<?xml version="1.0" encoding="UTF-8"?><rss version="2.0">
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		<title>ONCERTI</title>
		<link>https://oncerti.com</link>
		<description>국제자격증 온라인 강좌</description>
		
				<item>
			<title><![CDATA[[CPIM][31강] Review Question 15]]></title>
			<link><![CDATA[https://oncerti.com/?kboard_content_redirect=2436]]></link>
			<description><![CDATA[강사님

안녕하세요?

교재 69페이지에 있는 15번 문제에서,

Long term agreement 에 may include 되는 것을 찾는 질문에서, <strong>질문이 must가 아니고 may</strong>이기 때문에

C는 VMI의 형태이므로 모든 장기계약에 들어가지는 않겠지만,
단기계약에서는 어렵고, 장기계약만 경우에 따라 가능한 부분으로 답이 될 수 있다고 생각했습니다.

반대로, D의 경우는 단기계약에서도 들어갈 수 있기 때문에 장기계약 만의 요소가 아니라고 생각했습니다.

좀 더 자세한 설명 부탁드립니다.

 

감사합니다.]]></description>
			<author><![CDATA[anthony hagh]]></author>
			<pubDate>Thu, 03 Sep 2026 20:58:31 +0000</pubDate>
			<category domain="https://oncerti.com/?kboard_redirect=3"><![CDATA[강좌내용 질의응답]]></category>
		</item>
				<item>
			<title><![CDATA[Re:Re:Re:CPSM 정지]]></title>
			<link><![CDATA[https://oncerti.com/?kboard_content_redirect=2435]]></link>
			<description><![CDATA[안녕하세요.

홀드 해제 적용하였습니다.

감사합니다.]]></description>
			<author><![CDATA[GICS]]></author>
			<pubDate>Thu, 03 Sep 2026 16:26:45 +0000</pubDate>
			<category domain="https://oncerti.com/?kboard_redirect=4"><![CDATA[Q&A]]></category>
		</item>
				<item>
			<title><![CDATA[Re:Re:CPSM 정지]]></title>
			<link><![CDATA[https://oncerti.com/?kboard_content_redirect=2434]]></link>
			<description><![CDATA[강의홀드 해제요청드립니다.]]></description>
			<author><![CDATA[배대운]]></author>
			<pubDate>Thu, 03 Sep 2026 14:38:42 +0000</pubDate>
			<category domain="https://oncerti.com/?kboard_redirect=4"><![CDATA[Q&A]]></category>
		</item>
				<item>
			<title><![CDATA[Re:CPSM 강의 홀드 요청]]></title>
			<link><![CDATA[https://oncerti.com/?kboard_content_redirect=2433]]></link>
			<description><![CDATA[안녕하세요.

요청사항 반영했습니다.

감사합니다.]]></description>
			<author><![CDATA[GICS]]></author>
			<pubDate>Thu, 03 Sep 2026 10:11:30 +0000</pubDate>
			<category domain="https://oncerti.com/?kboard_redirect=4"><![CDATA[Q&A]]></category>
		</item>
				<item>
			<title><![CDATA[CPSM 강의 홀드 요청]]></title>
			<link><![CDATA[https://oncerti.com/?kboard_content_redirect=2432]]></link>
			<description><![CDATA[안녕하세요
CPSM 강의 홀드 요청드립니다.

홀드 요청일자 : 2026. 9/2
잔여 수강일수 : 79일

홀드 해제는 별도 요청드리겠습니다.
감사합니다.]]></description>
			<author><![CDATA[신유선]]></author>
			<pubDate>Wed, 02 Sep 2026 21:23:33 +0000</pubDate>
			<category domain="https://oncerti.com/?kboard_redirect=4"><![CDATA[Q&A]]></category>
		</item>
				<item>
			<title><![CDATA[[CPIM] 29강 Review questions 5번]]></title>
			<link><![CDATA[https://oncerti.com/?kboard_content_redirect=2431]]></link>
			<description><![CDATA[강사님

교재 45page 5번 문제에서, 의미적으로 D가 답이 되겠다라는 생각은 듭니다만,

Operation과 Operation 사이에 있는 시간들은 Wait와 move 아닌가요?

