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    <title>C&amp;amp;K Futures 님의 블로그</title>
    <link>https://ckfutures.tistory.com/</link>
    <description>전자기기 비교, 각종 뉴스와 정보를 한 곳에서 살펴보세요~!!</description>
    <language>ko</language>
    <pubDate>Sat, 24 Oct 2026 12:11:09 +0900</pubDate>
    <generator>TISTORY</generator>
    <ttl>100</ttl>
    <managingEditor>ckfutures</managingEditor>
    <image>
      <title>C&amp;amp;K Futures 님의 블로그</title>
      <url>https://tistory1.daumcdn.net/tistory/9042590/attach/89ff01805f3e449ca8380ce4265d4741</url>
      <link>https://ckfutures.tistory.com</link>
    </image>
    <item>
      <title>국내 대학 순위의 모든 것: 2026 최신 동향과 분석</title>
      <link>https://ckfutures.tistory.com/64</link>
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&quot; alt=&quot;국내 대학 순위의 모든 것: 2026 최신 동향과 분석&quot; /&gt;&lt;/div&gt;
&lt;div class=&quot;info-article-container&quot;&gt;
&lt;div class=&quot;info-summary-card&quot;&gt;
&lt;h4 data-ke-size=&quot;size20&quot;&gt;  한 눈에 보는 핵심 마스터 요약&lt;/h4&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;국내 대학 순위는 다양한 평가 기준에 따라 대학의 성과와 경쟁력을 비교하여 순위를 매기는 과정입니다.&lt;/p&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;QS 세계 대학 랭킹은 &lt;b&gt;2004년&lt;/b&gt; 시작되었습니다.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;평판 조사&lt;/b&gt;와 학문적 성과가 주요 평가 기준입니다.&lt;/li&gt;
&lt;li&gt;최근 &lt;b&gt;AI, 반도체&lt;/b&gt; 등의 분야가 순위 변동에 큰 영향을 미칩니다.&lt;/li&gt;
&lt;li&gt;2026년에는 &lt;b&gt;한양대&lt;/b&gt;가 공대 분야에서 강세를 보이며 순위 상승을 보였습니다.&lt;/li&gt;
&lt;li&gt;지역 거점 국립대의 위상이 &lt;b&gt;상승&lt;/b&gt;하고 있습니다.&lt;/li&gt;
&lt;/ul&gt;
&lt;/div&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;1. 정의와 등장 배경 (이 기술/개념이 왜 필요했을까?)&lt;/h2&gt;
&lt;div class=&quot;info-definition-box&quot;&gt;&lt;b&gt;국내 대학 순위&lt;/b&gt;는 국내외 다양한 평가 기관들이 제공하는 대학의 성과, 학문적 성취, 평판 등을 종합적으로 평가하여 순위를 매기는 시스템을 말합니다.&lt;/div&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;1-1. 대학 순위의 필요성과 역사적 배경&lt;/h3&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;대학 순위는 학생, 학부모, 연구자, 기업 등 다양한 이해관계자들에게 대학의 명성과 교육의 질을 평가하는 기준을 제공합니다. 첫 번째 글로벌 대학 순위는 2004년 QS 세계 대학 랭킹으로, Quacquarelli Symonds와 타임스 고등교육이 협력하여 시작되었습니다. 이는 대학 성과를 독립적으로 비교할 수 있는 데이터 소스를 제공하며, 이후 각기 독립적인 랭킹 시스템을 구축하게 됩니다.&lt;/p&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;1-2. 국내 대학 순위의 발전과 변화&lt;/h3&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;국내에서 대학 순위는 1995년 중앙일보의 대학 평가가 시초입니다. 이 평가 방식은 시간이 지나면서 변화하며 다양한 국제 평가와 비교되기도 합니다. 최근 몇 년간은 AI, 반도체 등 첨단 기술 분야의 성과가 대학 순위에 큰 영향을 미치며, 이에 따라 전통적인 평가 기준에서 벗어난 새로운 지표들이 도입되고 있습니다.&lt;/p&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;2. 핵심 메커니즘과 작동 원리 파헤치기&lt;/h2&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;2-1. 기본 아키텍처 및 핵심 구조&lt;/h3&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;국내 대학 순위는 다양한 평가 지표에 따라 대학을 평가합니다. 주요 지표로는 학문적 성과, 연구 실적, 교수진의 질, 학생의 만족도, 국제화가 있습니다. 이러한 지표는 각각의 평가 기관이 중요하게 여기는 요소에 따라 가중치가 다르게 적용됩니다.&lt;/p&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;2-2. 단계별 데이터/동작 흐름&lt;/h3&gt;
&lt;ol style=&quot;list-style-type: decimal;&quot; data-ke-list-type=&quot;decimal&quot;&gt;
&lt;li&gt;데이터 수집: 각 대학의 연구 성과, 논문 인용 횟수, 졸업생 취업률 등의 데이터를 수집합니다.&lt;/li&gt;
&lt;li&gt;지표 분석: 수집된 데이터를 토대로 각 지표별 분석을 수행합니다.&lt;/li&gt;
&lt;li&gt;평판 조사: 교수진, 졸업생, 기업체 등을 대상으로 대학의 평판을 조사합니다.&lt;/li&gt;
&lt;li&gt;종합 평가: 분석된 지표와 평판 조사 결과를 종합하여 최종 순위를 산출합니다.&lt;/li&gt;
&lt;/ol&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;2-3. 이해를 돕는 직관적 비유&lt;/h3&gt;
&lt;div&gt;대학 순위를 도로 교통망에 비유할 수 있습니다. 각 도로는 대학의 개별 성과를 나타내며, 교통량은 연구 성과나 졸업생의 사회적 기여를 의미합니다. 교통이 원활할수록 대학 순위가 높아집니다.&lt;/div&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;2-4. 심층 기술 상세 분석&lt;/h3&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;평가 기관들은 다양한 방법론을 통해 데이터의 신뢰성을 확보하고자 합니다. 예를 들어, 자료의 출처를 다각화하거나, 평가 데이터의 검증을 위해 외부 기관과 협력하기도 합니다. 이러한 과정을 통해 얻어진 순위 결과는 대학의 전략적 계획이나 학생의 진로 결정에 중요한 자료로 사용됩니다.&lt;/p&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;3. 기존 방식과의 차이점 및 장단점 심층 비교&lt;/h2&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;3-1. 독보적인 장점 4가지&lt;/h3&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;첫째, 대학 순위는 대학 간의 비교를 통해 학문적 경쟁을 유도하고, 지속적인 발전을 촉진합니다. 둘째, 학생과 학부모가 대학 선택 시 객관적인 자료로 활용할 수 있는 정보를 제공합니다. 셋째, 기업 및 연구 기관이 인재를 채용하는데 있어 참고할 수 있는 기준이 됩니다. 넷째, 정부나 정책 입안자에게 교육 정책을 수립하는 데 중요한 자료로 활용됩니다.&lt;/p&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;3-2. 현실적인 한계점 및 단점/비용 이슈 3가지&lt;/h3&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;첫째, 일부 대학은 순위를 올리기 위해 특정 지표에만 집중하여 균형 잡힌 발전을 저해할 수 있습니다. 둘째, 평판 조사에 과도하게 의존하여 주관적 요소가 크게 작용할 수 있습니다. 셋째, 데이터 수집과 분석에 상당한 비용이 소요되며, 이는 결과의 신뢰성에도 영향을 미칠 수 있습니다.&lt;/p&gt;
&lt;table class=&quot;info-compare-table&quot; data-ke-align=&quot;alignLeft&quot;&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;th&gt;비교 항목&lt;/th&gt;
&lt;th&gt;기존 방식&lt;/th&gt;
&lt;th&gt;본 기술/개념&lt;/th&gt;
&lt;th&gt;기대 효과&lt;/th&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;데이터 수집&lt;/td&gt;
&lt;td&gt;자체 수집&lt;/td&gt;
&lt;td&gt;다양한 출처 통합&lt;/td&gt;
&lt;td&gt;신뢰성 향상&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;평판 조사&lt;/td&gt;
&lt;td&gt;국내 중심&lt;/td&gt;
&lt;td&gt;글로벌 조사&lt;/td&gt;
&lt;td&gt;국제적 인지도 상승&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;평가 지표&lt;/td&gt;
&lt;td&gt;학문적 성과 위주&lt;/td&gt;
&lt;td&gt;다양한 지표 반영&lt;/td&gt;
&lt;td&gt;다각적 평가 가능&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;순위 변동&lt;/td&gt;
&lt;td&gt;연도별 차이 적음&lt;/td&gt;
&lt;td&gt;다양한 요소 반영&lt;/td&gt;
&lt;td&gt;정확한 변화 반영&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;결과 활용&lt;/td&gt;
&lt;td&gt;내부 참고&lt;/td&gt;
&lt;td&gt;공공 정보 제공&lt;/td&gt;
&lt;td&gt;사회적 활용도 증가&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;4. 실제 적용 사례 및 다양한 산업별 활용 현황&lt;/h2&gt;
&lt;div class=&quot;info-example-box&quot;&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;예시 1: 서울대학교는 QS 세계 대학 랭킹에서 꾸준히 상위권을 유지하며, 그 학문적 성과와 국제적 평판을 바탕으로 많은 연구 협력 및 국제 학생 유치를 강화하고 있습니다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;예시 2: 한양대학교는 최근 공대 분야에서 강세를 보이며, 반도체 및 AI 분야에서의 성과를 토대로 국내외 기업과의 산학협력을 확대하고 있습니다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;예시 3: 고려대학교는 다양한 국제 프로그램을 통해 글로벌 인재 양성에 힘쓰고 있으며, 이는 학교의 국제적 위상을 높이는 데 기여하고 있습니다.&lt;/p&gt;
&lt;/div&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;2026년 기준 국내 대학 순위는 전통적인 SKY 대학뿐만 아니라, 지역 거점 국립대의 부상, 특정 이공계 학과의 강세 등 다양한 변화를 보여주고 있습니다. 이는 대학의 네트워크 및 기술 발전과도 밀접한 관련이 있으며, 세계 대학 평가에 있어서도 중요한 요인이 되고 있습니다.&lt;/p&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;5. 초보자를 위한 실전 가이드 / 도입 및 활용 방법&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;대학 순위를 활용하고자 한다면, 먼저 자신이 관심 있는 분야와 대학의 강점을 비교 분석하는 것이 중요합니다. 대학의 순위는 각자의 연구 및 취업 목표에 맞춰 선택하는 기준으로 활용할 수 있습니다. 또한, 각 대학의 공식 웹사이트나 평가 기관의 보고서를 통해 보다 상세한 정보를 얻을 수 있습니다. 이를 통해 대학 선택 시 더 나은 결정을 할 수 있으며, 장기적인 학업 및 경력 목표를 설정하는 데 도움을 받을 수 있습니다.&lt;/p&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;6. 가장 많이 묻는 핵심 질문 (Q&amp;amp;A FAQ) 6선&lt;/h2&gt;
&lt;div class=&quot;info-faq-item&quot;&gt;
&lt;div class=&quot;faq-q&quot;&gt;Q1. 국내 대학 순위는 어떻게 정해지나요?&lt;/div&gt;
&lt;div class=&quot;faq-a&quot;&gt;A1. 국내 대학 순위는 주로 학문적 성과, 연구 실적, 교수진의 질, 학생의 만족도, 국제화 등의 지표를 평가하여 정해집니다. 각 평가 기관마다 지표의 중요도가 달라질 수 있으며, 평판 조사도 중요한 요소로 작용합니다.&lt;/div&gt;
&lt;/div&gt;
&lt;div class=&quot;info-faq-item&quot;&gt;
&lt;div class=&quot;faq-q&quot;&gt;Q2. 국내 대학 순위가 높은 이유는 무엇인가요?&lt;/div&gt;
&lt;div class=&quot;faq-a&quot;&gt;A2. 순위가 높은 대학은 주로 연구 성과가 뛰어나고, 국제적 협력 및 인재 양성에 중점을 두고 있습니다. 또한, 학문적 성과뿐만 아니라 다양한 지표에서 고르게 높은 점수를 받는 것이 중요합니다.&lt;/div&gt;
&lt;/div&gt;
&lt;div class=&quot;info-faq-item&quot;&gt;
&lt;div class=&quot;faq-q&quot;&gt;Q3. 대학 순위를 선택의 기준으로 삼아야 할까요?&lt;/div&gt;
&lt;div class=&quot;faq-a&quot;&gt;A3. 대학 순위는 선택의 하나의 기준이 될 수 있지만, 자신의 전공 분야, 연구 기회, 학교의 문화 등 다양한 요소를 고려하는 것이 중요합니다. 순위만을 기준으로 삼기보다는 자신에게 맞는 학교를 선택하는 것이 중요합니다.&lt;/div&gt;
&lt;/div&gt;
&lt;div class=&quot;info-faq-item&quot;&gt;
&lt;div class=&quot;faq-q&quot;&gt;Q4. 대학 순위가 낮은 학교는 선택하면 안 되나요?&lt;/div&gt;
&lt;div class=&quot;faq-a&quot;&gt;A4. 대학 순위가 낮다고 해서 교육의 질이 낮다고 단정할 수는 없습니다. 각 대학은 특정 분야에서 뛰어난 성과를 보일 수 있으며, 자신의 목표와 잘 맞는 곳이라면 충분히 선택할 가치가 있습니다.&lt;/div&gt;
&lt;/div&gt;
&lt;div class=&quot;info-faq-item&quot;&gt;
&lt;div class=&quot;faq-q&quot;&gt;Q5. 국내 대학 순위는 매년 많이 변동되나요?&lt;/div&gt;
&lt;div class=&quot;faq-a&quot;&gt;A5. 대학 순위는 매년 일부 변동될 수 있으며, 이는 각 대학의 연구 성과, 국제화 정도, 평판 등의 변화에 따라 달라질 수 있습니다. 최근의 트렌드는 기술 발전과 국제 협력 증가로 인한 변동이 있습니다.&lt;/div&gt;
&lt;/div&gt;
&lt;div class=&quot;info-faq-item&quot;&gt;
&lt;div class=&quot;faq-q&quot;&gt;Q6. 대학 순위 외에도 참고할 만한 자료가 있나요?&lt;/div&gt;
&lt;div class=&quot;faq-a&quot;&gt;A6. 대학의 공식 웹사이트, 졸업생 인터뷰, 전공별 취업률 및 연구 기회, 캠퍼스 방문 등을 통해 더 많은 정보를 얻을 수 있으며, 이는 대학 선택에 있어 중요한 자료가 될 수 있습니다.&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;</description>
      <category>정보</category>
      <category>2026</category>
      <category>QS랭킹</category>
      <category>the랭킹</category>
      <category>교육평가</category>
      <category>국내대학</category>
      <category>대학순위</category>
      <category>완벽정리</category>
      <author>ckfutures</author>
      <guid isPermaLink="true">https://ckfutures.tistory.com/64</guid>
      <comments>https://ckfutures.tistory.com/64#entry64comment</comments>
      <pubDate>Thu, 15 Oct 2026 20:42:26 +0900</pubDate>
    </item>
    <item>
      <title>창신메모리테크놀로지: DRAM 시장의 새로운 강자, 창신의 모든 것</title>
      <link>https://ckfutures.tistory.com/63</link>
      <description>&lt;div style=&quot;text-align: center; margin: 15px 0 25px 0;&quot;&gt;&lt;img style=&quot;max-width: 100%; height: auto; border-radius: 12px; box-shadow: 0 4px 16px rgba(0,0,0,0.08); display: block; margin: 0 auto;&quot; 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xXamiYExdYNKlFrGX2QAACh3tJhiFKC8own7P/Twn4jYQhad2apaY2qxMHOJzJVL3VrxKxSUz87JzXnx6fW6CzuOR53TaDszsjNj4l8VppbxDqUyXn5Iik9MSVKs/Sq+6oI/8/Pzd984whfwHcztmgc1SM/OEL83NrGwznub0GYsOktiU9JLrj770ef2MPap+F0KbKrkl/A6obAzrWXVRrSiXxOSIJsHNaDuffnprWLvslKfJTnf8eqeVUW9o9IKUstUlfGGetoWzodMTv8mWvj4fczRqLNUkJmalbb7+uFSPxixXwr3f7OgBqSAJATExC2zqX/Sr070MQhw8hXfCJXHtTCTjYydo8Luwj/sAewB7AHsgQq1B7R4hMcvi9bfffwTqLQT0EMoPL83ZBt42rm1qNrQwcJOmAIkP0883lCjIufEZdLOu68fBBQkkglw8aVK8EXKLFqgUR+S4q88vdUwoHajgDoSXVW3X90PcqsszAJi6TC+9dAzjy6/+vQ2k5slLJzg5N00sN78AyvF1xdPkSpRHV7RTRXr2vM71b2qEgThaec2vFnfUw8vfkj6SJKEsKpB1QZURhm+gH895o5632VV3vFS6w3W9Am9/LT01DLdarU7GnU2JTPVwsisqntA44A61HKBQOBh5/ri42sDFic3j1dSZ+Ptl/erugUUVoNs2uvco6txXz+W1NEX+yWumpEwBWtESNPcfF5M/Cu+gF/JwatNaGH3r/yTXcvyiwwAAABQYeh7QLi0bzHn7vtuHRMfvVbSytLn/aWuUDbtLLYgIZXqgy/gPyhIECLPs8jZfoUederBxSquftYmlhLpWGLiXz6IfVLNXRhI2JpZ967XmVCWEpuSfgkfkuIvP73ZoLJw5ImXvfso+wHSjzr94FJiWpJyjVT0s1TqO+5p60YVFPn07bN0aYcp7UfZmdnYmll72bmXNObz+cfX1E4LdPUPdPUXv4ublysQCMyNzPo16EYt2XHtQEnlEJ9/fHX/bXSwR2BBxlHvSt/7+op1/fkd6kkNWJwedTpK3MsX8K/JN/1SvV9kAAAAOeWcuclpjnGqUL6hDmER3Lzc7dcOiBJyVIB2CgsSvokWC5ZeZeRkEtrDy+ftuXGk2JQ2u64fEtVOlMBVsFaBWjZ1NOpMSf1pAoHg9MNL56OvEjrzjteqJMz4QhDEjReR0vdej7lL3ahZci/isYJeQenladnp/57ZUtK7VqxdNw5Hvi4l9wzlzed3px4Uk3WWigYP3D4R/7WwmkiF/CIDAAAAaJ2+9xCKpnt9Tk16Hv/qxotI7cZLmminsCChv7AgYUF+UblO0zXq9efYmy+iahekrBTHy+dtv7r/9st74d7B7raupgVpRb5mpDz/+EqegY5q35RAIDgSefre2+g6lcK87NzNDE34AkFKVuqrT2+vxdz5nPqF0Jl33IhtGFTQp8fNyy224y7y9YOIkCYcJjvI1f8Q27DY0Z7fMlOWHfuvUZU6lZ19rYwt+AJ+cvq3R++eXnl2K4fHfZ8Ul38xPyKkiaWxeWpWekZOiclpqLGaO68fFO5/nxAPW1dTQ2OBgMjIyUjNSn/x6c3D2CfiK599dPnN53d1/MLcbVyMOUZ8AT81K/3N53fXYm4rFA2Wly8yAAAAgE4h2c1qarsNAAAAAABKyjlTkGJUG0M3MWQUKgAMGQUAAAAAANBTCAgBAAAAAAD0FAJCAAAAAACFYbwoVAwICAEAAAAAAPQUAkIAAAAAAAA9hYAQAAAAAABATzHkrjUNAAAAAKBbcs4W1JxopoWaE0I4kYbyDz2EAAAAAAAAegoBIQAAAAAAgJ5CQAgAAAAAoJicsze1Nk4VQK0QEAIAAAAAAOgpBIQAAAAAAAB6CgEhAAAAAACAnkJACAAAAAAAoKcYqJ8CAAAAAOWcVgoCogohVAToIQQAAAAAANBTCAgBAAAAAAD0FAN93fzOIdp+FwAAyg3a/nvabgIAQKGcc7cIguA0ramdPYIRo1AhMAg9hlAQAEC5IyfCQgAAgIpBf4eMIhoEAMAhFABACTnnbmmtWxJA3fQ0IEQ0CACAAykAAADoY0CIaBAAAIdTAAAA0N8eQgAAAAAAANC7gBDdgwAAOKgCAACAngaEAAAAAAAAQEFACAAAAAAAoKcQEAIAAAAAAOgpBIQAAAAAAAB6CgEhAAAAAACAnmIQAm03oQKZU6PdL6EtCYLw2TbzXXqyxL3H2oxu7lK51I2c+fC0zbE/lWvAXw16DKlcjyAIj63T4zNSFHpsZLfpQVbO79O/em+bIVrY2i3wYMQIgiCaHV6RJ8i/2GEiQRCjr+xc8+Sq2vePelF7O5OXa7FunGhhVWvnu12nEwQx7uqeuMxv+1oOIwii//lNO17cUeIpHnSfWdnS4VFyXPU9C1RvsOi9c9w4JcDS8Wx7YbPHXd3z9+NLSmyNejeffv1UbfdcQq0udZxY295L4nNSKlMWZ1Rgw/Ye1XzMbTl0ZlJORlTiu3VPr51491i0zqcBf1hxjO58jq17YLFybfsyaKkZy0CVb1CxhgbU+7N+D4Igupz678jbh8ptRHMf/kW1O42v2pQgCNfN0xKy0or9InDz80zW/Fzsw9OHrmLTGaruNPyOAIB2aeUohEMfVBQMbTegHKDOU2WsUGvfoqgv78qwRbqLihbUFSNp3cp63UdUaVA2Eaw8rDnGHwcIg6XVjy5OvL5XjVuu4+BFRfvFOvHucYcTfyu9cS8zmzPtxroYW4qWOBiatXEPauMetObJ1dFXdhJa5WVm83NQ48bOlVyNrWgk+Skz9eqnl6sfXXyQ9EFbBwdztkHiwKWy13HcOCUpJ0PRLQMAAABIQEBY1kq9VF/sXVOCW8yr2b6kbZ6Pi2l1dJX62lhenWs/vr6jj/gSIyYrd0RhJJOck9ny6EpCezY37d/Dp4b08ti0ZN/tM1XZciev4F3NhxC66r+GvalocGHUqX+fXE7hZgVYOi6v2y3czmNoQL0T76LF+wml9fStsalJ/5Lu3fnyTr9zm5RuW0fP4C1NB4h/79xNrdxNrXr5hk+6vu/P6ItEhcCmM0RfBAAAAABxCAhL57Bxsuj29maDunqHEgRhuW58Bo9L6IYXKZ+Ve+ChiJERblXEl7iaWIpOHPe+ilJ0LKUp04AgCCu2sfxdKLqMRpLUDTqpwdm2n7JSCZ0hMUiVGoSpygYNGSwqSj/z4elvd45QCyMT3w25uPXRT7OEo5FdKssOCDXH3tB0Y5N+bDojPiNl9JWdNxJe8/j5ITauy+p2DbJyXlKny7VPr2T3E2ro4JDCzWb9M1L0560u00JsXD9np7lsmqbKZgEAAACkISBUDItOp26w6YyyDAgX3z+9+P5piYWDK9f9u0FPgiB0ZMCqCZPja2FLEISTsXmglVN0cnwZN6Dp4eWyV6hq7azQBp2NLKgbbiaWb9K+EKrpd26TeF+Wk7H52z7CgbWvU1Xd8oHX98XjB9EcQkKHsWiFBx++oJRJGDte3JG+MMGhM9OGqtrf28ylsiGDRRDEtFsHjr+LphZe+fhyyMWtt7v8QiPJ9p5V5Rk4qumDA3VJxYJtyKDR8vj8MhuYAAAAAPoA5wGK8TIVBjwEQVQyt7+R8Fo8o0PZj91q7R5I3Tj7/plyWyh1Ylhrt8KnkMfgynVFZ/nL6nZtdXRVHp8v3oUiyquhUVWsHKcEt6jv6GNjYJLB49778v6v6EvHYh8puh1jJrve9wGoXb1DL8Y/V28769h7UzdufX6j4qZ0echoVl7upfgXDZ18m7tUnhXWZu2Tqym5WSE2rqvrCdO0EARx6r12ugcJgmDSCkM4WtF8y6I/RSuUzcGhWG4mVm4mVlQI3dTZ/9T7JwRB/BzUeEmdLipuGQAAAAABoWJ8zG2rWDlSt3tXCqfO+bTFxdiypWsAQRA3El7rwphDfwuHWWFtCIKYe/f4mKDGDRx9dzUfMuD85nReTlk2o5mL/8GIEaK41IJt2MTZr4mz3//unZp1u3C8IkEQK+p1K3VTE4ObmbI41O1+frU2xdy48zlWjU3t5BlM3bgU/4Ko0EZc3n6u3XgnY/MZ1SNmVI8Qv2vFw/NnPyh5OUN15+Ni8vh8Bo32v1od03k51z69zOPzQ2xcV9brTq1w5v1TrR8cxK+hLKzV8crHl1l5uYpuBHMIAQAAoCToIVTA7LC2otv9/Wpvf3H7+qfXU28cmHrjgDw9YOpNhf9LaEtqYttf0cqUJRAnPFMPbd3KLcDGwCQ5J/N83LO5d08oNEKyqrXzkYhRRkzW2Q/P5kYev/zxxaGIke08qt7sMnXm7SNH3j7MFygzzk1RJEH+Vb8ni8ZIy83pd27jpY/PPUyt1zfqF2zjMjWkxc4Xd+XfVGv3wKnBwrfy2bdPbiZWhgzWwVYjWx9bLf8AQtkcjMyoDt6oL++UngJaXoaMvk79Erxn7pigxm3dg3zM7Nh0xpec9NsJb/97cuV8XIwWG/YuPXni9b3L6nZ1MDI70Gq4xL1/3D9z5eNL8SVUnRJhyHd2w55XkWo8OJSkm3f1gf51qM+hv4VDgKXjibZjepxet+rRhVWPLlDrqKUfEgAAAPQWAkJ59fINpzJGLHtwrpVbgL+Fw+GIUT3OrNVK/0aYrTt1mhjzLeHgm/vSK1CT0wiC+OnM2gOvi1lBxMvM5krHyTYGhWlg7A1Ne/mGt3YLanx46ePkj6W2xIDBHBvU5JfQVgYM5ouUz73PrqdmYTU+tGxXi8G+5na7WwxZdO/0zNuHCc1zMbFwNxUOrvv3yWVqStjj5I+Tb+w71348SZANnHxuJhQOzhSvQyitk1fw1qYDGTRaVl5uzzPrPUytdzYfbGNgfKXTpEVRp1dHX0jLVbXbc3Jwc2ri1rqn1yTuogpLaMuKet3k6T5VVAo3e+7d43PvHlelDKAm/PP48p3PsROqNW3mUtmcLUyfk87LuRj3/O/Hly7EPdfuwWGAf21qkvCX7Ixmh1cMqlxnTo12te29bnf9Ze7d49te3MrO45W6EYnrUKKUrdIxLQAAAOgnBIRy6ewV8l+jXgRBPPn6cc7do8KejfbjnY0tDkeMWvHw/IqH5xKz00t67H8New/wr63Ee7Px2Y1hl7ZJL7dgG25vNohKgDnh2l7lkkyILKvb1cbAOI/P73tu46n3j+s6eO9oPticbfBn/R4ND/6ohEbVSZc2v2aH0YGNCIJ4lBzX5tif37hZ1PIHSR/C9iz8rUYbV2PLOXePKtc2C7bh2kZ9GjpVuhgfM/jC1tTcbNnrk0RhUtB8vkB6oeiGDC7Glotqd+ziJTy55/Hzu59e8+TrxydfPzY/smJzkwHupla/1WjTxy88bM9CVYbCBlo5DQ8Qljd8m5a0JeaWElsYE9RoTJBwt0srtjq5tkys1mxhrY6lrvYlO8Np0xRCS6K+vOt1dr1oHubk6/s3PLte7JrFFqZX5eBQEl9zuzk12nb2CqEC1HbH/0rMTl8YdSo27euq+t3tDU3/atAj3M5j8MUtSh92tjUbuK3ZQPkPOwAAAFBRISAsha2Bycyw1kMD6pEEmZid3uHEP9l5vLdpSQ0PLd3TYmiIjeuk4GY17T2aHl5earJEtTBisg63Hkn1g/3z+PK5uOK7IDy2To/PSCl1awYMZjPnysIxh2/u7XsdVZDh48nGZzfGBDWqbe9lzflRPaIkk67vM2UacPm8aTcOSsRI6bycSdf3iS/57c4RUeEBeSyu3bmdR1WCINp7VEuunTn80nbZ679P//ouPdnNxGpYlXrXPr28/um1l5mNKPfGlY8vGbRSqkeE2rq296hGNf6n0z96eG4mvKm2e+64qk26eod2O71GlWjQgMHc3GQA1ZJpNw/y+PkSKzhunBJg6VhSBF4qfwsHJQLC659eSww6VQs5R9hacYzkKezR7PCKyx9f6MPBYWhAPSoa/JSZ2unkv6I0wjtf3rn88cXsGm1sOCajruzQzMsCAAAA/cIgyiKKKcc6e4UMC6gvHMiXmdLiyKp36cnU8vfpXxscXDKpWvNmrv5dTv4n44Rv2KVtxV5x9zKzedZzDkEQqx9dnHh9rzyNsTUwORgxIszWnQpRJl/fT6jGgm1ERSavU5NEC0WzB20MTEQLmx1ekSfIv9hhosQW+AKBqJuihWvlo61Hy/O8PttmivakDG3cg0S323lULTUgFBCCkZd3HIwYYck2Ot5mjPhdyx6ce/L1Y6llJw69edDjzLpJwc2GX9r+9Osn8buy8nIXRJ1cEHWSUAFJkGsb9aGyj+x/fa/Y4b4yJOVkyBm2Vd9TOGZYRa3dAg9GjCAIYvil7SX1m8lwPi5GosGiDZY6mFmjaCSZOmRlseUW/m3Y69+Gwh4/SnxGysJ7JzV0cCjJpOv7SIJ0NDKbcG2vRMqoj5kpQy+W3oNX0mFHU/A7AgDapZWjEA59UFGgh7AU/zy+TCdpzV0rD7+0/WNmkT43bn7e/KgT86NOEGWinqP35iYDnI2FlfGivrxrd/yvXH6eitv8mpPJ4+czaXRfc1vx4WrUjcTsNE9Ta0I3yHlSffbDs5r7/jc1uGV9Jx8bjklmHvf+lw//Pbmy//U9OZ/oyNuH0sMCi1Vt91xCEXSS9leDHt28q1N5VkZeVr6Hp46Dl3RwLu3p10+KNrJU4gOJVfdpwB9Ukb0yxhcI3qYl+VnYl7qmraFJSYONNXpwkLhIRCPJtu5VO3sFB9u4OBlZGDCY3Py8z1lp0cnxx2KjTdb8zM1X9WgAAAAA+olR+rQqvfdn9MU/oy+K1/5qdXSVEtkRb3WZFmLj+jk7zWXTNIUeaM42mF2j7fCABtS8wQtxz386s6bUCXXyyMnnnXn/tLV7YHuPat19qh+PjW7g6NvPrxZBENc+vUrOyVRoa6ffP5Xdf6VoosWjsQ/7+xXOg5IzSKMSyfQ5t6HYux4mxYm3UHZrl9bpWtI8PXGPkuPk6Y6zMTBe37gfVSnkKzez08l/RfMtdYeMOFOi36wCZCUJ2vW7nGsODain6YODbM7GFntbDg21cRNfaMhgeZhae5hat/OoOqN6RLfTa+59eS/xQHO2QeJAuQL4O59j6x5QPpsRfkcAQLu0chTCoQ8qDPQQlgMhNq79/WrTSFJACFY9vDjt5gE1VnGYcH1vdTs3OwPTrU1/ZJhIzc3++eouRTcl/5BROU29ccCKbdzAyfdS/PNpNwvT98tJ/lw+/c9v2vHiDqFh/fxqiaLBlkdWPftWZDyq0gZf3FJsWhrq6gOhM6aHtppdQ1iYoda+ReJxuMPGyfL3FsqYV+m7fWZsWumDkIslGsU66fo+US0HnbKv5TDq3Vz/9PrGmOsx3xIyeFwDBtPT1KaTV/Dk4OauJpZHW4+uvOM3tVwnAgAAAL2CgFCdFE2aIqcLcc9bH1u9rE63KTf2qz2pxtu0pPC9/5tRPSLCrYqtgelXbua5D89+v3tcoTqEGvKNm9X51L/aboUwy0tSTob0coVq/S25f/ZtWvL4qk37ntuoC/tWntQyTsbmz3rO4dCZ1PzMkN3zn3wtvRKJVgRYOiodEJZqzZOra55c1dbBwd/CgYoGd768M+Lyj2m0mbzc6OT46OT4jFzuwlodbQyMW7oF7H5ZpM82hZtd6qRTbY3aBQAAAB2BgFBrXqd+kT+v4/VPr8P3LdRQSz5mpqgyn03+bquyVGpSDVGZgTKz//U9+acyap0Jk7Oj2WAOXThXjZufZ8ri7G4xpPmRlRKT5dRIvLdQ7fFY+VUwTlyopOQ0AqQ1AAAAABWUnuodAPRNiI3r1U6Ta9l78gWCfuc3djjxd3Yez9fc7k7XX6gK7FBmnn1NoKp39PIN/6tBjzoOXjYGxnSSZshgBVg6zqgeQY3FTc7JPP3+Cd4XAICyYdC4ZvYFLV/7BlAX9BAq42Tbn2WvICPfhp2Bae6Iv2U/3HbDxBRuOZ4LtK5R33WN+spYYefLO/3ObSLKiY8DlE+2ofVdLT8GjeZsbFHTzrO7d/UI9yokQWbwuMMvbaeKQ7Q+tnp7s0EORmbbmw2aGtJic8zNC3HPX6UmKprc8maXqaWu0/HEP8ffRRNlbkmdLqKqlcX65/HlsVd3a+7gUCwBIehy6r99LYdVs3YZUrnekMrFZLiJz0jpfmZNuT5oAAAAgLYgIAQAoTBb93PtxzNpdGp3XIp/MfrKzhcpn6k/r316Fbpn/h91Ov/kExZk5by0TlcBIWh77K8zH55i92na+/SvtfYt6uBZraNntWBrV0cjc1HZicdf40+8e7z9xe3sPB7eCADQ25667Au3DBrX1HZbAMorvQsI6Xvv5XcNUe6xqx5dUCUJYc19/yPKm+PvokUTHes4eKlYdqJ8mXh9r0QtOI0adXnnqMs7lcv+ohY3E95Mvr5/fLUml+JfbIq5cf3Ta4kVknIyBpzfPD/y5NCAes1c/E+8eyx/NLgg6uSCqOLLu+vUh1xpKh4cSpUv4OvsHFT6Xl1sFQAAAMiJ5DQKJ/SM0gEhAABIQEAIANpFzeUr+x5CdEtChcEgSshcV4HR90Tld0NiDAAANRxOsRMBQCdo5YRW/86ioULS0yyjOIkBAMCBFAAAAPQ0IERMCACAQygAAADoXVIZ6X5CDB8FAFD0yAkAAAAVg14HhBSc3AAAAAAAgH7S3yGjAAAAAADKMWgUnn3xNvYeVAAICAEAAAAAAPQUAkIAAAAAAAA9hYAQAAAAAMorg0bhwjLxGL0JoCwEhAAAAAAAAHoKASEAAAAAAICeQkAIAAAAAACgpxiEQNtNAAAAAABQUZmf0xo0DM++dNugoXASI0D5hR5CAAAAAAAAPYWAEAAAAAAAQE8hIAQAAACAcowatJl96ba2GwJQLiEgBAAAAAAA0FMICAEAAAAAAPQUAkIAAAAAAOUTjWLfQbmGgBAAAAAAAEBPISAEAAAAAADQUwgIAQAAAKB8Q6JRAKUhIAQAAAAAANBTDEKg7SYAAAAAAKhFmZ/ZGjQIz75826CBsBYiQHmEHkIAAAAAAAA9hYAQAAAAAABATyEgBAAAAAAA0FMICAEAAACg3KNm8WVf1kKZeGoaYdk/L4BaICAEAAAAAADQUwgIAQAAAAAA9BQCQgAAAAAAAD2FgBAAAAAAKgJMIwRQAgJCAAAAAAAAPYWAEAAAAAAAQE8hIAQAAAAAUBWKT0A5xSAE2m4CAAAAAIAaafH8FqfWUN6ghxAAAAAAKgiD+gXl6a+gTDyAvBi4jgEAAAAAFY62uurQRQjlDHoIAQAAAADUwKB+jewrd7AroXxBQAgAAAAAAKCnEBACAAAAQMVhUL9GwTRC9NQByAUBIQAAAACAemDUKJQ7CAgBAAAAAAD0FAJCAAAAAKhQMGoUQH4ICAEAAAAA1AajRqF8QUAIAAAAAACgpxgongkAAAAAFZMWq8SjQD2UE+ghBAAAAICKxqBeQfGJq9opPmFQr4a2nhpAUQgIAQAAAAAA9BQCQgAAAAAANUMnIZQXCAgBAAAAoALS7qhRgPICASEAAAAAAICeQkAIAAAAAKB+GDUK5QICQgAAAAComDBqFKBUCAgBAAAAADQCnYSg+xAQAgAAAAAA6CkEhAAAAABQYWHUKIBsCAgBAAAAADQFo0ZBxzEIgbabAAAAAACgado96cUpN+gq9BACAAAAQEVmULegQv01rVWoN6hbQ4vPDiAbAkIAAAAAAAA9xSC13QIAAAAAgDKgxfNew4JOQsOCvkoAnYIeQgAAAACo4KhILAvjNgGkICAEAAAAANA4w7o1EJGCDkJACAAAAAD6AiEZgAQEhAAAAABQ8enC/D10EoIOQkAIAAAAAACgpxAQAgAAAIBe0IXUMugkBF2DgBAAAAAAAEBPkQa1w7TdBgAAAACAMpJ1XdhDaFhHm1MKs67f0W4DAETQQwgAAAAAAKCnEBACAAAAAJQpwzo1qI5KAK1DQAgAAAAAeoQaq4l4DIDCKPx/KOrBzr2+rm6iP5+9fRPa+yd5dlLUtl3+Hp6iP+8/j6kzsK+29m6In/+19ZvFl/Sa8cvBi+d1ZK/efPSwyYghhL4a3rnbsgmTxJcE9+z2/F2sVhpjZ2X19shJ8SWLNm+cs+YforyR+HU/dOlCz1+naa85FfwT69OxTXxiovZaBKDYJ7Zm/96PXr7Q873266Ahvw4s8svrEtE8OTVFey3Sa1QnoVHd8LDKAXWqBvt5ePi5u9taWJkYGhobGhIEkZGVlZ6VlfgtOSY2Nubt2+sP7999+kQgEGi74VDRMAgCnyo5KbejBFrdw4Kyb8/gDp1XTS5yCl69z09P37wuYXV9/vhp4d1ZM+O33q3aiP78mprqHNFUW40pKxXjVeiCCvwhgQpJJz6xUdt2F71M/EyLl4lLUG6+yOlXb9NpP4a2bTp2eOTCeUpvzbBOWNb1uwWZXbSWXtHJ1pYgiNeHj9tbWRe7gqWZmaWZmZuDQ1jlKtSST0lfDlw4v2LnVlyPAzXCkFG58LOys29Ech88UXT/8jOyhA989JRQVtemzQsOWD/+ta3fUOmt5T5/nX0jMj/5G6ED+OkZwp0THaPthuiKnPuPs29ECrJzCB2QF/cp+0Yk7308UZ7lJ3/LvhGZ+7yk6xGgkpzIR8JPbG4u9iOUC9yHT7NvRPIzs7TdEN2Sc/eB8IvMyyN0QJCPr8Q5T5+IHxcxKxIOi7Xo5/GP9xwkCKKkaLBYDtY2o7r99HjPwUU/j+ewWJpsI+gRDBkFjeM+eJL9+DG7WoAaL7KqTqHLtJP69P99+Ciln2vCsj/+3b+H0D2CvLzsG5Ekg0G0aqLttoDafDl/xYhjoPp2mo4YcuPRA3W0CEBJ9YNDT/35r/iSn//437pD+3X5u9NrxjQZUzOoy8Q0Y0N2UGVFt8xkMJqF12oQWr1WYFV7a2srM3OBQJCcmvLxy5frD+9fuHv7YuRdvRpMmP85KftGJN3OmuXlrlon4d0y7iR0tXfYtWBxtUp+Sm+BzWSN6d6zblC1n36d+uFzglpbB/oIAWH5kxvzKvtGJMvPm25prvaNj+7eY/HPExR9lH+Xdu8+fVJ7Y0BCjYDAS2s2KLRb+v32695zZzQ8+fCUJrZcrj9Ubes33L3wD7VvtuHQgXeeRKt9swCg45gMxvDO3cb81NPZ1k7iLkOOvYudfXiVwAm9+sbEvl20ecPuMxo5Jqsi9uhpW0tL0Z8rd2775c+Vcj4291Ws8JzH251uq0A3mqLH5Kzrd8vsmGxqZHRk+WrxlApKC/avfPSPFfWHDUjLzlZ9a6DP9DcglJ7qJkNAQICMq26aPucGTVDlMq2ieG/fZ9+IZHq4MhyEswUAygXu45jsG5HsKn40U2NCZ5R63pbL4+Xk5n5NS/305cuL9+8evXxx+V5kydOYlXyWnNzc9MyMr2lpT9+8fvTyxZHLF5/FviVUcH3DluBK/hILU9LTPNq24vJy1dJymdO5ixfo7XN7846S7tXKzCvem3fCw6mnG8PehtBJ1NQMViUvupWFWjbo4+K6ac486Y+HND93j42/zW1Xv+GI/81Ly8hQy7OD2q2YNE06GszLyzt9+vS5c+fu37//7t275OTk7IIYz8DAwMrKys3NLSQkpGnTpi1atKDT6eIP9PXyWjp45OAlC0k2ho+C8jCHENQgJypaOAOBy8Xe1DW5L94IZ40mfSXKG3yopHGjnwlnQKVnauH9KD9YTKapkZG7g2OtoKr92rRbOn5S5NZdzw8cnTl4mHgfhYo4LJaNhWUlN/eOjZr8NnRE1PY9l9durBEQqNzW/D08iz3dNzcxjahbj1CT7s1bKvqQ3hV0+lY5ElzJ/+r6Yi4WyNCxUZMzK/82NTIidFXex8/COeqxHwj9OyY729p1bdpcYuGRI0c8PT3btGmzYsWKy5cvx8bGpqen5xVIT0+PjY29fPny8uXLW7du7eXldezYMYmHd+/SxSY1k8jPV8drAj2FgFCvz7kBAPSBi539LwMGP917eMbgYSwmUxNPEVa5ysX/1k/s3U+Jx8qIu34Kr5Nz5z7BV8PEsK71GgpPXrPkHVpGp9G6NW0hY4XsG5HZNyJVbxiUxNvF5cjyVUqEdkF+/jtn/k7q03zC8qJ1vfriiVKF5ZEOHerYseOHD8LwmMFg0C3MmB4u7CqVOKGBBuHBBrVChf/CgzmhgewqlT6S/E79+x45ckR8CwwGo23zFrlv3pf5q4GKg1FOUg2XBzLyNquQ0tmQzZFYYmpqKu82lWiPKp8H2U1S7q4SREVFVa9eXaGHxMbGurm5KffWLNmyacmWTXnxCbz3caWu7Ofn9+zZM+VfqSbeHdE2Fd1yqftHoNPp0Dt37qx6ioX/9u8dv3SxYo8RaHOf2DSuLzxZv32P4PMl7lqxYsXYsWPFl5iYmGSUOrSs1M9AOfkdMeRwpg8Y3KZOvS5TJ8Z9/qz27ZMkOXfE6KTPiZvPFKnqKRudRuvRolVJ97Zs2dLawjL1a4rq4w/d3d1r1ap1930szdVJnvWb1qhlZ2VV+nraevdVPx7K/d1hMBg8Hk98yebNm/v376/cs5R+73erp0y3MpNMFnDnzp3Vq1dfvXo1ISGBw+H4+fl17tx55MiRRkXjxkb16vcKCd929yZRdIShen+LNVIZRP6VRcuVPh1SC0WOgR4Okt++P/74g1/weaNbmL95+KhS907FPIxGJ1l0ksWmmZgQDnYrDu1v166d+P2enp75SV8Frk4k8o6CUtBDqOvsrSVnUTs6OpZlAzw8PMiiRowYUZYNABk6duxIyrRr1y6N7sDPycmGtcMMwqqRqlm0aFFFeqOPXrlkWDuM7eejyj4ZP368tl9HxRTkW+nC32td7ew1tP0FY8ebZipQPKZxjXAZSeeZTGaPHj3yvySrpW09e/aUfzALxouKkCQpsXMYDI2nYGhTr0GDEMnrnrNmzapZs+a2bdvevXvH5XJTU1Nv3749ZcqUqlWrxsRI1nD6fcZMwVv0GunWMZkp9cmh5grSLc1Zft6VunfKulF6epscgeTFPiaTSQgE+V9TVG8h6Cf9TSqz7uD+dQf3533+wnvzTuIukiTT09PFL7YlJydbSwVmZaOyp5fEktq1awv/D4PFCYJmpEBKGNXnWzOc7BlOpZ9EctyUzH8NuikvITH7ZiTD3pbp4UqUHwbhIdILGQ52xa9cI4Sg0yrAyTqTybS0tLSysqpatWqDBg3atm1b7BU0ZweHAwv/qDuob47cHcjSzxIYGNitW7cBAwZIxAYWFhY9Gjf96+ghhnxJEftEtBX/8/3797a2thzOj7Ehffv2XbV6tYCXRzJV/cnu1q3buHHj+OkZNJNSEgWZGhu3rifsLtND0t8dqnq4OAcHB+FJvI0Vy9tDQ83o2SpCYsnq1avnzp1L3aYZGzHsbWmmJiSTKRDw47Jz2vTrc+fkaUuxibL29vb1g0Mvvn4h50cRysD7BMkSEcOGDRs+fDjDsfDswrB2WNaNu4a1ZWVsGtKxs8SS2NhYYVclUjmAsvQ3IJTB09NTYuiFlZWVj4/Py5cvFd1UaGio9Ii1kf+bv+nIIXkeTqPRmtaoKbGwadOmRkZGublFhq9oGickkGSzqdtMTzXkSgY1YlXSSA0S+ZFMpkEtxUbwSpAn0i536JbmquwWpruLWpujF3g83ucCT58+3blz588//9ynT5/ffvvNxUVyZ1b285vds9/UDWuUuFQkepZz585t2LDh7NmzxsZF4qtWrVqt/HM13dJcWORTJlNj4zb1G4gvuXfvnq+vb+XKPy51hYaGVvb3f5n0VYk0xa9evTIxMbGzK7wQYGtr27Rp0/MP75caEHZu3FS85nV8fLwwLnKSa6ypGkl3pxgaGpZxG4SjbaWG+QUFBQmTPSo+EFHOswImg9E0vMivf1pa2syZMwvvdXFiOAsjUgpJ0Eljo48EsWTrpgVjixSOioiIODv5IsPGipDq5NRDso/JVNecjEhMLcfk83dvSywZNmwYQRCzt21Kzc8r9eEWpqbzRo4Z0K6DxPIzZwpy3WPWKChL3wNChp0Nw04ydXX3Xn2k1xwzZszYCRM4YdWIMtSydh0LasagGAMDg5EjRy5bt7YsWwIAFQBN6qSQVVEmnBQ5zxMIBHl5RF4ePzN787Ejh08c37phY8uWkjk2Rw4b9veaNe+ZfKJojgeFnuV+2teFK1fM/3WG+GqVKlUS5OXnf0kuqUtWpEuTZuJxFzVDjMvligeEVCfh9Lm/KxEQcjic+/fvi7/2Hj16nLlwXnhqKzNC6NWqtfift27dql9fCx2G0jPotDJap1WdutLNaNKkybnbNzX0jI42NsYGRULfs2fPpqamCs9b7G3Fo0Fxey+elwgIvb29BTwePzWdZi55LgESqK65UnvnVPT41cvL9yIlBgMPGzasT9++J65fu/rgXvTLF74d22TduGtSN1z4FWazLUxNXezsq3j71A8Ojahbz+D71XmRs2fPPnnypGAklORdAHLS94BQGpPBGNCuo/TyoUOHbty48VlODik2kkc5vNex2TcjmV7upY7imNJvQLHLp06dum7Dhhy+AucxAPqA+iHPvlli5sNXr155ef0Yhv3w4cNq1dR/lad/uw5/T/uV0D2WZmYSS+zs7L5+rXAZkkmSZDIJJpNuYEC3tswUCDqNHX1g9d8tmxfJ9s5gMH4eNmzsvDlMd1eln4U0Yx5+EDW/6D22BSMM81NSSw0IpefpnTt3LikpqXv37uILe/XqNX36dEF2NmlgoFAbORxOZGSkeEDYsWPH4cOH56em00uOEDwcnWpXLfK9uHr1apMmTQgd+MQW9lJKJUzSHBaT2aVpM+nl8+bNO1enjrBPRuXON+mzAjtLydODwjFKdDqj5JxA8YmJmdnZRmIfEqpzOD8lVbsBIY1WZBfRyvzURaFjsjyz+FQxYsHca+u3SHy2DQ0MujRtJv5JS78m2ZdYrMTExIEDB1K3aWYI+0FJCCckje7ew1tqcBFBEGw2e+/evdZlWOWla9PmJVW1srKy2rxxY/7nL2XXGtBJBw8eFAgE3JiX1HVN6t/jvQe13S7QUTYWkoX4XF2FsZBAKkVBhUKShJVF/0Xz3hRMsxHXq1cvMjlFkKNADhhpcYmSCUupnIGC7FI26+XsUjMwqMim4uIiIyOPHDlCbUHE2dm5UaNGeYqnlmGz2TdvFunFMjU1bdOmTX6SrE31LNo9SBDEyZMntdKZXMXLu9hZ9AJe6YPr1GVIx86u9sX0yIWFhU0cN46fmq6JJ5WOMamBpnRzU1Iia6jEakWHsVJzX1X8hKvO2LDINBwTExNCj8V+/Nh58vgEdSQ6/vDhQ0RERFycMP85zcyUZqjYBSMAEfQQFlG9csCMwcLB3MXy8vK6uP9g6zEjP6R+IzTM1tJy+cQpMlZo27btL/fuLTp+mGTI+m0oG2/fviUqtD/GTRzV7SdttwLkJWOWCMlhq5idqFzz95BMgNGkSZPTp08TvDxC3VkTg/38ZwwaUr1yAJ1GvxfzdM6af6OePSW0Jy07e/7mDet/+118oZmZWb26da88faxKxiBTI8n5eJ8LTvVKDVp6RbQu9hLP58+fbz98UCu4SGqTvn37XhgyhOnqrFDbmEzm5cuXs7OzDcR6jXr27Lnv4EFhJ1sJHTUS6Uzu3bv34sWLMsirKU2io5IaA+no6Pg5l1s2DXBzcPh10JCS7l20aNGHxM+HX6j/g50o1W/v4+NT0hFMxM7KSmKgaUJBCpOyjJ+lMeh0iXHRP6pn6avbj6Nr9umx+ucJbduUWINUNoFAsHfv3pEjRyYnCy/ukEwGyxsJ7UB5CAh/8HZx2btoqfjg7Ly8vJSUFPEZC97e3jd37Bq5cP6Ra1c0VC5PeE2Xydo+/3/SQ2UkzP7tNz6DvuT4YUW3DxWbIIebfTOS5LA5wcX3MKuLAZttwOEYcjiGbA6HzRbe4HCES9jfb3A4wnXE/jRkiy0XW1PidEF0OVwGJ1vbl4eOq/gSqlatqkShQp8OreMTE4nyxs/dw8Facsp0RETElClT+NxcuoGqg+HFtapTb8+iJaL6y03DazUKC+82ddLJ61cJ7dlz9vTMIcPcHYuMuKtXr97Fy5dLnVMnQ72ikRs1D7DUR5Ek2bOlZBrJAwcOCO9isY5cuyoREHbq1GnkyJF5qWkKjQqj0WiZmZnHT5zo0vlHWsKIiAgzY+Psb6nF1jasUzXYo+gu2rRpU9kUWpBgb2VdqbikzT169Fj2159l0AAOi7Vj/iJzkx87PDs7myRJUQ5YkiS3b9g4bcG8P08clXObcp4VfPzyJZvLFT8had68uZmZWSYh61PapUmz4geaajXXiLW55MescNy+fidLT8xI7/rL5KoLFkwaP75Vq1YSialkSE1NPXr06OLFi6Ojo6klJIvF8vNGBUJQBQLCQsF+/oeWrpAYTzVjxoy7d++eOnVKWODlO0sLy12Llx65eH7mf3+/fK/+Cj80Gm3D7N/rVA2WWL548eKRI0dKHDJ+/3WGm4fHlLX/ZCPXMEgZ17P3gtFFqpCrUdemzTf/LjFzSp3y9ftcQROa1yqoWFNUQEBAkyZNLj97ImNGmRLmjRwjigYpdBpt7qAhx0+fohkXGTxWlvL5/NM3bwzr3FV8YXBwsCA/n5+WQTNTZhgbi8mcNmCQxML9+/cXnKX9+OGQ1iCkusRAxKSkpKtXhQEz3dL8yOWLC8cU+fIaGxt36tRpx6kTLAUDQoIgdu/eLR4QstnsTp06bTl8qNiAsFfR7sHc3NwdO3ZoZd5Xv7btpAsAEgQxfPjwZcuWCXJ5svewithM1q6FfwT7+Ysv/OOPPx4/frx7925Rw2g02uIZs+qE15ywesWnJLXN4+Dyci/evRNRt55oiamp6fz588f+VphoVJqDtc3U/oVzyUSOHTtW6kex7Acm+Pv702g0QX6FHqkuB5qJ8SNeVo9hQxlZ2Y0aNQoPD/crYG1tbWxsTKW7zyjw5cuXmJiYZ8+e3bx588qVKzzejzzzdCtLpqdrqQmNAWTDB0h4hW9Y567zR/0skbjp5MmTixcvFggEvfv02b5tm8TF0XaNmrSu3/DUjeubjh2+FHk3s6CuaEnkH5BmyOFsmjOvTb0iWcgJgjh+/Pi0adNu3Lhx8OBBiR/IQT171aoeNmHVsiv3ouR5CgC1uBRVYuIWtcjNzS34f11MlZ4T9Sg7Lo4TGiT/FdlmzZqdO3eO0B6SJAd3kCxdRfnll18utmtLuCk2FlG2Ymdie3t6cR/HCKukWJQy/EFzLkdFSgSE7u7CPih+eroSAaEhh7Nu1pxAb+FYPpEXL14cOiQsISA79JUeL3rkyBHqOgjdyuLtx/jHr15WKbrlvn37bt2xneC7yZ9OTFgaoeAXJCM7S3wwYc+ePTdu3iTIz5eYkMZhsTo1biq+5NixY9SYtDJGkmT/tpK59Sne3t4dOnQ4di+S4VhKzh6lmRoZbZv/P4myT9HR0QsXLszJyXFzd/9j8WLxu9o3a96wZq1Vu3b8vXd3akbpswrlOSvYfeaUeEBIEMSoUaOSv3793/FD0h8AV3uH/X8sk+iLi4uLu3z5csFAU3X2/yvK30OynLKhoWFgYGD0K7lKeW0soPZWaf2YTCGZTJafNz8j8+zd26fOniHkDpJJOp1mac5wtMe8QVALhj6P4SYIIsTff8HosfVDQiWW3759u0ePHtRYsoM3r3caNWLbH0sLR71/R6fTW9er37pe/bz8/N6/Tjty+ZJwaUn7U4797OnkvHnu/FB/yR+JZ8+e9e7dWyAQHD58+Jf58/43Q/ICYWVf31N//nv+zu1/9u4+e+smL0+O2QKKtlMgdpdynxkZj5Jng4LSSzkpSfFnV/6JBAru6tJ07NiROvVUleLvzpevX5+9eePv6UloRo4oC4IK3ynNEmivbYpvv0XtOsUGadQ0ws6t2xx5/LCUsYiKfGJfvn9X2VPyLPDVq1eEQJD3Lo5ubqatfRIjNeGZqlzPz8iS/1BgwGY729k1rhE+5qeenk5FAun8/PyhQ4fmFRyE6ZYWJW3T2MCwQ8PGxY8XZTBoxsaEgDh86aJEQNi4cWMne4cvyd/o1lZyvdrvOUWys7OPX73SvfmPXKONGjWys7H9lvyNblMkm2Wbeg1Mi45DocaLyhpPq5lPe4+WrdwKir8Xa+nSpadCggnZSVyVPcYG+fhuX/A/L+ci35eUlJRu3bpRx6UVO7dnsVkrf5stfqXYzMRk5pBh43r13nvmzO4zp649uF/4I6XsUWLfubM/9+glcUowa+bMNu3b/Xv40JV7UQnJSRwWy9vVtV2DRsO7dDMtWj+ZIIjJkycXfhTNzUp/mxT56VFIHamJoMJPWps2DxcuLOYZ1X6Cocpm1dgAmWhGRiwfL4IvyE9LE2Rk8rNzBDk5wpmf/HyqH9XC3DwlM5NkMkgDDs3AgGZsRDM1KfxWav2nECoEPe0hJEmycViNoZ27tKnXQHpEyvXr11u1apWeLrzIRzc3Yzjan3v0oFaXjjuXLA8KKpIRjnLtxo1Dhw8Lv5zKjqih02jDunT7fcQoQ6nLeLGxsc2bN09JSaEas+r4kWwBf/mvM6VH7zSpEd6kRvit6EdNhg1WW7AkHw8Pj9jv6fuGDx/+zz//EBVafn6+VvIr6JrL9yI1FxBmZGQI/4+sUJmQ2f6+WkkLTqfRZg8bIWOFv/7663LNcDVmS5z59197Fv+YQ0gl3pw+fbrwhlYTHiYXVHITR43LEnCpHukSyXNQ5fP5gwcPFvXJ0C0ka+iJdGjUWLw2gDDFfHo61V9BszSnzvMOX7706+Ch4uvQaLTevXv/8e8/8geEotbvO3dWPCCk0+ndu3f/c/MmiYBQogxGYmLiyZMnheuX/Fo0wZDD+X3EaBkreHh4TB03fsGOrcKoW31MjYymDRg8slt3ltg8Eer6VMeOHWNiYoTvgqEB09F+47nT79+/27JilYVFkQaYGBoN7NDR3dHx1sRxcl2cLZlAIBi1cP65f9caGxbJExMSVHVNUNVSH75///5du3ZRE8yE5ydawmQwmoQX6WildOrUaf78+fysLFrRV6c7x+SsmwV16mtpsCahJBopDN2Lu16WQxD8m3fLtDGgZ/T0pLZR9bADS1cwizun37179+DBg6mTUZqxEdOn8Hz3bXpa3T49Z/TuN3HCBGoQDiUlJaVvr17cDx8IkmR9X1l+NBqtV6uIKf0HSlyMpLx69apx48ZUQmHSgMP0Fm5/7YljXxI+r/tjiaHUYTQ7O3vY0GF5374JjykqV0aC8oLl6023LNPTNcrFu3cHtu+YlZWVmZGRVSAzM1P0X9l/SixcuXLl4MGDRVvOysqi0u6TRatXiYtPTDSsFSbIzc2596isXnF5NaxLtyAfX9GfOTk5W7duHTLkR+5EGxubnWvXtR01QqCmmYQnr19tNGTgjB69q4eE5OfnR0VFzZkz59atW1ofvZaSniaxhEoQIuCVEhCWKj4+vn///oWD0EiS5ekm4yDcu7VkasHjx49zC6aCiyKcx69evo2P96DK7n3Xp0+fRYsWCXJzFU0gcfbWzbSMDPHev549e65avVrA4wlrNhawtbSUOHffvn17YReTjYIhqGqm9B/oaCOZAEnCjBkzrty4cTMlSS31eJ1sbQd37Dy4Qycrc8ljaXZ2dvv27S9dEg4CIhl0YU9OwTOefxFTLaLFn9Nntm3bVnz9+/fvd2jRMpvFpFtbqhiJPXr5ovvUSQeWLGcrWHD8/PnzvXr1om4z3Zy1eD7QIDRMuutSGNaGhNSuXfvuh3faDQhlMKwVlnXzbpZqYZgw+dlhVZOfScSocvJpXy6Tn4G26GlAeOHunV6/Tts2b6H4VcDs7Oxx48atWbOG+pNmYsz28yHEYr88Q4PfdmzZuW/vsv8tatSoEbVw5MiRHz58oNZX4lIln8+vVsmv2GgwMjKyTZs2VPpyks1m+/uKKkwcunf3YdvW6+cvrFmzyI/3qFGjHhWccgkbH+BHlC1OcCDJZjM93Ag9QZIG4ZKDjXXKiu3bVmzflvcpgfcuTjT6q1+/fura/tErl8zr1+bFvs9LUPVXx0Cqt6TwlsyKWxJq1qwpUXJNLQIDAx8/fqziRs6ePauWxgyaM2vnKWGPjfxc7R1mDR0uvmTp0qW///57nTp1Klf+MRqtcePGKyZN+fnfP9WVnCDy6ZO2o0fmvhAOExVfziy5rHYZMORI1umiwjBV8lvExMSsX7/+r7/+yv4+mZzl6SYjEnC1d5BOTHrwYEH5UDqdLjY34cjli2N79hZfLSAgICQkJDopkeFor1Ajc3m8I1cuiXcAhoeHe3p4fEj+xrC3pZb81KKVRCogarwoyWRoZJRvCeqHhE7qI3mYWrVq1ejRo8WHxtDp9J1bt4a3iVBDNTeCaBZea