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		<title>메디프리뷰</title>
		<link>https://medipreview.com/</link>
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		<language>ko</language>
		<pubDate>Fri, 12 Jun 2026 03:02:36 +0900</pubDate>
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		<copyright>메디프리뷰</copyright>				<item>
			<title>여름 방학 본과 선행 - (동영상) 골학(해부학) 강의, 2026년 7월 6일 ~ 10일(월~금)</title>
			<link>https://medipreview.com/program2/2184</link>
						<description>&lt;p&gt;&lt;img alt=&quot;osteology.jpg&quot; src=&quot;https://medipreview.com/files/attach/images/2025/11/19/5d3ea1bb9f84f10cdb485ccbd53743f5.jpg&quot; /&gt;&lt;/p&gt; &lt;p&gt;&lt;img alt=&quot;다운로드.png&quot; src=&quot;https://medipreview.com/files/attach/images/2025/06/11/b73ff9fd7797333d4bf12a97d848c9be.png&quot; /&gt;&lt;/p&gt; &lt;p&gt;&amp;nbsp;&lt;/p&gt; &lt;p&gt;&lt;span style=&quot;font-size:18px;&quot;&gt;&lt;span style=&quot;font-family:나눔고딕,NanumGothic,Malgun Gothic,sans-serif;&quot;&gt;&lt;b&gt;1.&amp;nbsp;골학 동영상강의는 가급적 이번 정규강의때 등록해서 보기를 권합니다&amp;nbsp;***********************************&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt; &lt;p&gt;&amp;nbsp;&lt;/p&gt; &lt;p&gt;&lt;span style=&quot;font-size:16px;&quot;&gt;&lt;span style=&quot;font-family:나눔고딕,NanumGothic,Malgun Gothic,sans-serif;&quot;&gt;&lt;b&gt;◈&lt;/b&gt;&amp;nbsp; 정규강의 이후에는&lt;/span&gt;&lt;/span&gt;&lt;/p&gt; &lt;p&gt;&lt;span style=&quot;font-size:16px;&quot;&gt;&lt;span style=&quot;font-family:나눔고딕,NanumGothic,Malgun Gothic,sans-serif;&quot;&gt;1)&amp;nbsp;추가 일정/요청에 의해&lt;span style=&quot;background-color:#ffff00;&quot;&gt;&amp;nbsp;강의실에서 따로 영상을&amp;nbsp;보는 경우&lt;/span&gt;는, &amp;#39;&lt;span style=&quot;background-color:#ffff00;&quot;&gt;직원 비용&amp;#39;으로 매회&amp;nbsp;2만원(5회&amp;nbsp;10만원)의 추가 비용이 발생&lt;/span&gt;합니다.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt; &lt;p&gt;&lt;span style=&quot;font-size:16px;&quot;&gt;&lt;span style=&quot;font-family:나눔고딕,NanumGothic,Malgun Gothic,sans-serif;&quot;&gt;2)&amp;nbsp;따로 개인 일정에 맟추어&amp;nbsp;&lt;span style=&quot;background-color:#ffff00;&quot;&gt;외부에서&amp;nbsp;혼자 영상을 보는 경우&lt;/span&gt;는&amp;nbsp;&amp;#39;&lt;span style=&quot;background-color:#ffff00;&quot;&gt;직원 비용&amp;nbsp;+&amp;nbsp;출장비&amp;#39;로 매회&amp;nbsp;5만원(5회&amp;nbsp;25만원)의 추가 비용이 발생&lt;/span&gt;합니다.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt; &lt;p&gt;&lt;span style=&quot;font-size:16px;&quot;&gt;&lt;span style=&quot;font-family:나눔고딕,NanumGothic,Malgun Gothic,sans-serif;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;또한&amp;nbsp;수강생과 출장 직원의 일정이 서로 맞아야 하고,&amp;nbsp;출장 범위도 서울내 주요 지하철역&lt;/span&gt;&lt;/span&gt;&lt;/p&gt; &lt;p&gt;&lt;span style=&quot;font-size:16px;&quot;&gt;&lt;span style=&quot;font-family:나눔고딕,NanumGothic,Malgun Gothic,sans-serif;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; (강남역,&amp;nbsp;고속터미널,&amp;nbsp;삼성역,&amp;nbsp;홍대역&amp;hellip;)으로 제한됨을 참고하시기 바랍니다.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt; &lt;p&gt;&amp;nbsp;&lt;/p&gt; &lt;p&gt;&lt;span style=&quot;font-size:16px;&quot;&gt;&lt;span style=&quot;font-family:나눔고딕,NanumGothic,Malgun Gothic,sans-serif;&quot;&gt;◈&amp;nbsp;강의 신청전 궁금한 내용은&amp;nbsp;&lt;strong&gt;&lt;u&gt;&lt;a href=&quot;http://www.anatomy.or.kr/&quot;&gt;&lt;span style=&quot;color:#0000ff;&quot;&gt;www.anatomy.or.kr&lt;/span&gt;&lt;/a&gt;&lt;/u&gt;&lt;/strong&gt;&amp;nbsp;블로그의 해부학 강의 관련 문의 내용란(Q&amp;amp;A)의 글들을 읽어 보고&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt; &lt;p&gt;&lt;span style=&quot;font-size:16px;&quot;&gt;&lt;span style=&quot;font-family:나눔고딕,NanumGothic,Malgun Gothic,sans-serif;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp;참고하시기 바랍니다.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt; &lt;p&gt;&lt;span style=&quot;font-size:16px;&quot;&gt;&lt;span style=&quot;font-family:나눔고딕,NanumGothic,Malgun Gothic,sans-serif;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;rarr;&amp;nbsp;(ex.&amp;nbsp;골학만 강의 하나요?,&amp;nbsp;의전원생인데 들어도 되나요?,&amp;nbsp;장기강기는 따로 언제 하나요?...).&lt;/span&gt;&lt;/span&gt;&lt;/p&gt; &lt;p&gt;&amp;nbsp;&lt;/p&gt; &lt;p&gt;&lt;span style=&quot;font-size:16px;&quot;&gt;&lt;span style=&quot;font-family:나눔고딕,NanumGothic,Malgun Gothic,sans-serif;&quot;&gt;▣&amp;nbsp;고등학교에는 수포자/&amp;nbsp;&lt;span style=&quot;color:#8e44ad;&quot;&gt;&lt;strong&gt;의과대학엔&amp;nbsp;#해포자&lt;/strong&gt;&lt;/span&gt;가 있습니다. / **&amp;nbsp;해부학 포기자&amp;nbsp;:&amp;nbsp;해포자&amp;nbsp;^^&lt;/span&gt;&lt;/span&gt;&lt;/p&gt; &lt;p&gt;&lt;span style=&quot;font-size:16px;&quot;&gt;&lt;span style=&quot;font-family:나눔고딕,NanumGothic,Malgun Gothic,sans-serif;&quot;&gt;▣&amp;nbsp;#해부학 때문에 죽을 것 같다.&amp;nbsp;해부학 때문에 의과대학을 그만 두고 싶다.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt; &lt;p&gt;&lt;span style=&quot;font-size:16px;&quot;&gt;&lt;span style=&quot;font-family:나눔고딕,NanumGothic,Malgun Gothic,sans-serif;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp;누구나 힘들고 어렵게 지나가는 해부학.&amp;nbsp;미리 공부하여 수월하게 앞서 나가세요&lt;/span&gt;&lt;/span&gt;&lt;/p&gt; &lt;p&gt;&amp;nbsp;&lt;/p&gt; &lt;p&gt;&lt;span style=&quot;font-size:16px;&quot;&gt;&lt;span style=&quot;font-family:나눔고딕,NanumGothic,Malgun Gothic,sans-serif;&quot;&gt;&amp;nbsp; &amp;nbsp;&amp;nbsp;&lt;span style=&quot;color:#0000ff;&quot;&gt;&lt;strong&gt;▶▶▶&amp;nbsp;앞서가는 의대생의 비밀&amp;nbsp;: #메디프리뷰&lt;/strong&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt; &lt;p&gt;&amp;nbsp;&lt;/p&gt; &lt;p&gt;&lt;span style=&quot;font-size:16px;&quot;&gt;&lt;span style=&quot;font-family:나눔고딕,NanumGothic,Malgun Gothic,sans-serif;&quot;&gt;▣&amp;nbsp;시간은 많은데 무얼하며 지내야 좋을지 모르는&amp;nbsp;[예과시절]&lt;/span&gt;&lt;/span&gt;&lt;/p&gt; &lt;p&gt;&lt;span style=&quot;font-size:16px;&quot;&gt;&lt;span style=&quot;font-family:나눔고딕,NanumGothic,Malgun Gothic,sans-serif;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp;&lt;span style=&quot;color:#0000ff;&quot;&gt;&lt;b&gt;예과 때 조금 덜 놀고 본과공부 미리 준비하세요.&amp;nbsp;나중에 정말 많은 도움이 됩니다.&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt; &lt;p&gt;&amp;nbsp;&lt;/p&gt; &lt;p&gt;&lt;span style=&quot;font-size:18px;&quot;&gt;&lt;span style=&quot;font-family:나눔고딕,NanumGothic,Malgun Gothic,sans-serif;&quot;&gt;&lt;strong&gt;2.&amp;nbsp;해부학이 왜 중요한가? &lt;/strong&gt;&lt;b&gt;**********************************************************&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt; &lt;p&gt;&amp;nbsp;&lt;/p&gt; &lt;p&gt;&lt;span style=&quot;font-size:16px;&quot;&gt;&lt;span style=&quot;font-family:나눔고딕,NanumGothic,Malgun Gothic,sans-serif;&quot;&gt;&amp;nbsp;1)&amp;nbsp;의대 과목중 가장 대표(기본)라고 할 수 있는 해부학을,&amp;nbsp;강의 경험이 풍부한 강사(정말 강의를 많이 했습니다&amp;nbsp;^ ^)와&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt; &lt;p&gt;&lt;span style=&quot;font-size:16px;&quot;&gt;&lt;span style=&quot;font-family:나눔고딕,NanumGothic,Malgun Gothic,sans-serif;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;미리 예습을 함으로써 본과에서 보다 효과적으로 해부학 강의를 따라 갈수 있습니다.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt; &lt;p&gt;&lt;span style=&quot;font-size:16px;&quot;&gt;&lt;span style=&quot;font-family:나눔고딕,NanumGothic,Malgun Gothic,sans-serif;&quot;&gt;&amp;nbsp;2)&amp;nbsp;해부학 부분을 빨리 이해하고 따라 갈수 있으면 이는 다른 과목에도 파급 효과를 가져와 시간이 부족한 본과 공부에서,&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt; &lt;p&gt;&lt;span style=&quot;font-size:16px;&quot;&gt;&lt;span style=&quot;font-family:나눔고딕,NanumGothic,Malgun Gothic,sans-serif;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;타 과목의 이해와 암기에 보다,&amp;nbsp;충분히 시간을 할애할 수 있습니다.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt; &lt;p&gt;&lt;span style=&quot;font-size:16px;&quot;&gt;&lt;span style=&quot;font-family:나눔고딕,NanumGothic,Malgun Gothic,sans-serif;&quot;&gt;&amp;nbsp;3)&amp;nbsp;강사 선생님은 메디프리뷰 시작 때부터 해부학 강의를 해오신 영상의학과 선생님으로,&amp;nbsp;다년간의 풍부한 강의 경험으로&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt; &lt;p&gt;&lt;span style=&quot;font-size:16px;&quot;&gt;&lt;span style=&quot;font-family:나눔고딕,NanumGothic,Malgun Gothic,sans-serif;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;골학 핵심내용을 이해하기 쉽게 강의를 합니다.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt; &lt;p&gt;&lt;span style=&quot;font-size:16px;&quot;&gt;&lt;span style=&quot;font-family:나눔고딕,NanumGothic,Malgun Gothic,sans-serif;&quot;&gt;&amp;nbsp;4)&amp;nbsp;보기 편한 강의록과 다수의 암기법까지 제공하는 강의로 골학과 해부학의 기초를 잡습니다.&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt; &lt;p&gt;&lt;span style=&quot;font-size:16px;&quot;&gt;&lt;span style=&quot;font-family:나눔고딕,NanumGothic,Malgun Gothic,sans-serif;&quot;&gt;&amp;nbsp;5)&amp;nbsp;해부학 강의 동영상 샘플 보기&amp;nbsp;/&amp;nbsp;유튜브에서&amp;nbsp;&amp;#39;&lt;b&gt;메디프리뷰&lt;/b&gt;&amp;#39;를 검색하셔도 됩니다.&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt; &lt;p&gt;&lt;span style=&quot;font-size:16px;&quot;&gt;&lt;span style=&quot;font-family:나눔고딕,NanumGothic,Malgun Gothic,sans-serif;&quot;&gt;&lt;b&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&lt;/b&gt;&lt;u&gt;&lt;a href=&quot;https://www.youtube.com/watch?v=xoXDow10-sA&quot;&gt;&lt;span style=&quot;color:#0000ff;&quot;&gt;샘플&amp;nbsp;영상 1&lt;/span&gt;&lt;/a&gt;&lt;/u&gt;&lt;a href=&quot;https://www.youtube.com/watch?v=xoXDow10-sA&quot;&gt;&lt;u&gt;&amp;nbsp;&lt;/u&gt;&lt;/a&gt;&amp;nbsp; &amp;nbsp; ◀◀&amp;nbsp;클릭하세요.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt; &lt;p&gt;&lt;span style=&quot;font-size:16px;&quot;&gt;&lt;span style=&quot;font-family:나눔고딕,NanumGothic,Malgun Gothic,sans-serif;&quot;&gt;&lt;b&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&lt;/b&gt;&lt;u&gt;&lt;a href=&quot;https://www.youtube.com/watch?v=jRzd3PpCixg&quot;&gt;&lt;span style=&quot;color:#0000ff;&quot;&gt;샘플&amp;nbsp;영상 2&lt;/span&gt;&lt;/a&gt;&lt;/u&gt;&lt;span style=&quot;color:#0000ff;&quot;&gt;&lt;u&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/u&gt;&lt;/span&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;◀◀&amp;nbsp;클릭하세요.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt; &lt;p&gt;&amp;nbsp;&lt;/p&gt; &lt;p&gt;&amp;nbsp;&lt;/p&gt; &lt;p&gt;&lt;strong style=&quot;font-family: 나눔고딕, NanumGothic, &amp;quot;Malgun Gothic&amp;quot;, sans-serif; font-size: 18px; color: rgb(0, 0, 0);&quot;&gt;3.