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    <LawId>412M50000400099</LawId>
    <LawNum/>
    <LawFullText>
      <Law Era="Heisei" Lang="ja" LawType="MinisterialOrdinance" Num="099" Year="12" PromulgateMonth="04" PromulgateDay="19">
        <LawNum>平成十二年通商産業省令第九十九号</LawNum>
        <LawBody>
          <LawTitle Kana="さんぎょうぎじゅつりょくきょうかほうしこうきそく" Abbrev="" AbbrevKana="">産業技術力強化法施行規則</LawTitle>
          <EnactStatement>産業技術力強化法（平成十二年法律第四十四号）を実施するため、産業技術力強化法施行規則を次のように定める。</EnactStatement>
          <MainProvision>
            <Article Num="1">
              <ArticleCaption>（経済産業省令で定める密接な関係）</ArticleCaption>
              <ArticleTitle>第一条</ArticleTitle>
              <Paragraph Num="1">
                <ParagraphNum/>
                <ParagraphSentence>
                  <Sentence>産業技術力強化法施行令（平成十二年政令第二百六号。以下「令」という。）第一条の二第二号ホ及びヘ、同条第三号ホ及びヘ、同条第四号ホ及びヘ並びに同条第五号ホ及びヘに規定する経済産業省令で定める密接な関係は、次のとおりとする。</Sentence>
                </ParagraphSentence>
                <Item Num="1">
                  <ItemTitle>一</ItemTitle>
                  <ItemSentence>
                    <Sentence>令第一条の二第二号ホに規定する経済産業省令で定める密接な関係にあっては、次のいずれかに該当する関係</Sentence>
                  </ItemSentence>
                  <Subitem1 Num="1">
                    <Subitem1Title>イ</Subitem1Title>
                    <Subitem1Sentence>
                      <Sentence>その特許発明又は発明が、当該大学等研究者（産業技術力強化法（以下「法」という。）第十七条第一項第一号に規定する大学等研究者をいう。以下同じ。）がした職務発明に係る特許出願の願書に最初に添付した明細書において特許法（昭和三十四年法律第百二十一号）第三十六条第四項第二号の規定により記載すべきものとされる文献公知発明（特許法第二十九条第一項第三号に掲げる発明をいう。以下この条において同じ。）として開示されている関係</Sentence>
                    </Subitem1Sentence>
                  </Subitem1>
                  <Subitem1 Num="2">
                    <Subitem1Title>ロ</Subitem1Title>
                    <Subitem1Sentence>
                      <Sentence>その特許発明又は発明が、その特許出願の願書に最初に添付した明細書において文献公知発明として当該大学等研究者がした職務発明を開示している関係</Sentence>
                    </Subitem1Sentence>
                  </Subitem1>
                  <Subitem1 Num="3">
                    <Subitem1Title>ハ</Subitem1Title>
                    <Subitem1Sentence>
                      <Sentence>その特許発明又は発明が、大学等（法第十七条第一項第二号に規定する大学等をいう。以下同じ。）が当該大学等以外の者と共同して行った試験研究（契約又は協定に基づいて行われたものに限る。以下同じ。）又は大学等が当該大学等以外の者に委託した試験研究の成果に係るものである関係</Sentence>
                    </Subitem1Sentence>
                  </Subitem1>
                </Item>
                <Item Num="2">
                  <ItemTitle>二</ItemTitle>
                  <ItemSentence>
                    <Sentence>令第一条の二第二号ヘに規定する経済産業省令で定める密接な関係にあっては、次のいずれかに該当する関係</Sentence>
                  </ItemSentence>
                  <Subitem1 Num="1">
                    <Subitem1Title>イ</Subitem1Title>
                    <Subitem1Sentence>
                      <Sentence>その特許発明又は発明が、当該大学等研究者、試験研究独立行政法人研究者（法第十七条第一項第三号に規定する試験研究独立行政法人（以下「試験研究独立行政法人」という。）の役員又はその職員のうち専ら研究に従事する者をいう。以下同じ。）、公設試験研究機関研究者（法第十七条第一項第四号に規定する公設試験研究機関（以下「公設試験研究機関」という。）の長又はその職員のうち専ら研究に従事する者をいう。以下同じ。）又は試験研究地方独立行政法人研究者（法第十七条第一項第五号に規定する試験研究地方独立行政法人（以下「試験研究地方独立行政法人」という。）の役員又はその職員のうち専ら研究に従事する者をいう。以下同じ。）がした職務発明に係る特許出願の願書に最初に添付した明細書において文献公知発明として開示されている関係</Sentence>
                    </Subitem1Sentence>
                  </Subitem1>
                  <Subitem1 Num="2">
                    <Subitem1Title>ロ</Subitem1Title>
                    <Subitem1Sentence>
                      <Sentence>その特許発明又は発明が、その特許出願の願書に最初に添付した明細書において文献公知発明として当該大学等研究者、試験研究独立行政法人研究者、公設試験研究機関研究者又は試験研究地方独立行政法人研究者がした職務発明を開示している関係</Sentence>
                    </Subitem1Sentence>
                  </Subitem1>
                </Item>
                <Item Num="3">
                  <ItemTitle>三</ItemTitle>
                  <ItemSentence>
                    <Sentence>令第一条の二第三号ホに規定する経済産業省令で定める密接な関係にあっては、次のいずれかに該当する関係</Sentence>
                  </ItemSentence>
                  <Subitem1 Num="1">
                    <Subitem1Title>イ</Subitem1Title>
                    <Subitem1Sentence>
                      <Sentence>その特許発明又は発明が、当該試験研究独立行政法人研究者がした職務発明に係る特許出願の願書に最初に添付した明細書において文献公知発明として開示されている関係</Sentence>
                    </Subitem1Sentence>
                  </Subitem1>
                  <Subitem1 Num="2">
                    <Subitem1Title>ロ</Subitem1Title>
                    <Subitem1Sentence>
                      <Sentence>その特許発明又は発明が、その特許出願の願書に最初に添付した明細書において文献公知発明として当該試験研究独立行政法人研究者がした職務発明を開示している関係</Sentence>
                    </Subitem1Sentence>
                  </Subitem1>
                  <Subitem1 Num="3">
                    <Subitem1Title>ハ</Subitem1Title>
                    <Subitem1Sentence>
                      <Sentence>その特許発明又は発明が、試験研究独立行政法人が当該試験研究独立行政法人以外の者と共同して行った試験研究又は試験研究独立行政法人が当該試験研究独立行政法人以外の者に委託した試験研究の成果に係るものである関係</Sentence>
                    </Subitem1Sentence>
                  </Subitem1>
                </Item>
                <Item Num="4">
                  <ItemTitle>四</ItemTitle>
                  <ItemSentence>