0q/AdIjhr5+/dquXbvr168L/6DRWL7epFg+3i+EoMuUiV337pk/d56bm/C37+3btxEREekFg3r4XC7bRN7UkSW5GHm3cf8+W+YtLMzMWRqBQLBq1aopU6ZQ07DplhZ0K8nqo2VpRNciU3bFTZo0qUuf3gynEgcGa5T8x2TZYZgSx2QAHVShhmMp5NiVy91/Hk2dClCHhtDQUFE0SLeyZPv5Sp+MkhzOc4LfvHfPRo0bHz58eMuWLTt37iy8augtmUdLThOXLfl7j3Bch7i9e/c2bNiwMBrksNkBlSSuB7/Nymg8oO+UqVO/fSssirhly5bCidc0mh5FZaBtNFNT4SBsBp1ksUgOh2ZoSDMxppmZ0i3M6daWdFtrhr0tw9Ge6eLEdHNherixvD1Yvl4sPx925UrswMqcqlU4wUGmTsJ5XCKFn2o5LvyTLJZBzerUP3aVIvkA1YUdFCB6CvF/5SLHN4vJ3L7gf+JX6N+/f79w4cLc3Nwhw4ZJDIMcMmjQ/wYMUWOGerqFGTvAT1hKm8Ggggp2Ff8yHnwowUqqnE/h1YeiheDlJxAITp48+d9//1HRIMlisf19JcZhSugV0Voi8MjJyTlx4kThXC+xXvHCqelF9e3bN1/xCvXCn5WzZySW9OjRQ7xCfa+i9ejv37//6JGw+104QrWsuphsLCw3zZknMSfi7NmzY8eOXbhwocTKtra2Z3fscjRUNegShr5HD49cMI8amCDy9OnTWrVqiaJBdiVv6Tifbm62/2m0f3iN0aNHR0dHt2zZkir9J0wb4+ullv12P/ZtzZ+6zl8wX/RzX5LLly83adJk3LhxVDRIMzNlFQws0hYvZ5cWteqUdG/Hjh3rh9XgpxfMDijZgAHCQJ2C7NPyy7n3KPtWpKAwPRtAKfQ3ICQI4vSDe51HjXjw4EHbtm2bN2/+7Nkz4VIajenpJhz8SS9h59BIpqvzzeTETn37iDpbmO5uqpwdTlq+dPXateIdld26dcvMzKSmGrMD/IrfuLnZ6jMnvKoEzJ49+8aNGyNGFM4RYnm4VrysU6G9uhvWCqMbGpIleP36tfj6Dx8+JGVSoj5kOcVwsBfFMJoY90W3NDcID+VUD+aEBHGqVWEHVWYH+LH9fVmVvFnenixPd6a7K9PVmeHkwHCwY9jZ0K2thBetzc1opiY0I0PSgEOyWSZF81hQ5z0S+Q+1hfvoSfatSH6WrEzCZSb31dvsW5HiJ/Gy/TFugkRSitGjR1PHljtvXy/eLJm7b+zIkX/9PL7Y4fTKoRkbsfx8OdWrcUKrsfx8tFhzguIgNRCRGuKh9LBDkiTHjx9/+fJlO1cXppszp1qVUqeJSpR9pwIeap6CxNjv24+jpQuU9+jRg8bj8TOzFG3qxbt3vhadQtmzZ09+Rqag4MJoFW+fwILS55LpZITjRWXFt2pkZmxyZMUqe7Hav1S0PHLkSGHp3dmz796/L/EQb2/vcxs2+RYtnKiczceODJ06RRQTrl+/Pjw8/MWLF1SmHxmTzYRjbj1c154+WTWseuH6bDar6AgjFWUy6HN3bXfz9enVq9eGDRuio6M/f/7M4/HS0tLevHlz9uzZX3/9NSQkpGHDhhcvXqQewrC3E45yKnnUfRmYO7JIp+7BgwdTi34C//rrL8ZXYW9q+aXoMRlAN+npkFGRC0+iw3t0Ew5qKiC8nObuKj4ghM1k1QsJCa8S6OPm5uvqZm1uYWRgYGRgQJJkVk52Rmbm16TkF29ev/6afO/Z0wt37oT26i48g3z4hC+zEIW0qRvWCAiBp4PjxIkTqV8UKvk4y8tDxpkKyeHkuDgu2Lj+9/nzBHkF+cptrMrsxxtAXUyNigkIie9jpEE50wcOHtKpi/iS7du3Hz0qrKBNsllMJ4e5a/+r6undsn598XUG9OxVxb9y37m/vfv0qeLt+dpS2Tioyt1kSVcAv6P69AwMDEJCQubMmdOkSRPxe4ODg48cPNTi55Hc0upn1gqqKj1HgMovStBo9KIT2Ph8/rErlwd26Ci+0NbWtmXLlqci79KMFJt8lZeff/jSxQHtf9RyqFy5ctWqVZ8mJTGcHHoXLYPB4/EKyw8aGZbNFUYTQ8MjK1ZV9a0ksXz69OnC/LQEwTcy7Dl7xoV/1roUJIYVcXdzu7F1x6Slf2w6Iay5p4od1y7zp0wa1aPX1KlTz58/Ty0kDQzYlbxEc19lnRVkZ2dkZiQnJb9O+PgyPl7FswIJNCOjPA/XPZcv7tyzm/q5L3FNUxOms6MWE8lQmtQI79DoRypdPp8/a9asmzdvLhar2FG5cuW//7do6KIFpbaW5eUuPLdBcgQAzdD3gJAa78Hy9cn7EMdwdhKvjhXqX3l87z4tatWRyAUnYmZsYmZs4mRnHxgQQC3J5fGu3ItcuWP7iYdPlGjJtA1rebEf8hIKJkTQaDv27+tR9DzAskGdHOnef5JkONrT7WzyP33OT01jqXuw6FupLO1axK5auKulkZxi5tzTDOWtAFneMeh0FpPJYrIsTE0sTE3trazdHBw9nJyqeHnbWFiE9e5B6DaTolkHvhb0iqDSriom9O47Y8gw8SUfPnwYPbowcyPT3ZWg0fh8fv+5v135d51v0elJYcHBtzdvX7xl41+7d3NVzraiU+qFSE7eu337NjXUU56HZ2dnX79+vVmzZmvXrh00qEg9+hohIYsGDBn7z58kU9YPq0QaT+UqrfXt2/f46VNKJAvZd+6MeEBIEES3bt1mzJvHdHbs0rS5+PJjx44lJSWVWfegj6vrrv8tka5gvm3btuXLlwtv0WgsD7f4xMT2E8ae+2eNZdHcnoaGhn/P/K17y1a/r1tz89FDVVqy6/rV7YcO5b4u/OGj21qz3FypEUOlnxWYmJiZmDjZOwRVqaKWswJJdLpw7L2jQ/63FKo+gYCXJ8jLI2g04ahsDptuakIzN1P0SoEmWJqZ/TntV/El27dvf/z48fPnz3v16VM1MFC0vG/fvq9iY5ccP6yW5EC6RrnkZ69evRKfMvrw4cNq1Yop3QGgRggIhejmpnTzH2GDraXlP9NntKpTpCCsPFhMZtPwWk3Da90ZMmzw77+9okYiKYLp7kKQhCAnh+nmQpbwk1Mskk5nODsynItcNwVdQKPRXOzswgKqtKpT7/rD+xsOFaSOUJPCRBQyFXMRQfdYFL08TBXCVnTI6J3H0Ya1wvgZmdzHBcO/lTJu3LjCE1AVbDpyaNORQ3mJSbw3heVYpD148KBq1aqa+MlnM1krpkzt16ad+MLc3NyuXbsWFrCxthJN5EvLyGg3afyplX+6u7qKr29qYjJv1M8sGv1/WwrHDVYA7o6OjcLCJRZSeUHlzH1qULNgqDmfP271iqDg4LCi4eXQQYP2Hjp4PTGhpHF6Bmx25yZFyr4rp23btmZGxlkpaeIXMeVx5V5U4tevtpY/soy0b99eONrQ00siq6eo/CDdWuMpSTo2bvLPLzMk6h9SmdVEuXCZLk7UVb+Yd7Edx/98dNVfEpWBhQktw2qcDgmt2bfX0zdFZhAoim5jxSKJvE+fma7O1DBRLZ4VFNc+mnB6tubfF6XRabRt8xaKl5FMS0ubNm0a1fM84LeZ13fsMhD7xv0+axbb2Gj+XslkCmqk3WMygO5DQCipeuWAfX8sE/+9VEKNKoHXN27t99uMU9evKfpYpptLiRen79zLyckxqBFSIS+klSN0Oj0nJyc1NTWNy03PzMjKycnJzc3hcvP5fEEBNovJZrHNjI2tzMwdbKzZTFZJKe/LAIfFor19n52ezg4qsX9V68yMiwSEVNcEgWKPiqtRJXDl5KnS4+5GjRol6goTdg+KeZ/wqcWYEWdW/+NWNCa8du3avAmTCGFaIDvtzkRSl3E9+0hk0Xz+/DmVQlaxyY00Wr4BZ/jSRbc2bWMWLVi3ZtXqqo0a5JVQML1t/YbSYY8SOBxOt27d1u/fq2hAmM/nH7xwfliXH4kfAwICPD0929SsLb5aYmJiYZIbC3ONdtT7urotmTCpaXF16p49e9auXTuqEDzd2oohtkvvPo9pMqj/oRWrnYrW5CAI4ucxY+4fO8F0caKplt5TeNHke7FHrZ8VlC8MOn3trNkNqxcp1TB9+vSPHz9SOzbmU/z4JYv/nTFLfIVfJ0wMDAgYsewPoiKikp8psL58I55ULIkBIA4BYRHOdnaqH/cpJkZGW3+f13hg/+h3JV6OgvKLzWbb2toWJmuXm5edQ+6rtzRTY4ZtKSW21MuCycrMKUyoq4NMDA0lsphQAaGiZ6I1qgReWruB0BkMW2uGbYnD7YqtvqXiIOewgCrn/1snEfMQBDFv3rx169YJb5Eky9dLVMBG5ENiYouRw46uWO3j7U0t+fTpU9euXXk5OcT7OEIg0FZqeDWqWy14UMdOEgv/+usv6kapmWCkPXvz5q89u8b16iNZMH3IsLnbtxS7wd6ti8zTU0Xfvn3XrFsnyMuXfjdl23f+rHhASBBEnTp1WtRvoJXyg/6entKDeKm+mubNm3/58oWaOycs6ljUk7gP9fv1PrRideD3wZnUu/nPP/8IJ+w9fc4OVM9kAZwVKMSAzd46b2FE3SJdqefOnfv777+Ft+h0pquzMCn68aPBvr7Duv0kvlq7Fi1vREZeeq78+A6NHpNFxSdUjMGkf6emrFj2525hvnrlKiUiJgS1QEBYxMIx46SjwYSEhIMHD968efPZs2cJCQnfvn3jcrnCXiA229TU1N7evlKlSmFhYR07dvT0LJLf2cjQaPnYCY0G9ivLCk6gy7ycnPKTkhU9gVOdpaVlXFyc0on1Nc1SqhIAdSIoey4WSLv75HHfmdPX//Y7R2xG3JIlS2bOnEndZnq4ldQV9j45qf7gAVtmzm7WpAmPx+vatWth9nwTY0VL3ukgRxubLXMXSITKnz592rBBeGZGGnCUy5vyv00beke0sS46n23y5Mlbdu78wOdLDOVwsLaRHrCqtDp16ni6u3/4+lXRq0s3Hj6IT0x0Eruc1b59e/E5XcJ8m5s3l035wcOXLrYbO2bP4qVmYh2nN27caNOmTWGqYQMOy8+72EExnzIzGgzqv3DwsGEFw0rPnTs3btw46i6mu9pSbWvlrIDKYCRMh10w6YBOo33/L53JYDAYdCZd+F82k8ViMtksFpvJ5LA5hhy2IYdjwOGYGBqZGBoaGxqamZhYmJiam5jYWFjYWFhsP3Fi+p8rCY0J9PHZNGe+xETQxMTEfv36URVumK5OJKuwR33yqhWuNratxLLOzJ49e9GcOSENFB6XWzao6EvbrQDQFAahtopT5Z6tpWX7hoXl5kXmz58/d+5cUblCcVkFEhISHjx4sHv37ilTpgwdOnTVqlXiI4hq16rlb2Ack5lV7JUnJQkK/snh3tNnhjXD+JlSU6pK3sKfu3b+uWtnXsJn3rsP6m9YSfdq9EOoS59wd3d3JpPJz+HKapWM3ViwnBqVml8gLy+Px+NxC2RlZWVmZmZkZKSkpHz9+jUxMfHjx49v37599uzZmzdvhA/k5SnzFmh+B1qamhcbEAqHjCr07Jpuatl8llR7loPnz8fFvt+/cpW1tbVAIPj1119F1duElT9srGVsPzUnp+OUiQsGDnkZE0PVXiOZTJaPFyGc2SyzwbrwLSu5DVV9K+1fulyimAEVuVEVOBi2tvK+hKKrpaVnzF27ZuWUqeILWSzW6mXLWg/sz3QuMqCxR0vJsu8EQbRp0+b48eOlPm3v3r23bt0qsbBPnz5zly1lSBXSkN1ygUBw4Py5MT16iu7p3Lmz+IoPHjx4+FCYl4VuZVXKW190y8q5eu9ekx4/HV2z1qFgytnKlSsnT57M4/GozhmWn69wpEAJT5FDkuP++fP46VNTxo3v1q0b1avJsLMVBsnK/Rhp+6ygTrXgs/8W1kNWOytz81J+X1R4K5kMxrqZcySiwby8vB49elCDRWlmpuJftLy8/N6zZ+1lMBvXE0aAkydPXrJkiXB+bmq6ws3T9CHo+8YNa4Zl3bor7JSrqUInoVRTee8+ZN+KZLq5CAfnK/hYqkkqtQegAC7A/1DFy5tRNInFkSNHZsyYQd0mmUy6pTnN2FhYNo3JFP5EUendCs7NBTyeIDtn3eGDXr6+k8aPF99ItaCg6AP72ZX9xBeCDE62ti+PlH6GJFvVqlUlim7Lw6dd6/jERHnWpDYuEAj4BfMGqf9KBGnfvn1LKhAfH//ixYuYAjwejyyYFaMEYdKUmgVJU54oM6hGdqbysnx3SnX58mVV3h09d/f1y/o9um+av3DBggWHDx+mFjIc7CXik2LxmcypG9fnvirIyUGSLB8vYY01pVSr5DdzyNDqAQF0Gv3es6dz1vwb9fQpUbbMTUzH9eo9+qcehlI5Y3bt2rV9+3bq2C5jFFmpNhw6MKxLl8qeRdK0Nm/evH2tOsdfxojnqukllV/027dvZ8+eledZDh06lJWVZVg0hOjTp8+cOXMEXC7JLmbGkQz7zp0VDwgliJUf1Ox4UZGnXz437Nt7y/yF/1u48NChQ9RCmokxy9en1PEUJIt17n3syc6d8gp6FGlmpjLm4ev+WcGHgm55DTHlC3LuPeCnamQqOy8vL2LMyEPLVoZW/jFYd8yYMRcuXKB6m1mekilks7ncLtOn/jdh8iXRmFJhPF+m8ykqAMSEoBYICH+QHhYSFRVVuJucHJiOjsWnVSBJkkYTnjMZGtKtLB8lF/RsiLG3t+enZ/Cz1NpJqAiakZFBuGJF2Bn2dqVfqdInk5cvnbx8Ke/d96IgqhFwcwnFg9XikWTBv4IhRiRN+BGl0UganaDThCk6GQySySCZLJLDpnE4xc5Thwp5CSM2Pa3+wH65zwsrrDJdnBiO8k4CJBl0diUf3vsPJIejdGaOlnXq7v1jqahDrGnNWo1qhHebMunktauEJjEZDCtzc2tzi1B//8Y1wlvUrmNatKIJ5fbt24MHDy58iKuzKmm68vn8aatWHlmxSmL58mXLzoTXyCuYMSWsWFC5snRNhQMHDuQWJAFmVfKRPYYwnyBO3rwhkaHUy8urTp06d969ZTgpll/67pPH7z59Ek8CKcLj8ag4mWZoWJa/WR/S0xoMHpgbU1iDl2FvJ3xf5CyqQaMJx0JbmOd9/MTy9lJjqbqyPyv4+CUxn8+X7klWCzMTE2GZCo3NHUhOSWk1cviu2b83btiQIIiZM2f++++/wjtIkuXtJRosKi6Hx+u3cB5XdKRydaarY4K9po/JWbdKHDuqlQuXiAlBdQgIf0goyHQvrnZtYeI1uoW5PFfWKbXEchZT4uPjhTFAVjahpYAQ5Jdz/1F2XBwnOEjOomQ/UKcgBfM+qD8LIrSCQI3BKAzMWEzhGTaHQxpwVDlloRkrHOHr7bszZMiQwmQq+odmbMwO8M99/Ybh6CAqMiEvkmS6Fck4qqh5I0dLnNTSabS5g4ccP32KVlyEpgpFA+lbt261bt2aGixKt7IUJZNU2rlbN8/evNGsVpFEnS4uLr+OHTdr/Vq6pUVJ5Qd3795NReB0OVLa7D59SrpkRd++fW+M/VnRgJAgiP3nzk7o01d6+fHjx7+XHyyj7kERmqEBO8Av95VSn9iCksJqn/FY9mcFefn5n758cbbTyAVZc/OCvarJyeQZOdkdf5mybvK061eurFy58seUThl152k0diXv3DexwunKdopmaquYqnQW1qDOeRgtkDsbHGJCUBECwh+iX73M5fFYYuOjWrRosWTJkrn//SNPHTc6jTaiW/ehnbsWe0FRkCucEQHlGtPNRY2DkQA0HSSTHDY7wF8r+9m7aAWLwoWeXtwnMSxfby3m2dq6deuwYcOys7OpayssT3e1bHbaqhWNa4TTiw4vnDBhwubt22P5fBab3bVZc+mJstRoOpqFhTxXiM7cvJGanm5mUuTEulu3bj///DM/PUPRvty9Z88UGxCKlR8s64BQ+LRsrX1idees4H3CJydbW74UajJC7ndcLpe6kZ2dTU0gp/5L3cjIyEhLS0tNTU1JSRH/r/AJBJrNLsYTCPotnM998b3Tz9mp9LxHNBrLu0j2HX28rKwyxISgCgSEPySnpOw7d7ZnqwjxHTRx4sS+/fodvXb15qOHz96+SUhKSklP5+bmCoTVn5kmRkZ2VlaV3NzDAqq0b9TI1V5yBM7FixefPRNO9yp2sAQAlAGmh7sqk8RACa8/fPAvml+RIIhXr14RAkHe+zitBITv37+fNGnS3r17qT+F0WAlH3XVdH329u2GwweHdOoivpDJZP65YkWLPr3a9+kjnUp33759+fnCab0MK7kKHeXyeAcvXujfrr34QnNz83bt2h28fEnRgPDhi+evPnzwdilyhevLly+F5QfNzTRafrC80MpZQdNhwqSpOfcfCQqGE6sfX/M5oOg0tp9P7uu3NGMjTD9RGqdqkdy/8kBMCErDEb+IGX+tblQ9zKFo0jYba+uBHToO7CDswVdIWlraqFGjqNtqGSVFXdVWUXD3rs91uzRifGKiYc0wQW5uzv1H2m4LlO93Z20B1bfTdNiQGw8fqKNF+mLm33/uWbyEJhZu8fn8X3/9VXhD2aRKSnvy5Mlff/21ceNGqso5VR2b5eGmrmiQ8vua/7o1bylePoEgiMaNG3dp0KhXy1bS6+/atYtKtiFrNF1Re8+elggIqVGj+w4cEA7xLXY+W8n2nTszbcAg8SXbt2+n0nvSbXABRctnBSSbJQwIi5mMQE0dpwn/SxPOVqRuFMwepwk/0jQaSacRNLrwT2oyOZ0uzM1Dp5N0BkGn08vm6phw3mAF6fTTtOUFVNzI1fv3WowYhpgQlMbQjXzhuiIh6UvnSeP3LVriaK9q3a2UlJSuXbtSFwJppiakAVvxXa2ht6asMjTLu7yku7T4ySybPPraSqFd0pNWgHdHc62S9abEJ342rFm9IEiOJrRD5z6xJ65daTx00IwevUOCg/Pz86OioubMmXPr1i1qIKtGW8vlctPS0j58+PD8+fPbt2+fPXv2qVh2U5LFYro5U/P6lGpGiQ9JTvm2aOP6BWPGSixfvmyZlbB+QxEfP368du2aMPSytCg41ZerJZejIhOSkiTqZ7Rs2dLa0jI15dv3FyVvy6UDQmq8aEH5QVNFdo7OnkWo4RirrbMCduVKRFnT+QIyct+l28dkjf5OlcGzQMWEHkJJD57H1OzT4+/xk9pEtFZ6t169erVfv35v374V/kGns9xVSs+gXjmPnmTHxHCCAoSpTXQYyWIZhIdquxVQPH17d7hPn2ffjmJXrqR01k09dOdxdOuRw3O/TyUSYbrIm42jWIY1hRmVsm8XJnuUH83AgG5nw7CxkqdjULlnWbF96/LNG7kPHgsKxoKKY3l75Cd/y/9WMIlLDF2+8aIUPp/v2aYlPy2d++yF5HZ4uVRAKH/Ln75+bVizOi/uY178J8kmFTenUek9X95V+LMCqAD4aenZt6NopiZsf1/DmtWzbkVSX1gAOSEgLEZSenqXqZOrLVgwefyEVq1aSZR+kiE3N/f8+fNLly49f/48tYSk01k+njoeegGA6vQtSJYH3cKMHeDHi/soyMwiSIJmZMhwcqQZqznLaPFoJEmnkyyWMLWvsRHdzLRsjsMkg8FwcuC9j5NYznsXJygom15kZRZTiUsMws4lJlNQMLZTJD81TcDLI5kK/6bTrSwkA0KMF5WCs4LyqGyOyVm3IkWXS3QHYkJQFALC4tGMDB9mZ3YfPIiZw23UqFF4eLifn5+vr6+NjY2RkZGxsTFJkpmZmRkZGV+/fn3x4sXz58/v3r177ty5jIyMHxsxMWZ5uStaMhgAoMKgGRux/XzUvtmyib2VexaGgx3DQbN1XDkhQepqOc3AQKGXqbdXPXBWADLoYI8cYkJQCAPDjEtCMhgsX29+ZuaZ27dOnj6tQOkekqSbmjIc7ApTBSg7kHvgrJkDZ83Mff02P/kroQmaGWG+bv/+dfv35yV+4cW+l+vpdGTaQnmZKKGaob/PHvr77Nw3sflJyRXv3bkTHW0YXp2fkcl9GqORJyhXe0P9KsSHBPSIuj+xWj8r0KyKM4WwTBmGV8+6HSl/GzT7O1X0TaTaZqiXhYtBUaRBDT292qcYPj8/PZ2fkSnIzhHkcIUjf/j5gnzhj0FhIi8Gg+RwSA6bZmRENzUl6GpLXqehgFA4h5CjwQFU0gEhO7AyzcCAmsQoEEszKCyfrYXZ87oi73Mi792HsnxrhB+qogEhyWBwQoSlkwU8nkTuUIajA9NZ4ZrX2qW5gJDtjzmExX1iqwWWfcUtAKU/sewq/jS5Z4Lo4FmBWvDiJeeOckKq6k6tEX5WFvexMPuOCMvTnW5tlX7zDl1sDvD69esHDx5Mt7EWJg3WKiomlD/00tDvFM1EOIdQum2ICaFUuvLl13U0Gt3MjC5VSKoMsLw8CC8Porxh2NqUXosWtERYjFtN9bh1EM3YCNe5AKCinhXoM5NaNYSZje7eIwS60Jsp2Rcnf+hVlr9T6CcEeaCHEAAAAADKB4mAUBd6CEWdhAr1E5Yl9BOCbAgIAQAAAADKdOBoGUNMCDIgIAQAAAAAqPgxoS43D7QIASEAAAAAgF4EXegqBGm6lfYKAAAAAKBcE00p1EE/SmUAfIeAEAAAAABADXS5b1AEMSFIQEAIAAAAAKDOmFDHe+EQE4I4BIQAAAAAAGqDmBDKF9IgrIwqYwIAAAAA6IOsO98rE9bQ6UGkWXcidbyFUAYQEAIAAAAA6G9MqPuNBI3CkFEAAAAAADUrLyGWYY3qhjWqi8JX0EMICAEAAAAANBUTlotYCzGhPkNACAAAAACgEYgJQfeRhkgqAwAAAACgMZkFnYRG5WEQaTlqKqgLAkIAAAAAAM0qX4FW5p3I8tJUUB2GjAIAAAAAlF1YqPuMalQvL00F1aGHEAAAAABA40QhVnnpfCtfvZqgNASEaha5a4+/p6foz/sxz+r27UNow7UtW4P9/HWhJTI82Lvfx81N9OezN2+q/9StfO1ngiBC/Ctf3bxFfEnvX6YePH9eK435dcjQ6UOGii9xbd40OSWFqNA4LFbytRtq32zl9u3effqo9s0CAIDeKncxIYaP6gMGod+Gd+u2dNIUpR8+ZdnSv3btVGuLAKDi83V3v79nn9IPX3/gwM//WyC9fOHYcT/36i36M5/PN61ZQ+lnAQAAtSuPQzGpNpejCBYUhTmEKrn7+LHsFfiZWVl3o3KePiO0TXdaIgM/O1vYyMdPy/7VdW3ePPNOpPi/tg0aKr017qs3WXej8r99I3RA9v2HWXejBHl52m5I+ZP9KFq467i5hI558vqVtpsAAABKoiKr8hUWUjFh+WozyI9BCAi9psLLz83NvbljJ5fLZbm4MOxsS3mWst/PAp1piRKUa6Qqr66k3aX0YxVvD5PBaFardv3q1WtVrWpvbW1lbi4QCJJTUj5+Sbxx/8H527cu3b0rECj7CjXz1kfuLjJ2V3X3nyk1+lejn2pN7DrVNhh59FjW3SiGjQ3LzVXWZgWCrLtRBEkahoao9HwAAKBWRmHVM+8K4yujsHLT7UY1NfNueWozyEnfh4yqIioqisvlCrtZjY1U2U6Qr+/N7TvU0iSzmuF5+flq2RRwX73Oioxie3vRzc01vTeYDMbwbt1G9+zlbGcncZehvb2LvX14YND4vn2fv337vw3r95w6hXdHzz169Eh45DEw0HZDAABAtZiwvMVXVLNF8SFUDAgIlbdnzx7h/5EkzdBQfe9IRTO4c+eV036Rc+WAgAAZPWD9f52+98wZosLxcXXdOG9+sP+PDEAlqeThsXHuvHYNG42cNzctI4OoiPhZWVmRUTRDQ07l0neIDPv37+/SpQtRET148CA1NVUYEBoiIAQAKMfKb0yIrsIKRt/nEP67Z49RWHW2mytZmujoaPEH5uXl7dgh7NajGRkSJEnohqyoe1mRUYTSowqhzAX7+1/dslWeaFCkY5Mmp//+x8RIpX5p0K4XsbFGYdUNAquUeuTp00dyAO3+/fupGyR6CAEAyjlRcEWU22hW2w0BNUAPoVxatmwZGBgovuTkyZOJiYnCPWhhqY43AkrHffNWOIbT04NuWUH2ubeL6+FVq5UI7YL8/Xf+PrfthPECnbkYoZvoFhZsL3VOcSx7ffv2LTYgpBkaknS6lhoFAAD63k+IrsKKBAFhwV6wtWXYlpgVhiTJ3xYtkli4cuVK6j66VQUJTvScAYcjscTU1FTTT7p6+nQrqQmKd+7cWb169dWrVxMSEjgcjp+fX+fOnUeOHGlUNG5sVL9+z/DwbTdv6lRUEBUVVb26Yr9nsbGxbmK1KPUKjcMxrB4qYwUPJ6cmTZqIL3lWoCDW1fjUVgAAKBvlNybErMKKQd+HjMpjYMeONYOCxJecPn36fEHZcbqZKcmQFVSHhoYKBIL8zEzqe07969+hg/g6j168EA4eC6hc7ICxqKgo8ZWfPHkiY3RZHkoLKMve2lpiiaOjI6FJbRo0qC8VO82aNatmzZrbtm179+4dl8tNTU29ffv2lClTqlatGhMTI7Hy7zNnEe8/aLSRoF2/jRxFo9GKuRRV0PmppUYBAID6ld+xo1TjMYK0XEMPYSmc7ezmjh4jvoTP50+dOrVw99lK5oQECev271+3f3/ely+5795L3EWSZHp6unjHV3JysrVUYFY2Knt5SyypXbu2MG+/xrK29ohoLbFk9erVc+fOpW7TjIwYtrZ0E2OSyRTw+fE5OW369L5z+oyl2HBZe3v7eqGhl148Z2hpp5VEoZQwJIul4eaUV8H+/l2aNRNfEh8fv3HjRqprkSbVpw0AAOVaue4nxAjScg0BoSyGHM6epcvMTEzEF65Zs+bhw4fCK/SmpnTTInfJKTf2XVZkFMvdTfw8nmZoWOzgsWJTmNIMDDgBlYlyztPTU2IYpJWVlY+Pz8uXLxXdFNUTK7Fw1Px5mw4dkufhNBqtac2aEgubNm1qZGSUy+MRGsBkMCSeMS0tbebMmYX3OjkyHRxEd5F0Omlk9Ikglm7aNH/CBPFHRUREnL14kWFlpTuZjUAt2CzWf7N+I4u+rYsXL3769KmXlxd2MgBAhVTeY0KMIC2nEBCWiEajrZk9p2qlSuILo6OjJ3w/I2c6O2v67akwGDY2DBsbiYXd+0hmyyAIYsyYMWMnTDCoVpUoQy3r1LWQmjFoYGAwcuTIZWvXaOIZHW1sjYuG+mfPnqVqCTBsbcWjQXF7z5+TCAi9vb0FPF5+ejpd8zMey5fOnTvLKGEip//27pmweDGhDfPG/BzgXaTX+s2bN2vXrv3555+10h4AACgbFSMmFA1/Lb+vQq8wCAIlCorbL3T62tm/dyyaziEzM7Nbt27Z2dkFEY41zZBT3N6Tf38K5FnZqGhmeU7hODG5Hlvy82ofk8EY0LHIXErK0KFDN27cGJOTQ3LYKr6K7z2xrqWOqJw8YECxy6dOnbpuwwYuP58oOo9LkcYUf5edtWQuIqpflKTTmU4OJT0qPvFzZna2+EfCrqCQfX5qqhyd1ap8ZmRvVqHlqm9ZQ09X9lsuUfeWrUZ0716kEQLBgAEDqINP+f3WAwCAPIzCQjPvRhXEhLISj+k4qvGZd4W5MMr1C9EHDJwnSOOwWBvmzW/fuLH4wvz8/AEDBlCJPWgGBixnZ3l2nayki/KdnzsWTX9qb2//4+Hl+cxwVI+e3i6u0svZbPbevXsbdmj/VV3tLG0/d23eokbRmiIiVlZWmzdu7DJqpIwktMo9NUlIjvCkurNopiYkjS6jwRK9XtSQQkEO98dDZARoZfnWV4h4MC/xS1bkPYaNDcvVhSgrjcPD//tttsRg0ZUrV165ckV4S7mxwbrxrQcAADkZVQ/NjIzKvBtlJDMZte6j2p8ZWRAWlvPXUoEhy6gkN0fH8xs2SkSDfD5/wIABe/fuLdhnNJanR2ldRurh6uAgMbDQyMjIyclJwC/f53fVAwJmDBte0r1eXl4XDx5yKZMkiraWlsu+pwgqVtu2bX8ZNFjtqWUSk5Mllvj4+Ag/XGxZmULsrKwkPg8JCQnCs33NTHSEsle7WrWdfyxhFs1d/Pjx4+nTp1O3Zac1BgCACkMUSlHRVLlmVD20MMQt/6+lQkJAWET7xo2vb9tezc9PfKFAIBg8ePDWrVuFf5Ak291N0fx+woQxoSES/+TJDBlRr770wlatWikRAPwogFHwbaT+LZsiKxbSEG9X1z3Llhuwf4wIzcvLS0pKKrKOt/eN3Xva1W8g5zajoqKki3CsW7dO9qPYLNa2RYstzcxkrzb7t98mde5CqNXHL1+yuVzxJc2bNzcrrSVdmjeXWKJEAh7QWW0aNDzy198SMX9cXFyrVq0KR6rb2gZ26mhUPZTG4RRbeGbp0qXaaz4AAKiZqEutYsRRCAt1FgLCQm6OjvuWr9ix+A+J5CKZmZndu3enUr0TBMFycyvL8l8/RURIL+zevTvB55fTTqFgf/9z69bbWVmJL5wxY0b37t15RV+RpaXlzmXLdi5a7OOqkarlNBpt/dy5dYKDJZYvXrw4IyNDYuHvM2asGj9BPIhVETc39+Lt2+JLTE1N58+fz+fmlPQQBxubKQMHSSw8duyY8DIFk0not5zcXOHPTEgwqVajR48us5cwovtPO/74Q+IzlpKS0rJly7i4uMKR6k6arY0JAAC6poLFhAgLdRNGHwlDwbG9+/Tr0IEjVQ/t9evXHTp0ePz4MfWnsFCElWQuEM1pXrtOWJUq0subNm0aFhb2MPGz6tXn8r58yYoqoylSJEkO69pt3tixEqe8J0+eXLx4sUAg6N2nz/Zt2xhFR8S1a9KkdcOGp65f23zo8KW7dzJlJtUQlr/zL9K7WxJDDmfj/PltGjSUWH78+PFp06bduHHj4MGDEpO4BvXqVat69QnLll6NUs8Rec+pUxH1i/QAjxo1Kvnr10UHD0gPSHZ1cNi3fIV10YsRcXFxly9fFu5b9UWqUPYszcz+/e231lL94WlpaW3btn3y5ElBtUYm29tb9MEwqBJQ7KaYBUmGAACgIqEGW1IxYYWZhoe5hTpFfwNCNovVrFbtbi1btm/cmEGnS69w5MiR/v37f/v2TfgHjcZ2L9O+QSaD8XvJvRMLFixo2bmTrpUjlyGkcuUFY8fVC5U8it2+fbtHjx5UopSD1651Gj5827JlpkU7ael0euv6DVrXb5CXn99n2tQjFy+q2BhPZ+dNCxaEVpY8pX727Fnv3r0FAsHhw4enz5u7cOYsiRUqV6p06r81F27d+mfP7rM3bvDy8lRpxr6zZ8b07iXRjFkzZ7Zp1+7fgweuRkUlJCWxWSwfN7d2DRsN797dpGjNRmFy1MmT8wraQDcvZaxpmSm2IGTZodEMQ0OIcqVzs2aLJkx0kCrK8uHDh9atW0dHR1O5Z9nePiRL3/uBAQD0VoWMCREW6g49DQjpNNrBlasahIUVe29CQsLYsWP37NlD/Umy2WwvT1rR8g+aNmvEiEBf35Lubdq06ZCevTZdukQzKqZsve4gSbJRjRpDu3Zr06CBRIcbQRDXr19v1apVenq68B0xM2Xa251/cL92xw47lq8ICgqS3tq1GzcOHTpMMzFWOqMPnUYb1q3bnNFjDKVmgcbGxjZv3jwlJaWgMWarDh/OzucvmzWLJvVcjWvWbFyz5q1HD5sOGqRK8CMQCEbPm3923TqJOWMhVauuqVp6Gcb9+/fv2rWL6juiGxsr3QzQluoBAYsmTqwZVMx7fe/evTZt2nz69Ol7NOhFM1Bs3jIAAFTgHDMVKSZEWKgL9DQgzOfzu0+auH/FSokpZAKBYO3atVOmTKFKhFN9Lyx3d7K4LkTNaRwePq5o0fbc3NzMzEwLsS7KJUuWXG/S+LXcnVSyCmBoTMOwGgdWrpJImUjZvXv34MGDqdl6NCMjlocHtfxtamq9nj1+7dd/4oQJdLHdnpKS0rdXr5wPH4R5fTwLV5YfjUbr2br1lIGDvFyKGRz76tWrxo0bF87U4nBYHu4EQaw9djQx8fO6JUsNiwZsBEFkZ2cPGzY8LyVFWA5euTIABR69eN590sQDy1ewFRzzef78+V69elG3WU7OqrShPHKytXtx4oRWnto3IiI+8bMqW6DRaC3r1h3do2dJF6Q2btw4ZsyYzMzMgmifVRANlunVKAAA0FmiXJ0VLCaUCAtRo6KM6W9SmfTMzPajRp46e5b6UyAQ7Nu3LygoaNiwYVQ0SDKZbE8PtpdXGUeDQb6Vdv6xRKJjauHChRMmTBBfYmRkdHzvPlu6Tof0F+/c7j11am7RbDEF0dSwn376qTAaNDZm+3iL7+Q8Dmf2ls3Va9W6KDY6dOTIkR8+fBCG6MbGdHNzRVvC5/Or+fkVGw1GRkbWrVuX2rjw/NvHR9SYw3fu1GgdcevWLYmHjBo16tGtW9xXr3NevCBUc+nOncZ9+rx+/VrO9QUCwcqVKyMiIrgFSUrpFuZ0y7IbyQyqG9Sp095ly4uNBhMSEtq2bTtw4EAqGhTOifWrhGgQAAAqajmKkjKRokZFGdPpcELTsnNzu0//ZW1aGp0g5syZQ03XoTCsrZnOTmUcChIE4e/pdWj1aokxhA8ePFiwYEFubm7fvn0bNWokWu7i4nJ0/fq2o0cnZghHXcpD/rQr6nLs8qXuo0btWr2a6gQ7e/bs2LFjnz17Rt1Lt7Bgu7tJDwEl2ewX+Xktevao41953NixqampO3fupIbPsdyVTDo66Y8/BAJi5E8/iS/cu3fvgAEDCntj2GyOr+RMrbfp6U369hnVsdMv06ZRPbRbtmwpzDpLo7FcXQmVPXjzumbXLuM6dxk5cqR4J7C0y5cvz5kzRxQn001M2N97VqFsZEdHZ8XFGQQGKj2jb+2+fSZGxnPHjJFYvnPnzjFjxiR/L1DJsLISpnoqk3qnAABQvlTUKYXi0GFYlvQ6IBR2RgkEA+bP4755k5+aRi2hW5gzHRyUvipfvVs3YRL8p0/52SXWDyhJ3ZCQPUuXmZmYiC/MzMzs0aNHbm6uMDH9r7/ePHnSQqxaXZUqVS5t2dJx7M/PCzq4dNOZe1Fdhg+fO3bszJkzqTIJQjQay8VZVl4ckmQ6Od36nNC5T5/8gnmGwuGRrq6kVDJY+U1e8kd+etqYIUOpjspffvll5cqVhc0xNGR7exVfv8HU9M/jx9dt3frz0KHNmzcfMWLE98a4qKv3JotGm7d926Lly9u2aNGkSZOwsDBbW1tLS8vs7OykpKTXr19funTp5MmT9+/fFz2EYWvLcnbS+mDRUj/wr1698vLyEv358OHDatWqEfpt2eZNaYmfV/w+l5pYe/ny5WnTpok6okkmk+XmSi+tKCUAAOgzfYgJpatuVOBXql36HhAK0WhsLy/u21iCEEiHgmwWq25ISHhQkI+bm6+bu7WFhZGBgZGBAUmSWdnZGdlZ31LTXr5/9+rd+3vPnl64fTsjK0uJJtBptHF9+84YNpwlFZD0798/JiamIGIx+MDN6f3LtMOrVovXZnBzdb2yddsvy5dvOHyI0FUXoh+d7dqF+/oN9Sfd1JTp4kwTy+xSyn7OzPyanPzi9es3SUnUflY68J72338CAeHp6Dhx4sQX3wd8ltRRKUJy2FwH+wXr1/0+b54gP7+gA8eSUbSaoopohoZ5Ls57L17YuXs39RQlrmlizHRwoBe9cADly7qTJ9PTM0b37Ttz5swTYvMh6ZYWLBcXUmrabccmTbctWiS+pM3IkRfvFCllCQAAekVPYkIKOgw1ikFoL0W8LiF/DL37vkNCAwLG9e3bok4doxJ6gcxMTMxMTJxs7ar4+FBLcnm8K5GRK7duvSC9V0vez3WCg+eNHVsjMFD6rpkzZ+7bt094i0ZjuXsQBHnp9p2JCxeunDlTfDVjY+PVM2d2a9ly/tq1pVfJ09I7Tjc1Y3t58eLjmY6Ohb0fAkX2s719YECAxH4+8eSpEq/ul//+y42Ly0tMFP5Bo+3Yt69Hx47iK1jVqpVT0CVbFMm0tWNYWeclJuanpbFcXH88l0A9e5uk0ZkOjkw7+7yUFH56Oj8rS5CXJ8jLI2k0gsGgsdk0Y2O6qSmNGlGs6Pso0OBbz/GvXNJdxdZIpBkYcPz9S9loya2N//zZKDRUwONliw3zLmsq78zdV69uP3Ag93vfPs3YmOXkRKOKiwjU3QYc5wEAKiKjgoJemVGF8wmpPysw0QvM/H66W+FfctlAD2ExbC0t/541q1W9eoruTRaT2bRWraa1at2Jjh4ya9ar9+9LfcjE/v1/l5pNRPn333/nzZtH3Wa7u4v609YdOmRiYDBv0iSJ9euFhZ0KC2s5dKi6KqerHd3UVJiWU437ecQIOfez5BacnYUnyVwuy7lIR2WpSDqd6eDAdHAgNIdGY1haEpaWGnwK0A0MGxuCTs9LTBR2+cocIyo9doB4/z7r3j22jw/6igEA9JxRaCgVIGVGRelJgITIUL0QEEqqHhCwd8UKW9VOx2sEBl7btq3/9Omnrl2TvebfO3dG1K9fU6ru3KZNm0aOHEndFnapFc2ruXznzoy0tOVz5kgU91u2bNnZnTtZjo40nS9MV8b7uaSYsFhZDx7k5OQYVquGlB66jGQyDUPKWRl6aQxLS2H8Xxpfd2EpFHH+/v7Hjx+XWPjL8uW/LF/Oi4/nfVapNgYAAJQvehgTlhQZottQCUhhV4SznZ3qUQrFxMhoy4IFgaUlgczmcjuPG/esaPWCf//9d9D3oufCfKf29tIPXHv8+OAJE6hkM5TLly9PnTqVn5GR8+IFv6Cig84q+/0MFVuNwEDhgBmxf6N79iQqkA6NG0ss+YnKl8vna6dBAACgY4xCQ3+MINXVwWKafvnUP9HJgLYbVW6gh7CIBePHS0cpCQkJBw8evHnz5rNnzxISEr59+8blcgUCAZvNNjU1tbe3r1SpUlhYWMeOHT09PcUfaGRktGzixMZ9+sgeDJaSltZh7Njz69Y5Oznl5+f/+uuvi75njyhIPV9iYYNdV6686Np1519/OTs7f/z4sXv37nkFdeoZtrY63kOolf2sO6h+XbLg/2g0Gp1WiE6nMxkMxvf/slgsNovFZjLZLBaHzTbkcAw4HEMOx8TIyNjQ0MTIyMzY2NzU1MLU1NrCwsbCYsfx49NXrND2iwP169qihV/Rz7xw8m1oaOfOnY/cuiX9sWc6OTGdnPBOAADoIb3tKhSHbkN5iAfMCAh/sLW0bC91GX7+/Plz586lioBLyCqQkJDw4MGD3bt3T5kyZejQoatWrWKKzfapXauWn6np8+xs2fUJ4hIT248Z89+MGZMnTrx06VLhe2NtXWqZu3txcTXbtVu/cOGcOXM+FwwSo1JTEDpMi/tZQ+49fWoUGsrPysopyAcrQ53g4DPr1mmoGVZFxxXrudy4uKx791jOzgxbW6I8c7azWzplSrF3/fPPP5F1634p8yYBAIAuQ0wovitEtzGmlCh5JyAg/CHAx4dRtBL9kSNHZsyYQd0mmUy6uTnNyIjG4ZBMprBmPTV/TyAQ5OcLs0Hm5Kw/eNDL13fS+PHiG6kWFBS9bx+nUiXZ396Yd+/q9+uX8/x5wZORTEdHpp2dPF/7byTZYexY7hthRQeSyRSmS9V2bTpd3s/a9SEhQXMbNyGI7EeP8tMKK2qqnZOd3QuxAgnKqVq1KjUWWiG+ERHxejkpzsrc/ODq1SWF+jY2NscPHGjRv/83DBwFAAAxEmNH9barUJ7gkKjQ+0fOV4qA8AfpQYxR33ci095emFiy2ECLJEkaTVjQ3MCAbmERTRUzEGNvb8/PzOTL0XlFslhsH5/c2Fimk5NCmQNpRkYcf3/hAx0cii+tLp9Hhw55ubiIL/Fp1eqj1Csq7/tZQ2iGhqXmOPmYmJjP59NLLnioCjMTE0FeHiaVVRhujo4HVq6UHiwqLiAg4MKOHZ3Gjn2rlwEzAADIgK5CGXtG/M9MqdmG5TREVPqFICD8ISEpSWLv1K5dW1gswcyM6ego5zshnS80Pj5emPohK0ueQIXG4XD8/AjFkQwG29ubUIG5qaln0cSbj54/V3s0qCP7WVvy8vM/ffniLF/fr6LMC/qRlOh/033Z0dFZcXEGgYGqXO8oX7o0b7582jTLovMDMzIyunbtumfPHhOxC0a+Pj43du2avGTJNqmkowAAoOcQE8q5l4iiik1Io1NRonpbiIDwh8cvX+byeOL1vlq0aLFkyZK5f//Nk2NX0mm0ET/9NLRbt2K7v4RdN7ottHJliSIWR/fty7p3jyAI9Z6I6/l+fv/pk5OtLV9KXl4ej8fL/Y7L5VI3srOzs7KyMjMzqf9SNzIyMtLS0lJTU1NSUsT/K3wCjB4s59ydnOb+/HOnpk0llufn5/fr1+/UqVN9+vTZt28fg/Hj6G1qavrf77+3b9x4xp9/Pn/7tsybDAAAugvDR5XeaRJkpy1Ve7hYlk+HgPCH5JSU/WfO9GjdWnwHTZw4sW+/fkevXLn58GHMmzcJSUkpaWnc3FwBQbCZTBMjIztr60ru7tWrVGnfuLGrVL3yixcvPnv2jJoaR+i20IAAiSUnCiaM0QwM1Nt4Pd/PzQYNEnZ5PX4sECsZok4ICMutQF/fsb17d23ZUmKSLUEQPB5vwIABBw4cIAji8NGj/SdO3LhkiXheJYIgIho2bNWgweELF1Zt23YnOrpC9hUDAIBy0FWoOiOZMZjaq1yUZYckaRhc7is7q5G9tfW17dscbGzUsrW0tLSaNWtSgQrHvzKNwyHK0LXt24L9/UV/RkVFVa9enWZoyKlU/JDU3cuWtmnYUPRncnKynZ1dfn5+wbw+eUdylsf9vGHevO4RrQh1C+7U+UVsbEn35rwsqBUp6pKlClEU/E94myQJGk3YYVv4j0bShEuEC4X/pZOi23S6MO9OwX+pGzNGjZw+bJj4c9nY2CQlJRkEBpFifUpKE/B42Y+jCW0wqFJiT3WNwMCLmzep/RmvRkW1HDKU0CQrc/OgSpWa1qzZtnEjiRm8IklJSV26dLl8+bLwD5Jku3vQzc3r+PntWLXS2tq62IfEf/58+MLFczdvPHgW8zk5WaMvAQAAypHMe4Vxi1GIDg2ABO1CD2ERCUlJXcaO27tsqWNxteAVkpKS0rVrVypKoRublHE0qHoP4alTp/Lz84WNN1V/cT993s8Ujo+vxrat0zlmQcTMxOTy5s0+7m6y98nJkycHDx788eNH4R8kyXJzoxdMFr0eE1O7Q8e18+c1aNBA+lFOdnYje/w0soeweP2buLg6PXulZWRg5wMAgFFIKBUTZt6LQkwIFASEkh7ExNTq/tNfUya3KTqmUSFXr17t16/f24LJPCSdzizhwr/ucLCxkeivo8aLkgwGzdBQE89Y4fdzzrOnWTExZd8zrGkkk6k/wwr4GRlZ9+/RjI01EcCnpqcv37Ll71kzS1rhy5cv06ZN27Bhw4/EUR6eNGNj0QrxWVmthg0b3rr1nNmzxdPMSPhvy5bUb990fzQ1AACUDSoOzLwXRUWGCAtBI+nvy7uk9PSuEyfVrFNn//79WVlZ8j8wNzf35MmTTZs2rV+/vihKYXl46n5IUL1Kke7B/Pz8U6dOCfvcTEw1V9VQD/czgLjNhw4dPHtWep9kZWUtXbrUx8dHFA3STU05fv7i0SCFNDT69/QZv+DgjRs3Ul36Em7fvr1k5szsx9HZT58IilsBAAD0kygOFEWGoLfQQ1g8mqHho/SM7oMGMbncRo0ahYeH+/n5+fr62tjYGBkZGRsbkySZmZmZkZHx9evXFy9ePH/+/O7du+fOncsQG5dFMzZmu7mTLBah86oHVBH/89atW1+/fhW+BDNTjT6vvu1nAAmj5y8IC6ji7FiYJ+nz588bNmxYvnz5ly9fqCUkg8F0dGJYWZW060gWK4XFGj5z1oKF/5s4YXyfPn2MjIyou3JzcwcOHMgvyDPEtLYRzjIFAACQ6irECFI9h4CwRMIBWp5e/KzMMzdvnjx9WoHkjSRJNzFh2NopVFxeu0IDKkuPFxW+EFPTCr+fB86YMXDGjNzY2LxvwhgYyqM70dFGIaH8zMycF8+JciUlLW3QrFnr5sw+d+bM4cOHjx8/nicqnUKjMa1tGPb28gRyDFvbeB5vzIwZEydNatumTevWrWvVqrVx48anT58Kt2RkxLC11fiLAQCAcj6rECNI9ROyjMqHz8/PyOBnZvK5OYIcriCPR/D5goLQpTDfI4NBstk0NodmZCgcZknTlbG4Oc9j+GKjMYvNMkqSZPyli2ZiYVW1atUePnxIMzLm+Gou94lu7WcNBYTamkPI+/SJl/BJfIm6sozqMg0FhBqaQyhOkJ+fE/NMVImEZDAZVlYMW1sl3jIBl8tL/Jz39euPayskKRxuigHVAAAgk/jAUUws1CsICCs4eQJCb1fXh4cOiv6Mj493dnYWjjFzdGTaqZoFFLRCPwPCco2fkcF9F0s3MaGbmQt75lWcu8vn56em5qel5mdmMqys8EUGAAA5oS6FHkJACD9kP3oonnZC2KtgYIAdBAAAAKA/0FWob3RlZCNonYDLFY8GSSYT0SAAAACAvjEKCUUOUr2CHkIAAAAAACgGegv1AQJCAAAAAAAoEcLCio00rBai7TYAAAAAAIDuyrwvloM0uLCoPVQMpGG1YG23AQAAAAAAdF3m/Xui20bB6FWqIBAQAgAAAACAvBAWVjAICAEAAAAAQPmwEB2G5RoCQgAAAAAAUAbCwgoAASEAAAAAACgPYWG5hoAQAAAAAABUhbCwnEJACAAAAAAAaoOsM+ULAkIAAAAAAFAzdBiWFwgIAQAAAABAIxAW6j4EhAAAAAAAoFmIDHUWaVg1WNttAAAAAACAii/zQdHqhdVCtNcWKISAEAAAAAAAtBYWIjLULgSEAAAAAACgBYgMdQECQgAAAAAA0CZEhlqEgBAAAAAAAHQCIsOyh4AQAAAAAAB0CyLDMkMaIcsoAAAAAADopAypDDQEQRgjPan6ICAEAAAAAABdh8hQQxAQAgAAAABAeYLgUI0QEAIAAAAAQMWJDCkYVionBIQAAAAAAFDuIThUbl8hIAQAAAAAAD2KD/Wt/zBD5q4gjYKCy7AxAAAAAAAAZSrjoayIiGJcNUQ/XywCQgAAAAAA0C/yRE2EzkeJankVCAgBAAAAAEDfZcgXXJVlxFg2TUJACAAAAAAAoLaQrMyoJRxFQFjo7Ja9TCazYY8Oxe6mSzsPEQRR0r3yU3E74g9XV5PUoqK+Ll2jxv1c0vIL2w/QaDRV9j+LyTqzZY8m3kT1fk40105xl3YeUm77Lo5OXVq2DakSZGtlTRBEYnLSvceP9p06+uFjvMT2VX8Jmv7SqXH7mmuqereM4xgAgP7I0GTEWDYDVhll8Bx6BecB5cL6/63wcnMfPG38q3dvtd2WckmXP+dlE96UZM2urTsO71fxKSIaNh0/cBiTyRQtcXFwdHFwjGjYZMXG/45fPEfohsBK/u2atgzw9bO2sCAJMjnl25OXz4+cO/Xw2RO1vF+6/DEDAAAoF5MM5aG/AWGxZ3USC8vyRETGWaZWzodkn/XK36qStoOTPPXuZ/l3vvhC3XkXStoPOdyclv1/IvRJcEDg5KGjSJK8HnVn19GDsXEfSJJwd3bt0bZTrZDqk4aM+pSYeO/JIy1+roRjS0hyVJ+BXVq1FV9ob2Nrb2PbpHa9g6ePr9q8TiAQENomez9k5+S0GqDAp4tGkm2atGjVsImbo7OAEMTGfThx8eyJS+d14ZUCAAAoTX8DQk0gSZK6QaPR+Hy+FltS6umgDoYE5fF16Vp7ygadTqduMOj0vPx8jT7X19TUsn+zlH5DL2w/oPqW+3TsSpLknuOH/962UbTwUczTRzFPR/cd1KVV294du5QaEGpah+YRXVq15ebm7jt55MKNawlfEgWEwM7apnGtel0j2nVs0frDp48HTh/XwTdO3LfUFPlXZjKZCyb9GhZUTbQkwKdSgE+l2qE1flu+SKEvgn4eNwAAQGfpb0Ao/kNLo9GoM7lGPTuqcq3X3MSUumFjafU56YuKrdLomZCiLVGxVTitkXPPqHeMnIZ2u7WFJXXD3sYuLuGjhppqYmR8dN22pK/JhJ7x9/IlCGJ7ceNOtx3a26VVW2qFsvz+SuvUPIIgiN9XL70eeVu08O2H9+s/bI9582r+xF86No9QV0CoipL2g4WZ+cF/NyUmJ8m/qTF9B4UFVcvMzvp768bLt28QBNEgvNbIPgPrhNYY3qv/n1vWq6/VAAAAZUp/A0Jx3m4e1A1HO/v4hE9KbyfQrzJ1o05oDV0+GdJ6tKnRCIfKDyTP1tb9b3mp63z4GN9n4ihV2qP1/WxoYNC9dYf6NWo52tmTJBGfkHD5zo3dxw5l5+Qot8HQKlWpG7VCqu89cYTQDEc7e4IgXsa+UdcGJd4sUVKZcoQkhGMQdGGAor2tHUEQd4qbRn/34X1q+Kgmxsyr69tEHfOfvnoh5/qujs5tmrQQCAS/Llnw4OljauHxi+fiPycsnzG3U4vWB8+cUPS3A5fJAABAR9C03QDtI0lyyE99qNudWrSWsealnYeofyWt0LHgqjlBEN3bdOCwOepuKVRwRgaG1A02i6WubVqZW6xZsLRf5+4eLq5sFovFZHm4uPbv/NOa+UstzMyV2CBJkp1aFn5NurRqq7nPeWWfSgRBvHj7mtAzT18+Jwiid4cu0nf17tiVIIhncocxmvOloOe2RnHT6GsGh1JpUQkdVq1yAEEQ0c+fyrl+83oNaSR56fYNUTRIefD08aXbN2g0Wot6jTTTUgAAAI1jENq/1qxNDDp9/OARYUHVHr+IqeLr17FF68hHD27eiyzlYcXttMa16wUHBC5b98+QHn3srG3GDRj6v39Wyf9wWXcJSv5T9tsnz5ur9AdAoPLrkrGO6h9LmVsYNHWcxJJLuwrGav6ksRk7crwie+vCThVzEzNZQ44V2Tkjew90tnf88DH+r60bo58/pZG0IP+Akb37uzg6jew9YP6fP/pIi1zpKPkpOrds4+3mcfzC2VYNm9hZ24zpO+iPNX8V3zzV3sSwwGp8geDOg/tKfv6l7qLeYnnWlEtJjxLI/MLKYcuBPcFVgrpGtHO0tdt59NC7uA8EQbi7uPRo26l2aBhfINhyYI+KT1H8QxTZyLHzZ4b26DNz9IS9J45cuHH1c9IXgUBgb2PbtE79rq3bEQRx9PwZhRpZ7Fev8C1TranFalyrXlpGRuSjh3I2Mqhg9Me5a1ekVzh37UqjmnWEKyjaTv3+8QUAAN2h10NGne0dZ4wZ7+fl8/zNq3Fzfp0+enzjWnV/Hz914d8rL9y8Jr2+jGjBy8194pAR9x4/OnLudHJKytyJ01o2aJz87evaXdtUb2eJJ7Kgbep9awL9/KkbHi5uys1BlVYzRNhdM33JAlH9uuuRtz98jN+y7M/aIWGKbi0kIGhYr35v3r9buu6fz0lfBnbr2bpxsy9fkzft20WolZW5RY1qIY+fP1Mo7UfF8PDZk8X/rp44eESd6uF1qoeL38Xj8Zau+0ehog4asuvoQU9Xt6Z16vfp2LVPQb+luKPnz+w5dqikL4uil13UfgCsGVzdwdbuwKnjPB5Pzoe4ODoJ+6vfvJK+62VBJ7ZrwQoAAADlkZ4GhJU8vds3a9mkTn02i/Uy9s3kBbPz8vMX/rXCkMOpGVx91thJ9WrU2n5436tYuYrU+Xn5LJw6g8vlzivob7keeXv5un/GDx7Rq0MXRzuH5Rv+TUtPJ8ob9Z6EiW9Ng71wijRD0RXKoNlNatenbgQHBN66X1o3tUKKzjoTUH0ThTlxi7zACzuEhemL3Uad0Bozf56Yy8udveIPPp+/5cAeU2OTLhFt+3f5ydnBcdXGNWkZGepqb/vmrRh0+tHzp9W1Qel3UDiHcOse3bxMc+ryhcfPY7pEtA0NrGpnLSxM/zkpKSr64f6TRz98+qgLV5H4fP681csu3rzetkmzyt6VTE1MqGGij58/O3LutMS4Sp1CE84R6J3Ly90tFbLKOFIZGxoRBJGSVkzO228FC02MjDXWZAAAAM3S04Cwd8cu9cJqCk9/b1xdsvbvrOxs4dX3vLxflywc3L33T207NKpVx9jQcPLCObK3Q6fTu7RqM6h7r/x8/qQFv31N+UYtP3r+TGp6+q+jxzeqVcfS3HzsnF9Vaa3ovKQidRUq8VoOrdliblqYx1WnqCVWDPCtFOjnf/zC2daNm9WvUfPf7ZvUkjvk9v2oxrXrzZs0/e+tGx4/jyFIIrBS5VF9BhAEcetelJwbMTEyHtitR4fmEXl5eb8tX/T+Yxy1/M8t6z8lfh7ZZ0DTOvVtLKzG/q7S51zEytyia0S7z0lfLty4pvQnh1qNz+dnc3O4XG4+X4hOp7OYrORvXwdM/pnQbXEJH1ds+I/Qbdcjb1NZRqm93W3UYKW/JnJei1H9GNi9bQcvN/fth/Yp0wn/vbCQtMKLLAAAAOUQQz/nMazc8J+dlc2OI/sv3bouvjw/P++/HZtu3LszrGe/f7ZvLHUy0ILJ08OrheZwc6Yt+v3Jixjxu67cufF22ruJg0f+JUxHLtDKJEL5Tp5kbaHhT+3l2ELpm5JvO6W8rrcf3gUHBKrSGAVfjvxU/RLRSHJE7wGfk76s2Pifn5e3l5tHeLXgW/ejVH+6v7du8PPycXNyXjRtlvjyj58T/tm2oeR9XuQpfp8wNTggMIfLnbl04d1HwhySIvtPHY1+8fTn/kNXbV77/VGqTiIc1XegAYezfP2/+fl5pa1bylPQaDQjA0NRth4KQ1hHUaB0OxX/FMm7/eMbdhoZFmlqSb6mfOs0vH+pT6Gu768E8js6jc5g0Om0wrqUFmZmGVmZJY/DLJv5yrJUqeQ/uHvv2Lj3Ww/uUegQkZGVaWFqZmFqKp0sx6LgKlVGZqai7ZTn+KyxQxYAAACh7z2ESd++Dp0+oaR7o2Oejp41VZ7t/Lt9swHH4I81f4omaIn78DF+nJr6TCoe8ROdS7sOy/OQ8XNnyLOanFvTKd3bdqzi6zdr+SIej7d687rlM+f179Lj9oN7qncSJn37OuSX8T+17VQvrKZTQSGHj4mfr969ufPIgcysLDk3snz9vxOHjFy69m9R36C4F29ey/l9kUeL+o0a1653/0n0masXZXxyZLzLWjyHplqldAMSvnz2cHXPz8/Py8vj8Xi5ebxcXq6jrfBde/bqBYvFYgv/sTlsIUJLTm3eXVJq2YP/baYmOnJzc3l5PIIkeTxet1GDZG+wzN4vT1e3BZNn5PJ4s5YtyuFyFXrs+7gPFpXNKnl6SweEfl4+BEG8iy/mqwEAAFAu6GlAqKiSTlnefnj38+xfiPLQYBVPVSsY+YNGefaYnFsraVO1Q8OG/NTn9JWLVwqqXT94+njP8cPd23Ro07i5WibRZWZlrd+9bf1u5fMbvf8YN3bOdDlXzuXlKv0x8/f2HT9oeEpa6sK/VxAapko75afQU0gnvxV9ukbMmEzohq8pKVSJyJIwC1C35c/aomm+nl6Lps5is1i/LJpb7HUN2R7GPKlauUqzeg2v3r0lcVezeg2pVEDybw3HYQAA0CkICIWc7R2b1m0Q5F/Z2d7R1NiExWLl5uamZaTHJ3x6FPP03LVL8iRyQMQFSmhYs86voyc8ffVi6dq/RQv/27HZzcl5VN+BMa9fqrEyuzxBS+OeHcsylhbn7e6xaOosOp3x24q5qlex01w7S92+9F1qDAC03gHec+wwLT67cnuyca26U4b/TBCCXxbPu/fkkRJbOH3lYu8OXeuF1QwLChYfNR0WFFwvrCafzz9zpfgObQAAAN2n7wEhjUYb3XdQhxataUWzBXDYwnFZtlbWwQGBfTt1O3T25J+b1+Xn52u6PVo/29MT6ur3U7Endniv/t3bdIiNez9jyYJcXq5oOZ/Pn7Pyj8XTfls8ffbUhXPUUpxdoY9W2fdg1A2r+euo8QwGY/byRQ91OEclaIiGPp9W5haj+w1uVKvux88JM5YuePP+nXLNi0/4dPDMic4t2/w+Ydo/2zZQdYka16o7ovdAgiD2njjyMTFBuS0DAABonb4HhEN+6tOpZZus7Oyj50/ffnDv/ce41PS0/Lw8OoNhZmLq6uhcMzi0bZMWHZtHcLncf7dvUvHpyt1IoYs7DxWkZ6RyNAp+TGkjCTqNnvDlc/9JY5Q725PKilGmdCTwfvjsiZer++yVi6Wn82Xn5Eyc/9uM0eMb166nloBQvWR/khXdvRMGjWjXrGV2Ts7MpQvVW29Dve2UvWV/b59/5i1Zt2vbtkN7CZWVdGVBYonsl6Cu76+ijdQRg7r16t62A4vJunTr+tK1f6dnqlQW5d9tG53s7GsGV58weOSEwSNFy6/dvbV25xZ1tBcAAEA79D0gbN24OUEQ437/VeKcm8/jJX1NTvqafO/xw3PXL69ZsCyiUTPVA0IZdPOkiiRJYUpGYVbGYtha2Si9ZWMjYV0vPXfz3t2b9+6WdG8uL3fW8kVl/AHTSqh87OIZb3ePxf/9GRv3niif2CzW+IEj0jIyerTvdPHWtfiET7pwZNDc91ftL0ETn8+rkbdqhYRt3LvjetQdQmW8vLxfFs9r3bhZ60bN3Z1dBALB2w/vjl88e/LSebVUiAEAANAWfQ8ICwt2k7LXoVbkEzqv1LMl+XMzqitAVct2lIhSRA+R0QCl26bG/QxUntKRM6eU311hZmI6Z/xUE2Pjob+MXzV74bIZc6ctmvv2g5KjExVS0scJHzPqczV4WjF5epQmEAiOnT9z7PwZ5R6u3h5pAAAAdWHoZRnCH46dP9OzQ+eVsxYcPXf61v0oashoXl4eg043MzF1cXSqUS2kXbOW1Jpy7asy2J/yliFUYbNa2ULZvy6tfPi1vp/V8hRa/C4IdKidJEk2qVNvRO+BJEmM+31GQmLiL/+bu2zW3H/m/bFhz/b9J4+pOvG4LD+iaiwTqGmCcrJlnTo+AwAAlEDfewjX7d7GZrM7tmzdrU37bm2KvwTLFwj2nzy2fvd2eTZ4abd8FQi6a+Ryr4Y2q3Uael1Kv1kVdT+rfddV1HbSSNLdxbVmSPWIhk2dHRxfv3s7Y8nCT4mfCYJ4/T529KxpCyb/OrLPwE4t2xw+c/Ja5O24Tx+VG1Uof/u1+JnU7kGvHMEeAAAA3aTvASGfz1+9ae2h08eb1m1YWHbCxITJZPJ4vLT09LiEj4+ePT177VKcHGUnAEBPLJ05NzggkKqzt/3Qvk37dokX3PvwMX7oLxOG9ujbvnmrYb36DevV7+HTx2Pn/KrVJgMAAAAUT98DQsqHTx837t2h+1d/K+oF5rJ/XRV1T1bsXafQU2u0nRv27Jg+atylW9cPnjpebMnE7JyclRvXHDh1rEOL1nWr19hx+ECF/IiWi0YCAACAbKRRlWqlrAIAAAAAAAAVEU3bDQAAAAAAAADtQEAIAAAAAACgpxAQAgAAAAAA6CkEhAAAAAAAAHoKASEAAAAAAICeQkAIAAAAAACgpxiEQNtNAAAAAAAAAG1ADyEAAAAAAICeQkAIAAAAAACgpxAQAgAAAAAA6CkEhAAAAAAAAHoKASEA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&quot; alt=&quot;창신메모리테크놀로지: DRAM 시장의 새로운 강자, 창신의 모든 것&quot; /&gt;&lt;/div&gt;
&lt;div class=&quot;info-article-container&quot;&gt;
&lt;div class=&quot;info-summary-card&quot;&gt;
&lt;h4 data-ke-size=&quot;size20&quot;&gt;  한 눈에 보는 핵심 마스터 요약&lt;/h4&gt;
창신메모리테크놀로지(CXMT)는 중국의 주요 DRAM 메모리 제조업체로, 세계적인 기술력과 대규모 생산 능력을 갖춘 기업입니다.