&amp;nbsp;강의 일정,&amp;nbsp;수강시간,&amp;nbsp;장소&amp;nbsp;&lt;/strong&gt;&lt;b style=&quot;font-family: 나눔고딕, NanumGothic, &amp;quot;Malgun Gothic&amp;quot;, sans-serif; font-size: 18px; color: rgb(0, 0, 0);&quot;&gt;************************************************************&lt;/b&gt;&lt;/p&gt; &lt;p&gt;&amp;nbsp;&lt;/p&gt; &lt;p&gt;&lt;span style=&quot;font-size:16px;&quot;&gt;&lt;span style=&quot;font-family:나눔고딕,NanumGothic,Malgun Gothic,sans-serif;&quot;&gt;&amp;nbsp;&lt;b&gt;1)&amp;nbsp;&lt;/b&gt;&lt;b&gt;일정&lt;/b&gt;&amp;nbsp;:&amp;nbsp;&lt;strong&gt;2026&lt;/strong&gt;년&lt;strong&gt;&amp;nbsp;7&lt;/strong&gt;&lt;b&gt;&lt;strong&gt;월 6&lt;/strong&gt;일~10일, (월~금&lt;/b&gt;,&amp;nbsp;오전&amp;nbsp;10시~1시,&amp;nbsp;매일&amp;nbsp;3시간)&lt;/span&gt;&lt;/span&gt;&lt;/p&gt; &lt;p&gt;&lt;span style=&quot;font-size:16px;&quot;&gt;&lt;span style=&quot;font-family:나눔고딕,NanumGothic,Malgun Gothic,sans-serif;&quot;&gt;&amp;nbsp;&lt;b&gt;2)&amp;nbsp;&lt;/b&gt;&lt;b&gt;장소&lt;/b&gt;&amp;nbsp;:&amp;nbsp;&lt;strong&gt;메디프리뷰 신사동 강의실&lt;/strong&gt;&amp;nbsp;(&amp;rarr;&amp;nbsp;약도는&amp;nbsp;&lt;a href=&quot;https://medipreview.com/FAQ&quot;&gt;www.medipreview.com&lt;/a&gt;&lt;a href=&quot;https://medipreview.com/FAQ&quot;&gt;&amp;nbsp;&lt;strong&gt;FAQ&lt;/strong&gt;&lt;/a&gt;&amp;nbsp;안내를 참고 바랍니다)&lt;/span&gt;&lt;/span&gt;&lt;/p&gt; &lt;p&gt;&lt;span style=&quot;font-size:16px;&quot;&gt;&lt;span style=&quot;font-family:나눔고딕,NanumGothic,Malgun Gothic,sans-serif;&quot;&gt;&amp;nbsp;3)&amp;nbsp;강사&amp;nbsp;:&amp;nbsp;영상의학과 전문의 선생님&amp;nbsp;(2004부터 해부학 강의를 하신 분입니다.)&lt;/span&gt;&lt;/span&gt;&lt;/p&gt; &lt;p&gt;&lt;span style=&quot;font-size:16px;&quot;&gt;&lt;span style=&quot;font-family:나눔고딕,NanumGothic,Malgun Gothic,sans-serif;&quot;&gt;&amp;nbsp;4)&amp;nbsp;교재&amp;nbsp;:&amp;nbsp;메디프리뷰 자체 교재&lt;/span&gt;&lt;/span&gt;&lt;/p&gt; &lt;p&gt;&lt;span style=&quot;font-size:16px;&quot;&gt;&lt;span style=&quot;font-family:나눔고딕,NanumGothic,Malgun Gothic,sans-serif;&quot;&gt;&amp;nbsp;&lt;b&gt;5)&amp;nbsp;&lt;/b&gt;&lt;b&gt;수강료&lt;/b&gt;&amp;nbsp;: 565,000원(54만원&amp;nbsp;+&amp;nbsp;교재비&amp;nbsp;25,000원)&lt;/span&gt;&lt;/span&gt;&lt;/p&gt; &lt;p&gt;&amp;nbsp;&lt;/p&gt; &lt;p&gt;&lt;span style=&quot;font-size:16px;&quot;&gt;&lt;span style=&quot;font-family:나눔고딕,NanumGothic,Malgun Gothic,sans-serif;&quot;&gt;&amp;nbsp;&lt;b&gt;6)&amp;nbsp;&lt;/b&gt;&lt;b&gt;신청방법&lt;/b&gt;&amp;nbsp;:&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt; &lt;p&gt;&lt;span style=&quot;font-size:16px;&quot;&gt;&lt;span style=&quot;font-family:나눔고딕,NanumGothic,Malgun Gothic,sans-serif;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;①&amp;nbsp;&lt;b&gt;KB국민은행&lt;/b&gt;&amp;nbsp;&lt;b&gt;485-502-01-296-188&lt;/b&gt;&amp;nbsp;&amp;lsquo;&lt;b&gt;이준하&lt;/b&gt;&amp;rsquo;&amp;nbsp;으로 수강료를 입금후&lt;/span&gt;&lt;/span&gt;&lt;/p&gt; &lt;p&gt;&lt;span style=&quot;font-size:16px;&quot;&gt;&lt;span style=&quot;font-family:나눔고딕,NanumGothic,Malgun Gothic,sans-serif;&quot;&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;②&amp;nbsp;&lt;span style=&quot;color:#0000ff;&quot;&gt;&lt;b&gt;아래&amp;nbsp;&lt;/b&gt;&lt;b&gt;&amp;#39;&lt;/b&gt;&lt;/span&gt;&lt;b&gt;&lt;span style=&quot;color:#0000ff;&quot;&gt;수강신청서 작성하러 가기&amp;#39; 를 &amp;#39;클릭&amp;#39;&lt;/span&gt;하여&lt;/b&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt; &lt;p&gt;&lt;span style=&quot;font-size:16px;&quot;&gt;&lt;span style=&quot;font-family:나눔고딕,NanumGothic,Malgun Gothic,sans-serif;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;③&amp;#39;&lt;span style=&quot;background-color:#ccff00;&quot;&gt;수강생 이름&amp;nbsp;-&amp;nbsp;입금자&amp;nbsp;-&amp;nbsp;&lt;/span&gt;&lt;b&gt;&lt;span style=&quot;background-color:#ccff00;&quot;&gt;전화번호(mobile) -&amp;nbsp;이메일&amp;nbsp;-&amp;nbsp;학교.학년&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;background-color:#ccff00;&quot;&gt;&amp;#39;&lt;/span&gt;&amp;nbsp;을 빠짐없이&amp;nbsp;&amp;#39;&lt;b&gt;꼭&amp;#39; 적어&amp;nbsp;&lt;/b&gt;주세요.&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt; &lt;p&gt;&amp;nbsp;&lt;/p&gt; &lt;p&gt;&lt;span style=&quot;font-size:16px;&quot;&gt;&lt;span style=&quot;font-family:나눔고딕,NanumGothic,Malgun Gothic,sans-serif;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;**&amp;nbsp;&lt;u&gt;&lt;strong&gt;&lt;a href=&quot;https://forms.gle/ohqquxoUVec4BWdA8&quot;&gt;&lt;span style=&quot;color:#0000ff;&quot;&gt;수강신청서&amp;nbsp;작성하러&amp;nbsp;가기&lt;/span&gt;&lt;/a&gt;&lt;/strong&gt;&lt;/u&gt;&amp;nbsp;&amp;nbsp;◀◀&amp;nbsp;앞의 글자를&amp;nbsp;&lt;span style=&quot;color:#0000ff;&quot;&gt;&lt;b&gt;클릭&lt;/b&gt;&lt;/span&gt;하세요&lt;/span&gt;&lt;/span&gt;&lt;/p&gt; &lt;p&gt;&amp;nbsp;&lt;/p&gt; &lt;p&gt;&lt;span style=&quot;font-size:16px;&quot;&gt;&lt;span style=&quot;font-family:나눔고딕,NanumGothic,Malgun Gothic,sans-serif;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;rarr;&amp;nbsp;확인 후 등록 완료 문자를&amp;nbsp;보내 드립니다.&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt; &lt;p&gt;&amp;nbsp;&lt;/p&gt; &lt;p&gt;&lt;span style=&quot;font-size:18px;&quot;&gt;&lt;span style=&quot;font-family:나눔고딕,NanumGothic,Malgun Gothic,sans-serif;&quot;&gt;4.&amp;nbsp;교재는&amp;nbsp;전 페이지 컬러출력으로 직접 만들어 제공함으로&amp;nbsp;&lt;b&gt;수강생은 간단한 필기구만&lt;/b&gt;&amp;nbsp;준비하면 됩니다&amp;nbsp;&lt;b&gt;**&lt;/b&gt;&lt;b&gt;**&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt; &lt;p&gt;&amp;nbsp;&lt;/p&gt; &lt;p&gt;&lt;span style=&quot;font-size:16px;&quot;&gt;&lt;span style=&quot;font-family:나눔고딕,NanumGothic,Malgun Gothic,sans-serif;&quot;&gt;&amp;nbsp;&amp;nbsp;▶&amp;nbsp;해부학 강의내용 및 결제등의&amp;nbsp;&lt;b&gt;문의&lt;/b&gt;사항&amp;nbsp;:&amp;nbsp;&lt;strong&gt;카톡&lt;/strong&gt;아이디&amp;nbsp;:&amp;nbsp;&lt;strong&gt;sbymo&lt;/strong&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt; &lt;p&gt;&lt;span style=&quot;font-size:16px;&quot;&gt;&lt;span style=&quot;font-family:나눔고딕,NanumGothic,Malgun Gothic,sans-serif;&quot;&gt;&amp;nbsp;&amp;nbsp;▶&amp;nbsp;해부학 선생님&amp;nbsp;&lt;b&gt;블로그&lt;/b&gt;(&lt;strong&gt;&lt;a href=&quot;http://www.anatomy.or.kr/&quot;&gt;www.anatomy.or.kr&lt;/a&gt;&lt;/strong&gt;)에 해부학 강의관련&amp;nbsp;Q&amp;amp;A&amp;nbsp;란이 있으니 궁금한 내용은 참고 바랍니다.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt; &lt;p&gt;&amp;nbsp;&lt;/p&gt; &lt;p&gt;&lt;span style=&quot;font-size:18px;&quot;&gt;&lt;span style=&quot;font-family:나눔고딕,NanumGothic,Malgun Gothic,sans-serif;&quot;&gt;&lt;strong&gt;5.&amp;nbsp;◈&amp;nbsp;주요 강의 내용&amp;nbsp;◈&amp;nbsp;&lt;/strong&gt;&lt;b&gt;************************************************************&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt; &lt;p&gt;&amp;nbsp;&lt;/p&gt; &lt;p&gt;&lt;span style=&quot;font-size:16px;&quot;&gt;&lt;span style=&quot;font-family:나눔고딕,NanumGothic,Malgun Gothic,sans-serif;&quot;&gt;&amp;nbsp; &amp;nbsp;1시간&amp;nbsp;-&amp;nbsp;해부학 도입,&amp;nbsp;용어&lt;/span&gt;&lt;/span&gt;&lt;/p&gt; &lt;p&gt;&lt;span style=&quot;font-size:16px;&quot;&gt;&lt;span style=&quot;font-family:나눔고딕,NanumGothic,Malgun Gothic,sans-serif;&quot;&gt;&amp;nbsp; &amp;nbsp;2시간&amp;nbsp;-&amp;nbsp;뼈의 발생,&amp;nbsp;성장,&amp;nbsp;연골.&lt;/span&gt;&lt;/span&gt;&lt;/p&gt; &lt;p&gt;&lt;span style=&quot;font-size:16px;&quot;&gt;&lt;span style=&quot;font-family:나눔고딕,NanumGothic,Malgun Gothic,sans-serif;&quot;&gt;&amp;nbsp; &amp;nbsp;3시간&amp;nbsp;-&amp;nbsp;관절의 구성&amp;nbsp;&amp;amp;&amp;nbsp;분류,&amp;nbsp;등뼈의 해부학 총론&amp;nbsp;1&lt;/span&gt;&lt;/span&gt;&lt;/p&gt; &lt;p&gt;&amp;nbsp;&lt;/p&gt; &lt;p&gt;&lt;span style=&quot;font-size:16px;&quot;&gt;&lt;span style=&quot;font-family:나눔고딕,NanumGothic,Malgun Gothic,sans-serif;&quot;&gt;&amp;nbsp; &amp;nbsp;4시간&amp;nbsp;-&amp;nbsp;등뼈의 해부학 각론&amp;nbsp;1,&amp;nbsp;목뼈&lt;/span&gt;&lt;/span&gt;&lt;/p&gt; &lt;p&gt;&lt;span style=&quot;font-size:16px;&quot;&gt;&lt;span style=&quot;font-family:나눔고딕,NanumGothic,Malgun Gothic,sans-serif;&quot;&gt;&amp;nbsp; &amp;nbsp;5시간&amp;nbsp;-&amp;nbsp;등뼈의 해부학 각론&amp;nbsp;2,&amp;nbsp;등뼈,&amp;nbsp;허리뼈&lt;/span&gt;&lt;/span&gt;&lt;/p&gt; &lt;p&gt;&lt;span style=&quot;font-size:16px;&quot;&gt;&lt;span style=&quot;font-family:나눔고딕,NanumGothic,Malgun Gothic,sans-serif;&quot;&gt;&amp;nbsp; &amp;nbsp;6시간&amp;nbsp;-&amp;nbsp;등뼈의 해부학 각론&amp;nbsp;3,&amp;nbsp;허리뼈,&amp;nbsp;엉치뼈,&amp;nbsp;등뼈 관절&lt;/span&gt;&lt;/span&gt;&lt;/p&gt; &lt;p&gt;&amp;nbsp;&lt;/p&gt; &lt;p&gt;&lt;span style=&quot;font-size:16px;&quot;&gt;&lt;span style=&quot;font-family:나눔고딕,NanumGothic,Malgun Gothic,sans-serif;&quot;&gt;&amp;nbsp; &amp;nbsp;7시간&amp;nbsp;-&amp;nbsp;위 팔뼈의 해부학&amp;nbsp;1,&amp;nbsp;어깨관절 해부학&lt;/span&gt;&lt;/span&gt;&lt;/p&gt; &lt;p&gt;&lt;span style=&quot;font-size:16px;&quot;&gt;&lt;span style=&quot;font-family:나눔고딕,NanumGothic,Malgun Gothic,sans-serif;&quot;&gt;&amp;nbsp; &amp;nbsp;8시간&amp;nbsp;-&amp;nbsp;위팔뼈 해부학&amp;nbsp;2,&amp;nbsp;회전근계&lt;/span&gt;&lt;/span&gt;&lt;/p&gt; &lt;p&gt;&lt;span style=&quot;font-size:16px;&quot;&gt;&lt;span style=&quot;font-family:나눔고딕,NanumGothic,Malgun Gothic,sans-serif;&quot;&gt;&amp;nbsp; &amp;nbsp;9시간&amp;nbsp;-&amp;nbsp;아래팔뼈 해부학,&amp;nbsp;해부학적 코담배갑,&amp;nbsp;손목뼈 암기법&lt;/span&gt;&lt;/span&gt;&lt;/p&gt; &lt;p&gt;&amp;nbsp;&lt;/p&gt; &lt;p&gt;&lt;span style=&quot;font-size:16px;&quot;&gt;&lt;span style=&quot;font-family:나눔고딕,NanumGothic,Malgun Gothic,sans-serif;&quot;&gt;&amp;nbsp; &amp;nbsp;10시간&amp;nbsp;-&amp;nbsp;다리뼈의 해부학,&amp;nbsp;엉덩관절&lt;/span&gt;&lt;/span&gt;&lt;/p&gt; &lt;p&gt;&lt;span style=&quot;font-size:16px;&quot;&gt;&lt;span style=&quot;font-family:나눔고딕,NanumGothic,Malgun Gothic,sans-serif;&quot;&gt;&amp;nbsp; &amp;nbsp;11시간&amp;nbsp;-&amp;nbsp;무릎관절의 해부학,&amp;nbsp;발뼈의 해부학,&amp;nbsp;발목관절,&amp;nbsp;발목뼈 암기법&lt;/span&gt;&lt;/span&gt;&lt;/p&gt; &lt;p&gt;&lt;span style=&quot;font-size:16px;&quot;&gt;&lt;span style=&quot;font-family:나눔고딕,NanumGothic,Malgun Gothic,sans-serif;&quot;&gt;&amp;nbsp; &amp;nbsp;12시간&amp;nbsp;-&amp;nbsp;머리뼈의 구성,&amp;nbsp;머리뼈 앞면,&amp;nbsp;눈확,&amp;nbsp;눈확 관련 뇌신경의 해부학&amp;nbsp;1&lt;/span&gt;&lt;/span&gt;&lt;/p&gt; &lt;p&gt;&amp;nbsp;&lt;/p&gt; &lt;p&gt;&lt;span style=&quot;font-size:16px;&quot;&gt;&lt;span style=&quot;font-family:나눔고딕,NanumGothic,Malgun Gothic,sans-serif;&quot;&gt;&amp;nbsp; &amp;nbsp;13시간&amp;nbsp;-&amp;nbsp;뇌바닥 해부학을 위한 뇌신경의 기본 해부학&amp;nbsp;2&lt;/span&gt;&lt;/span&gt;&lt;/p&gt; &lt;p&gt;&lt;span style=&quot;font-size:16px;&quot;&gt;&lt;span style=&quot;font-family:나눔고딕,NanumGothic,Malgun Gothic,sans-serif;&quot;&gt;&amp;nbsp; &amp;nbsp;14시간&amp;nbsp;-&amp;nbsp;머리뼈의 바닥해부학, Pterygopalatin fossa의 해부학&amp;nbsp;1&lt;/span&gt;&lt;/span&gt;&lt;/p&gt; &lt;p&gt;&lt;span style=&quot;font-size:16px;&quot;&gt;&lt;span style=&quot;font-family:나눔고딕,NanumGothic,Malgun Gothic,sans-serif;&quot;&gt;&amp;nbsp; &amp;nbsp;15시간&amp;nbsp;- Pterygopalatin fossa의 해부학&amp;nbsp;2&lt;/span&gt;&lt;/span&gt;&lt;/p&gt; &lt;p&gt;&amp;nbsp;&lt;/p&gt; &lt;p&gt;&lt;span style=&quot;font-size:16px;&quot;&gt;&lt;span style=&quot;font-family:나눔고딕,NanumGothic,Malgun Gothic,sans-serif;&quot;&gt;&lt;span style=&quot;color:#8e44ad;&quot;&gt;&lt;b&gt;**&amp;nbsp;&lt;/b&gt;&lt;b&gt;골학&amp;nbsp;내용&amp;nbsp;위주로,&amp;nbsp;15시간&amp;nbsp;압축&amp;nbsp;강의이기&amp;nbsp;때문에,&amp;nbsp;팔.다리의&amp;nbsp;근육.신경은,&amp;nbsp;강의&amp;nbsp;진행상&amp;nbsp;필요한&amp;nbsp;일부분을&amp;nbsp;제외하고는&amp;nbsp;&amp;nbsp;&lt;br /&gt; &amp;nbsp; &amp;nbsp; &amp;nbsp;정식으로는&amp;nbsp;포함&amp;nbsp;되어&amp;nbsp;있지&amp;nbsp;않으니&amp;nbsp;참고&amp;nbsp;바랍니다.&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt; &lt;p&gt;&amp;nbsp;&lt;/p&gt; &lt;p&gt;&amp;nbsp;&lt;/p&gt; &lt;p&gt;&lt;a href=&quot;javascript:pop(&#039;../anycode/photo_view.asp?N_F=qnda&amp;amp;N_P=data_0301&amp;amp;N_S=&amp;amp;N01_GB=&amp;amp;DB_FILE=1.jpg%27,%27width=800,height=600,scrollbars=yes%27)&quot;&gt;&lt;img 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&quot; /&gt;&lt;/a&gt;&lt;/p&gt; &lt;p&gt;&lt;b&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; *&amp;nbsp;&lt;/b&gt;&lt;b&gt;해부학 골학 수업 모습입니다&lt;/b&gt;&lt;/p&gt;</description>
