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    <title>콜라환타</title>
    <link>https://zhffkghksxk.tistory.com/</link>
    <description>zhffkghksxk 님의 블로그 입니다.</description>
    <language>ko</language>
    <pubDate>Sun, 28 Jun 2026 06:17:40 +0900</pubDate>
    <generator>TISTORY</generator>
    <ttl>100</ttl>
    <managingEditor>콜라환타1</managingEditor>
    <item>
      <title>퀴라소 위치&amp;middot;인구부터 FIFA랭킹과 월드컵 진출까지</title>
      <link>https://zhffkghksxk.tistory.com/7</link>
      <description>&lt;p class=&quot;crafto-image-center has-text-align-center&quot; align=&quot;center&quot; style=&quot;text-align:center;&quot;&gt;&lt;figure class=&quot;imageblock alignCenter&quot; width=&quot;100%&quot;&gt;&lt;span data-url=&quot;https://blog.kakaocdn.net/dn/l4tAB/dJMcadvFGZN/6fC9ymEk83GSoeykT2KGNK/img.webp&quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/l4tAB/dJMcadvFGZN/6fC9ymEk83GSoeykT2KGNK/img.webp&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/l4tAB/dJMcadvFGZN/6fC9ymEk83GSoeykT2KGNK/img.webp&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2Fl4tAB%2FdJMcadvFGZN%2F6fC9ymEk83GSoeykT2KGNK%2Fimg.webp&quot; width=&quot;100%&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot;/&gt;&lt;/span&gt;&lt;/figure&gt;
&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;퀴라소&lt;/strong&gt;는 지도에서 어디에 있는 나라인지부터 &lt;b&gt;인구가 얼마나 되는지&lt;/b&gt;, 그리고 &lt;u&gt;어떻게 월드컵 본선까지 이어졌는지&lt;/u&gt;가 한 번에 궁금해지는 팀이에요. 많은 분들이 &lt;span style=&quot;background-color:#fff3cd;&quot;&gt;낮은 인구 규모&lt;/span&gt;와 FIFA 순위를 함께 비교하면서 이야기를 찾아보시더라고요. 오늘은 퀴라소의 위치와 인구, FIFA 랭킹 흐름, 본선 진출 배경을 정리해드릴게요.&lt;/p&gt;

&lt;blockquote&gt;
  &lt;strong&gt;핵심 요약&lt;/strong&gt; · 퀴라소는 카리브해 남부 베네수엘라 북쪽 해상에 있는 자치국이며, 인구는 약 15만 명 수준입니다. FIFA 랭킹은 80위권으로 평가되는 흐름이 있고, 팀 조직력과 감독의 경험을 바탕으로 월드컵 본선에 도전하는 스토리가 이어졌습니다.
&lt;/blockquote&gt;

&lt;p&gt;다들 “작은 나라가 어떻게 큰 무대에 서게 됐을까”를 묻는 편이라, 숫자와 배경을 연결해서 보면 더 이해가 쉬워요. 특히 월드컵 참가국 확대 분위기 속에서 어떤 조건이 맞아떨어졌는지도 같이 살펴보겠습니다.&lt;/p&gt;

&lt;h2&gt;1. 퀴라소 위치 지도에서 확인할 점&lt;/h2&gt;
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&lt;p&gt;&lt;figure class=&quot;imageblock alignCenter&quot; width=&quot;100%&quot;&gt;&lt;span data-url=&quot;https://blog.kakaocdn.net/dn/5o6n0/dJMcacKrXAS/ADRHzvkKsOXRmnKsOuzf00/img.webp&quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/5o6n0/dJMcacKrXAS/ADRHzvkKsOXRmnKsOuzf00/img.webp&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/5o6n0/dJMcacKrXAS/ADRHzvkKsOXRmnKsOuzf00/img.webp&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2F5o6n0%2FdJMcacKrXAS%2FADRHzvkKsOXRmnKsOuzf00%2Fimg.webp&quot; width=&quot;100%&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot;/&gt;&lt;/span&gt;&lt;/figure&gt;
&lt;/p&gt;

&lt;p&gt;퀴라소는 &lt;strong&gt;카리브해 남부&lt;/strong&gt;에 자리한 섬나라로, &lt;b&gt;베네수엘라 북쪽 해상&lt;/b&gt;에 가깝게 위치해 있어요. 지도에서 쿠바나 도미니카공화국보다 남쪽 방향에 있다는 점을 먼저 잡으면 전체 위치가 빨리 그려집니다.&lt;/p&gt;
&lt;p&gt;수도는 &lt;u&gt;윌렘스타트&lt;/u&gt;이고, 다채로운 색의 건물과 바다 풍경으로도 잘 알려져 있습니다. 그래서 월드컵 이야기가 나오면 축구 팬뿐 아니라 지역 자체를 찾아보는 흐름도 같이 커지는 편이에요.&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;background-color:#e8f5e9;&quot;&gt;핵심은 접근성&lt;/span&gt;이에요. 남미 대륙과 맞닿은 해역에 있어 주변국과의 이동·교류가 비교적 자연스럽게 이어질 수 있는 지리적 조건을 갖습니다.&lt;/p&gt;

&lt;h2&gt;2. 퀴라소 인구가 말해주는 ‘규모의 차이’&lt;/h2&gt;
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&lt;p&gt;&lt;figure class=&quot;imageblock alignCenter&quot; width=&quot;100%&quot;&gt;&lt;span data-url=&quot;https://blog.kakaocdn.net/dn/64gwg/dJMcacKrXAU/uceyCDueNtkTcHet1aA941/img.webp&quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/64gwg/dJMcacKrXAU/uceyCDueNtkTcHet1aA941/img.webp&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/64gwg/dJMcacKrXAU/uceyCDueNtkTcHet1aA941/img.webp&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2F64gwg%2FdJMcacKrXAU%2FuceyCDueNtkTcHet1aA941%2Fimg.webp&quot; width=&quot;100%&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot;/&gt;&lt;/span&gt;&lt;/figure&gt;
&lt;/p&gt;

&lt;p&gt;퀴라소 인구는 &lt;strong&gt;약 15만 명 수준&lt;/strong&gt;으로 알려져 있어요. 규모만 보면 대한민국의 중소 도시 정도로 비유되는 경우가 많고, 이런 숫자 때문에 월드컵 본선 진출이 더 크게 받아들여집니다.&lt;/p&gt;
&lt;p&gt;특히 인구가 적은 국가가 월드컵 무대까지 간 사례는 흔치 않아서, 퀴라소는 종종 &lt;u&gt;‘인구 15만의 기적’&lt;/u&gt; 같은 별명으로 언급되기도 해요. 팬들이 놀라는 포인트는 결과뿐 아니라, 그 결과를 만들기 위한 기반이 상대적으로 작다는 점입니다.&lt;/p&gt;
&lt;p&gt;또한 작은 국가일수록 인재 풀이 한정되는데도 경쟁력을 키웠다는 점이 주목받는 이유예요. 그래서 단순히 “운이 좋았다”라기보다 선수 육성과 경험 축적이 함께 언급됩니다.&lt;/p&gt;

&lt;h2&gt;3. 퀴라소 FIFA 랭킹은 어디쯤에 있나요&lt;/h2&gt;
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&lt;p&gt;&lt;figure class=&quot;imageblock alignCenter&quot; width=&quot;100%&quot;&gt;&lt;span data-url=&quot;https://blog.kakaocdn.net/dn/dXgotV/dJMb99Up8r1/X0CXybJ6gLr4GpT6ukyxP0/img.webp&quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/dXgotV/dJMb99Up8r1/X0CXybJ6gLr4GpT6ukyxP0/img.webp&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/dXgotV/dJMb99Up8r1/X0CXybJ6gLr4GpT6ukyxP0/img.webp&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2FdXgotV%2FdJMb99Up8r1%2FX0CXybJ6gLr4GpT6ukyxP0%2Fimg.webp&quot; width=&quot;100%&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot;/&gt;&lt;/span&gt;&lt;/figure&gt;
&lt;/p&gt;

&lt;p&gt;퀴라소의 FIFA 랭킹은 글 기준으로 &lt;strong&gt;세계 80위권 수준&lt;/strong&gt;으로 평가되는 흐름이 설명돼요. 과거에는 더 낮은 구간에 머물렀다가 꾸준히 올라왔다고 정리되어 있어, 상승 곡선을 함께 보는 방식이 많습니다.&lt;/p&gt;
&lt;p&gt;이 순위가 의미 있는 이유는 CONCACAF 지역에서의 경쟁과 연결되기 때문이에요. 지역 예선과 국제 대회에서 반복적으로 승점을 쌓아야 순위가 끌어올려지는데, 글에서는 퀴라소가 그 과정에서 존재감을 키웠다고 말합니다.&lt;/p&gt;
&lt;p&gt;또 하나의 포인트는 선수 구성의 변화예요. &lt;u&gt;네덜란드 리그 출신&lt;/u&gt;이나 &lt;u&gt;유럽 무대 경험&lt;/u&gt;을 가진 인재들이 합류하며 경쟁력이 올라갔다고 서술돼 있습니다. 이런 구성은 경기 운영과 경기력의 안정성으로 이어질 가능성이 큽니다.&lt;/p&gt;

&lt;table border=&quot;1&quot; cellpadding=&quot;6&quot; style=&quot;border-collapse:collapse; width:100%; margin:14px 0;&quot;&gt;
  &lt;tr&gt;
    &lt;th&gt;구간/요소&lt;/th&gt;
    &lt;th&gt;글에서 강조하는 흐름&lt;/th&gt;
  &lt;/tr&gt;
  &lt;tr&gt;
    &lt;td&gt;FIFA 랭킹 위치&lt;/td&gt;
    &lt;td&gt;세계 80위권 수준으로 평가&lt;/td&gt;
  &lt;/tr&gt;
  &lt;tr&gt;
    &lt;td&gt;상승 배경&lt;/td&gt;
    &lt;td&gt;지역 내 경쟁력 확보와 꾸준한 예선 성과&lt;/td&gt;
  &lt;/tr&gt;
  &lt;tr&gt;
    &lt;td&gt;선수 구성&lt;/td&gt;
    &lt;td&gt;네덜란드 및 유럽 경험 인재 비중&lt;/td&gt;
  &lt;/tr&gt;
&lt;/table&gt;

&lt;p&gt;정리하면, “랭킹이 높다”보다 &lt;span style=&quot;background-color:#fff3cd;&quot;&gt;왜 그 순위에 도달했는지&lt;/span&gt;가 핵심이에요. 글 흐름대로라면 예선에서의 지속성, 선수 경험의 결합이 함께 작동한 그림입니다.&lt;/p&gt;

&lt;h2&gt;4. 퀴라소 월드컵 본선 진출의 핵심 조건&lt;/h2&gt;
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&lt;p&gt;&lt;figure class=&quot;imageblock alignCenter&quot; width=&quot;100%&quot;&gt;&lt;span data-url=&quot;https://blog.kakaocdn.net/dn/b353EP/dJMcacKrXAV/mLxAKKBIuGMNQIQfhY3bdk/img.webp&quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/b353EP/dJMcacKrXAV/mLxAKKBIuGMNQIQfhY3bdk/img.webp&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/b353EP/dJMcacKrXAV/mLxAKKBIuGMNQIQfhY3bdk/img.webp&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2Fb353EP%2FdJMcacKrXAV%2FmLxAKKBIuGMNQIQfhY3bdk%2Fimg.webp&quot; width=&quot;100%&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot;/&gt;&lt;/span&gt;&lt;/figure&gt;
&lt;/p&gt;

&lt;p&gt;퀴라소가 월드컵 본선에 닿을 수 있었던 배경으로는 &lt;strong&gt;팀 조직력과 수비 중심의 경기 운영&lt;/strong&gt;이 반복해서 언급됩니다. 참가국 수가 늘어 기회가 더 넓어졌다고 해도, 본선은 자동으로 주어지지 않기 때문에 예선에서의 경기력이 중요하다는 흐름이에요.&lt;/p&gt;
&lt;p&gt;글에서는 퀴라소가 지역 예선에서 조직력과 수비력을 바탕으로 강팀들과 경쟁했고, 전체가 하나로 움직이는 팀워크가 가장 큰 강점으로 평가된다고 정리합니다. 특히 개인 기량만 놓고 단순 비교하면 열세로 보일 수 있지만, 그 빈틈을 팀으로 메웠다는 관점이에요.&lt;/p&gt;
&lt;p&gt;여기에 &lt;u&gt;딕 아드보카트 감독&lt;/u&gt;의 지도력도 연결됩니다. 그는 과거 대한민국 대표팀 감독을 맡았던 인물로 알려져 있고, 이후 여러 국가와 팀에서 지휘 경험을 쌓아 왔다고 설명돼 있어요.&lt;/p&gt;

&lt;table border=&quot;1&quot; cellpadding=&quot;6&quot; style=&quot;border-collapse:collapse; width:100%; margin:14px 0;&quot;&gt;
  &lt;tr&gt;
    &lt;th&gt;구분&lt;/th&gt;
    &lt;th&gt;강조되는 이유&lt;/th&gt;
  &lt;/tr&gt;
  &lt;tr&gt;
    &lt;td&gt;전술/경기력&lt;/td&gt;
    &lt;td&gt;조직력, 수비 기반 운영, 팀워크&lt;/td&gt;
  &lt;/tr&gt;
  &lt;tr&gt;
    &lt;td&gt;선수 구성&lt;/td&gt;
    &lt;td&gt;유럽 리그 경험 선수들의 국제전 적응&lt;/td&gt;
  &lt;/tr&gt;
  &lt;tr&gt;
    &lt;td&gt;감독 요소&lt;/td&gt;
    &lt;td&gt;풍부한 대표팀 경험과 대회 운영 노하우&lt;/td&gt;
  &lt;/tr&gt;
&lt;/table&gt;

&lt;p&gt;그래서 팬들이 궁금해하는 질문은 보통 두 가지로 모입니다. &lt;strong&gt;첫째, 작은 인구인데도 어떻게 경기 운영이 되나요&lt;/strong&gt;. &lt;strong&gt;둘째, 어떤 준비가 본선으로 이어졌나요&lt;/strong&gt;. 글 흐름은 둘 다 “팀 중심으로 빈틈을 줄인 과정”으로 답하고 있어요.&lt;/p&gt;

&lt;h2&gt;5. 퀴라소의 강점과 앞으로의 관전 포인트&lt;/h2&gt;
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&lt;p&gt;&lt;figure class=&quot;imageblock alignCenter&quot; width=&quot;100%&quot;&gt;&lt;span data-url=&quot;https://blog.kakaocdn.net/dn/ojFEH/dJMcadWO2Up/5HrQaOQDwJlxuEDqHZfl5K/img.webp&quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/ojFEH/dJMcadWO2Up/5HrQaOQDwJlxuEDqHZfl5K/img.webp&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/ojFEH/dJMcadWO2Up/5HrQaOQDwJlxuEDqHZfl5K/img.webp&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2FojFEH%2FdJMcadWO2Up%2F5HrQaOQDwJlxuEDqHZfl5K%2Fimg.webp&quot; width=&quot;100%&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot;/&gt;&lt;/span&gt;&lt;/figure&gt;
&lt;/p&gt;

&lt;p&gt;퀴라소 대표팀을 설명할 때 가장 먼저 나오는 단어는 &lt;strong&gt;조직력&lt;/strong&gt;과 &lt;strong&gt;팀워크&lt;/strong&gt;예요. 개인 기량이 강팀보다 부족해 보일 수 있다는 전제 아래에서도, 선수 간 움직임과 투지로 격차를 좁혔다고 정리됩니다.&lt;/p&gt;
&lt;p&gt;또한 유럽 리그 경험이 있는 선수가 많다면 국제 경기에서의 변수 대응이 쉬워질 수 있어요. 글에서는 이 부분이 국제 무대 경험과 연결된다고 말하고, 그래서 퀴라소가 만만하게 볼 수 없는 팀으로 평가된다는 흐름이 이어집니다.&lt;/p&gt;
&lt;p&gt;한편 월드컵에서는 “인구와 자본”만으로 성패가 결정되지 않는다는 메시지를 보여준다는 해석도 함께 붙어요. &lt;u&gt;언더독&lt;/u&gt;으로 불리는 이유가 결과의 감동에서 끝나지 않고, 준비 방식의 설득력까지 있다는 점이 포인트입니다.&lt;/p&gt;

&lt;h2&gt;마무리&lt;/h2&gt;
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&lt;p&gt;&lt;figure class=&quot;imageblock alignCenter&quot; width=&quot;100%&quot;&gt;&lt;span data-url=&quot;https://blog.kakaocdn.net/dn/UABpP/dJMcacDGlR3/GjMdfDdH9iTPNtOnrQOjik/img.webp&quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/UABpP/dJMcacDGlR3/GjMdfDdH9iTPNtOnrQOjik/img.webp&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/UABpP/dJMcacDGlR3/GjMdfDdH9iTPNtOnrQOjik/img.webp&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2FUABpP%2FdJMcacDGlR3%2FGjMdfDdH9iTPNtOnrQOjik%2Fimg.webp&quot; width=&quot;100%&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot;/&gt;&lt;/span&gt;&lt;/figure&gt;
&lt;/p&gt;

&lt;p&gt;퀴라소는 카리브해 남부 베네수엘라 북쪽 해상에 있는 섬나라이고, 인구는 약 15만 명 수준으로 소개됩니다. FIFA 랭킹은 글 기준 80위권 흐름으로 정리되며, 월드컵 본선 진출은 조직력과 수비 중심 운영, 그리고 딕 아드보카트 감독의 경험이 함께 맞물린 것으로 설명돼요.&lt;/p&gt;
&lt;p&gt;결국 관전 포인트는 “작은 팀이 큰 무대에서 어떻게 버티고 운영하느냐”에 있습니다. &lt;strong&gt;추천 대상&lt;/strong&gt;은 월드컵 언더독 서사를 좋아하거나, 팀 전술과 경기 운영 맥락까지 함께 보고 싶은 분들이에요.&lt;/p&gt;

&lt;section class=&quot;faq-section&quot;&gt;
&lt;h2&gt;자주 묻는 질문&lt;/h2&gt;
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&lt;p&gt;&lt;figure class=&quot;imageblock alignCenter&quot; width=&quot;100%&quot;&gt;&lt;span data-url=&quot;https://blog.kakaocdn.net/dn/qMiML/dJMcadWO2Us/7r1wLKi68vVXd5QaZX1wGK/img.webp&quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/qMiML/dJMcadWO2Us/7r1wLKi68vVXd5QaZX1wGK/img.webp&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/qMiML/dJMcadWO2Us/7r1wLKi68vVXd5QaZX1wGK/img.webp&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2FqMiML%2FdJMcadWO2Us%2F7r1wLKi68vVXd5QaZX1wGK%2Fimg.webp&quot; width=&quot;100%&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot;/&gt;&lt;/span&gt;&lt;/figure&gt;
&lt;/p&gt;

&lt;h3&gt;퀴라소는 지도에서 어디에 위치한 나라인가요?&lt;/h3&gt;
&lt;p&gt;&lt;figure class=&quot;imageblock alignCenter&quot; width=&quot;100%&quot;&gt;&lt;span data-url=&quot;https://blog.kakaocdn.net/dn/dHvdBE/dJMcadWO2Uu/tzG5FD8Nk5Rd5wEpLDufB1/img.webp&quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/dHvdBE/dJMcadWO2Uu/tzG5FD8Nk5Rd5wEpLDufB1/img.webp&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/dHvdBE/dJMcadWO2Uu/tzG5FD8Nk5Rd5wEpLDufB1/img.webp&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2FdHvdBE%2FdJMcadWO2Uu%2FtzG5FD8Nk5Rd5wEpLDufB1%2Fimg.webp&quot; width=&quot;100%&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot;/&gt;&lt;/span&gt;&lt;/figure&gt;
&lt;/p&gt;

&lt;p&gt;퀴라소는 카리브해 남부, 베네수엘라 북쪽 해상에 있는 섬나라(자치국)로 소개됩니다. 수도는 윌렘스타트로 언급돼요.&lt;/p&gt;
&lt;h3&gt;퀴라소 인구는 얼마나 되나요?&lt;/h3&gt;
&lt;p&gt;&lt;figure class=&quot;imageblock alignCenter&quot; width=&quot;100%&quot;&gt;&lt;span data-url=&quot;https://blog.kakaocdn.net/dn/cfgHQv/dJMcadWO2Uv/bfVg4v9dEKhaGgZahagRyk/img.webp&quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/cfgHQv/dJMcadWO2Uv/bfVg4v9dEKhaGgZahagRyk/img.webp&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/cfgHQv/dJMcadWO2Uv/bfVg4v9dEKhaGgZahagRyk/img.webp&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2FcfgHQv%2FdJMcadWO2Uv%2FbfVg4v9dEKhaGgZahagRyk%2Fimg.webp&quot; width=&quot;100%&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot;/&gt;&lt;/span&gt;&lt;/figure&gt;
&lt;/p&gt;

&lt;p&gt;퀴라소 인구는 약 15만 명 수준으로 정리돼 있습니다. 작은 규모 때문에 월드컵 본선 진출이 더 크게 받아들여지는 편이에요.&lt;/p&gt;
&lt;h3&gt;퀴라소 FIFA 랭킹은 어디쯤에 있나요?&lt;/h3&gt;
&lt;p&gt;&lt;figure class=&quot;imageblock alignCenter&quot; width=&quot;100%&quot;&gt;&lt;span data-url=&quot;https://blog.kakaocdn.net/dn/KVT1i/dJMcaicPV8A/PlKZUHUoJYDrUkXgSpoNB0/img.webp&quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/KVT1i/dJMcaicPV8A/PlKZUHUoJYDrUkXgSpoNB0/img.webp&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/KVT1i/dJMcaicPV8A/PlKZUHUoJYDrUkXgSpoNB0/img.webp&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2FKVT1i%2FdJMcaicPV8A%2FPlKZUHUoJYDrUkXgSpoNB0%2Fimg.webp&quot; width=&quot;100%&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot;/&gt;&lt;/span&gt;&lt;/figure&gt;
&lt;/p&gt;