그래서 C도 답이 될 수 있다고 생각했습니다..

 ]]></description>
			<author><![CDATA[anthony hagh]]></author>
			<pubDate>Wed, 02 Sep 2026 00:53:13 +0000</pubDate>
			<category domain="https://oncerti.com/?kboard_redirect=3"><![CDATA[강좌내용 질의응답]]></category>
		</item>
				<item>
			<title><![CDATA[[CPIM] [29강] Sample problem 5]]></title>
			<link><![CDATA[https://oncerti.com/?kboard_content_redirect=2430]]></link>
			<description><![CDATA[강사님

교재 37page에 있는 Sample problem 5번에서,

처음에 구한 값이 Standard time 이고 두번째 구해야 하는 값이 Actual time이니까

Efficiency rate = Standard time/Actual time 의 공식을 이용해서,

Actual time = 31.5/1.2 가되어야 하는 것 아닌가요?]]></description>
			<author><![CDATA[anthony hagh]]></author>
			<pubDate>Wed, 02 Sep 2026 00:43:01 +0000</pubDate>
			<category domain="https://oncerti.com/?kboard_redirect=3"><![CDATA[강좌내용 질의응답]]></category>
		</item>
				<item>
			<title><![CDATA[8/29 CPIM version 9.0 합격 후기]]></title>
			<link><![CDATA[https://oncerti.com/?kboard_content_redirect=2429]]></link>
			<description><![CDATA[<p style="margin:0px 0px 15px;padding:0px;color:rgb(30,30,35);font-family:'Apple SD Gothic Neo', 'Malgun Gothic', arial, sans-serif;letter-spacing:-0.5px;">안녕하세요 8/29일에 319점으로 합격하게되어 후기 남깁니다!!<br /></p><p style="margin:0px 0px 15px;padding:0px;color:rgb(30,30,35);font-family:'Apple SD Gothic Neo', 'Malgun Gothic', arial, sans-serif;letter-spacing:-0.5px;">올해 2월 산업공학과를 졸업하고 취업을 준비하면서 cpim 시험에 응시하게 되었습니다. 저 같은 경우 학부시절에 생산관리,  공급사슬관리 과목을 수강해서 전반적인 내용을 조금 더 수월하게 이해할 수 있었던것 같습니다.</p><p style="margin:0px 0px 15px;padding:0px;color:rgb(30,30,35);font-family:'Apple SD Gothic Neo', 'Malgun Gothic', arial, sans-serif;letter-spacing:-0.5px;">기간을 3달로 잡고 준비를 하였는데 초반에 살짝 풀어져서 제대로 공부한 기간은 한 달 반정도 되는 것 같습니다.</p><p style="margin:0px 0px 15px;padding:0px;color:rgb(30,30,35);font-family:'Apple SD Gothic Neo', 'Malgun Gothic', arial, sans-serif;letter-spacing:-0.5px;"><br /></p><p style="margin:0px 0px 15px;padding:0px;color:rgb(30,30,35);font-family:'Apple SD Gothic Neo', 'Malgun Gothic', arial, sans-serif;letter-spacing:-0.5px;">먼저 빠르게 전반적인 흐름을 익히는 것이 중요하다고 생각되어서 개념강의를 빠르게 한바퀴 돌렸습니다. 그리고 챕터별로 gpt와 함께 저만의 정리본을 만들며 복습하는 시간을 가졌습니다.(이때 교재에 있는 문제도 같이 풀었습니다.)</p><p style="margin:0px 0px 15px;padding:0px;color:rgb(30,30,35);font-family:'Apple SD Gothic Neo', 'Malgun Gothic', arial, sans-serif;letter-spacing:-0.5px;">그 후 문제풀이를 진행했습니다. 