						<category>과정 소개</category>						<category>골학</category><category>해부학</category><category>본과선행</category><category>의대생강의</category><category>해부학강의</category><category>해부학공부법</category>			<dc:creator>메디프리뷰</dc:creator>
			<guid isPermaLink="true">https://medipreview.com/program2/2184</guid>
			<comments>https://medipreview.com/program2/2184#comment</comments>			<pubDate>Sat, 30 May 2026 07:53:02 +0900</pubDate>
		</item><item>
			<title>2026년 6월 강의실 개방 일정 안내 입니다</title>
			<link>https://medipreview.com/program3/2177</link>
						<description>&lt;p&gt;&amp;nbsp;&lt;/p&gt; &lt;p&gt;&amp;nbsp;&lt;/p&gt; &lt;p&gt;&lt;img alt=&quot;6월.png&quot; src=&quot;https://medipreview.com/files/attach/images/2026/05/29/195a47af147415c26b84213602815438.png&quot; /&gt;&lt;/p&gt; &lt;p&gt;&amp;nbsp;&lt;/p&gt;</description>
						<category>과정 소개</category>						<category>의사국시</category><category>의대내신</category><category>메디프리뷰</category><category>강의실개방</category>			<dc:creator>메디프리뷰</dc:creator>
			<guid isPermaLink="true">https://medipreview.com/program3/2177</guid>
			<comments>https://medipreview.com/program3/2177#comment</comments>			<pubDate>Fri, 29 May 2026 06:54:47 +0900</pubDate>
		</item><item>
			<title>2026 의사국시 정신과 이론강의 안내</title>
			<link>https://medipreview.com/program1/2163</link>
						<description>&lt;p&gt;&lt;img alt=&quot;Gemini_Generated_Image_hzrfolhzrfolhzrf.png&quot; src=&quot;https://medipreview.com/files/attach/images/2026/05/22/957ace3fe1d3f4bf2c349c0cf76a024e.png&quot; /&gt;&lt;/p&gt; &lt;p&gt;&lt;a href=&quot;https://blog.naver.com/medipreview/224293844556&quot;&gt;&lt;span style=&quot;font-size:16px;&quot;&gt;&lt;strong&gt;&amp;nbsp; 의사국가고시&amp;nbsp; 정신과 이론 강의 안내&amp;nbsp; &amp;lt;&amp;lt;---- 클릭&amp;nbsp;&lt;/strong&gt;&lt;/span&gt;&lt;/a&gt;&lt;/p&gt; &lt;p&gt;&amp;nbsp;&lt;/p&gt; &lt;p&gt;&lt;span style=&quot;font-size:16px;&quot;&gt;&lt;strong&gt;&amp;nbsp; &amp;nbsp;정신과 전문의 선생님 강의 입니다.&amp;nbsp;&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt; &lt;p&gt;&amp;nbsp;&lt;/p&gt; &lt;p&gt;&lt;span style=&quot;font-size:16px;&quot;&gt;&lt;strong&gt;&amp;nbsp; &amp;nbsp;동영상 강의이며,&amp;nbsp; 수강생은&amp;nbsp; 이메일을 통해&amp;nbsp; 질문 할 수 있습니다.&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt;</description>
						<category>과정 소개</category>									<dc:creator>메디프리뷰</dc:creator>
			<guid isPermaLink="true">https://medipreview.com/program1/2163</guid>
			<comments>https://medipreview.com/program1/2163#comment</comments>			<pubDate>Fri, 22 May 2026 22:37:10 +0900</pubDate>
		</item><item>
			<title>전공의시험 대비 외과강의  5월 23 /24</title>
			<link>https://medipreview.com/program4/2160</link>
						<description>&lt;p&gt;&amp;nbsp;&lt;/p&gt; &lt;p&gt;&amp;nbsp;&lt;/p&gt; &lt;p&gt;&lt;a href=&quot;https://blog.naver.com/medipreview/224284148895&quot;&gt;&lt;span style=&quot;font-size:24px;&quot;&gt;&lt;strong&gt;&amp;nbsp; 전공의시험 대비 외과강의 안내 &amp;lt;&amp;lt;&amp;lt;-- 클릭하세요&lt;/strong&gt;&lt;/span&gt;&lt;/a&gt;&lt;/p&gt; &lt;p&gt;&amp;nbsp;&lt;/p&gt; &lt;p&gt;&amp;nbsp;&lt;/p&gt; &lt;p&gt;&lt;img alt=&quot;메디프리뷰외과.jpg&quot; src=&quot;https://medipreview.com/files/attach/images/2026/05/13/a7d5749396925bb9a269e0b68475b0ad.jpg&quot; /&gt;&lt;/p&gt;</description>
						<category>과정 소개</category>									<dc:creator>메디프리뷰</dc:creator>
			<guid isPermaLink="true">https://medipreview.com/program4/2160</guid>
			<comments>https://medipreview.com/program4/2160#comment</comments>			<pubDate>Wed, 13 May 2026 14:43:05 +0900</pubDate>
		</item><item>
			<title>2026 년 5차 강의실 개방 입니다</title>
			<link>https://medipreview.com/program3/2139</link>
						<description>&lt;p&gt;&lt;img alt=&quot;may.png&quot; src=&quot;https://medipreview.com/files/attach/images/2026/04/18/388b6ca9a8177d2f1b15c443602585c5.png&quot; /&gt;&lt;/p&gt; &lt;p&gt;&amp;nbsp; &lt;a href=&quot;https://blog.naver.com/medipreview/224257150416&quot;&gt;&lt;span style=&quot;font-size:18px;&quot;&gt;&lt;strong&gt;2026년 5월 5차 강의실 개방 입니다&amp;nbsp; &amp;lt;&amp;lt;&amp;lt; --- 클릭&lt;/strong&gt;&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;</description>
						<category>과정 소개</category>						<category>강의실 개방</category>			<dc:creator>메디프리뷰</dc:creator>
			<guid isPermaLink="true">https://medipreview.com/program3/2139</guid>
			<comments>https://medipreview.com/program3/2139#comment</comments>			<pubDate>Sat, 18 Apr 2026 23:44:14 +0900</pubDate>
		</item><item>
			<title>2026 의사국가고시  산부인과 이론강의 (동영상)</title>
			<link>https://medipreview.com/program1/2127</link>
						<description>&lt;p&gt;&amp;nbsp;&lt;/p&gt; &lt;p&gt;&lt;img alt=&quot;Gemini_Generated_Image_5ghwu65ghwu65ghw.png&quot; src=&quot;https://medipreview.com/files/attach/images/2026/04/18/05d42d6ea70dbce5874aa559b23b2a67.png&quot; /&gt;&lt;/p&gt; &lt;p&gt;&amp;nbsp;&lt;/p&gt;</description>
						<category>과정 소개</category>						<category>의사국시의사국가고시메디프리뷰</category>			<dc:creator>메디프리뷰</dc:creator>
			<guid isPermaLink="true">https://medipreview.com/program1/2127</guid>
			<comments>https://medipreview.com/program1/2127#comment</comments>			<pubDate>Sat, 18 Apr 2026 23:17:51 +0900</pubDate>
		</item><item>
			<title>2026 의사국가고시 소아과 이론강의</title>
			<link>https://medipreview.com/program1/2119</link>
						<description>&lt;p&gt;&lt;img alt=&quot;의사국시소아과이론.jpg&quot; src=&quot;https://medipreview.com/files/attach/images/2026/04/18/ae72069734d74b9a9dd93dc84ae5037c.jpg&quot; /&gt;&lt;/p&gt;</description>
						<category>과정 소개</category>						<category>의사국시</category><category>소아과</category><category>의사국가고시</category><category>메디프리뷰</category>			<dc:creator>메디프리뷰</dc:creator>
			<guid isPermaLink="true">https://medipreview.com/program1/2119</guid>
			<comments>https://medipreview.com/program1/2119#comment</comments>			<pubDate>Sat, 18 Apr 2026 23:13:01 +0900</pubDate>
		</item><item>
			<title>동영상 1:1 수업 안내 입니다</title>
			<link>https://medipreview.com/FAQ/2112</link>
						<description>&lt;p id=&quot;SE-1dbb57dc-94ee-49e1-baf8-7025ca3de664&quot;&gt;메디프리뷰의 &lt;b&gt;동영상 1:1 수업&lt;/b&gt;은 개인적인 일정(학교 수업, 실습, 여행 등)으로 인해 정해진 강의실 운영 시간에 맞추기 어려운 분들을 위한 전용 서포트 시스템입니다.&lt;/p&gt; &lt;p id=&quot;SE-a6ccdd81-e381-4658-8870-e97b4d491d3a&quot;&gt;학업에만 온전히 집중하실 수 있도록, 원하는 시간과 장소로 전담 직원이 직접 찾아갑니다.&lt;/p&gt; &lt;p id=&quot;SE-8cb19b33-f710-4530-a11c-d927c6b3e446&quot;&gt;&lt;b&gt;1. 이런 분들께 추천합니다&lt;/b&gt;&lt;/p&gt; &lt;ul&gt; &lt;li&gt; &lt;p id=&quot;SE-645a96e2-4ca4-4ff2-9157-0ac88508dc53&quot;&gt;시간적 여유가 없는 &lt;b&gt;현직 인턴 선생님&lt;/b&gt;&lt;/p&gt; &lt;/li&gt; &lt;li&gt; &lt;p id=&quot;SE-a22b781d-6166-4e29-8100-3eb7e1ac8fb7&quot;&gt;타인과 노출되지 않는 독립된 환경을 선호하는 &lt;b&gt;서울의대, 세브란스 등 주요 의대 재학생&lt;/b&gt;&lt;/p&gt; &lt;/li&gt; &lt;li&gt; &lt;p id=&quot;SE-cb567d1d-0171-412b-9fea-a1500c2fc6c6&quot;&gt;본인의 스케줄에 맞춰 &lt;b&gt;유연하게 진도를 나가고 싶은 수험생&lt;/b&gt;&lt;/p&gt; &lt;/li&gt; &lt;/ul&gt; &lt;p id=&quot;SE-6a30f3cf-29bd-473a-b24c-daa5598a4c64&quot;&gt;&lt;b&gt;2. 서비스 진행 절차&lt;/b&gt;&lt;/p&gt; &lt;ol&gt; &lt;li&gt; &lt;p id=&quot;SE-89fa3585-6a12-45cf-9dc6-9b0eceaec3c5&quot;&gt;&lt;b&gt;예약 접수:&lt;/b&gt; 메디프리뷰 카톡으로 신청서 발송&lt;/p&gt; &lt;/li&gt; &lt;li&gt; &lt;p id=&quot;SE-0b503a00-84bd-4a82-a409-8cb2148f6e52&quot;&gt;&lt;b&gt;직원 매칭:&lt;/b&gt; 전담 직원이 배정되어 학생분께 문자로 사전 연락&lt;/p&gt; &lt;/li&gt; &lt;li&gt; &lt;p id=&quot;SE-1023e81d-bb69-42b0-9ec1-10ef871c4643&quot;&gt;&lt;b&gt;일정 조율:&lt;/b&gt; 전화 통화를 통해 최적의 시간과 장소(강의실, 스터디 카페 등) 결정&lt;/p&gt; &lt;/li&gt; &lt;li&gt; &lt;p id=&quot;SE-76208623-a0ec-4005-ae09-111f9fb56941&quot;&gt;&lt;b&gt;현장 지원:&lt;/b&gt; 직원이 **교재 및 전용 기기(노트북/태블릿)**를 지참하여 방문&lt;/p&gt; &lt;/li&gt; &lt;li&gt; &lt;p id=&quot;SE-516bfe80-a1c0-4b81-9993-97adcc9ed543&quot;&gt;&lt;b&gt;자율 학습:&lt;/b&gt; 직원은 적정 거리에서 대기하며 학습을 지원하고, 종료 후 기기를 회수&lt;/p&gt; &lt;/li&gt; &lt;/ol&gt; &lt;p id=&quot;SE-763962fd-c977-464e-9b61-38bbd08d11d9&quot;&gt;&lt;b&gt;3. 이용 요금 및 정산 (2026년 기준)&lt;/b&gt;&lt;/p&gt; &lt;p id=&quot;SE-a488f788-48ce-4eea-a36a-4443c6be3f78&quot;&gt;학생분의 편의를 위해 인건비는 직원에게 직접 정산하는 투명한 시스템으로 운영됩니다.&lt;/p&gt; &lt;ul&gt; &lt;li&gt; &lt;p id=&quot;SE-43c586ac-5cbc-42e5-8aa2-fa7ccf7f5ce6&quot;&gt;&lt;b&gt;기본 배정비:&lt;/b&gt; 20,000원&lt;/p&gt; &lt;/li&gt; &lt;li&gt; &lt;p id=&quot;SE-be9a2199-4080-4475-bbfe-164d846b82c4&quot;&gt;&lt;b&gt;시간당 근무비:&lt;/b&gt; 10,000원&lt;/p&gt; &lt;/li&gt; &lt;li&gt; &lt;p id=&quot;SE-a39e7a71-24c8-413c-a6a5-151c10f68e37&quot;&gt;&lt;b&gt;기타 비용:&lt;/b&gt; 수강료 별도 / 외부 장소 이용 시 발생하는 카페 및 스터디 카페 비용은 학생 측 부담&lt;/p&gt; &lt;/li&gt; &lt;/ul&gt; &lt;p id=&quot;SE-5eb01533-1400-42c8-9775-a844d61cc4f2&quot;&gt;&lt;b&gt;4. 신청 방법&lt;/b&gt;&lt;/p&gt; &lt;p id=&quot;SE-8c1fb394-63a7-472e-97b6-98bda5e1eae0&quot;&gt;아래 양식을 작성하여 메디프리뷰 공식 카카오톡으로 보내주시면 신속하게 안내해 드립니다.&lt;/p&gt; &lt;p&gt;&lt;img alt=&quot;태블릿.png&quot; src=&quot;https://medipreview.com/files/attach/images/2026/04/15/b0d274615bb02d8430be58c92e2a701d.png&quot; /&gt;&lt;/p&gt;</description>
						<category>FAQ</category>						<category>동영상일대일</category><category>동영상일대일수업</category>			<dc:creator>메디프리뷰</dc:creator>
			<guid isPermaLink="true">https://medipreview.com/FAQ/2112</guid>
			<comments>https://medipreview.com/FAQ/2112#comment</comments>			<pubDate>Wed, 15 Apr 2026 06:45:04 +0900</pubDate>
		</item><item>
			<title>2026 의사실기시험  CPX 특별반 모집</title>
			<link>https://medipreview.com/program1/2109</link>
