入金の認可の申請）</ArticleCaption>
              <ArticleTitle>第二十六条</ArticleTitle>
              <Paragraph Num="1">
                <ParagraphNum/>
                <ParagraphSentence>
                  <Sentence Num="1" WritingMode="vertical">機構は、法第六十五条第一項の規定により日本銀行、金融機関その他の者からの資金の借入れの認可を受けようとするときは、預金保険法施行規則第十六条第一項各号に掲げる事項及び借入先を記載した申請書を内閣総理大臣に提出しなければならない。</Sentence>
                </ParagraphSentence>
              </Paragraph>
            </Article>
            <Article Num="27">
              <ArticleCaption>（金融機関の申出）</ArticleCaption>
              <ArticleTitle>第二十七条</ArticleTitle>
              <Paragraph Num="1">
                <ParagraphNum/>
                <ParagraphSentence>
                  <Sentence Num="1" WritingMode="vertical">金融機関は、法第六十八条の規定による申出を行おうとするときは、申出書に次に掲げる書類を添付して内閣総理大臣に提出しなければならない。</Sentence>
                </ParagraphSentence>
                <Item Num="1">
                  <ItemTitle>一</ItemTitle>
                  <ItemSentence>
                    <Sentence Num="1" WritingMode="vertical">理由書</Sentence>
                  </ItemSentence>
                </Item>
                <Item Num="2">
                  <ItemTitle>二</ItemTitle>
                  <ItemSentence>
                    <Sentence Num="1" WritingMode="vertical">最終の貸借対照表、損益計算書及び利益金処分計算書（信用金庫、信用金庫連合会、信用協同組合及び信用協同組合連合会にあっては、剰余金処分計算書）又は損失金処理計算書並びに最近の日計表</Sentence>
                  </ItemSentence>
                </Item>
                <Item Num="3">
                  <ItemTitle>三</ItemTitle>
                  <ItemSentence>
                    <Sentence Num="1" WritingMode="vertical">有価証券その他当該金融機関において時価評価が可能な資産の当該申出の日の直前の評価額及び評価損益</Sentence>
                  </ItemSentence>
                </Item>
                <Item Num="4">
                  <ItemTitle>四</ItemTitle>
                  <ItemSentence>
                    <Sentence Num="1" WritingMode="vertical">その他参考となるべき事項を記載した書類</Sentence>
                  </ItemSentence>
                </Item>
              </Paragraph>
            </Article>
            <Article Num="28">
              <ArticleCaption>（経由官庁）</ArticleCaption>
              <ArticleTitle>第二十八条</ArticleTitle>
              <Paragraph Num="1">
                <ParagraphNum/>
                <ParagraphSentence>
                  <Sentence Num="1" WritingMode="vertical">金融機関、機構、金融整理管財人、特別公的管理銀行その他の者は、法、令又はこの規則に基づき法第六条第一項の規定による資産査定等報告書その他の書類を内閣総理大臣に提出するときは、金融庁長官を経由して提出しなければならない。</Sentence>
                </ParagraphSentence>
              </Paragraph>
            </Article>
          </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">この規則は、公布の日から施行する。</Sentence>
                </ParagraphSentence>
              </Paragraph>
            </Article>
            <Article Num="2">
              <ArticleCaption>（資産の査定の公表の実施時期）</ArticleCaption>
              <ArticleTitle>第二条</ArticleTitle>
              <Paragraph Num="1">
                <ParagraphNum/>
                <ParagraphSentence>