750제 2회독(1회차 6-70%, 2회차 7-80% 정답률) - 100제 4회독(1회차 정답률 90%) - 150제 3회독(1회차 정답률 70%)</p><p style="margin:0px 0px 15px;padding:0px;color:rgb(30,30,35);font-family:'Apple SD Gothic Neo', 'Malgun Gothic', arial, sans-serif;letter-spacing:-0.5px;">문제풀이 하는 과정이 정말 쉽지 않았는데(특히 750제) 그래도 반복을 하다보면 느낌이 어느정도 오는것 같습니다. 100제와 150제 같은 경우는 모든 문제의 모든 선지가 왜 맞고 틀린지 확실하게 개념을 잡고 넘어가는 것이 정말!! 도움이 되었습니다. </p><p style="margin:0px 0px 15px;padding:0px;color:rgb(30,30,35);font-family:'Apple SD Gothic Neo', 'Malgun Gothic', arial, sans-serif;letter-spacing:-0.5px;">저는 9.0버젼 강의가 출시되기 전에 강의를 신청해서 8.0 과정과 Bridge 과정을 통해서 준비했는데 강사님 말씀처럼 바뀐 버젼에 대해서는 크게 걱정 안하셔도 될 것 같습니다. 저는 시험 일주일 전에 bridge과정 모두 수강하고 전날에 한 번 더 보고 시험 봤는데 변경된 버젼에  대한 체감은 느껴지지 않았습니다.</p><p style="margin:0px 0px 15px;padding:0px;color:rgb(30,30,35);font-family:'Apple SD Gothic Neo', 'Malgun Gothic', arial, sans-serif;letter-spacing:-0.5px;"><br /></p><p style="margin:0px 0px 15px;padding:0px;color:rgb(30,30,35);font-family:'Apple SD Gothic Neo', 'Malgun Gothic', arial, sans-serif;letter-spacing:-0.5px;">실제 시험의 난이도는 초반에 생각보다 어려워서 정말 당황했습니다. 1번부터 150번까지 한 번 풀기 - 150번부터 1번까지 다시 확인 - 플래그 세웠던 문제 마지막으로 확인 후 10분 정도를 남기고 제출 했습니다. 플래그를 40문제 정도 세웠던것 같고 마지막까지도 헷갈리는 문제가 꽤 있었습니다. 150제와 동일한 문제는 30문제 정도 나왔던 것 같습니다. 덕분에 다른 문제에 시간을 더 할애 할 수 있었던 것 같네요. 후기를 남겨주신 모든분들이 말씀하시듯이 100제와 150제는 정말 중요합니다!! 하지만 강사님이 항상 말씀하시는 전반적인 흐름과 개념에 대한 확실한 이해가 더욱 중요한 것 같습니다. </p><p style="margin:0px 0px 15px;padding:0px;color:rgb(30,30,35);font-family:'Apple SD Gothic Neo', 'Malgun Gothic', arial, sans-serif;letter-spacing:-0.5px;"><br /></p><p style="margin:0px 0px 15px;padding:0px;color:rgb(30,30,35);font-family:'Apple SD Gothic Neo', 'Malgun Gothic', arial, sans-serif;letter-spacing:-0.5px;">아마 GICS 강의가 없었다면 합격하지 못했을것 같네요. 양질의 강의 정말 감사합니다!! 추후에 다른 과정도 수강하러 다시 오겠습니다. 화이팅!!</p><p style="margin:0px 0px 15px;padding:0px;color:rgb(30,30,35);font-family:'Apple SD Gothic Neo', 'Malgun Gothic', arial, sans-serif;letter-spacing:-0.5px;"><img 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" alt="Sy5JJf+oKIAAAAAElFTkSuQmCC" /><br /></p><p style="margin:0px 0px 15px;padding:0px;color:rgb(30,30,35);font-family:'Apple SD Gothic Neo', 'Malgun Gothic', arial, sans-serif;letter-spacing:-0.5px;"><br /></p>]]></description>
			<author><![CDATA[홍성제]]></author>
			<pubDate>Tue, 01 Sep 2026 18:31:42 +0000</pubDate>
			<category domain="https://oncerti.com/?kboard_redirect=2"><![CDATA[수강후기]]></category>
		</item>
				<item>
			<title><![CDATA[Re:CPIM 강의 홀드 기간 문의]]></title>
			<link><![CDATA[https://oncerti.com/?kboard_content_redirect=2427]]></link>
			<description><![CDATA[안녕하세요.