						<description>&lt;p&gt;&amp;nbsp;&lt;/p&gt; &lt;p&gt;&amp;nbsp;&lt;/p&gt; &lt;p&gt;&lt;img alt=&quot;민샘CPX 특강.jpg&quot; src=&quot;https://medipreview.com/files/attach/images/2026/04/14/e3a13d69a9aa0ce91a0b3d9ba5925793.jpg&quot; /&gt;&lt;/p&gt; &lt;p&gt;&amp;nbsp;&lt;/p&gt;</description>
						<category>과정 소개</category>									<dc:creator>메디프리뷰</dc:creator>
			<guid isPermaLink="true">https://medipreview.com/program1/2109</guid>
			<comments>https://medipreview.com/program1/2109#comment</comments>			<pubDate>Tue, 14 Apr 2026 22:14:13 +0900</pubDate>
		</item><item>
			<title>2026년 : 4차 강의실 개방- 4월 14일 부터 입니다</title>
			<link>https://medipreview.com/program3/2098</link>
						<description>&lt;p id=&quot;SE-0110936e-5b8a-415f-a15c-5801d080fb06&quot;&gt;&lt;b&gt;2026 민샘내과 이론 강의 수강 가능합니다. - 서버에 올려 놓았습니다.&lt;/b&gt;&lt;/p&gt; &lt;p id=&quot;SE-69b9aff2-7aa4-46c5-bacd-0b5879663966&quot;&gt;&lt;b&gt;*2026년 3월 진행분&lt;/b&gt;&lt;/p&gt; &lt;p id=&quot;SE-7fae0125-e9d7-4c7c-ac29-20b69a6c03ed&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/p&gt; &lt;p id=&quot;SE-3ed69945-e1c2-4b2d-a217-48d4ba7bfcd5&quot;&gt;&lt;b&gt;2026년 4차 개방 : 4월 14일-17일(화-금요일), &lt;/b&gt;&lt;b&gt;21-24일(화-금요일&lt;/b&gt;&lt;b&gt;) &lt;/b&gt;&lt;b&gt;하루당겨졌습니다&lt;/b&gt;&lt;/p&gt; &lt;p id=&quot;SE-454367ca-2054-43c2-9277-6799bd8be67b&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/p&gt; &lt;p id=&quot;SE-3c6cf2eb-7d92-4612-8d06-dd11ab7d79c5&quot;&gt;&lt;b&gt;( 오후 4시-오후 10시) .&lt;/b&gt;&lt;/p&gt; &lt;p id=&quot;SE-460485f4-2b0e-4d62-a852-45e1f6a63e46&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/p&gt; &lt;p id=&quot;SE-ef822850-f4b5-492b-af38-d48922dc2e0d&quot;&gt;&lt;b&gt; &lt;/b&gt;&lt;/p&gt; &lt;p id=&quot;SE-0c58918b-a0a1-40b8-819c-7a008cac799c&quot;&gt;&lt;b&gt;1일 가능 사용인원 15명 (선착순)&lt;/b&gt;&lt;/p&gt; &lt;p id=&quot;SE-32dd8481-bfc0-4c3d-81e5-ac7413c85ace&quot;&gt; &lt;/p&gt; &lt;p id=&quot;SE-dd918bdb-2722-4f7d-accc-fb412a97a96c&quot;&gt; &lt;/p&gt; &lt;p id=&quot;SE-48636e7d-73f2-4c9e-b8e5-4b075a5056df&quot;&gt;&lt;b&gt;반드시 구글폼 작성해 주세요&lt;/b&gt;&lt;/p&gt; &lt;p id=&quot;SE-73822aca-e0b3-407a-bf76-b430bc699e4a&quot;&gt;&lt;u&gt; &lt;/u&gt;&lt;/p&gt; &lt;p id=&quot;SE-ca16b8e3-d77c-4259-a5b3-ce4c7bfbd1b4&quot;&gt;&lt;a data-linkdata=&quot;{&amp;quot;id&amp;quot;: &amp;quot;SE-a321d81c-4098-44d5-a64d-64a2974f5c0c&amp;quot;, &amp;quot;link&amp;quot;: &amp;quot;https://forms.gle/Nv86QBPxCD4FZyur8&amp;quot;}&quot; data-linktype=&quot;text&quot; href=&quot;https://forms.gle/Nv86QBPxCD4FZyur8&quot; target=&quot;_blank&quot;&gt;&lt;u&gt;https://forms.gle/Nv86QBPxCD4FZyur8&lt;/u&gt;&lt;/a&gt;&lt;/p&gt; &lt;p id=&quot;SE-b496ecf7-b6f1-491f-9621-86e409a27feb&quot;&gt;&lt;u&gt; &lt;/u&gt;&lt;/p&gt; &lt;p id=&quot;SE-ac5535a2-396e-45c3-ab63-a9a39b5db94e&quot;&gt;&lt;u&gt;두르지 않으면 원하는 날짜에 수강하지 못할 수 있습니다 &lt;/u&gt;&lt;u&gt;&lt;b&gt;꼭 필요하신 분은 서둘러 주세요&lt;/b&gt;&lt;/u&gt;&lt;/p&gt; &lt;p id=&quot;SE-9a5e4340-a48e-4185-be21-ccfa73a8e75c&quot;&gt;&lt;u&gt; &lt;/u&gt;&lt;/p&gt; &lt;p id=&quot;SE-39b5f3f8-0881-45bf-a341-a990a5713c1e&quot;&gt;&lt;u&gt;&lt;b&gt;신청서 작성 완료 --&amp;gt; 카톡 주세요 01071802997 -&amp;gt; &lt;/b&gt;&lt;/u&gt;&lt;/p&gt; &lt;p id=&quot;SE-c9a98874-8bc8-4f5b-b613-c2946e0ace7f&quot;&gt;&lt;u&gt;&lt;b&gt; &lt;/b&gt;&lt;/u&gt;&lt;/p&gt; &lt;p id=&quot;SE-aea91607-b277-4664-85ae-37ad4d434ba8&quot;&gt;&lt;u&gt;&lt;b&gt;정확한 과목명 이야기 하고 금액 계좌 안내 받으세요&lt;/b&gt;&lt;/u&gt;&lt;/p&gt; &lt;p id=&quot;SE-b23b37dd-3601-4933-a416-1633b01f4efd&quot;&gt;&lt;u&gt;&lt;b&gt; &lt;/b&gt;&lt;/u&gt;&lt;/p&gt; &lt;p id=&quot;SE-86e97e8b-0c00-43a8-9035-a1d12b09e486&quot;&gt;&lt;u&gt;&lt;b&gt;금액.계좌안내 --&amp;gt; 입금 완료 = 예약 완료 &lt;/b&gt;&lt;/u&gt;&lt;/p&gt; &lt;p id=&quot;SE-8313102a-abcf-4c00-ab97-5ecceb92113c&quot;&gt;&lt;u&gt; &lt;/u&gt;&lt;/p&gt; &lt;p id=&quot;SE-1cc56431-eef4-4250-a1a5-332f395450f1&quot;&gt;&lt;u&gt;** 수업 전 2일 취소시 100 % 환불 됩니다. &lt;/u&gt;&lt;/p&gt; &lt;p id=&quot;SE-2a45b931-c8be-469a-9416-b60d38f300d0&quot;&gt;&lt;u&gt; &lt;/u&gt;&lt;/p&gt; &lt;p id=&quot;SE-3d7d41aa-d57a-4c7e-9a04-c4e7ca3aed21&quot;&gt;&lt;u&gt;1. 의사국가고시 전과목&lt;/u&gt;&lt;/p&gt; &lt;p id=&quot;SE-4bbc770e-c936-4d61-b930-a0ab1f6aafc9&quot;&gt;&lt;u&gt; &lt;/u&gt;&lt;/p&gt; &lt;p id=&quot;SE-89e73bc5-aaf0-4cca-9340-cc3289f84431&quot;&gt;&lt;u&gt; &lt;/u&gt;&lt;/p&gt; &lt;p id=&quot;SE-42ce705d-c4df-4b30-9690-20b60df96187&quot;&gt;&lt;u&gt; &lt;/u&gt;&lt;u&gt;2. 전공의 시험 과목 -내.외.산.소&lt;/u&gt;&lt;/p&gt; &lt;p id=&quot;SE-aa9b4629-9b1f-46e7-86c2-0ef4c6ec90d9&quot;&gt;&lt;u&gt; &lt;/u&gt;&lt;/p&gt; &lt;p id=&quot;SE-0eec4e69-a80d-4dd4-82dc-6709bb4b3445&quot;&gt;&lt;u&gt;3. 본과선행과목 해부학.골학/ 생리학/생화학/조직학/신경해부학&lt;/u&gt;&lt;/p&gt; &lt;p id=&quot;SE-54095a1e-5639-482f-ae27-ec37a1e83336&quot;&gt;&lt;u&gt; &lt;/u&gt;&lt;/p&gt; &lt;p id=&quot;SE-bc99714d-8746-4867-9905-917cf04021c4&quot;&gt;&lt;u&gt;4. 본과내신과목 - 내과예습강의&lt;/u&gt;&lt;/p&gt; &lt;p id=&quot;SE-7cdeecb1-ca46-4022-bbe6-9901ef1875ca&quot;&gt;&lt;u&gt; &lt;/u&gt;&lt;/p&gt; &lt;p id=&quot;SE-9a9fc58a-8017-45d1-88a1-9131f7c36013&quot;&gt;&lt;u&gt;5. 심전도 &lt;/u&gt;&lt;/p&gt; &lt;p id=&quot;SE-00d49fd0-204a-4017-8aff-4cffef51faf1&quot;&gt;&lt;u&gt; &lt;/u&gt;&lt;/p&gt; &lt;p id=&quot;SE-2dbedaf1-ac9c-4099-bca5-5c7cff6d0788&quot;&gt;&lt;u&gt;신청 후 카톡으로 원하는 강의명 알려 주세요 &lt;/u&gt;&lt;/p&gt; &lt;p id=&quot;SE-e478ad85-e6b5-4c7b-b92e-5fbf1313b260&quot;&gt;&lt;u&gt; &lt;/u&gt;&lt;/p&gt; &lt;p id=&quot;SE-bdbda5ac-6991-4474-a372-a3795f2c12a6&quot;&gt;&lt;u&gt;비용 : 수강료 제외 하루 강의실 /태블릿 이용료로 1.5 만원 발생합니다 &lt;/u&gt;&lt;/p&gt; &lt;p id=&quot;SE-2fa35877-e426-48df-96fe-f308d0cdab64&quot;&gt;&lt;u&gt; &lt;/u&gt;&lt;/p&gt; &lt;p id=&quot;SE-04d28f8f-c8b7-481c-a426-21f10722bf93&quot;&gt;&lt;u&gt;카카오뱅크 권양 3333-01-9430025 입니다. &lt;/u&gt;&lt;/p&gt; &lt;p id=&quot;SE-9a96dd82-25e6-4ecd-ba02-f048a94cfc7c&quot;&gt;&lt;u&gt; &lt;/u&gt;&lt;/p&gt; &lt;p id=&quot;SE-4154f8b7-d0c3-40e2-9c33-23d0f4728724&quot;&gt;&lt;u&gt;개인위생을 위해 &lt;/u&gt;&lt;u&gt;#무선&lt;/u&gt;&lt;u&gt; 이어폰 지참해 주세요 &lt;/u&gt;&lt;/p&gt; &lt;p id=&quot;SE-88fe9a67-c3a5-48c0-be3a-5e55017405b3&quot;&gt;&lt;u&gt; &lt;/u&gt;&lt;/p&gt; &lt;p id=&quot;SE-0845ee98-d961-4409-ab54-0ed57ada32b7&quot;&gt;&lt;u&gt;문의 : 010 7180 2997 (카톡 가능)&lt;/u&gt;&lt;/p&gt; &lt;p id=&quot;SE-c69de4ab-b067-450a-b15c-35ee14013ec4&quot;&gt;&lt;u&gt; &lt;/u&gt;&lt;/p&gt; &lt;p id=&quot;SE-0d04a3f3-e34d-42a4-9db7-5df3e5e2f263&quot;&gt;&lt;u&gt;&lt;b&gt;메디프리뷰 대구가 오픈 하였습니다 - &lt;/b&gt;&lt;/u&gt;&lt;u&gt;&lt;b&gt;대구에서도&lt;/b&gt;&lt;/u&gt;&lt;u&gt;&lt;b&gt; 이용 가능합니다.&lt;/b&gt;&lt;/u&gt;&lt;/p&gt; &lt;p id=&quot;SE-24441b4e-076e-4bc3-9d23-589b8107e2d5&quot;&gt;&lt;a data-linkdata=&quot;{&amp;quot;id&amp;quot;: &amp;quot;SE-7b8b1c8b-0ea8-453d-9965-7908794b2261&amp;quot;, &amp;quot;link&amp;quot;: &amp;quot;https://m.cafe.naver.com/ca-fe/web/cafes/10193943/articles/3426?fromList=true&amp;amp;#38;tc=cafe_home_all_articles&amp;quot;}&quot; data-linktype=&quot;text&quot; href=&quot;https://m.cafe.naver.com/ca-fe/web/cafes/10193943/articles/3426?fromList=true&amp;amp;tc=cafe_home_all_articles&quot; target=&quot;_blank&quot;&gt;&lt;u&gt;&lt;b&gt;https://m.cafe.naver.com/ca-fe/web/cafes/10193943/articles/3426?fromList=true&amp;amp;tc=cafe_home_all_articles&lt;/b&gt;&lt;/u&gt;&lt;/a&gt;&lt;/p&gt; &lt;p id=&quot;SE-54648be1-fc3d-43ed-b458-a3420f5a00a5&quot;&gt;&lt;u&gt;&lt;b&gt; &lt;/b&gt;&lt;/u&gt;&lt;/p&gt; &lt;p id=&quot;SE-3f66c02a-7214-4ab3-a0cb-e1768238cb2c&quot;&gt;&lt;u&gt;&lt;b&gt;: 대구는 상시 개방 입니다. 링크 이용 예약.문의 하세요&lt;/b&gt;&lt;/u&gt;&lt;/p&gt; &lt;p&gt;&lt;img alt=&quot;april.png&quot; src=&quot;https://medipreview.com/files/attach/images/2026/03/25/3a718d711b181fe9620b43564094fe9b.png&quot; /&gt;&lt;/p&gt;</description>
						<category>과정 소개</category>						<category>메디프리뷰</category><category>의사국가고시</category><category>기초의학선행</category>			<dc:creator>메디프리뷰</dc:creator>
			<guid isPermaLink="true">https://medipreview.com/program3/2098</guid>
			<comments>https://medipreview.com/program3/2098#comment</comments>			<pubDate>Wed, 25 Mar 2026 15:28:31 +0900</pubDate>
		</item><item>
			<title>의사국시  외과 이론강의-실강 -4.11부터</title>
			<link>https://medipreview.com/program1/2086</link>
						<description>&lt;p&gt;&lt;img alt=&quot;Gemini_Generated_Image_s5uqcas5uqcas5uq.png&quot; src=&quot;https://medipreview.com/files/attach/images/2026/03/20/fd56c940a5d70613213db11022aa4e4f.png&quot; /&gt;&lt;/p&gt; &lt;p&gt;&amp;nbsp;&lt;/p&gt; &lt;p&gt;&lt;a href=&quot;https://blog.naver.com/medipreview/224223334672&quot;&gt;&lt;span style=&quot;font-size:28px;&quot;&gt;&lt;strong&gt;&amp;nbsp; &amp;nbsp;26 의사국시&amp;nbsp; 외과 이론 강의&amp;nbsp; &amp;nbsp;&amp;lt;&amp;lt;&amp;lt;--- 클릭해 주세요&amp;nbsp;&lt;/strong&gt;&lt;/span&gt;&lt;/a&gt;&lt;/p&gt; &lt;p&gt;&amp;nbsp;&lt;/p&gt; &lt;p&gt;&amp;nbsp;&lt;/p&gt; &lt;p&gt;&amp;nbsp;&lt;/p&gt;</description>
						<category>과정 소개</category>									<dc:creator>메디프리뷰</dc:creator>
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			<comments>https://medipreview.com/program1/2086#comment</comments>			<pubDate>Fri, 20 Mar 2026 12:18:39 +0900</pubDate>
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			<title>메디프리뷰 3월 강의 일정입니다</title>
			<link>https://medipreview.com/notice/2059</link>
						<description>&lt;p&gt;&lt;img alt=&quot;3월강의일정입니다.png&quot; src=&quot;https://medipreview.com/files/attach/images/2026/02/25/354202fb546ab23c182ef0d2c875c434.png&quot; /&gt;&lt;/p&gt;</description>
						<category>메디프리뷰 소개</category>			<category>공지사항</category>						<dc:creator>메디프리뷰</dc:creator>
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			<comments>https://medipreview.com/notice/2059#comment</comments>			<pubDate>Wed, 25 Feb 2026 21:30:13 +0900</pubDate>
		</item><item>
			<title>[의대 구조 분석 4]  인기과 vs 돈 되는 과</title>
			<link>https://medipreview.com/notice/2050</link>
