부가가치세의 경우 납세자가 허위의 세금계산서에 의하여 매입세액의 공제 또는 환급을 받는다는 인식 외에, 허위의 세금계산서를 발급한 자가 부가가치세 납부의무를 면탈함으로써 납세자가 그 매입세액의 공제를 받는 것이 결과적으로 국가의 조세수입 감소를 가져오게 될 것이라는 점에 대한 인식이 있어야 10년의 부과제척기간이 적용됨

<div class="word_group" data-center-type="body_content_gist"> <h4>요지</h4> <p>부가가치세의 경우 납세자가 허위의 세금계산서에 의하여 매입세액의 공제 또는 환급을 받는다는 인식 외에, 허위의 세금계산서를 발급한 자가 부가가치세 납부의무를 면탈함으로써 납세자가 그 매입세액의 공제를 받는 것이 결과적으로 국가의 조세수입 감소를 가져오게 될 것이라는 점에 대한 인식이 있어야 10년의 부과제척기간이 적용됨</p> </div> <div class="word_group" data-center-type="body_content_cntn"> <h4>판결내용 </h4> <p>판결 내용은 붙임과 같습니다.</p> </div> <div class="word_group" data-center-type="body_content_htmlCntn"> <div class="word_group_item"> <h4>상세내용</h4> <button type="button" id="btn_showCntnView" class="btn_view_pdf">PDF로 보기</button> <div id="cntnWrap_pdf_info" class="word_group_descript_wrap"> <em class="word_group_descript">상세내용 안에 있는 표나 도형 등이 제대로 표시가 되지 않을 경우...</em> <div class="tooltip_wrap view_pdf"> <button type="button" id="btn_showToolTip" class="tooltip_tit" title="툴팁 열림">?</button> <div id="toolTipCntn" class="tooltip_inner"> <div>PDF로 보기 안내</div> <ul> <li> <div> <span>Tip1.</span> <em>상세내용 안에 있는 표나 도형 등이 제대로 표시가 되지 않을 때에는 "PDF로 보기"를 통해 원문형태 그대로 확인하실 수 있습니다.</em> </div> </li> <li> <div> <span>Tip2.</span> <em>"인쇄"버튼을 눌러 내용을 출력할 때 내용의 상태가 좋지 않을 경우는 상단 "저장"버튼을 눌러 원문을 내려받으신 후 출력을 하시면 원본 그대로 출력을 하실 수 있습니다.</em> </div> </li> </ul> <button type="button" id="btn_hideToolTip" class="tooltip_colse" title="닫기"><span class="hide">닫기</span></button> </div> </div> </div> </div> <div id="cntnWrap_html" class="dcm_cntn"> <p></p> <div></div> <table class="sebeop_t"> <tbody> <tr> <td style="width: 155px; height: 20px;"> <p><span class="bold">사 건</span></p></td> <td style="width: 480px; height: 20px;"> <p><span class="bold">2023구합14068 부가가치세부과처분취소</span></p></td> </tr> <tr> <td style="width: 155px; height: 20px;"> <p><span class="bold">원 고</span></p></td> <td style="width: 480px; height: 20px;"> <p><span class="bold">aaa 외 1명</span></p></td> </tr> <tr> <td style="width: 155px; height: 20px;"> <p><span class="bold">피 고</span></p></td> <td style="width: 480px; height: 20px;"> <p><span class="bold">○○세무서장</span></p></td> </tr> <tr> <td style="width: 155px; height: 20px;"> <p><span class="bold">변 론 종 결</span></p></td> <td style="width: 480px; height: 20px;"> <p><span class="bold">2024. 7. 25.