홀드의 최대기한은 1년으로 설정하고 있습니다.(수강신청 시작일을 기준으로 설정)

수강 가능하실 때 재개하시면 되세요. (1년뒤에는 홀드가 자동으로 해제되는 점 참고 부탁드려요)

감사합니다.]]></description>
			<author><![CDATA[GICS]]></author>
			<pubDate>Mon, 31 Aug 2026 14:53:17 +0000</pubDate>
			<category domain="https://oncerti.com/?kboard_redirect=4"><![CDATA[Q&A]]></category>
		</item>
				<item>
			<title><![CDATA[CPIM 강의 홀드 기간 문의]]></title>
			<link><![CDATA[https://oncerti.com/?kboard_content_redirect=2426]]></link>
			<description><![CDATA[안녕하세요.
CPIM 개념 + 문풀 과정을 중단에 홀드 요청하여 수강이 멈춰있는 상태입니다.
혹시 재개를 27년에 해도 괜찮은지, 아니라면 재개할 수 있는 날짜 기한이 정해져 있는지 알려주실 수 있으실까요?]]></description>
			<author><![CDATA[배다성]]></author>
			<pubDate>Mon, 31 Aug 2026 14:47:24 +0000</pubDate>
			<category domain="https://oncerti.com/?kboard_redirect=4"><![CDATA[Q&A]]></category>
		</item>
				<item>
			<title><![CDATA[[CPIM] 29강 Forward scheduling 관련 문의]]></title>
			<link><![CDATA[https://oncerti.com/?kboard_content_redirect=2425]]></link>
			<description><![CDATA[강사님

안녕하세요?

29강 13분 35초쯤에.. Forward scheduling이 ETO를 제외한 나머지 3가지 중에서 가장 적합한 것이 MTO라고 설명하셨는데..

저는 MTS라고 생각을 하는 순간 MTO라고 하셔서 갑자기 혼동이 왔습니다.

그리고 이 경우, Inventory가 높아지고 고객 서비스가 좋아진다..고 하셨는데.. 이 것도 모두 MTS의 특징 같아서요..

MTS는 Line production으로 forward로 scheduling 되는 것 아닌지요?

제가 어디서 생각이 꼬였는 지 모르겠습니다.

 

감사합니다.]]></description>
			<author><![CDATA[anthony hagh]]></author>
			<pubDate>Mon, 31 Aug 2026 12:50:34 +0000</pubDate>
			<category domain="https://oncerti.com/?kboard_redirect=3"><![CDATA[강좌내용 질의응답]]></category>
		</item>
				<item>
			<title><![CDATA[[CPIM] 28강 review Questions 1번 문제]]></title>
			<link><![CDATA[https://oncerti.com/?kboard_content_redirect=2424]]></link>
			<description><![CDATA[강사님

안녕하세요?

28강 review questions 1번문제에 대해 문의 드립니다.

교재 8 page에 나와 있는 Time bucket의 정의에 의하면,

The top row indicates periods that can vary in length from a day to a quarter or even longer. <strong>The period</strong> is also called a time bucket.

입니다.
<table style="border-collapse:collapse;width:28.1133%;height:135px;">
<tbody>
<tr>
<td style="width:25%;"></td>
<td style="width:25%;">1 period</td>
<td style="width:25%;">2 period</td>
<td style="width:25%;">3 period</td>
</tr>
<tr>
<td style="width:25%;">G.R</td>
<td style="width:25%;">100</td>
<td style="width:25%;"></td>
<td style="width:25%;"></td>
</tr>
<tr>
<td style="width:25%;">S.R</td>
<td style="width:25%;">0</td>
<td style="width:25%;"></td>
<td style="width:25%;"></td>
</tr>
<tr>
<td style="width:25%;">PAB</td>
<td style="width:25%;">50</td>
<td style="width:25%;"></td>
<td style="width:25%;"></td>
</tr>
<tr>
<td style="width:25%;">PO</td>
<td style="width:25%;"></td>
<td style="width:25%;"></td>
<td style="width:25%;"></td>
</tr>
</tbody>
</table>
즉, 이렇게 있다면, 100 하나의 셀을 의미하는 것이 아니라 1 period  시간 구간 전체인  100,0, 50 라인 전체를 time bucket 이라고 하는 거 아닌가요?

