<?xml version="1.0" encoding="UTF-8"?><rss version="2.0">
	<channel>
		<title>ONCERTI</title>
		<link>https://oncerti.com</link>
		<description>국제자격증 온라인 강좌</description>
		
				<item>
			<title><![CDATA[CPSM 수료증 문의]]></title>
			<link><![CDATA[https://oncerti.com/?kboard_content_redirect=2555]]></link>
			<description><![CDATA[안녕하세요.
알찬 교육 감사드렸습니다.
수료증에 이수시간을 표시해서 수료 완료한 날짜로 수료증을 이메일로 받아볼 수 있을까요..?]]></description>
			<author><![CDATA[김민석]]></author>
			<pubDate>Tue, 03 Nov 2026 14:53:31 +0000</pubDate>
			<category domain="https://oncerti.com/?kboard_redirect=4"><![CDATA[Q&A]]></category>
		</item>
				<item>
			<title><![CDATA[CPIM 9.0 합격후기 (대학생)]]></title>
			<link><![CDATA[https://oncerti.com/?kboard_content_redirect=2554]]></link>
			<description><![CDATA[<div class="markdown markdown-main-panel md-content enable-luminous-fast-follows enable-updated-hr-color stronger" id="model-response-message-contentr_3cc26562775f7604" style="background:rgba(0,0,0,0) none repeat scroll 0% 0%;border:0px rgb(31,31,31);clear:none;color:rgb(31,31,31);float:none;padding:0px;margin-top:0px;margin-right:0px;margin-left:0px;font-family:'Google Sans Text', sans-serif;line-height:1.15;"><div style="background:rgba(0,0,0,0) none repeat scroll 0% 0%;border:0px rgb(31,31,31);clear:none;float:none;margin:0px;padding:0px;line-height:1.15;"><img 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" style="width:668px;" alt="wf1HQZMkhI9BIAAAAASUVORK5CYII=" /><br /></div><h3 style="background:rgba(0,0,0,0) none repeat scroll 0% 0%;border:0px rgb(31,31,31);clear:none;color:rgb(31,31,31);float:none;margin-bottom:0px;padding:0px;margin-top:0px;margin-right:0px;margin-left:0px;font-family:'Google Sans', sans-serif;line-height:1.15;">1. 3단계 커리큘럼의 유기적 연계성 </h3><div style="background:rgba(0,0,0,0) none repeat scroll 0% 0%;border:0px rgb(31,31,31);clear:none;float:none;margin-bottom:0px;padding:0px;margin-top:0px;margin-right:0px;margin-left:0px;line-height:1.15;"><span style="background:rgba(0,0,0,0) none repeat scroll 0% 0%;border:0px rgb(31,31,31);clear:none;float:none;margin-bottom:0px;padding:0px;margin-top:0px;margin-right:0px;margin-left:0px;line-height:1.15;">온써티(GICS) CPIM 강의의 가장 큰 강점은 방대한 ASCM Body of Knowledge를 파편화된 암기가 아닌 하나의 거대한 '제조 계획 및 통제(MPC) 흐름'으로 엮어낸다는 점입니다</span><span style="background:rgba(0,0,0,0) none repeat scroll 0% 0%;border:0px rgb(31,31,31);clear:none;float:none;margin-bottom:0px;padding:0px;margin-top:0px;margin-right:0px;margin-left:0px;line-height:1.15;"><sup class="superscript" style="background-image:none;background-position:0% 0%;background-repeat:repeat;background-attachment:scroll;border:0px rgb(68,71,70);clear:none;color:rgb(68,71,70);float:none;padding:0px;background-color:transparent;margin-top:0px;margin-right:0px;margin-left:0px;line-height:1.15;font-size:16px;"></sup></span><span style="background:rgba(0,0,0,0) none repeat scroll 0% 0%;border:0px rgb(31,31,31);clear:none;float:none;margin-bottom:0px;padding:0px;margin-top:0px;margin-right:0px;margin-left:0px;line-height:1.15;">.</span>   </div><br /><ul style="background:rgba(0,0,0,0) none repeat scroll 0% 0%;border:0px rgb(31,31,31);clear:none;float:none;padding:0px 0px 0px 3.36px;line-height:1.15;"><li style="background:rgba(0,0,0,0) none repeat scroll 0% 0%;border:0px rgb(31,31,31);clear:none;float:none;margin-bottom:0px;padding:0px 0px 0px 36px;margin-top:0px;margin-right:0px;margin-left:0px;line-height:1.15;"><div style="background:rgba(0,0,0,0) none repeat scroll 0% 0%;border:0px rgb(31,31,31);clear:none;float:none;margin-bottom:0px;padding:0px 0px 0px 4px;margin-top:0px;margin-right:0px;margin-left:0px;line-height:1.15;"><span style="background:rgba(0,0,0,0) none repeat scroll 0% 0%;border:0px rgb(31,31,31);clear:none;float:none;margin-bottom:0px;padding:0px;margin-top:0px;margin-right:0px;margin-left:0px;line-height:1.15;"><b style="background:rgba(0,0,0,0) none repeat scroll 0% 0%;border:0px rgb(31,31,31);clear:none;float:none;padding:0px;margin-top:0px;margin-right:0px;margin-left:0px;line-height:1.15;">기본 개념 완성 (1~40강): 인과관계 중심의 로직 빌드업</b>
전략 및 S&amp;OP부터 시작해 수요관리, MPS/RCCP, MRP/CRP, PAC, 재고관리, 품질·개선에 이르기까지 상위 계획이 하위 실행으로 어떻게 구체화되는지 철저하게 인과관계 위주로 설명합니다</span><span style="background:rgba(0,0,0,0) none repeat scroll 0% 0%;border:0px rgb(31,31,31);clear:none;float:none;margin-bottom:0px;padding:0px;margin-top:0px;margin-right:0px;margin-left:0px;line-height:1.15;"><sup class="superscript" style="background-image:none;background-position:0% 0%;background-repeat:repeat;background-attachment:scroll;border:0px rgb(68,71,70);clear:none;color:rgb(68,71,70);float:none;padding:0px;background-color:transparent;margin-top:0px;margin-right:0px;margin-left:0px;line-height:1.15;font-size:16px;"></sup></span><span style="background:rgba(0,0,0,0) none repeat scroll 0% 0%;border:0px rgb(31,31,31);clear:none;float:none;margin-bottom:0px;padding:0px;margin-top:0px;margin-right:0px;margin-left:0px;line-height:1.15;">. 단순히 교재를 읽어주는 방식이 아니라, 공장과 창고라는 물리적 현장에서 데이터와 자재가 어떻게 흘러가는지 실무 도메인 관점에서 풀어주어 비전공자도 시스템의 기본 메커니즘을 자연스럽게 납득할 수 있었습니다</span><span style="background:rgba(0,0,0,0) none repeat scroll 0% 0%;border:0px rgb(31,31,31);clear:none;float:none;margin-bottom:0px;padding:0px;margin-top:0px;margin-right:0px;margin-left:0px;line-height:1.15;"><sup class="superscript" style="background-image:none;background-position:0% 0%;background-repeat:repeat;background-attachment:scroll;border:0px rgb(68,71,70);clear:none;color:rgb(68,71,70);float:none;padding:0px;background-color:transparent;margin-top:0px;margin-right:0px;margin-left:0px;line-height:1.15;font-size:16px;"></sup></span><span style="background:rgba(0,0,0,0) none repeat scroll 0% 0%;border:0px rgb(31,31,31);clear:none;float:none;margin-bottom:0px;padding:0px;margin-top:0px;margin-right:0px;margin-left:0px;line-height:1.15;">.</span>   </div><br /></li><li style="background:rgba(0,0,0,0) none repeat scroll 0% 0%;border:0px rgb(31,31,31);clear:none;float:none;margin-bottom:0px;padding:0px 0px 0px 36px;margin-top:0px;margin-right:0px;margin-left:0px;line-height:1.15;"><div style="background:rgba(0,0,0,0) none repeat scroll 0% 0%;border:0px rgb(31,31,31);clear:none;float:none;margin-bottom:0px;padding:0px 0px 0px 4px;margin-top:0px;margin-right:0px;margin-left:0px;line-height:1.15;"><span style="background:rgba(0,0,0,0) none repeat scroll 0% 0%;border:0px rgb(31,31,31);clear:none;float:none;margin-bottom:0px;padding:0px;margin-top:0px;margin-right:0px;margin-left:0px;line-height:1.15;"><b style="background:rgba(0,0,0,0) none repeat scroll 0% 0%;border:0px rgb(31,31,31);clear:none;float:none;padding:0px;margin-top:0px;margin-right:0px;margin-left:0px;line-height:1.15;">Wrap-up 세션: 흩어진 퍼즐을 맞추는 위계(Hierarchy) 정리</b>
