<반드시 알고가야되는 내용>
Q 반납예정일이 잘못 된 것 같아요. (공휴일,휴관일) 포함하나요? A 네 포함합니다. 또한, 공휴일과 휴관일을 제외해서 카운트하지않습니다. --->>따로 공휴일, 정기휴관일을 빼서 반납예정일을 카운팅하는 설정은 없습니다.
공휴일, 휴관일을 지정하시는건 반납예정일 때문입니다. 따라서 반납예정일을 기준으로 보셔야됩니다. 대출기간 : 7일 / 정기휴관일 : 토,일 / 공휴일 : 21,22,23.24일 대체공휴일까지 포함 (설날) 대출일자 : 1월16일 ※ 공휴일,휴관일 지정안했을경우 23일이 반납예정일로 잡힙니다. 공휴일,휴관일 지정했을경우 25일로 반납예정일이 잡힙니다.
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)
----------------------------------------------------------------------------------------------------- <공휴일을 잘못 지정했을때> 휴관일 지정을 못하시고 대출반납을 찍게 될 경우, 반납예정일이 뒤로 밀려야 되는 경우는 괜찮습니다.
휴관일을 지정하시게 되면 휴관일을 건너뛰고 그 다음 날짜로 자동으로 반납예정일이 잡힙니다.
<예시 그림1> 1월24일이 대체 공휴일인데 지정을 안 했을 경우![](https://www.winbook.co.kr/upload_file/202301/img_1672710498110.png)
<예시 그림2> 대출을 하고 대체공휴일을 지정한 경우 ![](https://www.winbook.co.kr/upload_file/202301/img_1672710498019.png)
<예시 그림3> [대출반납]-[조회]-[대출현황] 조회, 반납예정일이 자동으로 25일로 변경 되어 있는 걸 확인 하실 수 있습니다. ![](https://www.winbook.co.kr/upload_file/202301/img_1672710497929.png)
하지만, 휴관일을 잘못 지정하여 반납예정일이 한참 뒤로 밀려 반납예정일을 앞의 날짜로 땡 겨야 될 경우 우선 공휴일을
잘못설정하시고 대출 찍어 주셨던 리스트를 파일 저장해주세요. ->[대출반납]-[반납예정일현황]-잘못찍으신날짜로 [조회]후 하단에 파일저장
해당날짜에 대출 하신
걸 대출취소하시고 공휴일을 맞게 설정 하신 뒤, 대출일자에 맞게끔 대출을 다시 찍어 주셔야 됩니다. ※
하시기 전에 백업 해 두시고 작업해주세요. ->
하시기 어려우신 경우 , AS 예약 남겨 주시면 자세히 설명 드리도록 하겠습니다.
(원격으로 설명) 유지보수
맺어 주셔야 가능합니다.
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