교재의 의미가 row와 column이 교차하는 cell이라는 느낌이 들지 않아서 1번 답을 구할 수 없었습니다.

좀 더 설명해 주시기 부탁드립니다.

감사합니다.

 ]]></description>
			<author><![CDATA[anthony hagh]]></author>
			<pubDate>Mon, 31 Aug 2026 08:49:42 +0000</pubDate>
			<category domain="https://oncerti.com/?kboard_redirect=3"><![CDATA[강좌내용 질의응답]]></category>
		</item>
				<item>
			<title><![CDATA[CPSM 모듈3 팀발달 5단계]]></title>
			<link><![CDATA[https://oncerti.com/?kboard_content_redirect=2423]]></link>
			<description><![CDATA[안녕하세요.

CPSM 모듈3 팀발달 5단계 중에 팀 리더를 정하는 시기가 Storming / Norming 중에 어디 일지 햇갈려서 전문적인 답변을 요청드리고자 합니다.

 

 ]]></description>
			<author><![CDATA[김민석]]></author>
			<pubDate>Sun, 30 Aug 2026 17:07:45 +0000</pubDate>
			<category domain="https://oncerti.com/?kboard_redirect=3"><![CDATA[강좌내용 질의응답]]></category>
		</item>
				<item>
			<title><![CDATA[CPSM 모듈3 PPV 계산식]]></title>
			<link><![CDATA[https://oncerti.com/?kboard_content_redirect=2422]]></link>
			<description><![CDATA[<span style="font-family:gmarket;">안녕하세요.</span>

<span style="font-family:gmarket;">곧 모듈3 시험을 앞두고 있는 수험생입니다.</span>

<span style="font-family:gmarket;">모듈3 최종실전문항 에서 PPV 계산을 (실제구매가격-표준원가)*qty로 알려주셨었는데</span>

<span style="font-family:gmarket;">Wrap up test 에서는 (표준원가-실제구매가격)*qty로 알려주셔서 강의 내용에 상이한 부분이 있습니다.</span>