개념 완강 후 제공되는 Wrap-up 강의는 이 과정의 백미입니다</span><span style="background:rgba(0,0,0,0) none repeat scroll 0% 0%;border:0px rgb(31,31,31);clear:none;float:none;margin-bottom:0px;padding:0px;margin-top:0px;margin-right:0px;margin-left:0px;line-height:1.15;"><sup class="superscript" style="background-image:none;background-position:0% 0%;background-repeat:repeat;background-attachment:scroll;border:0px rgb(68,71,70);clear:none;color:rgb(68,71,70);float:none;padding:0px;background-color:transparent;margin-top:0px;margin-right:0px;margin-left:0px;line-height:1.15;font-size:16px;"></sup></span><span style="background:rgba(0,0,0,0) none repeat scroll 0% 0%;border:0px rgb(31,31,31);clear:none;float:none;margin-bottom:0px;padding:0px;margin-top:0px;margin-right:0px;margin-left:0px;line-height:1.15;">.</span>   </div><br /><ul style="background:rgba(0,0,0,0) none repeat scroll 0% 0%;border:0px rgb(31,31,31);clear:none;float:none;padding:0px 0px 0px 3.36px;line-height:1.15;"><li style="background:rgba(0,0,0,0) none repeat scroll 0% 0%;border:0px rgb(31,31,31);clear:none;float:none;margin-bottom:0px;padding:0px 0px 0px 36px;margin-top:0px;margin-right:0px;margin-left:0px;line-height:1.15;"><div style="background:rgba(0,0,0,0) none repeat scroll 0% 0%;border:0px rgb(31,31,31);clear:none;float:none;margin-bottom:0px;padding:0px 0px 0px 4px;margin-top:0px;margin-right:0px;margin-left:0px;line-height:1.15;"><span style="background:rgba(0,0,0,0) none repeat scroll 0% 0%;border:0px rgb(31,31,31);clear:none;float:none;margin-bottom:0px;padding:0px;margin-top:0px;margin-right:0px;margin-left:0px;line-height:1.15;">1강의 S&amp;OP($ 단위/제품군)와 하위 계획의 간접(Indirectly) 연계 구조</span><span style="background:rgba(0,0,0,0) none repeat scroll 0% 0%;border:0px rgb(31,31,31);clear:none;float:none;margin-bottom:0px;padding:0px;margin-top:0px;margin-right:0px;margin-left:0px;line-height:1.15;"><sup class="superscript" style="background-image:none;background-position:0% 0%;background-repeat:repeat;background-attachment:scroll;border:0px rgb(68,71,70);clear:none;color:rgb(68,71,70);float:none;padding:0px;background-color:transparent;margin-top:0px;margin-right:0px;margin-left:0px;line-height:1.15;font-size:16px;"></sup></span><span style="background:rgba(0,0,0,0) none repeat scroll 0% 0%;border:0px rgb(31,31,31);clear:none;float:none;margin-bottom:0px;padding:0px;margin-top:0px;margin-right:0px;margin-left:0px;line-height:1.15;">,</span></div><br /></li><li style="background:rgba(0,0,0,0) none repeat scroll 0% 0%;border:0px rgb(31,31,31);clear:none;float:none;margin-bottom:0px;padding:0px 0px 0px 36px;margin-top:0px;margin-right:0px;margin-left:0px;line-height:1.15;"><div style="background:rgba(0,0,0,0) none repeat scroll 0% 0%;border:0px rgb(31,31,31);clear:none;float:none;margin-bottom:0px;padding:0px 0px 0px 4px;margin-top:0px;margin-right:0px;margin-left:0px;line-height:1.15;"><span style="background:rgba(0,0,0,0) none repeat scroll 0% 0%;border:0px rgb(31,31,31);clear:none;float:none;margin-bottom:0px;padding:0px;margin-top:0px;margin-right:0px;margin-left:0px;line-height:1.15;">2강의 Time Fence(DTF vs PTF) 거버넌스 및 Look-ahead ATP 음수 보정 연산</span><span style="background:rgba(0,0,0,0) none repeat scroll 0% 0%;border:0px rgb(31,31,31);clear:none;float:none;margin-bottom:0px;padding:0px;margin-top:0px;margin-right:0px;margin-left:0px;line-height:1.15;"><sup class="superscript" style="background-image:none;background-position:0% 0%;background-repeat:repeat;background-attachment:scroll;border:0px rgb(68,71,70);clear:none;color:rgb(68,71,70);float:none;padding:0px;background-color:transparent;margin-top:0px;margin-right:0px;margin-left:0px;line-height:1.15;font-size:16px;"></sup></span><span style="background:rgba(0,0,0,0) none repeat scroll 0% 0%;border:0px rgb(31,31,31);clear:none;float:none;margin-bottom:0px;padding:0px;margin-top:0px;margin-right:0px;margin-left:0px;line-height:1.15;">,</span></div></li><li style="background:rgba(0,0,0,0) none repeat scroll 0% 0%;border:0px rgb(31,31,31);clear:none;float:none;padding:0px 0px 0px 36px;margin-top:0px;margin-right:0px;margin-left:0px;line-height:1.15;"><div style="background:rgba(0,0,0,0) none repeat scroll 0% 0%;border:0px rgb(31,31,31);clear:none;float:none;margin-bottom:0px;padding:0px 0px 0px 4px;margin-top:0px;margin-right:0px;margin-left:0px;line-height:1.15;"><span style="background:rgba(0,0,0,0) none repeat scroll 0% 0%;border:0px rgb(31,31,31);clear:none;float:none;margin-bottom:0px;padding:0px;margin-top:0px;margin-right:0px;margin-left:0px;line-height:1.15;">3강의 MRP-CRP 인터페이스 및 PAC 디스패칭 규칙(SPT, EDD, CR)</span><span style="background:rgba(0,0,0,0) none repeat scroll 0% 0%;border:0px rgb(31,31,31);clear:none;float:none;margin-bottom:0px;padding:0px;margin-top:0px;margin-right:0px;margin-left:0px;line-height:1.15;"><sup class="superscript" style="background-image:none;background-position:0% 0%;background-repeat:repeat;background-attachment:scroll;border:0px rgb(68,71,70);clear:none;color:rgb(68,71,70);float:none;padding:0px;background-color:transparent;margin-top:0px;margin-right:0px;margin-left:0px;line-height:1.15;font-size:16px;"></sup></span><span style="background:rgba(0,0,0,0) none repeat scroll 0% 0%;border:0px rgb(31,31,31);clear:none;float:none;margin-bottom:0px;padding:0px;margin-top:0px;margin-right:0px;margin-left:0px;line-height:1.15;"> 등<br />
시험에서 가장 헷갈리기 쉬운 경계선들을 계층별 표와 그리드로 완벽히 재구조화해 줍니다</span><span style="background:rgba(0,0,0,0) none repeat scroll 0% 0%;border:0px rgb(31,31,31);clear:none;float:none;margin-bottom:0px;padding:0px;margin-top:0px;margin-right:0px;margin-left:0px;line-height:1.15;"><sup class="superscript" style="background-image:none;background-position:0% 0%;background-repeat:repeat;background-attachment:scroll;border:0px rgb(68,71,70);clear:none;color:rgb(68,71,70);float:none;padding:0px;background-color:transparent;margin-top:0px;margin-right:0px;margin-left:0px;line-height:1.15;font-size:16px;"></sup></span><span style="background:rgba(0,0,0,0) none repeat scroll 0% 0%;border:0px rgb(31,31,31);clear:none;float:none;margin-bottom:0px;padding:0px;margin-top:0px;margin-right:0px;margin-left:0px;line-height:1.15;">. 40강을 완강하고 머릿속이 복잡해졌을 때 틀을 단단하게 잡아주는 결정적인 역할을 했습니다</span><span style="background:rgba(0,0,0,0) none repeat scroll 0% 0%;border:0px rgb(31,31,31);clear:none;float:none;margin-bottom:0px;padding:0px;margin-top:0px;margin-right:0px;margin-left:0px;line-height:1.15;"><sup class="superscript" style="background-image:none;background-position:0% 0%;background-repeat:repeat;background-attachment:scroll;border:0px rgb(68,71,70);clear:none;color:rgb(68,71,70);float:none;padding:0px;background-color:transparent;margin-top:0px;margin-right:0px;margin-left:0px;line-height:1.15;font-size:16px;"></sup></span><span style="background:rgba(0,0,0,0) none repeat scroll 0% 0%;border:0px rgb(31,31,31);clear:none;float:none;margin-bottom:0px;padding:0px;margin-top:0px;margin-right:0px;margin-left:0px;line-height:1.15;">.</span>   </div><br /></li></ul></li><li style="background:rgba(0,0,0,0) none repeat scroll 0% 0%;border:0px rgb(31,31,31);clear:none;float:none;padding:0px 0px 0px 36px;margin-top:0px;margin-right:0px;margin-left:0px;line-height:1.15;"><div style="background:rgba(0,0,0,0) none repeat scroll 0% 0%;border:0px rgb(31,31,31);clear:none;float:none;margin-bottom:0px;padding:0px 0px 0px 4px;margin-top:0px;margin-right:0px;margin-left:0px;line-height:1.15;"><span style="background:rgba(0,0,0,0) none repeat scroll 0% 0%;border:0px rgb(31,31,31);clear:none;float:none;margin-bottom:0px;padding:0px;margin-top:0px;margin-right:0px;margin-left:0px;line-height:1.15;"><b style="background:rgba(0,0,0,0) none repeat scroll 0% 0%;border:0px rgb(31,31,31);clear:none;float:none;padding:0px;margin-top:0px;margin-right:0px;margin-left:0px;line-height:1.15;">실전 문제풀이 (Final 100제·150제 &amp; 단원별 문제): 실전 싱크로율과 감각 배양</b>