</span></p></td> </tr> <tr> <td style="width: 155px; height: 20px;"> <p><span class="bold">판 결 선 고</span></p></td> <td style="width: 480px; height: 20px;"> <p><span class="bold">2024. 9. 12.</span></p></td> </tr> </tbody> </table> <p></p> <p></p> <p style="margin-left: 3.33333pt; margin-right: 10pt;"><span>&nbsp;</span></p> <div style=""> <p style="text-align: center;"><span>주 문</span></p> <p style="text-align: center;"><span>&nbsp;</span></p> <p><span class="bold">1. 피고가 2022. 6. 2. 원고 aaa에게 한 2014년 제2기 부가가치세 69,884,100원(가산세 포함), 2015년 제1기 부가가치세 433,949,726원(가산세 포함), 2015년 제2기 부가가치세 1,112,685,000원(가산세 포함), 원고 bbb에게 한 2015년 제2기 부가가치세 265,021,333원(가산세 포함)의 각 부과처분을 취소한다.</span></p> <p><span>&nbsp;</span></p> <p><span class="bold">2. 소송비용은 피고가 부담한다.</span></p> <p style="text-align: left;"><span>&nbsp;</span></p> <p style="text-align: center;"><span>청 구 취 지</span></p> <p style="text-align: left;"><span>&nbsp;</span></p> </div> <p style="text-align: left;"><span class="bold">주문과 같다.</span></p> <div style=""> <p style="text-align: left;"><span>&nbsp;</span></p> <p style="text-align: center;"><span>이 유</span></p> <p style="text-align: center;"><span>&nbsp;</span></p> <p><span class="bold">1. 처분의 경위</span></p> <p><span class="bold">가. 원고 aaa은 2014. 6. 19. ○○시 ○○구 ○면 ○○리 xxxx-x 답 x,xxx.x㎡(이하 ‘이 사건 토지’라 한다)를 취득한 후, 2014. 12. 13. 이 사건 토지 지상에 상가(이하 ‘이 사건 건물’이라 한다)를 신축·분양할 목적으로 2014. 12. 13. ‘AA개발’이라는 상호의 사업자등록을 하였다.</span></p> <p><span class="bold">나. 원고 aaa은 2014. 10. 27. BB종합건설 주식회사(이하 ‘관련 법인’이라 한다)와 이 사건 건물 신축공사(이하 ‘이 사건 공사’라 한다)를 위하여 공사대금 80,000,000,000원(부가세 별도)의 도급계약(이하 아래 다.항 기재와 같이 변경된 도급계약을 합하여 ‘이 사건 도급계약’이라 한다)을 체결하였다.</span></p> <p><span class="bold">다. 원고 bbb은 2015. 11. 2. ‘AA개발’이라는 상호의 사업자등록을 하였고, 원고 aaa은 2015. 11.경 건축중인 이 사건 건물 및 이 사건 도급계약상 도급인 지위를 원고 bbb에게 양도하였다. 이에 원고 bbb과 관련 법인은 2015. 11. 3. 공사금액을 8,400,000,000원(부가세 별도)으로, 도급인을 원고 bbb으로 하여 이 사건 도급계약에 대한 변경계약을 체결하였다.</span></p> <p><span class="bold">라. 원고들은 이 사건 공사와 관련하여 2014년 2기부터 2015년 2기까지의 과세기간 동안 관련 법인으로부터 아래 표와 같이 9,240,000,000원의 매입세금계산서(이하 ‘이 사건 매입세금계산서’라 한다)를 수취하여 위 금액 상당을 매입세액으로 공제한 후 부가가치세를 납부하였다.</span></p> <p><span class="bold">마. 관련 법인은 2016. 3. 23. 원고 bbb이 이 사건 도급계약에 따른 공사대금을 미지급하였다는 이유로 이 사건 건물을 가압류하였다. 원고 bbb은 2016. 6. 21. 관련 법인에게 6억 원의 지불각서를 작성하고 가압류를 해제하였으나, 원고 bbb이 6억 원을 지급하지 아니하자 관련 법인은 원고 bbb을 상대로 공사대금 지급의 소(○○지방법원 ○○지원 2016가합100676 사건, 이하 ‘관련 사건’이라 한다)를 제기하였다. 