                    <Sentence>令第一条の二第三号ヘに規定する経済産業省令で定める密接な関係にあっては、次のいずれかに該当する関係</Sentence>
                  </ItemSentence>
                  <Subitem1 Num="1">
                    <Subitem1Title>イ</Subitem1Title>
                    <Subitem1Sentence>
                      <Sentence>その特許発明又は発明が、当該試験研究独立行政法人研究者、大学等研究者、公設試験研究機関研究者又は試験研究地方独立行政法人研究者がした職務発明に係る特許出願の願書に最初に添付した明細書において文献公知発明として開示されている関係</Sentence>
                    </Subitem1Sentence>
                  </Subitem1>
                  <Subitem1 Num="2">
                    <Subitem1Title>ロ</Subitem1Title>
                    <Subitem1Sentence>
                      <Sentence>その特許発明又は発明が、その特許出願の願書に最初に添付した明細書において文献公知発明として当該試験研究独立行政法人研究者、大学等研究者、公設試験研究機関研究者又は試験研究地方独立行政法人研究者がした職務発明を開示している関係</Sentence>
                    </Subitem1Sentence>
                  </Subitem1>
                </Item>
                <Item Num="5">
                  <ItemTitle>五</ItemTitle>
                  <ItemSentence>
                    <Sentence>令第一条の二第四号ホに規定する経済産業省令で定める密接な関係にあっては、次のいずれかに該当する関係</Sentence>
                  </ItemSentence>
                  <Subitem1 Num="1">
                    <Subitem1Title>イ</Subitem1Title>
                    <Subitem1Sentence>
                      <Sentence>その特許発明又は発明が、当該公設試験研究機関研究者がした職務発明に係る特許出願の願書に最初に添付した明細書において文献公知発明として開示されている関係</Sentence>
                    </Subitem1Sentence>
                  </Subitem1>
                  <Subitem1 Num="2">
                    <Subitem1Title>ロ</Subitem1Title>
                    <Subitem1Sentence>
                      <Sentence>その特許発明又は発明が、その特許出願の願書に最初に添付した明細書において文献公知発明として当該公設試験研究機関研究者がした職務発明を開示している関係</Sentence>
                    </Subitem1Sentence>
                  </Subitem1>
                  <Subitem1 Num="3">
                    <Subitem1Title>ハ</Subitem1Title>
                    <Subitem1Sentence>
                      <Sentence>その特許発明又は発明が、公設試験研究機関が当該公設試験研究機関以外の者と共同して行った試験研究又は公設試験研究機関が当該公設試験研究機関以外の者に委託した試験研究の成果に係るものである関係</Sentence>
                    </Subitem1Sentence>
                  </Subitem1>
                </Item>
                <Item Num="6">
                  <ItemTitle>六</ItemTitle>
                  <ItemSentence>
                    <Sentence>令第一条の二第四号ヘに規定する経済産業省令で定める密接な関係にあっては、次のいずれかに該当する関係</Sentence>
                  </ItemSentence>
                  <Subitem1 Num="1">
                    <Subitem1Title>イ</Subitem1Title>
                    <Subitem1Sentence>
                      <Sentence>その特許発明又は発明が、当該公設試験研究機関研究者、大学等研究者、試験研究独立行政法人研究者又は試験研究地方独立行政法人研究者がした職務発明に係る特許出願の願書に最初に添付した明細書において文献公知発明として開示されている関係</Sentence>
                    </Subitem1Sentence>
                  </Subitem1>
                  <Subitem1 Num="2">
                    <Subitem1Title>ロ</Subitem1Title>
                    <Subitem1Sentence>
                      <Sentence>その特許発明又は発明が、その特許出願の願書に最初に添付した明細書において文献公知発明として当該公設試験研究機関研究者、大学等研究者、試験研究独立行政法人研究者又は試験研究地方独立行政法人研究者がした職務発明を開示している関係</Sentence>
                    </Subitem1Sentence>
                  </Subitem1>
                </Item>
                <Item Num="7">
                  <ItemTitle>七</ItemTitle>
                  <ItemSentence>
                    <Sentence>令第一条の二第五号ホに規定する経済産業省令で定める密接な関係にあっては、次のいずれかに該当する関係</Sentence>
                  </ItemSentence>
                  <Subitem1 Num="1">
                    <Subitem1Title>イ</Subitem1Title>
                    <Subitem1Sentence>
                      <Sentence>その特許発明又は発明が、当該試験研究地方独立行政法人研究者がした職務発明に係る特許出願の願書に最初に添付した明細書において文献公知発明として開示されている関係</Sentence>
                    </Subitem1Sentence>
                  </Subitem1>
                  <Subitem1 Num="2">
                    <Subitem1Title>ロ</Subitem1Title>
                    <Subitem1Sentence>
                      <Sentence>その特許発明又は発明が、その特許出願の願書に最初に添付した明細書において文献公知発明として当該試験研究地方独立行政法人研究者がした職務発明を開示している関係</Sentence>
                    </Subitem1Sentence>
                  </Subitem1>
                  <Subitem1 Num="3">
                    <Subitem1Title>ハ</Subitem1Title>
                    <Subitem1Sentence>
                      <Sentence>その特許発明又は発明が、試験研究地方独立行政法人が当該試験研究地方独立行政法人以外の者と共同して行った試験研究又は試験研究地方独立行政法人が当該試験研究地方独立行政法人以外の者に委託した試験研究の成果に係るものである関係</Sentence>
                    </Subitem1Sentence>
                  </Subitem1>
                </Item>
                <Item Num="8">
                  <ItemTitle>八</ItemTitle>
                  <ItemSentence>
                    <Sentence>令第一条の二第五号ヘに規定する経済産業省令で定める密接な関係にあっては、次のいずれかに該当する関係</Sentence>
                  </ItemSentence>
                  <Subitem1 Num="1">
                    <Subitem1Title>イ</Subitem1Title>
                    <Subitem1Sentence>
                      <Sentence>その特許発明又は発明が、当該試験研究地方独立行政法人研究者、大学等研究者、試験研究独立行政法人研究者又は公設試験研究機関研究者がした職務発明に係る特許出願の願書に最初に添付した明細書において文献公知発明として開示されている関係</Sentence>
                    </Subitem1Sentence>
                  </Subitem1>
                  <Subitem1 Num="2">