&lt;p&gt;글에서는 퀴라소 FIFA 랭킹을 세계 80위권 수준의 흐름으로 설명합니다. 지역 예선에서의 꾸준한 승점과 선수 구성 변화가 상승 배경으로 연결돼요.&lt;/p&gt;
&lt;h3&gt;퀴라소가 월드컵 본선에 진출할 수 있었던 핵심 조건은 무엇인가요?&lt;/h3&gt;
&lt;p&gt;조직력과 수비 중심의 경기 운영, 그리고 팀워크가 핵심 조건으로 언급됩니다. 여기에 딕 아드보카트 감독의 지도 경험도 함께 연결돼 설명돼요.&lt;/p&gt;
&lt;/section&gt;

&lt;script type=&quot;application/ld+json&quot;&gt;{&quot;@context&quot;:&quot;https://schema.org&quot;,&quot;@type&quot;:&quot;FAQPage&quot;,&quot;mainEntity&quot;:[{&quot;@type&quot;:&quot;Question&quot;,&quot;name&quot;:&quot;퀴라소는 지도에서 어디에 위치한 나라인가요?&quot;,&quot;acceptedAnswer&quot;:{&quot;@type&quot;:&quot;Answer&quot;,&quot;text&quot;:&quot;퀴라소는 카리브해 남부, 베네수엘라 북쪽 해상에 있는 섬나라(자치국)로 소개됩니다. 수도는 윌렘스타트로 언급돼요.&quot;}},{&quot;@type&quot;:&quot;Question&quot;,&quot;name&quot;:&quot;퀴라소 인구는 얼마나 되나요?&quot;,&quot;acceptedAnswer&quot;:{&quot;@type&quot;:&quot;Answer&quot;,&quot;text&quot;:&quot;퀴라소 인구는 약 15만 명 수준으로 정리돼 있습니다. 작은 규모 때문에 월드컵 본선 진출이 더 크게 받아들여지는 편이에요.&quot;}},{&quot;@type&quot;:&quot;Question&quot;,&quot;name&quot;:&quot;퀴라소 FIFA 랭킹은 어디쯤에 있나요?&quot;,&quot;acceptedAnswer&quot;:{&quot;@type&quot;:&quot;Answer&quot;,&quot;text&quot;:&quot;글에서는 퀴라소 FIFA 랭킹을 세계 80위권 수준의 흐름으로 설명합니다. 지역 예선에서의 꾸준한 승점과 선수 구성 변화가 상승 배경으로 연결돼요.&quot;}},{&quot;@type&quot;:&quot;Question&quot;,&quot;name&quot;:&quot;퀴라소가 월드컵 본선에 진출할 수 있었던 핵심 조건은 무엇인가요?&quot;,&quot;acceptedAnswer&quot;:{&quot;@type&quot;:&quot;Answer&quot;,&quot;text&quot;:&quot;조직력과 수비 중심의 경기 운영, 그리고 팀워크가 핵심 조건으로 언급됩니다. 여기에 딕 아드보카트 감독의 지도 경험도 함께 연결돼 설명돼요.&quot;}}]}&lt;/script&gt;</description>
      <category>퀴라소FIFA랭킹</category>
      <category>퀴라소월드컵예선</category>
      <category>퀴라소월드컵진출</category>
      <category>퀴라소위치</category>
      <category>퀴라소인구</category>
      <author>콜라환타1</author>
      <guid isPermaLink="true">https://zhffkghksxk.tistory.com/7</guid>
      <comments>https://zhffkghksxk.tistory.com/7#entry7comment</comments>
      <pubDate>Sat, 27 Jun 2026 18:40:41 +0900</pubDate>
    </item>
    <item>
      <title>주현철 국민의힘 외신대변인 프로필 나이&amp;middot;학력&amp;middot;경력 논란까지</title>
      <link>https://zhffkghksxk.tistory.com/8</link>
      <description>&lt;p class=&quot;crafto-image-center has-text-align-center&quot; align=&quot;center&quot; style=&quot;text-align:center;&quot;&gt;&lt;figure class=&quot;imageblock alignCenter&quot; width=&quot;100%&quot;&gt;&lt;span data-url=&quot;https://blog.kakaocdn.net/dn/PUSZE/dJMcahSpEZF/u0WSmKcB8eaIvPybvCbK31/img.webp&quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/PUSZE/dJMcahSpEZF/u0WSmKcB8eaIvPybvCbK31/img.webp&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/PUSZE/dJMcahSpEZF/u0WSmKcB8eaIvPybvCbK31/img.webp&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2FPUSZE%2FdJMcahSpEZF%2Fu0WSmKcB8eaIvPybvCbK31%2Fimg.webp&quot; width=&quot;100%&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot;/&gt;&lt;/span&gt;&lt;/figure&gt;
&lt;/p&gt;
&lt;p&gt;&lt;b&gt;주현철 국민의힘 외신대변인&lt;/b&gt;은 미국 변호사 출신과 금융·디지털자산 관련 경력이 함께 언급되며 주목받는 인물이에요. 다만 &lt;u&gt;나이와 학력 정보의 공개 범위&lt;/u&gt;가 명확하지 않은 부분이 있고, SNS 발언을 둘러싼 논쟁도 함께 따라붙습니다. 오늘은 &lt;span style=&quot;background-color:#fff2cc;&quot;&gt;프로필과 경력&lt;/span&gt;을 정리하고, &lt;span style=&quot;background-color:#e6f7ff;&quot;&gt;최근 화제가 된 발언 쟁점&lt;/span&gt;까지 한 번에 체크해볼게요.&lt;/p&gt;
&lt;p&gt;정리하면, 그의 이력은 법률과 경제 정책 쪽으로 연결되고, 역할은 해외 언론을 대상으로 당의 입장을 전달하는 데 맞춰져 있습니다. 그럼에도 SNS에서 강한 표현이 동반되면서 관심이 더 커진 흐름이에요. 아래에서 &lt;strong&gt;학력·경력의 축&lt;/strong&gt;과 &lt;strong&gt;논란 포인트&lt;/strong&gt;를 나눠 살펴보겠습니다.&lt;/p&gt;

&lt;blockquote&gt;
  &lt;b&gt;핵심 요약&lt;/b&gt; 이 글은 주현철 외신대변인의 학력과 경력 구조를 정리하고, 최근 SNS 발언에서 논쟁이 된 지점을 함께 비교해 드립니다.
&lt;/blockquote&gt;

&lt;h2&gt;1. 주현철 외신대변인 정체와 역할 범위&lt;/h2&gt;
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&lt;p&gt;&lt;figure class=&quot;imageblock alignCenter&quot; width=&quot;100%&quot;&gt;&lt;span data-url=&quot;https://blog.kakaocdn.net/dn/bGhoPC/dJMcadvFHTq/ZVuxqBgfKKatDcK9FL5fkk/img.webp&quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/bGhoPC/dJMcadvFHTq/ZVuxqBgfKKatDcK9FL5fkk/img.webp&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/bGhoPC/dJMcadvFHTq/ZVuxqBgfKKatDcK9FL5fkk/img.webp&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2FbGhoPC%2FdJMcadvFHTq%2FZVuxqBgfKKatDcK9FL5fkk%2Fimg.webp&quot; width=&quot;100%&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot;/&gt;&lt;/span&gt;&lt;/figure&gt;
&lt;/p&gt;

&lt;p&gt;주현철 외신대변인은 국민의힘에서 해외 언론을 상대로 당의 입장과 정책을 전달하는 역할을 맡고 있는 인물로 소개됩니다. 단순 대변과 달리 영어 커뮤니케이션과 국제 이슈 설명에 무게가 실린 자리라는 점이 특징이에요.&lt;/p&gt;
&lt;p&gt;또한 그는 공식 메시지 전달만이 아니라 개인 SNS를 통해 정치 현안을 평가하는 모습이 자주 언급됩니다. 이 때문에 정치권에서는 “대변”보다 “평론”에 가까운 활동으로 인식되기도 합니다. &lt;u&gt;외신대변인의 본업과 SNS 발언의 결이 다르게 읽힐 수 있음&lt;/u&gt;이 관심의 배경으로 보입니다.&lt;/p&gt;

&lt;h2&gt;2. 나이 논란은 왜 생기나&lt;/h2&gt;
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&lt;p&gt;&lt;figure class=&quot;imageblock alignCenter&quot; width=&quot;100%&quot;&gt;&lt;span data-url=&quot;https://blog.kakaocdn.net/dn/ceG8Ef/dJMcadvFHTt/GjrJGvZpuq61Eg0TeEDes0/img.webp&quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/ceG8Ef/dJMcadvFHTt/GjrJGvZpuq61Eg0TeEDes0/img.webp&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/ceG8Ef/dJMcadvFHTt/GjrJGvZpuq61Eg0TeEDes0/img.webp&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2FceG8Ef%2FdJMcadvFHTt%2FGjrJGvZpuq61Eg0TeEDes0%2Fimg.webp&quot; width=&quot;100%&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot;/&gt;&lt;/span&gt;&lt;/figure&gt;
&lt;/p&gt;

&lt;p&gt;공개된 자료 기준으로 출생연도와 출생지는 공식적으로 명확히 제시되지 않은 것으로 전해져요. 그래서 출생 시점을 ‘1970년대 중후반 추정’처럼 범위로 언급하며, 나이 역시 ‘약 50세 전후’로 정리되는 흐름입니다.&lt;/p&gt;
&lt;p&gt;이 부분은 정치인 프로필을 확인하려는 사람들에게 특히 민감하게 작동합니다. 같은 인물이라도 나이가 명확히 확인되지 않으면 검색 결과에서 추정·추측성 표현이 늘어나기 쉬워요. &lt;span style=&quot;background-color:#e6f7ff;&quot;&gt;따라서 “나이 몇 살” 같은 단정형 문장을 보기 전에, 출처가 ‘공식인지 여부’부터 확인하는 습관&lt;/span&gt;이 중요합니다.&lt;/p&gt;

&lt;h2&gt;3. 학력과 전공 축 정리&lt;/h2&gt;
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&lt;p&gt;&lt;figure class=&quot;imageblock alignCenter&quot; width=&quot;100%&quot;&gt;&lt;span data-url=&quot;https://blog.kakaocdn.net/dn/bdCF6S/dJMcadvFHTu/kQ1LNLhyGIWRChGfWfKmsk/img.webp&quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/bdCF6S/dJMcadvFHTu/kQ1LNLhyGIWRChGfWfKmsk/img.webp&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/bdCF6S/dJMcadvFHTu/kQ1LNLhyGIWRChGfWfKmsk/img.webp&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2FbdCF6S%2FdJMcadvFHTu%2FkQ1LNLhyGIWRChGfWfKmsk%2Fimg.webp&quot; width=&quot;100%&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot;/&gt;&lt;/span&gt;&lt;/figure&gt;
&lt;/p&gt;

&lt;p&gt;주현철 대변인은 중학교와 고등학교 시기를 미국에서 보낸 조기 유학 출신으로 소개됩니다. 이후 보스턴대학교에서 경제학 학사 과정을 시작하고, 대학원에서 경제학 석사, 국제관계학 석사, 법학전문대학원에서 J.D.까지 이어졌다는 구성이에요.&lt;/p&gt;
&lt;p&gt;핵심은 전공이 한 분야에 고정되지 않고 경제와 국제관계, 법학을 함께 아우른 형태라는 점입니다. 그래서 금융·대외 정책을 다룰 때 설명의 틀이 넓게 연결될 수 있다는 평가가 뒤따릅니다. &lt;b&gt;학력은 ‘경제-국제-법’으로 이어지는 구조&lt;/b&gt;로 정리해두면 이해가 편해요.&lt;/p&gt;

&lt;table&gt;
  &lt;tr&gt;
    &lt;th&gt;구분&lt;/th&gt;
    &lt;th&gt;구성으로 보는 포인트&lt;/th&gt;
  &lt;/tr&gt;
  &lt;tr&gt;
    &lt;td&gt;경제&lt;/td&gt;
    &lt;td&gt;정책·금융 논리를 세울 때 기본 프레임&lt;/td&gt;
  &lt;/tr&gt;
  &lt;tr&gt;
    &lt;td&gt;국제관계&lt;/td&gt;
    &lt;td&gt;외신 커뮤니케이션과 국제 이슈 설명에 연결&lt;/td&gt;
  &lt;/tr&gt;
  &lt;tr&gt;
    &lt;td&gt;법학(J.D.)&lt;/td&gt;
    &lt;td&gt;규제·사법 이슈 해석의 근거로 활용 가능&lt;/td&gt;
  &lt;/tr&gt;
&lt;/table&gt;

&lt;h3&gt;질문형으로 한 번 더&lt;/h3&gt;
&lt;p&gt;&lt;figure class=&quot;imageblock alignCenter&quot; width=&quot;100%&quot;&gt;&lt;span data-url=&quot;https://blog.kakaocdn.net/dn/cgZ0f6/dJMcabEGYnK/DhNlqKOgyyp4Rh82kCU2gk/img.webp&quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/cgZ0f6/dJMcabEGYnK/DhNlqKOgyyp4Rh82kCU2gk/img.webp&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/cgZ0f6/dJMcabEGYnK/DhNlqKOgyyp4Rh82kCU2gk/img.webp&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2FcgZ0f6%2FdJMcabEGYnK%2FDhNlqKOgyyp4Rh82kCU2gk%2Fimg.webp&quot; width=&quot;100%&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot;/&gt;&lt;/span&gt;&lt;/figure&gt;
&lt;/p&gt;

&lt;p&gt;혹시 “외신대변인인데 왜 법률과 금융 이야기가 많은가” 궁금했다면, 이 학력의 연결고리를 먼저 보면 이해가 빨라요. 외신을 상대하려면 경제·국제 이슈를 다루는 언어 감각이 필요하고, 정책 발언에는 법적 맥락도 따라붙기 때문이에요.&lt;/p&gt;

&lt;h2&gt;4. 경력은 어떤 흐름으로 이어지나&lt;/h2&gt;
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&lt;p&gt;&lt;figure class=&quot;imageblock alignCenter&quot; width=&quot;100%&quot;&gt;&lt;span data-url=&quot;https://blog.kakaocdn.net/dn/cYT1g8/dJMcabdz1uM/PIKo9EfObmiVgwVSm7Gofk/img.webp&quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/cYT1g8/dJMcabdz1uM/PIKo9EfObmiVgwVSm7Gofk/img.webp&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/cYT1g8/dJMcabdz1uM/PIKo9EfObmiVgwVSm7Gofk/img.webp&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2FcYT1g8%2FdJMcabdz1uM%2FPIKo9EfObmiVgwVSm7Gofk%2Fimg.webp&quot; width=&quot;100%&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot;/&gt;&lt;/span&gt;&lt;/figure&gt;
&lt;/p&gt;

&lt;p&gt;주현철 대변인은 미국 변호사 자격을 바탕으로 귀국 후 법무법인에서 선임 미국변호사로 활동한 이력이 소개됩니다. 이후 금융과 디지털자산 관련 영역에서 위원이나 자문 형태로 참여한 기록이 함께 나열돼요.&lt;/p&gt;
&lt;p&gt;구체적으로 금융위원회 금융발전심의회 자본시장분과 위원, 금융위원회 디지털자산 민관합동 TF 위원, 한국은행 CBDC 미래포럼 자문위원, 대통령직인수위원회 경제1분과 전문위원 등이 경력 축으로 언급됩니다. 여기에 법률과 규제, 금융정책이 맞물리는 지점이 있어 보입니다.&lt;/p&gt;

&lt;table&gt;
  &lt;tr&gt;
    &lt;th&gt;경력 축&lt;/th&gt;
    &lt;th&gt;자주 연결되는 주제&lt;/th&gt;
  &lt;/tr&gt;
  &lt;tr&gt;
    &lt;td&gt;금융 정책&lt;/td&gt;
    &lt;td&gt;자본시장, 정책 설계와 자문 활동&lt;/td&gt;
  &lt;/tr&gt;
  &lt;tr&gt;
    &lt;td&gt;디지털자산&lt;/td&gt;
    &lt;td&gt;TF 참여, 디지털 금융 프레임&lt;/td&gt;
  &lt;/tr&gt;
  &lt;tr&gt;
    &lt;td&gt;중앙은행 이슈&lt;/td&gt;
    &lt;td&gt;CBDC 관련 논의에서의 자문&lt;/td&gt;
  &lt;/tr&gt;
&lt;/table&gt;

&lt;h2&gt;5. 정치 활동과 최근 발언 쟁점은 무엇인가&lt;/h2&gt;
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&lt;p&gt;&lt;figure class=&quot;imageblock alignCenter&quot; width=&quot;100%&quot;&gt;&lt;span data-url=&quot;https://blog.kakaocdn.net/dn/bpbN0I/dJMcabEGYnO/vJVslWcDPFIqhZduAWskWK/img.webp&quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/bpbN0I/dJMcabEGYnO/vJVslWcDPFIqhZduAWskWK/img.webp&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/bpbN0I/dJMcabEGYnO/vJVslWcDPFIqhZduAWskWK/img.webp&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2FbpbN0I%2FdJMcabEGYnO%2FvJVslWcDPFIqhZduAWskWK%2Fimg.webp&quot; width=&quot;100%&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot;/&gt;&lt;/span&gt;&lt;/figure&gt;
&lt;/p&gt;

&lt;p&gt;그의 정치권 유입은 2024년 제22대 총선 당시 비례정당 국민의미래 비례대표 순위 계승 예비후보로 이름이 올라가며 시작된 것으로 정리돼요. 이후 당직 활동을 거쳐 외신대변인으로 임명됐다는 흐름이 함께 제시됩니다.&lt;/p&gt;
&lt;p&gt;최근 주목의 중심에는 SNS 발언이 있습니다. 오세훈 서울시장 관련 이슈에서는 명태균 의혹과 연관해 강한 문제 제기와 함께, 일정한 결론에 가깝게 말하는 표현들이 논쟁을 키웠다는 식으로 전해져요. 또 한동훈 전 국민의힘 대표를 두고도 비판적 문구가 SNS에서 화제가 되며, 지지층과 비판층 사이 논쟁이 확대됐다는 설명이 덧붙습니다.&lt;/p&gt;

&lt;h3&gt;무엇이 ‘논란 포인트’로 읽히나&lt;/h3&gt;
&lt;p&gt;&lt;figure class=&quot;imageblock alignCenter&quot; width=&quot;100%&quot;&gt;&lt;span data-url=&quot;https://blog.kakaocdn.net/dn/bCOAwP/dJMcabdz1uU/6fyUXKM6avaNTEj66koakk/img.webp&quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/bCOAwP/dJMcabdz1uU/6fyUXKM6avaNTEj66koakk/img.webp&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/bCOAwP/dJMcabdz1uU/6fyUXKM6avaNTEj66koakk/img.webp&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2FbCOAwP%2FdJMcabdz1uU%2F6fyUXKM6avaNTEj66koakk%2Fimg.webp&quot; width=&quot;100%&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot;/&gt;&lt;/span&gt;&lt;/figure&gt;
&lt;/p&gt;

&lt;p&gt;한 쪽에서는 당직자의 메시지가 공개적으로 전달될 때, 법적 판단 전후의 표현 수위가 어떻게 받아들여질지 신경 쓰이기도 합니다. 반대로는 정치적 소신이나 문제 제기의 방식으로 볼 수 있다는 시각도 공존해요.&lt;/p&gt;
&lt;p&gt;&lt;u&gt;결국 핵심은 “의견의 방향”과 “단정형 표현의 정도”가 결합될 때 주목도가 커진다&lt;/u&gt;는 점입니다. 특히 같은 당 내부 인사를 대상으로 한 문장이 실시간으로 퍼질 때, 평가가 더 빠르게 갈립니다.&lt;/p&gt;

&lt;h2&gt;6. 앞으로의 역할은 어떻게 예상할 수 있나&lt;/h2&gt;
&lt;div class=&quot;crafto-ad-template-block&quot; data-crafto-ad-template=&quot;1&quot;&gt;&lt;script async src=&quot;https://pagead2.googlesyndication.com/pagead/js/adsbygoogle.js?client=ca-pub-4243881132400732&quot;
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&lt;p&gt;&lt;figure class=&quot;imageblock alignCenter&quot; width=&quot;100%&quot;&gt;&lt;span data-url=&quot;https://blog.kakaocdn.net/dn/T7XLY/dJMcadJc6sy/HDdUBKmeuqH4zYXTUvjsIk/img.webp&quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/T7XLY/dJMcadJc6sy/HDdUBKmeuqH4zYXTUvjsIk/img.webp&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/T7XLY/dJMcadJc6sy/HDdUBKmeuqH4zYXTUvjsIk/img.webp&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2FT7XLY%2FdJMcadJc6sy%2FHDdUBKmeuqH4zYXTUvjsIk%2Fimg.webp&quot; width=&quot;100%&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot;/&gt;&lt;/span&gt;&lt;/figure&gt;
&lt;/p&gt;

&lt;p&gt;주현철 대변인은 법률과 경제·국제관계, 그리고 금융·디지털자산 분야 경력이 함께 거론됩니다. 그래서 외신대변인의 역할과도 연결되는 전문성이라는 평가가 따라붙는 편이에요.&lt;/p&gt;
&lt;p&gt;다만 최근처럼 SNS에서 강한 메시지가 지속되는 양상이라면, 앞으로 어떤 직책에서 어떤 톤으로 메시지를 내느냐가 관건이 될 수 있습니다. 총선이나 지방선거 같은 큰 이벤트에서 어떤 역할이 거론될지, 혹은 당내에서 어떤 무게 중심을 맡게 될지에 관심이 집중되는 이유도 이 지점과 닿아 있습니다.&lt;/p&gt;

&lt;blockquote&gt;
  &lt;b&gt;결론&lt;/b&gt; 주현철 외신대변인은 미국 변호사 기반의 법·경제·국제 전문성과 금융·디지털자산 경력으로 연결되는 인물로 정리됩니다. 동시에 SNS 발언의 수위와 표현 방식이 이슈가 되며 주목도가 커진 흐름이에요.
&lt;/blockquote&gt;

&lt;p&gt;&lt;b&gt;추천 대상&lt;/b&gt; 외신대변인 역할이 무엇인지, 그리고 프로필의 학력·경력 축이 정치 메시지와 어떻게 연결되는지 궁금한 분께 맞아요. &lt;b&gt;체크 포인트&lt;/b&gt; 나이·출생 정보처럼 추정 영역은 ‘공식 여부’를 먼저 확인하고, 발언은 표현 수위와 맥락을 함께 보시면 판단이 더 쉬워집니다. &lt;b&gt;이런 분에게 유리&lt;/b&gt; 정치 커뮤니케이션을 언어 톤까지 포함해 분석하는 분들에게 특히 도움이 됩니다.&lt;/p&gt;