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;2026년 하반기 상하이에 대규모 공장 건설&lt;/li&gt;
&lt;li&gt;주요 고객: 레노버, 화웨이, 알리바바&lt;/li&gt;
&lt;li&gt;2027년부터 자동차용 DRAM 본격 양산 계획&lt;/li&gt;
&lt;li&gt;삼성, 마이크론 출신 엔지니어 적극 영입&lt;/li&gt;
&lt;li&gt;중국 본토 사상 최대 반도체 IPO 달성&lt;/li&gt;
&lt;/ul&gt;
&lt;/div&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;1. 정의와 등장 배경 (이 기술/개념이 왜 필요했을까?)&lt;/h2&gt;
&lt;div class=&quot;info-definition-box&quot;&gt;창신메모리테크놀로지(CXMT)는 중국 안후이성 허페이에 본사를 둔 DRAM 메모리 생산에 특화된 반도체 통합 장비 제조업체입니다.&lt;/div&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;1-1. 창신메모리테크놀로지의 설립과 발전&lt;/h3&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;창신메모리테크놀로지(CXMT)는 2016년에 설립되어 중국의 반도체 산업 발전에 중요한 역할을 하고 있습니다. 초기에는 주로 중국 내수 시장을 타겟으로 하여 시작했으나, 글로벌 시장으로의 확장을 목표로 하고 있습니다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;최근 CXMT는 DRAM 생산에 있어 경쟁력을 높이기 위해 기술 개발과 생산 능력 확장에 많은 투자를 하고 있습니다. 특히, 삼성전자와 SK하이닉스 출신의 엔지니어를 대거 영입하여 기술력을 강화하고 있습니다.&lt;/p&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;1-2. DRAM 시장에서의 필요성&lt;/h3&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;DRAM(Dynamic Random Access Memory)은 컴퓨터와 스마트폰 등 여러 전자 기기의 핵심 부품으로, 데이터 저장과 처리 속도를 높이는 데 필수적인 역할을 합니다. DRAM 수요는 전 세계적으로 지속적으로 증가하고 있으며, 특히 AI 및 빅데이터 산업의 발전으로 인해 더욱 중요성이 증가하고 있습니다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;기존의 DRAM 시장은 삼성전자, SK하이닉스, 마이크론과 같은 주요 기업들이 주도하고 있으나, CXMT의 등장은 이러한 시장 구조에 변화를 가져오고 있습니다. 중국의 국가적 지원과 큰 내수 시장을 바탕으로 CXMT는 빠르게 성장하고 있으며, 이는 글로벌 시장에서의 경쟁을 심화시키고 있습니다.&lt;/p&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;2. 핵심 메커니즘과 작동 원리 파헤치기&lt;/h2&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;2-1. 기본 아키텍처 및 핵심 구조&lt;/h3&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;창신메모리의 DRAM 기술은 비휘발성 메모리와 달리 전원이 꺼지면 데이터가 사라지는 특성을 가지고 있습니다. 이는 DRAM의 높은 속도와 효율성을 가능케 하는 구조적 특징입니다. DRAM 셀은 트랜지스터와 커패시터로 구성되어 있으며, 데이터를 저장하고 읽을 수 있는 능력을 제공합니다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;특히, CXMT는 최신 18나노 공정 기술을 통해 더 작은 크기의 셀을 구현함으로써, 더 많은 데이터를 빠르고 효율적으로 저장할 수 있도록 설계되었습니다.&lt;/p&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;2-2. 단계별 데이터/동작 흐름&lt;/h3&gt;
&lt;ol style=&quot;list-style-type: decimal;&quot; data-ke-list-type=&quot;decimal&quot;&gt;
&lt;li&gt;데이터 요청: CPU가 DRAM에 데이터를 요청하면, DRAM은 해당 데이터가 저장된 셀의 주소를 찾습니다.&lt;/li&gt;
&lt;li&gt;데이터 읽기: 셀에 저장된 전하가 감지되어 데이터로 변환됩니다.&lt;/li&gt;
&lt;li&gt;데이터 전송: 변환된 데이터는 메모리 버스를 통해 CPU로 전송됩니다.&lt;/li&gt;
&lt;li&gt;데이터 쓰기: 새로운 데이터가 셀에 쓰여지며, 이 과정에서 기존 데이터는 덮어쓰여질 수 있습니다.&lt;/li&gt;
&lt;li&gt;리프레시: DRAM은 지속적으로 데이터를 다시 써서(리프레시) 전하가 소실되지 않도록 유지합니다.&lt;/li&gt;
&lt;/ol&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;2-3. 이해를 돕는 직관적 비유&lt;/h3&gt;
&lt;div class=&quot;info-understand-box&quot;&gt;DRAM을 이해하기 위해, 이를 도서관의 책 대여 시스템에 비유할 수 있습니다. 책(데이터)은 서가(셀)에 보관되어 있으며, 대출(데이터 요청)시 직원(CPU)이 책의 위치를 찾아 가져옵니다. 책이 제자리에 없는 경우, 직원은 기록을 통해 다음에 다시 찾아볼 수 있도록 합니다. 이 과정은 지속적으로 책을 대출하고 반납하며 서가를 정리하는 것과 비슷합니다.&lt;/div&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;2-4. 심층 기술 상세 분석&lt;/h3&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;DRAM의 기술적 특성 중 하나는 높은 변동성입니다. 즉, DRAM은 정기적으로 전력 공급이 필요하며, 이는 DRAM의 빠른 속도와 효율성을 위한 필수 조건입니다. CXMT는 이러한 DRAM의 특성을 극대화하기 위해 소형화와 고효율의 리프레시 기술을 개발하고 있습니다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;또한, CXMT의 DRAM은 다양한 산업에 적합한 모듈형 설계로, 서버, PC, 자동차 등 다양한 분야에 적용될 수 있습니다. 특히, 자동차 산업에서는 안전과 관련된 데이터를 신속하게 처리하는 데 DRAM이 필수적입니다.&lt;/p&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;3. 기존 방식과의 차이점 및 장단점 심층 비교&lt;/h2&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;3-1. 독보적인 장점 4가지&lt;/h3&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;첫째, CXMT의 DRAM은 경쟁 제품에 비해 가격 경쟁력이 있습니다. 중국 내수 시장을 기반으로 한 생산 비용 절감이 주요 요인입니다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;둘째, CXMT는 첨단 18나노 공정 기술을 통해 높은 집적도의 DRAM을 생산하며, 이는 저장 용량과 처리 속도를 향상시킵니다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;셋째, CXMT는 글로벌 시장의 요구를 충족하기 위해 유연한 공급 체인을 갖추고 있습니다. 이는 고객 맞춤형 솔루션을 제공할 수 있는 장점입니다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;넷째, CXMT는 중국 정부의 강력한 지원을 받고 있으며, 이를 통해 지속적인 연구 개발과 혁신을 추구할 수 있습니다.&lt;/p&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;3-2. 현실적인 한계점 및 단점/비용 이슈 3가지&lt;/h3&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;첫째, CXMT는 아직 글로벌 시장에서의 브랜드 인지도가 낮아, 주요 경쟁사에 비해 인식도가 부족합니다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;둘째, 기술 유출과 같은 지적재산권 문제로 인해 법적 분쟁의 위험이 존재합니다. 이는 기업 이미지와 신뢰도에 부정적인 영향을 미칠 수 있습니다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;셋째, DRAM 시장은 매우 경쟁이 치열하며, 기술 변화가 빠르게 이루어지고 있습니다. 이에 따라 지속적인 혁신과 기술 개발이 필수적입니다.&lt;/p&gt;
&lt;table class=&quot;info-compare-table&quot; data-ke-align=&quot;alignLeft&quot;&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;th&gt;비교 항목&lt;/th&gt;
&lt;th&gt;기존 방식&lt;/th&gt;
&lt;th&gt;CXMT&lt;/th&gt;
&lt;th&gt;기대 효과&lt;/th&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;가격&lt;/td&gt;
&lt;td&gt;높음&lt;/td&gt;
&lt;td&gt;경쟁력 있음&lt;/td&gt;
&lt;td&gt;비용 절감&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;기술 수준&lt;/td&gt;
&lt;td&gt;선두&lt;/td&gt;
&lt;td&gt;추격 중&lt;/td&gt;
&lt;td&gt;기술 혁신&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;시장 점유율&lt;/td&gt;
&lt;td&gt;높음&lt;/td&gt;
&lt;td&gt;성장 중&lt;/td&gt;
&lt;td&gt;확장 가능성&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;생산 능력&lt;/td&gt;
&lt;td&gt;안정적&lt;/td&gt;
&lt;td&gt;확장 중&lt;/td&gt;
&lt;td&gt;수요 대응&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;지적 재산권&lt;/td&gt;
&lt;td&gt;보호됨&lt;/td&gt;
&lt;td&gt;논란 있음&lt;/td&gt;
&lt;td&gt;리스크 관리&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;4. 실제 적용 사례 및 다양한 산업별 활용 현황&lt;/h2&gt;
&lt;div class=&quot;info-example-box&quot;&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;첫 번째로, CXMT의 DRAM은 레노버의 최신 노트북 모델에 탑재되어 높은 성능과 에너지 효율성을 제공합니다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;두 번째로, 화웨이의 데이터 센터 솔루션에 CXMT의 DRAM이 사용되어 안정적인 데이터 처리와 저장을 지원하고 있습니다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;세 번째로, 알리바바의 클라우드 서비스는 CXMT의 DRAM을 통해 더 빠른 데이터 전송과 처리를 가능하게 하고 있습니다.&lt;/p&gt;
&lt;/div&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;2026년 현재, CXMT는 상하이에 새로운 공장을 건설 중이며, 이는 생산 능력을 더욱 확장하고 글로벌 시장에서의 영향력을 강화할 것입니다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;향후 5년 동안 CXMT는 DRAM 기술을 더 발전시키고, 다양한 산업에 맞춤형 솔루션을 제공함으로써 시장 점유율을 확대할 계획입니다. 특히, 자동차와 같은 고성장 산업에서의 수요를 적극적으로 공략할 것입니다.&lt;/p&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;5. 초보자를 위한 실전 가이드 / 도입 및 활용 방법&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;CXMT의 DRAM을 활용하려면, 우선 해당 제품의 사양과 호환성을 확인해야 합니다. 이는 CXMT의 공식 웹사이트나 제품 설명서를 통해 쉽게 확인할 수 있습니다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;제품 설치 시에는 정전기 방지 장비를 사용하여 DRAM 모듈을 안전하게 취급해야 하며, 설치 후에는 시스템 BIOS에서 메모리가 정상적으로 인식되는지 확인해야 합니다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;CXMT 제품의 최대 성능을 끌어내기 위해서는 최신 드라이버와 펌웨어 업데이트를 꾸준히 수행하는 것이 중요합니다. 또한, 제품 사용 중 문제가 발생할 경우, CXMT의 고객 지원 센터를 통해 기술 지원을 받을 수 있습니다.&lt;/p&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;6. 가장 많이 묻는 핵심 질문 (Q&amp;amp;A FAQ) 6선&lt;/h2&gt;
&lt;div class=&quot;info-faq-item&quot;&gt;
&lt;div class=&quot;faq-q&quot;&gt;Q1. 창신메모리의 DRAM 기술은 무엇이 특별한가요?&lt;/div&gt;
&lt;div class=&quot;faq-a&quot;&gt;A1. 창신메모리의 DRAM 기술은 첨단 18나노 공정 기술을 사용하여 높은 집적도와 효율성을 제공합니다. 이는 작은 크기의 셀을 통해 더 많은 데이터를 저장하고 빠르게 처리할 수 있는 장점이 있습니다.&lt;/div&gt;
&lt;/div&gt;
&lt;div class=&quot;info-faq-item&quot;&gt;
&lt;div class=&quot;faq-q&quot;&gt;Q2. CXMT의 DRAM은 어떤 산업에서 주로 사용되나요?&lt;/div&gt;
&lt;div class=&quot;faq-a&quot;&gt;A2. CXMT의 DRAM은 서버, PC, 자동차 등의 다양한 산업에 사용됩니다. 특히, 데이터 센터와 클라우드 컴퓨팅 환경에서 그 중요성이 부각되고 있습니다.&lt;/div&gt;
&lt;/div&gt;
&lt;div class=&quot;info-faq-item&quot;&gt;
&lt;div class=&quot;faq-q&quot;&gt;Q3. CXMT는 어떻게 기술 유출 문제를 해결하고 있나요?&lt;/div&gt;
&lt;div class=&quot;faq-a&quot;&gt;A3. CXMT는 기술 유출 문제를 해결하기 위해 내부 보안 체계를 강화하고 있으며, 법적 분쟁을 통해 지적 재산권을 보호하고 있습니다. 향후에는 보다 강력한 법적 대응과 기술적 방어책을 마련할 계획입니다.&lt;/div&gt;
&lt;/div&gt;
&lt;div class=&quot;info-faq-item&quot;&gt;
&lt;div class=&quot;faq-q&quot;&gt;Q4. CXMT의 DRAM을 설치할 때 주의할 점은 무엇인가요?&lt;/div&gt;
&lt;div class=&quot;faq-a&quot;&gt;A4. DRAM 설치 시에는 정전기 방지 장비를 사용하여 모듈을 안전하게 취급해야 하며, 시스템 BIOS에서 메모리가 정상적으로 인식되는지 확인하는 것이 중요합니다.&lt;/div&gt;
&lt;/div&gt;
&lt;div class=&quot;info-faq-item&quot;&gt;
&lt;div class=&quot;faq-q&quot;&gt;Q5. CXMT의 미래 계획은 무엇인가요?&lt;/div&gt;
&lt;div class=&quot;faq-a&quot;&gt;A5. CXMT는 향후 5년 동안 DRAM 기술을 발전시키고, 다양한 산업에 맞춤형 솔루션을 제공하여 시장 점유율을 확대할 계획입니다. 특히, 자동차 산업과 같은 고성장 분야에 집중할 것입니다.&lt;/div&gt;
&lt;/div&gt;
&lt;div class=&quot;info-faq-item&quot;&gt;
&lt;div class=&quot;faq-q&quot;&gt;Q6. CXMT의 DRAM 제품은 어디서 구매할 수 있나요?&lt;/div&gt;
&lt;div class=&quot;faq-a&quot;&gt;A6. CXMT의 DRAM 제품은 공식 웹사이트 및 인증된 유통 채널을 통해 구매할 수 있습니다. 제품 구매 시에는 호환성과 사양을 반드시 확인해야 합니다.&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;</description>
      <category>정보</category>
      <category>2026</category>
      <category>CXMT</category>
      <category>DRAM</category>
      <category>반도체</category>
      <category>완벽정리</category>
      <category>중국기술</category>
      <category>창신메모리테크놀로지</category>
      <author>ckfutures</author>
      <guid isPermaLink="true">https://ckfutures.tistory.com/63</guid>
      <comments>https://ckfutures.tistory.com/63#entry63comment</comments>
      <pubDate>Tue, 13 Oct 2026 10:31:14 +0900</pubDate>
    </item>
    <item>
      <title>한화 필리조선소, 7조 투자 결정의 명암: 제조업 부흥 시험대에 서다</title>
      <link>https://ckfutures.tistory.com/62</link>
      <description>&lt;div style=&quot;text-align: center; margin: 15px 0 25px 0;&quot;&gt;&lt;img style=&quot;max-width: 100%; height: auto; border-radius: 12px; box-shadow: 0 4px 16px rgba(0,0,0,0.08); display: block; margin: 0 auto;&quot; 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&quot; alt=&quot;한화 필리조선소, 7조 투자 결정의 명암: 제조업 부흥 시험대에 서다&quot; /&gt;&lt;/div&gt;
&lt;div class=&quot;news-article-container&quot;&gt;
&lt;div class=&quot;news-summary-card&quot;&gt;
&lt;h4 data-ke-size=&quot;size20&quot;&gt;  30초 핵심 브리핑&lt;/h4&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;한화 필리조선소, &lt;b&gt;7조 원&lt;/b&gt; 투자로 사업성 논란.&lt;/li&gt;
&lt;li&gt;트럼프의 &lt;b&gt;제조업 부흥&lt;/b&gt; 구상과 연계된 경영 시험대.&lt;/li&gt;
&lt;li&gt;높은 임금과 구인난 등으로 &lt;b&gt;재정적 어려움&lt;/b&gt; 직면.&lt;/li&gt;
&lt;/ul&gt;
&lt;/div&gt;
&lt;table class=&quot;news-timeline-table&quot; data-ke-align=&quot;alignLeft&quot;&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;th&gt;시점&lt;/th&gt;
&lt;th&gt;주요 사건 및 전개 상황&lt;/th&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;2025년 8월&lt;/td&gt;
&lt;td&gt;이재명 대통령, 필라델피아 한화 필리조선소 방문&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;2026년 10월&lt;/td&gt;
&lt;td&gt;한화, 필리조선소에 7조 원 투자 발표&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;2026년 10월 13일&lt;/td&gt;
&lt;td&gt;필리조선소, 수주난과 고비용으로 사업성 의문 제기&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;1. 사건 개요 및 핵심 팩트&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;한화그룹은 미국 필라델피아에 위치한 필리조선소에 7조 원을 투자하기로 결정했습니다. 이는 트럼프 전 대통령의 제조업 부흥 프로젝트와 연계되어, 미국 내 전통 산업 부활을 목표로 하고 있습니다. 하지만 이 조선소는 현재 수주난과 높은 인건비, 구인난 등의 어려움을 겪고 있으며, 사업성에 대한 의문이 제기되고 있습니다.&lt;/p&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;2. 주요 쟁점 및 다각적 언론 보도 종합&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;조선일보는 필리조선소의 적자와 수주난을 강조하며, 7조 원이라는 막대한 투자가 과연 사업성이 있는지에 대한 의문을 제기했습니다. 반면 연합뉴스TV와 JTBC는 트럼프의 제조업 부흥 구상이 필리조선소의 운영에 미치는 영향을 분석하며, 높은 비용과 인력난이 주요 장애물임을 보도했습니다. 한국금융은 한화의 전략적 자원 재분배와 미래 산업 투자에 주목하며, 필리조선소의 지분 처분이 우주 및 AI 분야로의 확장에 기여할 것이라고 전망했습니다.&lt;/p&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;3. 파급 효과 및 향후 전망&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;필리조선소의 사업성 논란은 한화그룹의 미국 내 산업 전략에 큰 영향을 미칠 수 있습니다. 특히, 미국 내 제조업 부흥을 목표로 한 트럼프의 구상이 실현되기 위해서는 필리조선소의 안정적 운영이 필수적입니다. 하지만 현재의 경영난이 지속될 경우, 한화의 투자 전략은 재조정이 불가피할 것으로 보입니다. 앞으로 한화는 비용 절감과 인력 확보 방안을 마련해야 할 것입니다.&lt;/p&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;4. 독자를 위한 핵심 Q&amp;amp;A 3선&lt;/h2&gt;
&lt;div class=&quot;news-faq-item&quot;&gt;
&lt;div class=&quot;faq-q&quot;&gt;Q. 한화 필리조선소의 7조 원 투자는 어떤 의미인가요?&lt;/div&gt;
&lt;div class=&quot;faq-a&quot;&gt;A. 이는 한화가 미국 내 제조업 부흥을 지원하면서, 자사의 글로벌 입지를 강화하려는 전략적 투자로 볼 수 있습니다.&lt;/div&gt;
&lt;/div&gt;
&lt;div class=&quot;news-faq-item&quot;&gt;
&lt;div class=&quot;faq-q&quot;&gt;Q. 필리조선소가 처한 주요 어려움은 무엇인가요?&lt;/div&gt;
&lt;div class=&quot;faq-a&quot;&gt;A. 주로 높은 임금과 인력난, 수주 감소와 같은 경영적 어려움이 있으며, 이는 사업성에 부정적 영향을 미칩니다.&lt;/div&gt;
&lt;/div&gt;
&lt;div class=&quot;news-faq-item&quot;&gt;
&lt;div class=&quot;faq-q&quot;&gt;Q. 필리조선소의 미래는 어떻게 될까요?&lt;/div&gt;
&lt;div class=&quot;faq-a&quot;&gt;A. 비용 절감 및 인력 확보가 관건이며, 이를 해결하지 못하면 사업성 개선이 어려울 수 있습니다. 한화의 전략적 조정이 필요할 것입니다.&lt;/div&gt;
&lt;/div&gt;
&lt;div class=&quot;news-source-box&quot;&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;&lt;b&gt;[조선일보]&lt;/b&gt; &lt;a href=&quot;http://v.daum.net/v/20261013065313596&quot; target=&quot;_blank&quot; rel=&quot;noopener noreferrer&quot;&gt;한화 필리조선소, 수주난&amp;middot;고비용&amp;middot;적자에 7조 투자 사업성 의문&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;&lt;b&gt;[연합뉴스TV]&lt;/b&gt; &lt;a href=&quot;http://v.daum.net/v/20261013075459646&quot; target=&quot;_blank&quot; rel=&quot;noopener noreferrer&quot;&gt;&quot;트럼프 '제조업 부흥' 구상 시험대&amp;hellip;필리조선소 등 난관&quot;&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;&lt;b&gt;[JTBC]&lt;/b&gt; &lt;a href=&quot;http://v.daum.net/v/20261013084711959&quot; target=&quot;_blank&quot; rel=&quot;noopener noreferrer&quot;&gt;한화 필리조선소도 비용&amp;middot;구인난&amp;hellip;트럼프 제조업 부흥 구상 시험대&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;&lt;b&gt;[한국금융]&lt;/b&gt; &lt;a href=&quot;http://v.daum.net/v/20261013080938981&quot; target=&quot;_blank&quot; rel=&quot;noopener noreferrer&quot;&gt;인사 통해 살펴본 한화에어로&amp;middot;한화시스템&amp;middot;한화오션 전략...우주&amp;middot;AX&amp;middot;현지화 초점&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;&lt;b&gt;[데일리안]&lt;/b&gt; &lt;a href=&quot;http://v.daum.net/v/20261012152744253&quot; target=&quot;_blank&quot; rel=&quot;noopener noreferrer&quot;&gt;LNG선까지 추격하는 中&amp;hellip;조선 3사, 엔진&amp;middot;SMR로 수익원 넓힌다&lt;/a&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;/div&gt;
&lt;/div&gt;</description>
      <category>뉴스</category>
      <category>2026</category>
      <category>고비용</category>
      <category>수주난</category>
      <category>제조업</category>
      <category>트럼프</category>
      <category>필리조선소</category>
      <category>한화그룹</category>
      <author>ckfutures</author>
      <guid isPermaLink="true">https://ckfutures.tistory.com/62</guid>
      <comments>https://ckfutures.tistory.com/62#entry62comment</comments>
      <pubDate>Tue, 13 Oct 2026 10:29:23 +0900</pubDate>
    </item>
    <item>
      <title>호르무즈 해협: 전략적 요충지의 모든 것</title>
      <link>https://ckfutures.tistory.com/61</link>
      <description>&lt;div style=&quot;text-align: center; margin: 15px 0 25px 0;&quot;&gt;&lt;img style=&quot;max-width: 100%; height: auto; border-radius: 12px; box-shadow: 0 4px 16px rgba(0,0,0,0.08); display: block; margin: 0 auto;&quot; 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&quot; alt=&quot;호르무즈 해협: 전략적 요충지의 모든 것&quot; /&gt;&lt;/div&gt;
&lt;div class=&quot;info-article-container&quot;&gt;
&lt;div class=&quot;info-summary-card&quot;&gt;
&lt;h4 data-ke-size=&quot;size20&quot;&gt;  한 눈에 보는 핵심 마스터 요약&lt;/h4&gt;
호르무즈 해협은 페르시아만과 오만 만을 연결하는 세계에서 가장 중요한 해상 교통 요충지 중 하나입니다.