						<description>&lt;p&gt;&lt;img alt=&quot;의사연봉.png&quot; src=&quot;https://medipreview.com/files/attach/images/2026/02/25/ef2d0a2acfb91c43bd561518183a60d2.png&quot; /&gt;&lt;/p&gt; &lt;p&gt;&amp;nbsp;&lt;/p&gt; &lt;h2 data-end=&quot;152&quot; data-section-id=&quot;ildr75&quot; data-start=&quot;138&quot;&gt;― 과 선택의 경제학&lt;/h2&gt; &lt;p data-end=&quot;179&quot; data-start=&quot;154&quot;&gt;의대에 들어오면 자연스럽게 질문이 시작됩니다.&lt;/p&gt; &lt;blockquote data-end=&quot;222&quot; data-start=&quot;181&quot;&gt; &lt;p data-end=&quot;222&quot; data-start=&quot;183&quot;&gt;&amp;ldquo;어느 과가 제일 좋나요?&amp;rdquo;&lt;br data-end=&quot;201&quot; data-start=&quot;198&quot; /&gt; &amp;ldquo;요즘 돈 되는 과는 어디인가요?&amp;rdquo;&lt;/p&gt; &lt;/blockquote&gt; &lt;p data-end=&quot;251&quot; data-start=&quot;224&quot;&gt;이 질문에는 이미 두 가지 오해가 들어 있습니다.&lt;/p&gt; &lt;ol data-end=&quot;290&quot; data-start=&quot;253&quot;&gt; &lt;li data-end=&quot;268&quot; data-section-id=&quot;1aim77o&quot; data-start=&quot;253&quot;&gt; &lt;p data-end=&quot;268&quot; data-start=&quot;256&quot;&gt;인기과 = 좋은 과&lt;/p&gt; &lt;/li&gt; &lt;li data-end=&quot;290&quot; data-section-id=&quot;setlzc&quot; data-start=&quot;269&quot;&gt; &lt;p data-end=&quot;290&quot; data-start=&quot;272&quot;&gt;돈 되는 과 = 오래 가는 과&lt;/p&gt; &lt;/li&gt; &lt;/ol&gt; &lt;p data-end=&quot;314&quot; data-start=&quot;292&quot;&gt;그러나 현실은 그렇게 단순하지 않습니다.&lt;/p&gt; &lt;p data-end=&quot;349&quot; data-start=&quot;316&quot;&gt;과 선택은 취향이 아니라&lt;br data-end=&quot;332&quot; data-start=&quot;329&quot; /&gt; &lt;strong data-end=&quot;345&quot; data-start=&quot;332&quot;&gt;경제 구조의 문제&lt;/strong&gt;입니다.&lt;/p&gt; &lt;hr data-end=&quot;354&quot; data-start=&quot;351&quot; /&gt; &lt;h2 data-end=&quot;374&quot; data-section-id=&quot;129ocpg&quot; data-start=&quot;356&quot;&gt;1️⃣ 인기과는 왜 인기인가&lt;/h2&gt; &lt;p data-end=&quot;401&quot; data-start=&quot;376&quot;&gt;&amp;nbsp;&lt;/p&gt; &lt;p data-end=&quot;401&quot; data-start=&quot;376&quot;&gt;인기과가 형성되는 이유는 보통 세 가지입니다.&lt;/p&gt; &lt;p data-end=&quot;451&quot; data-start=&quot;403&quot;&gt;① 상대적으로 높은 평균 수익&lt;br data-end=&quot;422&quot; data-start=&quot;419&quot; /&gt; ② 비교적 예측 가능한 근무 형태&lt;br data-end=&quot;443&quot; data-start=&quot;440&quot; /&gt; ③ 사회적 인식&lt;/p&gt; &lt;p data-end=&quot;489&quot; data-start=&quot;453&quot;&gt;즉, 인기과는&lt;br data-end=&quot;463&quot; data-start=&quot;460&quot; /&gt; &amp;ldquo;위험 대비 기대수익이 좋아 보이는 과&amp;rdquo;입니다.&lt;/p&gt; &lt;p data-end=&quot;516&quot; data-start=&quot;491&quot;&gt;하지만 여기에는 중요한 변수가 빠져 있습니다.&lt;/p&gt; &lt;p data-end=&quot;533&quot; data-start=&quot;518&quot;&gt;&amp;#x1f449;&amp;nbsp;&lt;strong data-end=&quot;533&quot; data-start=&quot;521&quot;&gt;진입 경쟁 비용&lt;/strong&gt;&lt;/p&gt; &lt;p data-end=&quot;553&quot; data-start=&quot;535&quot;&gt;인기과는 다음 비용이 존재합니다.&lt;/p&gt; &lt;ul data-end=&quot;597&quot; data-start=&quot;555&quot;&gt; &lt;li data-end=&quot;565&quot; data-section-id=&quot;d5x2bv&quot; data-start=&quot;555&quot;&gt; &lt;p data-end=&quot;565&quot; data-start=&quot;557&quot;&gt;높은 학점 요구&lt;/p&gt; &lt;/li&gt; &lt;li data-end=&quot;576&quot; data-section-id=&quot;ozykqt&quot; data-start=&quot;566&quot;&gt; &lt;p data-end=&quot;576&quot; data-start=&quot;568&quot;&gt;수련 병원 경쟁&lt;/p&gt; &lt;/li&gt; &lt;li data-end=&quot;586&quot; data-section-id=&quot;n726sw&quot; data-start=&quot;577&quot;&gt; &lt;p data-end=&quot;586&quot; data-start=&quot;579&quot;&gt;네트워크 영향&lt;/p&gt; &lt;/li&gt; &lt;li data-end=&quot;597&quot; data-section-id=&quot;61eu69&quot; data-start=&quot;587&quot;&gt; &lt;p data-end=&quot;597&quot; data-start=&quot;589&quot;&gt;초기 투자 비용&lt;/p&gt; &lt;/li&gt; &lt;/ul&gt; &lt;p data-end=&quot;631&quot; data-start=&quot;599&quot;&gt;따라서 인기과는&lt;br data-end=&quot;610&quot; data-start=&quot;607&quot; /&gt; 진입 전에 이미 높은 비용을 치릅니다.&lt;/p&gt; &lt;hr data-end=&quot;636&quot; data-start=&quot;633&quot; /&gt; &lt;h2 data-end=&quot;660&quot; data-section-id=&quot;o55q6k&quot; data-start=&quot;638&quot;&gt;2️⃣ 돈 되는 과는 무엇이 다른가&lt;/h2&gt; &lt;p data-end=&quot;700&quot; data-start=&quot;662&quot;&gt;&amp;nbsp;&lt;/p&gt; &lt;p data-end=&quot;700&quot; data-start=&quot;662&quot;&gt;&amp;lsquo;돈 되는 과&amp;rsquo;는 보통&lt;br data-end=&quot;677&quot; data-start=&quot;674&quot; /&gt; 단위 시간당 수익이 높은 구조를 가집니다.&lt;/p&gt; &lt;p data-end=&quot;729&quot; data-start=&quot;702&quot;&gt;하지만 그 수익은 세 가지 중 하나에서 나옵니다.&lt;/p&gt; &lt;p data-end=&quot;729&quot; data-start=&quot;702&quot;&gt;&amp;nbsp;&lt;/p&gt; &lt;p data-end=&quot;763&quot; data-start=&quot;731&quot;&gt;① 고강도 노동&lt;br data-end=&quot;742&quot; data-start=&quot;739&quot; /&gt; ② 높은 리스크&lt;br data-end=&quot;753&quot; data-start=&quot;750&quot; /&gt; ③ 희소가치&amp;nbsp;&lt;/p&gt; &lt;p data-end=&quot;771&quot; data-start=&quot;765&quot;&gt;예를 들어,&lt;/p&gt; &lt;ul data-end=&quot;840&quot; data-start=&quot;773&quot;&gt; &lt;li data-end=&quot;794&quot; data-section-id=&quot;1uxa66k&quot; data-start=&quot;773&quot;&gt; &lt;p data-end=&quot;794&quot; data-start=&quot;775&quot;&gt;수술 중심 과는 체력 소모가 큼&lt;/p&gt; &lt;/li&gt; &lt;li data-end=&quot;817&quot; data-section-id=&quot;1cj3jmo&quot; data-start=&quot;795&quot;&gt; &lt;p data-end=&quot;817&quot; data-start=&quot;797&quot;&gt;개원 중심 과는 상권 리스크 존재&lt;/p&gt; &lt;/li&gt; &lt;li data-end=&quot;840&quot; data-section-id=&quot;5v8j59&quot; data-start=&quot;818&quot;&gt; &lt;p data-end=&quot;840&quot; data-start=&quot;820&quot;&gt;시술 중심 과는 정책 리스크 존재 - MRI 상근제,응급실 수가제도 등&lt;/p&gt; &lt;/li&gt; &lt;/ul&gt; &lt;p data-end=&quot;870&quot; data-start=&quot;842&quot;&gt;&amp;nbsp;&lt;/p&gt; &lt;p data-end=&quot;870&quot; data-start=&quot;842&quot;&gt;즉, 높은 수익은&lt;br data-end=&quot;854&quot; data-start=&quot;851&quot; /&gt; 항상 높은 부담 또는 희소성과&amp;nbsp; 연결됩니다.&lt;/p&gt; &lt;hr data-end=&quot;875&quot; data-start=&quot;872&quot; /&gt; &lt;h2 data-end=&quot;899&quot; data-section-id=&quot;trxofi&quot; data-start=&quot;877&quot;&gt;3️⃣ 평균과 상위 10%는 다르다&lt;/h2&gt; &lt;p data-end=&quot;926&quot; data-start=&quot;901&quot;&gt;부모들이 가장 많이 착각하는 부분이 있습니다.&lt;/p&gt; &lt;p data-end=&quot;946&quot; data-start=&quot;928&quot;&gt;&amp;ldquo;그 과 평균 연봉이 높다더라.&amp;rdquo;&lt;/p&gt; &lt;p data-end=&quot;961&quot; data-start=&quot;948&quot;&gt;평균은 의미가 약합니다.&lt;/p&gt; &lt;p data-end=&quot;970&quot; data-start=&quot;963&quot;&gt;중요한 것은:&lt;/p&gt; &lt;ul data-end=&quot;1019&quot; data-start=&quot;972&quot;&gt; &lt;li data-end=&quot;986&quot; data-section-id=&quot;fesnfc&quot; data-start=&quot;972&quot;&gt; &lt;p data-end=&quot;986&quot; data-start=&quot;974&quot;&gt;상위 10% 수익 구조&lt;/p&gt; &lt;/li&gt; &lt;li data-end=&quot;1001&quot; data-section-id=&quot;1bu5s7&quot; data-start=&quot;987&quot;&gt; &lt;p data-end=&quot;1001&quot; data-start=&quot;989&quot;&gt;하위 30% 생존 구조&lt;/p&gt; &lt;/li&gt; &lt;li data-end=&quot;1010&quot; data-section-id=&quot;85cbbh&quot; data-start=&quot;1002&quot;&gt; &lt;p data-end=&quot;1010&quot; data-start=&quot;1004&quot;&gt;시장 포화도&lt;/p&gt; &lt;/li&gt; &lt;li data-end=&quot;1019&quot; data-section-id=&quot;1vy9a8g&quot; data-start=&quot;1011&quot;&gt; &lt;p data-end=&quot;1019&quot; data-start=&quot;1013&quot;&gt;정책 민감도&lt;/p&gt; &lt;/li&gt; &lt;/ul&gt; &lt;p data-end=&quot;1055&quot; data-start=&quot;1021&quot;&gt;의료 시장은 점점&lt;br data-end=&quot;1033&quot; data-start=&quot;1030&quot; /&gt; &lt;strong data-end=&quot;1043&quot; data-start=&quot;1033&quot;&gt;양극화 구조&lt;/strong&gt;로 이동하고 있습니다.&lt;/p&gt; &lt;hr data-end=&quot;1060&quot; data-start=&quot;1057&quot; /&gt; &lt;h2 data-end=&quot;1082&quot; data-section-id=&quot;vush0c&quot; data-start=&quot;1062&quot;&gt;4️⃣ 인기과 &amp;ne; 삶이 좋은 과&lt;/h2&gt; &lt;p data-end=&quot;1118&quot; data-start=&quot;1084&quot;&gt;&amp;nbsp;&lt;/p&gt; &lt;p data-end=&quot;1118&quot; data-start=&quot;1084&quot;&gt;많은 학생이&lt;br data-end=&quot;1093&quot; data-start=&quot;1090&quot; /&gt; &amp;ldquo;인기과니까 워라밸도 좋겠지&amp;rdquo;라고 생각합니다.&lt;/p&gt; &lt;p data-end=&quot;1133&quot; data-start=&quot;1120&quot;&gt;그러나 현실은 다릅니다.&lt;/p&gt; &lt;ul data-end=&quot;1198&quot; data-start=&quot;1135&quot;&gt; &lt;li data-end=&quot;1155&quot; data-section-id=&quot;1vui48y&quot; data-start=&quot;1135&quot;&gt; &lt;p data-end=&quot;1155&quot; data-start=&quot;1137&quot;&gt;수익은 높지만 체력 소모가 큰 과&lt;/p&gt; &lt;/li&gt; &lt;li data-end=&quot;1178&quot; data-section-id=&quot;177uh1v&quot; data-start=&quot;1156&quot;&gt; &lt;p data-end=&quot;1178&quot; data-start=&quot;1158&quot;&gt;근무는 안정적이지만 성장성이 낮은 과&lt;/p&gt; &lt;/li&gt; &lt;li data-end=&quot;1198&quot; data-section-id=&quot;1k3mdxz&quot; data-start=&quot;1179&quot;&gt; &lt;p data-end=&quot;1198&quot; data-start=&quot;1181&quot;&gt;자율성은 높지만 리스크가 큰 과&lt;/p&gt; &lt;/li&gt; &lt;/ul&gt; &lt;p data-end=&quot;1242&quot; data-start=&quot;1200&quot;&gt;삶의 질은&lt;br data-end=&quot;1208&quot; data-start=&quot;1205&quot; /&gt; 수입이 아니라&amp;nbsp;&lt;strong data-end=&quot;1234&quot; data-start=&quot;1216&quot;&gt;근무 구조 + 성향 적합성&lt;/strong&gt;의 문제입니다.&amp;nbsp; 수련할때 까지는&amp;nbsp; 워라벨의 차이가 업무성격에 따라 다릅니다&amp;nbsp;&lt;/p&gt; &lt;p data-end=&quot;1242&quot; data-start=&quot;1200&quot;&gt;&amp;nbsp;&lt;/p&gt; &lt;p data-end=&quot;1242&quot; data-start=&quot;1200&quot;&gt;하지만&amp;nbsp; 개원가에 나오면 워라벨은 그냥&amp;nbsp; 금전적 보상이 됩니다.&amp;nbsp;&lt;/p&gt; &lt;p data-end=&quot;1242&quot; data-start=&quot;1200&quot;&gt;수련병원과 개원가의 차이는 엄청나기 때문 입니다&amp;nbsp;&lt;/p&gt; &lt;p data-end=&quot;1242&quot; data-start=&quot;1200&quot;&gt;&amp;nbsp;&lt;/p&gt; &lt;p data-end=&quot;1242&quot; data-start=&quot;1200&quot;&gt;신경외과의 경우&amp;nbsp; 개원가에 나오면&amp;nbsp; &amp;nbsp;뇌,머리 환자는 진료하지 않습니다&amp;nbsp; ( 개원가 1% 이내의 신경외과 의사만&amp;nbsp; 뇌.머리를 진료 합니다)&amp;nbsp;&lt;/p&gt; &lt;p data-end=&quot;1242&quot; data-start=&quot;1200&quot;&gt;&amp;nbsp;&lt;/p&gt; &lt;p data-end=&quot;1242&quot; data-start=&quot;1200&quot;&gt;산부인과 의사의 경우 개원가에 나오면&amp;nbsp; &amp;nbsp;대부분&amp;nbsp; 부인과 일만 합니다.&amp;nbsp; 산과 (분만) 일은 하지 않습니다&amp;nbsp;&lt;/p&gt; &lt;p data-end=&quot;1242&quot; data-start=&quot;1200&quot;&gt;&amp;nbsp;&lt;/p&gt; &lt;p data-end=&quot;1242&quot; data-start=&quot;1200&quot;&gt;재활의학과 의사의 경우&amp;nbsp; 개원가에 나오면&amp;nbsp; 입원상태의 재활환자 또는&amp;nbsp; 혼자 일상생활이 불가능한 재활환자를 만날일은 거의 없습니다&amp;nbsp;&lt;/p&gt; &lt;p data-end=&quot;1242&quot; data-start=&quot;1200&quot;&gt;&amp;nbsp;&lt;/p&gt; &lt;p data-end=&quot;1242&quot; data-start=&quot;1200&quot;&gt;마취퉁증의학과 의사의 경우 개원가에 나오면&amp;nbsp; &amp;nbsp;나이, 기존 질환 등으로 인해 마취부담이 큰 환자를 마취할 일을&amp;nbsp; 피할 수 있습니다 ==&amp;gt; 대학병원 으로 전원합니다&lt;/p&gt; &lt;p data-end=&quot;1242&quot; data-start=&quot;1200&quot;&gt;&amp;nbsp;&lt;/p&gt; &lt;hr data-end=&quot;1247&quot; data-start=&quot;1244&quot; /&gt; &lt;h2 data-end=&quot;1267&quot; data-section-id=&quot;c08e7h&quot; data-start=&quot;1249&quot;&gt;5️⃣ 과 선택의 진짜 기준&lt;/h2&gt; &lt;p data-end=&quot;1289&quot; data-start=&quot;1269&quot;&gt;&amp;nbsp;&lt;/p&gt; &lt;p data-end=&quot;1289&quot; data-start=&quot;1269&quot;&gt;&amp;nbsp;&lt;/p&gt; &lt;p data-end=&quot;1289&quot; data-start=&quot;1269&quot;&gt;과 선택은 다음 4요소의 균형입니다.&lt;/p&gt; &lt;p data-end=&quot;1331&quot; data-start=&quot;1291&quot;&gt;① 성향 적합성&amp;nbsp; &amp;nbsp;-&amp;nbsp; 나의 성격, 성향에 알맞는 것 입니다. 