단순 정답 확인에 그치지 않고 본시험과 동일한 호흡으로 진행됩니다</span><span style="background:rgba(0,0,0,0) none repeat scroll 0% 0%;border:0px rgb(31,31,31);clear:none;float:none;margin-bottom:0px;padding:0px;margin-top:0px;margin-right:0px;margin-left:0px;line-height:1.15;"><sup class="superscript" style="background-image:none;background-position:0% 0%;background-repeat:repeat;background-attachment:scroll;border:0px rgb(68,71,70);clear:none;color:rgb(68,71,70);float:none;padding:0px;background-color:transparent;margin-top:0px;margin-right:0px;margin-left:0px;line-height:1.15;font-size:16px;"></sup></span><span style="background:rgba(0,0,0,0) none repeat scroll 0% 0%;border:0px rgb(31,31,31);clear:none;float:none;margin-bottom:0px;padding:0px;margin-top:0px;margin-right:0px;margin-left:0px;line-height:1.15;">. 실제 ASCM 기출 스타일의 지문 호흡과 선지 트랩을 다루며, 1문항당 45~50초 내에 핵심 키워드를 포착하고 정답을 도출하는 훈련을 체계적으로 시켜줍니다</span><span style="background:rgba(0,0,0,0) none repeat scroll 0% 0%;border:0px rgb(31,31,31);clear:none;float:none;margin-bottom:0px;padding:0px;margin-top:0px;margin-right:0px;margin-left:0px;line-height:1.15;"><sup class="superscript" style="background-image:none;background-position:0% 0%;background-repeat:repeat;background-attachment:scroll;border:0px rgb(68,71,70);clear:none;color:rgb(68,71,70);float:none;padding:0px;background-color:transparent;margin-top:0px;margin-right:0px;margin-left:0px;line-height:1.15;font-size:16px;"></sup></span><span style="background:rgba(0,0,0,0) none repeat scroll 0% 0%;border:0px rgb(31,31,31);clear:none;float:none;margin-bottom:0px;padding:0px;margin-top:0px;margin-right:0px;margin-left:0px;line-height:1.15;">.</span></div><br /></li></ul><h3 style="background:rgba(0,0,0,0) none repeat scroll 0% 0%;border:0px rgb(31,31,31);clear:none;color:rgb(31,31,31);float:none;margin-bottom:0px;padding:0px;margin-top:0px;margin-right:0px;margin-left:0px;font-family:'Google Sans', sans-serif;line-height:1.15;">2. 강의 스타일 및 교수법의 차별화 포인트</h3><ul style="background:rgba(0,0,0,0) none repeat scroll 0% 0%;border:0px rgb(31,31,31);clear:none;float:none;padding:0px 0px 0px 3.36px;line-height:1.15;"><li style="background:rgba(0,0,0,0) none repeat scroll 0% 0%;border:0px rgb(31,31,31);clear:none;float:none;margin-bottom:0px;padding:0px 0px 0px 36px;margin-top:0px;margin-right:0px;margin-left:0px;line-height:1.15;"><div style="background:rgba(0,0,0,0) none repeat scroll 0% 0%;border:0px rgb(31,31,31);clear:none;float:none;margin-bottom:0px;padding:0px 0px 0px 4px;margin-top:0px;margin-right:0px;margin-left:0px;line-height:1.15;"><span style="background:rgba(0,0,0,0) none repeat scroll 0% 0%;border:0px rgb(31,31,31);clear:none;float:none;margin-bottom:0px;padding:0px;margin-top:0px;margin-right:0px;margin-left:0px;line-height:1.15;"><b style="background:rgba(0,0,0,0) none repeat scroll 0% 0%;border:0px rgb(31,31,31);clear:none;float:none;padding:0px;margin-top:0px;margin-right:0px;margin-left:0px;line-height:1.15;">매력적인 오답 선지(Distractor) 정밀 소거법</b>
APICS 시험은 '틀린 것'을 고르는 것이 아니라 '가장 적절한 것(Best Answer)'을 가려내는 시험입니다</span><span style="background:rgba(0,0,0,0) none repeat scroll 0% 0%;border:0px rgb(31,31,31);clear:none;float:none;margin-bottom:0px;padding:0px;margin-top:0px;margin-right:0px;margin-left:0px;line-height:1.15;"><sup class="superscript" style="background-image:none;background-position:0% 0%;background-repeat:repeat;background-attachment:scroll;border:0px rgb(68,71,70);clear:none;color:rgb(68,71,70);float:none;padding:0px;background-color:transparent;margin-top:0px;margin-right:0px;margin-left:0px;line-height:1.15;font-size:16px;"></sup></span><span style="background:rgba(0,0,0,0) none repeat scroll 0% 0%;border:0px rgb(31,31,31);clear:none;float:none;margin-bottom:0px;padding:0px;margin-top:0px;margin-right:0px;margin-left:0px;line-height:1.15;">. 강사님께서는 단순히 *"A가 정답입니다"*로 끝내지 않고, <i style="background:rgba(0,0,0,0) none repeat scroll 0% 0%;border:0px rgb(31,31,31);clear:none;float:none;margin-bottom:0px;padding:0px;margin-top:0px;margin-right:0px;margin-left:0px;line-height:1.15;">"B는 MPS가 아닌 S&amp;OP 레벨의 도구라 위계 오류다"</i>, *"C는 Operational 관점이 아닌 Financial 지표라 지문 조건 불일치다"*처럼 <b style="background:rgba(0,0,0,0) none repeat scroll 0% 0%;border:0px rgb(31,31,31);clear:none;float:none;padding:0px;margin-top:0px;margin-right:0px;margin-left:0px;line-height:1.15;">오답 선지가 설계된 출제자의 트랩 의도</b>를 낱낱이 분해해 주십니다</span><span style="background:rgba(0,0,0,0) none repeat scroll 0% 0%;border:0px rgb(31,31,31);clear:none;float:none;margin-bottom:0px;padding:0px;margin-top:0px;margin-right:0px;margin-left:0px;line-height:1.15;"><sup class="superscript" style="background-image:none;background-position:0% 0%;background-repeat:repeat;background-attachment:scroll;border:0px rgb(68,71,70);clear:none;color:rgb(68,71,70);float:none;padding:0px;background-color:transparent;margin-top:0px;margin-right:0px;margin-left:0px;line-height:1.15;font-size:16px;"></sup></span><span style="background:rgba(0,0,0,0) none repeat scroll 0% 0%;border:0px rgb(31,31,31);clear:none;float:none;margin-bottom:0px;padding:0px;margin-top:0px;margin-right:0px;margin-left:0px;line-height:1.15;">. 이 훈련 덕분에 실전에서 50:50으로 경합하는 선지를 만났을 때 흔들리지 않고 정답을 찍어낼 수 있었습니다</span><span style="background:rgba(0,0,0,0) none repeat scroll 0% 0%;border:0px rgb(31,31,31);clear:none;float:none;margin-bottom:0px;padding:0px;margin-top:0px;margin-right:0px;margin-left:0px;line-height:1.15;"><sup class="superscript" style="background-image:none;background-position:0% 0%;background-repeat:repeat;background-attachment:scroll;border:0px rgb(68,71,70);clear:none;color:rgb(68,71,70);float:none;padding:0px;background-color:transparent;margin-top:0px;margin-right:0px;margin-left:0px;line-height:1.15;font-size:16px;"></sup></span><span style="background:rgba(0,0,0,0) none repeat scroll 0% 0%;border:0px rgb(31,31,31);clear:none;float:none;margin-bottom:0px;padding:0px;margin-top:0px;margin-right:0px;margin-left:0px;line-height:1.15;">.</span></div><br /></li><li style="background:rgba(0,0,0,0) none repeat scroll 0% 0%;border:0px rgb(31,31,31);clear:none;float:none;margin-bottom:0px;padding:0px 0px 0px 36px;margin-top:0px;margin-right:0px;margin-left:0px;line-height:1.15;"><div style="background:rgba(0,0,0,0) none repeat scroll 0% 0%;border:0px rgb(31,31,31);clear:none;float:none;margin-bottom:0px;padding:0px 0px 0px 4px;margin-top:0px;margin-right:0px;margin-left:0px;line-height:1.15;"><span style="background:rgba(0,0,0,0) none repeat scroll 0% 0%;border:0px rgb(31,31,31);clear:none;float:none;margin-bottom:0px;padding:0px;margin-top:0px;margin-right:0px;margin-left:0px;line-height:1.15;"><b style="background:rgba(0,0,0,0) none repeat scroll 0% 0%;border:0px rgb(31,31,31);clear:none;float:none;padding:0px;margin-top:0px;margin-right:0px;margin-left:0px;line-height:1.15;">추상적 용어를 관통하는 현장 밀착형 예시와 위트</b>