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;전 세계 석유 소비량의 &lt;b&gt;25%&lt;/b&gt;가 이 해협을 통과&lt;/li&gt;
&lt;li&gt;길이는 약 &lt;b&gt;104마일&lt;/b&gt;, 폭은 &lt;b&gt;24~60마일&lt;/b&gt; 사이&lt;/li&gt;
&lt;li&gt;이란과 아랍에미리트, 오만이 해안을 공유&lt;/li&gt;
&lt;li&gt;최근 중동 분쟁으로 폐쇄 가능성이 대두&lt;/li&gt;
&lt;li&gt;국제법에 따라 무해 통항이 보장됨&lt;/li&gt;
&lt;/ul&gt;
&lt;/div&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;1. 정의와 등장 배경 (이 기술/개념이 왜 필요했을까?)&lt;/h2&gt;
&lt;div class=&quot;info-definition-box&quot;&gt;호르무즈 해협은 페르시아만과 오만 만 사이에 위치한 해협으로, 페르시아만에서 대양으로 나가는 유일한 해로입니다. 이 해협은 전략적으로 매우 중요한 위치에 있으며, 세계 에너지 수송의 중심 역할을 하고 있습니다.&lt;/div&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;1-1. 역사적 배경&lt;/h3&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;호르무즈 해협은 고대부터 중요한 무역 경로로 알려져 있습니다. 이 해협을 통해 페르시아와 인도, 그리고 그 외 아시아 지역으로의 무역이 활발히 이루어졌습니다. 15세기에는 명나라의 정화가 이 지역을 방문한 기록이 있으며, 당시 호르무즈 왕국이 이곳에 위치해 있었습니다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;해협의 이름은 페르시아의 샤푸르 2세의 어머니인 이페라 후르미즈에서 유래했을 가능성이 있습니다. 이 해협은 예로부터 많은 상인과 여행자들에게 중요한 교통로로 인정받아 왔습니다.&lt;/p&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;1-2. 현대적 중요성&lt;/h3&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;현대에 들어 호르무즈 해협은 석유와 액화천연가스를 수송하는 데 있어 세계에서 가장 중요한 해로로 자리 잡았습니다. 매일 수백만 배럴의 석유가 이 해협을 통해 이동하며, 이는 세계 경제에 직접적인 영향을 미칩니다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;특히 중동의 정치적 긴장 상태와 맞물려, 호르무즈 해협은 국제 사회의 큰 관심을 받는 지역이 되었습니다. 이란과 미국 간의 갈등은 이 해협의 중요성을 더욱 부각시키고 있습니다.&lt;/p&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;2. 핵심 메커니즘과 작동 원리 파헤치기&lt;/h2&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;2-1. 기본 아키텍처 및 핵심 구조&lt;/h3&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;호르무즈 해협의 구조는 북쪽으로는 이란, 남쪽으로는 아랍에미리트와 오만의 무산담 반도가 위치해 있습니다. 해협의 폭은 좁은 곳에서는 약 21마일, 넓은 곳에서는 약 60마일에 달합니다. 이로 인해 해상 교통은 매우 혼잡하며, 엄격한 교통 분리 체계를 통해 운영되고 있습니다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;교통 분리 체계는 입항 및 출항 선박의 경로를 나누어, 충돌을 방지하는 역할을 합니다. 각 방향으로의 통항로는 약 2마일의 폭을 가지며, 중앙에는 2마일의 중앙분리대가 배치되어 있습니다.&lt;/p&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;2-2. 단계별 데이터/동작 흐름&lt;/h3&gt;
&lt;ol style=&quot;list-style-type: decimal;&quot; data-ke-list-type=&quot;decimal&quot;&gt;
&lt;li&gt;선박은 입항이나 출항 시 지정된 차선을 따라 이동합니다.&lt;/li&gt;
&lt;li&gt;교통 분리 체계를 준수하여 충돌 위험을 최소화합니다.&lt;/li&gt;
&lt;li&gt;해협을 통과하는 동안 각국의 해군과 해양 당국의 감시를 받습니다.&lt;/li&gt;
&lt;li&gt;통과 후 각 선박은 목적지로 향하거나 새로운 화물을 적재합니다.&lt;/li&gt;
&lt;/ol&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;2-3. 이해를 돕는 직관적 비유&lt;/h3&gt;
&lt;div class=&quot;info-analogy-box&quot;&gt;호르무즈 해협은 마치 도시의 주요 고속도로와 같다고 할 수 있습니다. 이 고속도로는 교통의 흐름을 원활하게 유지하기 위해 차선이 분리되어 있으며, 일부 구간에서는 교통량이 많아 혼잡할 수 있습니다. 마찬가지로, 호르무즈 해협은 세계 에너지 수송의 '고속도로'로서 중요한 역할을 하고 있습니다.&lt;/div&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;2-4. 심층 기술 상세 분석&lt;/h3&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;호르무즈 해협의 운영은 국제 해상법에 따라 이루어집니다. 이란과 오만은 각각 영해를 12해리까지 확장하였으며, 해협을 통과하는 선박은 무해 통항 규정을 따릅니다. 이 규정은 어떠한 국가의 해역을 통과할 때 해당 국가의 주권을 인정하면서도 자유로운 통행을 보장하는 것이 핵심입니다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;해협의 폭은 수심과 해양 지형의 특성에 따라 제한되며, 대형 유조선이나 화물선은 지정된 경로를 따라야만 안전하게 통과할 수 있습니다. 또한, 이 지역은 국제 정세에 따라 해군의 경계가 강화될 수 있으며, 이는 해협의 안전한 운영에 중요한 요소로 작용합니다.&lt;/p&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;3. 기존 방식과의 차이점 및 장단점 심층 비교&lt;/h2&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;3-1. 독보적인 장점&lt;/h3&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;호르무즈 해협의 가장 큰 장점은 세계 에너지 수송의 중심지로서의 위치입니다. 이 해협을 통과하는 석유와 가스는 전 세계로 수출되며, 이는 국제 경제에 중대한 영향을 미칩니다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;또한, 해협은 비교적 짧은 거리로 대량의 화물을 운송할 수 있다는 점에서 경제적 효율성을 제공합니다. 이는 다른 육상 운송 수단에 비해 비용 절감 효과가 큽니다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;전략적 위치로 인해 해군의 감시와 보호가 강화되어, 국제 무역의 안전성을 높이는 역할도 수행합니다.&lt;/p&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;3-2. 현실적인 한계점 및 단점&lt;/h3&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;호르무즈 해협의 주요 단점은 정치적 불안정성입니다. 이란과 미국 간의 갈등으로 인해 해협의 폐쇄 가능성이 늘 존재하며, 이는 국제 유가의 급등을 초래할 수 있습니다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;또한, 해협의 좁은 폭은 대형 선박의 이동에 제약을 주며, 사고 발생 시 대규모 환경 오염을 유발할 수 있습니다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;마지막으로, 해협을 통한 운송은 해적이나 테러 위협에 노출될 위험이 있습니다. 이러한 위협은 해상 안전을 강화하기 위한 추가적인 비용을 발생시킵니다.&lt;/p&gt;
&lt;table class=&quot;info-compare-table&quot; data-ke-align=&quot;alignLeft&quot;&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;th&gt;비교 항목&lt;/th&gt;
&lt;th&gt;기존 방식&lt;/th&gt;
&lt;th&gt;호르무즈 해협&lt;/th&gt;
&lt;th&gt;기대 효과&lt;/th&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;수송 거리&lt;/td&gt;
&lt;td&gt;장거리 육상 운송&lt;/td&gt;
&lt;td&gt;단거리 해상 운송&lt;/td&gt;
&lt;td&gt;비용 절감&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;안전성&lt;/td&gt;
&lt;td&gt;해적 및 테러 위협&lt;/td&gt;
&lt;td&gt;해군 보호 강화&lt;/td&gt;
&lt;td&gt;안전한 무역&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;정치적 리스크&lt;/td&gt;
&lt;td&gt;중간 리스크&lt;/td&gt;
&lt;td&gt;높은 정치적 리스크&lt;/td&gt;
&lt;td&gt;정세에 따른 가격 변동&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;환경 영향&lt;/td&gt;
&lt;td&gt;낮음&lt;/td&gt;
&lt;td&gt;높음 (사고 시)&lt;/td&gt;
&lt;td&gt;환경 보호 대책 필요&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;운송 용량&lt;/td&gt;
&lt;td&gt;제한적&lt;/td&gt;
&lt;td&gt;대규모&lt;/td&gt;
&lt;td&gt;대량 수송 가능&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;4. 실제 적용 사례 및 다양한 산업별 활용 현황&lt;/h2&gt;
&lt;div class=&quot;info-example-box&quot;&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;호르무즈 해협은 다수의 국제 석유 회사들이 중요한 운송 경로로 활용하고 있습니다. 예를 들어, 사우디아라비아의 아람코(Aramco), 아부다비의 아부다비 국영 석유 회사(ADNOC) 등이 이 해협을 통해 원유를 수출하고 있습니다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;또한, 이란의 국영 석유 회사인 NIOC도 이 해협을 통해 석유를 수출하며, 이는 이란 경제의 중요한 부분을 차지합니다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;2026년 현재, 호르무즈 해협은 여전히 세계에서 가장 중요한 석유 수송 경로로서의 역할을 수행하고 있으며, 이는 국제 시장의 안정적인 석유 공급에 기여하고 있습니다.&lt;/p&gt;
&lt;/div&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;최근에는 중동 분쟁으로 인해 해협의 안전성이 위협받고 있으며, 이에 따라 아랍에미리트와 사우디아라비아는 육상 송유관을 통한 대안을 모색하고 있습니다. 이들은 호르무즈 해협을 우회할 수 있는 새로운 운송 경로를 개발하여, 해협 폐쇄 시에도 안정적인 석유 수송을 보장하려 하고 있습니다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;향후 5년간 호르무즈 해협의 중요성은 유지될 것으로 예상되며, 국제 사회는 해협의 안전과 안정성을 보장하기 위한 다양한 외교적 및 군사적 노력을 지속할 것입니다.&lt;/p&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;5. 초보자를 위한 실전 가이드 / 도입 및 활용 방법&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;호르무즈 해협을 통한 물류를 계획하고 있다면 다음과 같은 사항을 고려해야 합니다. 먼저, 해협의 교통 분리 체계를 철저히 이해하고, 지정된 차선을 따라야 합니다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;또한, 해협을 통과할 때는 이란과 오만의 해군 및 해양 당국과의 긴밀한 협조가 필요합니다. 이를 통해, 예상치 못한 상황 발생 시 신속한 대응이 가능합니다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;해협의 정치적 상황을 주의 깊게 관찰하고, 불안정성이 예상될 경우 대체 운송 경로를 마련하는 것이 중요합니다. 특히, 육상 송유관이나 다른 해상 교통 수단을 준비해 놓는 것이 전략적으로 유리할 수 있습니다.&lt;/p&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;6. 가장 많이 묻는 핵심 질문 (Q&amp;amp;A FAQ) 6선&lt;/h2&gt;
&lt;div class=&quot;info-faq-item&quot;&gt;
&lt;div class=&quot;faq-q&quot;&gt;Q1. 호르무즈 해협이 왜 그렇게 중요한가요?&lt;/div&gt;
&lt;div class=&quot;faq-a&quot;&gt;A1. 호르무즈 해협은 세계 석유 무역의 중심지로, 전 세계 원유 수송의 약 25%가 이곳을 통과합니다. 이는 국제 에너지 시장과 경제에 직결되어 있어, 해협의 안정성은 매우 중요합니다.&lt;/div&gt;
&lt;/div&gt;
&lt;div class=&quot;info-faq-item&quot;&gt;
&lt;div class=&quot;faq-q&quot;&gt;Q2. 호르무즈 해협이 폐쇄될 가능성이 있나요?&lt;/div&gt;
&lt;div class=&quot;faq-a&quot;&gt;A2. 현재까지 호르무즈 해협이 실제로 폐쇄된 적은 없으나, 중동의 정치적 긴장 상태에 따라 그런 가능성은 늘 존재합니다. 이란과 미국 간의 갈등은 해협 폐쇄의 주요 요인으로 작용할 수 있습니다.&lt;/div&gt;
&lt;/div&gt;
&lt;div class=&quot;info-faq-item&quot;&gt;
&lt;div class=&quot;faq-q&quot;&gt;Q3. 해협의 정치적 불안정은 어떻게 해결될 수 있나요?&lt;/div&gt;
&lt;div class=&quot;faq-a&quot;&gt;A3. 외교적 노력을 통해 긴장 상태를 완화하는 것이 가장 효과적인 해결책입니다. 국제 사회의 개입과 중재가 필요하며, 이를 통해 해협의 안전성을 보장해야 합니다.&lt;/div&gt;
&lt;/div&gt;
&lt;div class=&quot;info-faq-item&quot;&gt;
&lt;div class=&quot;faq-q&quot;&gt;Q4. 호르무즈 해협을 우회할 수 있는 대안이 있나요?&lt;/div&gt;
&lt;div class=&quot;faq-a&quot;&gt;A4. 사우디아라비아와 아랍에미리트는 육상 송유관을 통해 호르무즈 해협을 우회하는 방안을 모색하고 있습니다. 이러한 대안은 해협 폐쇄 시에도 석유 수출을 지속할 수 있도록 돕습니다.&lt;/div&gt;
&lt;/div&gt;
&lt;div class=&quot;info-faq-item&quot;&gt;
&lt;div class=&quot;faq-q&quot;&gt;Q5. 호르무즈 해협을 통과할 때 주의해야 할 점은 무엇인가요?&lt;/div&gt;
&lt;div class=&quot;faq-a&quot;&gt;A5. 해협의 교통 분리 체계를 철저히 준수해야 하며, 각국의 해군 및 해양 당국과 협력하여 안전한 통행을 확보해야 합니다. 또한, 정치적 상황의 변화를 주시해야 합니다.&lt;/div&gt;
&lt;/div&gt;
&lt;div class=&quot;info-faq-item&quot;&gt;
&lt;div class=&quot;faq-q&quot;&gt;Q6. 호르무즈 해협의 경제적 중요성은 무엇인가요?&lt;/div&gt;
&lt;div class=&quot;faq-a&quot;&gt;A6. 호르무즈 해협은 세계 에너지 수송의 핵심 경로로서, 국제 석유 시장에 직접적인 영향을 미칩니다. 해협을 통한 안정적인 석유 공급은 세계 경제의 안정성과 직결됩니다.&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;</description>
      <category>정보</category>
      <category>2026</category>
      <category>석유수송</category>
      <category>오만</category>
      <category>전략요충지</category>
      <category>중동</category>
      <category>해상교통</category>
      <category>호르무즈해협</category>
      <author>ckfutures</author>
      <guid isPermaLink="true">https://ckfutures.tistory.com/61</guid>
      <comments>https://ckfutures.tistory.com/61#entry61comment</comments>
      <pubDate>Sun, 11 Oct 2026 21:32:46 +0900</pubDate>
    </item>
    <item>
      <title>가계대출 변동금리 57.3% 돌파, 이자 부담 커지나?</title>
      <link>https://ckfutures.tistory.com/60</link>
      <description>&lt;div style=&quot;text-align: center; margin: 15px 0 25px 0;&quot;&gt;&lt;img style=&quot;max-width: 100%; height: auto; border-radius: 12px; box-shadow: 0 4px 16px rgba(0,0,0,0.08); display: block; margin: 0 auto;&quot; 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&quot; alt=&quot;가계대출 변동금리 57.3% 돌파, 이자 부담 커지나?&quot; /&gt;&lt;/div&gt;
&lt;div class=&quot;news-article-container&quot;&gt;
&lt;div class=&quot;news-summary-card&quot;&gt;
&lt;h4 data-ke-size=&quot;size20&quot;&gt;  30초 핵심 브리핑&lt;/h4&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;가계대출 &lt;b&gt;변동금리&lt;/b&gt; 비중이 &lt;b&gt;57.3%&lt;/b&gt;로 1년 사이 &lt;b&gt;4%p&lt;/b&gt; 넘게 상승.&lt;/li&gt;
&lt;li&gt;한국은행의 &lt;b&gt;기준금리&lt;/b&gt; 인상 속 이자 부담 확대 우려.&lt;/li&gt;
&lt;li&gt;변동금리 대출자의 이자 부담 증가 가능성.&lt;/li&gt;
&lt;/ul&gt;
&lt;/div&gt;
&lt;table class=&quot;news-timeline-table&quot; data-ke-align=&quot;alignLeft&quot;&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;th&gt;시점&lt;/th&gt;
&lt;th&gt;주요 사건 및 전개 상황&lt;/th&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;2025년 8월&lt;/td&gt;
&lt;td&gt;가계대출 중 변동금리 비중 53%&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;2026년 8월&lt;/td&gt;
&lt;td&gt;가계대출 중 변동금리 비중 57.3%로 상승&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;2026년 10월&lt;/td&gt;
&lt;td&gt;한국은행 기준금리 인상, 이자 부담 경고&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;1. 사건 개요 및 핵심 팩트&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;최근 발표된 한국은행의 데이터에 따르면, 2026년 8월 말 기준 은행 가계대출 중 변동금리 대출의 비중이 57.3%로, 1년 전보다 4.3%포인트 상승했습니다. 이는 한국은행이 기준금리를 두 차례 연속 인상한 상황 속에서, 많은 대출자들이 여전히 변동금리 대출을 선택하고 있음을 나타냅니다.&lt;/p&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;2. 주요 쟁점 및 다각적 언론 보도 종합&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;이번 사안에 대해 여러 언론은 변동금리 대출 증가에 따른 이자 부담을 우려하고 있습니다. &lt;i&gt;남도일보&lt;/i&gt;와 &lt;i&gt;브릿지경제&lt;/i&gt;는 이자 부담의 증가 가능성을 경고하며, &lt;i&gt;아주경제&lt;/i&gt;는 특히 '영끌족'이라 불리는 대출자들의 압박을 강조했습니다. 반면, 일부 경제 전문가들은 금리 인상은 불가피한 경제 조정 과정이라고 보며, 대출자들이 이에 적응해야 한다고 지적합니다.&lt;/p&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;3. 파급 효과 및 향후 전망&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;변동금리 대출의 증가로 인해 가계의 이자 부담이 커질 경우, 소비 여력이 감소하고 경제 성장에도 부정적인 영향을 미칠 가능성이 큽니다. 한국은행의 금리 정책이 지속될 것으로 예상되는 가운데, 변동금리 대출자들의 재정 상태 악화가 우려됩니다. 향후 정부의 대출 규제 강화나 금리 인상 속도 조절이 필요할 수 있습니다.&lt;/p&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;4. 독자를 위한 핵심 Q&amp;amp;A 3선&lt;/h2&gt;
&lt;div class=&quot;news-faq-item&quot;&gt;
&lt;div class=&quot;faq-q&quot;&gt;Q. 변동금리 대출을 선택한 이유는 무엇인가요?&lt;/div&gt;
&lt;div class=&quot;faq-a&quot;&gt;A. 초기 금리 부담이 적고, 금리가 하락할 경우 이자 비용을 절감할 수 있기 때문입니다.&lt;/div&gt;
&lt;/div&gt;
&lt;div class=&quot;news-faq-item&quot;&gt;
&lt;div class=&quot;faq-q&quot;&gt;Q. 변동금리 대출의 위험성은 무엇인가요?&lt;/div&gt;
&lt;div class=&quot;faq-a&quot;&gt;A. 금리가 상승하면 이자 부담이 커져 가계 재정에 악영향을 미칠 수 있습니다.&lt;/div&gt;
&lt;/div&gt;
&lt;div class=&quot;news-faq-item&quot;&gt;
&lt;div class=&quot;faq-q&quot;&gt;Q. 대출자들은 어떤 대처가 가능한가요?&lt;/div&gt;
&lt;div class=&quot;faq-a&quot;&gt;A. 고정금리로의 전환, 대출 구조 조정, 적극적인 재정 관리 등이 필요합니다.&lt;/div&gt;
&lt;/div&gt;
&lt;div class=&quot;news-source-box&quot;&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;&lt;b&gt;[남도일보]&lt;/b&gt; &lt;a href=&quot;http://v.daum.net/v/20261011164923548&quot; target=&quot;_blank&quot; rel=&quot;noopener noreferrer&quot;&gt;가계대출 변동금리 비중 57.3%&amp;hellip;이자 부담 &amp;lsquo;경고등&amp;rsquo;&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;&lt;b&gt;[브릿지경제]&lt;/b&gt; &lt;a href=&quot;http://v.daum.net/v/20261011110715034&quot; target=&quot;_blank&quot; rel=&quot;noopener noreferrer&quot;&gt;은행 가계대출 변동금리 비중 57% 돌파&amp;hellip;이자 부담 우려&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;&lt;b&gt;[조선비즈]&lt;/b&gt; &lt;a href=&quot;http://v.daum.net/v/20261011093313092&quot; target=&quot;_blank&quot; rel=&quot;noopener noreferrer&quot;&gt;은행 가계대출 변동금리 비중 57.3%&amp;hellip; 1년 새 4.3%p 상승&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;&lt;b&gt;[아주경제]&lt;/b&gt; &lt;a href=&quot;http://v.daum.net/v/20261011111758257&quot; target=&quot;_blank&quot; rel=&quot;noopener noreferrer&quot;&gt;가계대출 절반 넘게 변동금리&amp;hellip;영끌족 이자부담 커진다&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;&lt;b&gt;[뉴시스]&lt;/b&gt; &lt;a href=&quot;http://v.daum.net/v/20261011150002046&quot; target=&quot;_blank&quot; rel=&quot;noopener noreferrer&quot;&gt;&quot;금리 치솟는데 이자 어쩌나&quot; 가계대출 57.3%가 변동금리&lt;/a&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;/div&gt;
&lt;/div&gt;</description>
      <category>뉴스</category>
      <category>2026</category>
      <category>가계대출</category>
      <category>금리인상</category>
      <category>변동금리</category>
      <category>이자부담</category>
      <category>한국은행</category>
      <author>ckfutures</author>
      <guid isPermaLink="true">https://ckfutures.tistory.com/60</guid>
      <comments>https://ckfutures.tistory.com/60#entry60comment</comments>
      <pubDate>Sun, 11 Oct 2026 21:30:51 +0900</pubDate>
    </item>
    <item>
      <title>2026년 가성비 러닝 스마트워치 비교: 가민 포러너 165, DAICOO R8, PEJE ZW02</title>
      <link>https://ckfutures.tistory.com/59</link>
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&quot; alt=&quot;2026년 가성비 러닝 스마트워치 비교: 가민 포러너 165, DAICOO R8, PEJE ZW02&quot; /&gt;&lt;/div&gt;
&lt;div style=&quot;margin-top: 40px; margin-bottom: 20px; padding: 16px 20px; background-color: #f8f9fa; border-left: 4px solid #007bff; border-radius: 4px; font-size: 16px; font-weight: 600; color: #333333; line-height: 1.6;&quot;&gt;이 포스팅은 쿠팡 파트너스 활동의 일환으로, 이에 따른 일정액의 수수료를 제공받습니다.&lt;/div&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;2026년 가성비 러닝 스마트워치 비교: 가민 포러너 165, DAICOO R8, PEJE ZW02&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;러닝을 시작하려는 2030 직장인과 자취생 여러분을 위한 스마트워치 선택 가이드입니다. 오늘은 러닝 GPS 스마트워치의 대표주자 가민 포러너 165를 중심으로, 가성비 좋은 모델들을 비교해 보겠습니다. 가성비와 스펙을 꼼꼼히 따져보세요!&lt;/p&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;스펙 비교표&lt;/h3&gt;
&lt;table border=&quot;1&quot; cellspacing=&quot;0&quot; cellpadding=&quot;5&quot; data-ke-align=&quot;alignLeft&quot;&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;th&gt;제품명&lt;/th&gt;
&lt;th&gt;가격&lt;/th&gt;
&lt;th&gt;평점&lt;/th&gt;
&lt;th&gt;구매후기&lt;/th&gt;
&lt;th&gt;주요 기능&lt;/th&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;가민 포러너 165 러닝 스마트워치, 블랙 + 슬레이트, 43mm&lt;/td&gt;
&lt;td&gt;249,000원&lt;/td&gt;
&lt;td&gt;5&lt;/td&gt;
&lt;td&gt;505개&lt;/td&gt;
&lt;td&gt;GPS + 블루투스&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;DAICOO 다이코 통화가능 GPS 블루투스 스마트워치 42mm R8, 블랙&lt;/td&gt;
&lt;td&gt;19,900원&lt;/td&gt;
&lt;td&gt;4.5&lt;/td&gt;
&lt;td&gt;12,671개&lt;/td&gt;
&lt;td&gt;GPS + 블루투스&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;PEJE 정품 프로 GPS 스포츠 헬스 모니터 블루투스 스마트워치 ZW02 ZL50J, 검정색&lt;/td&gt;
&lt;td&gt;19,600원&lt;/td&gt;
&lt;td&gt;4.5&lt;/td&gt;
&lt;td&gt;932개&lt;/td&gt;
&lt;td&gt;GPS + 블루투스&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;제품별 상세 분석&lt;/h3&gt;
&lt;h4 data-ke-size=&quot;size20&quot;&gt;1위: 가민 포러너 165 러닝 스마트워치, 블랙 + 슬레이트, 43mm&lt;/h4&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;가민 포러너 165는 뛰어난 GPS 정확성과 러닝을 위한 다양한 기능을 제공하는 러닝 스마트워치의 정석입니다. 특히, 러닝 거리와 속도 측정이 매우 정확하여 러너들에게 큰 호평을 받고 있습니다.&lt;/p&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;  장점: 정확한 GPS와 다양한 운동 모드&lt;/li&gt;
&lt;li&gt;  아쉬운 점: 비교적 높은 가격&lt;/li&gt;
&lt;li&gt;추천 대상: 러닝을 진지하게 시작하려는 분들&lt;/li&gt;
&lt;/ul&gt;
&lt;div style=&quot;margin: 20px 0 25px 0; padding: 18px 20px; border: 1px solid #e2e8f0; border-radius: 12px; background-color: #ffffff; box-shadow: 0 4px 12px rgba(0,0,0,0.04); display: flex; flex-wrap: wrap; gap: 18px; align-items: center;&quot;&gt;
&lt;div style=&quot;flex: 0 0 150px !important; width: 150px !important; height: 150px !important; min-width: 150px !important; min-height: 150px !important; max-width: 150px !important; max-height: 150px !important; text-align: center; margin: 0 auto; display: flex !important; align-items: center !important; justify-content: center !important; background-color: #ffffff; border-radius: 10px; border: 1px solid #edf2f7; overflow: hidden; box-sizing: border-box;&quot;&gt;&lt;a style=&quot;display: flex !important; width: 100% !important; height: 100% !important; align-items: center !important; justify-content: center !important; text-decoration: none; padding: 4px; box-sizing: border-box;&quot; href=&quot;https://link.coupang.com/a/hJGwrqwvyS&quot; target=&quot;_blank&quot; rel=&quot;nofollow noopener noreferrer&quot;&gt; &lt;img style=&quot;width: 142px !important; height: 142px !important; min-width: 142px !important; min-height: 142px !important; max-width: 142px !important; max-height: 142px !important; object-fit: contain !important; object-position: center !important; display: block !important; margin: auto !important; border-radius: 6px; background-color: #ffffff;&quot; src=&quot;https://thumbnail.coupangcdn.com/thumbnails/remote/492x492ex/image/retail/images/2025/11/18/17/0/4464484c-e2b2-4b0a-ae2b-7928c7017cc8.jpg&quot; alt=&quot;가민 포러너 165 러닝 스마트워치, 블랙 + 슬레이트, 43mm, GPS + 블루투스&quot; width=&quot;142&quot; height=&quot;142&quot; /&gt; &lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;flex: 1; min-width: 240px;&quot;&gt;
&lt;div style=&quot;display: inline-block; background-color: #e53e3e; color: #ffffff; font-size: 11px; font-weight: bold; padding: 3px 8px; border-radius: 4px; margin-bottom: 6px;&quot;&gt;1위 추천 가성비&amp;middot;인기 픽&lt;/div&gt;
&lt;h4 style=&quot;margin: 0 0 8px 0; font-size: 16px; line-height: 1.4; color: #1a202c;&quot; data-ke-size=&quot;size20&quot;&gt;&lt;a style=&quot;color: #1a202c; text-decoration: none; font-weight: bold;&quot; href=&quot;https://link.coupang.com/a/hJGwrqwvyS&quot; target=&quot;_blank&quot; rel=&quot;nofollow noopener noreferrer&quot;&gt; 가민 포러너 165 러닝 스마트워치, 블랙 + 슬레이트, 43mm, GPS + 블루투스 &lt;/a&gt;&lt;/h4&gt;
&lt;div style=&quot;margin-bottom: 12px; font-size: 13px; color: #718096;&quot;&gt;&lt;span style=&quot;color: #ecc94b; font-size: 14px;&quot;&gt;★&lt;/span&gt; &lt;b&gt;5&lt;/b&gt; | 구매 후기 &lt;b&gt;505개&lt;/b&gt; | &lt;span style=&quot;color: #0073e9; font-weight: bold;&quot;&gt;로켓배송&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; align-items: center; justify-content: space-between; flex-wrap: wrap; gap: 10px;&quot;&gt;
&lt;div style=&quot;font-size: 19px; font-weight: 800; color: #e53e3e;&quot;&gt;249,000원&lt;/div&gt;
&lt;a style=&quot;display: inline-block; background-color: #0073e9; color: #ffffff; font-weight: bold; font-size: 13px; padding: 8px 16px; border-radius: 6px; text-decoration: none; box-shadow: 0 2px 4px rgba(0,115,233,0.3);&quot; href=&quot;https://link.coupang.com/a/hJGwrqwvyS&quot; target=&quot;_blank&quot; rel=&quot;nofollow noopener noreferrer&quot;&gt;   최저가 확인 및 구매하기 &lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;margin-top: 12px; padding-top: 8px; border-top: 1px solid #f1f5f9; display: flex; flex-direction: column; gap: 2px;&quot;&gt;&lt;span style=&quot;font-size: 11px; color: #a0aec0; font-weight: 500; letter-spacing: 0.5px;&quot;&gt;COUPANG&lt;/span&gt; &lt;a style=&quot;color: #00a848; font-size: 12px; text-decoration: none; font-family: -apple-system, BlinkMacSystemFont, 'Segoe UI', Roboto, sans-serif;&quot; title=&quot;https://link.coupang.com/a/hJGwrqwvyS&quot; href=&quot;https://link.coupang.com/a/hJGwrqwvyS&quot; target=&quot;_blank&quot; rel=&quot;nofollow noopener noreferrer&quot;&gt;link.coupang.com&lt;/a&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;h4 data-ke-size=&quot;size20&quot;&gt;2위: DAICOO 다이코 통화가능 GPS 블루투스 스마트워치 42mm R8, 블랙&lt;/h4&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;DAICOO R8은 가성비가 뛰어난 제품으로, 기본적인 GPS 기능에 더해 통화 기능까지 탑재되어 있어 일상 사용에 유용합니다. 많은 구매 후기가 이를 뒷받침합니다.&lt;/p&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;  장점: 매우 저렴한 가격과 통화 기능&lt;/li&gt;
&lt;li&gt;  아쉬운 점: GPS 정확도가 다소 떨어짐&lt;/li&gt;
&lt;li&gt;추천 대상: 스마트워치 입문자 또는 예산이 제한된 분들&lt;/li&gt;
&lt;/ul&gt;
&lt;div style=&quot;margin: 20px 0 25px 0; padding: 18px 20px; border: 1px solid #e2e8f0; border-radius: 12px; background-color: #ffffff; box-shadow: 0 4px 12px rgba(0,0,0,0.04); display: flex; flex-wrap: wrap; gap: 18px; align-items: center;&quot;&gt;
&lt;div style=&quot;flex: 0 0 150px !important; width: 150px !important; height: 150px !important; min-width: 150px !important; min-height: 150px !important; max-width: 150px !important; max-height: 150px !important; text-align: center; margin: 0 auto; display: flex !important; align-items: center !important; justify-content: center !important; background-color: #ffffff; border-radius: 10px; border: 1px solid #edf2f7; overflow: hidden; box-sizing: border-box;&quot;&gt;&lt;a style=&quot;display: flex !important; width: 100% !important; height: 100% !important; align-items: center !important; justify-content: center !important; text-decoration: none; padding: 4px; box-sizing: border-box;&quot; href=&quot;https://link.coupang.com/a/hJGwsfAIWy&quot; target=&quot;_blank&quot; rel=&quot;nofollow noopener noreferrer&quot;&gt; &lt;img style=&quot;width: 142px !important; height: 142px !important; min-width: 142px !important; min-height: 142px !important; max-width: 142px !important; max-height: 142px !important; object-fit: contain !important; object-position: center !important; display: block !important; margin: auto !important; border-radius: 6px; background-color: #ffffff;&quot; src=&quot;https://thumbnail.coupangcdn.com/thumbnails/remote/492x492ex/image/vendor_inventory/be1c/6f5098c59e6113fa31d859d0307cb23aebe64d76a8e5ff2617511b7549ce.jpg&quot; alt=&quot;DAICOO 다이코 통화가능 GPS 블루투스 스마트워치 42mm R8, 블랙, 4.2cm, GPS + 블루투스&quot; width=&quot;142&quot; height=&quot;142&quot; /&gt; &lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;flex: 1; min-width: 240px;&quot;&gt;
&lt;div style=&quot;display: inline-block; background-color: #e53e3e; color: #ffffff; font-size: 11px; font-weight: bold; padding: 3px 8px; border-radius: 4px; margin-bottom: 6px;&quot;&gt;2위 추천 가성비&amp;middot;인기 픽&lt;/div&gt;
&lt;h4 style=&quot;margin: 0 0 8px 0; font-size: 16px; line-height: 1.4; color: #1a202c;&quot; data-ke-size=&quot;size20&quot;&gt;&lt;a style=&quot;color: #1a202c; text-decoration: none; font-weight: bold;&quot; href=&quot;https://link.coupang.com/a/hJGwsfAIWy&quot; target=&quot;_blank&quot; rel=&quot;nofollow noopener noreferrer&quot;&gt; DAICOO 다이코 통화가능 GPS 블루투스 스마트워치 42mm R8, 블랙, 4.2cm, GPS + 블루투스 &lt;/a&gt;&lt;/h4&gt;
&lt;div style=&quot;margin-bottom: 12px; font-size: 13px; color: #718096;&quot;&gt;&lt;span style=&quot;color: #ecc94b; font-size: 14px;&quot;&gt;★&lt;/span&gt; &lt;b&gt;4.5&lt;/b&gt; | 구매 후기 &lt;b&gt;12,671개&lt;/b&gt; | &lt;span style=&quot;color: #0073e9; font-weight: bold;&quot;&gt;로켓배송&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; align-items: center; justify-content: space-between; flex-wrap: wrap; gap: 10px;&quot;&gt;
&lt;div style=&quot;font-size: 19px; font-weight: 800; color: #e53e3e;&quot;&gt;19,900원&lt;/div&gt;
&lt;a style=&quot;display: inline-block; background-color: #0073e9; color: #ffffff; font-weight: bold; font-size: 13px; padding: 8px 16px; border-radius: 6px; text-decoration: none; box-shadow: 0 2px 4px rgba(0,115,233,0.3);&quot; href=&quot;https://link.coupang.com/a/hJGwsfAIWy&quot; target=&quot;_blank&quot; rel=&quot;nofollow noopener noreferrer&quot;&gt;   최저가 확인 및 구매하기 &lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;margin-top: 12px; padding-top: 8px; border-top: 1px solid #f1f5f9; display: flex; flex-direction: column; gap: 2px;&quot;&gt;&lt;span style=&quot;font-size: 11px; color: #a0aec0; font-weight: 500; letter-spacing: 0.5px;&quot;&gt;COUPANG&lt;/span&gt; &lt;a style=&quot;color: #00a848; font-size: 12px; text-decoration: none; font-family: -apple-system, BlinkMacSystemFont, 'Segoe UI', Roboto, sans-serif;&quot; title=&quot;https://link.coupang.com/a/hJGwsfAIWy&quot; href=&quot;https://link.coupang.com/a/hJGwsfAIWy&quot; target=&quot;_blank&quot; rel=&quot;nofollow noopener noreferrer&quot;&gt;link.coupang.com&lt;/a&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;h4 data-ke-size=&quot;size20&quot;&gt;3위: PEJE 정품 프로 GPS 스포츠 헬스 모니터 블루투스 스마트워치 ZW02 ZL50J, 검정색&lt;/h4&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;PEJE ZW02는 간단한 스포츠 모니터링과 GPS 기능을 제공하는데, 가격 대비 꽤 쓸만한 성능을 제공합니다. 그러나 디자인이 다소 투박할 수 있습니다.&lt;/p&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;  장점: 저렴한 가격&lt;/li&gt;
&lt;li&gt;  아쉬운 점: 디자인이 다소 투박함&lt;/li&gt;
&lt;li&gt;추천 대상: 기본적인 기능만 필요로 하는 분들&lt;/li&gt;
&lt;/ul&gt;
&lt;div style=&quot;margin: 20px 0 25px 0; padding: 18px 20px; border: 1px solid #e2e8f0; border-radius: 12px; background-color: #ffffff; box-shadow: 0 4px 12px rgba(0,0,0,0.04); display: flex; flex-wrap: wrap; gap: 18px; align-items: center;&quot;&gt;
&lt;div style=&quot;flex: 0 0 150px !important; width: 150px !important; height: 150px !important; min-width: 150px !important; min-height: 150px !important; max-width: 150px !important; max-height: 150px !important; text-align: center; margin: 0 auto; display: flex !important; align-items: center !important; justify-content: center !important; background-color: #ffffff; border-radius: 10px; border: 1px solid #edf2f7; overflow: hidden; box-sizing: border-box;&quot;&gt;&lt;a style=&quot;display: flex !important; width: 100% !important; height: 100% !important; align-items: center !important; justify-content: center !important; text-decoration: none; padding: 4px; box-sizing: border-box;&quot; href=&quot;https://link.coupang.com/a/hJGwsSYeZM&quot; target=&quot;_blank&quot; rel=&quot;nofollow noopener noreferrer&quot;&gt; &lt;img style=&quot;width: 142px !important; height: 142px !important; min-width: 142px !important; min-height: 142px !important; max-width: 142px !important; max-height: 142px !important; object-fit: contain !important; object-position: center !important; display: block !important; margin: auto !important; border-radius: 6px; background-color: #ffffff;&quot; src=&quot;https://thumbnail.coupangcdn.com/thumbnails/remote/492x492ex/image/vendor_inventory/13e0/e3d53c10e7835d038034281e204c725b03d0147bb9cbef410de00c2583af.png&quot; alt=&quot;PEJE 정품 프로 GPS 스포츠 헬스 모니터 블루투스 스마트워치 ZW02 ZL50J, 검정색, 4.9cm, GPS + 블루투스&quot; width=&quot;142&quot; height=&quot;142&quot; /&gt; &lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;flex: 1; min-width: 240px;&quot;&gt;
&lt;div style=&quot;display: inline-block; background-color: #e53e3e; color: #ffffff; font-size: 11px; font-weight: bold; padding: 3px 8px; border-radius: 4px; margin-bottom: 6px;&quot;&gt;3위 추천 가성비&amp;middot;인기 픽&lt;/div&gt;