&lt;section class=&quot;faq-section&quot;&gt;
&lt;h2&gt;자주 묻는 질문&lt;/h2&gt;
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&lt;p&gt;&lt;figure class=&quot;imageblock alignCenter&quot; width=&quot;100%&quot;&gt;&lt;span data-url=&quot;https://blog.kakaocdn.net/dn/uAT7U/dJMcadJc6sA/ZbZHIBqfQsvlziRjuUSow0/img.webp&quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/uAT7U/dJMcadJc6sA/ZbZHIBqfQsvlziRjuUSow0/img.webp&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/uAT7U/dJMcadJc6sA/ZbZHIBqfQsvlziRjuUSow0/img.webp&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2FuAT7U%2FdJMcadJc6sA%2FZbZHIBqfQsvlziRjuUSow0%2Fimg.webp&quot; width=&quot;100%&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot;/&gt;&lt;/span&gt;&lt;/figure&gt;
&lt;/p&gt;

&lt;h3&gt;주현철 국민의힘 외신대변인의 역할은 무엇인가요?&lt;/h3&gt;
&lt;p&gt;&lt;figure class=&quot;imageblock alignCenter&quot; width=&quot;100%&quot;&gt;&lt;span data-url=&quot;https://blog.kakaocdn.net/dn/coe02C/dJMcadJc6sC/B6YG4b91B2b4keG9k6AIu1/img.webp&quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/coe02C/dJMcadJc6sC/B6YG4b91B2b4keG9k6AIu1/img.webp&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/coe02C/dJMcadJc6sC/B6YG4b91B2b4keG9k6AIu1/img.webp&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2Fcoe02C%2FdJMcadJc6sC%2FB6YG4b91B2b4keG9k6AIu1%2Fimg.webp&quot; width=&quot;100%&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot;/&gt;&lt;/span&gt;&lt;/figure&gt;
&lt;/p&gt;

&lt;p&gt;해외 언론을 대상으로 당의 입장과 정책을 전달하는 역할로 소개됩니다. 공식 메시지뿐 아니라 개인 SNS를 통해 정치 현안을 평가하는 모습도 언급돼요.&lt;/p&gt;
&lt;h3&gt;주현철 외신대변인의 나이 정보는 왜 논란이 있나요?&lt;/h3&gt;
&lt;p&gt;출생연도와 출생지가 공식적으로 명확히 제시되지 않아 추정·범위 형태로 언급되는 흐름이 있다고 전해져요. 그래서 “정확한 나이”를 단정하기 어렵다는 지적이 나옵니다.&lt;/p&gt;
&lt;h3&gt;주현철 외신대변인의 학력과 전공 구성은 어떻게 정리되나요?&lt;/h3&gt;
&lt;p&gt;경제학 학사부터 경제학·국제관계학 석사, 그리고 법학전문대학원 J.D.까지 이어지는 구조로 소개됩니다. 경제-국제-법 축으로 연결되어 금융·대외 정책 설명의 폭을 넓힌다는 평가가 따라붙어요.&lt;/p&gt;
&lt;h3&gt;주현철 외신대변인의 경력과 최근 SNS 발언 쟁점은 무엇인가요?&lt;/h3&gt;
&lt;p&gt;미국 변호사 활동을 바탕으로 법무법인 선임미국변호사 경험이 언급되며, 금융·디지털자산 관련 위원·자문 참여 경력이 함께 나열돼요. 최근에는 SNS에서 강한 표현이 사용되며 특정 인사 및 의혹 이슈를 둘러싸고 논쟁이 커졌다는 점이 쟁점으로 전해집니다.&lt;/p&gt;
&lt;/section&gt;

&lt;script type=&quot;application/ld+json&quot;&gt;{&quot;@context&quot;:&quot;https://schema.org&quot;,&quot;@type&quot;:&quot;FAQPage&quot;,&quot;mainEntity&quot;:[{&quot;@type&quot;:&quot;Question&quot;,&quot;name&quot;:&quot;주현철 국민의힘 외신대변인의 역할은 무엇인가요?&quot;,&quot;acceptedAnswer&quot;:{&quot;@type&quot;:&quot;Answer&quot;,&quot;text&quot;:&quot;해외 언론을 대상으로 당의 입장과 정책을 전달하는 역할로 소개됩니다. 공식 메시지뿐 아니라 개인 SNS를 통해 정치 현안을 평가하는 모습도 언급돼요.&quot;}},{&quot;@type&quot;:&quot;Question&quot;,&quot;name&quot;:&quot;주현철 외신대변인의 나이 정보는 왜 논란이 있나요?&quot;,&quot;acceptedAnswer&quot;:{&quot;@type&quot;:&quot;Answer&quot;,&quot;text&quot;:&quot;출생연도와 출생지가 공식적으로 명확히 제시되지 않아 추정·범위 형태로 언급되는 흐름이 있다고 전해져요. 그래서 “정확한 나이”를 단정하기 어렵다는 지적이 나옵니다.&quot;}},{&quot;@type&quot;:&quot;Question&quot;,&quot;name&quot;:&quot;주현철 외신대변인의 학력과 전공 구성은 어떻게 정리되나요?&quot;,&quot;acceptedAnswer&quot;:{&quot;@type&quot;:&quot;Answer&quot;,&quot;text&quot;:&quot;경제학 학사부터 경제학·국제관계학 석사, 그리고 법학전문대학원 J.D.까지 이어지는 구조로 소개됩니다. 경제-국제-법 축으로 연결되어 금융·대외 정책 설명의 폭을 넓힌다는 평가가 따라붙어요.&quot;}},{&quot;@type&quot;:&quot;Question&quot;,&quot;name&quot;:&quot;주현철 외신대변인의 경력과 최근 SNS 발언 쟁점은 무엇인가요?&quot;,&quot;acceptedAnswer&quot;:{&quot;@type&quot;:&quot;Answer&quot;,&quot;text&quot;:&quot;미국 변호사 활동을 바탕으로 법무법인 선임미국변호사 경험이 언급되며, 금융·디지털자산 관련 위원·자문 참여 경력이 함께 나열돼요. 최근에는 SNS에서 강한 표현이 사용되며 특정 인사 및 의혹 이슈를 둘러싸고 논쟁이 커졌다는 점이 쟁점으로 전해집니다.&quot;}}]}&lt;/script&gt;</description>
      <category>주현철국민의힘프로필</category>
      <category>주현철나이학력경력</category>
      <category>주현철대변인</category>
      <category>주현철외신대변인논란</category>
      <category>주현철외신대변인프로필</category>
      <author>콜라환타1</author>
      <guid isPermaLink="true">https://zhffkghksxk.tistory.com/8</guid>
      <comments>https://zhffkghksxk.tistory.com/8#entry8comment</comments>
      <pubDate>Sat, 27 Jun 2026 13:50:25 +0900</pubDate>
    </item>
    <item>
      <title>유리기판 대장주와 관련주 밸류체인 정리 2026 현주소</title>
      <link>https://zhffkghksxk.tistory.com/6</link>
      <description>&lt;p class=&quot;crafto-image-center has-text-align-center&quot; align=&quot;center&quot; style=&quot;text-align:center;&quot;&gt;&lt;figure class=&quot;imageblock alignCenter&quot; width=&quot;100%&quot;&gt;&lt;span data-url=&quot;https://blog.kakaocdn.net/dn/GhboW/dJMcaiqh7a6/6lwU6CRKLaXr8a2cZgxaRk/img.webp&quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/GhboW/dJMcaiqh7a6/6lwU6CRKLaXr8a2cZgxaRk/img.webp&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/GhboW/dJMcaiqh7a6/6lwU6CRKLaXr8a2cZgxaRk/img.webp&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2FGhboW%2FdJMcaiqh7a6%2F6lwU6CRKLaXr8a2cZgxaRk%2Fimg.webp&quot; width=&quot;100%&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot;/&gt;&lt;/span&gt;&lt;/figure&gt;
&lt;/p&gt;
&lt;p&gt;유리기판은 반도체 패키징의 다음 선택지로 거론되지만, 주가는 테마보다 &lt;b&gt;공급망&lt;/b&gt;과 &lt;b&gt;양산 일정&lt;/b&gt;을 먼저 봐야 흔들리지 않아요. 특히 중장년 투자자라면 &lt;strong&gt;기술의 당위&lt;/strong&gt;와 &lt;strong&gt;재무로 연결되는 시점&lt;/strong&gt;을 &lt;u&gt;분리&lt;/u&gt;해서 체크하는 게 핵심입니다. &lt;span style=&quot;background-color:#fff3cd;&quot;&gt;오늘은 밸류체인 관점&lt;/span&gt;으로 대장주와 관련주를 한 번에 정리해볼게요.&lt;/p&gt;
&lt;p&gt;대부분은 유리기판 자체의 매력부터 보지만, 막상 따져보면 공정 장비와 소재 단계가 언제 실적에 반영되는지도 중요해요. &lt;span style=&quot;background-color:#e8f5ff;&quot;&gt;장기 혁신&lt;/span&gt;과 &lt;b&gt;단기 과열&lt;/b&gt;의 간격을 줄이려면 어디를 봐야 하는지 잡아드릴게요. 오늘은 유리기판 밸류체인 흐름과 함께 관련 종목의 역할을 정리하고, 어떤 포인트를 확인할지 결론까지 맞춰볼게요.&lt;/p&gt;

&lt;blockquote&gt;
  &lt;b&gt;요약&lt;/b&gt; 유리기판 투자 포인트는 한 줄입니다. &lt;u&gt;TGV와 코팅 같은 공정 구간이 언제 실적화되는지&lt;/u&gt;를 밸류체인 단계로 나눠 확인하면, 테마 변동성에 덜 휘둘립니다.
&lt;/blockquote&gt;

&lt;h2&gt;1. 유리기판이 주목받는 이유는 패키징의 “물리 한계” 때문이에요&lt;/h2&gt;
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&lt;p&gt;&lt;figure class=&quot;imageblock alignCenter&quot; width=&quot;100%&quot;&gt;&lt;span data-url=&quot;https://blog.kakaocdn.net/dn/rNjUr/dJMcaiqh7bx/6vvuVuWomhTSeyETmd15AK/img.webp&quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/rNjUr/dJMcaiqh7bx/6vvuVuWomhTSeyETmd15AK/img.webp&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/rNjUr/dJMcaiqh7bx/6vvuVuWomhTSeyETmd15AK/img.webp&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2FrNjUr%2FdJMcaiqh7bx%2F6vvuVuWomhTSeyETmd15AK%2Fimg.webp&quot; width=&quot;100%&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot;/&gt;&lt;/span&gt;&lt;/figure&gt;
&lt;/p&gt;

&lt;p&gt;유리기판은 기존 플라스틱 기반 FC-BGA 계열에서 발생하는 휨 현상과 미세 구현 한계를 보완하려는 흐름에서 나왔어요. 고온 공정 과정에서 변형이 생기면, 고성능 칩을 안정적으로 쌓고 연결하는 데 제약이 생깁니다.&lt;/p&gt;
&lt;p&gt;유리 소재는 표면이 평탄해 더 정밀한 회로 가공에 유리하고, 열에도 비교적 강해 패키징 구조의 형태 안정성을 기대할 수 있어요. 결국 핵심은 “반도체 성능을 더 밀도 있게 담기 위한 기반 재료로서의 역할”에 있습니다.&lt;/p&gt;

&lt;h2&gt;2. 밸류체인은 3단으로 봐야 방향이 빨라요&lt;/h2&gt;
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&lt;p&gt;&lt;figure class=&quot;imageblock alignCenter&quot; width=&quot;100%&quot;&gt;&lt;span data-url=&quot;https://blog.kakaocdn.net/dn/u3sk2/dJMcabEGTxA/zxo929K5uDEMa5jfnYaBY1/img.webp&quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/u3sk2/dJMcabEGTxA/zxo929K5uDEMa5jfnYaBY1/img.webp&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/u3sk2/dJMcabEGTxA/zxo929K5uDEMa5jfnYaBY1/img.webp&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2Fu3sk2%2FdJMcabEGTxA%2Fzxo929K5uDEMa5jfnYaBY1%2Fimg.webp&quot; width=&quot;100%&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot;/&gt;&lt;/span&gt;&lt;/figure&gt;
&lt;/p&gt;

&lt;p&gt;유리기판 투자는 재료부터 완제품 양산까지, 역할이 다른 구간을 나눠 보는 게 효율적이에요. 같은 테마라도 소재나 장비와 완제품 납품은 매출이 잡히는 속도가 다르기 때문입니다.&lt;/p&gt;
&lt;p&gt;이 구조를 간단히 정리하면 원소재와 코팅, 레이저 관통 가공과 검사 같은 장비, 그리고 최종 기판 양산과 패키징 단계로 나뉘어요. 이 중에서 “먼저 매출 가시성이 생기는 구간”은 통상 양산 및 납품이 연결되는 영역입니다.&lt;/p&gt;

&lt;table border=&quot;1&quot; cellpadding=&quot;6&quot; cellspacing=&quot;0&quot;&gt;
  &lt;tr&gt;
    &lt;th&gt;밸류체인 단계&lt;/th&gt;
    &lt;th&gt;핵심 기술 포인트&lt;/th&gt;
    &lt;th&gt;투자자가 봐야 할 신호&lt;/th&gt;
  &lt;/tr&gt;
  &lt;tr&gt;
    &lt;td&gt;원소재 및 화학 코팅&lt;/td&gt;
    &lt;td&gt;유리 균열 억제, 회로 구현 전구체&lt;/td&gt;
    &lt;td&gt;공정용 화학 소재 라인업 확대 여부&lt;/td&gt;
  &lt;/tr&gt;
  &lt;tr&gt;
    &lt;td&gt;레이저 관통 가공과 검사&lt;/td&gt;
    &lt;td&gt;TGV 미세 타공, 검사 장비 정밀도&lt;/td&gt;
    &lt;td&gt;장비 국산화와 수주 진행&lt;/td&gt;
  &lt;/tr&gt;
  &lt;tr&gt;
    &lt;td&gt;최종 양산 및 패키징&lt;/td&gt;
    &lt;td&gt;대면적 기판 조립, 양산 안정화&lt;/td&gt;
    &lt;td&gt;고객 인증과 상업 매출 전환&lt;/td&gt;
  &lt;/tr&gt;
&lt;/table&gt;

&lt;h2&gt;3. 국내 대장주와 관련주는 “역할”로 구분하세요&lt;/h2&gt;
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&lt;p&gt;&lt;figure class=&quot;imageblock alignCenter&quot; width=&quot;100%&quot;&gt;&lt;span data-url=&quot;https://blog.kakaocdn.net/dn/BBRp6/dJMcabdzWCE/jfTgV1PTgXyUuKIDrJ5Nek/img.webp&quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/BBRp6/dJMcabdzWCE/jfTgV1PTgXyUuKIDrJ5Nek/img.webp&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/BBRp6/dJMcabdzWCE/jfTgV1PTgXyUuKIDrJ5Nek/img.webp&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2FBBRp6%2FdJMcabdzWCE%2FjfTgV1PTgXyUuKIDrJ5Nek%2Fimg.webp&quot; width=&quot;100%&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot;/&gt;&lt;/span&gt;&lt;/figure&gt;
&lt;/p&gt;

&lt;p&gt;국내에서 유리기판 흐름을 주도하는 쪽은 대개 양산 일정과 고객사 인증이 연결되는 기업이 중심이 돼요. 단순 테마 편입보다, 밸류체인에서 어떤 단계에 매출이 걸리는지가 더 중요합니다.&lt;/p&gt;
&lt;p&gt;대표적으로 SKC는 자회사 앱솔릭스를 통해 양산 스케줄을 빠르게 진행한다는 점이 언급돼요. 미국 조지아주에서 연산 규모 공장 완공 후 고객사 인증과 시제품 생산을 진행하고 있다는 흐름이 공급망 선점의 근거로 해석됩니다.&lt;/p&gt;

&lt;h3&gt;3-1. 장비 쪽은 TGV와 정밀 절삭이 관건이에요&lt;/h3&gt;
&lt;p&gt;&lt;figure class=&quot;imageblock alignCenter&quot; width=&quot;100%&quot;&gt;&lt;span data-url=&quot;https://blog.kakaocdn.net/dn/cxU7By/dJMcabks7qk/C0325QfRsxokBBnPucB0j0/img.webp&quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/cxU7By/dJMcabks7qk/C0325QfRsxokBBnPucB0j0/img.webp&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/cxU7By/dJMcabks7qk/C0325QfRsxokBBnPucB0j0/img.webp&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2FcxU7By%2FdJMcabks7qk%2FC0325QfRsxokBBnPucB0j0%2Fimg.webp&quot; width=&quot;100%&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot;/&gt;&lt;/span&gt;&lt;/figure&gt;
&lt;/p&gt;

&lt;p&gt;필옵틱스는 디스플레이 및 레이저 응용 장비 경험을 바탕으로 유리기판 핵심 공정 장비를 개발했다는 설정이에요. 유리에 미세 구멍을 뚫는 TGV 장비와 기판을 정밀하게 자르는 싱귤레이션 장비를 함께 공급할 수 있다는 점이 장비 국산화 기대와 연결됩니다.&lt;/p&gt;
&lt;p&gt;이 구간은 “수주가 먼저 오고, 실적은 따라오는” 패턴이 종종 나타나요. 그래서 분기 흐름에서 수주 잔고나 공급계약 공시 같은 단서가 더 의미 있게 작동할 수 있습니다.&lt;/p&gt;

&lt;h3&gt;3-2. 소재 쪽은 깨짐과 공정 안정성이 실적의 출발이에요&lt;/h3&gt;
&lt;p&gt;&lt;figure class=&quot;imageblock alignCenter&quot; width=&quot;100%&quot;&gt;&lt;span data-url=&quot;https://blog.kakaocdn.net/dn/bXhgZl/dJMcabdzWCN/rpDJ41x1eMkkcmTjQy21u1/img.webp&quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/bXhgZl/dJMcabdzWCN/rpDJ41x1eMkkcmTjQy21u1/img.webp&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/bXhgZl/dJMcabdzWCN/rpDJ41x1eMkkcmTjQy21u1/img.webp&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2FbXhgZl%2FdJMcabdzWCN%2FrpDJ41x1eMkkcmTjQy21u1%2Fimg.webp&quot; width=&quot;100%&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot;/&gt;&lt;/span&gt;&lt;/figure&gt;
&lt;/p&gt;

&lt;p&gt;와이씨켐은 유리기판에서 중요한 문제로 지목되는 깨짐 현상을 줄이기 위한 특수 폴리머 유리코팅제 개발을 언급하고 있어요. 여기에 유리기판 전용 포토레지스트와 박리액 등 공정에 필요한 화학 소재 라인업을 갖추는 방향도 함께 제시됩니다.&lt;/p&gt;
&lt;p&gt;소재는 “공정이 돌아가야 매출이 지속되는” 성격이 강해요. 따라서 기술 자체뿐 아니라, 특정 공정에서 반복적으로 쓰일 수 있는지 여부가 신호가 됩니다.&lt;/p&gt;

&lt;h3&gt;3-3. 공정 기술은 평탄도와 두께 균일화로 증명돼요&lt;/h3&gt;
&lt;p&gt;&lt;figure class=&quot;imageblock alignCenter&quot; width=&quot;100%&quot;&gt;&lt;span data-url=&quot;https://blog.kakaocdn.net/dn/VXZSY/dJMcaiX39ww/v8FopgxZnAHkyp6QfeChtK/img.webp&quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/VXZSY/dJMcaiX39ww/v8FopgxZnAHkyp6QfeChtK/img.webp&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/VXZSY/dJMcaiX39ww/v8FopgxZnAHkyp6QfeChtK/img.webp&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2FVXZSY%2FdJMcaiX39ww%2Fv8FopgxZnAHkyp6QfeChtK%2Fimg.webp&quot; width=&quot;100%&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot;/&gt;&lt;/span&gt;&lt;/figure&gt;
&lt;/p&gt;

&lt;p&gt;켐트로닉스는 유리 두께를 균일하게 깎아내는 식각 기술과 표면 처리 원천 기술을 바탕으로 대면적 기판의 평탄도 유지에 강점이 있다고 정리돼 있어요. 대면적 공정에서는 미세한 차이가 품질과 직결되기 때문에 데모 설비 가동과 기술 협력 타진 같은 행보가 함께 언급됩니다.&lt;/p&gt;
&lt;p&gt;이처럼 공정 장비와 공정 기술은 결과물의 “수율과 품질”을 좌우하는 구간이에요. 그래서 단기 테마보다 장기적으로는 공정 레시피가 현장에 안착하는지 보는 시선이 더 유리합니다.&lt;/p&gt;

&lt;h2&gt;4. 장기 혁신 vs 단기 과열을 가르는 기준은 “실적 전환 타이밍”이에요&lt;/h2&gt;
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&lt;!-- tistory_wide --&gt;
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&lt;p&gt;&lt;figure class=&quot;imageblock alignCenter&quot; width=&quot;100%&quot;&gt;&lt;span data-url=&quot;https://blog.kakaocdn.net/dn/CNNc5/dJMcabdzWCW/sfa2GqQmFMwURAQQNIWZ1K/img.webp&quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/CNNc5/dJMcabdzWCW/sfa2GqQmFMwURAQQNIWZ1K/img.webp&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/CNNc5/dJMcabdzWCW/sfa2GqQmFMwURAQQNIWZ1K/img.webp&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2FCNNc5%2FdJMcabdzWCW%2Fsfa2GqQmFMwURAQQNIWZ1K%2Fimg.webp&quot; width=&quot;100%&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot;/&gt;&lt;/span&gt;&lt;/figure&gt;
&lt;/p&gt;

&lt;p&gt;유리기판은 빅테크 및 글로벌 프로세서 설계 기업들이 도입을 공식화했다는 흐름이 긍정 포인트로 꼽혀요. AI 데이터센터용 칩셋처럼 대량 데이터 처리 환경에서는 선택이 아니라 필수가 될 가능성이 있다는 해석도 이어집니다.&lt;/p&gt;
&lt;p&gt;다만 초기에는 공정 난제로 인한 수율 안정화가 늦어질 수 있어요. 유리는 취성이 있어 가공 중 파손 위험도 존재하므로, 초기 단가와 불량률이 부담으로 작동할 수 있습니다. 여기서 &lt;b&gt;기술의 당위&lt;/b&gt;와 &lt;b&gt;투자 타이밍&lt;/b&gt;을 분리해 봐야 변동성을 줄일 수 있어요.&lt;/p&gt;

