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413M60000040056
平成十三年財務省令第五十六号
額面株式の株券の無効手続に伴い作成する株券に係る印紙税の非課税に関する省令
商法等の一部を改正する等の法律の施行に伴う関係法律の整備に関する法律(平成十三年法律第八十号)第四十八条第二項の規定に基づき、額面株式の株券の無効手続に伴い作成する株券に係る印紙税の非課税に関する省令を次のように定める。
1
商法等の一部を改正する等の法律の施行に伴う関係法律の整備に関する法律(平成十三年法律第八十号。以下「法」という。)第四十八条第二項の規定による届出は、次に掲げる事項を記載した書面により行うものとする。
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一
届出者の名称、本店又は主たる事務所の所在地及び法人番号(行政手続における特定の個人を識別するための番号の利用等に関する法律(平成二十五年法律第二十七号)第二条第十五項に規定する法人番号をいう。)
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二
届出者の代表者の氏名
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三
商法等の一部を改正する等の法律(平成十三年法律第七十九号。以下「商法等改正法」という。)附則第二十条第一項に規定する額面株式の株券の無効及び新株券の発行に係る取締役会の決議(会社法(平成十七年法律第八十六号)第二条第十二号に規定する指名委員会等設置会社における執行役の決定を含む。)の年月日
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四
額面株式の総数
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五
額面株式の株券を会社に提出すべき期間
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六
その他参考となるべき事項
2
法第四十八条第二項に規定する財務省令で定める表示は、当該株券にされた別表の書式とする。
附 則
この省令は、商法等改正法の施行の日(平成十三年十月一日)から施行する。
附 則
この省令は、平成十五年四月一日から施行する。
附 則
この省令は、会社法(平成十七年法律第八十六号)の施行の日から施行する。
附 則
この省令は、公布の日から施行する。
附 則
1
この省令は、行政手続における特定の個人を識別するための番号の利用等に関する法律(平成二十五年法律第二十七号)附則第一条第四号に掲げる規定の施行の日から施行する。
2
改正後の額面株式の株券の無効手続に伴い作成する株券に係る印紙税の非課税に関する省令第一項の規定は、この省令の施行の日以後に提出する同項の書面について適用し、同日前に提出した改正前の額面株式の株券の無効手続に伴い作成する株券に係る印紙税の非課税に関する省令第一項の書面については、なお従前の例による。
附 則
この省令は、平成二十七年五月一日から施行する。
別表
第一号
第二号
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