<span style="font-family:gmarket;">어떤게 맞는걸까요?</span>]]></description>
			<author><![CDATA[김민석]]></author>
			<pubDate>Sun, 30 Aug 2026 17:03:10 +0000</pubDate>
			<category domain="https://oncerti.com/?kboard_redirect=3"><![CDATA[강좌내용 질의응답]]></category>
		</item>
				<item>
			<title><![CDATA[CPIM 9.0 3주 합격 후기]]></title>
			<link><![CDATA[https://oncerti.com/?kboard_content_redirect=2421]]></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_938b8802a72468ef" 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-right:0px;margin-left:0px;padding:0px;margin-top: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-right:0px;margin-bottom:0px;margin-left:0px;padding:0px;margin-top:0px;line-height:1.15;"><span style="background-color:rgba(0,0,0,0);">안녕하세요! 오늘 시험을 치르고 317점이라는 만족스러운 점수로 합격하게 되어 가벼운 마음으로 후기를 남깁니다. 단기간 준비하시는 분들께 조금이나마 도움이 되었으면 좋겠습니다.</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;margin-right:0px;margin-bottom:0px;margin-left:0px;padding:0px;margin-top: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;margin-right:0px;margin-left:0px;padding:0px;margin-top:0px;line-height:1.15;">1. 베이스 및 수강 정보</b></div><div style="background:rgba(0,0,0,0) none repeat scroll 0% 0%;border:0px rgb(31,31,31);clear:none;float:none;margin-right:0px;margin-bottom:0px;margin-left:0px;padding:0px;margin-top: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;margin-right:0px;margin-left:0px;padding:0px;margin-top:0px;line-height:1.15;"><br /></b><span style="background-color:rgba(0,0,0,0);">전공: 산업공학과 / 물류관리사 자격증 보유</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;margin-right:0px;margin-bottom:0px;margin-left:0px;padding:0px;margin-top:0px;line-height:1.15;"><span style="background-color:rgba(0,0,0,0);"><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;margin-right:0px;margin-bottom:0px;margin-left:0px;padding:0px;margin-top:0px;line-height:1.15;"><span style="background-color:rgba(0,0,0,0);">학습수단 : </span><span style="background-color:rgba(0,0,0,0);">GICS 인강 / ChatGPT</span></div><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-right:0px;margin-left:0px;padding:0px 0px 0px 36px;margin-top:0px;line-height:1.15;"><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-right:0px;margin-bottom:0px;margin-left:0px;padding:0px;margin-top: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;margin-right:0px;margin-left:0px;padding:0px;margin-top:0px;line-height:1.15;">2. 공부 기간 (총 3주)</b></div><div style="background:rgba(0,0,0,0) none repeat scroll 0% 0%;border:0px rgb(31,31,31);clear:none;float:none;margin-right:0px;margin-bottom:0px;margin-left:0px;padding:0px;margin-top:0px;line-height:1.15;"><br /></div><div style="background:rgba(0,0,0,0) none repeat scroll 0% 0%;border:0px rgb(31,31,31);clear:none;float:none;margin-right:0px;margin-bottom:0px;margin-left:0px;padding:0px;margin-top:0px;line-height:1.15;">길게 잡으면 흐지부지 될 것 같기도 하고, 감이 중요한 시험인 것 같아 딱 3주 동안 집중해서 준비했습니다. </div><div style="background:rgba(0,0,0,0) none repeat scroll 0% 0%;border:0px rgb(31,31,31);clear:none;float:none;margin-right:0px;margin-bottom:0px;margin-left:0px;padding:0px;margin-top:0px;line-height:1.15;"><br /></div><div style="background:rgba(0,0,0,0) none repeat scroll 0% 0%;border:0px rgb(31,31,31);clear:none;float:none;margin-right:0px;margin-bottom:0px;margin-left:0px;padding:0px;margin-top:0px;line-height:1.15;">산업공학 전공에 물류관리사까지 취득한 지 얼마 되지 않은 상태라 전반적인 내용에 대한 진입 장벽이나 거부감은 거의 없었습니다.</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;margin-right:0px;margin-bottom:0px;margin-left:0px;padding:0px;margin-top: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;margin-right:0px;margin-left:0px;padding:0px;margin-top:0px;line-height:1.15;">3. 학습 방법 및 팁</b></div><div style="background:rgba(0,0,0,0) none repeat scroll 0% 0%;border:0px rgb(31,31,31);clear:none;float:none;margin-right:0px;margin-bottom:0px;margin-left:0px;padding:0px;margin-top: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;margin-right:0px;margin-left:0px;padding:0px;margin-top:0px;line-height:1.15;"><br /></b><span style="background-color:rgba(0,0,0,0);">베이스가 있다 보니 S&amp;OP, MPS, MRP, 재고 관리 같은 생산운영관리 개념이나 DRP 등의 물류 기본기들은 GICS 인강을 들으며 리마인드하는 느낌으로 빠르게 넘어갔습니다.