&lt;table border=&quot;1&quot; cellpadding=&quot;6&quot; cellspacing=&quot;0&quot;&gt;
  &lt;tr&gt;
    &lt;th&gt;구분&lt;/th&gt;
    &lt;th&gt;긍정 관점&lt;/th&gt;
    &lt;th&gt;주의 관점&lt;/th&gt;
  &lt;/tr&gt;
  &lt;tr&gt;
    &lt;td&gt;전환 속도&lt;/td&gt;
    &lt;td&gt;도입 로드맵이 명시되면 수요가 생김&lt;/td&gt;
    &lt;td&gt;연구개발 또는 파일럿 단계는 매출 반영이 늦어질 수 있음&lt;/td&gt;
  &lt;/tr&gt;
  &lt;tr&gt;
    &lt;td&gt;원가 구조&lt;/td&gt;
    &lt;td&gt;수율이 안정되면 기존 대비 단가 하락 여지&lt;/td&gt;
    &lt;td&gt;초기 가공 파손과 단가가 높을 수 있음&lt;/td&gt;
  &lt;/tr&gt;
  &lt;tr&gt;
    &lt;td&gt;투자 심리&lt;/td&gt;
    &lt;td&gt;공급망이 실제로 구축되면 기대가 현실화됨&lt;/td&gt;
    &lt;td&gt;기대가 먼저 선반영되면 주가 변동성이 커질 수 있음&lt;/td&gt;
  &lt;/tr&gt;
&lt;/table&gt;

&lt;h3&gt;4-1. “언제 실적이 찍히는가”를 질문으로 바꾸면 판단이 쉬워져요&lt;/h3&gt;
&lt;p&gt;&lt;figure class=&quot;imageblock alignCenter&quot; width=&quot;100%&quot;&gt;&lt;span data-url=&quot;https://blog.kakaocdn.net/dn/kQTFx/dJMcaiX39wB/YPp6iSglTR9FkdAuMU8RuK/img.webp&quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/kQTFx/dJMcaiX39wB/YPp6iSglTR9FkdAuMU8RuK/img.webp&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/kQTFx/dJMcaiX39wB/YPp6iSglTR9FkdAuMU8RuK/img.webp&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2FkQTFx%2FdJMcaiX39wB%2FYPp6iSglTR9FkdAuMU8RuK%2Fimg.webp&quot; width=&quot;100%&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot;/&gt;&lt;/span&gt;&lt;/figure&gt;
&lt;/p&gt;

&lt;p&gt;관련주에서 가장 자주 나오는 질문은 결국 실적 턴어라운드 시점이에요. 원문 흐름에서는 SKC 앱솔릭스의 양산 타임라인을 감안할 때, 고객사 인증이 마무리되고 상업 매출이 의미 있게 찍히는 시점이 이르면 2026년 하반기에서 2027년 초로 예상된다고 정리합니다.&lt;/p&gt;
&lt;p&gt;그리고 장비 업체는 수주 공시가 선행될 수 있으니, 분기별 수주 잔고 변화를 먼저 체크하는 방식이 더 실무적이라고 제시돼요. &lt;u&gt;즉, 주가만 보지 말고 “공시로 보이는 단계”를 함께 보자&lt;/u&gt;는 관점입니다.&lt;/p&gt;

&lt;h3&gt;4-2. 기존 대형 부품사는 전면전보다 점진적 다변화 가능성이 커요&lt;/h3&gt;
&lt;p&gt;&lt;figure class=&quot;imageblock alignCenter&quot; width=&quot;100%&quot;&gt;&lt;span data-url=&quot;https://blog.kakaocdn.net/dn/cBpm3G/dJMcaiX39wJ/ANZQyrJQXMPAbhFiXmWbG1/img.webp&quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/cBpm3G/dJMcaiX39wJ/ANZQyrJQXMPAbhFiXmWbG1/img.webp&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/cBpm3G/dJMcaiX39wJ/ANZQyrJQXMPAbhFiXmWbG1/img.webp&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2FcBpm3G%2FdJMcaiX39wJ%2FANZQyrJQXMPAbhFiXmWbG1%2Fimg.webp&quot; width=&quot;100%&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot;/&gt;&lt;/span&gt;&lt;/figure&gt;
&lt;/p&gt;

&lt;p&gt;삼성전기나 LG이노텍 같은 대형 부품사도 필요성을 인지하고 R&amp;D 및 파일럿 라인을 투자하는 흐름이 있다고 정리돼요. 다만 기존 FC-BGA 등 플라스틱 기반 기판에서도 큰 매출이 나오기 때문에, 유리기판으로의 전면 전환보다는 포트폴리오 확장 형태가 유력하다고 해석됩니다.&lt;/p&gt;
&lt;p&gt;이런 구조에서는 중소형 전문 장비나 소재 쪽이 먼저 반응하는 경향이 나타날 수 있어요. 다만 “먼저 오른다”와 “먼저 수익 난다”는 다르니, 공정 안착 신호를 함께 확인하는 게 좋아요.&lt;/p&gt;

&lt;h2&gt;마무리 결론 유리기판 밸류체인으로 정리하면 흔들림이 줄어들어요&lt;/h2&gt;
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&lt;p&gt;&lt;figure class=&quot;imageblock alignCenter&quot; width=&quot;100%&quot;&gt;&lt;span data-url=&quot;https://blog.kakaocdn.net/dn/byKeNv/dJMcah53Adb/BkKdv3CaQJADHb3LEKm9lk/img.webp&quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/byKeNv/dJMcah53Adb/BkKdv3CaQJADHb3LEKm9lk/img.webp&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/byKeNv/dJMcah53Adb/BkKdv3CaQJADHb3LEKm9lk/img.webp&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2FbyKeNv%2FdJMcah53Adb%2FBkKdv3CaQJADHb3LEKm9lk%2Fimg.webp&quot; width=&quot;100%&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot;/&gt;&lt;/span&gt;&lt;/figure&gt;
&lt;/p&gt;

&lt;p&gt;유리기판은 반도체 패키징의 방향을 바꿀 수 있는 기술적 기반으로 정리되지만, 주식에서는 테마 기대만으로 접근하면 타이밍을 놓치기 쉬워요. 그래서 &lt;b&gt;공급망에서의 역할&lt;/b&gt;과 &lt;b&gt;고객 인증 및 양산 일정&lt;/b&gt;처럼 실적으로 연결되는 신호를 중심에 두는 편이 안전합니다.&lt;/p&gt;
&lt;p&gt;추천 대상은 장기 관점에서 공정 단계별 변화를 추적하려는 투자자예요. 체크 포인트는 원소재 코팅과 TGV 장비, 그리고 최종 양산의 전환 지점이고, 이런 분에게 유리합니다. &lt;/p&gt;

&lt;section class=&quot;faq-section&quot;&gt;
&lt;h2&gt;자주 묻는 질문&lt;/h2&gt;
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&lt;h3&gt;유리기판이 반도체 패키징에서 주목받는 이유는 무엇인가요?&lt;/h3&gt;
&lt;p&gt;유리기판은 고온 공정에서 발생하는 휨과 미세 구현 한계를 줄여 패키징 구조의 형태 안정성과 정밀 회로 구현에 유리한 소재로 거론됩니다.&lt;/p&gt;
&lt;h3&gt;유리기판 밸류체인은 어떤 단계로 나눠서 봐야 하나요?&lt;/h3&gt;
&lt;p&gt;원소재·코팅 → 레이저 관통 가공·검사 같은 장비 → 최종 양산·패키징 순으로 구간을 나누고, “어느 단계가 먼저 매출로 연결되는지”를 우선 확인해야 합니다.&lt;/p&gt;
&lt;h3&gt;유리기판 관련주를 고를 때 가장 중요한 실적 전환 신호는 무엇인가요?&lt;/h3&gt;
&lt;p&gt;고객 인증이 마무리되고 상업 매출이 의미 있게 잡히는 시점, 그리고 장비는 수주 잔고·공급계약 같은 공시가 선행되는지 확인하는 것이 핵심입니다.&lt;/p&gt;
&lt;h3&gt;2026 현주소에서 투자 타이밍을 어떻게 판단하는 게 좋나요?&lt;/h3&gt;
&lt;p&gt;기술의 당위와 투자 타이밍을 분리해, 파일럿 단계의 기대보다 양산 안정화로 실적이 전환되는 “타이밍”을 기준으로 접근하는 편이 변동성에 덜 흔들립니다.&lt;/p&gt;
&lt;/section&gt;

&lt;script type=&quot;application/ld+json&quot;&gt;{&quot;@context&quot;:&quot;https://schema.org&quot;,&quot;@type&quot;:&quot;FAQPage&quot;,&quot;mainEntity&quot;:[{&quot;@type&quot;:&quot;Question&quot;,&quot;name&quot;:&quot;유리기판이 반도체 패키징에서 주목받는 이유는 무엇인가요?&quot;,&quot;acceptedAnswer&quot;:{&quot;@type&quot;:&quot;Answer&quot;,&quot;text&quot;:&quot;유리기판은 고온 공정에서 발생하는 휨과 미세 구현 한계를 줄여 패키징 구조의 형태 안정성과 정밀 회로 구현에 유리한 소재로 거론됩니다.&quot;}},{&quot;@type&quot;:&quot;Question&quot;,&quot;name&quot;:&quot;유리기판 밸류체인은 어떤 단계로 나눠서 봐야 하나요?&quot;,&quot;acceptedAnswer&quot;:{&quot;@type&quot;:&quot;Answer&quot;,&quot;text&quot;:&quot;원소재·코팅 → 레이저 관통 가공·검사 같은 장비 → 최종 양산·패키징 순으로 구간을 나누고, “어느 단계가 먼저 매출로 연결되는지”를 우선 확인해야 합니다.&quot;}},{&quot;@type&quot;:&quot;Question&quot;,&quot;name&quot;:&quot;유리기판 관련주를 고를 때 가장 중요한 실적 전환 신호는 무엇인가요?&quot;,&quot;acceptedAnswer&quot;:{&quot;@type&quot;:&quot;Answer&quot;,&quot;text&quot;:&quot;고객 인증이 마무리되고 상업 매출이 의미 있게 잡히는 시점, 그리고 장비는 수주 잔고·공급계약 같은 공시가 선행되는지 확인하는 것이 핵심입니다.&quot;}},{&quot;@type&quot;:&quot;Question&quot;,&quot;name&quot;:&quot;2026 현주소에서 투자 타이밍을 어떻게 판단하는 게 좋나요?&quot;,&quot;acceptedAnswer&quot;:{&quot;@type&quot;:&quot;Answer&quot;,&quot;text&quot;:&quot;기술의 당위와 투자 타이밍을 분리해, 파일럿 단계의 기대보다 양산 안정화로 실적이 전환되는 “타이밍”을 기준으로 접근하는 편이 변동성에 덜 흔들립니다.&quot;}}]}&lt;/script&gt;</description>
      <category>유리기판관련주</category>
      <category>유리기판대장주</category>
      <category>유리기판밸류체인정리</category>
      <category>유리기판전망</category>
      <category>유리기판주식현주소</category>
      <author>콜라환타1</author>
      <guid isPermaLink="true">https://zhffkghksxk.tistory.com/6</guid>
      <comments>https://zhffkghksxk.tistory.com/6#entry6comment</comments>
      <pubDate>Sat, 27 Jun 2026 11:02:19 +0900</pubDate>
    </item>
    <item>
      <title>2026년 SK이노베이션 주가 전망과 합병 후 배당&amp;middot;매수 타이밍</title>
      <link>https://zhffkghksxk.tistory.com/5</link>
      <description>&lt;p class=&quot;crafto-image-center has-text-align-center&quot; align=&quot;center&quot; style=&quot;text-align:center;&quot;&gt;&lt;figure class=&quot;imageblock alignCenter&quot; width=&quot;100%&quot;&gt;&lt;span data-url=&quot;https://blog.kakaocdn.net/dn/buARlp/dJMcad3xKU3/1ckkdF0kMyzuFTcWNYpV20/img.webp&quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/buARlp/dJMcad3xKU3/1ckkdF0kMyzuFTcWNYpV20/img.webp&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/buARlp/dJMcad3xKU3/1ckkdF0kMyzuFTcWNYpV20/img.webp&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2FbuARlp%2FdJMcad3xKU3%2F1ckkdF0kMyzuFTcWNYpV20%2Fimg.webp&quot; width=&quot;100%&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot;/&gt;&lt;/span&gt;&lt;/figure&gt;
&lt;/p&gt;
&lt;p&gt;대부분은 주가가 오르기만 기다리지만, 합병 이후엔 &lt;strong&gt;주당가치&lt;/strong&gt;와 &lt;strong&gt;현금흐름&lt;/strong&gt;을 함께 봐야 타이밍 감이 잡혀요. 특히 &lt;span style=&quot;background-color:#fff3cd&quot;&gt;배당 변화&lt;/span&gt;와 &lt;u&gt;분할 매수 구간&lt;/u&gt;을 같이 정리하면 흔들림이 줄어듭니다. 오늘은 2026년 관점에서 &lt;strong&gt;합병 시너지&lt;/strong&gt;와 매수 타이밍을 한 번에 정리해드릴게요.&lt;/p&gt;

&lt;blockquote&gt;
  &lt;p&gt;핵심은 합병으로 단기 주당가치 희석이 생길 수 있어도, SK E&amp;S의 현금창출력이 재무 부담을 줄여 장기 호재로 평가된다는 점이에요. 따라서 배당 기대가 구체화되는 흐름과 함께 8만~9만 원대 분할 접근이 현실적인 전략으로 거론됩니다.&lt;/p&gt;
&lt;/blockquote&gt;

&lt;p&gt;&lt;span style=&quot;background-color:#e8f5e9&quot;&gt;결론부터&lt;/span&gt; 말하면 2026년은 실적 안정화 신호가 모이며 반등의 근거를 찾는 구간으로 해석되는 편이고요. 다만 매수 타이밍은 “빨리 오를지”보다 “어디서 나눠 담을지”가 더 중요해요. 아래에서 합병 영향, 배당 전망, 실적 포인트, 실전 대응 순서로 정리해볼게요.&lt;/p&gt;

&lt;h2&gt;1. 주가가 흔들렸던 이유는 결국 두 가지로 정리돼요&lt;/h2&gt;
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&lt;p&gt;&lt;figure class=&quot;imageblock alignCenter&quot; width=&quot;100%&quot;&gt;&lt;span data-url=&quot;https://blog.kakaocdn.net/dn/baFtyW/dJMcaglHf9Q/YumKZ4kdh1Xl9dzepIFvF1/img.webp&quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/baFtyW/dJMcaglHf9Q/YumKZ4kdh1Xl9dzepIFvF1/img.webp&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/baFtyW/dJMcaglHf9Q/YumKZ4kdh1Xl9dzepIFvF1/img.webp&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2FbaFtyW%2FdJMcaglHf9Q%2FYumKZ4kdh1Xl9dzepIFvF1%2Fimg.webp&quot; width=&quot;100%&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot;/&gt;&lt;/span&gt;&lt;/figure&gt;
&lt;/p&gt;

&lt;p&gt;SK이노베이션 주가가 부진했던 흐름을 설명할 때는 크게 두 축이 자주 거론돼요. 하나는 배터리 사업인 SK온의 흑자 전환 시점이 늦춰졌다는 점이고, 또 하나는 SK E&amp;S 합병 과정에서 주식 수가 늘며 주당 가치가 희석될 수 있다는 우려예요.&lt;/p&gt;
&lt;p&gt;이차전지 시장이 변동성이 큰 국면에서 전기차 수요 둔화 이슈가 겹치면, 배터리 실적의 회복 속도가 기대보다 느려질 수 있죠. 그 결과 시장은 “언제 흑자 전환이 확실해질지”에 더 민감해집니다.&lt;/p&gt;
&lt;p&gt;여기에 합병 이슈가 결합되면 단기적으로는 불확실성이 커질 수 있어요. 특히 신규 주식 발행이 주당 가치에 미치는 영향은 투자자들이 가장 먼저 체크하는 부분이라, 반응이 빠르게 나타날 수 있습니다.&lt;/p&gt;

&lt;h2&gt;2. SK E&amp;S 합병은 호재와 악재가 동시에 보이는 구조예요&lt;/h2&gt;
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&lt;p&gt;&lt;figure class=&quot;imageblock alignCenter&quot; width=&quot;100%&quot;&gt;&lt;span data-url=&quot;https://blog.kakaocdn.net/dn/Iiftc/dJMcahkG4tF/NLcPm6KTul5hdvUDTLrnA1/img.webp&quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/Iiftc/dJMcahkG4tF/NLcPm6KTul5hdvUDTLrnA1/img.webp&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/Iiftc/dJMcahkG4tF/NLcPm6KTul5hdvUDTLrnA1/img.webp&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2FIiftc%2FdJMcahkG4tF%2FNLcPm6KTul5hdvUDTLrnA1%2Fimg.webp&quot; width=&quot;100%&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot;/&gt;&lt;/span&gt;&lt;/figure&gt;
&lt;/p&gt;

&lt;p&gt;합병을 두고 시장이 엇갈리는 지점은 “단기 주당가치 희석”과 “장기 현금흐름 개선”이 같은 프레임 안에서 움직인다는 점이에요. 즉, 단기에는 조정 압력이 있을 수 있지만 시간이 지나며 자금 여력이 확보될 가능성도 같이 봅니다.&lt;/p&gt;
&lt;p&gt;긍정 요인으로는 SK E&amp;S의 현금창출력이 그룹에 흡수되며 재무 부담이 완화될 수 있다는 기대가 있어요. 또한 정유와 배터리, LNG 같은 에너지 사업이 묶이면서 사업 포트폴리오 측면의 시너지도 이야기됩니다.&lt;/p&gt;
&lt;p&gt;반대로 단기에는 합병 신주 발행에 따른 희석 우려가 남아 있을 수 있고, 정유 부문 실적이 즉시 개선되지 않으면 체감 시너지가 늦어질 수 있다는 관측이 함께 따라붙어요. 결국 합병 초기의 “진통”이 끝나가는 과정이 중요하다는 의미예요.&lt;/p&gt;

&lt;table&gt;
  &lt;tr&gt;
    &lt;th&gt;구분&lt;/th&gt;
    &lt;th&gt;호재로 보는 포인트&lt;/th&gt;
    &lt;th&gt;악재로 보는 포인트&lt;/th&gt;
  &lt;/tr&gt;
  &lt;tr&gt;
    &lt;td&gt;재무&lt;/td&gt;
    &lt;td&gt;현금창출력 흡수로 부담 완화 기대&lt;/td&gt;
    &lt;td&gt;단기 희석으로 주당가치 압력&lt;/td&gt;
  &lt;/tr&gt;
  &lt;tr&gt;
    &lt;td&gt;사업 구조&lt;/td&gt;
    &lt;td&gt;정유·배터리·LNG 결합 시너지&lt;/td&gt;
    &lt;td&gt;정유 실적이 받쳐주지 않으면 지연&lt;/td&gt;
  &lt;/tr&gt;
  &lt;tr&gt;
    &lt;td&gt;배당&lt;/td&gt;
    &lt;td&gt;이익 안정화로 확대 여력 기대&lt;/td&gt;
    &lt;td&gt;급격한 특별배당보단 시간이 필요&lt;/td&gt;
  &lt;/tr&gt;
&lt;/table&gt;

&lt;h2&gt;3. 2026년 실적과 목표주가 흐름은 “흑자 전환의 가시성”에 달려 있어요&lt;/h2&gt;
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&lt;p&gt;&lt;figure class=&quot;imageblock alignCenter&quot; width=&quot;100%&quot;&gt;&lt;span data-url=&quot;https://blog.kakaocdn.net/dn/zXtx5/dJMcad3xKU7/UoGsOGK3nWUbgpCGyTLli1/img.webp&quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/zXtx5/dJMcad3xKU7/UoGsOGK3nWUbgpCGyTLli1/img.webp&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/zXtx5/dJMcad3xKU7/UoGsOGK3nWUbgpCGyTLli1/img.webp&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2FzXtx5%2FdJMcad3xKU7%2FUoGsOGK3nWUbgpCGyTLli1%2Fimg.webp&quot; width=&quot;100%&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot;/&gt;&lt;/span&gt;&lt;/figure&gt;
&lt;/p&gt;

&lt;p&gt;2026년 전망을 볼 때는 영업이익의 방향성이 핵심이에요. 시장에서는 정제마진 안정화와 전사 판매량이 유지된다는 전제를 놓고, 연간 영업이익이 1조 원 대를 넘길 수 있다는 기대가 언급됩니다.&lt;/p&gt;
&lt;p&gt;이런 그림이 현실화될수록 증권사 목표주가도 상향 조정될 수 있는데요. 원문 기준으로는 메리츠증권 등 일부 증권사에서 목표가를 &lt;strong&gt;12만 5천 원 ~ 15만 원&lt;/strong&gt; 범위로 제시한 흐름이 확인됩니다.&lt;/p&gt;
&lt;p&gt;그리고 현재 주가가 &lt;strong&gt;8만 원 ~ 10만 원 초반&lt;/strong&gt;에 형성되어 있다는 해석도 있어요. 이 구간을 “바닥 구간”으로 보는 시각이 많다는 건, 더 큰 하락 확률보다는 점진적 회복 쪽의 확률을 상대적으로 높게 본다는 뜻으로 읽힙니다.&lt;/p&gt;

&lt;h2&gt;4. 배당 기대가 커질 때가 매수 타이밍의 힌트가 될 수 있어요&lt;/h2&gt;
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&lt;p&gt;&lt;figure class=&quot;imageblock alignCenter&quot; width=&quot;100%&quot;&gt;&lt;span data-url=&quot;https://blog.kakaocdn.net/dn/btA4Jo/dJMcad3xKU8/jBNpy373bLB6tndrINlVuk/img.webp&quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/btA4Jo/dJMcad3xKU8/jBNpy373bLB6tndrINlVuk/img.webp&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/btA4Jo/dJMcad3xKU8/jBNpy373bLB6tndrINlVuk/img.webp&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2FbtA4Jo%2FdJMcad3xKU8%2FjBNpy373bLB6tndrINlVuk%2Fimg.webp&quot; width=&quot;100%&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot;/&gt;&lt;/span&gt;&lt;/figure&gt;
&lt;/p&gt;