                    <Subitem1Title>ロ</Subitem1Title>
                    <Subitem1Sentence>
                      <Sentence>その特許発明又は発明が、その特許出願の願書に最初に添付した明細書において文献公知発明として当該試験研究地方独立行政法人研究者、大学等研究者、試験研究独立行政法人研究者又は公設試験研究機関研究者がした職務発明を開示している関係</Sentence>
                    </Subitem1Sentence>
                  </Subitem1>
                </Item>
              </Paragraph>
            </Article>
            <Article Num="1_2">
              <ArticleCaption>（添付書面）</ArticleCaption>
              <ArticleTitle>第一条の二</ArticleTitle>
              <Paragraph Num="1">
                <ParagraphNum/>
                <ParagraphSentence>
                  <Sentence>令第一条の三第二項又は令第四条第二項の規定により令第一条の三第一項又は令第四条第一項の申請書（以下単に「申請書」という。）に添付すべき書面は、次の各号に掲げる場合に応じ、当該各号に掲げる書面とする。</Sentence>
                </ParagraphSentence>
                <Item Num="1">
                  <ItemTitle>一</ItemTitle>
                  <ItemSentence>
                    <Column Num="1">
                      <Sentence>令第一条の二第一号に規定する者が申請書を提出する場合</Sentence>
                    </Column>
                    <Column Num="2">
                      <Sentence>その申請に係る特許発明又は発明が職務発明であることを証する書面</Sentence>
                    </Column>
                  </ItemSentence>
                </Item>
                <Item Num="2">
                  <ItemTitle>二</ItemTitle>
                  <ItemSentence>
                    <Column Num="1">
                      <Sentence>令第一条の二第二号イに規定する者が申請書を提出する場合</Sentence>
                    </Column>
                    <Column Num="2">
                      <Sentence>その申請に係る特許発明又は発明が当該大学等研究者がした職務発明であることを証する書面</Sentence>
                    </Column>
                  </ItemSentence>
                </Item>
                <Item Num="3">
                  <ItemTitle>三</ItemTitle>
                  <ItemSentence>
                    <Column Num="1">
                      <Sentence>令第一条の二第二号ロに規定する者が申請書を提出する場合</Sentence>
                    </Column>
                    <Column Num="2">
                      <Sentence>次に掲げる書面</Sentence>
                    </Column>
                  </ItemSentence>
                  <Subitem1 Num="1">
                    <Subitem1Title>イ</Subitem1Title>
                    <Subitem1Sentence>
                      <Sentence>その申請に係る特許発明又は発明が当該大学等研究者、試験研究独立行政法人研究者、公設試験研究機関研究者又は試験研究地方独立行政法人研究者がした職務発明であることを証する書面</Sentence>
                    </Subitem1Sentence>
                  </Subitem1>
                  <Subitem1 Num="2">
                    <Subitem1Title>ロ</Subitem1Title>
                    <Subitem1Sentence>
                      <Sentence>当該大学等研究者、試験研究独立行政法人研究者、公設試験研究機関研究者又は試験研究地方独立行政法人研究者が当該大学等に転職し、大学等研究者として現在所属することを証する書面</Sentence>
                    </Subitem1Sentence>
                  </Subitem1>
                </Item>
                <Item Num="4">
                  <ItemTitle>四</ItemTitle>
                  <ItemSentence>
                    <Column Num="1">
                      <Sentence>令第一条の二第二号ハに規定する者が申請書を提出する場合</Sentence>
                    </Column>
                    <Column Num="2">
                      <Sentence>その申請に係る特許発明又は発明が当該大学等研究者と当該者以外の者との共同で行われたものであること及び当該特許発明又は発明が当該大学等研究者について職務発明であることを証する書面</Sentence>
                    </Column>
                  </ItemSentence>
                </Item>
                <Item Num="5">
                  <ItemTitle>五</ItemTitle>
                  <ItemSentence>
                    <Column Num="1">
                      <Sentence>令第一条の二第二号ニに規定する者が申請書を提出する場合</Sentence>
                    </Column>
                    <Column Num="2">
                      <Sentence>次に掲げる書面</Sentence>
                    </Column>
                  </ItemSentence>
                  <Subitem1 Num="1">
                    <Subitem1Title>イ</Subitem1Title>
                    <Subitem1Sentence>
                      <Sentence>その申請に係る特許発明又は発明が当該大学等研究者、試験研究独立行政法人研究者、公設試験研究機関研究者又は試験研究地方独立行政法人研究者と当該者以外の者との共同で行われたものであること及び当該特許発明又は発明が当該大学等研究者、試験研究独立行政法人研究者、公設試験研究機関研究者又は試験研究地方独立行政法人研究者について職務発明であることを証する書面</Sentence>
                    </Subitem1Sentence>
                  </Subitem1>
                  <Subitem1 Num="2">
                    <Subitem1Title>ロ</Subitem1Title>
                    <Subitem1Sentence>
                      <Sentence>当該大学等研究者、試験研究独立行政法人研究者、公設試験研究機関研究者又は試験研究地方独立行政法人研究者が当該大学等に転職し、大学等研究者として現在所属することを証する書面</Sentence>
                    </Subitem1Sentence>
                  </Subitem1>
                </Item>
                <Item Num="6">
                  <ItemTitle>六</ItemTitle>
                  <ItemSentence>
                    <Column Num="1">
                      <Sentence>令第一条の二第二号ホに規定する者が申請書を提出する場合</Sentence>
                    </Column>
                    <Column Num="2">
                      <Sentence>その申請に係る特許発明又は発明が当該大学等研究者がした職務発明との間に第一条第一号に定める密接な関係があることを証する書面</Sentence>
                    </Column>
                  </ItemSentence>
                </Item>
