⊙국토교통부공고제2021-1794호
「개발이익 환수에 관한 법률」제11조제2항에 따른 단위면적당 표준비용 및 적용기간을 고시함에 있어 국민에게 미리 알려 폭넓은 의견을 수렴하고자 그 취지와 주요내용을「행정절차법」제46조에 의거 다음과 같이 공고합니다.
2021년 12월 10일
국토교통부장관
단위면적당 표준비용 및 적용기간 행정예고
1. 개정이유
개발부담금 산정시 개발비용을 투명하고 간편하게 산출하기 위한 표준비용제도를 도입하면서 단위면적당 표준비용은 국토교통부장관이 정하여 고시하도록 규정됨에 따라 이를 세부적으로 정하고자 하는 사항 임
2. 주요내용
가. 법적근거 : 「개발이익 환수에 관한 법률」제11조제2항
나. 단위 면적당 표준비용
![](data:image/png;base64, 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)
* 산지 : 「공간정보의 구축 및 관리 등에 관한 법률 시행령」제58조에 따른 지목이 “임야”인 토지
* 산지외 : 지목이 “임야”이외인 모든 토지
* 산지와 산지외가 혼용된 경우에는 각각 해당 면적에 단위면적당 표준비용을 곱하여 산정한다.
다. 적용기간 : 2022. 1. 1부터 2023. 12. 31까지
3. 의견제출
이 고시안에 대하여 의견이 있는 기관, 단체 또는 개인은 2021년 12월 20일까지 다음 사항을 기재한 의견서를 국토교통부장관(참조: 토지정책과, 전화번호 044)201-3403, FAX 044)201-5534)에게 제출하여 주시기 바랍니다.
가. 행정예고 사항에 대한 항목별 의견 (찬반여부와 그 이유)
나. 성명(법인, 단체인 경우에는 단체명과 그 대표자 성명), 전화번호 및 주소
※ 고시안의 전문내용은 국토교통부 홈페이지(http://www.molit.go.kr) 법령정보(입법예고) 참조