BOM 폭발, 공수 계산, 안전재고 등 자칫 건조해지기 쉬운 산업공학적 개념들을 실제 생산 라인의 이슈, 부서 간 상충(Trade-off), 현실적인 납기 지연 사례와 유머를 곁들여 설명해 주십니다</span><span style="background:rgba(0,0,0,0) none repeat scroll 0% 0%;border:0px rgb(31,31,31);clear:none;float:none;margin-bottom:0px;padding:0px;margin-top:0px;margin-right:0px;margin-left:0px;line-height:1.15;"><sup class="superscript" style="background-image:none;background-position:0% 0%;background-repeat:repeat;background-attachment:scroll;border:0px rgb(68,71,70);clear:none;color:rgb(68,71,70);float:none;padding:0px;background-color:transparent;margin-top:0px;margin-right:0px;margin-left:0px;line-height:1.15;font-size:16px;"></sup></span><span style="background:rgba(0,0,0,0) none repeat scroll 0% 0%;border:0px rgb(31,31,31);clear:none;float:none;margin-bottom:0px;padding:0px;margin-top:0px;margin-right:0px;margin-left:0px;line-height:1.15;">. 덕분에 긴 호흡의 온라인 강의임에도 피로도 없이 몰입감을 유지할 수 있었습니다</span><span style="background:rgba(0,0,0,0) none repeat scroll 0% 0%;border:0px rgb(31,31,31);clear:none;float:none;margin-bottom:0px;padding:0px;margin-top:0px;margin-right:0px;margin-left:0px;line-height:1.15;"><sup class="superscript" style="background-image:none;background-position:0% 0%;background-repeat:repeat;background-attachment:scroll;border:0px rgb(68,71,70);clear:none;color:rgb(68,71,70);float:none;padding:0px;background-color:transparent;margin-top:0px;margin-right:0px;margin-left:0px;line-height:1.15;font-size:16px;"></sup></span><span style="background:rgba(0,0,0,0) none repeat scroll 0% 0%;border:0px rgb(31,31,31);clear:none;float:none;margin-bottom:0px;padding:0px;margin-top:0px;margin-right:0px;margin-left:0px;line-height:1.15;">.</span>   </div><br /></li><li style="background:rgba(0,0,0,0) none repeat scroll 0% 0%;border:0px rgb(31,31,31);clear:none;float:none;padding:0px 0px 0px 36px;margin-top:0px;margin-right:0px;margin-left:0px;line-height:1.15;"><div style="background:rgba(0,0,0,0) none repeat scroll 0% 0%;border:0px rgb(31,31,31);clear:none;float:none;margin-bottom:0px;padding:0px 0px 0px 4px;margin-top:0px;margin-right:0px;margin-left:0px;line-height:1.15;"><span style="background:rgba(0,0,0,0) none repeat scroll 0% 0%;border:0px rgb(31,31,31);clear:none;float:none;margin-bottom:0px;padding:0px;margin-top:0px;margin-right:0px;margin-left:0px;line-height:1.15;"><b style="background:rgba(0,0,0,0) none repeat scroll 0% 0%;border:0px rgb(31,31,31);clear:none;float:none;padding:0px;margin-top:0px;margin-right:0px;margin-left:0px;line-height:1.15;">한국 수험생 빈출 실수 영역 집중 공략</b>
MTS(재고 감축)와 MTO(백로그 감축) 간의 생산량 계산 부호 방향, Allocated Inventory와 Backorder의 엄격한 정의 차이 등 한국 수험생들이 시험장에서 실수하기 쉬운 취약점들을 사전에 짚고 방어막을 쳐주십니다</span><span style="background:rgba(0,0,0,0) none repeat scroll 0% 0%;border:0px rgb(31,31,31);clear:none;float:none;margin-bottom:0px;padding:0px;margin-top:0px;margin-right:0px;margin-left:0px;line-height:1.15;"><sup class="superscript" style="background-image:none;background-position:0% 0%;background-repeat:repeat;background-attachment:scroll;border:0px rgb(68,71,70);clear:none;color:rgb(68,71,70);float:none;padding:0px;background-color:transparent;margin-top:0px;margin-right:0px;margin-left:0px;line-height:1.15;font-size:16px;"></sup></span><span style="background:rgba(0,0,0,0) none repeat scroll 0% 0%;border:0px rgb(31,31,31);clear:none;float:none;margin-bottom:0px;padding:0px;margin-top:0px;margin-right:0px;margin-left:0px;line-height:1.15;">.</span></div><br /></li></ul><h3 style="background:rgba(0,0,0,0) none repeat scroll 0% 0%;border:0px rgb(31,31,31);clear:none;color:rgb(31,31,31);float:none;margin-bottom:0px;padding:0px;margin-top:0px;margin-right:0px;margin-left:0px;font-family:'Google Sans', sans-serif;line-height:1.15;">3. 교재 구성 및 피드백 시스템 (Q&amp;A)</h3><ul style="background:rgba(0,0,0,0) none repeat scroll 0% 0%;border:0px rgb(31,31,31);clear:none;float:none;padding:0px 0px 0px 3.36px;line-height:1.15;"><li style="background:rgba(0,0,0,0) none repeat scroll 0% 0%;border:0px rgb(31,31,31);clear:none;float:none;margin-bottom:0px;padding:0px 0px 0px 36px;margin-top:0px;margin-right:0px;margin-left:0px;line-height:1.15;"><div style="background:rgba(0,0,0,0) none repeat scroll 0% 0%;border:0px rgb(31,31,31);clear:none;float:none;margin-bottom:0px;padding:0px 0px 0px 4px;margin-top:0px;margin-right:0px;margin-left:0px;line-height:1.15;"><span style="background:rgba(0,0,0,0) none repeat scroll 0% 0%;border:0px rgb(31,31,31);clear:none;float:none;margin-bottom:0px;padding:0px;margin-top:0px;margin-right:0px;margin-left:0px;line-height:1.15;"><b style="background:rgba(0,0,0,0) none repeat scroll 0% 0%;border:0px rgb(31,31,31);clear:none;float:none;padding:0px;margin-top:0px;margin-right:0px;margin-left:0px;line-height:1.15;">도식화 중심의 자체 제작 교재</b>
두꺼운 영어 원서를 일일이 번역하며 겪는 비효율을 걷어내고, MPC 핵심 프레임워크와 계산 공식을 한눈에 파악할 수 있도록 도표와 다이어그램 위주로 압축되어 있어 단권화 복습용으로 최적화되어 있습니다</span><span style="background:rgba(0,0,0,0) none repeat scroll 0% 0%;border:0px rgb(31,31,31);clear:none;float:none;margin-bottom:0px;padding:0px;margin-top:0px;margin-right:0px;margin-left:0px;line-height:1.15;"><sup class="superscript" style="background-image:none;background-position:0% 0%;background-repeat:repeat;background-attachment:scroll;border:0px rgb(68,71,70);clear:none;color:rgb(68,71,70);float:none;padding:0px;background-color:transparent;margin-top:0px;margin-right:0px;margin-left:0px;line-height:1.15;font-size:16px;"></sup></span><span style="background:rgba(0,0,0,0) none repeat scroll 0% 0%;border:0px rgb(31,31,31);clear:none;float:none;margin-bottom:0px;padding:0px;margin-top:0px;margin-right:0px;margin-left:0px;line-height:1.15;">.</span></div><br /></li><li style="background:rgba(0,0,0,0) none repeat scroll 0% 0%;border:0px rgb(31,31,31);clear:none;float:none;padding:0px 0px 0px 36px;margin-top:0px;margin-right:0px;margin-left:0px;line-height:1.15;"><div style="background:rgba(0,0,0,0) none repeat scroll 0% 0%;border:0px rgb(31,31,31);clear:none;float:none;margin-bottom:0px;padding:0px 0px 0px 4px;margin-top:0px;margin-right:0px;margin-left:0px;line-height:1.15;"><span style="background:rgba(0,0,0,0) none repeat scroll 0% 0%;border:0px rgb(31,31,31);clear:none;float:none;margin-bottom:0px;padding:0px;margin-top:0px;margin-right:0px;margin-left:0px;line-height:1.15;"><b style="background:rgba(0,0,0,0) none repeat scroll 0% 0%;border:0px rgb(31,31,31);clear:none;float:none;padding:0px;margin-top:0px;margin-right:0px;margin-left:0px;line-height:1.15;">신속하고 진정성 있는 질의응답 (Q&amp;A)</b>
학습 중 모호한 선지나 계산 과정에 대해 카카오톡에 질문을 남겼을 때, 단순 단답형 답변이 아니라 수강생이 어떤 지점에서 개념 혼선을 겪고 있는지를 짚어주며 출제 논리에 입각한 상세한 피드백을 신속하게 제공해 주십니다</span><span style="background:rgba(0,0,0,0) none repeat scroll 0% 0%;border:0px rgb(31,31,31);clear:none;float:none;margin-bottom:0px;padding:0px;margin-top:0px;margin-right:0px;margin-left:0px;line-height:1.15;"><sup class="superscript" style="background-image:none;background-position:0% 0%;background-repeat:repeat;background-attachment:scroll;border:0px rgb(68,71,70);clear:none;color:rgb(68,71,70);float:none;padding:0px;background-color:transparent;margin-top:0px;margin-right:0px;margin-left:0px;line-height:1.15;font-size:16px;"></sup></span><span style="background:rgba(0,0,0,0) none repeat scroll 0% 0%;border:0px rgb(31,31,31);clear:none;float:none;margin-bottom:0px;padding:0px;margin-top:0px;margin-right:0px;margin-left:0px;line-height:1.15;">. 