                <Item Num="7">
                  <ItemTitle>七</ItemTitle>
                  <ItemSentence>
                    <Column Num="1">
                      <Sentence>令第一条の二第二号ヘに規定する者が申請書を提出する場合</Sentence>
                    </Column>
                    <Column Num="2">
                      <Sentence>次に掲げる書面</Sentence>
                    </Column>
                  </ItemSentence>
                  <Subitem1 Num="1">
                    <Subitem1Title>イ</Subitem1Title>
                    <Subitem1Sentence>
                      <Sentence>その申請に係る特許発明又は発明が当該大学等研究者、試験研究独立行政法人研究者、公設試験研究機関研究者又は試験研究地方独立行政法人研究者がした職務発明との間に第一条第二号に定める密接な関係があることを証する書面</Sentence>
                    </Subitem1Sentence>
                  </Subitem1>
                  <Subitem1 Num="2">
                    <Subitem1Title>ロ</Subitem1Title>
                    <Subitem1Sentence>
                      <Sentence>当該大学等研究者、試験研究独立行政法人研究者、公設試験研究機関研究者又は試験研究地方独立行政法人研究者が当該大学等に転職し、大学等研究者として現在所属することを証する書面</Sentence>
                    </Subitem1Sentence>
                  </Subitem1>
                </Item>
                <Item Num="8">
                  <ItemTitle>八</ItemTitle>
                  <ItemSentence>
                    <Column Num="1">
                      <Sentence>令第一条の二第三号イに規定する者が申請書を提出する場合</Sentence>
                    </Column>
                    <Column Num="2">
                      <Sentence>その申請に係る特許発明又は発明が当該試験研究独立行政法人研究者がした職務発明であることを証する書面</Sentence>
                    </Column>
                  </ItemSentence>
                </Item>
                <Item Num="9">
                  <ItemTitle>九</ItemTitle>
                  <ItemSentence>
                    <Column Num="1">
                      <Sentence>令第一条の二第三号ロに規定する者が申請書を提出する場合</Sentence>
                    </Column>
                    <Column Num="2">
                      <Sentence>次に掲げる書面</Sentence>
                    </Column>
                  </ItemSentence>
                  <Subitem1 Num="1">
                    <Subitem1Title>イ</Subitem1Title>
                    <Subitem1Sentence>
                      <Sentence>その申請に係る特許発明又は発明が当該試験研究独立行政法人研究者、大学等研究者、公設試験研究機関研究者又は試験研究地方独立行政法人研究者がした職務発明であることを証する書面</Sentence>
                    </Subitem1Sentence>
                  </Subitem1>
                  <Subitem1 Num="2">
                    <Subitem1Title>ロ</Subitem1Title>
                    <Subitem1Sentence>
                      <Sentence>当該試験研究独立行政法人研究者、大学等研究者、公設試験研究機関研究者又は試験研究地方独立行政法人研究者が当該試験研究独立行政法人に転職し、試験研究独立行政法人研究者として現在所属することを証する書面</Sentence>
                    </Subitem1Sentence>
                  </Subitem1>
                </Item>
                <Item Num="10">
                  <ItemTitle>十</ItemTitle>
                  <ItemSentence>
                    <Column Num="1">
                      <Sentence>令第一条の二第三号ハに規定する者が申請書を提出する場合</Sentence>
                    </Column>
                    <Column Num="2">
                      <Sentence>その申請に係る特許発明又は発明が当該試験研究独立行政法人研究者と当該者以外の者との共同で行われたものであること及び当該特許発明又は発明が当該試験研究独立行政法人研究者について職務発明であることを証する書面</Sentence>
                    </Column>
                  </ItemSentence>
                </Item>
                <Item Num="11">
                  <ItemTitle>十一</ItemTitle>
                  <ItemSentence>
                    <Column Num="1">
                      <Sentence>令第一条の二第三号ニに規定する者が申請書を提出する場合</Sentence>
                    </Column>
                    <Column Num="2">
                      <Sentence>次に掲げる書面</Sentence>
                    </Column>
                  </ItemSentence>
                  <Subitem1 Num="1">
                    <Subitem1Title>イ</Subitem1Title>
                    <Subitem1Sentence>
                      <Sentence>その申請に係る特許発明又は発明が当該試験研究独立行政法人研究者、大学等研究者、公設試験研究機関研究者又は試験研究地方独立行政法人研究者と当該者以外の者との共同で行われたものであること及び当該特許発明又は発明が当該試験研究独立行政法人研究者、大学等研究者、公設試験研究機関研究者又は試験研究地方独立行政法人研究者について職務発明であることを証する書面</Sentence>
                    </Subitem1Sentence>
                  </Subitem1>
                  <Subitem1 Num="2">
                    <Subitem1Title>ロ</Subitem1Title>
                    <Subitem1Sentence>
                      <Sentence>当該試験研究独立行政法人研究者、大学等研究者、公設試験研究機関研究者又は試験研究地方独立行政法人研究者が当該試験研究独立行政法人に転職し、試験研究独立行政法人研究者として現在所属することを証する書面</Sentence>
                    </Subitem1Sentence>
                  </Subitem1>
                </Item>
                <Item Num="12">
                  <ItemTitle>十二</ItemTitle>
                  <ItemSentence>
                    <Column Num="1">
                      <Sentence>令第一条の二第三号ホに規定する者が申請書を提出する場合</Sentence>
                    </Column>
                    <Column Num="2">
                      <Sentence>その申請に係る特許発明又は発明が当該試験研究独立行政法人研究者がした職務発明との間に第一条第三号に定める密接な関係があることを証する書面</Sentence>
                    </Column>
                  </ItemSentence>
                </Item>
                <Item Num="13">
                  <ItemTitle>十三</ItemTitle>
                  <ItemSentence>