</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;margin-right:0px;margin-bottom:0px;margin-left:0px;padding:0px;margin-top:0px;line-height:1.15;"><span style="background-color:rgba(0,0,0,0);"><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;margin-right:0px;margin-bottom:0px;margin-left:0px;padding:0px;margin-top:0px;line-height:1.15;"><span style="background-color:rgba(0,0,0,0);">강의가 재미있기도 하고 교재를 읽기 싫어서 2배속으로 강의를 들으며 필기하시는 내용은 받아 적으며 개념을 다졌습니다.</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;margin-right:0px;margin-bottom:0px;margin-left:0px;padding:0px;margin-top:0px;line-height:1.15;"><span style="background-color:rgba(0,0,0,0);"><br /></span><span style="background-color:rgba(0,0,0,0);">반면, 개념의 정립 여부와 달리 문제 풀이 시 요구하는 개념과 풀이 구조는 강의를 듣고 이해하거나 강의를 듣고도 이해가 안되는 부분은 ChatGPT를 사용해서 확실하게 짚고 넢어갔습니다.</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;margin-right:0px;margin-bottom:0px;margin-left:0px;padding:0px;margin-top:0px;line-height:1.15;"><span style="background-color:rgba(0,0,0,0);"><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;margin-right:0px;margin-bottom:0px;margin-left:0px;padding:0px;margin-top:0px;line-height:1.15;">교재 본권에 있는 문제와 100문제, 150문제는 2회독을 진행하였는데 시험에서 비슷한 문제도 나왔을 뿐만 아니라 헷갈렸던 개념들을 다시 확인하고 CPIM에서 요구하는 사고 방식을 익히는 데에 많은 도움이 되었습니다.</div><div style="background:rgba(0,0,0,0) none repeat scroll 0% 0%;border:0px rgb(31,31,31);clear:none;float:none;margin-right:0px;margin-bottom:0px;margin-left:0px;padding:0px;margin-top:0px;line-height:1.15;"><span style="background-color:rgba(0,0,0,0);"><br /></span><span style="background-color:rgba(0,0,0,0);">교재 전체를 무작정 외우려 하기보다는, 강의에서 강조하는 핵심 포인트와 틀린 문제 위주로 정리한 것이 짧은 시간 안에 안정적인 점수를 받을 수 있었던 비결 같습니다.</span></div><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-right:0px;margin-left:0px;padding:0px 0px 0px 36px;margin-top:0px;line-height:1.15;"><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-right:0px;margin-bottom:0px;margin-left:0px;padding:0px;margin-top:0px;line-height:1.15;"><span style="font-weight:700;margin-bottom:0px;background:rgba(0,0,0,0) none repeat scroll 0% 0%;border:0px rgb(31,31,31);clear:none;margin-right:0px;margin-left:0px;padding:0px;margin-top:0px;line-height:1.15;">4. 마무리</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;margin-right:0px;margin-bottom:0px;margin-left:0px;padding:0px;margin-top:0px;line-height:1.15;"><span style="font-weight:700;margin-bottom:0px;background:rgba(0,0,0,0) none repeat scroll 0% 0%;border:0px rgb(31,31,31);clear:none;margin-right:0px;margin-left:0px;padding:0px;margin-top: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;margin-right:0px;margin-bottom:0px;margin-left:0px;padding:0px;margin-top:0px;line-height:1.15;">혼자 공부했다면 막막했을 시험인데, GICS 인강 덕분에 방향을 제대로 잡고 효율적인 공부를 할 수 있었습니다. 감사합니다!</div><div style="background:rgba(0,0,0,0) none repeat scroll 0% 0%;border:0px rgb(31,31,31);clear:none;float:none;margin-right:0px;margin-bottom:0px;margin-left:0px;padding:0px;margin-top:0px;line-height:1.15;"><span style="background-color:rgba(0,0,0,0);"><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;margin-right:0px;margin-bottom:0px;margin-left:0px;padding:0px;margin-top:0px;line-height:1.15;"><span style="background-color:rgba(0,0,0,0);">전공자이시거나 물류관리사 등 관련 베이스가 있으신 분들이라면, GICS 강의 커리큘럼을 믿고 3주 정도만 바짝 집중하셔도 충분히 여유 있게 합격하실 수 있을 거라 생각합니다. 준비하시는 모든 분들 좋은 결과 있으시기를 응원합니다! 파이팅!</span></div></div>]]></description>
			<author><![CDATA[홍경완]]></author>
			<pubDate>Fri, 28 Aug 2026 13:24:48 +0000</pubDate>
			<category domain="https://oncerti.com/?kboard_redirect=2"><![CDATA[수강후기]]></category>
		</item>
				<item>
			<title><![CDATA[[CPIM] 27강 Review Question 27번 문제]]></title>
			<link><![CDATA[https://oncerti.com/?kboard_content_redirect=2420]]></link>
			<description><![CDATA[강사님 안녕하세요?