수강생을 진심으로 서포트한다는 느낌을 강하게 받았습니다</span><span style="background:rgba(0,0,0,0) none repeat scroll 0% 0%;border:0px rgb(31,31,31);clear:none;float:none;margin-bottom:0px;padding:0px;margin-top:0px;margin-right:0px;margin-left:0px;line-height:1.15;"><sup class="superscript" style="background-image:none;background-position:0% 0%;background-repeat:repeat;background-attachment:scroll;border:0px rgb(68,71,70);clear:none;color:rgb(68,71,70);float:none;padding:0px;background-color:transparent;margin-top:0px;margin-right:0px;margin-left:0px;line-height:1.15;font-size:16px;"></sup></span><span style="background:rgba(0,0,0,0) none repeat scroll 0% 0%;border:0px rgb(31,31,31);clear:none;float:none;margin-bottom:0px;padding:0px;margin-top:0px;margin-right:0px;margin-left:0px;line-height:1.15;">.</span>   </div><br /></li></ul><div style="background:rgba(0,0,0,0) none repeat scroll 0% 0%;border:0px rgb(31,31,31);clear:none;float:none;margin-bottom:0px;padding:0px;margin-top:0px;margin-right:0px;margin-left:0px;line-height:1.15;"><span style="background:rgba(0,0,0,0) none repeat scroll 0% 0%;border:0px rgb(31,31,31);clear:none;float:none;margin-bottom:0px;padding:0px;margin-top:0px;margin-right:0px;margin-left:0px;line-height:1.15;">방대한 CPIM의 지식 체계를 혼자 독학했다면 어디서부터 손을 대야 할지 막막했을 텐데, GICS 온써티 커리큘럼은 '시험에 필요한 정확한 기준과 시야'를 세워주었습니다</span><span style="background:rgba(0,0,0,0) none repeat scroll 0% 0%;border:0px rgb(31,31,31);clear:none;float:none;margin-bottom:0px;padding:0px;margin-top:0px;margin-right:0px;margin-left:0px;line-height:1.15;"><sup class="superscript" style="background-image:none;background-position:0% 0%;background-repeat:repeat;background-attachment:scroll;border:0px rgb(68,71,70);clear:none;color:rgb(68,71,70);float:none;padding:0px;background-color:transparent;margin-top:0px;margin-right:0px;margin-left:0px;line-height:1.15;font-size:16px;"></sup></span><span style="background:rgba(0,0,0,0) none repeat scroll 0% 0%;border:0px rgb(31,31,31);clear:none;float:none;margin-bottom:0px;padding:0px;margin-top:0px;margin-right:0px;margin-left:0px;line-height:1.15;">. 단순 암기식 주입이 아닌 시스템적 사고방식을 훈련시켜 주신 덕분에 한 번의 완강만으로도 본시험에서 높은 점수로 수월하게 합격할 수 있었습니다</span><span style="background:rgba(0,0,0,0) none repeat scroll 0% 0%;border:0px rgb(31,31,31);clear:none;float:none;margin-bottom:0px;padding:0px;margin-top:0px;margin-right:0px;margin-left:0px;line-height:1.15;"><sup class="superscript" style="background-image:none;background-position:0% 0%;background-repeat:repeat;background-attachment:scroll;border:0px rgb(68,71,70);clear:none;color:rgb(68,71,70);float:none;padding:0px;background-color:transparent;margin-top:0px;margin-right:0px;margin-left:0px;line-height:1.15;font-size:16px;"></sup></span><span style="background:rgba(0,0,0,0) none repeat scroll 0% 0%;border:0px rgb(31,31,31);clear:none;float:none;margin-bottom:0px;padding:0px;margin-top:0px;margin-right:0px;margin-left:0px;line-height:1.15;">.</span>   </div><br /><div style="background:rgba(0,0,0,0) none repeat scroll 0% 0%;border:0px rgb(31,31,31);clear:none;float:none;padding:0px;margin-top:0px;margin-right:0px;margin-left:0px;line-height:1.15;"><span style="background:rgba(0,0,0,0) none repeat scroll 0% 0%;border:0px rgb(31,31,31);clear:none;float:none;margin-bottom:0px;padding:0px;margin-top:0px;margin-right:0px;margin-left:0px;line-height:1.15;">CPIM을 준비하며 강의 선택을 고민하시는 분들께 가장 확실하고 후회 없는 선택지로 온써티 과정을 추천합니다</span><span style="background:rgba(0,0,0,0) none repeat scroll 0% 0%;border:0px rgb(31,31,31);clear:none;float:none;margin-bottom:0px;padding:0px;margin-top:0px;margin-right:0px;margin-left:0px;line-height:1.15;"><sup class="superscript" style="background-image:none;background-position:0% 0%;background-repeat:repeat;background-attachment:scroll;border:0px rgb(68,71,70);clear:none;color:rgb(68,71,70);float:none;padding:0px;background-color:transparent;margin-top:0px;margin-right:0px;margin-left:0px;line-height:1.15;font-size:16px;"></sup></span><span style="background:rgba(0,0,0,0) none repeat scroll 0% 0%;border:0px rgb(31,31,31);clear:none;float:none;margin-bottom:0px;padding:0px;margin-top:0px;margin-right:0px;margin-left:0px;line-height:1.15;">.</span></div><div style="background:rgba(0,0,0,0) none repeat scroll 0% 0%;border:0px rgb(31,31,31);clear:none;float:none;padding:0px;margin-top:0px;margin-right:0px;margin-left:0px;line-height:1.15;"><span style="background:rgba(0,0,0,0) none repeat scroll 0% 0%;border:0px rgb(31,31,31);clear:none;float:none;margin-bottom:0px;padding:0px;margin-top:0px;margin-right:0px;margin-left:0px;line-height:1.15;"><br /></span></div><div style="background:rgba(0,0,0,0) none repeat scroll 0% 0%;border:0px rgb(31,31,31);clear:none;float:none;padding:0px;margin-top:0px;margin-right:0px;margin-left:0px;line-height:1.15;"><span style="background:rgba(0,0,0,0) none repeat scroll 0% 0%;border:0px rgb(31,31,31);clear:none;float:none;margin-bottom:0px;padding:0px;margin-top:0px;margin-right:0px;margin-left:0px;line-height:1.15;">또한 대학생으로서 알지 못하는 실무의 예시 이야기들과, 인생과 업무를 바라보는 방식을 강의중에 설명해주실 때가 있는데 정말 도움되고 인상깊은 말씀 밖에 없어서 앞으로 회사에 들어가서 어떤 업무와 직무를 맡을 때 임해야 하는 자세도 배우고 삶을 배울 수 있는 덕담도 해주셔서 정말 감사했습니다. </span></div><div style="background:rgba(0,0,0,0) none repeat scroll 0% 0%;border:0px rgb(31,31,31);clear:none;float:none;padding:0px;margin-top:0px;margin-right:0px;margin-left:0px;line-height:1.15;"><span style="background:rgba(0,0,0,0) none repeat scroll 0% 0%;border:0px rgb(31,31,31);clear:none;float:none;margin-bottom:0px;padding:0px;margin-top:0px;margin-right:0px;margin-left:0px;line-height:1.15;"></span></div><div style="background:rgba(0,0,0,0) none repeat scroll 0% 0%;border:0px rgb(31,31,31);clear:none;float:none;padding:0px;margin-top:0px;margin-right:0px;margin-left:0px;line-height:1.15;"><span style="background:rgba(0,0,0,0) none repeat scroll 0% 0%;border:0px rgb(31,31,31);clear:none;float:none;margin-bottom:0px;padding:0px;margin-top:0px;margin-right:0px;margin-left:0px;line-height:1.15;">만나서 밥 한끼하며 말씀 나눠보고 싶은 선생님같은 느낌입니다.. 내적 친밀감 max라서 길에서 만나면 반갑게 인사할 수 있을 것 같습니다.</span></div></div>]]></description>
			<author><![CDATA[박용범]]></author>
			<pubDate>Tue, 03 Nov 2026 13:50:46 +0000</pubDate>
			<category domain="https://oncerti.com/?kboard_redirect=2"><![CDATA[수강후기]]></category>
		</item>
				<item>
			<title><![CDATA[한달 전 297점으로 불합격하고, 한달 뒤 308점으로 합격한 후기]]></title>
			<link><![CDATA[https://oncerti.com/?kboard_content_redirect=2502]]></link>
			<description><![CDATA[<p>안녕하세요? </p><p>제목과 동일하게 9월 추석 전에 시험 응시했을 때는 3점 차이로 낙방했고, 정확히 한달 뒤 308점으로 턱걸이로 합격하였습니다.</p><p>재시험 비용이 이렇게 아까운 건 처음이었네요. (USD400) 덕분에 올 연말에 절약할 수 있겠어요^^ </p><p>불합격 했을 때나, 합격 했을 때나 기출 100문제에서 강사님이 말씀하시는 합격점에 안에 든 적은 없네요^^ </p><p><br /></p><p>8월에 현강들었고, 물류 쪽 대학원도 나왔고 작년에 보세사 시험도 2달 만에 공부해서 합격했는데 CPIM은 쉽지 않더라구요.</p><p>저는 시험을 등록을 안하면 공부를 아예 안할 것 같아서, 추석 전으로 시험 응시했던 거였는데 시간이 너무 촉박했네요.... </p><p>직장 다니시는 분이라면.... 개념 강의 다 수강하시고(수강하는 내내 매번 복습했다는 전제하에), 한달 반에서 두달은 잡고 하시는게 저처럼 돈낭비 안하시는 지름길^^ </p><p>전제) 매 수업끝나면 복습하면서 별도 요약집 만듬 </p><p>1. 교재 한번 다 읽어서 정리 (영어에 익숙해지기)</p><p>2. 수업 들으면서 별도 정리한 요약본 한번 읽기</p><p>3. 기출 풀기 (700제)</p><p>4. 기출 오답 -&gt; 강사님이 설명해주시는게 좀 부족하다고 생각해서 재미나이한테 다 물어가면서 해설 공부했어요</p><p>5. 최종 350문제 풀기 </p><p><img 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" style="width:426px;" alt="jF0x5QAAAAZJREFUAwBiMwRuzwaGdAAAAABJRU5ErkJggg==" /></p><p> </p>]]></description>
			<author><![CDATA[최미정]]></author>
			<pubDate>Mon, 26 Oct 2026 16:59:49 +0000</pubDate>
			<category domain="https://oncerti.com/?kboard_redirect=2"><![CDATA[수강후기]]></category>
		</item>
				<item>
			<title><![CDATA[Re:CPIM 강의 홀드 해제 요청]]></title>
			<link><![CDATA[https://oncerti.com/?kboard_content_redirect=2501]]></link>
			<description><![CDATA[안녕하세요.