                    <Column Num="1">
                      <Sentence>令第一条の二第三号ヘに規定する者が申請書を提出する場合</Sentence>
                    </Column>
                    <Column Num="2">
                      <Sentence>次に掲げる書面</Sentence>
                    </Column>
                  </ItemSentence>
                  <Subitem1 Num="1">
                    <Subitem1Title>イ</Subitem1Title>
                    <Subitem1Sentence>
                      <Sentence>その申請に係る特許発明又は発明が当該試験研究独立行政法人研究者、大学等研究者、公設試験研究機関研究者又は試験研究地方独立行政法人研究者がした職務発明との間に第一条第四号に定める密接な関係があることを証する書面</Sentence>
                    </Subitem1Sentence>
                  </Subitem1>
                  <Subitem1 Num="2">
                    <Subitem1Title>ロ</Subitem1Title>
                    <Subitem1Sentence>
                      <Sentence>当該試験研究独立行政法人研究者、大学等研究者、公設試験研究機関研究者又は試験研究地方独立行政法人研究者が当該試験研究独立行政法人に転職し、試験研究独立行政法人研究者として現在所属することを証する書面</Sentence>
                    </Subitem1Sentence>
                  </Subitem1>
                </Item>
                <Item Num="14">
                  <ItemTitle>十四</ItemTitle>
                  <ItemSentence>
                    <Column Num="1">
                      <Sentence>令第一条の二第四号イに規定する者が申請書を提出する場合</Sentence>
                    </Column>
                    <Column Num="2">
                      <Sentence>その申請に係る特許発明又は発明が当該公設試験研究機関研究者がした職務発明であることを証する書面</Sentence>
                    </Column>
                  </ItemSentence>
                </Item>
                <Item Num="15">
                  <ItemTitle>十五</ItemTitle>
                  <ItemSentence>
                    <Column Num="1">
                      <Sentence>令第一条の二第四号ロに規定する者が申請書を提出する場合</Sentence>
                    </Column>
                    <Column Num="2">
                      <Sentence>次に掲げる書面</Sentence>
                    </Column>
                  </ItemSentence>
                  <Subitem1 Num="1">
                    <Subitem1Title>イ</Subitem1Title>
                    <Subitem1Sentence>
                      <Sentence>その申請に係る特許発明又は発明が当該公設試験研究機関研究者、大学等研究者、試験研究独立行政法人研究者又は試験研究地方独立行政法人研究者がした職務発明であることを証する書面</Sentence>
                    </Subitem1Sentence>
                  </Subitem1>
                  <Subitem1 Num="2">
                    <Subitem1Title>ロ</Subitem1Title>
                    <Subitem1Sentence>
                      <Sentence>当該公設試験研究機関研究者、大学等研究者、試験研究独立行政法人研究者又は試験研究地方独立行政法人研究者が当該公設試験研究機関に転職し、公設試験研究機関研究者として現在所属することを証する書面</Sentence>
                    </Subitem1Sentence>
                  </Subitem1>
                </Item>
                <Item Num="16">
                  <ItemTitle>十六</ItemTitle>
                  <ItemSentence>
                    <Column Num="1">
                      <Sentence>令第一条の二第四号ハに規定する者が申請書を提出する場合</Sentence>
                    </Column>
                    <Column Num="2">
                      <Sentence>その申請に係る特許発明又は発明が当該公設試験研究機関研究者と当該者以外の者との共同で行われたものであること及び当該特許発明又は発明が当該公設試験研究機関研究者について職務発明であることを証する書面</Sentence>
                    </Column>
                  </ItemSentence>
                </Item>
                <Item Num="17">
                  <ItemTitle>十七</ItemTitle>
                  <ItemSentence>
                    <Column Num="1">
                      <Sentence>令第一条の二第四号ニに規定する者が申請書を提出する場合</Sentence>
                    </Column>
                    <Column Num="2">
                      <Sentence>次に掲げる書面</Sentence>
                    </Column>
                  </ItemSentence>
                  <Subitem1 Num="1">
                    <Subitem1Title>イ</Subitem1Title>
                    <Subitem1Sentence>
                      <Sentence>その申請に係る特許発明又は発明が当該公設試験研究機関研究者、大学等研究者、試験研究独立行政法人研究者又は試験研究地方独立行政法人研究者と当該者以外の者との共同で行われたものであること及び当該特許発明又は発明が当該公設試験研究機関研究者、大学等研究者、試験研究独立行政法人研究者又は試験研究地方独立行政法人研究者について職務発明であることを証する書面</Sentence>
                    </Subitem1Sentence>
                  </Subitem1>
                  <Subitem1 Num="2">
                    <Subitem1Title>ロ</Subitem1Title>
                    <Subitem1Sentence>
                      <Sentence>当該公設試験研究機関研究者、大学等研究者、試験研究独立行政法人研究者又は試験研究地方独立行政法人研究者が当該公設試験研究機関に転職し、公設試験研究機関研究者として現在所属することを証する書面</Sentence>
                    </Subitem1Sentence>
                  </Subitem1>
                </Item>
                <Item Num="18">
                  <ItemTitle>十八</ItemTitle>
                  <ItemSentence>
                    <Column Num="1">
                      <Sentence>令第一条の二第四号ホに規定する者が申請書を提出する場合</Sentence>
                    </Column>
                    <Column Num="2">
                      <Sentence>その申請に係る特許発明又は発明が当該公設試験研究機関研究者がした職務発明との間に第一条第五号に定める密接な関係があることを証する書面</Sentence>
                    </Column>
                  </ItemSentence>
                </Item>
                <Item Num="19">
                  <ItemTitle>十九</ItemTitle>
                  <ItemSentence>
                    <Column Num="1">