                  <Sentence Num="1" WritingMode="vertical">法第七条に規定する公表は、別表に定める銀行にあっては平成十一年三月期決算に係る資産の査定から、その他の銀行にあっては平成十一年九月期中間決算に係る資産の査定から、協同組織金融機関にあっては平成十二年三月期決算に係る資産の査定から、実施するものとする。</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">法附則第四条の規定による廃止前の金融機能の安定化のための緊急措置に関する法律（平成十年法律第五号。以下「旧法」という。）第三条第一項の規定に基づく金融機関等の自己資本充実のための業務の委託に関する協定に係る旧協定銀行（旧法第二条第六項に規定する協定銀行をいう。次条において同じ。）の業務（法附則第四条の規定の施行の際有する取得優先株式等（旧法第三条第二項第三号に規定する取得優先株式等をいう。次条において同じ。）及び取得貸付債権（同項第四号に規定する取得貸付債権をいう。次条において同じ。）に係るものに限る。）及び当該業務に係る機構の業務については、金融機能の安定化のための緊急措置に関する法律施行規則（平成十年大蔵省令第五号。以下「旧施行規則」という。）の規定（第二条、第六条から第八条までの規定を除く。）は、金融機能の安定化のための緊急措置に関する法律施行規則を廃止する省令（平成十年大蔵省令第百二十一号）の施行後も、なおその効力を有する。</Sentence>
                  <Sentence Num="2" WritingMode="vertical">この場合において、旧施行規則第一条中「、「協定」又は「金融危機管理基金」」とあるのは「又は「協定」」と、「、第三条第一項又は第二十八条」とあるのは「又は第三条第一項」と、「、協定又は金融危機管理基金」とあるのは「又は協定」と、旧施行規則第三条第一項中「法第十条に規定する特別の勘定（以下「金融危機管理勘定」という。）」とあるのは「金融機能の再生のための緊急措置に関する法律（平成十年法律第百三十二号）第六十四条に規定する特別の勘定（以下「金融再生勘定」という。）」と、「金融危機管理勘定」とあるのは「金融再生勘定」と、「大蔵大臣」とあるのは「内閣総理大臣」と、旧施行規則第三条第二項中「「貸借対照表勘定」」とあるのは「「及び危機対応勘定（法第百二十一条に規定する危機対応勘定をいう。以下同じ。）」」と、「金融機能の安定化のための緊急措置に関する法律（平成十年法律第五号）第十条に規定する特別の勘定（以下「金融危機管理勘定」という。）に係るもの及びその他の勘定に係るものの別に貸借対照表勘定」とあるのは「、危機対応勘定（法第百二十一条第一項に規定する危機対応勘定をいう。以下同じ。）及び金融機能の再生のための緊急措置に関する法律（平成十年法律第百三十二号）第六十四条に規定する特別の勘定（以下「金融再生勘定」という。）」と、「「収入支出予算は」」とあるのは「「及び危機対応勘定」」と、「収入支出予算は、金融危機管理勘定に係るもの及びその他の勘定に係るものの別に」とあるのは「、危機対応勘定及び金融再生勘定」と、旧施行規則第四条第一項中「金融危機管理勘定」とあるのは「金融再生勘定」と、旧施行規則第四条第二項中「金融危機管理勘定」とあるのは「金融再生勘定」と、「整理し、なお不足があるときは、法第三十条第二項の規定により第六条第一号に定める金額を限り金融危機管理基金を使用して整理するものとする。」とあるのは「整理することができる。」と、旧施行規則第五条中「大蔵大臣」とあるのは「内閣総理大臣」とする。</Sentence>
                </ParagraphSentence>
              </Paragraph>
            </Article>
            <Article Num="4">
              <ArticleTitle>第四条</ArticleTitle>
              <Paragraph Num="1">
                <ParagraphNum/>
                <ParagraphSentence>
                  <Sentence Num="1" WritingMode="vertical">旧法第三条第一項の規定に基づく金融機関等の自己資本充実のための業務の委託に関する協定に係る旧協定銀行の業務（法附則第四条の規定の施行の際有する取得優先株式等及び取得貸付債権に係るものに限る。）及び当該業務に係る機構の業務については、金融機能の安定化のための緊急措置に関する法律第二条に規定する定義に関する省令（平成十年大蔵省令・農林水産省令・労働省令第一号）の規定は、金融機能の安定化のための緊急措置に関する法律第二条に規定する定義に関する省令を廃止する省令（平成十年大蔵省令・農林水産省令・労働省令第二号）の施行後も、なおその効力を有する。</Sentence>
                </ParagraphSentence>
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          <SupplProvision AmendLawNum="平成一一年一〇月二七日金融再生委員会規則第二号">
            <SupplProvisionLabel>附　則</SupplProvisionLabel>
            <Paragraph Num="1">
              <ParagraphNum/>
              <ParagraphSentence>
                <Sentence Num="1" WritingMode="vertical">この規則は、平成十二年四月一日から施行する。</Sentence>
              </ParagraphSentence>
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          </SupplProvision>
          <SupplProvision AmendLawNum="平成一二年六月二三日金融再生委員会規則第二号">
            <SupplProvisionLabel>附　則</SupplProvisionLabel>
            <Paragraph Num="1">
              <ParagraphNum/>
              <ParagraphSentence>
                <Sentence Num="1" WritingMode="vertical">この規則は、平成十二年六月三十日から施行する。</Sentence>
              </ParagraphSentence>
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          </SupplProvision>
          <SupplProvision AmendLawNum="平成一二年一一月八日金融再生委員会規則第五号">
            <SupplProvisionLabel>附　則</SupplProvisionLabel>
            <Paragraph Num="1">
              <ParagraphNum/>
              <ParagraphSentence>
                <Sentence Num="1" WritingMode="vertical">この規則は、内閣法の一部を改正する法律（平成十一年法律第八十八号）の施行の日（平成十三年一月六日）から施行する。</Sentence>