수술방을 극도로 싫어한다면&amp;nbsp; 수술과는 하기 어렵습니다&lt;br data-end=&quot;1302&quot; data-start=&quot;1299&quot; /&gt; ② 체력 구조&amp;nbsp; &amp;nbsp; -&amp;nbsp; &amp;nbsp; 수련이후는 무관하지만&amp;nbsp; 수련시 극강의 체력을 요구하는 과들이 있습니다.&amp;nbsp; 신경외과.정형외과, 흉부외과 그 다음으로는&amp;nbsp; &amp;nbsp;성형외과, 안과, 이비인후과 등이&amp;nbsp;&lt;/p&gt; &lt;p data-end=&quot;1331&quot; data-start=&quot;1291&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;강한 체력이 요구 됩니다.&lt;br data-end=&quot;1312&quot; data-start=&quot;1309&quot; /&gt; ③ 시장 경쟁도&amp;nbsp; &amp;nbsp;- 수입입니다. 수입은&amp;nbsp; 월급타는 의사와&amp;nbsp; 개원하여 직접&amp;nbsp; 자기 돈을 버는 의사로 나뉘어 집니다&amp;nbsp;&lt;br data-end=&quot;1323&quot; data-start=&quot;1320&quot; /&gt; ④ 정책 리스크&amp;nbsp; -&amp;nbsp; 국민건강보험에서 인정하는 수가 문제,&amp;nbsp; &amp;nbsp;각 전공과별 가산수가,&amp;nbsp; 영상의학과의&amp;nbsp; 판독료,&amp;nbsp; MR 상근제 등입니다&amp;nbsp; (추후 온오프라인모임에서 설명 드리겠습니다)&lt;/p&gt; &lt;p data-end=&quot;1373&quot; data-start=&quot;1333&quot;&gt;이 네 가지 중 하나라도 맞지 않으면&lt;br data-end=&quot;1356&quot; data-start=&quot;1353&quot; /&gt; 장기 지속 가능성이 떨어집니다.&lt;/p&gt; &lt;hr data-end=&quot;1378&quot; data-start=&quot;1375&quot; /&gt; &lt;h2 data-end=&quot;1408&quot; data-section-id=&quot;edav9f&quot; data-start=&quot;1380&quot;&gt;6️⃣ 의대증원 이후 과 선택 구조는 달라진다&lt;/h2&gt; &lt;p data-end=&quot;1443&quot; data-start=&quot;1410&quot;&gt;공급이 늘어나면 가장 먼저 바뀌는 것은&lt;br data-end=&quot;1434&quot; data-start=&quot;1431&quot; /&gt; 경쟁 밀도입니다.&lt;/p&gt; &lt;p data-end=&quot;1492&quot; data-start=&quot;1445&quot;&gt;인기과는 더 치열해질 가능성이 높고&lt;br data-end=&quot;1467&quot; data-start=&quot;1464&quot; /&gt; 비인기과는 정책적 유인이 강화될 수 있습니다.&lt;/p&gt; &lt;p data-end=&quot;1547&quot; data-start=&quot;1494&quot;&gt;즉, 과 선택은 더 이상&lt;br data-end=&quot;1510&quot; data-start=&quot;1507&quot; /&gt; &amp;ldquo;선호도&amp;rdquo;의 문제가 아니라&lt;br data-end=&quot;1527&quot; data-start=&quot;1524&quot; /&gt; &lt;strong data-end=&quot;1541&quot; data-start=&quot;1527&quot;&gt;전략적 판단의 문제&lt;/strong&gt;가 됩니다.&lt;/p&gt; &lt;hr data-end=&quot;1552&quot; data-start=&quot;1549&quot; /&gt; &lt;h2 data-end=&quot;1563&quot; data-section-id=&quot;bluvf2&quot; data-start=&quot;1554&quot;&gt;7️⃣ 결론&lt;/h2&gt; &lt;p data-end=&quot;1616&quot; data-start=&quot;1565&quot;&gt;인기과가 반드시 돈 되는 과는 아닙니다.&lt;br data-end=&quot;1590&quot; data-start=&quot;1587&quot; /&gt; 돈 되는 과가 반드시 오래 가는 과도 아닙니다.&lt;/p&gt; &lt;p data-end=&quot;1661&quot; data-start=&quot;1618&quot;&gt;과 선택은 유행이 아니라&lt;br data-end=&quot;1634&quot; data-start=&quot;1631&quot; /&gt; &lt;strong data-end=&quot;1646&quot; data-start=&quot;1634&quot;&gt;경제 구조 분석&lt;/strong&gt; 위에서 이루어져야 합니다.&lt;/p&gt; &lt;p data-end=&quot;1699&quot; data-start=&quot;1663&quot;&gt;의대는 합격이 끝이 아닙니다.&lt;br data-end=&quot;1682&quot; data-start=&quot;1679&quot; /&gt; 과 선택이 두 번째 관문입니다.&lt;/p&gt; &lt;p data-end=&quot;1734&quot; data-start=&quot;1701&quot;&gt;그리고 그 선택은&lt;br data-end=&quot;1713&quot; data-start=&quot;1710&quot; /&gt; 감정이 아니라 구조로 판단해야 합니다.&lt;/p&gt;</description>
						<category>메디프리뷰 소개</category>			<category>공지사항</category>						<dc:creator>메디프리뷰</dc:creator>
			<guid isPermaLink="true">https://medipreview.com/notice/2050</guid>
			<comments>https://medipreview.com/notice/2050#comment</comments>			<pubDate>Wed, 25 Feb 2026 20:58:47 +0900</pubDate>
		</item><item>
			<title>의대 공부는 왜 고등학교 공부와 완전히 다른가</title>
			<link>https://medipreview.com/notice/2046</link>
						<description>&lt;h1 data-end=&quot;149&quot; data-section-id=&quot;t7my2i&quot; data-start=&quot;120&quot;&gt;의대 공부는 왜 고등학교 공부와 완전히 다른가&lt;/h1&gt; &lt;h2 data-end=&quot;169&quot; data-section-id=&quot;14x3grd&quot; data-start=&quot;150&quot;&gt;&amp;nbsp;&lt;/h2&gt; &lt;h2 data-end=&quot;169&quot; data-section-id=&quot;14x3grd&quot; data-start=&quot;150&quot;&gt;― 양이 아니라 구조의 차이다&lt;/h2&gt; &lt;p&gt;&amp;nbsp;&lt;/p&gt; &lt;p data-end=&quot;187&quot; data-start=&quot;171&quot;&gt;&lt;span style=&quot;font-size:15px;&quot;&gt;많은 학생이 이렇게 말합니다.&lt;/span&gt;&lt;/p&gt; &lt;blockquote data-end=&quot;220&quot; data-start=&quot;189&quot;&gt; &lt;p data-end=&quot;220&quot; data-start=&quot;191&quot;&gt;&lt;span style=&quot;font-size:15px;&quot;&gt;&amp;ldquo;공부는 자신 있어요. 고등학교 때도 잘했으니까요.&amp;rdquo;&lt;/span&gt;&lt;/p&gt; &lt;/blockquote&gt; &lt;p data-end=&quot;254&quot; data-start=&quot;222&quot;&gt;&lt;span style=&quot;font-size:15px;&quot;&gt;하지만 의대에 들어온 뒤 가장 많이 듣는 말은 이것입니다.&lt;/span&gt;&lt;/p&gt; &lt;blockquote data-end=&quot;281&quot; data-start=&quot;256&quot;&gt; &lt;p data-end=&quot;281&quot; data-start=&quot;258&quot;&gt;&lt;span style=&quot;font-size:15px;&quot;&gt;&amp;ldquo;이건 공부가 아니라 다른 게임 같아요.&amp;rdquo;&lt;/span&gt;&lt;/p&gt; &lt;/blockquote&gt; &lt;p data-end=&quot;296&quot; data-start=&quot;283&quot;&gt;&lt;span style=&quot;font-size:15px;&quot;&gt;왜 이런 일이 생길까요?&lt;/span&gt;&lt;/p&gt; &lt;p data-end=&quot;348&quot; data-start=&quot;298&quot;&gt;&lt;span style=&quot;font-size:15px;&quot;&gt;의대 공부는 &amp;lsquo;양&amp;rsquo;이 많아서도&amp;nbsp; 힘들지만&amp;nbsp;&lt;br data-end=&quot;326&quot; data-start=&quot;323&quot; /&gt; &lt;strong data-end=&quot;348&quot; data-start=&quot;326&quot;&gt;구조가 다르기 때문에 어렵습니다.&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt; &lt;hr data-end=&quot;353&quot; data-start=&quot;350&quot; /&gt; &lt;h2 data-end=&quot;372&quot; data-section-id=&quot;18ct1b9&quot; data-start=&quot;355&quot;&gt;1️⃣ 목표 구조가 다르다&lt;/h2&gt; &lt;p&gt;&amp;nbsp;&lt;/p&gt; &lt;h3 data-end=&quot;391&quot; data-section-id=&quot;11ubx9o&quot; data-start=&quot;374&quot;&gt;▣ 고등학교 공부의 구조&lt;/h3&gt; &lt;p&gt;&amp;nbsp;&lt;/p&gt; &lt;ul data-end=&quot;451&quot; data-start=&quot;393&quot;&gt; &lt;li data-end=&quot;402&quot; data-section-id=&quot;1w2i3pa&quot; data-start=&quot;393&quot;&gt; &lt;p data-end=&quot;402&quot; data-start=&quot;395&quot;&gt;&lt;span style=&quot;font-size:15px;&quot;&gt;정답이 있다.&lt;/span&gt;&lt;/p&gt; &lt;/li&gt; &lt;li data-end=&quot;418&quot; data-section-id=&quot;mtar67&quot; data-start=&quot;403&quot;&gt; &lt;p data-end=&quot;418&quot; data-start=&quot;405&quot;&gt;&lt;span style=&quot;font-size:15px;&quot;&gt;범위가 비교적 명확하다.&lt;/span&gt;&lt;/p&gt; &lt;/li&gt; &lt;li data-end=&quot;430&quot; data-section-id=&quot;m66j63&quot; data-start=&quot;419&quot;&gt; &lt;p data-end=&quot;430&quot; data-start=&quot;421&quot;&gt;&lt;span style=&quot;font-size:15px;&quot;&gt;기출이 반복된다.&lt;/span&gt;&lt;/p&gt; &lt;/li&gt; &lt;li data-end=&quot;451&quot; data-section-id=&quot;1mkdkfu&quot; data-start=&quot;431&quot;&gt; &lt;p data-end=&quot;451&quot; data-start=&quot;433&quot;&gt;&lt;span style=&quot;font-size:15px;&quot;&gt;점수를 위한 문제 해결 훈련이다.&lt;/span&gt;&lt;/p&gt; &lt;/li&gt; &lt;/ul&gt; &lt;p data-end=&quot;468&quot; data-start=&quot;453&quot;&gt;&lt;span style=&quot;font-size:15px;&quot;&gt;목표는 &amp;ldquo;맞히는 것&amp;rdquo;입니다.&lt;/span&gt;&lt;/p&gt; &lt;hr data-end=&quot;473&quot; data-start=&quot;470&quot; /&gt; &lt;h3 data-end=&quot;490&quot; data-section-id=&quot;ijoeh8&quot; data-start=&quot;475&quot;&gt;▣ 의대 공부의 구조&lt;/h3&gt; &lt;ul data-end=&quot;547&quot; data-start=&quot;492&quot;&gt; &lt;li data-end=&quot;507&quot; data-section-id=&quot;r0aht3&quot; data-start=&quot;492&quot;&gt; &lt;p data-end=&quot;507&quot; data-start=&quot;494&quot;&gt;&lt;span style=&quot;font-size:15px;&quot;&gt;설명할 수 있어야 한다.&lt;/span&gt;&lt;/p&gt; &lt;/li&gt; &lt;li data-end=&quot;518&quot; data-section-id=&quot;cmvyu&quot; data-start=&quot;508&quot;&gt; &lt;p data-end=&quot;518&quot; data-start=&quot;510&quot;&gt;&lt;span style=&quot;font-size:15px;&quot;&gt;&lt;span style=&quot;color:#e74c3c;&quot;&gt;&lt;strong&gt;연결&lt;/strong&gt;&lt;/span&gt;해야 한다.&lt;/span&gt;&lt;/p&gt; &lt;/li&gt; &lt;li data-end=&quot;529&quot; data-section-id=&quot;dbku8j&quot; data-start=&quot;519&quot;&gt; &lt;p data-end=&quot;529&quot; data-start=&quot;521&quot;&gt;&lt;span style=&quot;font-size:15px;&quot;&gt;&lt;span style=&quot;color:#e74c3c;&quot;&gt;&lt;strong&gt;기억&lt;/strong&gt;&lt;/span&gt;해야 한다.&lt;/span&gt;&lt;/p&gt; &lt;/li&gt; &lt;li data-end=&quot;547&quot; data-section-id=&quot;dwkryv&quot; data-start=&quot;530&quot;&gt; &lt;p data-end=&quot;547&quot; data-start=&quot;532&quot;&gt;&lt;span style=&quot;font-size:15px;&quot;&gt;실제 환자 상황을 가정한다.&lt;/span&gt;&lt;/p&gt; &lt;/li&gt; &lt;/ul&gt; &lt;p data-end=&quot;570&quot; data-start=&quot;549&quot;&gt;&lt;span style=&quot;font-size:15px;&quot;&gt;목표는 &amp;ldquo;이해하고 적용하는 것&amp;rdquo;입니다.&lt;/span&gt;&lt;/p&gt; &lt;p data-end=&quot;613&quot; data-start=&quot;572&quot;&gt;&lt;span style=&quot;font-size:15px;&quot;&gt;고등학교는 시험 중심 구조,&lt;br data-end=&quot;590&quot; data-start=&quot;587&quot; /&gt; 의대는 &lt;strong data-end=&quot;609&quot; data-start=&quot;594&quot;&gt;지식 축적 중심 구조&lt;/strong&gt;입니다.&lt;/span&gt;&lt;/p&gt; &lt;hr data-end=&quot;618&quot; data-start=&quot;615&quot; /&gt; &lt;h2 data-end=&quot;637&quot; data-section-id=&quot;1p1so97&quot; data-start=&quot;620&quot;&gt;2️⃣ 시간 구조가 다르다&lt;/h2&gt; &lt;h3 data-end=&quot;649&quot; data-section-id=&quot;1r5isgt&quot; data-start=&quot;639&quot;&gt;&lt;span style=&quot;font-size:15px;&quot;&gt;▣ 고등학교&lt;/span&gt;&lt;/h3&gt; &lt;ul data-end=&quot;691&quot; data-start=&quot;651&quot;&gt; &lt;li data-end=&quot;664&quot; data-section-id=&quot;vw212o&quot; data-start=&quot;651&quot;&gt; &lt;p data-end=&quot;664&quot; data-start=&quot;653&quot;&gt;&lt;span style=&quot;font-size:15px;&quot;&gt;시험 기간 중심 몰입&lt;/span&gt;&lt;/p&gt; &lt;/li&gt; &lt;li data-end=&quot;680&quot; data-section-id=&quot;16u2nr1&quot; data-start=&quot;665&quot;&gt; &lt;p data-end=&quot;680&quot; data-start=&quot;667&quot;&gt;&lt;span style=&quot;font-size:15px;&quot;&gt;비교적 명확한 방학 구조&lt;/span&gt;&lt;/p&gt; &lt;/li&gt; &lt;li data-end=&quot;691&quot; data-section-id=&quot;16go4gw&quot; data-start=&quot;681&quot;&gt; &lt;p data-end=&quot;691&quot; data-start=&quot;683&quot;&gt;&lt;span style=&quot;font-size:15px;&quot;&gt;단기 성과 중심&lt;/span&gt;&lt;/p&gt; &lt;/li&gt; &lt;/ul&gt; &lt;hr data-end=&quot;696&quot; data-start=&quot;693&quot; /&gt; &lt;h3 data-end=&quot;706&quot; data-section-id=&quot;146b0ql&quot; data-start=&quot;698&quot;&gt;&lt;span style=&quot;font-size:15px;&quot;&gt;▣ 의대&lt;/span&gt;&lt;/h3&gt; &lt;ul data-end=&quot;753&quot; data-start=&quot;708&quot;&gt; &lt;li data-end=&quot;718&quot; data-section-id=&quot;1xk7e5h&quot; data-start=&quot;708&quot;&gt; &lt;p data-end=&quot;718&quot; data-start=&quot;710&quot;&gt;&lt;span style=&quot;font-size:15px;&quot;&gt;학기 내내 시험&lt;/span&gt;&lt;/p&gt; &lt;/li&gt; &lt;li data-end=&quot;730&quot; data-section-id=&quot;kof9up&quot; data-start=&quot;719&quot;&gt; &lt;p data-end=&quot;730&quot; data-start=&quot;721&quot;&gt;&lt;span style=&quot;font-size:15px;&quot;&gt;과목이 동시 진행&lt;/span&gt;&lt;/p&gt; &lt;/li&gt; &lt;li data-end=&quot;753&quot; data-section-id=&quot;1e5mv3p&quot; data-start=&quot;731&quot;&gt; &lt;p data-end=&quot;753&quot; data-start=&quot;733&quot;&gt;&lt;span style=&quot;font-size:15px;&quot;&gt;시험이 끝나도 다음 과목이 바로 시작&lt;/span&gt;&lt;/p&gt; &lt;/li&gt; &lt;/ul&gt; &lt;p data-end=&quot;799&quot; data-start=&quot;755&quot;&gt;&lt;span style=&quot;font-size:15px;&quot;&gt;의대는 마라톤입니다.