                      <Sentence>令第一条の二第四号ヘに規定する者が申請書を提出する場合</Sentence>
                    </Column>
                    <Column Num="2">
                      <Sentence>次に掲げる書面</Sentence>
                    </Column>
                  </ItemSentence>
                  <Subitem1 Num="1">
                    <Subitem1Title>イ</Subitem1Title>
                    <Subitem1Sentence>
                      <Sentence>その申請に係る特許発明又は発明が当該公設試験研究機関研究者、大学等研究者、試験研究独立行政法人研究者又は試験研究地方独立行政法人研究者がした職務発明との間に第一条第六号に定める密接な関係があることを証する書面</Sentence>
                    </Subitem1Sentence>
                  </Subitem1>
                  <Subitem1 Num="2">
                    <Subitem1Title>ロ</Subitem1Title>
                    <Subitem1Sentence>
                      <Sentence>当該公設試験研究機関研究者、大学等研究者、試験研究独立行政法人研究者又は試験研究地方独立行政法人研究者が当該公設試験研究機関に転職し、公設試験研究機関研究者として現在所属することを証する書面</Sentence>
                    </Subitem1Sentence>
                  </Subitem1>
                </Item>
                <Item Num="20">
                  <ItemTitle>二十</ItemTitle>
                  <ItemSentence>
                    <Column Num="1">
                      <Sentence>令第一条の二第五号イに規定する者が申請書を提出する場合</Sentence>
                    </Column>
                    <Column Num="2">
                      <Sentence>その申請に係る特許発明又は発明が当該試験研究地方独立行政法人研究者がした職務発明であることを証する書面</Sentence>
                    </Column>
                  </ItemSentence>
                </Item>
                <Item Num="21">
                  <ItemTitle>二十一</ItemTitle>
                  <ItemSentence>
                    <Column Num="1">
                      <Sentence>令第一条の二第五号ロに規定する者が申請書を提出する場合</Sentence>
                    </Column>
                    <Column Num="2">
                      <Sentence>次に掲げる書面</Sentence>
                    </Column>
                  </ItemSentence>
                  <Subitem1 Num="1">
                    <Subitem1Title>イ</Subitem1Title>
                    <Subitem1Sentence>
                      <Sentence>その申請に係る特許発明又は発明が当該試験研究地方独立行政法人研究者、大学等研究者、試験研究独立行政法人研究者又は公設試験研究機関研究者がした職務発明であることを証する書面</Sentence>
                    </Subitem1Sentence>
                  </Subitem1>
                  <Subitem1 Num="2">
                    <Subitem1Title>ロ</Subitem1Title>
                    <Subitem1Sentence>
                      <Sentence>当該試験研究地方独立行政法人研究者、大学等研究者、試験研究独立行政法人研究者又は公設試験研究機関研究者が当該試験研究地方独立行政法人に転職し、試験研究地方独立行政法人研究者として現在所属することを証する書面</Sentence>
                    </Subitem1Sentence>
                  </Subitem1>
                </Item>
                <Item Num="22">
                  <ItemTitle>二十二</ItemTitle>
                  <ItemSentence>
                    <Column Num="1">
                      <Sentence>令第一条の二第五号ハに規定する者が申請書を提出する場合</Sentence>
                    </Column>
                    <Column Num="2">
                      <Sentence>その申請に係る特許発明又は発明が当該試験研究地方独立行政法人研究者と当該者以外の者との共同で行われたものであること及び当該特許発明又は発明が当該試験研究地方独立行政法人研究者について職務発明であることを証する書面</Sentence>
                    </Column>
                  </ItemSentence>
                </Item>
                <Item Num="23">
                  <ItemTitle>二十三</ItemTitle>
                  <ItemSentence>
                    <Column Num="1">
                      <Sentence>令第一条の二第五号ニに該当する者が申請書を提出する場合</Sentence>
                    </Column>
                    <Column Num="2">
                      <Sentence>次に掲げる書面</Sentence>
                    </Column>
                  </ItemSentence>
                  <Subitem1 Num="1">
                    <Subitem1Title>イ</Subitem1Title>
                    <Subitem1Sentence>
                      <Sentence>その申請に係る特許発明又は発明が当該試験研究地方独立行政法人研究者、大学等研究者、試験研究独立行政法人研究者又は公設試験研究機関研究者と当該者以外の者との共同で行われたものであること及び当該特許発明又は発明が当該試験研究地方独立行政法人研究者、大学等研究者、試験研究独立行政法人研究者又は公設試験研究機関研究者について職務発明であることを証する書面</Sentence>
                    </Subitem1Sentence>
                  </Subitem1>
                  <Subitem1 Num="2">
                    <Subitem1Title>ロ</Subitem1Title>
                    <Subitem1Sentence>
                      <Sentence>当該試験研究地方独立行政法人研究者、大学等研究者、試験研究独立行政法人研究者又は公設試験研究機関研究者が当該試験研究地方独立行政法人に転職し、試験研究地方独立行政法人研究者として現在所属することを証する書面</Sentence>
                    </Subitem1Sentence>
                  </Subitem1>
                </Item>
                <Item Num="24">
                  <ItemTitle>二十四</ItemTitle>
                  <ItemSentence>
                    <Column Num="1">
                      <Sentence>令第一条の二第五号ホに規定する者が申請書を提出する場合</Sentence>
                    </Column>
                    <Column Num="2">
                      <Sentence>その申請に係る特許発明又は発明が当該試験研究地方独立行政法人研究者がした職務発明との間に第一条第七号に定める密接な関係があることを証する書面</Sentence>
                    </Column>
                  </ItemSentence>
                </Item>
                <Item Num="25">
                  <ItemTitle>二十五</ItemTitle>
                  <ItemSentence>
                    <Column Num="1">
                      <Sentence>令第一条の二第五号ヘに規定する者が申請書を提出する場合</Sentence>
