[2021년 2학기] 국가장학금Ⅱ유형 또는 사랑나눔장학금 선발 기준 및 지급 절차 안내
Ⅰ. 관련근거
○ 한국장학재단 2021년 2학기 국가장학금 시행계획 및 업무처리지침 ○ 청주대학교 장학금 급여 규정 및 대학등록금에 관한 규칙 등
Ⅱ.선발자격기준
○ 학적 기준: 한국장학재단 국가장학금Ⅰ유형 선발 심사 시의 학적 기준에 따름 (※ 2021년 2학기 등록 재학생 선발 원칙, 기타 사항은 국가장학금Ⅰ유형 선발 기준에 따름) ○ 학자금 지원구간 기준: 지원구간 0구간 ~ 8구간 이내(국가장학금I유형 선발 소득분위 동일) ○ 성적기준: 직전학기 취득학점 12학점, 신청평점평균 2.60 이상 (※ 성적산출 직전학기가 졸업학기인 경우 취득학점 1학점 이상) (※ 2학기 재입학생, 학생 본인이 장애인인 경우 성적기준 제한 없음) (※ 직전학기 신청평점평균 C학점 ‘구제’ 없음, 선발 제외) (※ 기타 성적 기준은 한국장학재단 국가장학금Ⅰ유형 선발 기준에 따름)
Ⅲ. 장학금액 산정 기준
○ 학자금 지원구간별 차등 지원(국가장학금 가이드라인(저소득층 우선 지원) 및 권장안 고려) ○ 다자녀 장학금 수혜자 우대(국가장학금 시행계획); 등록금액의 최대 100% 지원 ○ 직전학기 신청평점평균 4.0(백분위 94점) 이상 및 학생 본인 장애인인 경우 우대 지원 ○ 등록금 범위 이내 지원(중복지원 금지) ○ 최소 10만원 이상 지원(국가장학금 가이드라인, 과소지급의 방지) ○ 장학금의 명칭(국가장학금Ⅱ유형 또는 사랑나눔장학금) 부여는 임의·무작위 ○ 학자금 지원구간별 장학금 지급률 적용 ※ 계산식 = 등록금액×지급률-국가장학금Ⅰ유형(단, 기타 교내외장학금 포함 등록금 범위 이내)
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)
Ⅳ. 장학금의 선발/확인 방법
○ 대학 종합정보시스템>>학생서비스>>학적증명>>개인정보관리>> 장학 탭 ○ 선발·확인 가능 시기: 2021.12.08. ~ ※ 개별지급되는 장학금은 ‘지급방법’란에 ‘현금지급’, 상환되는 장학금은 ‘지급방법’란에 ‘대출상환’으로 조회됩니다.
Ⅴ. 장학금의 지급 방법
○ 당해 학기 학자금대출 잔액이 남아있는 경우: 대학에서 장학금을 직접 상환(‘대출 잔액≧장학금’의 경우), 장학금이 대출 잔액을 초과하는 경우 초과분만큼 개인 지급(‘대출잔액≦장학금’의 경우) (※단, 대출기관이 한국장학재단 및 공무원연금공단인 경우 대학에서 직접 상환, 그 외 대출기관에서 학자금 대출이 있는 경우는 학생 개인에게 지급, 학생 개인 상환하여야 함) ○ 당해 학기 학자금대출이 없거나 대출 잔액이 없는 경우 : 학생 개인 계좌로 지급 (※ 학생 개인 계좌는 대학 종합정보시스템에 입력된 계좌) ○ 장학금 지급 시 대학 알림톡으로 개별 공지 예정 ○ 문의: 학생처 학생복지팀(Tel 043-229-8055~8057)
Ⅴ. 장학금의 지급 시기(국가장학금Ⅱ유형 및 사랑나눔장학금)
○ 지급시기: 2021년 12월 15일 ~ 12월 24일 이내(변동 가능) ○ 해당 장학금을 지급하기 위하여 한국장학재단에 그 지급 내역을 ‘사전에 등록’하므로, 2학기 학자금대출금 잔액이 남아 있는 학생의 경우 ‘일시적으로’ 중복지원 상태가 될 수 있습니다. 장학금이 지급–상환되면 중복지원 상태는 ‘해소’됩니다. ○ 이 경우, 2022년 1학기 국가장학금을 신청할 때 ‘중복지원 상태’를 해소하라는 팝업창이 뜰 수 있습니다. 위에서 설명한 경우에 본인이 해당한다면, 그 팝업창을 간단히 닫고, 2022년 1학기 국가장학금을 신청하면 됩니다.
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