&lt;br data-end=&quot;769&quot; data-start=&quot;766&quot; /&gt; 폭발적 몰입보다 &lt;strong data-end=&quot;791&quot; data-start=&quot;778&quot;&gt;지속 가능한 루틴&lt;/strong&gt;이 중요합니다.&lt;/span&gt;&lt;/p&gt; &lt;hr data-end=&quot;804&quot; data-start=&quot;801&quot; /&gt; &lt;h2 data-end=&quot;826&quot; data-section-id=&quot;uszqnv&quot; data-start=&quot;806&quot;&gt;3️⃣ 정보 처리 방식이 다르다&lt;/h2&gt; &lt;p data-end=&quot;871&quot; data-start=&quot;828&quot;&gt;&lt;span style=&quot;font-size:15px;&quot;&gt;고등학교는 &amp;lsquo;문제 유형&amp;rsquo;이 반복됩니다.&lt;br data-end=&quot;852&quot; data-start=&quot;849&quot; /&gt; 의대는 &amp;lsquo;개념 구조&amp;rsquo;가 누적됩니다.&lt;/span&gt;&lt;/p&gt; &lt;p data-end=&quot;879&quot; data-start=&quot;873&quot;&gt;&lt;span style=&quot;font-size:15px;&quot;&gt;예를 들어:&lt;/span&gt;&lt;/p&gt; &lt;p data-end=&quot;927&quot; data-start=&quot;881&quot;&gt;&lt;span style=&quot;font-size:15px;&quot;&gt;고등학교 생물은 특정 단원 중심입니다.&lt;br data-end=&quot;905&quot; data-start=&quot;902&quot; /&gt; 의대 생리학은 전신 시스템이 연결됩니다.&lt;/span&gt;&lt;/p&gt; &lt;p data-end=&quot;955&quot; data-start=&quot;929&quot;&gt;&lt;span style=&quot;font-size:15px;&quot;&gt;해부학 &amp;rarr; 생리학 &amp;rarr; 병리학 &amp;rarr; 약리학 &amp;rarr; 임상&lt;/span&gt;&lt;/p&gt; &lt;p data-end=&quot;989&quot; data-start=&quot;957&quot;&gt;&lt;span style=&quot;font-size:15px;&quot;&gt;이것은 직선 구조가 아니라&lt;br data-end=&quot;974&quot; data-start=&quot;971&quot; /&gt; &lt;strong data-end=&quot;985&quot; data-start=&quot;974&quot;&gt;네트워크 구조&lt;/strong&gt;입니다.&lt;/span&gt;&lt;/p&gt; &lt;p data-end=&quot;1033&quot; data-start=&quot;991&quot;&gt;&lt;span style=&quot;font-size:15px;&quot;&gt;암기만으로는 유지되지 않습니다.&lt;br data-end=&quot;1011&quot; data-start=&quot;1008&quot; /&gt; 이해만으로는 시험을 통과할 수 없습니다.&lt;/span&gt;&lt;/p&gt; &lt;hr data-end=&quot;1038&quot; data-start=&quot;1035&quot; /&gt; &lt;h2 data-end=&quot;1061&quot; data-section-id=&quot;vrn458&quot; data-start=&quot;1040&quot;&gt;4️⃣ 평가 압박의 밀도가 다르다&lt;/h2&gt; &lt;p data-end=&quot;1084&quot; data-start=&quot;1063&quot;&gt;&lt;span style=&quot;font-size:15px;&quot;&gt;의대는 전국 상위권이 모인 집단입니다.&lt;/span&gt;&lt;/p&gt; &lt;p data-end=&quot;1118&quot; data-start=&quot;1086&quot;&gt;&lt;span style=&quot;font-size:15px;&quot;&gt;고등학교에서 1등이던 학생도&lt;br data-end=&quot;1104&quot; data-start=&quot;1101&quot; /&gt; 의대에서는 평균이 됩니다.&lt;/span&gt;&lt;/p&gt; &lt;p data-end=&quot;1164&quot; data-start=&quot;1120&quot;&gt;&lt;span style=&quot;font-size:15px;&quot;&gt;이 환경에서 발생하는 문제는&lt;br data-end=&quot;1138&quot; data-start=&quot;1135&quot; /&gt; 지능이 아니라 &lt;strong data-end=&quot;1160&quot; data-start=&quot;1146&quot;&gt;자존감 구조의 붕괴&lt;/strong&gt;입니다.&lt;/span&gt;&lt;/p&gt; &lt;p data-end=&quot;1202&quot; data-start=&quot;1166&quot;&gt;&lt;span style=&quot;font-size:15px;&quot;&gt;고등학교는 경쟁이 목표였습니다.&lt;br data-end=&quot;1186&quot; data-start=&quot;1183&quot; /&gt; 의대에서는 경쟁이 일상입니다.&lt;/span&gt;&lt;/p&gt; &lt;hr data-end=&quot;1207&quot; data-start=&quot;1204&quot; /&gt; &lt;h2 data-end=&quot;1234&quot; data-section-id=&quot;mw6asw&quot; data-start=&quot;1209&quot;&gt;5️⃣ 의대 공부가 무너지는 구조적 이유&lt;/h2&gt; &lt;p data-end=&quot;1258&quot; data-start=&quot;1236&quot;&gt;&lt;span style=&quot;font-size:15px;&quot;&gt;많은 학생이 실패하는 이유는 단순합니다.&lt;/span&gt;&lt;/p&gt; &lt;ul data-end=&quot;1296&quot; data-start=&quot;1260&quot;&gt; &lt;li data-end=&quot;1266&quot; data-section-id=&quot;csqiut&quot; data-start=&quot;1260&quot;&gt; &lt;p data-end=&quot;1266&quot; data-start=&quot;1262&quot;&gt;&lt;span style=&quot;font-size:15px;&quot;&gt;완벽주의&lt;/span&gt;&lt;/p&gt; &lt;/li&gt; &lt;li data-end=&quot;1277&quot; data-section-id=&quot;1pe0tuq&quot; data-start=&quot;1267&quot;&gt; &lt;p data-end=&quot;1277&quot; data-start=&quot;1269&quot;&gt;&lt;span style=&quot;font-size:15px;&quot;&gt;첫 회독에 집착&lt;/span&gt;&lt;/p&gt; &lt;/li&gt; &lt;li data-end=&quot;1285&quot; data-section-id=&quot;gvps0c&quot; data-start=&quot;1278&quot;&gt; &lt;p data-end=&quot;1285&quot; data-start=&quot;1280&quot;&gt;&lt;span style=&quot;font-size:15px;&quot;&gt;수면 무시&lt;/span&gt;&lt;/p&gt; &lt;/li&gt; &lt;li data-end=&quot;1296&quot; data-section-id=&quot;1v6z6a4&quot; data-start=&quot;1286&quot;&gt; &lt;p data-end=&quot;1296&quot; data-start=&quot;1288&quot;&gt;&lt;span style=&quot;font-size:15px;&quot;&gt;단기전 사고방식&lt;/span&gt;&lt;/p&gt; &lt;/li&gt; &lt;/ul&gt; &lt;p data-end=&quot;1343&quot; data-start=&quot;1298&quot;&gt;&lt;span style=&quot;font-size:15px;&quot;&gt;의대는 100% 이해 후 암기가 아니라&lt;br data-end=&quot;1322&quot; data-start=&quot;1319&quot; /&gt; 70% 이해 + 반복 구조가 맞습니다.&lt;/span&gt;&lt;/p&gt; &lt;hr data-end=&quot;1348&quot; data-start=&quot;1345&quot; /&gt; &lt;h2 data-end=&quot;1374&quot; data-section-id=&quot;lb0hc3&quot; data-start=&quot;1350&quot;&gt;6️⃣ 부모가 반드시 이해해야 할 부분&lt;/h2&gt; &lt;p data-end=&quot;1405&quot; data-start=&quot;1376&quot;&gt;&lt;span style=&quot;font-size:15px;&quot;&gt;의대 공부는 &amp;ldquo;더 많이 하면 되는 게임&amp;rdquo;이 아닙니다.&lt;/span&gt;&lt;/p&gt; &lt;ul data-end=&quot;1477&quot; data-start=&quot;1407&quot;&gt; &lt;li data-end=&quot;1431&quot; data-section-id=&quot;154qlm6&quot; data-start=&quot;1407&quot;&gt; &lt;p data-end=&quot;1431&quot; data-start=&quot;1409&quot;&gt;&lt;span style=&quot;font-size:15px;&quot;&gt;생활 리듬이 무너지면 성적도 무너집니다.&lt;/span&gt;&lt;/p&gt; &lt;/li&gt; &lt;li data-end=&quot;1452&quot; data-section-id=&quot;1m9slkb&quot; data-start=&quot;1432&quot;&gt; &lt;p data-end=&quot;1452&quot; data-start=&quot;1434&quot;&gt;&lt;span style=&quot;font-size:15px;&quot;&gt;비교에 흔들리면 집중이 깨집니다.&lt;/span&gt;&lt;/p&gt; &lt;/li&gt; &lt;li data-end=&quot;1477&quot; data-section-id=&quot;1n3v4za&quot; data-start=&quot;1453&quot;&gt; &lt;p data-end=&quot;1477&quot; data-start=&quot;1455&quot;&gt;&lt;span style=&quot;font-size:15px;&quot;&gt;단기 점수 집착은 장기 전략을 망칩니다.&lt;/span&gt;&lt;/p&gt; &lt;/li&gt; &lt;/ul&gt; &lt;p data-end=&quot;1514&quot; data-start=&quot;1479&quot;&gt;&lt;span style=&quot;font-size:15px;&quot;&gt;의대는 공부법보다&lt;br data-end=&quot;1491&quot; data-start=&quot;1488&quot; /&gt; &lt;strong data-end=&quot;1506&quot; data-start=&quot;1491&quot;&gt;학습 구조 설계 능력&lt;/strong&gt;이 중요합니다.&lt;/span&gt;&lt;/p&gt; &lt;hr data-end=&quot;1519&quot; data-start=&quot;1516&quot; /&gt; &lt;h2 data-end=&quot;1530&quot; data-section-id=&quot;bluvf2&quot; data-start=&quot;1521&quot;&gt;7️⃣ 결론&lt;/h2&gt; &lt;p data-end=&quot;1576&quot; data-start=&quot;1532&quot;&gt;&lt;span style=&quot;font-size:15px;&quot;&gt;의대 공부는 고등학교 공부의 연장이 아닙니다.&lt;br data-end=&quot;1560&quot; data-start=&quot;1557&quot; /&gt; 전혀 다른 구조의 게임입니다.&lt;/span&gt;&lt;/p&gt; &lt;p data-end=&quot;1634&quot; data-start=&quot;1578&quot;&gt;&lt;span style=&quot;font-size:15px;&quot;&gt;합격은 지능의 결과일 수 있습니다.&lt;br data-end=&quot;1600&quot; data-start=&quot;1597&quot; /&gt; 그러나 의대에서의 생존은&lt;br data-end=&quot;1616&quot; data-start=&quot;1613&quot; /&gt; &lt;strong data-end=&quot;1630&quot; data-start=&quot;1616&quot;&gt;지속 시스템의 결과&lt;/strong&gt;입니다.&lt;/span&gt;&lt;/p&gt; &lt;p data-end=&quot;1634&quot; data-start=&quot;1578&quot;&gt;&amp;nbsp;&lt;/p&gt; &lt;p data-end=&quot;1634&quot; data-start=&quot;1578&quot;&gt;&amp;nbsp;&lt;/p&gt; &lt;p data-end=&quot;1475&quot; data-start=&quot;1437&quot;&gt;&lt;strong&gt;&amp;nbsp; &amp;nbsp; 의대교육 연구소 메디프리뷰에서는&amp;nbsp; 이 문제에 대한 고민을 함께&amp;nbsp;합니다&amp;nbsp; &amp;nbsp;또&amp;nbsp; 개인 성향에 따른 맞춤형 솔루션을 함께&amp;nbsp; 제공합니다&amp;nbsp;&lt;/strong&gt;&lt;/p&gt; &lt;p data-end=&quot;1475&quot; data-start=&quot;1437&quot;&gt;&amp;nbsp;&lt;/p&gt; &lt;p data-end=&quot;1475&quot; data-start=&quot;1437&quot;&gt;&lt;strong&gt;&amp;nbsp; &amp;nbsp; 문의&amp;nbsp; :&amp;nbsp; movwo&amp;nbsp; &amp;nbsp;(카카오톡아이디)&amp;nbsp; &amp;nbsp; 0107180 2997&amp;nbsp;&lt;/strong&gt;&lt;/p&gt;</description>
						<category>메디프리뷰 소개</category>			<category>공지사항</category>						<dc:creator>메디프리뷰</dc:creator>
			<guid isPermaLink="true">https://medipreview.com/notice/2046</guid>
			<comments>https://medipreview.com/notice/2046#comment</comments>			<pubDate>Wed, 25 Feb 2026 20:17:36 +0900</pubDate>
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			<title>의대에서 성공하는 학생 vs 의대에서 많이 힘들어 하는 학생</title>
			<link>https://medipreview.com/notice/2042</link>