                    </Column>
                    <Column Num="2">
                      <Sentence>次に掲げる書面</Sentence>
                    </Column>
                  </ItemSentence>
                  <Subitem1 Num="1">
                    <Subitem1Title>イ</Subitem1Title>
                    <Subitem1Sentence>
                      <Sentence>その申請に係る特許発明又は発明が当該試験研究地方独立行政法人研究者、大学等研究者、試験研究独立行政法人研究者又は公設試験研究機関研究者がした職務発明との間に第一条第八号に定める密接な関係があることを証する書面</Sentence>
                    </Subitem1Sentence>
                  </Subitem1>
                  <Subitem1 Num="2">
                    <Subitem1Title>ロ</Subitem1Title>
                    <Subitem1Sentence>
                      <Sentence>当該試験研究地方独立行政法人研究者、大学等研究者、試験研究独立行政法人研究者又は公設試験研究機関研究者が当該試験研究地方独立行政法人に転職し、試験研究地方独立行政法人研究者として現在所属することを証する書面</Sentence>
                    </Subitem1Sentence>
                  </Subitem1>
                </Item>
              </Paragraph>
            </Article>
            <Article Num="1_3">
              <ArticleCaption>（申請書の作成等）</ArticleCaption>
              <ArticleTitle>第一条の三</ArticleTitle>
              <Paragraph Num="1">
                <ParagraphNum/>
                <ParagraphSentence>
                  <Sentence Function="main" Num="1">令第一条の三第一項、第四条第一項、第七条第一項又は第九条第一項の申請書は、一の申請ごとに作成しなければならない。</Sentence>
                  <Sentence Function="proviso" Num="2">ただし、特許法第百七条第一項に規定する第四年分から第十年分までの特許料を別に納付する場合は、その都度、作成しなければならない。</Sentence>
                </ParagraphSentence>
              </Paragraph>
              <Paragraph Num="2">
                <ParagraphNum>２</ParagraphNum>
                <ParagraphSentence>
                  <Sentence>申請書には、提出者の氏名又は名称、住所又は居所及び法人にあっては代表者の氏名を記載しなければならない。</Sentence>
                </ParagraphSentence>
              </Paragraph>
              <Paragraph Num="3">
                <ParagraphNum>３</ParagraphNum>
                <ParagraphSentence>
                  <Sentence>令第六条第一号から第三号までに規定する者が令第七条第一項又は令第九条第一項の申請書を作成する場合において、二以上の申請に係る申請書を作成するときは、当該二以上の申請の申請人が同一の場合に限り、一の書面ですることができる。</Sentence>
                </ParagraphSentence>
              </Paragraph>
            </Article>
            <Article Num="2">
              <ArticleCaption>（添付書面の省略）</ArticleCaption>
              <ArticleTitle>第二条</ArticleTitle>
              <Paragraph Num="1">
                <ParagraphNum/>
                <ParagraphSentence>
                  <Sentence Function="main" Num="1">申請書に添付すべき書面を他の申請書の提出に係る手続において既に特許庁長官に提出した者は、当該他の申請書に記載した事項に変更がないときは、申請書にその旨を記載して当該書面の添付を省略することができる。</Sentence>
                  <Sentence Function="proviso" Num="2">ただし、特許庁長官は、特に必要があると認めるときは、当該書面の提出を命ずることができる。</Sentence>
                </ParagraphSentence>
              </Paragraph>
            </Article>
            <Article Num="3">
              <ArticleCaption>（特許料軽減申請書の様式）</ArticleCaption>
              <ArticleTitle>第三条</ArticleTitle>
              <Paragraph Num="1">
                <ParagraphNum/>
                <ParagraphSentence>
                  <Sentence>令第一条の三第一項又は第七条第一項の申請書は、様式第一により作成しなければならない。</Sentence>
                </ParagraphSentence>
              </Paragraph>
            </Article>
            <Article Num="4">
              <ArticleCaption>（審査請求料軽減申請書の様式）</ArticleCaption>
              <ArticleTitle>第四条</ArticleTitle>
              <Paragraph Num="1">
                <ParagraphNum/>
                <ParagraphSentence>
                  <Sentence>令第四条第一項又は第九条第一項の申請書は、様式第二により作成しなければならない。</Sentence>
                </ParagraphSentence>
              </Paragraph>
            </Article>
            <Article Num="5">
              <ArticleCaption>（法第十七条第一項又は第二項に規定する者に相当する外国の者等に係る特許料等の軽減の手続）</ArticleCaption>
              <ArticleTitle>第五条</ArticleTitle>
              <Paragraph Num="1">
                <ParagraphNum/>
                <ParagraphSentence>
                  <Sentence>法第十七条第一項又は第二項に規定する者に相当する外国の者は、令第一条の三第一項又は第四条第一項の申請書を提出することができる。</Sentence>
                </ParagraphSentence>
              </Paragraph>
              <Paragraph Num="2">
                <ParagraphNum>２</ParagraphNum>
                <ParagraphSentence>
                  <Sentence>前項の申請書には、提出者が法第十七条第一項又は第二項に規定する者に相当することを証する書面を添付しなければならない。</Sentence>
                </ParagraphSentence>
              </Paragraph>
            </Article>
            <Article Num="6">
              <ArticleCaption>（特定事業者に相当する外国の者に係る特許料等の軽減の手続）</ArticleCaption>
              <ArticleTitle>第六条</ArticleTitle>
              <Paragraph Num="1">
                <ParagraphNum/>
                <ParagraphSentence>
                  <Sentence>法第十八条第一項又は第二項に規定する者（以下「特定事業者」という。）に相当する外国の者は、令第七条第一項又は第九条第一項の申請書を提出することができる。</Sentence>
                </ParagraphSentence>
              </Paragraph>
            </Article>
            <Article Num="7">
              <ArticleCaption>（令第一条の三第一項の申請書の提出等）</ArticleCaption>
              <ArticleTitle>第七条</ArticleTitle>
              <Paragraph Num="1">