27강 27번 문제에서 FAS가 시작되는 지점이 아니라 completed 되는 지점을 묻고 있습니다.

교재 245 page에 나와 있는 정의도 그렇고, A,X,V 도형도 그렇고,

The FAS is prepared <strong>after</strong> receipt of a customer order...

 

따라서 FAS가 완성되는 시점은 customer order를 receive했을 때가 아니라  끝나는 시점이 FAS가 되어야 하는 것 아닌가요?]]></description>
			<author><![CDATA[anthony hagh]]></author>
			<pubDate>Fri, 28 Aug 2026 12:09:00 +0000</pubDate>
			<category domain="https://oncerti.com/?kboard_redirect=3"><![CDATA[강좌내용 질의응답]]></category>
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				<item>
			<title><![CDATA[[CPIM] 26강 cumulative ATP 관련]]></title>
			<link><![CDATA[https://oncerti.com/?kboard_content_redirect=2419]]></link>
			<description><![CDATA[강사님

안녕하세요?

26강 약 30:30초 정도에 cumulative ATP를 설명하시면서, 1 period는 13이 되고, 3 period는 0이 된다고 하신 후

누적이 되어 6period는 32 (13+19)가 된다고 하셨습니다.

3period는 1 period의 ATP인 13을 안 가져가는데, 왜 6 period는 가져가나요?

만약 6 period가 32라면, 3period도 누적이니까 13이어야 하고,

만약 3 period가 0 이라면 6 Period도 19가 되어야 하는 것 아닌가요?

 

많이 혼란스럽습니다.

 

하병근 드림]]></description>
			<author><![CDATA[anthony hagh]]></author>
			<pubDate>Fri, 28 Aug 2026 11:00:43 +0000</pubDate>
			<category domain="https://oncerti.com/?kboard_redirect=3"><![CDATA[강좌내용 질의응답]]></category>
		</item>
				<item>
			<title><![CDATA[[CPIM 27강] sample problem 3 계산 오류]]></title>
			<link><![CDATA[https://oncerti.com/?kboard_content_redirect=2418]]></link>
			<description><![CDATA[강사님

27강 58:31에 sample prblem 3에서 6주차 PAB가 65가 되어야 하는 것 같은데.. 35라고 하셔서..

단순 계산 오류이신 것 같긴 한데...  혹시나 제가 뭘 모르고 빠뜨린 게 있나 확인차 문의드립니다.]]></description>
			<author><![CDATA[anthony hagh]]></author>
			<pubDate>Thu, 27 Aug 2026 13:44:27 +0000</pubDate>
			<category domain="https://oncerti.com/?kboard_redirect=3"><![CDATA[강좌내용 질의응답]]></category>
		</item>
				<item>
			<title><![CDATA[Re:cpim 홀드건]]></title>
			<link><![CDATA[https://oncerti.com/?kboard_content_redirect=2417]]></link>
			<description><![CDATA[안녕하세요.

CPIM Version8.0기준의 강좌는 요청에 의해 홀드되어 있는 상태입니다.(잔여일: 30일)

해당과정의 수강은 요청해 주시면 홀드해제하여 진행할 수 있도록 하겠습니다.

아울러 8.0에서 9.0의 과정으로의 전환은 교재의 구성과 문제등이 변경되어 어렵습니다.
다만 8.0버전으로 수강하시는 분들을 위해 Bridge과정을 개설하였으며 이는 기존 수강생들에게는 Cost free로 제공됩니다.(신청서 작성해 주시면 되세요)

상기 내용 참고 부탁드려요.]]></description>
			<author><![CDATA[GICS]]></author>
			<pubDate>Thu, 27 Aug 2026 12:55:54 +0000</pubDate>
			<category domain="https://oncerti.com/?kboard_redirect=4"><![CDATA[Q&A]]></category>
		</item>
				<item>
			<title><![CDATA[cpim 홀드건]]></title>
			<link><![CDATA[https://oncerti.com/?kboard_content_redirect=2416]]></link>
			<description><![CDATA[cpim 8.0강의를 수강하다가 9.0으로 변경된다는 사실에 강의를 홀드해놓고, 9.0 지원을 기다리다가 강의가 만료되었는데 다시 강의를 구매해야하는지 여쭤보고 싶습니다.]]></description>
			<author><![CDATA[유동근]]></author>
			<pubDate>Thu, 27 Aug 2026 12:52:32 +0000</pubDate>
			<category domain="https://oncerti.com/?kboard_redirect=4"><![CDATA[Q&A]]></category>
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