&lt;p&gt;합병 이후 배당에 대한 논의는 “당장 특별배당이 확 튀는가”보다 “현금흐름이 얼마나 안정적으로 이어지나”에 초점이 실립니다. 원문에서는 캐시카우 확보에 따른 이익 안정화가 생기면 배당 확대 여지가 커질 수 있다고 봐요.&lt;/p&gt;
&lt;p&gt;다만 당장 극적인 폭등이나 특별 배당보다는, 안정화가 먼저 진행되면서 점진적으로 배당 여력이 늘어나는 흐름이 더 자연스럽다고 해석됩니다. 그래서 투자자는 배당이 ‘가능하다’에서 ‘구체화된다’로 넘어가는 구간을 같이 관찰하는 편이 좋아요.&lt;/p&gt;
&lt;p&gt;&lt;u&gt;포인트는&lt;/u&gt; 배당 기대를 “추측”으로만 두지 않고, 실적 방향성과 함께 연결해서 보려는 습관이에요. 이런 접근이 장기 투자 관점에서도 변동성에 휘둘리는 빈도를 줄여줍니다.&lt;/p&gt;

&lt;table&gt;
  &lt;tr&gt;
    &lt;th&gt;관찰할 것&lt;/th&gt;
    &lt;th&gt;의미&lt;/th&gt;
    &lt;th&gt;투자 판단에 주는 힌트&lt;/th&gt;
  &lt;/tr&gt;
  &lt;tr&gt;
    &lt;td&gt;현금창출력 개선&lt;/td&gt;
    &lt;td&gt;그룹 자금 부담 완화 신호&lt;/td&gt;
    &lt;td&gt;배당 여력의 기반이 되는지 확인&lt;/td&gt;
  &lt;/tr&gt;
  &lt;tr&gt;
    &lt;td&gt;주당가치 희석 흐름&lt;/td&gt;
    &lt;td&gt;단기 주가 변동성 요인&lt;/td&gt;
    &lt;td&gt;한 번에 사기보다 분할 접근이 유리&lt;/td&gt;
  &lt;/tr&gt;
  &lt;tr&gt;
    &lt;td&gt;영업이익 흑자 전환 가시성&lt;/td&gt;
    &lt;td&gt;배당의 체력&lt;/td&gt;
    &lt;td&gt;배당 기대가 ‘검증’으로 바뀌는지 체크&lt;/td&gt;
  &lt;/tr&gt;
&lt;/table&gt;

&lt;h2&gt;5. 매수 타이밍은 한 방보다 분할이 현실적이에요&lt;/h2&gt;
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&lt;p&gt;&lt;figure class=&quot;imageblock alignCenter&quot; width=&quot;100%&quot;&gt;&lt;span data-url=&quot;https://blog.kakaocdn.net/dn/P1wDx/dJMcaaZ5ZAf/rI2NNBKqc22KZW2u1giKAK/img.webp&quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/P1wDx/dJMcaaZ5ZAf/rI2NNBKqc22KZW2u1giKAK/img.webp&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/P1wDx/dJMcaaZ5ZAf/rI2NNBKqc22KZW2u1giKAK/img.webp&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2FP1wDx%2FdJMcaaZ5ZAf%2FrI2NNBKqc22KZW2u1giKAK%2Fimg.webp&quot; width=&quot;100%&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot;/&gt;&lt;/span&gt;&lt;/figure&gt;
&lt;/p&gt;

&lt;p&gt;원문에서 제안하는 접근은 &lt;strong&gt;8만~9만 원대 분할 매수&lt;/strong&gt;예요. 한 번에 크게 들어가기보다는, 지지력으로 보이는 구간에서 나눠서 담는 방식이 변동성 대응에 더 적합하다는 관점입니다.&lt;/p&gt;
&lt;p&gt;또 하나는 증권사 알림 설정처럼 행동 기준을 미리 정해두는 거예요. 예를 들어 원문 기준으로는 1차 &lt;strong&gt;10만 원&lt;/strong&gt;, 2차 &lt;strong&gt;12만 원&lt;/strong&gt; 같은 의미 있는 저항선 알림을 켜두고, 그 지점이 오면 판단을 점검하는 방식이 멘탈 관리에도 도움이 된다고 설명합니다.&lt;/p&gt;
&lt;p&gt;마지막으로는 “단기 대박”보다 &lt;strong&gt;최소 3년 장기 관점&lt;/strong&gt;을 전제로 접근하는 게 이 업종의 성격과 맞는 편이에요. 이차전지와 에너지 전환은 사이클이 길고 변수도 많아서, 짧은 호재만 보고 속도를 내기보다 시간을 두는 편이 안정적입니다.&lt;/p&gt;

&lt;p&gt;&lt;span style=&quot;background-color:#fff3cd&quot;&gt;&lt;b&gt;정리&lt;/b&gt;&lt;/span&gt;하면 2026년 SK이노베이션은 합병 이후 재무 부담 완화와 실적 안정화 기대가 함께 작동하며 반등의 근거를 만드는 흐름으로 해석됩니다. 단, 합병 초기의 주당가치 희석 같은 단기 변수는 남을 수 있어요. 그래서 배당 기대가 실적 흐름과 함께 구체화되는지 보면서, &lt;strong&gt;8만~9만 원대 분할 접근&lt;/strong&gt;을 우선순위로 두는 전략이 가장 무난하다고 정리할 수 있어요.&lt;/p&gt;

&lt;section class=&quot;faq-section&quot;&gt;
&lt;h2&gt;자주 묻는 질문&lt;/h2&gt;
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&lt;p&gt;&lt;figure class=&quot;imageblock alignCenter&quot; width=&quot;100%&quot;&gt;&lt;span data-url=&quot;https://blog.kakaocdn.net/dn/TFYy6/dJMcaaZ5ZAg/ya4CJxSBXUTXGd1ojGEjG1/img.webp&quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/TFYy6/dJMcaaZ5ZAg/ya4CJxSBXUTXGd1ojGEjG1/img.webp&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/TFYy6/dJMcaaZ5ZAg/ya4CJxSBXUTXGd1ojGEjG1/img.webp&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2FTFYy6%2FdJMcaaZ5ZAg%2Fya4CJxSBXUTXGd1ojGEjG1%2Fimg.webp&quot; width=&quot;100%&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot;/&gt;&lt;/span&gt;&lt;/figure&gt;
&lt;/p&gt;

&lt;h3&gt;2026년 SK이노베이션 주가 전망에서 가장 먼저 봐야 할 변수는 무엇인가요?&lt;/h3&gt;
&lt;p&gt;&lt;figure class=&quot;imageblock alignCenter&quot; width=&quot;100%&quot;&gt;&lt;span data-url=&quot;https://blog.kakaocdn.net/dn/bgwDMn/dJMcahrrDFj/6MFvquqz66H7NKPvlZN8LK/img.webp&quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/bgwDMn/dJMcahrrDFj/6MFvquqz66H7NKPvlZN8LK/img.webp&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/bgwDMn/dJMcahrrDFj/6MFvquqz66H7NKPvlZN8LK/img.webp&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2FbgwDMn%2FdJMcahrrDFj%2F6MFvquqz66H7NKPvlZN8LK%2Fimg.webp&quot; width=&quot;100%&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot;/&gt;&lt;/span&gt;&lt;/figure&gt;
&lt;/p&gt;

&lt;p&gt;합병 이후의 단순 주가 흐름보다 현금흐름과 주당가치 관점을 함께 보는 게 핵심입니다. 특히 2026년에는 실적 안정화 신호의 가시성이 반등 근거로 거론됩니다.&lt;/p&gt;
&lt;h3&gt;SK E&amp;amp;S 합병이 단기에는 왜 주가에 부담이 될 수 있나요?&lt;/h3&gt;
&lt;p&gt;&lt;figure class=&quot;imageblock alignCenter&quot; width=&quot;100%&quot;&gt;&lt;span data-url=&quot;https://blog.kakaocdn.net/dn/bQtWdQ/dJMcahrrDFk/8kvKTLBsXolDWHniqFALQk/img.webp&quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/bQtWdQ/dJMcahrrDFk/8kvKTLBsXolDWHniqFALQk/img.webp&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/bQtWdQ/dJMcahrrDFk/8kvKTLBsXolDWHniqFALQk/img.webp&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2FbQtWdQ%2FdJMcahrrDFk%2F8kvKTLBsXolDWHniqFALQk%2Fimg.webp&quot; width=&quot;100%&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot;/&gt;&lt;/span&gt;&lt;/figure&gt;
&lt;/p&gt;

&lt;p&gt;합병 과정에서 주식 수 증가로 인한 주당가치 희석 우려가 남을 수 있습니다. 다만 시간이 지나며 재무 부담이 완화될 수 있다는 기대가 같이 작동합니다.&lt;/p&gt;
&lt;h3&gt;2026년 배당 전망은 어떤 흐름으로 이해하는 게 맞나요?&lt;/h3&gt;
&lt;p&gt;&lt;figure class=&quot;imageblock alignCenter&quot; width=&quot;100%&quot;&gt;&lt;span data-url=&quot;https://blog.kakaocdn.net/dn/vWrpz/dJMcacXVfpJ/vUHynKJuBf1Dr2VkbQMZO0/img.webp&quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/vWrpz/dJMcacXVfpJ/vUHynKJuBf1Dr2VkbQMZO0/img.webp&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/vWrpz/dJMcacXVfpJ/vUHynKJuBf1Dr2VkbQMZO0/img.webp&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2FvWrpz%2FdJMcacXVfpJ%2FvUHynKJuBf1Dr2VkbQMZO0%2Fimg.webp&quot; width=&quot;100%&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot;/&gt;&lt;/span&gt;&lt;/figure&gt;
&lt;/p&gt;

&lt;p&gt;급격한 특별배당보다는 현금흐름 안정이 먼저 확인되면서 배당 여력이 점진적으로 커지는 쪽이 자연스럽다는 해석입니다. 투자자는 배당 기대가 ‘가능’에서 ‘구체화’로 바뀌는지 확인하는 것이 중요합니다.&lt;/p&gt;
&lt;h3&gt;매수 타이밍은 어떻게 접근하는 게 글의 결론과 맞나요?&lt;/h3&gt;
&lt;p&gt;&lt;figure class=&quot;imageblock alignCenter&quot; width=&quot;100%&quot;&gt;&lt;span data-url=&quot;https://blog.kakaocdn.net/dn/qHmMg/dJMcacXVfpK/F8jLBParx06I0wR0NBGQ60/img.webp&quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/qHmMg/dJMcacXVfpK/F8jLBParx06I0wR0NBGQ60/img.webp&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/qHmMg/dJMcacXVfpK/F8jLBParx06I0wR0NBGQ60/img.webp&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2FqHmMg%2FdJMcacXVfpK%2FF8jLBParx06I0wR0NBGQ60%2Fimg.webp&quot; width=&quot;100%&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot;/&gt;&lt;/span&gt;&lt;/figure&gt;
&lt;/p&gt;

&lt;p&gt;한 번에 사기보다 8만~9만 원대 분할 접근이 현실적인 전략으로 제시됩니다. 또한 의미 있는 가격 구간에 알림을 두고 점검하는 방식이 변동성 대응에 도움이 됩니다.&lt;/p&gt;
&lt;/section&gt;

&lt;script type=&quot;application/ld+json&quot;&gt;{&quot;@context&quot;:&quot;https://schema.org&quot;,&quot;@type&quot;:&quot;FAQPage&quot;,&quot;mainEntity&quot;:[{&quot;@type&quot;:&quot;Question&quot;,&quot;name&quot;:&quot;2026년 SK이노베이션 주가 전망에서 가장 먼저 봐야 할 변수는 무엇인가요?&quot;,&quot;acceptedAnswer&quot;:{&quot;@type&quot;:&quot;Answer&quot;,&quot;text&quot;:&quot;합병 이후의 단순 주가 흐름보다 현금흐름과 주당가치 관점을 함께 보는 게 핵심입니다. 특히 2026년에는 실적 안정화 신호의 가시성이 반등 근거로 거론됩니다.&quot;}},{&quot;@type&quot;:&quot;Question&quot;,&quot;name&quot;:&quot;SK E&amp;S 합병이 단기에는 왜 주가에 부담이 될 수 있나요?&quot;,&quot;acceptedAnswer&quot;:{&quot;@type&quot;:&quot;Answer&quot;,&quot;text&quot;:&quot;합병 과정에서 주식 수 증가로 인한 주당가치 희석 우려가 남을 수 있습니다. 다만 시간이 지나며 재무 부담이 완화될 수 있다는 기대가 같이 작동합니다.&quot;}},{&quot;@type&quot;:&quot;Question&quot;,&quot;name&quot;:&quot;2026년 배당 전망은 어떤 흐름으로 이해하는 게 맞나요?&quot;,&quot;acceptedAnswer&quot;:{&quot;@type&quot;:&quot;Answer&quot;,&quot;text&quot;:&quot;급격한 특별배당보다는 현금흐름 안정이 먼저 확인되면서 배당 여력이 점진적으로 커지는 쪽이 자연스럽다는 해석입니다. 투자자는 배당 기대가 ‘가능’에서 ‘구체화’로 바뀌는지 확인하는 것이 중요합니다.&quot;}},{&quot;@type&quot;:&quot;Question&quot;,&quot;name&quot;:&quot;매수 타이밍은 어떻게 접근하는 게 글의 결론과 맞나요?&quot;,&quot;acceptedAnswer&quot;:{&quot;@type&quot;:&quot;Answer&quot;,&quot;text&quot;:&quot;한 번에 사기보다 8만~9만 원대 분할 접근이 현실적인 전략으로 제시됩니다. 또한 의미 있는 가격 구간에 알림을 두고 점검하는 방식이 변동성 대응에 도움이 됩니다.&quot;}}]}&lt;/script&gt;</description>
      <category>SK이노베이션매수타이밍</category>
      <category>SK이노베이션배당타이밍</category>
      <category>sk이노베이션주가전망</category>
      <category>SK이노베이션합병후배당</category>
      <category>년SK이노베이션주가전망</category>
      <author>콜라환타1</author>
      <guid isPermaLink="true">https://zhffkghksxk.tistory.com/5</guid>
      <comments>https://zhffkghksxk.tistory.com/5#entry5comment</comments>
      <pubDate>Sat, 27 Jun 2026 08:39:26 +0900</pubDate>
    </item>
    <item>
      <title>2026년 SK이노베이션 주가 전망과 SK E&amp;amp;S 합병 시너지 정리</title>
      <link>https://zhffkghksxk.tistory.com/4</link>
      <description>&lt;p class=&quot;crafto-image-center has-text-align-center&quot; align=&quot;center&quot; style=&quot;text-align:center;&quot;&gt;&lt;figure class=&quot;imageblock alignCenter&quot; width=&quot;100%&quot;&gt;&lt;span data-url=&quot;https://blog.kakaocdn.net/dn/bh5v13/dJMb997W6In/fTnr3Mg8bj7kCY1CvwdKLK/img.webp&quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/bh5v13/dJMb997W6In/fTnr3Mg8bj7kCY1CvwdKLK/img.webp&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/bh5v13/dJMb997W6In/fTnr3Mg8bj7kCY1CvwdKLK/img.webp&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2Fbh5v13%2FdJMb997W6In%2FfTnr3Mg8bj7kCY1CvwdKLK%2Fimg.webp&quot; width=&quot;100%&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot;/&gt;&lt;/span&gt;&lt;/figure&gt;
&lt;/p&gt;
&lt;p&gt;이차전지와 정유 흐름이 같이 흔들리면, 주가는 먼저 반응하고 마음은 나중에 따라오게 되죠. 최근 SK이노베이션은 &lt;strong&gt;합병 이슈&lt;/strong&gt;와 &lt;strong&gt;자회사 실적 변수&lt;/strong&gt;가 함께 부각되며 변동성이 커진 흐름이에요. 특히 투자자들이 궁금해하는 건 &lt;span style=&quot;background-color: #fff3cd;&quot;&gt;배당과 주당가치가 어떻게 달라질지&lt;/span&gt;예요. 오늘은 &lt;u&gt;SK E&amp;S 합병 시너지&lt;/u&gt; 관점에서 2026년 주가 전망과 체크포인트를 정리해볼게요.&lt;/p&gt;
&lt;p&gt;&lt;b&gt;핵심은 한 가지예요&lt;/b&gt;. 긍정 요인과 희석 우려가 같이 존재하는 구조라서, “좋다/나쁘다”로 끝내기보다 &lt;strong&gt;어떤 구간에서 무엇을 확인할지&lt;/strong&gt;가 중요합니다. 오늘은 2026년 실적 흐름과 합병 효과를 함께 보고, 현실적인 접근 타이밍까지 정리해보겠습니다.&lt;/p&gt;

&lt;blockquote&gt;
  &lt;p&gt;&lt;b&gt;요약&lt;/b&gt; 1) SK E&amp;S 합병은 현금 파이프라인과 구조 확장 측면에서 장기 호재로 평가됩니다. 2) 다만 합병 과정에서 신주 발행으로 단기 주당가치 희석 우려가 있어요. 3) 2026년은 정제마진 안정과 실적 회복 기대를 바탕으로 점진적 반등 구간을 노려볼 흐름입니다.&lt;/p&gt;
&lt;/blockquote&gt;

&lt;h2&gt;1. 주가가 흔들린 가장 큰 배경은 두 가지로 정리돼요&lt;/h2&gt;
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&lt;p&gt;&lt;figure class=&quot;imageblock alignCenter&quot; width=&quot;100%&quot;&gt;&lt;span data-url=&quot;https://blog.kakaocdn.net/dn/bFGzUZ/dJMcahkGU71/CSmkUhE3tN8g413YGS90mk/img.webp&quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/bFGzUZ/dJMcahkGU71/CSmkUhE3tN8g413YGS90mk/img.webp&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/bFGzUZ/dJMcahkGU71/CSmkUhE3tN8g413YGS90mk/img.webp&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2FbFGzUZ%2FdJMcahkGU71%2FCSmkUhE3tN8g413YGS90mk%2Fimg.webp&quot; width=&quot;100%&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot;/&gt;&lt;/span&gt;&lt;/figure&gt;
&lt;/p&gt;

&lt;p&gt;먼저 주가가 조정받는 이유는 대체로 &lt;b&gt;SK온의 수익성 지연&lt;/b&gt;과 &lt;b&gt;합병에 따른 불확실성&lt;/b&gt;으로 묶어서 볼 수 있어요. 전기차 수요 둔화가 이어지면서 배터리 쪽의 흑자 전환 시점이 예상보다 늦어지는 흐름이 핵심 배경으로 거론됩니다.&lt;/p&gt;
&lt;p&gt;여기에 합병 과정에서는 신주가 발행되며 주식 수가 늘 수 있어요. 그래서 “내가 가진 주식 1주당 가치가 희석될 수 있다”는 우려가 단기 심리에 영향을 주기 쉬워요. 다만 시장에서는 이런 변수들이 2024~2025 흐름을 거치며 상당 부분 선반영됐다는 시각도 같이 존재합니다.&lt;/p&gt;

&lt;h2&gt;2. SK E&amp;S 합병은 호재일까 악재일까 차이를 정확히 봐야 해요&lt;/h2&gt;
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&lt;!-- tistory_wide --&gt;
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&lt;p&gt;&lt;figure class=&quot;imageblock alignCenter&quot; width=&quot;100%&quot;&gt;&lt;span data-url=&quot;https://blog.kakaocdn.net/dn/cWquvz/dJMcaijxpXL/So6eWNRVk10vOylkWadALk/img.webp&quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/cWquvz/dJMcaijxpXL/So6eWNRVk10vOylkWadALk/img.webp&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/cWquvz/dJMcaijxpXL/So6eWNRVk10vOylkWadALk/img.webp&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2FcWquvz%2FdJMcaijxpXL%2FSo6eWNRVk10vOylkWadALk%2Fimg.webp&quot; width=&quot;100%&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot;/&gt;&lt;/span&gt;&lt;/figure&gt;
&lt;/p&gt;

&lt;p&gt;합병이 의미 있는 이유는 정유와 배터리, 그리고 LNG까지 아우르는 형태로 사업 구조가 더 넓어질 가능성 때문이에요. 특히 그룹 차원에서 자금 부담을 줄일 수 있다는 관점이 함께 나오며, 장기적으로는 현금 흐름이 안정되는 그림을 기대하는 시선이 많습니다.&lt;/p&gt;
&lt;p&gt;반면 단기적으로는 신주 발행이 수반되는 만큼 주당 가치가 눌릴 수 있다는 걱정도 함께 따라붙어요. 즉 같은 이벤트라도 “사업의 방향”과 “주주 입장에서 체감되는 단기 지표”가 다를 수 있어서, 둘을 분리해서 보는 게 좋아요. &lt;span style=&quot;background-color: #e8f5e9;&quot;&gt;합병 직후의 심리&lt;/span&gt;와 &lt;span style=&quot;background-color: #e3f2fd;&quot;&gt;시간이 지나며 확인되는 실적&lt;/span&gt;은 속도가 다를 수 있거든요.&lt;/p&gt;

&lt;table border=&quot;1&quot; cellpadding=&quot;6&quot; cellspacing=&quot;0&quot; style=&quot;border-collapse: collapse; width: 100%; margin: 12px 0;&quot;&gt;
  &lt;tr&gt;
    &lt;th&gt;구분&lt;/th&gt;
    &lt;th&gt;긍정적 영향 (호재)&lt;/th&gt;
    &lt;th&gt;부정적 영향 (악재)&lt;/th&gt;
  &lt;/tr&gt;
  &lt;tr&gt;
    &lt;td&gt;재무 건전성&lt;/td&gt;
    &lt;td&gt;알짜배기(SK E&amp;S)의 현금창출력을 통해 그룹 부담 완화 기대&lt;/td&gt;
    &lt;td&gt;합병 신주 발행으로 단기 주당 가치 희석 우려&lt;/td&gt;
  &lt;/tr&gt;
  &lt;tr&gt;
    &lt;td&gt;사업 구조&lt;/td&gt;
    &lt;td&gt;정유와 배터리, LNG를 아우르는 종합 에너지 기업으로 확장&lt;/td&gt;
    &lt;td&gt;정유 부문이 단기 부진하면 시너지 체감이 늦어질 수 있음&lt;/td&gt;
  &lt;/tr&gt;
  &lt;tr&gt;
    &lt;td&gt;배당금 전망&lt;/td&gt;
    &lt;td&gt;현금 기반이 안정되며 배당 확대 여력 기대&lt;/td&gt;
    &lt;td&gt;단번에 특별 배당 같은 급변보다는 안정화 후 시차 필요&lt;/td&gt;
  &lt;/tr&gt;
&lt;/table&gt;