						<description>&lt;h1 data-end=&quot;114&quot; data-section-id=&quot;6stjzs&quot; data-start=&quot;95&quot;&gt;[의대 구조 분석 2]&lt;/h1&gt; &lt;p&gt;&amp;nbsp;&lt;/p&gt; &lt;h1 data-end=&quot;141&quot; data-section-id=&quot;11d8l1z&quot; data-start=&quot;115&quot;&gt;의대에서 성공하는 학생&amp;nbsp;&amp;nbsp;vs 의대에서 많이 힘들어 하는 학생&lt;/h1&gt; &lt;h2 data-end=&quot;165&quot; data-section-id=&quot;5257o1&quot; data-start=&quot;142&quot;&gt;&amp;nbsp;&lt;/h2&gt; &lt;h2 data-end=&quot;165&quot; data-section-id=&quot;5257o1&quot; data-start=&quot;142&quot;&gt;― 성적이 아니라 구조 적응력의 문제&lt;/h2&gt; &lt;p&gt;&amp;nbsp;&lt;/p&gt; &lt;p data-end=&quot;183&quot; data-start=&quot;167&quot;&gt;&lt;span style=&quot;font-size:15px;&quot;&gt;많은 부모가 이렇게 묻습니다.&lt;/span&gt;&lt;/p&gt; &lt;blockquote data-end=&quot;206&quot; data-start=&quot;185&quot;&gt; &lt;p data-end=&quot;206&quot; data-start=&quot;187&quot;&gt;&lt;span style=&quot;font-size:15px;&quot;&gt;&amp;ldquo;우리 아이, 의대 가도 될까요?&amp;rdquo;&lt;/span&gt;&lt;/p&gt; &lt;/blockquote&gt; &lt;p data-end=&quot;228&quot; data-start=&quot;208&quot;&gt;&lt;span style=&quot;font-size:15px;&quot;&gt;이 질문은 사실 절반만 맞습니다.&lt;/span&gt;&lt;/p&gt; &lt;p data-end=&quot;274&quot; data-start=&quot;230&quot;&gt;&lt;span style=&quot;font-size:15px;&quot;&gt;의대 진학의 핵심은&lt;br data-end=&quot;243&quot; data-start=&quot;240&quot; /&gt; &amp;ldquo;갈 수 있느냐&amp;rdquo;가 아니라&lt;br data-end=&quot;260&quot; data-start=&quot;257&quot; /&gt; &amp;ldquo;버틸 수 있느냐&amp;rdquo;입니다.&lt;/span&gt;&lt;/p&gt; &lt;p data-end=&quot;310&quot; data-start=&quot;276&quot;&gt;&lt;span style=&quot;font-size:15px;&quot;&gt;의대는 입시가 아니라&lt;br data-end=&quot;290&quot; data-start=&quot;287&quot; /&gt; &lt;strong data-end=&quot;306&quot; data-start=&quot;290&quot;&gt;장기 구조 적응의 문제&lt;/strong&gt;입니다.&lt;/span&gt;&lt;/p&gt; &lt;hr data-end=&quot;315&quot; data-start=&quot;312&quot; /&gt; &lt;h2 data-end=&quot;335&quot; data-section-id=&quot;1k8x868&quot; data-start=&quot;317&quot;&gt;1️⃣ 의대는 어떤 구조인가&lt;/h2&gt; &lt;p&gt;&amp;nbsp;&lt;/p&gt; &lt;p data-end=&quot;357&quot; data-start=&quot;337&quot;&gt;&lt;span style=&quot;font-size:15px;&quot;&gt;의대는 다음과 같은 특성을 갖습니다.&lt;/span&gt;&lt;/p&gt; &lt;ul data-end=&quot;447&quot; data-start=&quot;359&quot;&gt; &lt;li data-end=&quot;374&quot; data-section-id=&quot;h3h3am&quot; data-start=&quot;359&quot;&gt; &lt;p data-end=&quot;374&quot; data-start=&quot;361&quot;&gt;&lt;span style=&quot;font-size:15px;&quot;&gt;6년 이상의&amp;nbsp;고강도 학습 지속&lt;/span&gt;&lt;/p&gt; &lt;/li&gt; &lt;li&gt; &lt;p id=&quot;SE-1de10372-306a-43df-a80d-5ff3c70eecb8&quot;&gt;&lt;span style=&quot;font-size:15px;&quot;&gt;유급. 제적의 공포&lt;/span&gt;&lt;/p&gt; &lt;/li&gt; &lt;li&gt; &lt;p id=&quot;SE-7dab3e63-a164-43cf-909f-0efcee6d5b66&quot;&gt;&lt;span style=&quot;font-size:15px;&quot;&gt;경쟁자는 언제나 전국 상위권 학생&lt;/span&gt;&lt;/p&gt; &lt;/li&gt; &lt;li data-end=&quot;415&quot; data-section-id=&quot;5occpt&quot; data-start=&quot;392&quot;&gt; &lt;p data-end=&quot;415&quot; data-start=&quot;394&quot;&gt;&lt;span style=&quot;font-size:15px;&quot;&gt;전공의 수련까지 최소 10년 이상 구조&lt;/span&gt;&lt;/p&gt; &lt;/li&gt; &lt;li data-end=&quot;430&quot; data-section-id=&quot;1oneups&quot; data-start=&quot;416&quot;&gt; &lt;p data-end=&quot;430&quot; data-start=&quot;418&quot;&gt;&lt;span style=&quot;font-size:15px;&quot;&gt;정책 변화의 직접 영향&lt;/span&gt;&lt;/p&gt; &lt;/li&gt; &lt;li data-end=&quot;447&quot; data-section-id=&quot;e1ugid&quot; data-start=&quot;431&quot;&gt; &lt;p data-end=&quot;447&quot; data-start=&quot;433&quot;&gt;&lt;span style=&quot;font-size:15px;&quot;&gt;생명과 책임을 다루는 직업&lt;/span&gt;&lt;/p&gt; &lt;/li&gt; &lt;/ul&gt; &lt;p data-end=&quot;479&quot; data-start=&quot;449&quot;&gt;&lt;span style=&quot;font-size:15px;&quot;&gt;이 구조를 견디는 능력은&lt;br data-end=&quot;465&quot; data-start=&quot;462&quot; /&gt; &lt;span style=&quot;color:#e74c3c;&quot;&gt;&lt;strong&gt;고교 시절의 학업 성적과 매우 무관&lt;/strong&gt;&lt;/span&gt;합니다.&lt;/span&gt;&lt;/p&gt; &lt;hr data-end=&quot;484&quot; data-start=&quot;481&quot; /&gt; &lt;h2 data-end=&quot;509&quot; data-section-id=&quot;1ww415i&quot; data-start=&quot;486&quot;&gt;2️⃣ 의대에 &amp;lsquo;적합한&amp;rsquo; 학생의 특징&lt;/h2&gt; &lt;p data-end=&quot;542&quot; data-start=&quot;511&quot;&gt;&lt;span style=&quot;font-size:15px;&quot;&gt;제가 24년간 의대생을 지켜보며 본 공통점은 명확합니다.&lt;/span&gt;&lt;/p&gt; &lt;h3 data-end=&quot;561&quot; data-section-id=&quot;13fmhsh&quot; data-start=&quot;544&quot;&gt;&lt;span style=&quot;font-size:15px;&quot;&gt;✔ 1. 루틴 유지 능력&lt;/span&gt;&lt;/h3&gt; &lt;p data-end=&quot;592&quot; data-start=&quot;563&quot;&gt;&lt;span style=&quot;font-size:15px;&quot;&gt;감정과 무관하게&lt;br data-end=&quot;574&quot; data-start=&quot;571&quot; /&gt; 매일 일정한 학습을 유지하는 힘.&lt;/span&gt;&lt;/p&gt; &lt;h3 data-end=&quot;614&quot; data-section-id=&quot;y7dtkj&quot; data-start=&quot;594&quot;&gt;&lt;span style=&quot;font-size:15px;&quot;&gt;✔ 2. 비교를 흡수하는 능력&lt;/span&gt;&lt;/h3&gt; &lt;p data-end=&quot;658&quot; data-start=&quot;616&quot;&gt;&lt;span style=&quot;font-size:15px;&quot;&gt;항상 나보다 잘하는 사람이 있는 환경에서&lt;br data-end=&quot;641&quot; data-start=&quot;638&quot; /&gt; 자존감이 흔들리지 않는 안정성.&lt;/span&gt;&lt;/p&gt; &lt;h3 data-end=&quot;677&quot; data-section-id=&quot;30q1g2&quot; data-start=&quot;660&quot;&gt;&lt;span style=&quot;font-size:15px;&quot;&gt;✔ 3. 체력 관리 능력&lt;/span&gt;&lt;/h3&gt; &lt;p data-end=&quot;714&quot; data-start=&quot;679&quot;&gt;&lt;span style=&quot;font-size:15px;&quot;&gt;의대는 체력 게임입니다.&lt;br data-end=&quot;695&quot; data-start=&quot;692&quot; /&gt; 수면이 무너지면 멘탈도 무너집니다.&lt;/span&gt;&lt;/p&gt; &lt;h3 data-end=&quot;737&quot; data-section-id=&quot;1e2dbnw&quot; data-start=&quot;716&quot;&gt;&lt;span style=&quot;font-size:15px;&quot;&gt;✔ 4. 의료에 대한 최소 관심&lt;/span&gt;&lt;/h3&gt; &lt;p data-end=&quot;777&quot; data-start=&quot;739&quot;&gt;&lt;span style=&quot;font-size:15px;&quot;&gt;단순히 안정 직업이 아니라&lt;br data-end=&quot;756&quot; data-start=&quot;753&quot; /&gt; 의료 행위 자체에 거부감이 없는 경우.&lt;/span&gt;&lt;/p&gt; &lt;h3 data-end=&quot;805&quot; data-section-id=&quot;1bmdwz1&quot; data-start=&quot;779&quot;&gt;&lt;span style=&quot;font-size:15px;&quot;&gt;✔ 5. 장기 지연 보상을 감수하는 성향&lt;/span&gt;&lt;/h3&gt; &lt;p data-end=&quot;844&quot; data-start=&quot;807&quot;&gt;&lt;span style=&quot;font-size:15px;&quot;&gt;의대는 빠른 보상이 없습니다.&lt;br data-end=&quot;826&quot; data-start=&quot;823&quot; /&gt; 20대 대부분이 준비 기간입니다.&lt;/span&gt;&lt;/p&gt; &lt;hr data-end=&quot;849&quot; data-start=&quot;846&quot; /&gt; &lt;h2 data-end=&quot;867&quot; data-section-id=&quot;fy774m&quot; data-start=&quot;851&quot;&gt;3️⃣ 신중해야 할 유형&lt;/h2&gt; &lt;p data-end=&quot;893&quot; data-start=&quot;869&quot;&gt;&lt;span style=&quot;font-size:15px;&quot;&gt;다음 유형은 구조 적응 리스크가 존재합니다.&lt;/span&gt;&lt;/p&gt; &lt;h3 data-end=&quot;919&quot; data-section-id=&quot;vvphcp&quot; data-start=&quot;895&quot;&gt;&lt;span style=&quot;font-size:15px;&quot;&gt;▣ 항상 1등이어야 안심하는 학생&lt;/span&gt;&lt;/h3&gt; &lt;p data-end=&quot;934&quot; data-start=&quot;920&quot;&gt;&lt;span style=&quot;font-size:15px;&quot;&gt;의대는 평균이 일상입니다.&lt;/span&gt;&lt;/p&gt; &lt;h3 data-end=&quot;959&quot; data-section-id=&quot;1vcbmue&quot; data-start=&quot;936&quot;&gt;&lt;span style=&quot;font-size:15px;&quot;&gt;▣ 실패 경험이 거의 없는 학생&lt;/span&gt;&lt;/h3&gt; &lt;p data-end=&quot;979&quot; data-start=&quot;960&quot;&gt;&lt;span style=&quot;font-size:15px;&quot;&gt;의대에서는 작은 실패가 반복됩니다.&lt;/span&gt;&lt;/p&gt; &lt;h3 data-end=&quot;1007&quot; data-section-id=&quot;mr8p3x&quot; data-start=&quot;981&quot;&gt;&lt;span style=&quot;font-size:15px;&quot;&gt;▣ 부모 기대가 동기의 대부분인 경우&lt;/span&gt;&lt;/h3&gt; &lt;p data-end=&quot;1028&quot; data-start=&quot;1008&quot;&gt;&lt;span style=&quot;font-size:15px;&quot;&gt;외부 동기는 오래 지속되지 않습니다.&lt;/span&gt;&lt;/p&gt; &lt;h3 data-end=&quot;1055&quot; data-section-id=&quot;192hqa8&quot; data-start=&quot;1030&quot;&gt;&lt;span style=&quot;font-size:15px;&quot;&gt;▣ 빠른 경제적 독립을 원하는 경우&lt;/span&gt;&lt;/h3&gt; &lt;p data-end=&quot;1075&quot; data-start=&quot;1056&quot;&gt;&lt;span style=&quot;font-size:15px;&quot;&gt;의대는 회수 기간이 긴 투자입니다.&lt;/span&gt;&lt;/p&gt; &lt;h3 data-end=&quot;1099&quot; data-section-id=&quot;1xn9tv5&quot; data-start=&quot;1077&quot;&gt;&lt;span style=&quot;font-size:15px;&quot;&gt;▣ 체력 관리가 안 되는 경우&lt;/span&gt;&lt;/h3&gt; &lt;p data-end=&quot;1122&quot; data-start=&quot;1100&quot;&gt;&lt;span style=&quot;font-size:15px;&quot;&gt;단기전은 가능하지만 장기전은 어렵습니다.&lt;/span&gt;&lt;/p&gt; &lt;hr data-end=&quot;1127&quot; data-start=&quot;1124&quot; /&gt; &lt;h2 data-end=&quot;1153&quot; data-section-id=&quot;fst40a&quot; data-start=&quot;1129&quot;&gt;4️⃣ 부모가 가장 많이 착각하는 부분&lt;/h2&gt; &lt;p data-end=&quot;1170&quot; data-start=&quot;1155&quot;&gt;&lt;span style=&quot;font-size:15px;&quot;&gt;&amp;ldquo;공부 잘하니까 괜찮겠지.&amp;rdquo;&lt;/span&gt;&lt;/p&gt; &lt;p data-end=&quot;1201&quot; data-start=&quot;1172&quot;&gt;&lt;span style=&quot;font-size:15px;&quot;&gt;공부 능력은 필요조건입니다.&lt;br data-end=&quot;1190&quot; data-start=&quot;1187&quot; /&gt; 충분조건은 아닙니다.&lt;/span&gt;&lt;/p&gt; &lt;p data-end=&quot;1260&quot; data-start=&quot;1203&quot;&gt;&lt;span style=&quot;font-size:15px;&quot;&gt;의대에서 무너지는 학생들은&lt;br data-end=&quot;1220&quot; data-start=&quot;1217&quot; /&gt; 지능 부족이 아니라&lt;br data-end=&quot;1233&quot; data-start=&quot;1230&quot; /&gt; &lt;strong data-end=&quot;1245&quot; data-start=&quot;1233&quot;&gt;구조 적응 실패&lt;/strong&gt;가 원인인 경우가 많습니다.&lt;/span&gt;&lt;/p&gt; &lt;hr data-end=&quot;1265&quot; data-start=&quot;1262&quot; /&gt; &lt;h2 data-end=&quot;1289&quot; data-section-id=&quot;11xd32l&quot; data-start=&quot;1267&quot;&gt;5️⃣ 그래서 질문을 바꿔야 합니다&lt;/h2&gt; &lt;p data-end=&quot;1341&quot; data-start=&quot;1291&quot;&gt;&lt;span style=&quot;font-size:15px;&quot;&gt;❌ &amp;ldquo;우리 아이, 갈 수 있을까요?&amp;rdquo;&lt;br data-end=&quot;1314&quot; data-start=&quot;1311&quot; /&gt; ⭕ &amp;ldquo;우리 아이는 이 구조를 버틸 수 있을까요?&amp;rdquo;&lt;/span&gt;&lt;/p&gt; &lt;p data-end=&quot;1385&quot; data-start=&quot;1343&quot;&gt;&lt;span style=&quot;font-size:15px;&quot;&gt;❌ &amp;ldquo;의대 붙으면 끝이죠?&amp;rdquo;&lt;br data-end=&quot;1361&quot; data-start=&quot;1358&quot; /&gt; ⭕ &amp;ldquo;합격 이후 전략은 준비되어 있습니까?&amp;rdquo;&lt;/span&gt;&lt;/p&gt; &lt;hr data-end=&quot;1390&quot; data-start=&quot;1387&quot; /&gt; &lt;h2 data-end=&quot;1401&quot; data-section-id=&quot;c7ih2n&quot; data-start=&quot;1392&quot;&gt;6️⃣ 결론&lt;/h2&gt; &lt;p data-end=&quot;1446&quot; data-start=&quot;1403&quot;&gt;&lt;span style=&quot;font-size:15px;&quot;&gt;의대는 좋은 선택일 수 있습니다.&lt;br data-end=&quot;1424&quot; data-start=&quot;1421&quot; /&gt; 그러나 누구에게나 좋은 선택은 아닙니다.&lt;/span&gt;&lt;/p&gt; &lt;p data-end=&quot;1484&quot; data-start=&quot;1448&quot;&gt;&lt;span style=&quot;font-size:15px;&quot;&gt;의대는 성적의 문제가 아니라&lt;br data-end=&quot;1466&quot; data-start=&quot;1463&quot; /&gt; &lt;strong data-end=&quot;1480&quot; data-start=&quot;1466&quot;&gt;구조 적합성의 문제&lt;/strong&gt;입니다.&lt;/span&gt;&lt;/p&gt; &lt;p data-end=&quot;1513&quot; data-start=&quot;1486&quot;&gt;&lt;span style=&quot;font-size:15px;&quot;&gt;합격은 결과입니다.&lt;br data-end=&quot;1499&quot; data-start=&quot;1496&quot; /&gt; 적합성은 생존 조건입니다.&lt;/span&gt;&lt;/p&gt; &lt;p data-end=&quot;1513&quot; data-start=&quot;1486&quot;&gt;&amp;nbsp;&lt;/p&gt; &lt;p data-end=&quot;1475&quot; data-start=&quot;1437&quot;&gt;&amp;nbsp; &amp;nbsp; 의대교육 연구소 메디프리뷰에서는&amp;nbsp; 이 문제에 대한 고민을 함꼐 합니다&amp;nbsp; &amp;nbsp;또&amp;nbsp; 개인 성향에 따른 맞춤형 솔루션을 함께&amp;nbsp; 제공합니다&amp;nbsp;&lt;/p&gt; &lt;p data-end=&quot;1475&quot; data-start=&quot;1437&quot;&gt;&amp;nbsp;&lt;/p&gt; &lt;p data-end=&quot;1475&quot; data-start=&quot;1437&quot;&gt;&amp;nbsp; &amp;nbsp; 문의&amp;nbsp; :&amp;nbsp; movwo&amp;nbsp; &amp;nbsp;(카카오톡아이디)&amp;nbsp; &amp;nbsp; 0107180 2997&amp;nbsp;&lt;/p&gt;</description>
						<category>메디프리뷰 소개</category>			<category>공지사항</category>						<dc:creator>메디프리뷰</dc:creator>
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