요청사항 반영드렸습니다.

감사합니다.]]></description>
			<author><![CDATA[GICS]]></author>
			<pubDate>Mon, 26 Oct 2026 11:53:54 +0000</pubDate>
			<category domain="https://oncerti.com/?kboard_redirect=4"><![CDATA[Q&A]]></category>
		</item>
				<item>
			<title><![CDATA[CPIM 강의 홀드 해제 요청]]></title>
			<link><![CDATA[https://oncerti.com/?kboard_content_redirect=2500]]></link>
			<description><![CDATA[안녕하세요 
홀드 해제 요청드립니다.

10/26일부터  해제 부탁드리겠습니다.

감사합니다.]]></description>
			<author><![CDATA[여호관]]></author>
			<pubDate>Sun, 25 Oct 2026 22:28:06 +0000</pubDate>
			<category domain="https://oncerti.com/?kboard_redirect=4"><![CDATA[Q&A]]></category>
		</item>
				<item>
			<title><![CDATA[CPIM 9.0 합격 신고합니다.]]></title>
			<link><![CDATA[https://oncerti.com/?kboard_content_redirect=2497]]></link>
			<description><![CDATA[<p>안녕하세요. </p><p>GICS 온라인 강의를 수강하며 10월 16일, CPIM 9.0을 준비하고 합격하게 되어 늘 바라만 봐왔던 후기를 저도 남깁니다.</p><p><br /></p><p>처음에는 영어 교재와 방대한 학습 범위가 부담스러웠습니다. </p><p>읽을 때는 이해한 것 같아도 막상 문제를 풀면 비슷한 선택지 사이에서 자주 헷갈렸습니다. 특히 개별 용어를 외우는 것과 문제에 적용하는 것은 다르다는 점을 많이 느꼈습니다.</p><p><br /></p><p>GICS 인강에서 가장 도움이 되었던 부분은 개념 사이의 연결을 설명해 주신 점입니다. </p><p>사업계획에서 S&amp;OP, 주생산일정, 자재소요계획, 생산 실행으로 이어지는 흐름을 이해하니 각각 따로 외우던 내용이 조금씩 정리되었습니다. </p><p>실무 사례를 곁들인 설명도 생소한 개념을 이해하는 데 도움이 되었고 중간중간 재미있는 사례와 설명은 자칫 지루할 수 있었던 과정에서 활력이 되었습니다.</p><p><br /></p><p>공부할 때는 강의를 한 번 듣는 데 그치지 않고, 문제를 풀다가 막히는 부분을 다시 찾아 들었습니다. </p><p>틀린 문제는 정답만 확인하지 않고 ‘왜 이 선택지가 맞고, 내가 고른 것은 왜 틀렸는지’를 설명해 보려고 했습니다. 이 과정을 반복하면서 문제의 핵심을 파악하는 데 자신감이 생겼습니다.</p><p><br /></p><p>시험을 준비하며 가장 크게 느낀 것은 단순한 암기보다 기본 개념을 정확히 이해하는 것이 중요하다는 점입니다. </p><p>익숙한 문제라도 조건이 달라지면 답이 달라질 수 있어, 마지막까지 헷갈리는 개념을 비교하고 정리했습니다.</p><p><br /></p><p>혼자 교재만 읽었다면 중간에 많이 헤맸을 것 같습니다. GICS 인강 덕분에 학습 방향을 잡고 꾸준히 준비할 수 있었습니다. </p><p>이해하기 쉽게 설명해 주신 박대성 강사님께 감사드립니다.</p><p><br /></p><p>CPIM 9.0을 준비하시는 분들도 진도가 더디다고 조급해하지 마시고, 이해가 부족한 부분을 반복해서 확인하시면 좋겠습니다. </p><p>준비하시는 모든 분의 합격을 응원합니다!</p>]]></description>
			<author><![CDATA[오민준]]></author>
			<pubDate>Mon, 19 Oct 2026 20:25:11 +0000</pubDate>
			<category domain="https://oncerti.com/?kboard_redirect=2"><![CDATA[수강후기]]></category>
		</item>
				<item>
			<title><![CDATA[Re:CSCP 강의 홀딩 문의 드립니다.]]></title>
			<link><![CDATA[https://oncerti.com/?kboard_content_redirect=2485]]></link>
			<description><![CDATA[안녕하세요.