&lt;h4 style=&quot;margin: 0 0 8px 0; font-size: 16px; line-height: 1.4; color: #1a202c;&quot; data-ke-size=&quot;size20&quot;&gt;&lt;a style=&quot;color: #1a202c; text-decoration: none; font-weight: bold;&quot; href=&quot;https://link.coupang.com/a/hJGwsSYeZM&quot; target=&quot;_blank&quot; rel=&quot;nofollow noopener noreferrer&quot;&gt; PEJE 정품 프로 GPS 스포츠 헬스 모니터 블루투스 스마트워치 ZW02 ZL50J, 검정색, 4.9cm, GPS + 블루투스 &lt;/a&gt;&lt;/h4&gt;
&lt;div style=&quot;margin-bottom: 12px; font-size: 13px; color: #718096;&quot;&gt;&lt;span style=&quot;color: #ecc94b; font-size: 14px;&quot;&gt;★&lt;/span&gt; &lt;b&gt;4.5&lt;/b&gt; | 구매 후기 &lt;b&gt;932개&lt;/b&gt; | &lt;span style=&quot;color: #0073e9; font-weight: bold;&quot;&gt;로켓배송&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; align-items: center; justify-content: space-between; flex-wrap: wrap; gap: 10px;&quot;&gt;
&lt;div style=&quot;font-size: 19px; font-weight: 800; color: #e53e3e;&quot;&gt;19,600원&lt;/div&gt;
&lt;a style=&quot;display: inline-block; background-color: #0073e9; color: #ffffff; font-weight: bold; font-size: 13px; padding: 8px 16px; border-radius: 6px; text-decoration: none; box-shadow: 0 2px 4px rgba(0,115,233,0.3);&quot; href=&quot;https://link.coupang.com/a/hJGwsSYeZM&quot; target=&quot;_blank&quot; rel=&quot;nofollow noopener noreferrer&quot;&gt;   최저가 확인 및 구매하기 &lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;margin-top: 12px; padding-top: 8px; border-top: 1px solid #f1f5f9; display: flex; flex-direction: column; gap: 2px;&quot;&gt;&lt;span style=&quot;font-size: 11px; color: #a0aec0; font-weight: 500; letter-spacing: 0.5px;&quot;&gt;COUPANG&lt;/span&gt; &lt;a style=&quot;color: #00a848; font-size: 12px; text-decoration: none; font-family: -apple-system, BlinkMacSystemFont, 'Segoe UI', Roboto, sans-serif;&quot; title=&quot;https://link.coupang.com/a/hJGwsSYeZM&quot; href=&quot;https://link.coupang.com/a/hJGwsSYeZM&quot; target=&quot;_blank&quot; rel=&quot;nofollow noopener noreferrer&quot;&gt;link.coupang.com&lt;/a&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;border: 1px solid #ccc; padding: 10px; margin-top: 20px;&quot;&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;최종 요약 가이드&lt;/h3&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;러닝을 진지하게 시작하신다면:&lt;/b&gt; 가민 포러너 165&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;가성비를 최대한 중시한다면:&lt;/b&gt; DAICOO R8&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;기본적인 기능만 필요하다면:&lt;/b&gt; PEJE ZW02&lt;/p&gt;
&lt;/div&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;결국 스마트워치 선택은 여러분의 러닝 스타일과 예산에 따라 달라질 것입니다. 각 제품의 장단점을 잘 살펴보고, 현명한 선택을 통해 러닝의 즐거움을 만끽하시기 바랍니다!&lt;/p&gt;</description>
      <category>전자기기</category>
      <author>ckfutures</author>
      <guid isPermaLink="true">https://ckfutures.tistory.com/59</guid>
      <comments>https://ckfutures.tistory.com/59#entry59comment</comments>
      <pubDate>Sat, 10 Oct 2026 21:20:42 +0900</pubDate>
    </item>
    <item>
      <title>美 AI 사고 신고 의무화, 트럼프 행정부의 새로운 규제 강화</title>
      <link>https://ckfutures.tistory.com/58</link>
      <description>&lt;div style=&quot;text-align: center; margin: 15px 0 25px 0;&quot;&gt;&lt;img style=&quot;max-width: 100%; height: auto; border-radius: 12px; box-shadow: 0 4px 16px rgba(0,0,0,0.08); display: block; margin: 0 auto;&quot; 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&quot; alt=&quot;美 AI 사고 신고 의무화, 트럼프 행정부의 새로운 규제 강화&quot; /&gt;&lt;/div&gt;
&lt;div class=&quot;news-article-container&quot;&gt;
&lt;div class=&quot;news-summary-card&quot;&gt;
&lt;h4 data-ke-size=&quot;size20&quot;&gt;  30초 핵심 브리핑&lt;/h4&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;미국 트럼프 행정부가 &lt;b&gt;AI 사고 신고&lt;/b&gt;를 의무화, 즉각 시정 요구.&lt;/li&gt;
&lt;li&gt;AI 산업의 &lt;b&gt;자율규제&lt;/b&gt;에서 &lt;b&gt;강화된 규제&lt;/b&gt;로 이동.&lt;/li&gt;
&lt;li&gt;최근 &lt;b&gt;국무부 홈페이지&lt;/b&gt;의 AI 모델 사고가 직접적 배경.&lt;/li&gt;
&lt;/ul&gt;
&lt;/div&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;1. 사건 개요 및 핵심 팩트&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;최근 미국 정부는 인공지능(AI) 사고 발생 시 이를 즉시 신고하고 시정하도록 의무화하는 새로운 규제를 발표했습니다. 이는 트럼프 행정부가 AI 산업의 자율규제에서 벗어나 보다 엄격한 규제 체제를 도입한 것입니다. 이번 조치는 국무부 홈페이지에서 발생한 AI 모델의 사고가 직접적인 계기가 됐습니다.&lt;/p&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;2. 주요 쟁점 및 다각적 언론 보도 종합&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;미디어 보도에 따르면, 이번 규제는 AI 기술의 빠른 발전과 함께 증가하는 사고 발생 빈도를 줄이기 위한 조치로 해석되고 있습니다. 뉴시스와 브릿지경제는 이번 규제가 국가안보 차원에서 필수적이라고 강조하였으며, EBN산업경제는 이를 트럼프 행정부의 규제 강화 기조로 설명했습니다. 이데일리는 AI의 오작동이 심각한 결과를 초래할 수 있음을 지적하며, 매일경제는 기업의 책임을 강화하는 방향으로 논의가 진행 중임을 전했습니다.&lt;/p&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;3. 파급 효과 및 향후 전망&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;이번 조치로 AI 기술을 활용하는 기업들은 보다 철저한 모델 검증과 사고 예방 시스템을 구축해야 할 필요성이 커졌습니다. 이는 AI 산업의 규제 강화로 이어질 가능성이 있으며, 미국뿐 아니라 글로벌 AI 정책에도 영향을 미칠 것으로 보입니다. 향후 AI 기술의 발전과 규제 사이의 균형을 어떻게 맞출 것인지가 주목됩니다.&lt;/p&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;4. 독자를 위한 핵심 Q&amp;amp;A 3선&lt;/h2&gt;
&lt;div class=&quot;news-faq-item&quot;&gt;
&lt;div class=&quot;faq-q&quot;&gt;Q. AI 사고 신고 의무화는 어떤 의미인가요?&lt;/div&gt;
&lt;div class=&quot;faq-a&quot;&gt;A. AI 기술로 인한 사고가 발생할 경우, 기업이 이를 정부에 즉시 보고하고 시정 조치를 해야 한다는 의미입니다.&lt;/div&gt;
&lt;/div&gt;
&lt;div class=&quot;news-faq-item&quot;&gt;
&lt;div class=&quot;faq-q&quot;&gt;Q. 이번 조치는 왜 도입되었나요?&lt;/div&gt;
&lt;div class=&quot;faq-a&quot;&gt;A. 최근 AI 모델이 국무부 홈페이지에서 사고를 일으킨 것이 계기가 되었으며, AI 기술의 안전성을 높이기 위한 조치입니다.&lt;/div&gt;
&lt;/div&gt;
&lt;div class=&quot;news-faq-item&quot;&gt;
&lt;div class=&quot;faq-q&quot;&gt;Q. 향후 AI 산업에 미칠 영향은 무엇인가요?&lt;/div&gt;
&lt;div class=&quot;faq-a&quot;&gt;A. 기업들은 보다 엄격한 안전 기준을 준수해야 하며, 이는 AI 산업의 규제 강화로 이어질 가능성이 큽니다.&lt;/div&gt;
&lt;/div&gt;
&lt;div class=&quot;news-source-box&quot;&gt;
&lt;h4 data-ke-size=&quot;size20&quot;&gt;참고 기사 출처&lt;/h4&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;&lt;b&gt;[뉴시스]&lt;/b&gt; &lt;a href=&quot;http://v.daum.net/v/20261010143300791&quot; target=&quot;_blank&quot; rel=&quot;noopener noreferrer&quot;&gt;美, AI 사고 신고 의무화&amp;hellip;&amp;rdquo;중대 국가안보 의무&amp;rdquo;&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;&lt;b&gt;[브릿지경제]&lt;/b&gt; &lt;a href=&quot;http://v.daum.net/v/20261010151315249&quot; target=&quot;_blank&quot; rel=&quot;noopener noreferrer&quot;&gt;잇단 AI 사고에⋯ 美 정부, AI 사고 신고 의무화&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;&lt;b&gt;[EBN산업경제]&lt;/b&gt; &lt;a href=&quot;http://v.daum.net/v/20261010101011728&quot; target=&quot;_blank&quot; rel=&quot;noopener noreferrer&quot;&gt;美, AI 사고 신고&amp;middot;시정 의무화...트럼프 행정부 규제 강화&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;&lt;b&gt;[이데일리]&lt;/b&gt; &lt;a href=&quot;http://v.daum.net/v/20261010102357884&quot; target=&quot;_blank&quot; rel=&quot;noopener noreferrer&quot;&gt;살인사건 허위 제보까지 한 AI&amp;hellip;美정부 &amp;ldquo;즉시 신고하라&amp;rdquo;&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;&lt;b&gt;[매일경제]&lt;/b&gt; &lt;a href=&quot;http://v.daum.net/v/20261010095700442&quot; target=&quot;_blank&quot; rel=&quot;noopener noreferrer&quot;&gt;트럼프 AI기업에 으름장...&amp;ldquo;사고내면 즉각 피해 책임&amp;rdquo;&lt;/a&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;/div&gt;
&lt;/div&gt;</description>
      <category>뉴스</category>
      <category>2026</category>
      <category>AI 사고 신고</category>
      <category>규제 강화</category>
      <category>속보</category>
      <category>시사이슈</category>
      <category>트럼프 행정부</category>
      <category>팩트체크</category>
      <author>ckfutures</author>
      <guid isPermaLink="true">https://ckfutures.tistory.com/58</guid>
      <comments>https://ckfutures.tistory.com/58#entry58comment</comments>
      <pubDate>Sat, 10 Oct 2026 21:18:58 +0900</pubDate>
    </item>
    <item>
      <title>2026년 최강 가성비 에어프라이어 비교 추천 TOP 3</title>
      <link>https://ckfutures.tistory.com/57</link>
      <description>&lt;div style=&quot;text-align: center; margin: 15px 0 25px 0;&quot;&gt;&lt;img style=&quot;max-width: 100%; height: auto; border-radius: 12px; box-shadow: 0 4px 16px rgba(0,0,0,0.08); display: block; margin: 0 auto;&quot; 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&quot; alt=&quot;2026년 최강 가성비 에어프라이어 비교 추천 TOP 3&quot; /&gt;&lt;/div&gt;
&lt;div style=&quot;margin-top: 5px; margin-bottom: 25px; padding: 14px 18px; background-color: #f8f9fa; border-left: 4px solid #007bff; border-radius: 4px; font-size: 15px; font-weight: 600; color: #333333; line-height: 1.6;&quot;&gt;이 포스팅은 쿠팡 파트너스 활동의 일환으로, 이에 따른 일정액의 수수료를 제공받습니다.&lt;/div&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;2026년 최강 가성비 에어프라이어 비교 추천 TOP 3&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;에어프라이어는 이제 현대인에게 필수 가전으로 자리잡았습니다. 특히 2030 직장인이나 자취생이라면 간편하게 다양한 요리를 즐길 수 있는 에어프라이어의 매력에 빠져보세요. 이번 포스팅에서는 최신 2026년 기준으로 가성비가 뛰어난 에어프라이어 TOP 3를 소개합니다.&lt;/p&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;스펙 비교표&lt;/h3&gt;
&lt;table border=&quot;1&quot; cellspacing=&quot;0&quot; cellpadding=&quot;5&quot; data-ke-align=&quot;alignLeft&quot;&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;th&gt;제품명&lt;/th&gt;
&lt;th&gt;용량&lt;/th&gt;
&lt;th&gt;가격&lt;/th&gt;
&lt;th&gt;평점&lt;/th&gt;
&lt;th&gt;구매후기 수&lt;/th&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;아이닉 대용량 에어프라이어 16L + 7종 조리도구, AO-16LS, 크림화이트&lt;/td&gt;
&lt;td&gt;16L&lt;/td&gt;
&lt;td&gt;147,030원&lt;/td&gt;
&lt;td&gt;5&lt;/td&gt;
&lt;td&gt;9,649개&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;OYEAH 저소음 에어프라이어 5.0L 시각화 대용량, 블랙&lt;/td&gt;
&lt;td&gt;5.0L&lt;/td&gt;
&lt;td&gt;49,800원&lt;/td&gt;
&lt;td&gt;5&lt;/td&gt;
&lt;td&gt;4,779개&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;Munjjing 오븐 에어프라이어 18L 대용량 오븐 에어프라이어, 흰색&lt;/td&gt;
&lt;td&gt;18L&lt;/td&gt;
&lt;td&gt;53,100원&lt;/td&gt;
&lt;td&gt;5&lt;/td&gt;
&lt;td&gt;2,512개&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;1위: 아이닉 대용량 에어프라이어 16L + 7종 조리도구, AO-16LS, 크림화이트&lt;/h3&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;아이닉의 대용량 에어프라이어는 16L라는 넉넉한 용량과 함께 다양한 조리도구를 제공하여 다채로운 요리가 가능합니다. 특히 대가족이나 많은 양의 요리를 한 번에 해야 하는 경우에 적합합니다.&lt;/p&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;  &lt;b&gt;장점:&lt;/b&gt; 대용량과 다양한 조리도구 제공으로 다용도로 사용 가능&lt;/li&gt;
&lt;li&gt;  &lt;b&gt;단점:&lt;/b&gt; 비교적 높은 가격대&lt;/li&gt;
&lt;/ul&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;추천 대상:&lt;/b&gt; 다량의 요리를 자주 하는 가정이나 요리에 관심이 많은 분들께 추천&lt;/p&gt;
&lt;div style=&quot;margin: 20px 0 25px 0; padding: 18px 20px; border: 1px solid #e2e8f0; border-radius: 12px; background-color: #ffffff; box-shadow: 0 4px 12px rgba(0,0,0,0.04); display: flex; flex-wrap: wrap; gap: 18px; align-items: center;&quot;&gt;
&lt;div style=&quot;flex: 0 0 150px !important; width: 150px !important; height: 150px !important; min-width: 150px !important; min-height: 150px !important; max-width: 150px !important; max-height: 150px !important; text-align: center; margin: 0 auto; display: flex !important; align-items: center !important; justify-content: center !important; background-color: #ffffff; border-radius: 10px; border: 1px solid #edf2f7; overflow: hidden; box-sizing: border-box;&quot;&gt;&lt;a style=&quot;display: flex !important; width: 100% !important; height: 100% !important; align-items: center !important; justify-content: center !important; text-decoration: none; padding: 4px; box-sizing: border-box;&quot; href=&quot;https://link.coupang.com/a/hHjq2To0TQ&quot; target=&quot;_blank&quot; rel=&quot;nofollow noopener noreferrer&quot;&gt; &lt;img style=&quot;width: 142px !important; height: 142px !important; min-width: 142px !important; min-height: 142px !important; max-width: 142px !important; max-height: 142px !important; object-fit: contain !important; object-position: center !important; display: block !important; margin: auto !important; border-radius: 6px; background-color: #ffffff;&quot; src=&quot;https://thumbnail.coupangcdn.com/thumbnails/remote/492x492ex/image/retail/images/2980081105188420-b47ae159-e435-4e18-8530-3a613525cae1.jpg&quot; alt=&quot;아이닉 대용량 에어프라이어 16L + 7종 조리도구, AO-16LS, 크림화이트&quot; width=&quot;142&quot; height=&quot;142&quot; /&gt; &lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;flex: 1; min-width: 240px;&quot;&gt;
&lt;div style=&quot;display: inline-block; background-color: #e53e3e; color: #ffffff; font-size: 11px; font-weight: bold; padding: 3px 8px; border-radius: 4px; margin-bottom: 6px;&quot;&gt;1위 추천 가성비&amp;middot;인기 픽&lt;/div&gt;
&lt;h4 style=&quot;margin: 0 0 8px 0; font-size: 16px; line-height: 1.4; color: #1a202c;&quot; data-ke-size=&quot;size20&quot;&gt;&lt;a style=&quot;color: #1a202c; text-decoration: none; font-weight: bold;&quot; href=&quot;https://link.coupang.com/a/hHjq2To0TQ&quot; target=&quot;_blank&quot; rel=&quot;nofollow noopener noreferrer&quot;&gt; 아이닉 대용량 에어프라이어 16L + 7종 조리도구, AO-16LS, 크림화이트 &lt;/a&gt;&lt;/h4&gt;
&lt;div style=&quot;margin-bottom: 12px; font-size: 13px; color: #718096;&quot;&gt;&lt;span style=&quot;color: #ecc94b; font-size: 14px;&quot;&gt;★&lt;/span&gt; &lt;b&gt;5&lt;/b&gt; | 구매 후기 &lt;b&gt;9,649개&lt;/b&gt; | &lt;span style=&quot;color: #0073e9; font-weight: bold;&quot;&gt;로켓배송&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; align-items: center; justify-content: space-between; flex-wrap: wrap; gap: 10px;&quot;&gt;
&lt;div style=&quot;font-size: 19px; font-weight: 800; color: #e53e3e;&quot;&gt;147,030원&lt;/div&gt;
&lt;a style=&quot;display: inline-block; background-color: #0073e9; color: #ffffff; font-weight: bold; font-size: 13px; padding: 8px 16px; border-radius: 6px; text-decoration: none; box-shadow: 0 2px 4px rgba(0,115,233,0.3);&quot; href=&quot;https://link.coupang.com/a/hHjq2To0TQ&quot; target=&quot;_blank&quot; rel=&quot;nofollow noopener noreferrer&quot;&gt;   최저가 확인 및 구매하기 &lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;margin-top: 12px; padding-top: 8px; border-top: 1px solid #f1f5f9; display: flex; flex-direction: column; gap: 2px;&quot;&gt;&lt;span style=&quot;font-size: 11px; color: #a0aec0; font-weight: 500; letter-spacing: 0.5px;&quot;&gt;COUPANG&lt;/span&gt; &lt;a style=&quot;color: #00a848; font-size: 12px; text-decoration: none; font-family: -apple-system, BlinkMacSystemFont, 'Segoe UI', Roboto, sans-serif;&quot; title=&quot;https://link.coupang.com/a/hHjq2To0TQ&quot; href=&quot;https://link.coupang.com/a/hHjq2To0TQ&quot; target=&quot;_blank&quot; rel=&quot;nofollow noopener noreferrer&quot;&gt;link.coupang.com&lt;/a&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;2위: OYEAH 저소음 에어프라이어 5.0L 시각화 대용량, 블랙&lt;/h3&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;OYEAH의 에어프라이어는 저소음 기능이 강점으로, 조용한 환경을 선호하는 분들에게 적합합니다. 5.0L 용량으로 1~2인 가구에 딱 맞습니다.&lt;/p&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;  &lt;b&gt;장점:&lt;/b&gt; 저렴한 가격과 저소음 기능&lt;/li&gt;
&lt;li&gt;  &lt;b&gt;단점:&lt;/b&gt; 상대적으로 작은 용량&lt;/li&gt;
&lt;/ul&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;추천 대상:&lt;/b&gt; 1~2인 가구나 소음에 민감한 분들께 추천&lt;/p&gt;
&lt;div style=&quot;margin: 20px 0 25px 0; padding: 18px 20px; border: 1px solid #e2e8f0; border-radius: 12px; background-color: #ffffff; box-shadow: 0 4px 12px rgba(0,0,0,0.04); display: flex; flex-wrap: wrap; gap: 18px; align-items: center;&quot;&gt;
&lt;div style=&quot;flex: 0 0 150px !important; width: 150px !important; height: 150px !important; min-width: 150px !important; min-height: 150px !important; max-width: 150px !important; max-height: 150px !important; text-align: center; margin: 0 auto; display: flex !important; align-items: center !important; justify-content: center !important; background-color: #ffffff; border-radius: 10px; border: 1px solid #edf2f7; overflow: hidden; box-sizing: border-box;&quot;&gt;&lt;a style=&quot;display: flex !important; width: 100% !important; height: 100% !important; align-items: center !important; justify-content: center !important; text-decoration: none; padding: 4px; box-sizing: border-box;&quot; href=&quot;https://link.coupang.com/a/hHjq3JDcPI&quot; target=&quot;_blank&quot; rel=&quot;nofollow noopener noreferrer&quot;&gt; &lt;img style=&quot;width: 142px !important; height: 142px !important; min-width: 142px !important; min-height: 142px !important; max-width: 142px !important; max-height: 142px !important; object-fit: contain !important; object-position: center !important; display: block !important; margin: auto !important; border-radius: 6px; background-color: #ffffff;&quot; src=&quot;https://thumbnail.coupangcdn.com/thumbnails/remote/492x492ex/image/vendor_inventory/ec5f/0842b1978f8d35df1d449cd1cd20a7488687c7037056f40c7c17b1255b74.jpg&quot; alt=&quot;OYEAH 저소음 에어프라이어 5.0L 시각화 대용량, 블랙, 블랙&quot; width=&quot;142&quot; height=&quot;142&quot; /&gt; &lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;flex: 1; min-width: 240px;&quot;&gt;
&lt;div style=&quot;display: inline-block; background-color: #e53e3e; color: #ffffff; font-size: 11px; font-weight: bold; padding: 3px 8px; border-radius: 4px; margin-bottom: 6px;&quot;&gt;2위 추천 가성비&amp;middot;인기 픽&lt;/div&gt;
&lt;h4 style=&quot;margin: 0 0 8px 0; font-size: 16px; line-height: 1.4; color: #1a202c;&quot; data-ke-size=&quot;size20&quot;&gt;&lt;a style=&quot;color: #1a202c; text-decoration: none; font-weight: bold;&quot; href=&quot;https://link.coupang.com/a/hHjq3JDcPI&quot; target=&quot;_blank&quot; rel=&quot;nofollow noopener noreferrer&quot;&gt; OYEAH 저소음 에어프라이어 5.0L 시각화 대용량, 블랙, 블랙 &lt;/a&gt;&lt;/h4&gt;
&lt;div style=&quot;margin-bottom: 12px; font-size: 13px; color: #718096;&quot;&gt;&lt;span style=&quot;color: #ecc94b; font-size: 14px;&quot;&gt;★&lt;/span&gt; &lt;b&gt;5&lt;/b&gt; | 구매 후기 &lt;b&gt;4,779개&lt;/b&gt; | &lt;span style=&quot;color: #0073e9; font-weight: bold;&quot;&gt;로켓배송&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; align-items: center; justify-content: space-between; flex-wrap: wrap; gap: 10px;&quot;&gt;
&lt;div style=&quot;font-size: 19px; font-weight: 800; color: #e53e3e;&quot;&gt;49,800원&lt;/div&gt;
&lt;a style=&quot;display: inline-block; background-color: #0073e9; color: #ffffff; font-weight: bold; font-size: 13px; padding: 8px 16px; border-radius: 6px; text-decoration: none; box-shadow: 0 2px 4px rgba(0,115,233,0.3);&quot; href=&quot;https://link.coupang.com/a/hHjq3JDcPI&quot; target=&quot;_blank&quot; rel=&quot;nofollow noopener noreferrer&quot;&gt;   최저가 확인 및 구매하기 &lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;margin-top: 12px; padding-top: 8px; border-top: 1px solid #f1f5f9; display: flex; flex-direction: column; gap: 2px;&quot;&gt;&lt;span style=&quot;font-size: 11px; color: #a0aec0; font-weight: 500; letter-spacing: 0.5px;&quot;&gt;COUPANG&lt;/span&gt; &lt;a style=&quot;color: #00a848; font-size: 12px; text-decoration: none; font-family: -apple-system, BlinkMacSystemFont, 'Segoe UI', Roboto, sans-serif;&quot; title=&quot;https://link.coupang.com/a/hHjq3JDcPI&quot; href=&quot;https://link.coupang.com/a/hHjq3JDcPI&quot; target=&quot;_blank&quot; rel=&quot;nofollow noopener noreferrer&quot;&gt;link.coupang.com&lt;/a&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;3위: Munjjing 오븐 에어프라이어 18L 대용량 오븐 에어프라이어, 흰색&lt;/h3&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;Munjjing의 오븐 에어프라이어는 대용량으로 오븐 기능까지 포함되어 있어 다양한 요리를 시도할 수 있습니다. 가성비가 뛰어나며 여러 기능을 동시에 누리고 싶은 분께 적합합니다.&lt;/p&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;  &lt;b&gt;장점:&lt;/b&gt; 오븐 기능 포함으로 다양한 요리 가능&lt;/li&gt;
&lt;li&gt;  &lt;b&gt;단점:&lt;/b&gt; 사용자 인터페이스가 복잡할 수 있음&lt;/li&gt;
&lt;/ul&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;&lt;b&gt;추천 대상:&lt;/b&gt; 다양한 요리를 시도하고 싶은 요리 애호가에게 추천&lt;/p&gt;
&lt;div style=&quot;margin: 20px 0 25px 0; padding: 18px 20px; border: 1px solid #e2e8f0; border-radius: 12px; background-color: #ffffff; box-shadow: 0 4px 12px rgba(0,0,0,0.04); display: flex; flex-wrap: wrap; gap: 18px; align-items: center;&quot;&gt;
&lt;div style=&quot;flex: 0 0 150px !important; width: 150px !important; height: 150px !important; min-width: 150px !important; min-height: 150px !important; max-width: 150px !important; max-height: 150px !important; text-align: center; margin: 0 auto; display: flex !important; align-items: center !important; justify-content: center !important; background-color: #ffffff; border-radius: 10px; border: 1px solid #edf2f7; overflow: hidden; box-sizing: border-box;&quot;&gt;&lt;a style=&quot;display: flex !important; width: 100% !important; height: 100% !important; align-items: center !important; justify-content: center !important; text-decoration: none; padding: 4px; box-sizing: border-box;&quot; href=&quot;https://link.coupang.com/a/hHjq4oiHZc&quot; target=&quot;_blank&quot; rel=&quot;nofollow noopener noreferrer&quot;&gt; &lt;img style=&quot;width: 142px !important; height: 142px !important; min-width: 142px !important; min-height: 142px !important; max-width: 142px !important; max-height: 142px !important; object-fit: contain !important; object-position: center !important; display: block !important; margin: auto !important; border-radius: 6px; background-color: #ffffff;&quot; src=&quot;https://thumbnail.coupangcdn.com/thumbnails/remote/492x492ex/image/vendor_inventory/b6df/1d380d003b49db395e0dd7d81629b1d56fae0b15c914a41d6d6ff95afe51.png&quot; alt=&quot;Munjjing 오븐 에어프라이어 18L 대용량 오븐 에어프라이어, 흰색, KZ1505&quot; width=&quot;142&quot; height=&quot;142&quot; /&gt; &lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;flex: 1; min-width: 240px;&quot;&gt;
&lt;div style=&quot;display: inline-block; background-color: #e53e3e; color: #ffffff; font-size: 11px; font-weight: bold; padding: 3px 8px; border-radius: 4px; margin-bottom: 6px;&quot;&gt;3위 추천 가성비&amp;middot;인기 픽&lt;/div&gt;
&lt;h4 style=&quot;margin: 0 0 8px 0; font-size: 16px; line-height: 1.4; color: #1a202c;&quot; data-ke-size=&quot;size20&quot;&gt;&lt;a style=&quot;color: #1a202c; text-decoration: none; font-weight: bold;&quot; href=&quot;https://link.coupang.com/a/hHjq4oiHZc&quot; target=&quot;_blank&quot; rel=&quot;nofollow noopener noreferrer&quot;&gt; Munjjing 오븐 에어프라이어 18L 대용량 오븐 에어프라이어, 흰색, KZ1505 &lt;/a&gt;&lt;/h4&gt;
&lt;div style=&quot;margin-bottom: 12px; font-size: 13px; color: #718096;&quot;&gt;&lt;span style=&quot;color: #ecc94b; font-size: 14px;&quot;&gt;★&lt;/span&gt; &lt;b&gt;5&lt;/b&gt; | 구매 후기 &lt;b&gt;2,512개&lt;/b&gt; | &lt;span style=&quot;color: #0073e9; font-weight: bold;&quot;&gt;로켓배송&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;display: flex; align-items: center; justify-content: space-between; flex-wrap: wrap; gap: 10px;&quot;&gt;
&lt;div style=&quot;font-size: 19px; font-weight: 800; color: #e53e3e;&quot;&gt;53,100원&lt;/div&gt;
&lt;a style=&quot;display: inline-block; background-color: #0073e9; color: #ffffff; font-weight: bold; font-size: 13px; padding: 8px 16px; border-radius: 6px; text-decoration: none; box-shadow: 0 2px 4px rgba(0,115,233,0.3);&quot; href=&quot;https://link.coupang.com/a/hHjq4oiHZc&quot; target=&quot;_blank&quot; rel=&quot;nofollow noopener noreferrer&quot;&gt;   최저가 확인 및 구매하기 &lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;margin-top: 12px; padding-top: 8px; border-top: 1px solid #f1f5f9; display: flex; flex-direction: column; gap: 2px;&quot;&gt;&lt;span style=&quot;font-size: 11px; color: #a0aec0; font-weight: 500; letter-spacing: 0.5px;&quot;&gt;COUPANG&lt;/span&gt; &lt;a style=&quot;color: #00a848; font-size: 12px; text-decoration: none; font-family: -apple-system, BlinkMacSystemFont, 'Segoe UI', Roboto, sans-serif;&quot; title=&quot;https://link.coupang.com/a/hHjq4oiHZc&quot; href=&quot;https://link.coupang.com/a/hHjq4oiHZc&quot; target=&quot;_blank&quot; rel=&quot;nofollow noopener noreferrer&quot;&gt;link.coupang.com&lt;/a&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;border: 1px solid #ccc; padding: 10px; margin-top: 20px;&quot;&gt;&lt;b&gt;최종 요약 가이드:&lt;/b&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;대용량과 다양한 기능이 필요하다면 &lt;b&gt;아이닉 대용량 에어프라이어&lt;/b&gt;를 선택하세요.&lt;/li&gt;
&lt;li&gt;가성비와 저소음을 원한다면 &lt;b&gt;OYEAH 저소음 에어프라이어&lt;/b&gt;가 적합합니다.&lt;/li&gt;
&lt;li&gt;오븐 기능까지 활용하고 싶다면 &lt;b&gt;Munjjing 오븐 에어프라이어&lt;/b&gt;를 고려해보세요.&lt;/li&gt;
&lt;/ul&gt;
&lt;/div&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;이제 어떤 에어프라이어가 여러분의 주방을 책임질지 결정할 수 있겠죠? 각자의 라이프스타일에 맞는 에어프라이어를 선택하여 더욱 편리하고 즐거운 요리 생활을 즐기세요!&lt;/p&gt;
&lt;div style=&quot;margin: 35px 0 20px 0; padding: 16px 18px; background: #f8fafc; border-left: 4px solid #3b82f6; border-radius: 6px;&quot;&gt;
&lt;div style=&quot;font-size: 15px; font-weight: bold; color: #1e293b; margin-bottom: 8px;&quot;&gt;  함께 읽으면 도움되는 연관 추천 글&lt;/div&gt;
&lt;div style=&quot;margin: 8px 0; padding: 12px 14px; background: #ffffff; border: 1px solid #e2e8f0; border-radius: 8px; display: flex; align-items: center; justify-content: space-between; gap: 10px;&quot;&gt;
&lt;div style=&quot;display: flex; align-items: center; gap: 8px; flex: 1;&quot;&gt;&lt;span style=&quot;background: #e53e3e; color: #ffffff; font-size: 11px; font-weight: bold; padding: 3px 6px; border-radius: 4px; white-space: nowrap;&quot;&gt; ️ 추천 상품&lt;/span&gt; &lt;a style=&quot;color: #1e293b; font-size: 14px; font-weight: 600; text-decoration: none; line-height: 1.4;&quot; href=&quot;https://ckfutures.tistory.com/54&quot; target=&quot;_blank&quot; rel=&quot;noopener noreferrer&quot;&gt; 2026년 가성비 최고의 로봇청소기 비교: 아이모 로봇청소기 추천 &lt;/a&gt;&lt;/div&gt;
&lt;a style=&quot;color: #2563eb; font-size: 13px; font-weight: bold; text-decoration: none; white-space: nowrap;&quot; href=&quot;https://ckfutures.tistory.com/54&quot; target=&quot;_blank&quot; rel=&quot;noopener noreferrer&quot;&gt; 읽어보기 &amp;rarr; &lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;margin: 8px 0; padding: 12px 14px; background: #ffffff; border: 1px solid #e2e8f0; border-radius: 8px; display: flex; align-items: center; justify-content: space-between; gap: 10px;&quot;&gt;
&lt;div style=&quot;display: flex; align-items: center; gap: 8px; flex: 1;&quot;&gt;&lt;span style=&quot;background: #e53e3e; color: #ffffff; font-size: 11px; font-weight: bold; padding: 3px 6px; border-radius: 4px; white-space: nowrap;&quot;&gt; ️ 추천 상품&lt;/span&gt; &lt;a style=&quot;color: #1e293b; font-size: 14px; font-weight: 600; text-decoration: none; line-height: 1.4;&quot; href=&quot;https://ckfutures.tistory.com/25&quot; target=&quot;_blank&quot; rel=&quot;noopener noreferrer&quot;&gt; 2026년 최강 가성비! 공기청정기 비교 분석 및 추천 랭킹 &lt;/a&gt;&lt;/div&gt;
&lt;a style=&quot;color: #2563eb; font-size: 13px; font-weight: bold; text-decoration: none; white-space: nowrap;&quot; href=&quot;https://ckfutures.tistory.com/25&quot; target=&quot;_blank&quot; rel=&quot;noopener noreferrer&quot;&gt; 읽어보기 &amp;rarr; &lt;/a&gt;&lt;/div&gt;
&lt;/div&gt;</description>
      <category>전자기기</category>
      <author>ckfutures</author>
      <guid isPermaLink="true">https://ckfutures.tistory.com/57</guid>
      <comments>https://ckfutures.tistory.com/57#entry57comment</comments>
      <pubDate>Fri, 9 Oct 2026 11:02:33 +0900</pubDate>
    </item>
    <item>
      <title>노벨 화학상 후보 완벽 가이드: 정의부터 최신 트렌드까지</title>
      <link>https://ckfutures.tistory.com/56</link>
      <description>&lt;div style=&quot;text-align: center; margin: 15px 0 25px 0;&quot;&gt;&lt;img style=&quot;max-width: 100%; height: auto; border-radius: 12px; box-shadow: 0 4px 16px rgba(0,0,0,0.08); display: block; margin: 0 auto;&quot; 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&quot; alt=&quot;노벨 화학상 후보 완벽 가이드: 정의부터 최신 트렌드까지&quot; /&gt;&lt;/div&gt;
&lt;div class=&quot;info-article-container&quot;&gt;
&lt;div class=&quot;info-summary-card&quot;&gt;
&lt;h4 data-ke-size=&quot;size20&quot;&gt;  한 눈에 보는 핵심 마스터 요약&lt;/h4&gt;
노벨 화학상 후보는 매년 과학 발전에 기여한 화학 연구자들에게 수여되는 명망 있는 상입니다.