관련 사건에서 원고 bbb은 관련 법인과 형식적인 도급계약서만 작성하였을 뿐, 관련 법인이 이 사건 공사를 실제 수행하지 아니하였으며, 6억 원의 지불각서는 관련 법인으로부터 종합건설면허를 빌리는 대가를 지급하기로 한 것에 불과하다는 이유로 도급계약의 무효를 주장하였다. ○○지방법원 ○○지원은 2017. 7. 12. 원고 bbb으로 하여금 관련 법인에 222,000,000원을 지급하라는 판결을 선고하였다. 원고 bbb과 관련 법인은 위 판결에 대하여 모두 항소하였으나 2018. 8. 6. 조정이 성립되었다.</span></p> <p><span class="bold">바. 피고는 원고들의 2014년 2기부터 2015년 2기까지의 부가가치세에 대한 조세범칙조사 결과 원고들은 관련 법인으로부터 건설용역을 제공받은 사실이 없음에도 건설용역을 제공받은 것처럼 가공 세금계산서 4매, 9,240,000,000원(공급대가)을 수취한 것으로 확인되어, 2022. 6. 2. 아래와 같이 원고 aaa에게 부가가치세 1,616,5418,826원, 원고 bbb에게 부가가치세 265,021,333원을 결정·고지(각 가산세 포함, 이하 ‘이 사건 각 처분’이라 한다)하였다.</span></p> <p><span class="bold">사. 원고들은 이 사건 각 처분에 불복하여 2022. 5. 11. 과세전적부심사청구를 제기하였으나 원고 bbb이 <a href="javascript:;" class="txt_link" data-ntst-sttt-linknm="조세범처벌법 " title="조세범처벌법 새창열림">조세범처벌법 </a>위반으로 고발되어 심사제외 결정되었고, 2022. 9. 5. 부산지방국세청에 이의신청을 제기하였으나 2022. 11. 3. 이의 신청이 기각되었으며, 2022. 11. 28. 국세심사위원회에 심사청구를 하였으나 2023. 8. 30. 심사청구가 기각되었다.</span></p> <p><span class="bold">[인정근거] 다툼 없는 사실, 갑 제1 내지 5호증의 각 기재, 변론 전체의 취지</span></p> <p><span>&nbsp;</span></p> <p><span class="bold">2. 주장의 요지</span></p> <p><span class="bold">가. 원고</span></p> <p><span class="bold">구 국세기본법(2016. 12. 20. 법률 제14382호로 개정되기 전의 것, 이하 ‘구 국세기본법’이라 한다) 제26조의2 제1항 제1호의 10년의 부과제척기간이 적용되기 위하여는, 납세자에게 허위의 세금계산서에 의하여 매입세액의 공제 또는 환급을 받는다는 인식 외에, 허위의 세금계산서를 발급한 자가 그 세금계산서상의 매출세액을 제외하고 부가가치세의 과세표준 및 납부세액을 신고·납부하거나 또는 그 세금계산서상의 매출세액 전부를 신고·납부한 후 경정청구를 하여 이를 환급받는 등의 방법으로 그 세금계산서상의 부가가치세 납부의무를 면탈함으로써 납세자가 그 매입세액의 공제를 받는 것이 결과적으로 국가의 조세수입 감소를 가져오게 될 것이라는 점에 대한 인식이 있어야 한다. 그러나 원고들은 관련 법인이 부가가치세를 면탈한다는 점에 대한 인식이 없었으므로 10년의 부과제척기간이 아닌 5년의 부과제척기간이 적용되어야 하고, 이 사건 각 처분은 5년의 부과제척기간이 도과된 이후 이루어진 과세처분이므로 위법하여 취소되어야 한다.</span></p> <p><span class="bold">나. 피고</span></p> <p><span class="bold">사실과 다른 세금계산서를 발급한 자가 그 세금계산서상의 매출세액을 제외하고 부가가치세의 과세표준 및 납부세액을 신고·납부하거나 그 세금계산서 상의 매출세액 전부를 신고·납부한 후 경정청구를 하여 이를 환급받지 않았다고 하더라도 납세자가 매입세액의 공제를 받는 것이 국가의 조세수입 감소를 가져오게 될 것이라는 점에 대하여 인식하였다면 10년의 부과제척기간이 적용된다.</span></p> <p><span>&nbsp;</span></p> <p><span class="bold">3. 판단</span></p> <p><span class="bold">가. 관계 법령</span></p> <p><span class="bold">별지 기재와 같다.</span></p> <p><span class="bold">나. 관련 법리</span></p> <p><span class="bold">납세자가 사실과 다른 세금계산서를 교부받아 매입세액의 공제 또는 환급을 받은 경우, 그러한 행위가 구 <a href="javascript:;" class="txt_link" data-ntst-sttt-linknm="국세기본법 제26조의2 제1항 제1호" title="국세기본법 제26조의2 제1항 제1호 새창열림">국세기본법 제26조의2 제1항 제1호</a>에서 규정한 ‘사기 기타 부정한 행위로써 국세를 포탈하거나 환급·공제받은 경우’에 해당하여 10년의 부과제척기간이 적용되기 위해서는, 납세자에게 사실과 다른 세금계산서에 의하여 매입세액의 공제 또는 환급을 받는다는 인식 외에 사실과 다른 세금계산서를 발급한 자가 그 세금계산서상의 매출세액을 제외하고 부가가치세의 과세표준 및 납부세액을 신고·납부하거나 그 세금계산서상의 매출세액 전부를 신고·납부한 후 경정청구를 하여 이를 환급받는 등의 방법으로 그 세금계산서상의 부가가치세 납부의무를 면탈함으로써 납세자가 그 매입세액의 공제를 받는 것이 결과적으로 국가의 조세수입 감소를 가져오게 될 것이라는 점에 대한 인식이 있어야 한다(대법원 2022. 