안녕하세요 장판나라입니다.
문의주신 내역 가견적서 발송드립니다.
저희 장판나라는 1.8T 장판 최소평수 기준이 20평으로 참고부탁드리며
엘리베이터가없는 2층이상 현장은 층수에따라 사다리차비용 또는 곰방비용이 발생됩니다.
기존장판 수거시 3만원 추가비용 발생되며,
덧방시공시 단점이라 하시면
AS가 무상으로 진행 불가하며, 기존장판에 손상이 있을경우
새로 시공하는 장판에도 문제가 생길수 있으며
그로 인한 하자는 유상으로 처리됨을 안내드립니다.
감사합니다.
![](data:image/png;base64,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)
[ Original Message ]
시공문의 시 아래 사항을 입력해주시면 보다 정확하게 견적이 가능합니다
※ 어느지역 어느아파트인지 도면을 첨부해주시면 보다 정확히 견적을 뽑을 수 있어요
1) 건물구분 ☞ 아파트( ) 빌라( ) 단독주택( ) 상가( )
2) 주소( 동 or 읍 까지만) ☞ 아파트일 경우 아파트명입력해주세요.
3) 분양면적 OR 전용면적 OR 실면적 / 베란다확장 유무
5) 공사범위 - 전체 ( ) 거실( ) 주방( ) 방/개수까지( )
6) 시공희망일자
7) 희망 바닥재 종류☞ 제품명까지 적어주시면좋습니다
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1) 빌라
2) 경기도 용인시 기흥구 구갈동 (세종그랑시아 2단지)
3) cm기준 / 방3개
안방 : 356 x 360
작은방 : 330 x 330
큰방 : 420 x 300
4) LG나 KCC, 현대의 1.8T
추가
엘레베이터 없는 4층입니다. 기존 장판이 깔려있고 (데코타일x 마루x)
기존 장판 제거 및 처리까지 했을때 가격으로 알려주시면 감사하겠습니다
그리고 부가적으로
현재 장판이 크게 이상없이 깔려있는데 그 위에 1.8T를 덧방한다고 했을때 특별히 단점이 있을까요?