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;노벨상은 &lt;b&gt;1895년&lt;/b&gt; 알프레드 노벨의 유언에 따라 시작되었습니다.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;스웨덴 왕립 과학한림원&lt;/b&gt;이 수여하는 화학 분야의 상입니다.&lt;/li&gt;
&lt;li&gt;최초의 수상자는 &lt;b&gt;1901년&lt;/b&gt; 네덜란드의 야코뷔스 헨리퀴스 판트호프였습니다.&lt;/li&gt;
&lt;li&gt;후보 지명과 선정 과정은 &lt;b&gt;철저한 비공개&lt;/b&gt;로 진행됩니다.&lt;/li&gt;
&lt;li&gt;최근 주요 후보로는 &lt;b&gt;암 치료제&lt;/b&gt; 개발 연구자들이 있습니다.&lt;/li&gt;
&lt;/ul&gt;
&lt;/div&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;1. 정의와 등장 배경 (이 기술/개념이 왜 필요했을까?)&lt;/h2&gt;
&lt;div class=&quot;info-definition-box&quot;&gt;노벨 화학상(Nobel Prize in Chemistry)은 화학 분야에서 인류 발전에 기여한 연구자에게 수여되는 상으로, 스웨덴 왕립 과학한림원이 선정하고 수여합니다.&lt;/div&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;1-1. 알프레드 노벨과 노벨상의 기원&lt;/h3&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;알프레드 노벨은 다이너마이트를 발명한 것으로 유명한 과학자이자 발명가로, 총 355개의 특허를 보유한 인물입니다. 그는 생애 말기에 자신의 유산을 활용하여 인류에게 가장 큰 혜택을 준 사람들에게 상을 수여하라는 유언을 남겼습니다. 이로 인해 물리학, 화학, 생리학 또는 의학, 문학, 그리고 평화의 5개 분야에서 노벨상이 제정되었습니다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;노벨은 그의 발명품이 전쟁에서 사용되는 것을 보고 평화에 기여하고자 하는 마음으로 이러한 상을 제정하게 되었으며, 이는 과학과 인류 사회에 기여한 개인이나 단체를 격려하는 중요한 역할을 하고 있습니다.&lt;/p&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;1-2. 노벨 화학상의 역사적 배경&lt;/h3&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;노벨 화학상은 1895년 노벨의 유언에 따라 설립되었으며, 1901년부터 매년 수여되고 있습니다. 최초의 수상자는 네덜란드의 야코뷔스 헨리퀴스 판트호프로, 그는 화학 역학과 용액의 삼투압 법칙을 발견한 공로로 상을 받았습니다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;노벨 화학상은 과학자들이 화학 분야에서 이루어낸 혁신적인 발견과 발전을 인정하고, 연구의 중요성을 강조하는 데 큰 역할을 해왔습니다. 이를 통해 화학 연구의 중요성이 부각되었고, 과학자들 사이에서 큰 명예로 여겨지게 되었습니다.&lt;/p&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;2. 핵심 메커니즘과 작동 원리 파헤치기&lt;/h2&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;2-1. 기본 아키텍처 및 핵심 구조&lt;/h3&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;노벨 화학상의 선정 과정은 스웨덴 왕립 과학한림원에 의해 관리되며, 이들은 매년 화학 분야에서 탁월한 연구를 수행한 연구자들을 선정합니다. 이 과정에서 5명의 전문가로 구성된 노벨 화학 위원회가 중요한 역할을 합니다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;위원회는 수천 명의 과학자와 전문가에게 후보 지명을 요청하며, 이 과정에서 제출된 후보자들은 철저한 비공개로 관리됩니다. 선정된 후보자들은 위원회의 심의를 거쳐 최종 수상자로 결정됩니다.&lt;/p&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;2-2. 단계별 데이터/동작 흐름&lt;/h3&gt;
&lt;ol style=&quot;list-style-type: decimal;&quot; data-ke-list-type=&quot;decimal&quot;&gt;
&lt;li&gt;전 세계의 과학자들 및 전문가들에게 후보 지명 요청 양식을 발송합니다.&lt;/li&gt;
&lt;li&gt;수집된 후보자 명단을 기반으로 위원회가 심사를 시작합니다.&lt;/li&gt;
&lt;li&gt;후보자들의 업적과 연구가 인류에 미친 영향을 평가합니다.&lt;/li&gt;
&lt;li&gt;최종 후보자를 선정한 후, 노벨 화학상 수상자를 발표합니다.&lt;/li&gt;
&lt;li&gt;수상자는 알프레드 노벨의 사망일인 12월 10일 스톡홀름에서 상을 수여받습니다.&lt;/li&gt;
&lt;/ol&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;2-3. 이해를 돕는 직관적 비유&lt;/h3&gt;
&lt;div class=&quot;info-example-box&quot;&gt;노벨 화학상의 선정 과정은 마치 수천 개의 책을 보유한 도서관에서 가장 중요한 책을 찾아내는 것과 같습니다. 수많은 책(후보자) 중에서 도서관 사서(위원회)가 가장 가치 있는 책을 꼼꼼히 읽고 평가하여 최종적으로 선정하는 것입니다.&lt;/div&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;2-4. 심층 기술 상세 분석&lt;/h3&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;노벨 화학상의 선정 절차는 과학적 성취의 공정성과 투명성을 보장하기 위해 매우 철저하게 진행됩니다. 후보자 지명은 비공개로 진행되며, 지명된 후보자들은 자신이 후보로 고려되었는지를 알 수 없습니다. 이는 선정 과정의 공정성과 독립성을 유지하기 위한 조치입니다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;위원회는 각 후보자의 연구 성과를 인류에게 미친 영향을 기준으로 평가하며, 이 과정에서 전문가들의 심도 있는 리뷰와 토론이 이루어집니다. 이러한 철저하고 객관적인 평가 과정을 통해 노벨 화학상은 세계적으로 가장 권위 있는 상 중 하나로 인정받고 있습니다.&lt;/p&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;3. 기존 방식과의 차이점 및 장단점 심층 비교&lt;/h2&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;3-1. 독보적인 장점 4가지&lt;/h3&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;첫째, 노벨 화학상은 과학자들에게 큰 명예와 인정을 제공합니다. 이는 과학자들이 더욱 혁신적인 연구를 추구하도록 동기를 부여합니다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;둘째, 노벨 화학상은 국제적인 인지도를 가지고 있어, 수상자는 전 세계적으로 주목받고 연구 자금을 확보하기 유리한 위치에 놓입니다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;셋째, 수상자들 간의 네트워크 형성을 통해 다양한 분야의 과학자들과 협력할 수 있는 기회를 제공합니다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;넷째, 과학 연구의 중요성을 대중에게 알리고, 과학 교육의 발전을 촉진하는 데 기여합니다.&lt;/p&gt;
&lt;h3 data-ke-size=&quot;size23&quot;&gt;3-2. 현실적인 한계점 및 단점/비용 이슈 3가지&lt;/h3&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;첫째, 후보자 지명 과정이 비공개로 이루어지기 때문에 투명성 부족에 대한 논란이 있을 수 있습니다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;둘째, 일부 분야는 상대적으로 저평가될 수 있으며, 특정 연구 분야에 대한 편향이 존재할 수 있습니다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;셋째, 수상자가 발표될 때까지 오랜 시간이 걸리기 때문에, 최신 연구의 즉각적인 인정을 받기 어려울 수 있습니다.&lt;/p&gt;
&lt;table class=&quot;info-compare-table&quot; data-ke-align=&quot;alignLeft&quot;&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;th&gt;비교 항목&lt;/th&gt;
&lt;th&gt;기존 방식&lt;/th&gt;
&lt;th&gt;노벨 화학상&lt;/th&gt;
&lt;th&gt;기대 효과&lt;/th&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;후보자 선정&lt;/td&gt;
&lt;td&gt;공개 지명&lt;/td&gt;
&lt;td&gt;비공개 지명&lt;/td&gt;
&lt;td&gt;공정성과 독립성 확보&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;평가 기준&lt;/td&gt;
&lt;td&gt;주관적 평가&lt;/td&gt;
&lt;td&gt;객관적 성취&lt;/td&gt;
&lt;td&gt;연구의 공정한 평가&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;수상자 발표&lt;/td&gt;
&lt;td&gt;즉시 발표&lt;/td&gt;
&lt;td&gt;연 1회&lt;/td&gt;
&lt;td&gt;심도 있는 평가&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;수상자 혜택&lt;/td&gt;
&lt;td&gt;국내 인지도&lt;/td&gt;
&lt;td&gt;국제적 인지도&lt;/td&gt;
&lt;td&gt;글로벌 연구 자금 확보&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;연구 분야&lt;/td&gt;
&lt;td&gt;제한적&lt;/td&gt;
&lt;td&gt;다양한 분야&lt;/td&gt;
&lt;td&gt;다양한 연구 촉진&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;4. 실제 적용 사례 및 다양한 산업별 활용 현황&lt;/h2&gt;
&lt;div class=&quot;info-example-box&quot;&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;&lt;b&gt;단백질 구조 예측:&lt;/b&gt; 2024년 노벨 화학상은 데미스 허사비스와 존 점퍼가 단백질 구조 예측 분야에서 수상하였습니다. 이는 제약 산업에 큰 혁신을 가져왔으며, 신약 개발 속도를 크게 단축시켰습니다.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;전산 단백질 설계:&lt;/b&gt; 데이비드 베이커는 전산 단백질 설계의 발전으로 노벨 화학상을 수상하였습니다. 이 기술은 다양한 질병의 치료제를 개발하는 데 활용되고 있습니다.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;항암제 개발:&lt;/b&gt; 마에다 히로시 교수는 정상세포를 보호하면서 암세포만을 공격하는 항암제를 개발하여 노벨 화학상 후보로 거론되었습니다. 이는 암 치료에 혁신적인 변화를 일으켰습니다.&lt;/li&gt;
&lt;/ul&gt;
&lt;/div&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;2026년 현재, 노벨 화학상은 다양한 혁신적인 연구 분야로 확장되고 있으며, 특히 생명 과학과 관련된 연구가 주목받고 있습니다. 이는 의료 및 제약 산업의 발전에 큰 기여를 하고 있으며, 신약 개발과 맞춤형 치료법 개발에 필수적인 역할을 하고 있습니다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;향후 노벨 화학상은 더욱 다양한 분야의 연구자들에게 수여될 것으로 예상되며, 이는 과학 연구의 다양성과 창의성을 촉진할 것입니다.&lt;/p&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;5. 초보자를 위한 실전 가이드 / 도입 및 활용 방법&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;노벨 화학상에 관심이 있는 연구자라면 먼저 자신의 연구가 인류에게 미친 긍정적인 영향을 명확히 이해하고, 이를 바탕으로 혁신적인 연구를 지속해야 합니다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;연구 결과를 국제 학술지에 발표하고, 다양한 학술 대회에 참석하여 자신의 연구를 알리는 것이 중요합니다. 이를 통해 전 세계 연구자들과의 네트워크를 구축하고, 전문가들의 피드백을 받을 수 있습니다.&lt;/p&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;또한, 연구의 사회적, 경제적 가치를 고려하여 연구 방향을 설정하고, 지속 가능한 연구 환경을 조성하는 것이 필요합니다. 이는 노벨 화학상 후보로서의 자질을 갖추는 데 중요한 요소로 작용할 것입니다.&lt;/p&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;6. 가장 많이 묻는 핵심 질문 (Q&amp;amp;A FAQ) 6선&lt;/h2&gt;
&lt;div class=&quot;info-faq-item&quot;&gt;
&lt;div class=&quot;faq-q&quot;&gt;Q1. 노벨 화학상 후보에 오르기 위해 필요한 조건은 무엇인가요?&lt;/div&gt;
&lt;div class=&quot;faq-a&quot;&gt;A1. 노벨 화학상 후보로 오르기 위해서는 연구가 인류에게 미친 긍정적인 영향을 명확히 입증해야 합니다. 또한, 과학적 성취가 국제적으로 인정받아야 하며, 연구의 독창성과 혁신성이 중요합니다. 후보자는 일정한 과학적 기준을 충족해야 하며, 연구의 사회적, 경제적 가치를 고려하는 것이 중요합니다.&lt;/div&gt;
&lt;/div&gt;
&lt;div class=&quot;info-faq-item&quot;&gt;
&lt;div class=&quot;faq-q&quot;&gt;Q2. 노벨 화학상 후보 지명은 어떻게 이루어지나요?&lt;/div&gt;
&lt;div class=&quot;faq-a&quot;&gt;A2. 노벨 화학상 후보 지명은 스웨덴 왕립 과학한림원에 의해 비공개로 진행됩니다. 위원회는 전 세계의 과학자와 전문가들에게 후보 지명 요청을 보내며, 지명된 후보자들은 철저한 심사를 거쳐 최종 수상자로 선정됩니다. 후보자의 이름은 공개되지 않으며, 지명 기록은 50년간 비공개로 유지됩니다.&lt;/div&gt;
&lt;/div&gt;
&lt;div class=&quot;info-faq-item&quot;&gt;
&lt;div class=&quot;faq-q&quot;&gt;Q3. 노벨 화학상 수상자 발표는 언제 이루어지나요?&lt;/div&gt;
&lt;div class=&quot;faq-a&quot;&gt;A3. 노벨 화학상 수상자는 매년 10월 초에 발표됩니다. 수상식은 알프레드 노벨의 사망일인 12월 10일에 스웨덴 스톡홀름에서 개최되며, 수상자에게 상장과 메달, 상금이 수여됩니다. 이 공식 시상식은 전 세계적으로 주목받는 행사로, 과학자들에게 큰 명예로 여겨집니다.&lt;/div&gt;
&lt;/div&gt;
&lt;div class=&quot;info-faq-item&quot;&gt;
&lt;div class=&quot;faq-q&quot;&gt;Q4. 노벨 화학상의 선정 과정은 어떻게 이루어지나요?&lt;/div&gt;
&lt;div class=&quot;faq-a&quot;&gt;A4. 노벨 화학상의 선정 과정은 매우 철저하고 공정하게 진행됩니다. 위원회는 수천 명의 후보자들 중에서 연구의 중요성과 인류에 미친 영향을 평가하여 최종 수상자를 결정합니다. 이 과정에서 전문가들의 심층 리뷰와 토론이 이루어지며, 공정성과 독립성을 유지하기 위해 비공개로 진행됩니다.&lt;/div&gt;
&lt;/div&gt;
&lt;div class=&quot;info-faq-item&quot;&gt;
&lt;div class=&quot;faq-q&quot;&gt;Q5. 노벨 화학상 수상자는 어떤 혜택을 받나요?&lt;/div&gt;
&lt;div class=&quot;faq-a&quot;&gt;A5. 노벨 화학상 수상자는 국제적인 인지도와 명예를 얻으며, 연구 자금을 확보하기 유리한 위치에 놓입니다. 또한, 과학자들 간의 네트워크 형성을 통해 다양한 분야의 연구자들과 협력할 수 있는 기회를 가지게 됩니다. 수상자는 상장과 메달, 상금도 함께 받습니다.&lt;/div&gt;
&lt;/div&gt;
&lt;div class=&quot;info-faq-item&quot;&gt;
&lt;div class=&quot;faq-q&quot;&gt;Q6. 노벨 화학상이 과학 발전에 미치는 영향은 무엇인가요?&lt;/div&gt;
&lt;div class=&quot;faq-a&quot;&gt;A6. 노벨 화학상은 과학 연구의 중요성을 대중에게 알리고, 과학자들에게 연구의 동기를 부여하여 과학 발전을 촉진합니다. 이는 과학 교육의 발전을 촉진하고, 신약 개발 및 맞춤형 치료법 개발 등에 기여하여 인류의 삶의 질을 향상시키는 데 중요한 역할을 합니다.&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;</description>
      <category>정보</category>
      <category>2026</category>
      <category>과학</category>
      <category>노벨</category>
      <category>노벨상</category>
      <category>발전</category>
      <category>연구</category>
      <category>완벽정리</category>
      <category>화학</category>
      <category>화학상</category>
      <category>후보</category>
      <author>ckfutures</author>
      <guid isPermaLink="true">https://ckfutures.tistory.com/56</guid>
      <comments>https://ckfutures.tistory.com/56#entry56comment</comments>
      <pubDate>Wed, 7 Oct 2026 20:56:56 +0900</pubDate>
    </item>
    <item>
      <title>기업은행 허위 기술평가 대출 파문, 1572억의 진실은?</title>
      <link>https://ckfutures.tistory.com/55</link>
      <description>&lt;div style=&quot;text-align: center; margin: 15px 0 25px 0;&quot;&gt;&lt;img style=&quot;max-width: 100%; height: auto; border-radius: 12px; box-shadow: 0 4px 16px rgba(0,0,0,0.08); display: block; margin: 0 auto;&quot; 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&quot; alt=&quot;기업은행 허위 기술평가 대출 파문, 1572억의 진실은?&quot; /&gt;&lt;/div&gt;
&lt;div class=&quot;news-article-container&quot;&gt;
&lt;div class=&quot;news-summary-card&quot;&gt;
&lt;h4 data-ke-size=&quot;size20&quot;&gt;  30초 핵심 브리핑&lt;/h4&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
&lt;li&gt;IBK기업은행이 &lt;b&gt;허위로 의심되는 기술평가&lt;/b&gt;를 통해 1572억원 대출 실행&lt;/li&gt;
&lt;li&gt;경찰 조사 대상이 된 &lt;b&gt;312건의 기술신용평가서&lt;/b&gt;, 7년간 249개 기업에 적용&lt;/li&gt;
&lt;li&gt;허위 평가서로 인한 &lt;b&gt;대출 건전성 관리 및 금융 시스템 신뢰성&lt;/b&gt; 문제 제기&lt;/li&gt;
&lt;/ul&gt;
&lt;/div&gt;
&lt;table class=&quot;news-timeline-table&quot; data-ke-align=&quot;alignLeft&quot;&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;th&gt;시점&lt;/th&gt;
&lt;th&gt;주요 사건 및 전개 상황&lt;/th&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;2019-2025&lt;/td&gt;
&lt;td&gt;IBK기업은행, 기술신용평가(TCB)를 통해 1572억원 대출 실행&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;2026년 7월&lt;/td&gt;
&lt;td&gt;허위 의심 기술평가 대출 잔액 728억원 남음&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td&gt;2026년 10월&lt;/td&gt;
&lt;td&gt;경찰, 312건의 기술신용평가서에 대해 허위 여부 조사 시작&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;1. 사건 개요 및 핵심 팩트&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;IBK기업은행이 지난 7년간 허위로 의심되는 기술신용평가(TCB)를 통해 249개 기업에 1572억원의 대출을 실행했다는 사실이 드러났습니다. 현재 경찰은 기업은행에 제출된 312건의 기술신용평가서에 대해 허위 여부를 조사 중입니다. 허위 평가서 사용으로 인한 대출 잔액은 올해 7월까지 728억원에 달합니다.&lt;/p&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;2. 주요 쟁점 및 다각적 언론 보도 종합&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;이번 사건은 기술금융 시스템의 신뢰성 문제를 제기하고 있습니다. 브릿지경제는 기업은행이 1572억원을 대출했음을 보도하며 대출 기업의 건전성 관리 문제를 지적했습니다. 파이낸셜뉴스는 경찰 수사와 함께 기술신용평가의 허점에 주목하며, 허위 평가서가 은행 대출로 직결되는 문제를 강조했습니다. 아시아경제는 부실 기업 17곳에 초점을 맞추며, 평가기관의 검증 강화 필요성을 언급했습니다.&lt;/p&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;3. 파급 효과 및 향후 전망&lt;/h2&gt;
&lt;p data-ke-size=&quot;size16&quot;&gt;이번 사건은 금융권의 기술평가 시스템 전체에 대한 신뢰성을 흔들고 있습니다. 허위 기술평가서로 인한 대출의 건전성 문제는 금융 시장에 파급될 수 있으며, 관련 기업들의 부실 가능성도 우려됩니다. 향후 경찰 조사 결과에 따라 평가기관의 심사 절차 강화와 법적 책임 문제가 대두될 것으로 보입니다.&lt;/p&gt;
&lt;h2 data-ke-size=&quot;size26&quot;&gt;4. 독자를 위한 핵심 Q&amp;amp;A 3선&lt;/h2&gt;
&lt;div class=&quot;news-faq-item&quot;&gt;
&lt;div class=&quot;faq-q&quot;&gt;Q. 허위 기술평가서란 무엇인가요?&lt;/div&gt;
&lt;div class=&quot;faq-a&quot;&gt;A. 허위 기술평가서는 기업의 기술력과 성장 가능성을 과대 평가하여 대출을 유도하는 문서입니다.&lt;/div&gt;
&lt;/div&gt;
&lt;div class=&quot;news-faq-item&quot;&gt;
&lt;div class=&quot;faq-q&quot;&gt;Q. 이번 사건의 주된 문제점은 무엇인가요?&lt;/div&gt;
&lt;div class=&quot;faq-a&quot;&gt;A. 기술신용평가의 신뢰성 부족과 이를 통한 대출의 건전성 문제, 그리고 금융 시스템의 불안정성입니다.&lt;/div&gt;
&lt;/div&gt;
&lt;div class=&quot;news-faq-item&quot;&gt;
&lt;div class=&quot;faq-q&quot;&gt;Q. 앞으로 어떤 조치가 필요할까요?&lt;/div&gt;
&lt;div class=&quot;faq-a&quot;&gt;A. 평가기관의 심사 절차 강화, 기술평가 신뢰성 확보, 관련 법규 개정 및 금융기관의 리스크 관리 강화가 필요합니다.&lt;/div&gt;
&lt;/div&gt;
&lt;div class=&quot;news-source-box&quot;&gt;
&lt;ul style=&quot;list-style-type: disc;&quot; data-ke-list-type=&quot;disc&quot;&gt;
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&lt;/div&gt;
&lt;/div&gt;</description>
      <category>뉴스</category>
      <category>2026</category>
      <category>기업은행</category>
      <category>대출</category>
      <category>속보</category>
      <category>시사이슈</category>
      <category>팩트체크</category>
      <category>허위 기술평가</category>
      <author>ckfutures</author>
      <guid isPermaLink="true">https://ckfutures.tistory.com/55</guid>
      <comments>https://ckfutures.tistory.com/55#entry55comment</comments>
      <pubDate>Wed, 7 Oct 2026 20:53:55 +0900</pubDate>
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