요청하신대로 CSCP과정 잔여일 42일에 대해 홀드하도록 하겠습니다.

홀드기간 과정의 상태는 종료상태로 처리되는 점 참고 부탁드리며 이후 재개를 원하실 때 알려주시면 다시 수강할 수 있도록 도움드리겠습니다.

행복한 하루 되십시오.]]></description>
			<author><![CDATA[GICS]]></author>
			<pubDate>Tue, 13 Oct 2026 16:06:11 +0000</pubDate>
			<category domain="https://oncerti.com/?kboard_redirect=4"><![CDATA[Q&A]]></category>
		</item>
				<item>
			<title><![CDATA[CSCP 강의 홀딩 문의 드립니다.]]></title>
			<link><![CDATA[https://oncerti.com/?kboard_content_redirect=2484]]></link>
			<description><![CDATA[안녕하세요,

CSCP 수강생 윤주희입니다.
개인적인 사정으로 10월 중순~말까지 강의이수가 어려울 것 같습니다.
해당 사유로 오늘 날짜 10/13일 기준 홀딩 요청 드립니다.]]></description>
			<author><![CDATA[윤주희]]></author>
			<pubDate>Tue, 13 Oct 2026 16:04:19 +0000</pubDate>
			<category domain="https://oncerti.com/?kboard_redirect=4"><![CDATA[Q&A]]></category>
		</item>
				<item>
			<title><![CDATA[Re:CPIM 강의 연장 관련 문의]]></title>
			<link><![CDATA[https://oncerti.com/?kboard_content_redirect=2483]]></link>
			<description><![CDATA[안녕하세요.

CPIM(version9)과정은 해당 부분이 이미 반영되어 있어 Cost free로 연장은 불가한 점 양해 부탁드려요.

아울러 7일 기준으로 유료 연장은 가능하며 이 경우에 비용은 11만원이 발생됩니다.

참고 부탁드려요.]]></description>
			<author><![CDATA[GICS]]></author>
			<pubDate>Tue, 13 Oct 2026 11:48:19 +0000</pubDate>
			<category domain="https://oncerti.com/?kboard_redirect=4"><![CDATA[Q&A]]></category>
		</item>
				<item>
			<title><![CDATA[CPIM 강의 연장 관련 문의]]></title>
			<link><![CDATA[https://oncerti.com/?kboard_content_redirect=2482]]></link>
			<description><![CDATA[FAQ 확인 해보니 이틀정도는 무료로 연장 해준다고 하시는것으로 보이는데, 2틀 연장 가능 할까요? 
그리고 7일 연장 하게 되면 10만원가냥 비용 발생하는것이 맞을지 문의 드립니다. 
7일 연장 희망하면 어떻게 결제 진행이 되는 부분일까요?]]></description>
			<author><![CDATA[이성진]]></author>
			<pubDate>Tue, 13 Oct 2026 11:46:18 +0000</pubDate>
			<category domain="https://oncerti.com/?kboard_redirect=4"><![CDATA[Q&A]]></category>
		</item>
				<item>
			<title><![CDATA[Re:CPIM 강의 홀드 요청]]></title>
			<link><![CDATA[https://oncerti.com/?kboard_content_redirect=2473]]></link>
			<description><![CDATA[안녕하세요

CPIM(Ver9)과정에 대해 10/1일 기준 잔여일 32일에 대해 홀드하도록 하겠습니다.