                <ParagraphNum/>
                <ParagraphSentence>
                  <Sentence>法第十七条第一項第四号又は第五号に規定する者が令第一条の三第一項又は令第四条第一項の申請書を提出する場合には、第一条の二第十四号から第二十五号までに掲げる書面のほか、当該提出者若しくは提出者の設置する機関がその業務として試験研究を行うことを証する書面を添付して、提出者の住所若しくは居所又はその主たる営業所若しくは事務所の所在地を管轄する経済産業局長又は沖縄総合事務局長（以下「経済産業局長等」という。）を経由して提出しなければならない。</Sentence>
                </ParagraphSentence>
              </Paragraph>
              <Paragraph Num="2">
                <ParagraphNum>２</ParagraphNum>
                <ParagraphSentence>
                  <Sentence>前項の場合において、特許庁長官は、提出者が法第十七条第一項第四号又は第五号に規定する者であって令第一条の二第四号イからヘまで又は同条第五号イからヘまでのいずれかに該当する者であることを確認したときは、その提出者に経済産業局長等を経由して確認書を交付するものとする。</Sentence>
                </ParagraphSentence>
              </Paragraph>
            </Article>
            <Article Num="8">
              <ArticleCaption>（令第七条第一項の申請書の提出等）</ArticleCaption>
              <ArticleTitle>第八条</ArticleTitle>
              <Paragraph Num="1">
                <ParagraphNum/>
                <ParagraphSentence>
                  <Sentence>特定事業者が令第七条第一項又は令第九条第一項の申請書を提出する場合には、提出者の住所若しくは居所又はその主たる営業所若しくは事務所の所在地を管轄する経済産業局長等を経由して提出しなければならない。</Sentence>
                </ParagraphSentence>
              </Paragraph>
              <Paragraph Num="2">
                <ParagraphNum>２</ParagraphNum>
                <ParagraphSentence>
                  <Sentence>前項の場合において、特許庁長官は、提出者が特定事業者であることを確認したときは、その提出者に経済産業局長等を経由して確認書を交付するものとする。</Sentence>
                </ParagraphSentence>
              </Paragraph>
            </Article>
          </MainProvision>
          <SupplProvision Extract="true">
            <SupplProvisionLabel>附　則</SupplProvisionLabel>
            <Article Num="1">
              <ArticleCaption>（施行期日）</ArticleCaption>
              <ArticleTitle>第一条</ArticleTitle>
              <Paragraph Num="1">
                <ParagraphNum/>
                <ParagraphSentence>
                  <Sentence>この省令は、法の施行の日（平成十二年四月二十日）から施行する。</Sentence>
                </ParagraphSentence>
              </Paragraph>
            </Article>
          </SupplProvision>
          <SupplProvision AmendLawNum="平成一二年九月一九日通商産業省令第一七六号">
            <SupplProvisionLabel>附　則</SupplProvisionLabel>
            <Paragraph Num="1">
              <ParagraphNum/>
              <ParagraphSentence>
                <Sentence>この省令は、平成十三年一月六日から施行する。</Sentence>
              </ParagraphSentence>
            </Paragraph>
          </SupplProvision>
          <SupplProvision AmendLawNum="平成一六年三月一六日経済産業省令第三〇号">
            <SupplProvisionLabel>附　則</SupplProvisionLabel>
            <Article Num="1">
              <ArticleCaption>（施行期日）</ArticleCaption>
              <ArticleTitle>第一条</ArticleTitle>
              <Paragraph Num="1">
                <ParagraphNum/>
                <ParagraphSentence>
                  <Sentence>この省令は、特許法等の一部を改正する法律の一部の施行の日（平成十六年四月一日）から施行する。</Sentence>
                </ParagraphSentence>
              </Paragraph>
            </Article>
          </SupplProvision>
          <SupplProvision AmendLawNum="平成一九年八月三日経済産業省令第五〇号">
            <SupplProvisionLabel>附　則</SupplProvisionLabel>
            <Paragraph Num="1">
              <ParagraphNum/>
              <ParagraphSentence>
                <Sentence>この省令は、産業活力再生特別措置法等の一部を改正する法律の施行の日（平成十九年八月六日）から施行する。</Sentence>
              </ParagraphSentence>
            </Paragraph>
          </SupplProvision>
          <SupplProvision AmendLawNum="平成二一年六月二二日経済産業省令第三四号">
            <SupplProvisionLabel>附　則</SupplProvisionLabel>
            <Paragraph Num="1">
              <ParagraphNum/>
              <ParagraphSentence>
                <Sentence>この省令は、我が国における産業活動の革新等を図るための産業活力再生特別措置法等の一部を改正する法律の施行の日（平成二十一年六月二十二日）から施行する。</Sentence>
              </ParagraphSentence>
            </Paragraph>
          </SupplProvision>
          <SupplProvision AmendLawNum="平成二四年二月二二日経済産業省令第一〇号">
            <SupplProvisionLabel>附　則</SupplProvisionLabel>
            <Paragraph Num="1">
              <ParagraphNum/>
              <ParagraphSentence>
                <Sentence>この省令は、特許法等の一部を改正する法律の施行の日（平成二十四年四月一日）から施行する。</Sentence>
              </ParagraphSentence>
            </Paragraph>
          </SupplProvision>
          <AppdxStyle>
            <AppdxStyleTitle>様式第１</AppdxStyleTitle>
            <RelatedArticleNum>（第３条関係）</RelatedArticleNum>
            <StyleStruct>
              <Style>
                <Fig src="./pict/H12F03801000099-001.pdf"/>
              </Style>
            </StyleStruct>
          </AppdxStyle>
          <AppdxStyle>
            <AppdxStyleTitle>様式第２</AppdxStyleTitle>
            <RelatedArticleNum>（第４条関係）</RelatedArticleNum>
            <StyleStruct>
              <Style>
                <Fig src="./pict/H12F03801000099-002.pdf"/>
              </Style>
            </StyleStruct>
          </AppdxStyle>
        </LawBody>
      </Law>
    </LawFullText>
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