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[9급][국회직] 2023년도 국회사무처 시행 9급 공개경쟁채용시험 원서접수 현황
조회 241
2023.06.29
대한민국 국회에서 주관하는 2023년도 9급 공개경쟁채용시험 원서접수 현황 및 경쟁률이 공고되었습니다.
2023년도 국회직 공무원은 총 7개 직렬을 선발하며 총 36명 모집에 1,779명이 원서접수 하였습니다.
전체 평균 경쟁률은 49.4대 1로 전년도 평균 경쟁률 88.4대 1보다 대폭 감소하였습니다.
가장 경쟁률이 높은 직렬은 67대 1의 경위직이며 다음으로는 사서직(일반)이 62.8대 1의 경쟁률을 기록하였습니다.
국회직을 준비하는 수험생 여러분께서는 출원경쟁률을 참고하시어
8월 26일 필기시험일까지 최선을 다해 준비해주시기 바랍니다:) 여러분의 합격을 기원합니다.
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)
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2023년도 국회직 공무원은 총 7개 직렬을 선발하며 총 36명 모집에 1,779명이 원서접수 하였습니다.
전체 평균 경쟁률은 49.4대 1로 전년도 평균 경쟁률 88.4대 1보다 대폭 감소하였습니다.
가장 경쟁률이 높은 직렬은 67대 1의 경위직이며 다음으로는 사서직(일반)이 62.8대 1의 경쟁률을 기록하였습니다.
국회직을 준비하는 수험생 여러분께서는 출원경쟁률을 참고하시어
8월 26일 필기시험일까지 최선을 다해 준비해주시기 바랍니다:) 여러분의 합격을 기원합니다.
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- 2023년도 9급 공개경쟁채용시험 접수현황.hwp 0.016MB