감사합니다.]]></description>
			<author><![CDATA[GICS]]></author>
			<pubDate>Fri, 02 Oct 2026 09:46:47 +0000</pubDate>
			<category domain="https://oncerti.com/?kboard_redirect=4"><![CDATA[Q&A]]></category>
		</item>
				<item>
			<title><![CDATA[CPIM 강의 홀드 요청]]></title>
			<link><![CDATA[https://oncerti.com/?kboard_content_redirect=2472]]></link>
			<description><![CDATA[안녕하세요 

강의 홀드 요청 드립니다. 

감사합니다.]]></description>
			<author><![CDATA[여호관]]></author>
			<pubDate>Thu, 01 Oct 2026 23:25:37 +0000</pubDate>
			<category domain="https://oncerti.com/?kboard_redirect=4"><![CDATA[Q&A]]></category>
		</item>
				<item>
			<title><![CDATA[Re:CPIM 강의 홀딩 요청]]></title>
			<link><![CDATA[https://oncerti.com/?kboard_content_redirect=2471]]></link>
			<description><![CDATA[안녕하세요.

CPIM Version 9.0과정 (잔여일 27일) 홀드하도록 하겠습니다.

Hold는 수강기간이 일시 정지된 상태이므로 해당 기간에 등록된 질문에 대해서는 강사의 답변이 제공되지 않습니다. 
질문에 대한 답변은 Hold 종료 후 수강이 재개된 시점부터 가능합니다.

또한 Hold는 전체 수강기간 중 1회에 한하여 신청되는 점 참고 부탁드려요.

감사합니다.]]></description>
			<author><![CDATA[GICS]]></author>
			<pubDate>Mon, 28 Sep 2026 11:27:49 +0000</pubDate>
			<category domain="https://oncerti.com/?kboard_redirect=4"><![CDATA[Q&A]]></category>
		</item>
				<item>
			<title><![CDATA[CPIM 강의 홀딩 요청]]></title>
			<link><![CDATA[https://oncerti.com/?kboard_content_redirect=2470]]></link>
			<description><![CDATA[안녕하세요?

복습과 혼자 문제풀이할 시간이 필요해서 강의 홀딩을 신청드립니다. 

감사합니다.]]></description>
			<author><![CDATA[anthony hagh]]></author>
			<pubDate>Mon, 28 Sep 2026 11:22:58 +0000</pubDate>
			<category domain="https://oncerti.com/?kboard_redirect=4"><![CDATA[Q&A]]></category>
		</item>
				<item>
			<title><![CDATA[[CPIM] Wrapup 2강]]></title>
			<link><![CDATA[https://oncerti.com/?kboard_content_redirect=2469]]></link>
			<description><![CDATA[강사님

안녕하세요? 추석은 잘 지내셨는지요?

나이가 들어서 그런지 아침에 공부해도 저녁엔 기억나지 않네요.

지난 번에도 제가 문의를 드려서 어느정도 이해했다고 생각했는데, 오늘 wrapup을 듣다보니 또 마음에 걸리는 부분이 있습니다.

Wrap up 강의 45분 30초 쯤에, Forward /Backward scheduling 설명을 하시면서,
Forward는 MTO로 CS 수준이 높고, Inventory가 많아지며,
Backward는 MTS로 Inventory가 낮고 complex 높다라고 하셨는데..

MTO는 pull system에 forward scheduling 이고,
MTS는 push system의 backward scheduling이다 라는 것까지는 이해가 되었습니다.

그러나, 일반적으로 MTO가 pull이기 때문에 inventory가 적고, MTS는 push로 미리 생산하기 때문에 재고가 많고 CS가 높아진다고 정리하고 있었는데...
오늘 설명은 반대로 MTO가 Inventory가 많고, MTS가 적은 것으로 느껴져서 혼선이 생기고 있습니다.

그리고 또, 47:20 쯤에서는 MTO에서 엄청나게 complex routing이 발생한다고 하셨는데, 위의 설명이 이 것과도 상반되게 느껴집니다.

이 부분을 다시 정리 해 주시면 감사하겠습니다.]]></description>
			<author><![CDATA[anthony hagh]]></author>
			<pubDate>Sun, 27 Sep 2026 12:11:29 +0000</pubDate>
			<category domain="https://oncerti.com/?kboard_redirect=3"><![CDATA[강좌내용 질의응답]]></category>
		</item>
				<item>
			<title><![CDATA[Re:Re:Re:CPSM 강의 홀드 해제 요청]]></title>
			<link><![CDATA[https://oncerti.com/?kboard_content_redirect=2468]]></link>
			<description><![CDATA[안녕하세요.

요청하신 CPSM통합과정 잔여일 79일에 대해 홀드 해제 적용하였습니다.

감사합니다.]]></description>
			<author><![CDATA[GICS]]></author>
			<pubDate>Sat, 26 Sep 2026 10:57:24 +0000</pubDate>
			<category domain="https://oncerti.com/?kboard_redirect=4"><![CDATA[Q&A]]></category>
		</item>
				<item>
			<title><![CDATA[Re:Re:CPSM 강의 홀드 해제 요청]]></title>
			<link><![CDATA[https://oncerti.com/?kboard_content_redirect=2467]]></link>
			<description><![CDATA[안녕하세요
홀드 해제 요청드립니다.

9/26부터 해제 가능하시면 부탁드리겠습니다.
감사합니다.]]></description>
			<author><![CDATA[신유선]]></author>
			<pubDate>Fri, 25 Sep 2026 19:46:52 +0000</pubDate>
			<category domain="https://oncerti.com/?kboard_redirect=4"><![CDATA[Q&A]]></category>
		</item>
				<item>
			<title><![CDATA[Re:CPIM 강의 홀드 요청]]></title>
			<link><![CDATA[https://oncerti.com/?kboard_content_redirect=2466]]></link>
			<description><![CDATA[안녕하세요

CPIM Version9 통합과정 잔여일 7일에 대해 홀드하도록 하겠습니다.

감사합니다.]]></description>
			<author><![CDATA[GICS]]></author>
			<pubDate>Mon, 21 Sep 2026 19:18:21 +0000</pubDate>
			<category domain="https://oncerti.com/?kboard_redirect=4"><![CDATA[Q&A]]></category>
		</item>
				<item>
			<title><![CDATA[CPIM 강의 홀드 요청]]></title>
			<link><![CDATA[https://oncerti.com/?kboard_content_redirect=2465]]></link>
			<description><![CDATA[안녕하세요. 

CPIM 강의 홀드 요청 드립니다. 

감사합니다.]]></description>
			<author><![CDATA[류지현]]></author>
			<pubDate>Mon, 21 Sep 2026 16:27:36 +0000</pubDate>
			<category domain="https://oncerti.com/?kboard_redirect=4"><![CDATA[Q&A]]></category>
		</item>
				<item>
			<title><![CDATA[Re:CPIM 강의 홀드 요청]]></title>
			<link><![CDATA[https://oncerti.com/?kboard_content_redirect=2464]]></link>
			<description><![CDATA[안녕하세요

요청하신 부분 9/18일자 기준으로 반영드렸습니다.

감사합니다.]]></description>
			<author><![CDATA[GICS]]></author>
			<pubDate>Sat, 19 Sep 2026 13:26:08 +0000</pubDate>
			<category domain="https://oncerti.com/?kboard_redirect=4"><![CDATA[Q&A]]></category>
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