&lt;p&gt;정리하면 합병은 “초기 진통 뒤 장기 구조를 단단하게” 만드는 방향으로 해석되는 편이에요. 그래서 &lt;u&gt;합병 발표만 보고 성급히 판단하기보다&lt;/u&gt; 영업 성과와 현금 흐름이 어떻게 연결되는지 보는 관점이 더 유리합니다.&lt;/p&gt;

&lt;h2&gt;3. 2026년 실적 전망은 흑자 전환 기대를 중심으로 읽혀요&lt;/h2&gt;
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&lt;p&gt;&lt;figure class=&quot;imageblock alignCenter&quot; width=&quot;100%&quot;&gt;&lt;span data-url=&quot;https://blog.kakaocdn.net/dn/cbcmgu/dJMcaijxpYh/21nknqz6mpCzkAFnHKpJ01/img.webp&quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/cbcmgu/dJMcaijxpYh/21nknqz6mpCzkAFnHKpJ01/img.webp&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/cbcmgu/dJMcaijxpYh/21nknqz6mpCzkAFnHKpJ01/img.webp&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2Fcbcmgu%2FdJMcaijxpYh%2F21nknqz6mpCzkAFnHKpJ01%2Fimg.webp&quot; width=&quot;100%&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot;/&gt;&lt;/span&gt;&lt;/figure&gt;
&lt;/p&gt;

&lt;p&gt;2026년의 방향성은 “흑자 전환이 가시화될 수 있느냐”에 꽂히는 흐름이에요. 정제마진이 안정되고 판매량이 유지되면 전사 영업이익이 1조 원대 이상을 넘길 수 있다는 긍정 전망이 언급됩니다.&lt;/p&gt;
&lt;p&gt;여기서 중요한 건 숫자 자체보다도, 그 숫자를 만들기 위한 변수들이 하나둘씩 맞춰지고 있는지예요. 연료 가격과 마진, 수요 흐름 같은 거시 변수는 한 번에 움직이기 어렵기 때문에 &lt;b&gt;분기 단위로 확인&lt;/b&gt;하는 접근이 현실적입니다.&lt;/p&gt;

&lt;p&gt;또한 일부 증권사들은 1분기 예상치 상회 같은 신호를 근거로 목표 주가를 12만 5천 원에서 15만 원 선으로 제시하기도 했어요. 이런 범위는 참고용이지만, 적어도 “바닥 통과 이후 시선이 바뀌는 타이밍”을 가늠하는 지표로 활용할 수 있습니다.&lt;/p&gt;

&lt;h2&gt;4. 그럼 매수는 언제 접근할까, 현실적인 ‘구간’이 있어요&lt;/h2&gt;
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&lt;p&gt;&lt;figure class=&quot;imageblock alignCenter&quot; width=&quot;100%&quot;&gt;&lt;span data-url=&quot;https://blog.kakaocdn.net/dn/pkAVh/dJMcahkGU8f/K0n8WU1NOylcs6bIW0vpAK/img.webp&quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/pkAVh/dJMcahkGU8f/K0n8WU1NOylcs6bIW0vpAK/img.webp&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/pkAVh/dJMcahkGU8f/K0n8WU1NOylcs6bIW0vpAK/img.webp&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2FpkAVh%2FdJMcahkGU8f%2FK0n8WU1NOylcs6bIW0vpAK%2Fimg.webp&quot; width=&quot;100%&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot;/&gt;&lt;/span&gt;&lt;/figure&gt;
&lt;/p&gt;

&lt;p&gt;많은 투자자들이 궁금해하는 포인트는 결국 “언제 사느냐”예요. 원문 기준으로는 현재 거래 구간이 8만 원에서 10만 원 초반으로 언급되고, 이 구간을 10년 내 최저점 수준의 바닥으로 보는 해석이 존재합니다.&lt;/p&gt;
&lt;p&gt;이런 경우라면 한 번에 베팅하기보다는 분할 접근이 더 자연스러워요. 원문에서는 8~9만 원대에서 지지력을 확인하며 나눠 담는 방식이 언급되는데, 목표는 &lt;b&gt;단기 급등&lt;/b&gt;을 쫓는 게 아니라 변동성 속에서 평균 단가를 관리하는 쪽에 가깝습니다.&lt;/p&gt;

&lt;table border=&quot;1&quot; cellpadding=&quot;6&quot; cellspacing=&quot;0&quot; style=&quot;border-collapse: collapse; width: 100%; margin: 12px 0;&quot;&gt;
  &lt;tr&gt;
    &lt;th&gt;전략&lt;/th&gt;
    &lt;th&gt;핵심 방식&lt;/th&gt;
    &lt;th&gt;어울리는 투자 성향&lt;/th&gt;
  &lt;/tr&gt;
  &lt;tr&gt;
    &lt;td&gt;분할 매수&lt;/td&gt;
    &lt;td&gt;8~9만 원대에서 나눠 접근&lt;/td&gt;
    &lt;td&gt;변동성에 흔들리기 싫고 장기 관점인 분&lt;/td&gt;
  &lt;/tr&gt;
  &lt;tr&gt;
    &lt;td&gt;알림 기반 대응&lt;/td&gt;
    &lt;td&gt;MTS에서 의미 있는 저항선에 목표가 알림 설정&lt;/td&gt;
    &lt;td&gt;하루 종일 보며 감정 소모를 줄이고 싶은 분&lt;/td&gt;
  &lt;/tr&gt;
  &lt;tr&gt;
    &lt;td&gt;장기 유지&lt;/td&gt;
    &lt;td&gt;최소 3년 단위로 접근&lt;/td&gt;
    &lt;td&gt;산업 전환은 긴 호흡이 필요하다고 보는 분&lt;/td&gt;
  &lt;/tr&gt;
&lt;/table&gt;

&lt;p&gt;여기서 &lt;u&gt;멘탈 관리&lt;/u&gt;도 생각보다 중요해요. 알림을 1차 10만 원, 2차 12만 원처럼 본인이 의미 있다고 느끼는 수준에 맞추면, 일상 생활을 유지하면서 대응 타이밍을 가져가기 좋습니다. 그리고 이차전지와 에너지 전환 산업은 긴 호흡이 필요하다는 관점이 있어, “내일 당장”을 기대하기보다는 장기 관점으로 설계하는 편이 잘 맞습니다.&lt;/p&gt;

&lt;h2&gt;5. 결론 이대로만 기억하면 흔들림이 줄어요&lt;/h2&gt;
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&lt;p&gt;&lt;figure class=&quot;imageblock alignCenter&quot; width=&quot;100%&quot;&gt;&lt;span data-url=&quot;https://blog.kakaocdn.net/dn/0nFVm/dJMcaijxpYj/7QQtQNL6DVbGEXFqUUlujK/img.webp&quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/0nFVm/dJMcaijxpYj/7QQtQNL6DVbGEXFqUUlujK/img.webp&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/0nFVm/dJMcaijxpYj/7QQtQNL6DVbGEXFqUUlujK/img.webp&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2F0nFVm%2FdJMcaijxpYj%2F7QQtQNL6DVbGEXFqUUlujK%2Fimg.webp&quot; width=&quot;100%&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot;/&gt;&lt;/span&gt;&lt;/figure&gt;
&lt;/p&gt;

&lt;p&gt;2026년 SK이노베이션 주가 전망은 단기 이슈로 출렁일 수는 있어도, 큰 흐름에서는 바닥을 다지고 반등을 준비하는 시기로 읽히는 편이에요. SK E&amp;S 합병을 통해 현금 기반과 구조 확장이 기대되는 반면, 신주 발행에 따른 주당가치 희석 우려가 단기 변수가 될 수 있습니다.&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;그래서 접근 방식은 단기 급등 베팅보다 구간 분할과 장기 관점을 함께 가져가는 쪽&lt;/strong&gt;이 유리해 보여요. 추천 대상은 변동성에 흔들리지 않고 3년 이상을 보며 확인해나갈 분이고, 체크 포인트는 영업 흐름과 현금 흐름이 합병의 기대와 연결되는지입니다.&lt;/p&gt;

&lt;section class=&quot;faq-section&quot;&gt;
&lt;h2&gt;자주 묻는 질문&lt;/h2&gt;
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&lt;p&gt;&lt;figure class=&quot;imageblock alignCenter&quot; width=&quot;100%&quot;&gt;&lt;span data-url=&quot;https://blog.kakaocdn.net/dn/lQjcV/dJMcahkGU8j/bWGOv9cqrR0bevZkkaBKAk/img.webp&quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/lQjcV/dJMcahkGU8j/bWGOv9cqrR0bevZkkaBKAk/img.webp&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/lQjcV/dJMcahkGU8j/bWGOv9cqrR0bevZkkaBKAk/img.webp&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2FlQjcV%2FdJMcahkGU8j%2FbWGOv9cqrR0bevZkkaBKAk%2Fimg.webp&quot; width=&quot;100%&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot;/&gt;&lt;/span&gt;&lt;/figure&gt;
&lt;/p&gt;

&lt;h3&gt;2026년 SK이노베이션 주가 전망은 어떤 흐름으로 보나요?&lt;/h3&gt;
&lt;p&gt;&lt;figure class=&quot;imageblock alignCenter&quot; width=&quot;100%&quot;&gt;&lt;span data-url=&quot;https://blog.kakaocdn.net/dn/oOxxB/dJMcaijxpYl/U1B6G2oUkSm2XqHnW0z1vk/img.webp&quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/oOxxB/dJMcaijxpYl/U1B6G2oUkSm2XqHnW0z1vk/img.webp&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/oOxxB/dJMcaijxpYl/U1B6G2oUkSm2XqHnW0z1vk/img.webp&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2FoOxxB%2FdJMcaijxpYl%2FU1B6G2oUkSm2XqHnW0z1vk%2Fimg.webp&quot; width=&quot;100%&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot;/&gt;&lt;/span&gt;&lt;/figure&gt;
&lt;/p&gt;

&lt;p&gt;2026년은 정제마진 안정과 실적 회복 기대를 바탕으로 점진적 반등 구간을 노려볼 흐름으로 해석됩니다. 다만 변동성은 합병 이슈와 자회사 실적 변수에 따라 커질 수 있습니다.&lt;/p&gt;
&lt;h3&gt;SK E&amp;amp;S 합병이 주가에 미치는 긍정 요인은 무엇인가요?&lt;/h3&gt;
&lt;p&gt;&lt;figure class=&quot;imageblock alignCenter&quot; width=&quot;100%&quot;&gt;&lt;span data-url=&quot;https://blog.kakaocdn.net/dn/Y6Pxc/dJMcadvFsVe/CEqkZiiAeqFugnpsUQTom1/img.webp&quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/Y6Pxc/dJMcadvFsVe/CEqkZiiAeqFugnpsUQTom1/img.webp&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/Y6Pxc/dJMcadvFsVe/CEqkZiiAeqFugnpsUQTom1/img.webp&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2FY6Pxc%2FdJMcadvFsVe%2FCEqkZiiAeqFugnpsUQTom1%2Fimg.webp&quot; width=&quot;100%&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot;/&gt;&lt;/span&gt;&lt;/figure&gt;
&lt;/p&gt;

&lt;p&gt;알짜배기(SK E&amp;amp;S)의 현금창출력을 통해 그룹 부담을 완화할 수 있다는 기대가 있습니다. 또한 정유·배터리·LNG까지 아우르는 구조 확장으로 장기 현금 흐름 안정 기대가 따라옵니다.&lt;/p&gt;
&lt;h3&gt;합병으로 인해 주주 입장에서 주의할 부정적 요인은 무엇인가요?&lt;/h3&gt;
&lt;p&gt;&lt;figure class=&quot;imageblock alignCenter&quot; width=&quot;100%&quot;&gt;&lt;span data-url=&quot;https://blog.kakaocdn.net/dn/lQGXw/dJMcadvFsVi/Ud4Po6ltRBeU4IrSAk15K1/img.webp&quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/lQGXw/dJMcadvFsVi/Ud4Po6ltRBeU4IrSAk15K1/img.webp&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/lQGXw/dJMcadvFsVi/Ud4Po6ltRBeU4IrSAk15K1/img.webp&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2FlQGXw%2FdJMcadvFsVi%2FUd4Po6ltRBeU4IrSAk15K1%2Fimg.webp&quot; width=&quot;100%&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot;/&gt;&lt;/span&gt;&lt;/figure&gt;
&lt;/p&gt;

&lt;p&gt;합병 과정에서 신주 발행이 수반될 수 있어 단기 주당가치 희석 우려가 있습니다. 즉 사업 방향의 긍정과 별개로 단기 지표는 눌릴 수 있어 분리해서 보는 접근이 필요합니다.&lt;/p&gt;
&lt;h3&gt;2026년 매수 접근은 언제, 어떤 방식이 현실적일까요?&lt;/h3&gt;
&lt;p&gt;&lt;figure class=&quot;imageblock alignCenter&quot; width=&quot;100%&quot;&gt;&lt;span data-url=&quot;https://blog.kakaocdn.net/dn/QBfOr/dJMcahkGU8n/7VUUDQSj6hzju6xzMslKM1/img.webp&quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/QBfOr/dJMcahkGU8n/7VUUDQSj6hzju6xzMslKM1/img.webp&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/QBfOr/dJMcahkGU8n/7VUUDQSj6hzju6xzMslKM1/img.webp&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2FQBfOr%2FdJMcahkGU8n%2F7VUUDQSj6hzju6xzMslKM1%2Fimg.webp&quot; width=&quot;100%&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot;/&gt;&lt;/span&gt;&lt;/figure&gt;
&lt;/p&gt;

&lt;p&gt;8만 원에서 10만 원 초반 구간을 분할 매수 관점에서 접근하는 해석이 있습니다. 하루 종일 확인하기보다 목표가 알림(예: 1차 10만 원, 2차 12만 원)으로 감정 소모를 줄이고 장기(최소 3년) 관점을 함께 가져가는 방식이 제시됩니다.&lt;/p&gt;
&lt;/section&gt;

&lt;script type=&quot;application/ld+json&quot;&gt;{&quot;@context&quot;:&quot;https://schema.org&quot;,&quot;@type&quot;:&quot;FAQPage&quot;,&quot;mainEntity&quot;:[{&quot;@type&quot;:&quot;Question&quot;,&quot;name&quot;:&quot;2026년 SK이노베이션 주가 전망은 어떤 흐름으로 보나요?&quot;,&quot;acceptedAnswer&quot;:{&quot;@type&quot;:&quot;Answer&quot;,&quot;text&quot;:&quot;2026년은 정제마진 안정과 실적 회복 기대를 바탕으로 점진적 반등 구간을 노려볼 흐름으로 해석됩니다. 다만 변동성은 합병 이슈와 자회사 실적 변수에 따라 커질 수 있습니다.&quot;}},{&quot;@type&quot;:&quot;Question&quot;,&quot;name&quot;:&quot;SK E&amp;S 합병이 주가에 미치는 긍정 요인은 무엇인가요?&quot;,&quot;acceptedAnswer&quot;:{&quot;@type&quot;:&quot;Answer&quot;,&quot;text&quot;:&quot;알짜배기(SK E&amp;S)의 현금창출력을 통해 그룹 부담을 완화할 수 있다는 기대가 있습니다. 또한 정유·배터리·LNG까지 아우르는 구조 확장으로 장기 현금 흐름 안정 기대가 따라옵니다.&quot;}},{&quot;@type&quot;:&quot;Question&quot;,&quot;name&quot;:&quot;합병으로 인해 주주 입장에서 주의할 부정적 요인은 무엇인가요?&quot;,&quot;acceptedAnswer&quot;:{&quot;@type&quot;:&quot;Answer&quot;,&quot;text&quot;:&quot;합병 과정에서 신주 발행이 수반될 수 있어 단기 주당가치 희석 우려가 있습니다. 즉 사업 방향의 긍정과 별개로 단기 지표는 눌릴 수 있어 분리해서 보는 접근이 필요합니다.&quot;}},{&quot;@type&quot;:&quot;Question&quot;,&quot;name&quot;:&quot;2026년 매수 접근은 언제, 어떤 방식이 현실적일까요?&quot;,&quot;acceptedAnswer&quot;:{&quot;@type&quot;:&quot;Answer&quot;,&quot;text&quot;:&quot;8만 원에서 10만 원 초반 구간을 분할 매수 관점에서 접근하는 해석이 있습니다. 하루 종일 확인하기보다 목표가 알림(예: 1차 10만 원, 2차 12만 원)으로 감정 소모를 줄이고 장기(최소 3년) 관점을 함께 가져가는 방식이 제시됩니다.&quot;}}]}&lt;/script&gt;</description>
      <category>SKE&amp;amp;S합병시너지</category>
      <category>SKE&amp;amp;S합병효과분석</category>
      <category>SK이노베이션2026년주가전망</category>
      <category>SK이노베이션SKE&amp;amp;S합병전망</category>
      <category>sk이노베이션주가전망</category>
      <author>콜라환타1</author>
      <guid isPermaLink="true">https://zhffkghksxk.tistory.com/4</guid>
      <comments>https://zhffkghksxk.tistory.com/4#entry4comment</comments>
      <pubDate>Sat, 27 Jun 2026 04:27:16 +0900</pubDate>
    </item>
    <item>
      <title>디앤디파마텍 주가 전망 오랄링크 DD01 핵심 투자포인트 총정리</title>
      <link>https://zhffkghksxk.tistory.com/3</link>
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&quot; alt=&quot;디앤디파마텍 주가 전망 오랄링크·DD01 핵심 정리 썸네일&quot; title=&quot;디앤디파마텍 주가 전망 오랄링크·DD01 핵심 정리 썸네일&quot; loading=&quot;lazy&quot; decoding=&quot;async&quot; class=&quot;aligncenter&quot; style=&quot;display:inline-block !important;margin:0 auto !important;max-width:100%;height:auto;&quot; /&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;경구 비만치료제&lt;/strong&gt;가 투자자 관심을 끌지만, 막상 따지면 핵심은 &lt;b&gt;파이프라인&lt;/b&gt;과 &lt;b&gt;기술 검증&lt;/b&gt;이에요. 특히 &lt;span style=&quot;background-color: #fff3cd;&quot;&gt;오랄링크&lt;/span&gt;처럼 투약 난제를 푸는 기술이 있느냐가 관전 포인트고요. 오늘은 &lt;u&gt;DD01과 오랄링크&lt;/u&gt;를 중심으로 모멘텀과 체크 포인트를 정리해볼게요.&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;대부분은 주사제 트렌드&lt;/strong&gt;만 보지만, 디앤디파마텍은 “먹는 형태”와 “MASH”로 시선을 옮기고 있어요. 변동성 구간에서는 무엇을 확인해야 하는지도 함께 정리하겠습니다. &lt;/p&gt;

&lt;blockquote&gt;
  &lt;p&gt;핵심은 &lt;b&gt;오랄링크(경구 비만치료제 플랫폼)&lt;/b&gt;와 &lt;b&gt;DD01(MASH 지방간염 치료제)&lt;/b&gt; 두 축의 임상·파트너십 모멘텀이에요.&lt;/p&gt;
&lt;/blockquote&gt;

&lt;h2&gt;1. 디앤디파마텍이 주목받는 이유는 기술과 타깃이 분명해서예요&lt;/h2&gt;
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&lt;p&gt;&lt;img 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alt=&quot;글의 1. 디앤디파마텍이 주목받는 이유는 기술과 타깃이 분명해서예요 이미지&quot; title=&quot;글의 1. 디앤디파마텍이 주목받는 이유는 기술과 타깃이 분명해서예요 이미지&quot; loading=&quot;lazy&quot; decoding=&quot;async&quot; class=&quot;aligncenter crafto-middle-image&quot; data-crafto-middle=&quot;1&quot; style=&quot;display:block;margin:0 auto;max-width:100%;height:auto;&quot; /&gt;&lt;/p&gt;

&lt;p&gt;디앤디파마텍은 단순 신약 탐색에 그치지 않고, &lt;b&gt;GLP-1 기반 대사질환&lt;/b&gt; 영역에서 기술 우위를 만들려는 전략이 보여요. 투자 관점에서는 “어떤 질환을, 어떤 방식으로 치료하려는지”가 명확할수록 모멘텀 해석이 쉬워집니다.&lt;/p&gt;
&lt;p&gt;핵심 축은 두 가지예요. 하나는 &lt;b&gt;비만치료제&lt;/b&gt;에서 경구 제형화를 돕는 플랫폼인 오랄링크고, 다른 하나는 &lt;b&gt;MASH(대사이상 관련 지방간염)&lt;/b&gt; 치료를 겨냥한 DD01입니다. 이런 구조라면 뉴스가 나올 때마다 주가가 반응할 근거가 생기죠.&lt;/p&gt;

&lt;h2&gt;2. 오랄링크가 ‘먹는 비만치료제’에서 중요한 이유&lt;/h2&gt;
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&lt;p&gt;&lt;figure class=&quot;imageblock alignCenter&quot; width=&quot;100%&quot;&gt;&lt;span data-url=&quot;https://blog.kakaocdn.net/dn/bDsO6l/dJMcaaMzyg8/iA7AH14sLWECJ0hKgEjFdk/img.webp&quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/bDsO6l/dJMcaaMzyg8/iA7AH14sLWECJ0hKgEjFdk/img.webp&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/bDsO6l/dJMcaaMzyg8/iA7AH14sLWECJ0hKgEjFdk/img.webp&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2FbDsO6l%2FdJMcaaMzyg8%2FiA7AH14sLWECJ0hKgEjFdk%2Fimg.webp&quot; width=&quot;100%&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot;/&gt;&lt;/span&gt;&lt;/figure&gt;
&lt;/p&gt;