              </ParagraphSentence>
            </Paragraph>
          </SupplProvision>
          <SupplProvision AmendLawNum="平成一三年三月一日内閣府令第一一号">
            <SupplProvisionLabel>附　則</SupplProvisionLabel>
            <Paragraph Num="1">
              <ParagraphNum/>
              <ParagraphSentence>
                <Sentence Num="1" WritingMode="vertical">この府令は、平成十三年四月一日から施行する。</Sentence>
              </ParagraphSentence>
            </Paragraph>
          </SupplProvision>
          <SupplProvision AmendLawNum="平成一六年一二月二八日内閣府令第一〇九号" Extract="true">
            <SupplProvisionLabel>附　則</SupplProvisionLabel>
            <Paragraph Num="1">
              <ParagraphNum>１</ParagraphNum>
              <ParagraphSentence>
                <Sentence Num="1" WritingMode="vertical">この府令は、平成十七年一月一日から施行する。</Sentence>
              </ParagraphSentence>
            </Paragraph>
            <Paragraph Num="3">
              <ParagraphNum>３</ParagraphNum>
              <ParagraphSentence>
                <Sentence Num="1" WritingMode="vertical">この府令による改正前の金融機能の再生のための緊急措置に関する法律施行規則第四条第一項第一号に掲げるものに区分されていた債権は、この府令による改正後の金融機能の再生のための緊急措置に関する法律施行規則第四条第一項第一号に掲げるものとみなす。</Sentence>
              </ParagraphSentence>
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          </SupplProvision>
          <SupplProvision AmendLawNum="平成一七年四月一四日内閣府令第五九号">
            <SupplProvisionLabel>附　則</SupplProvisionLabel>
            <Paragraph Num="1">
              <ParagraphNum/>
              <ParagraphSentence>
                <Sentence Num="1" WritingMode="vertical">この府令は、公布の日から施行する。</Sentence>
              </ParagraphSentence>
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          </SupplProvision>
          <SupplProvision AmendLawNum="平成一八年四月二八日内閣府令第六〇号" Extract="true">
            <SupplProvisionLabel>附　則</SupplProvisionLabel>
            <Article Num="1">
              <ArticleCaption>（施行期日）</ArticleCaption>
              <ArticleTitle>第一条</ArticleTitle>
              <Paragraph Num="1">
                <ParagraphNum/>
                <ParagraphSentence>
                  <Sentence Num="1" WritingMode="vertical">この府令は、会社法の施行の日から施行する。</Sentence>
                </ParagraphSentence>
              </Paragraph>
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          </SupplProvision>
          <SupplProvision AmendLawNum="平成一九年四月一七日内閣府令第三八号" Extract="true">
            <SupplProvisionLabel>附　則</SupplProvisionLabel>
            <Paragraph Num="1">
              <ParagraphNum>１</ParagraphNum>
              <ParagraphSentence>
                <Sentence Num="1" WritingMode="vertical">この府令は、公布の日から施行する。</Sentence>
              </ParagraphSentence>
            </Paragraph>
          </SupplProvision>
          <SupplProvision AmendLawNum="平成一九年八月八日内閣府令第六〇号" Extract="true">
            <SupplProvisionLabel>附　則</SupplProvisionLabel>
            <Article Num="1">
              <ArticleCaption>（施行期日）</ArticleCaption>
              <ArticleTitle>第一条</ArticleTitle>
              <Paragraph Num="1">
                <ParagraphNum/>
                <ParagraphSentence>