5. 26. 선고 2022두32825 판결 등 참조).</span></p> <p><span class="bold">다. 구체적 판단</span></p> <p><span class="bold">1) 앞서 거시한 증거들에 의하면 원고들이 관련 법인으로부터 공사용역을 제공받지 아니하고 이 사건 매입세금계산서를 수취한 사실은 인정된다. 그러나 10년의 부과제척기간을 적용하기 위하여는 관련 법인이 이 사건 도급계약에 따른 공사대금 전부를 매출세액으로 신고·납부하지 않았다거나, 경정청구를 하여 환급받는 등의 행위를 하였다는 점 및 원고들에게 관련 법인이 위와 같이 부가가치세 납부의무를 면탈할 것이라는 점에 대한 인식이 있었다는 점이 증명되어야 하나, 피고는 이러한 점에 대하여 별다른 주장·증명을 하지 않고 있고, 달리 이를 인정할 증거가 없다[관련 법인은 이 사건 매입세금계산서와 관련한 부가가치세를 신고·납부하였고(갑 제3호증 제28면), 경정청구를 하여 이를 환급받았음을 인정할 자료는 없다].</span></p> <p><span class="bold">2) 피고는 앞서 본 법리의 취지가 오로지 국가의 조세수입 감소에 대한 납세자들의 인식 여부에 따라 ‘사기나 그 밖의 부정한 행위로 국세를 포탈하거나 환급⋅공제를 받은 경우’에 해당하는지 여부를 판단하여야 한다는 것이므로, 허위세금계산서를 발급한 자들의 납세의무 면탈행위가 있었는지 여부는 문제되지 않는다고 주장한다. 그러나 전단계세액공제 제도를 취하고 있는 부가가치세제 아래서는 납세자가 그 전의 거래단계에서 징수당한 부가가치세를 매입세액을 공제 받는 것 그 자체로는 국가의 조세수입 감소가 없고, 납세자로부터 부가가치세를 징수한 거래상대방이 이를 국가에 납부하지 않거나 부당하게 이를 환급받는 등의 방법으로 그 세금계산서상의 부가가치세 납부의무를 면탈할 때에 비로소 국가의 조세수입의 감소가 이루어지는 것이므로, 원고들이 이 사건 매입세금계산서상 매입세액을 공제하여 부가가치세를 과소하게 납부하였다고 하더라도 이 사건 매입세금계산서 발급자인 관련 법인의 납세의무 면탈 행위가 있지 아니하는 한 원고들의 행위만으로는 국가의 조세수입을 감소시키는 것이라고 단정하기 어렵고, 원고들에게 조세수입 감소에 대한 인식이 있었다고 볼 수도 없다.</span></p> <p><span class="bold">따라서 이 사건 각 처분에 대하여는 구 <a href="javascript:;" class="txt_link" data-ntst-sttt-linknm="국세기본법 제26조의2 제1항 제3호" title="국세기본법 제26조의2 제1항 제3호 새창열림">국세기본법 제26조의2 제1항 제3호</a>에 따라 5년의 부과제척기간이 적용되어야 하는데, 피고는 원고들의 마지막 과세기간인 2015년 2기 부가가치세의 납부기한 다음날인 2016. 1. 26.로부터 5년이 경과하였음이 명백한 2022. 6. 2. 이 사건 각 처분을 하였으므로 이 사건 각 처분은 부과제척기간이 도과하여 부적법하다. 결국 원고들의 주장은 이유 있다.</span></p> <p><span>&nbsp;</span></p> <p><span class="bold">4. 결론</span></p> <p><span class="bold">그렇다면 원고들의 청구는 이유 있으므로 이를 모두 인용하기로 하여 주문과 같이 판결한다.</span></p> <p><span>&nbsp;</span></p> </div> <p style="margin-left: 9.33333pt; text-align: center;"><span><img src="data:image/png;base64,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" alt="부가가치세의 경우 납세자가 허위의 세금계산서에 의하여 매입세액의 공제 또는 환급을 받는다는 인식 외에, 허위의 세금계산서를 발급한 자가 부가가치세 납부의무를 면탈함으로써 납세자가 그 매입세액의 공제를 받는 것이 결과적으로 국가의 조세수입 감소를 가져오게 될 것이라는 점에 대한 인식이 있어야 10년의 부과제척기간이 적용됨" width="143px" height="30px"></span></p> </div> <div id="cntnWrap_pdf" class="dcm_cntn del"></div> </div>