&lt;p&gt;오랄링크는 펩타이드 계열 약물을 &lt;b&gt;위산과 소화효소 환경에서 안전하게 통과&lt;/b&gt;시키는 데 초점을 둔 플랫폼으로 정리할 수 있어요. 같은 비만치료제라도 “먹는 형태가 가능한가”가 관건이라, 제형 기술이 시장 기대의 중심에 들어갑니다.&lt;/p&gt;
&lt;p&gt;여기서 한 가지 포인트는 목표가 단순히 위를 통과하는 것만이 아니라 &lt;b&gt;흡수가 잘 되는 소장까지 도달&lt;/b&gt;하도록 설계한다는 점이에요. 경구용 약은 흡수율 제약이 따라붙기 쉬운데, 오랄링크는 그 한계를 줄이는 방향으로 기대를 받습니다.&lt;/p&gt;
&lt;p&gt;&lt;span style=&quot;background-color: #e8f5e9;&quot;&gt;그리고 투자 뉴스로 이어지는 연결고리&lt;/span&gt;가 있어요. 화이자와 &lt;b&gt;경구용 비만치료제 연구용역 계약&lt;/b&gt; 이슈가 언급되며, 글로벌 비만 바이오텍 메트세라(Metsera)의 핵심 파이프라인 파트너로 거론된 흐름이 있습니다.&lt;/p&gt;

&lt;h3&gt;오랄링크에서 투자자가 자주 묻는 질문&lt;/h3&gt;
&lt;p&gt;&lt;figure class=&quot;imageblock alignCenter&quot; width=&quot;100%&quot;&gt;&lt;span data-url=&quot;https://blog.kakaocdn.net/dn/cQnqmO/dJMcabY3Tnh/SbWDrQu3BXOqUL6jQplxC0/img.webp&quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/cQnqmO/dJMcabY3Tnh/SbWDrQu3BXOqUL6jQplxC0/img.webp&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/cQnqmO/dJMcabY3Tnh/SbWDrQu3BXOqUL6jQplxC0/img.webp&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2FcQnqmO%2FdJMcabY3Tnh%2FSbWDrQu3BXOqUL6jQplxC0%2Fimg.webp&quot; width=&quot;100%&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot;/&gt;&lt;/span&gt;&lt;/figure&gt;
&lt;/p&gt;

&lt;p&gt;첫째, “왜 흡수율 문제가 중요한가”예요. 원문 흐름에서는 기존 경구 약들이 체내 흡수율이 낮아 더 많은 투여가 필요할 수 있다는 한계를 언급해요. 즉, 플랫폼이 성능을 보여주면 투약 부담과 경제성 논리까지 이어질 수 있습니다.&lt;/p&gt;
&lt;p&gt;둘째, “파트너십은 어느 단계까지 의미가 있나”예요. 연구용역 계약과 같이 협력의 성격이 단계별로 해석되는데, 투자자는 보통 다음 임상 결과나 구체적 파트너 프로그램 진척으로 기대를 확장하곤 합니다.&lt;/p&gt;

&lt;h2&gt;3. DD01은 MASH에서 어떤 기대를 만들까&lt;/h2&gt;
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&lt;p&gt;DD01은 MASH 타깃에서 간 지방을 겨냥하는 접근으로 설명돼요. 단순 체중 감량을 넘어서, &lt;b&gt;간 지방을 직접 태우는&lt;/b&gt; 이중 작용제라는 콘셉트로 정리됩니다.&lt;/p&gt;
&lt;p&gt;이중 작용제 관점에서는 GLP-1과 글루카곤 수용체 동시 작용이 언급되고, 원문에는 초기 임상에서 &lt;b&gt;단 4주 만에 간 지방 함량 50% 이상 감소&lt;/b&gt;라는 파격적 데이터가 포함돼 있어요. 이런 숫자는 임상 뉴스가 나올 때마다 시장이 다시 계산하게 만드는 재료가 됩니다.&lt;/p&gt;
&lt;p&gt;또한 2026년에는 미국에서 임상 2상이 진행 중이고, &lt;b&gt;48주 장기 데이터&lt;/b&gt;가 대형 기술이전(License-out)의 분수령으로 연결된다고 설명돼요. 게다가 미국 FDA의 &lt;b&gt;희귀의약품 ODD 지정&lt;/b&gt;이 개발 완료 시 일정 기간 시장 독점 관련 방어막 요소로 거론됩니다.&lt;/p&gt;

&lt;h3&gt;DD01 모멘텀은 ‘데이터 타이밍’으로 보는 게 편해요&lt;/h3&gt;
&lt;p&gt;투자자 입장에서는 결국 “언제 무엇이 발표되나”가 중요해요. 원문 흐름 기준으로는 하반기 임상 관련 뉴스, 그리고 48주 장기 데이터가 주가에 영향을 줄 수 있는 이벤트로 묶입니다.&lt;/p&gt;
&lt;p&gt;따라서 단기든 장기든, 캘린더를 기준으로 확인할 포인트를 만들어 두면 판단이 빨라져요. 예를 들어 간 지방 관련 지표가 유지되는지, 효능과 안전성의 균형이 어떻게 해석되는지 같은 부분을 함께 보게 됩니다.&lt;/p&gt;

&lt;h2&gt;4. 오랄링크 vs DD01 비교로 투자 체크 포인트 잡기&lt;/h2&gt;
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&lt;p&gt;둘 다 모멘텀이 있지만 성격이 달라요. 오랄링크는 &lt;b&gt;경구 제형화 플랫폼&lt;/b&gt; 쪽 기대가 중심이고, DD01은 &lt;b&gt;MASH 임상 데이터와 기술이전 가능성&lt;/b&gt;이 핵심으로 정리됩니다.&lt;/p&gt;

&lt;table border=&quot;1&quot; cellpadding=&quot;6&quot; cellspacing=&quot;0&quot; style=&quot;border-collapse:collapse; width:100%;&quot;&gt;
  &lt;tr&gt;
    &lt;th&gt;구분&lt;/th&gt;
    &lt;th&gt;오랄링크&lt;/th&gt;
    &lt;th&gt;DD01&lt;/th&gt;
  &lt;/tr&gt;
  &lt;tr&gt;
    &lt;td&gt;핵심&lt;/td&gt;
    &lt;td&gt;경구 펩타이드 제형 플랫폼&lt;/td&gt;
    &lt;td&gt;MASH 타깃 이중 작용제&lt;/td&gt;
  &lt;/tr&gt;
  &lt;tr&gt;
    &lt;td&gt;시장 반응 포인트&lt;/td&gt;
    &lt;td&gt;파트너십 진척과 제형 검증&lt;/td&gt;
    &lt;td&gt;임상 데이터 발표와 기술이전 기대&lt;/td&gt;
  &lt;/tr&gt;
  &lt;tr&gt;
    &lt;td&gt;원문 내 주요 이벤트&lt;/td&gt;
    &lt;td&gt;화이자 연구용역 계약 이슈&lt;/td&gt;
    &lt;td&gt;2상 48주 장기 데이터 및 ODD 언급&lt;/td&gt;
  &lt;/tr&gt;
&lt;/table&gt;

&lt;p&gt;어떤 사용자에게는 오랄링크가 더 직관적일 수 있어요. “먹는 형태가 실제로 가능해질까”를 궁금해하는 분들이라면 제형 플랫폼 뉴스가 더 중요한 레버가 됩니다. 반대로 MASH처럼 특정 질환에서의 임상 지표를 중심으로 보려는 분들은 DD01 쪽에 시선이 가죠.&lt;/p&gt;

&lt;h3&gt;변동성 구간에서 확인하면 좋은 실전 기준&lt;/h3&gt;
&lt;p&gt;원문 흐름에서는 주가 변동성이 강하다고 언급돼 있어요. 이런 경우에는 이벤트 뉴스에 휩쓸리기보다, 다음 발표 일정과 그 전후로 설명되는 근거가 탄탄한지부터 확인하는 편이 안전합니다.&lt;/p&gt;
&lt;p&gt;또한 장기적으로는 유동성 관리 요소도 투자자들이 체크하는 지점이에요. 원문에는 2025년 영구전환사채(CB) 발행으로 현금 확보가 언급됩니다. 신약 개발사는 당장 흑자보다 자금 흐름이 중요해지는 경우가 있어요.&lt;/p&gt;

&lt;table border=&quot;1&quot; cellpadding=&quot;6&quot; cellspacing=&quot;0&quot; style=&quot;border-collapse:collapse; width:100%;&quot;&gt;
  &lt;tr&gt;
    &lt;th&gt;전략 관점&lt;/th&gt;
    &lt;th&gt;핵심 확인&lt;/th&gt;
    &lt;th&gt;왜 중요한가&lt;/th&gt;
  &lt;/tr&gt;
  &lt;tr&gt;
    &lt;td&gt;단기&lt;/td&gt;
    &lt;td&gt;임상 데이터 발표 시점&lt;/td&gt;
    &lt;td&gt;뉴스 이벤트에 따른 재평가 가능&lt;/td&gt;
  &lt;/tr&gt;
  &lt;tr&gt;
    &lt;td&gt;중기&lt;/td&gt;
    &lt;td&gt;파트너십 진척 문구의 구체성&lt;/td&gt;
    &lt;td&gt;기대가 ‘말’에서 ‘진행’으로 이동&lt;/td&gt;
  &lt;/tr&gt;
  &lt;tr&gt;
    &lt;td&gt;장기&lt;/td&gt;
    &lt;td&gt;개발 로드맵과 자금 흐름&lt;/td&gt;
    &lt;td&gt;연속성 있는 추진 가능성 판단&lt;/td&gt;
  &lt;/tr&gt;
&lt;/table&gt;

&lt;p&gt;&lt;u&gt;결국 분기별로 볼 것은 두 가지&lt;/u&gt;예요. 하나는 “임상에서 무엇이 확정됐는지”, 다른 하나는 “그 확정이 기술이전이나 상업화 논리로 이어질지”입니다. 이 두 축이 맞물릴 때 기대가 가장 탄탄해져요.&lt;/p&gt;

&lt;h2&gt;5. 뉴스 외에 일상 관점에서 알아두면 좋은 포인트도 있어요&lt;/h2&gt;
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&lt;p&gt;원문에는 비만치료제의 현실적인 사용 맥락도 함께 다뤄요. 현재 널리 쓰이는 주사제는 펩타이드 단백질 성분이라 냉장 보관(2~8도)이 필요하다는 점이 언급됩니다. 즉, 경구화가 성공하면 환자 편의성이 커질 수 있다는 배경이 됩니다.&lt;/p&gt;
&lt;p&gt;또한 GLP-1 계열 약은 위장 운동이 느려져 포만감을 유도하는 원리라 초기에는 메스꺼움, 구토, 소화불량 같은 증상이 나타날 수 있다고 정리돼 있어요. 투자 관점에서는 임상 이후 상업화 과정에서 안전성·내약성 커뮤니케이션이 중요해지는 이유가 되기도 합니다.&lt;/p&gt;
&lt;p&gt;그리고 배출 관련 안내도 포함돼요. 펜형 주사기 폐기 시 일반 쓰레기와 섞지 말고 밀폐 용기에 모아 동네 약국의 폐의약품 수거함에 넣는 방식이 제시됩니다. &lt;span style=&quot;background-color: #dbeafe;&quot;&gt;이런 생활 정보는 실제 시장 확장 논의에서 이해도를 높여주는 부분&lt;/span&gt;이라, 관심 있는 분들은 같이 체크해두면 좋아요.&lt;/p&gt;

&lt;h2&gt;마무리 결론&lt;/h2&gt;
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&lt;p&gt;디앤디파마텍 주가를 움직일 핵심은 &lt;strong&gt;오랄링크 기반 경구 비만치료제&lt;/strong&gt;와 &lt;strong&gt;DD01의 MASH 임상 데이터&lt;/strong&gt;로 요약됩니다. 화이자와의 연구용역 계약 이슈와 2상 48주 장기 데이터 같은 이벤트가 재평가 트리거가 될 가능성이 커요.&lt;/p&gt;
&lt;p&gt;따라서 접근은 &lt;u&gt;이벤트 캘린더&lt;/u&gt;와 &lt;u&gt;임상 근거&lt;/u&gt;를 중심으로 정리해서 보시는 쪽이 편합니다. 추천 대상은 “기술이전과 임상 지표 흐름을 함께 읽고 싶은 분”이에요.&lt;/p&gt;

&lt;section class=&quot;faq-section&quot;&gt;
&lt;h2&gt;자주 묻는 질문&lt;/h2&gt;
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&lt;h3&gt;디앤디파마텍이 주가에서 주목받는 가장 큰 이유는 무엇인가요?&lt;/h3&gt;
&lt;p&gt;오랄링크(경구 비만치료제 플랫폼)와 DD01(MASH 지방간염 치료제)의 두 축이어서 모멘텀 해석이 비교적 명확합니다.&lt;/p&gt;
&lt;h3&gt;오랄링크에서 투자자가 특히 확인해야 할 포인트는 무엇인가요?&lt;/h3&gt;
&lt;p&gt;위산·소화효소 환경을 통과해 소장 흡수까지 노리는 제형 기술 검증과, 파트너십 진척이 다음 임상/협력 단계로 연결되는지입니다.&lt;/p&gt;
&lt;h3&gt;DD01의 시장 반응을 좌우할 체크 포인트는 무엇인가요?&lt;/h3&gt;
&lt;p&gt;간 지방 함량 감소 같은 임상 효능 신호와 48주 장기 데이터, 그리고 2026년 미국 임상 2상 및 ODD 관련 진행 상황입니다.&lt;/p&gt;
&lt;h3&gt;변동성 구간에서 주가를 볼 때 어떤 방식으로 접근하는 게 좋나요?&lt;/h3&gt;
&lt;p&gt;이벤트 뉴스에 휩쓸리기보다 발표 일정(임상 데이터 타이밍)과 그 근거의 일관성을 중심으로 확인하고, 기술이전 가능성까지 이어지는지 같이 보시는 것이 유리합니다.&lt;/p&gt;
&lt;/section&gt;

&lt;script type=&quot;application/ld+json&quot;&gt;{&quot;@context&quot;:&quot;https://schema.org&quot;,&quot;@type&quot;:&quot;FAQPage&quot;,&quot;mainEntity&quot;:[{&quot;@type&quot;:&quot;Question&quot;,&quot;name&quot;:&quot;디앤디파마텍이 주가에서 주목받는 가장 큰 이유는 무엇인가요?&quot;,&quot;acceptedAnswer&quot;:{&quot;@type&quot;:&quot;Answer&quot;,&quot;text&quot;:&quot;오랄링크(경구 비만치료제 플랫폼)와 DD01(MASH 지방간염 치료제)의 두 축이어서 모멘텀 해석이 비교적 명확합니다.&quot;}},{&quot;@type&quot;:&quot;Question&quot;,&quot;name&quot;:&quot;오랄링크에서 투자자가 특히 확인해야 할 포인트는 무엇인가요?&quot;,&quot;acceptedAnswer&quot;:{&quot;@type&quot;:&quot;Answer&quot;,&quot;text&quot;:&quot;위산·소화효소 환경을 통과해 소장 흡수까지 노리는 제형 기술 검증과, 파트너십 진척이 다음 임상/협력 단계로 연결되는지입니다.&quot;}},{&quot;@type&quot;:&quot;Question&quot;,&quot;name&quot;:&quot;DD01의 시장 반응을 좌우할 체크 포인트는 무엇인가요?&quot;,&quot;acceptedAnswer&quot;:{&quot;@type&quot;:&quot;Answer&quot;,&quot;text&quot;:&quot;간 지방 함량 감소 같은 임상 효능 신호와 48주 장기 데이터, 그리고 2026년 미국 임상 2상 및 ODD 관련 진행 상황입니다.&quot;}},{&quot;@type&quot;:&quot;Question&quot;,&quot;name&quot;:&quot;변동성 구간에서 주가를 볼 때 어떤 방식으로 접근하는 게 좋나요?&quot;,&quot;acceptedAnswer&quot;:{&quot;@type&quot;:&quot;Answer&quot;,&quot;text&quot;:&quot;이벤트 뉴스에 휩쓸리기보다 발표 일정(임상 데이터 타이밍)과 그 근거의 일관성을 중심으로 확인하고, 기술이전 가능성까지 이어지는지 같이 보시는 것이 유리합니다.&quot;}}]}&lt;/script&gt;</description>
      <category>디앤디파마텍DD01핵심정리</category>
      <category>디앤디파마텍오랄링크</category>
      <category>디앤디파마텍주가분석</category>
      <category>디앤디파마텍주가예상</category>
      <category>디앤디파마텍주가전망</category>
      <author>콜라환타1</author>
      <guid isPermaLink="true">https://zhffkghksxk.tistory.com/3</guid>
      <comments>https://zhffkghksxk.tistory.com/3#entry3comment</comments>
      <pubDate>Fri, 26 Jun 2026 22:04:00 +0900</pubDate>
    </item>
    <item>
      <title>올릭스 주가 전망 2026년 하반기 비만&amp;middot;황반변성 핵심 모멘텀 정리</title>
      <link>https://zhffkghksxk.tistory.com/2</link>
      <description>&lt;p class=&quot;crafto-image-center has-text-align-center&quot; align=&quot;center&quot; style=&quot;text-align:center;&quot;&gt;&lt;figure class=&quot;imageblock alignCenter&quot; width=&quot;100%&quot;&gt;&lt;span data-url=&quot;https://blog.kakaocdn.net/dn/dmgDBy/dJMcabEGH0o/3UhQqXuKnmlHRlFp4Kq6ZK/img.webp&quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/dmgDBy/dJMcabEGH0o/3UhQqXuKnmlHRlFp4Kq6ZK/img.webp&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/dmgDBy/dJMcabEGH0o/3UhQqXuKnmlHRlFp4Kq6ZK/img.webp&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2FdmgDBy%2FdJMcabEGH0o%2F3UhQqXuKnmlHRlFp4Kq6ZK%2Fimg.webp&quot; width=&quot;100%&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot;/&gt;&lt;/span&gt;&lt;/figure&gt;
&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;바이오주는 한 줄 뉴스에 주가가 흔들리기 쉬워서&lt;/strong&gt; 궁금해도 접근이 망설여지곤 해요. 다만 올릭스는 &lt;span style=&quot;background-color:#fff3cd;&quot;&gt;현금 체력&lt;/span&gt;과 하반기 &lt;strong&gt;비만&lt;/strong&gt;, &lt;strong&gt;황반변성&lt;/strong&gt; 모멘텀이 함께 거론되는 구간이라 살펴볼 만합니다. 오늘은 2026년 하반기 관점에서 &lt;b&gt;파이프라인&lt;/b&gt;과 &lt;u&gt;확인 포인트&lt;/u&gt;를 정리해보겠습니다.&lt;/p&gt;

&lt;p&gt;특히 투자 판단에서 중요한 건 “기대”만이 아니라 &lt;span style=&quot;background-color:#e6f7ff;&quot;&gt;공식 공시로 확인 가능한 근거&lt;/span&gt;예요. 아래에서 비중 조절, 공시 확인, 학회 일정 체크까지 한 번에 볼 수 있게 구성할게요.&lt;/p&gt;

&lt;blockquote&gt;
  &lt;b&gt;요약&lt;/b&gt; 올릭스는 2026년 하반기 비만 및 안질환 파이프라인 기대와 함께, 2,400억 원 이상 현금 확보로 연구 지속 여력을 강조받는 흐름이에요. 투자자는 DART 공시 확인과 비중 조절, 학회 일정 점검을 함께 가져가면 좋아요.
&lt;/blockquote&gt;

&lt;h2&gt;1. 올릭스 주가가 주목받는 이유는 무엇일까&lt;/h2&gt;
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&lt;p&gt;&lt;figure class=&quot;imageblock alignCenter&quot; width=&quot;100%&quot;&gt;&lt;span data-url=&quot;https://blog.kakaocdn.net/dn/OkAsd/dJMcabEGH0M/sdGI2Y1xu98U0Us8K2kNPK/img.webp&quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/OkAsd/dJMcabEGH0M/sdGI2Y1xu98U0Us8K2kNPK/img.webp&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/OkAsd/dJMcabEGH0M/sdGI2Y1xu98U0Us8K2kNPK/img.webp&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2FOkAsd%2FdJMcabEGH0M%2FsdGI2Y1xu98U0Us8K2kNPK%2Fimg.webp&quot; width=&quot;100%&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot;/&gt;&lt;/span&gt;&lt;/figure&gt;
&lt;/p&gt;

&lt;p&gt;올릭스가 시장 관심을 받는 배경에는 &lt;strong&gt;현금 체력&lt;/strong&gt;이 크게 자리합니다. 원문 기준으로 2026년 6월 중순 시점 올릭스 주가는 약 &lt;b&gt;13만 원~14만 원대&lt;/b&gt;에서 견조한 흐름으로 언급돼요. 이 구간에서 증권가 평가는 “하반기 모멘텀이 많고 주가는 아직 싸다”는 식으로 정리됩니다.&lt;/p&gt;
&lt;p&gt;여기에 더해, 잦은 유상증자로 피로감을 주는 다른 바이오 기업과 달리 자금 조달이 이어지며 &lt;b&gt;향후 4~6년간 R&amp;D를 문제없이 진행할 수 있는 현금&lt;/b&gt;을 확보했다는 점이 핵심으로 나옵니다. 즉 “기술이 있는지”뿐 아니라 “버틸 수 있는 자금이 있는지”가 함께 평가받는 구조예요.&lt;/p&gt;
&lt;p&gt;또 하나는 오버행 이슈입니다. 원문에서는 지난해 말 전환사채(CB)가 전량 보통주로 전환되며 부채 상환 부담이 줄었다고 설명해요. 악재가 사라진 가벼운 상태라는 표현이 나온 만큼, 단기 수급 불확실성 완화 기대가 반영될 여지도 있습니다.&lt;/p&gt;

&lt;h2&gt;2. 2026년 하반기 핵심 모멘텀은 비만과 황반변성&lt;/h2&gt;
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&lt;p&gt;&lt;figure class=&quot;imageblock alignCenter&quot; width=&quot;100%&quot;&gt;&lt;span data-url=&quot;https://blog.kakaocdn.net/dn/ABZNc/dJMcabEGH04/WBzyCGWp1FwlAov5HY6tc0/img.webp&quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/ABZNc/dJMcabEGH04/WBzyCGWp1FwlAov5HY6tc0/img.webp&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/ABZNc/dJMcabEGH04/WBzyCGWp1FwlAov5HY6tc0/img.webp&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2FABZNc%2FdJMcabEGH04%2FWBzyCGWp1FwlAov5HY6tc0%2Fimg.webp&quot; width=&quot;100%&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot;/&gt;&lt;/span&gt;&lt;/figure&gt;
&lt;/p&gt;