                  <Sentence Num="1" WritingMode="vertical">この府令は、証券取引法等の一部を改正する法律（以下「改正法」という。）の施行の日（以下「施行日」という。）から施行する。</Sentence>
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              </Paragraph>
            </Article>
          </SupplProvision>
          <SupplProvision AmendLawNum="平成二〇年九月二四日内閣府令第五六号">
            <SupplProvisionLabel>附　則</SupplProvisionLabel>
            <Paragraph Num="1">
              <ParagraphNum/>
              <ParagraphSentence>
                <Sentence Num="1" WritingMode="vertical">この府令は、平成二十年十月一日から施行する。</Sentence>
              </ParagraphSentence>
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          </SupplProvision>
          <SupplProvision AmendLawNum="令和元年六月二四日内閣府令第一四号">
            <SupplProvisionLabel>附　則</SupplProvisionLabel>
            <Paragraph Num="1">
              <ParagraphNum/>
              <ParagraphSentence>
                <Sentence Num="1" WritingMode="vertical">この府令は、不正競争防止法等の一部を改正する法律の施行の日（令和元年七月一日）から施行する。</Sentence>
              </ParagraphSentence>
            </Paragraph>
          </SupplProvision>
          <SupplProvision AmendLawNum="令和八年二月二七日内閣府令第七号">
            <SupplProvisionLabel>附　則</SupplProvisionLabel>
            <Paragraph Num="1">
              <ParagraphNum/>
              <ParagraphSentence>
                <Sentence Num="1" WritingMode="vertical">この府令は、公布の日の翌日から施行する。</Sentence>
              </ParagraphSentence>
            </Paragraph>
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          <AppdxTable>
            <AppdxTableTitle WritingMode="vertical">別表</AppdxTableTitle>
            <Item Num="1">
              <ItemTitle/>
              <ItemSentence>
                <Sentence Num="1" WritingMode="vertical">株式会社あさひ銀行</Sentence>
              </ItemSentence>
            </Item>
            <Item Num="2">
              <ItemTitle/>
              <ItemSentence>
                <Sentence Num="1" WritingMode="vertical">株式会社さくら銀行</Sentence>
              </ItemSentence>
            </Item>
            <Item Num="3">
              <ItemTitle/>
              <ItemSentence>
                <Sentence Num="1" WritingMode="vertical">株式会社第一勧業銀行</Sentence>
              </ItemSentence>
            </Item>
            <Item Num="4">
              <ItemTitle/>
              <ItemSentence>
                <Sentence Num="1" WritingMode="vertical">株式会社東京三菱銀行</Sentence>
              </ItemSentence>
            </Item>
            <Item Num="5">
              <ItemTitle/>
              <ItemSentence>
                <Sentence Num="1" WritingMode="vertical">株式会社富士銀行</Sentence>
              </ItemSentence>
            </Item>
            <Item Num="6">
              <ItemTitle/>
              <ItemSentence>
                <Sentence Num="1" WritingMode="vertical">株式会社東海銀行</Sentence>
              </ItemSentence>
            </Item>
            <Item Num="7">
              <ItemTitle/>
              <ItemSentence>
                <Sentence Num="1" WritingMode="vertical">株式会社三和銀行</Sentence>
              </ItemSentence>
            </Item>
            <Item Num="8">
              <ItemTitle/>
              <ItemSentence>
                <Sentence Num="1" WritingMode="vertical">株式会社住友銀行</Sentence>
              </ItemSentence>