&lt;p&gt;하반기에서 시장이 특히 주목하는 축은 &lt;strong&gt;비만 치료제&lt;/strong&gt;와 &lt;strong&gt;황반변성 등 안질환&lt;/strong&gt;입니다. 원문 기준으로 올릭스는 기존 간 질환 중심에서 지방조직과 중추신경계(CNS)로 확장을 추진하는 &lt;b&gt;OASIS 2.0&lt;/b&gt; 전략을 가동 중이라고 해요. 이런 확장 스토리가 “연구가 어디로 가는지”를 구체적으로 보여주는 역할을 합니다.&lt;/p&gt;
&lt;p&gt;비만 치료제는 &lt;b&gt;OLX501A, OLX301A&lt;/b&gt;가 언급됩니다. 전 세계적으로 관심이 큰 영역인 만큼 글로벌 제약사들과 기술이전(라이선스 아웃) 협의가 진행 중이라는 포인트가 있어요. 이런 논의는 단순 뉴스 기대를 넘어, 성과가 확인되면 시장 재평가로 이어질 수 있다는 기대가 붙습니다.&lt;/p&gt;
&lt;p&gt;안질환 쪽에서는 황반변성 및 안질환 관련 임상이 순조롭게 진전되고, 하반기에 기술 수출 기대감이 높아졌다는 흐름으로 정리돼요. 원문에서는 연구에 그치지 않고 실제 성과로 연결될 가능성을 포인트로 듭니다. 투자 관점에서는 “임상 진행”과 “기술 고도화 단계” 같은 단어가 실제로는 이후 공시에서 어떤 형태로 나타나는지 확인하는 게 중요해요.&lt;/p&gt;

&lt;h2&gt;3. 올릭스 파이프라인을 한눈에 비교해보면 무엇이 보일까&lt;/h2&gt;
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&lt;p&gt;&lt;figure class=&quot;imageblock alignCenter&quot; width=&quot;100%&quot;&gt;&lt;span data-url=&quot;https://blog.kakaocdn.net/dn/eibxms/dJMcaglG39W/dCe4izBKoZsMTrY0akKYfk/img.webp&quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/eibxms/dJMcaglG39W/dCe4izBKoZsMTrY0akKYfk/img.webp&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/eibxms/dJMcaglG39W/dCe4izBKoZsMTrY0akKYfk/img.webp&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2Feibxms%2FdJMcaglG39W%2FdCe4izBKoZsMTrY0akKYfk%2Fimg.webp&quot; width=&quot;100%&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot;/&gt;&lt;/span&gt;&lt;/figure&gt;
&lt;/p&gt;

&lt;p&gt;말로 들으면 헷갈릴 수 있으니, 원문 내용을 기준으로 파이프라인을 비교해볼게요. 핵심은 각 질환군이 &lt;strong&gt;어떤 논의 단계&lt;/strong&gt;에 있는지와 &lt;strong&gt;기대 요소&lt;/strong&gt;가 무엇으로 연결되는지입니다.&lt;/p&gt;

&lt;table&gt;
  &lt;thead&gt;
    &lt;tr&gt;
      &lt;th&gt;파이프라인&lt;/th&gt;
      &lt;th&gt;질환군&lt;/th&gt;
      &lt;th&gt;주요 특징 및 현재 상황&lt;/th&gt;
      &lt;th&gt;기대 요소&lt;/th&gt;
    &lt;/tr&gt;
  &lt;/thead&gt;
  &lt;tbody&gt;
    &lt;tr&gt;
      &lt;td&gt;OLX501A, OLX301A&lt;/td&gt;
      &lt;td&gt;비만 치료제&lt;/td&gt;
      &lt;td&gt;글로벌 제약사와 기술이전 논의 중&lt;/td&gt;
      &lt;td&gt;하반기 최대 주가 상승 모멘텀&lt;/td&gt;
    &lt;/tr&gt;
    &lt;tr&gt;
      &lt;td&gt;주요 임상 라인&lt;/td&gt;
      &lt;td&gt;탈모 치료제&lt;/td&gt;
      &lt;td&gt;남녀노소 관심 폭발, 임상 진행 순항&lt;/td&gt;
      &lt;td&gt;상용화 시 시장 규모 확보&lt;/td&gt;
    &lt;/tr&gt;
    &lt;tr&gt;
      &lt;td&gt;주요 임상 라인&lt;/td&gt;
      &lt;td&gt;황반변성 및 안질환&lt;/td&gt;
      &lt;td&gt;임상 진전 및 기술 고도화 단계&lt;/td&gt;
      &lt;td&gt;노령화 수요 지속, 기술 관련 성과 기대&lt;/td&gt;
    &lt;/tr&gt;
    &lt;tr&gt;
      &lt;td&gt;주요 임상 라인&lt;/td&gt;
      &lt;td&gt;비대흉터 치료제&lt;/td&gt;
      &lt;td&gt;순조로운 임상 진행 현황 업데이트&lt;/td&gt;
      &lt;td&gt;미용·성형 시장 연계 안정적 수익 기대&lt;/td&gt;
    &lt;/tr&gt;
  &lt;/tbody&gt;
&lt;/table&gt;

&lt;p&gt;여기서 중요한 건 “전부 기대”라고 뭉뚱그리기보다, 비만은 기술이전 논의 흐름이 두드러지고 안질환은 임상 진전과 고도화 단계가 핵심이라는 점이에요. 탈모는 임상 순항이 강조되고 비대흉터는 업데이트 성격이 언급됩니다. 이런 차이를 알고 있으면, 하반기 뉴스가 나왔을 때 시장이 어떤 부분에 반응했는지 더 빨리 읽을 수 있어요.&lt;/p&gt;

&lt;p&gt;또 한 가지는 가격 구간과의 연결입니다. 원문에서는 주가가 &lt;b&gt;13만 원~14만 원대&lt;/b&gt;에서 견조하다고 했는데, 투자자가 “어느 모멘텀이 이미 가격에 반영됐는지”를 스스로 체크해야 해요. 이 판단은 결국 공시와 일정 확인으로 좁혀집니다.&lt;/p&gt;

&lt;h2&gt;4. 바이오 투자에서 실제로 써먹는 체크 방법&lt;/h2&gt;
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&lt;p&gt;&lt;figure class=&quot;imageblock alignCenter&quot; width=&quot;100%&quot;&gt;&lt;span data-url=&quot;https://blog.kakaocdn.net/dn/Eeb2L/dJMcaaFRFpp/YfSKIzkbgeH86XVuhrntKk/img.webp&quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/Eeb2L/dJMcaaFRFpp/YfSKIzkbgeH86XVuhrntKk/img.webp&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/Eeb2L/dJMcaaFRFpp/YfSKIzkbgeH86XVuhrntKk/img.webp&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2FEeb2L%2FdJMcaaFRFpp%2FYfSKIzkbgeH86XVuhrntKk%2Fimg.webp&quot; width=&quot;100%&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot;/&gt;&lt;/span&gt;&lt;/figure&gt;
&lt;/p&gt;

&lt;p&gt;바이오에서 정보 출처가 흔들리면 판단도 함께 흔들려요. 원문 기준으로 &lt;strong&gt;DART(전자공시시스템) 확인은 필수&lt;/strong&gt;라고 강조합니다. 인터넷 뉴스나 찌라시에 의존하기보다, 회사의 자금 조달 계획이나 임상 결과 발표 같은 내용이 &lt;b&gt;공식 공시 자료로 어떻게 정리돼 있는지&lt;/b&gt;를 먼저 보라는 흐름이에요.&lt;/p&gt;
&lt;p&gt;그리고 비중 조절이 함께 와야 합니다. 원문에서는 아무리 좋아 보이는 구간이어도 바이오 섹터는 변동성이 크기 때문에 투자금의 &lt;b&gt;10~20% 내외&lt;/b&gt;로 비중을 조절해 포트폴리오를 다각화하는 방식이 안전하다고 정리돼요. 이건 “승률”을 높이기 위한 문장이 아니라, 흔들릴 때 계좌가 버티게 만드는 방식에 가깝습니다.&lt;/p&gt;

&lt;table&gt;
  &lt;thead&gt;
    &lt;tr&gt;
      &lt;th&gt;체크 항목&lt;/th&gt;
      &lt;th&gt;왜 중요한가&lt;/th&gt;
      &lt;th&gt;실행 방법&lt;/th&gt;
    &lt;/tr&gt;
  &lt;/thead&gt;
  &lt;tbody&gt;
    &lt;tr&gt;
      &lt;td&gt;DART 공시&lt;/td&gt;
      &lt;td&gt;사실 여부를 공식 문서로 확인&lt;/td&gt;
      &lt;td&gt;자금 조달과 임상 관련 공시 먼저 확인&lt;/td&gt;
    &lt;/tr&gt;
    &lt;tr&gt;
      &lt;td&gt;비중 조절&lt;/td&gt;
      &lt;td&gt;변동성 대응과 리스크 관리&lt;/td&gt;
      &lt;td&gt;투자금의 10~20% 내외 분산 기준&lt;/td&gt;
    &lt;/tr&gt;
    &lt;tr&gt;
      &lt;td&gt;학회 일정&lt;/td&gt;
      &lt;td&gt;연구 결과 발표 시점에 주가 반응 가능&lt;/td&gt;
      &lt;td&gt;ASCO, JP모건 헬스케어 컨퍼런스 등 일정 확인&lt;/td&gt;
    &lt;/tr&gt;
  &lt;/tbody&gt;
&lt;/table&gt;

&lt;p&gt;&lt;u&gt;학회 일정 체크&lt;/u&gt;도 꼭 챙겨보세요. 원문에서는 글로벌 바이오 학회 시즌에 기업들이 중요한 연구 결과를 발표하므로, 해당 시기에 맞춰 주가 흐름을 살피는 게 좋다고 설명합니다. 예로 ASCO, JP모건 헬스케어 컨퍼런스 등이 언급돼요.&lt;/p&gt;
&lt;p&gt;여기서 오해하기 쉬운 점이 있어요. 학회가 곧 “결과 확정”을 의미하진 않아서, 발표 내용이 실제로 임상 데이터인지, 후속 단계가 무엇인지 공시로 다시 확인하는 과정이 필요합니다. 결국 좋은 흐름도 검증을 거쳐야 투자 판단이 단단해져요.&lt;/p&gt;

&lt;h2&gt;5. 정리 결론 투자 관점에서 어떻게 볼까&lt;/h2&gt;
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&lt;p&gt;&lt;figure class=&quot;imageblock alignCenter&quot; width=&quot;100%&quot;&gt;&lt;span data-url=&quot;https://blog.kakaocdn.net/dn/poKto/dJMcafUGoUC/y6EIkLtraYlmWfuqFOr871/img.webp&quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/poKto/dJMcafUGoUC/y6EIkLtraYlmWfuqFOr871/img.webp&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/poKto/dJMcafUGoUC/y6EIkLtraYlmWfuqFOr871/img.webp&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2FpoKto%2FdJMcafUGoUC%2Fy6EIkLtraYlmWfuqFOr871%2Fimg.webp&quot; width=&quot;100%&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot;/&gt;&lt;/span&gt;&lt;/figure&gt;
&lt;/p&gt;

&lt;p&gt;올릭스는 원문 기준으로 &lt;b&gt;2,400억 원 이상의 현금&lt;/b&gt;을 바탕으로 재무 리스크를 털어낸 흐름이 언급됩니다. 여기에 2026년 하반기 비만 치료제와 황반변성 등 핵심 파이프라인 모멘텀이 함께 거론돼요. 한 문장으로 연결하면 “연구를 이어갈 자금과, 시장이 반응할 만한 이벤트가 같이 보인다”는 구조입니다.&lt;/p&gt;
&lt;p&gt;다만 접근은 단순 기대보다 확인 중심이 좋아요. &lt;strong&gt;DART로 사실을 점검&lt;/strong&gt;하고, &lt;strong&gt;비중 조절&lt;/strong&gt;로 변동성을 감당하는 방식이 가장 현실적입니다. 하반기에는 학회 발표 타이밍도 같이 보되, 발표가 공시로 어떻게 이어지는지까지 체크해보는 게 핵심이에요.&lt;/p&gt;
&lt;p&gt;&lt;b&gt;추천 대상&lt;/b&gt;은 바이오 섹터에서 파이프라인 흐름과 이벤트 타이밍을 함께 추적하는 분들이에요. &lt;b&gt;체크 포인트&lt;/b&gt;는 현금 체력, 기술이전 협의 진행 상황, 임상 진전의 공시 확인, 학회 시즌 일정입니다.&lt;/p&gt;

&lt;section class=&quot;faq-section&quot;&gt;
&lt;h2&gt;자주 묻는 질문&lt;/h2&gt;
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&lt;p&gt;&lt;figure class=&quot;imageblock alignCenter&quot; width=&quot;100%&quot;&gt;&lt;span data-url=&quot;https://blog.kakaocdn.net/dn/beNvF1/dJMcaglG4ad/jG6tk5ofGZLDHPuqgOls21/img.webp&quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/beNvF1/dJMcaglG4ad/jG6tk5ofGZLDHPuqgOls21/img.webp&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/beNvF1/dJMcaglG4ad/jG6tk5ofGZLDHPuqgOls21/img.webp&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2FbeNvF1%2FdJMcaglG4ad%2FjG6tk5ofGZLDHPuqgOls21%2Fimg.webp&quot; width=&quot;100%&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot;/&gt;&lt;/span&gt;&lt;/figure&gt;
&lt;/p&gt;

&lt;h3&gt;올릭스 주가가 2026년 하반기에 주목받는 가장 큰 이유는 무엇인가요?&lt;/h3&gt;
&lt;p&gt;&lt;figure class=&quot;imageblock alignCenter&quot; width=&quot;100%&quot;&gt;&lt;span data-url=&quot;https://blog.kakaocdn.net/dn/YH2Dz/dJMcageW3cJ/gjWPaP52XnEOELgg1AFlC1/img.webp&quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/YH2Dz/dJMcageW3cJ/gjWPaP52XnEOELgg1AFlC1/img.webp&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/YH2Dz/dJMcageW3cJ/gjWPaP52XnEOELgg1AFlC1/img.webp&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2FYH2Dz%2FdJMcageW3cJ%2FgjWPaP52XnEOELgg1AFlC1%2Fimg.webp&quot; width=&quot;100%&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot;/&gt;&lt;/span&gt;&lt;/figure&gt;
&lt;/p&gt;

&lt;p&gt;현금 체력 확보로 연구 지속 여력이 함께 거론되기 때문입니다. 여기에 비만·황반변성 모멘텀이 하반기 이벤트로 연결될 수 있다는 평가가 붙습니다.&lt;/p&gt;
&lt;h3&gt;2026년 하반기 올릭스의 핵심 모멘텀은 어떤 파이프라인에 해당하나요?&lt;/h3&gt;
&lt;p&gt;&lt;figure class=&quot;imageblock alignCenter&quot; width=&quot;100%&quot;&gt;&lt;span data-url=&quot;https://blog.kakaocdn.net/dn/bDYMD2/dJMcaglG4aq/9suZKzoo5sYP0YxtYeD791/img.webp&quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/bDYMD2/dJMcaglG4aq/9suZKzoo5sYP0YxtYeD791/img.webp&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/bDYMD2/dJMcaglG4aq/9suZKzoo5sYP0YxtYeD791/img.webp&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2FbDYMD2%2FdJMcaglG4aq%2F9suZKzoo5sYP0YxtYeD791%2Fimg.webp&quot; width=&quot;100%&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot;/&gt;&lt;/span&gt;&lt;/figure&gt;
&lt;/p&gt;

&lt;p&gt;비만 치료제(OLX501A, OLX301A)와 황반변성 등 안질환 계열이 핵심으로 언급됩니다. 비만은 기술이전 논의 흐름, 안질환은 임상 진전과 기술 고도화 단계가 주요 포인트입니다.&lt;/p&gt;
&lt;h3&gt;투자 판단에서 “기대”보다 무엇을 먼저 확인해야 하나요?&lt;/h3&gt;
&lt;p&gt;&lt;figure class=&quot;imageblock alignCenter&quot; width=&quot;100%&quot;&gt;&lt;span data-url=&quot;https://blog.kakaocdn.net/dn/nNk3f/dJMcaglG4ar/aufbdxgbrBw6iVkaZaas1k/img.webp&quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/nNk3f/dJMcaglG4ar/aufbdxgbrBw6iVkaZaas1k/img.webp&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/nNk3f/dJMcaglG4ar/aufbdxgbrBw6iVkaZaas1k/img.webp&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2FnNk3f%2FdJMcaglG4ar%2FaufbdxgbrBw6iVkaZaas1k%2Fimg.webp&quot; width=&quot;100%&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot;/&gt;&lt;/span&gt;&lt;/figure&gt;
&lt;/p&gt;

&lt;p&gt;DART 공시로 사실 여부를 먼저 확인하는 것이 우선입니다. 자금 조달 계획과 임상 관련 공시가 어떻게 정리됐는지 점검하는 방식이 중요합니다.&lt;/p&gt;
&lt;h3&gt;하반기 뉴스나 학회 일정은 어떻게 활용해 체크하면 좋나요?&lt;/h3&gt;
&lt;p&gt;&lt;figure class=&quot;imageblock alignCenter&quot; width=&quot;100%&quot;&gt;&lt;span data-url=&quot;https://blog.kakaocdn.net/dn/bS3ZwT/dJMcaiX3Xxp/hy43QnmaKZ2t0uX32NS1qk/img.webp&quot; data-phocus=&quot;https://blog.kakaocdn.net/dn/bS3ZwT/dJMcaiX3Xxp/hy43QnmaKZ2t0uX32NS1qk/img.webp&quot;&gt;&lt;img src=&quot;https://blog.kakaocdn.net/dn/bS3ZwT/dJMcaiX3Xxp/hy43QnmaKZ2t0uX32NS1qk/img.webp&quot; srcset=&quot;https://img1.daumcdn.net/thumb/R1280x0/?scode=mtistory2&amp;amp;fname=https%3A%2F%2Fblog.kakaocdn.net%2Fdn%2FbS3ZwT%2FdJMcaiX3Xxp%2Fhy43QnmaKZ2t0uX32NS1qk%2Fimg.webp&quot; width=&quot;100%&quot; onerror=&quot;this.onerror=null; this.src='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png'; this.srcset='//t1.daumcdn.net/tistory_admin/static/images/no-image-v1.png';&quot;/&gt;&lt;/span&gt;&lt;/figure&gt;
&lt;/p&gt;

&lt;p&gt;ASCO, JP모건 헬스케어 컨퍼런스 같은 학회 시즌 일정을 함께 보고, 발표 내용이 공시로 어떻게 이어지는지 확인하세요. 학회 발표가 곧 결과 확정은 아니므로 임상 단계와 데이터 성격을 재확인하는 절차가 필요합니다.&lt;/p&gt;
&lt;/section&gt;

&lt;script type=&quot;application/ld+json&quot;&gt;{&quot;@context&quot;:&quot;https://schema.org&quot;,&quot;@type&quot;:&quot;FAQPage&quot;,&quot;mainEntity&quot;:[{&quot;@type&quot;:&quot;Question&quot;,&quot;name&quot;:&quot;올릭스 주가가 2026년 하반기에 주목받는 가장 큰 이유는 무엇인가요?&quot;,&quot;acceptedAnswer&quot;:{&quot;@type&quot;:&quot;Answer&quot;,&quot;text&quot;:&quot;현금 체력 확보로 연구 지속 여력이 함께 거론되기 때문입니다. 여기에 비만·황반변성 모멘텀이 하반기 이벤트로 연결될 수 있다는 평가가 붙습니다.&quot;}},{&quot;@type&quot;:&quot;Question&quot;,&quot;name&quot;:&quot;2026년 하반기 올릭스의 핵심 모멘텀은 어떤 파이프라인에 해당하나요?&quot;,&quot;acceptedAnswer&quot;:{&quot;@type&quot;:&quot;Answer&quot;,&quot;text&quot;:&quot;비만 치료제(OLX501A, OLX301A)와 황반변성 등 안질환 계열이 핵심으로 언급됩니다. 비만은 기술이전 논의 흐름, 안질환은 임상 진전과 기술 고도화 단계가 주요 포인트입니다.&quot;}},{&quot;@type&quot;:&quot;Question&quot;,&quot;name&quot;:&quot;투자 판단에서 “기대”보다 무엇을 먼저 확인해야 하나요?&quot;,&quot;acceptedAnswer&quot;:{&quot;@type&quot;:&quot;Answer&quot;,&quot;text&quot;:&quot;DART 공시로 사실 여부를 먼저 확인하는 것이 우선입니다. 자금 조달 계획과 임상 관련 공시가 어떻게 정리됐는지 점검하는 방식이 중요합니다.&quot;}},{&quot;@type&quot;:&quot;Question&quot;,&quot;name&quot;:&quot;하반기 뉴스나 학회 일정은 어떻게 활용해 체크하면 좋나요?&quot;,&quot;acceptedAnswer&quot;:{&quot;@type&quot;:&quot;Answer&quot;,&quot;text&quot;:&quot;ASCO, JP모건 헬스케어 컨퍼런스 같은 학회 시즌 일정을 함께 보고, 발표 내용이 공시로 어떻게 이어지는지 확인하세요. 학회 발표가 곧 결과 확정은 아니므로 임상 단계와 데이터 성격을 재확인하는 절차가 필요합니다.&quot;}}]}&lt;/script&gt;</description>
      <category>비만핵심모멘텀</category>
      <category>비만황반변성관련주</category>
      <category>올릭스2026년하반기</category>
      <category>올릭스주가전망</category>
      <category>황반변성핵심모멘텀</category>
      <author>콜라환타1</author>
      <guid isPermaLink="true">https://zhffkghksxk.tistory.com/2</guid>
      <comments>https://zhffkghksxk.tistory.com/2#entry2comment</comments>
      <pubDate>Fri, 26 Jun 2026 20:50:55 +0900</pubDate>
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