            </Item>
            <Item Num="9">
              <ItemTitle/>
              <ItemSentence>
                <Sentence Num="1" WritingMode="vertical">株式会社大和銀行</Sentence>
              </ItemSentence>
            </Item>
            <Item Num="10">
              <ItemTitle/>
              <ItemSentence>
                <Sentence Num="1" WritingMode="vertical">中央信託銀行株式会社</Sentence>
              </ItemSentence>
            </Item>
            <Item Num="11">
              <ItemTitle/>
              <ItemSentence>
                <Sentence Num="1" WritingMode="vertical">東洋信託銀行株式会社</Sentence>
              </ItemSentence>
            </Item>
            <Item Num="12">
              <ItemTitle/>
              <ItemSentence>
                <Sentence Num="1" WritingMode="vertical">日本信託銀行株式会社</Sentence>
              </ItemSentence>
            </Item>
            <Item Num="13">
              <ItemTitle/>
              <ItemSentence>
                <Sentence Num="1" WritingMode="vertical">三井信託銀行株式会社</Sentence>
              </ItemSentence>
            </Item>
            <Item Num="14">
              <ItemTitle/>
              <ItemSentence>
                <Sentence Num="1" WritingMode="vertical">三菱信託銀行株式会社</Sentence>
              </ItemSentence>
            </Item>
            <Item Num="15">
              <ItemTitle/>
              <ItemSentence>
                <Sentence Num="1" WritingMode="vertical">安田信託銀行株式会社</Sentence>
              </ItemSentence>
            </Item>
            <Item Num="16">
              <ItemTitle/>
              <ItemSentence>
                <Sentence Num="1" WritingMode="vertical">住友信託銀行株式会社</Sentence>
              </ItemSentence>
            </Item>
            <Item Num="17">
              <ItemTitle/>
              <ItemSentence>
                <Sentence Num="1" WritingMode="vertical">株式会社日本興業銀行</Sentence>
              </ItemSentence>
            </Item>
            <Item Num="18">
              <ItemTitle/>
              <ItemSentence>
                <Sentence Num="1" WritingMode="vertical">株式会社日本債券信用銀行</Sentence>
              </ItemSentence>
            </Item>
            <Item Num="19">
              <ItemTitle/>
              <ItemSentence>
                <Sentence Num="1" WritingMode="vertical">株式会社日本長期信用銀行</Sentence>
              </ItemSentence>
            </Item>
          </AppdxTable>
          <AppdxStyle>
            <AppdxStyleTitle WritingMode="vertical">別紙様式第１号</AppdxStyleTitle>
            <RelatedArticleNum>（法第６条第１項）</RelatedArticleNum>
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              <Style>
                <Fig src="./pict/2FH00000082475.pdf"/>
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          </AppdxStyle>
          <AppdxStyle>
            <AppdxStyleTitle WritingMode="vertical">別紙様式第２号</AppdxStyleTitle>
            <RelatedArticleNum>（法第６条第１項）</RelatedArticleNum>
            <StyleStruct>
              <Style>
                <Fig src="./pict/2FH00000082476.pdf"/>
              </Style>
            </StyleStruct>
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</ImageData>
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