<?xml version='1.0' encoding='UTF-8'?><rss xmlns:atom="http://www.w3.org/2005/Atom" xmlns:openSearch="http://a9.com/-/spec/opensearchrss/1.0/" xmlns:blogger="http://schemas.google.com/blogger/2008" xmlns:georss="http://www.georss.org/georss" xmlns:gd="http://schemas.google.com/g/2005" xmlns:thr="http://purl.org/syndication/thread/1.0" version="2.0"><channel><atom:id>tag:blogger.com,1999:blog-8115300692340596844</atom:id><lastBuildDate>Thu, 17 Jul 2025 13:26:45 +0000</lastBuildDate><category>[Finance] key</category><category>웅진에너지(103130)</category><category>(Google Doc)</category><category>종목분석</category><category>point</category><category>포티스(141020)</category><category>IRP</category><category>상속</category><category>상속세</category><category>세금</category><category>세액공제</category><category>수령방법</category><category>시크릿</category><category>에이코넬(033600)</category><category>연금수령</category><category>연금저축</category><category>연말정산</category><category>절세 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(Keycolor)</managingEditor><generator>Blogger</generator><openSearch:totalResults>116</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><item><guid isPermaLink="false">tag:blogger.com,1999:blog-8115300692340596844.post-7710419598615417675</guid><pubDate>Wed, 06 Dec 2023 21:58:00 +0000</pubDate><atom:updated>2023-12-07T13:52:38.407+09:00</atom:updated><title>[Pin Point] Ai 3파전 / 엔비디아 / 트위치 (2024년)</title><description>&lt;p&gt;&lt;strong&gt;AI 개발 경쟁 삼파전, 구글 vs 오픈AI vs 메타의 &#39;AI동맹&#39;&lt;/strong&gt;&lt;/p&gt;&lt;p&gt;현지 시각 6일, 구글이 최신 대규모 인공지능(AI) 모델 &#39;제미나이&#39;를 공개하면서 AI 개발 경쟁이 가열되고 있습니다. 구글, 챗GPT 개발사 오픈AI와 마이크로소프트 연합, 페이스북 모회사 메타 중심의 AI 동맹이라는 세 축으로 경쟁 구도가 재편되는 흐름인데요. 지난달 오픈 AI는 GPT-4 터보와 GPT스토어를 선보였고, 최근 메타는 IBM 등 50개 이상 인공지능 관련 기업과 AI 동맹을 결성하고 대규모 언어모델(LLM)을 오픈 소스로 제공할 것이라고 밝혔습니다.&lt;/p&gt;&lt;p&gt;&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;strong&gt;엔비디아 CEO, 미국 상무부 경고에도 중국 수출 지속 희망&lt;/strong&gt;&lt;/p&gt;&lt;p&gt;젠슨 황 엔비디아 최고경영자(CEO)가 미국 당국의 제재에도 중국에 고사양 프로세서를 공급하겠다는 뜻을 밝혔다고 월스트리트저널이 현지 시각 6일 보도했습니다. 지나 러몬드 미국 상무장관이 국가 안보를 이유로 AI 칩을 중국에 판매하지 말라고 경고했지만, 새로운 규정을 준수하는 새 제품 세트를 내놓을 계획이라고 밝힌 건데요. 최근 엔비디아는 미국 당국과 대중국 AI 반도체 제재를 두고 신경전을 벌이고 있습니다.&lt;/p&gt;&lt;p&gt;&lt;strong&gt;&lt;br&gt;&lt;/strong&gt;&lt;/p&gt;&lt;p&gt;&lt;strong&gt;아프리카TV, 트위치 한국 철수에 주가 급등&lt;/strong&gt;&lt;/p&gt;&lt;p&gt;실시간 인터넷방송 플랫폼 아프리카TV의 주가가 경쟁사인 트위치의 한국 사업 철수 발표에 전일 대비 29.91% 오른 83,400원에 장을 마감했습니다. 아마존닷컴이 보유한 트위치는 오늘 영업난을 이유로 내년 2월 27일부터 한국에서의 서비스를 종료한다고 밝혔는데요. 이에 내년 게임 스트리밍 플랫폼 &#39;치지직&#39;(가칭)을 새롭게 출시할 네이버의 주가도 0.23% 오르며 상승세를 보였습니다.&lt;/p&gt;&lt;div data-v-33f60b56=&quot;&quot; class=&quot;sc-sub-header-wrapper&quot;&gt;&lt;header class=&quot;sc-sub-header v-sheet theme--light v-toolbar v-app-bar v-app-bar--fixed&quot; data-booted=&quot;true&quot;&gt;&lt;div class=&quot;v-toolbar__content&quot;&gt;&lt;div class=&quot;v-toolbar__title v-app-bar-title&quot;&gt;&lt;div class=&quot;v-app-bar-title__content&quot;&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/header&gt;&lt;/div&gt;&lt;div class=&quot;blogger-post-footer&quot;&gt;https://keycolor50.blogspot.com/p/ad-post-feed-footer.html&lt;/div&gt;</description><link>https://finance-keypoint.blogspot.com/2023/12/blog-post.html</link><author>noreply@blogger.com (Keycolor)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-8115300692340596844.post-604080577186652613</guid><pubDate>Wed, 06 Dec 2023 21:54:00 +0000</pubDate><atom:updated>2023-12-07T13:50:37.873+09:00</atom:updated><title>[Pin Point] 2024년 개통 철도</title><description>&lt;div data-v-33f60b56=&quot;&quot; class=&quot;sc-sub-header-wrapper&quot;&gt;&lt;header class=&quot;sc-sub-header v-sheet theme--light v-toolbar v-app-bar v-app-bar--fixed&quot; data-booted=&quot;true&quot;&gt;&lt;div class=&quot;v-toolbar__content&quot;&gt;&lt;div class=&quot;v-toolbar__title v-app-bar-title&quot;&gt;&lt;div class=&quot;v-app-bar-title__content&quot;&gt;부동산&lt;/div&gt;&lt;div class=&quot;v-app-bar-title__placeholder&quot;&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/header&gt;&lt;div class=&quot;dialog&quot;&gt;&lt;/div&gt;&lt;/div&gt;&lt;main data-v-33f60b56=&quot;&quot; class=&quot;v-main&quot; data-booted=&quot;true&quot;&gt;&lt;div class=&quot;v-main__wrap&quot;&gt;&lt;div data-v-33f60b56=&quot;&quot; id=&quot;wcms-html1-17018995150068532008&quot; wcms-url=&quot;https://static11.samsungcard.com/wcms/monimo/app/today/main/contents/detail/TD00003382_d.html&quot; class=&quot;wcms-html1-wrapper&quot;&gt;&lt;div class=&quot;newsletter-article-wrap&quot; newsletter-title=&quot;부동산&quot;&gt;&lt;div class=&quot;newsletter-new-banner&quot;&gt;&lt;img src=&quot;https://static11.samsungcard.com/wcms/monimo/images/app/today/main/detail/article_detail_case05.jpg&quot; alt=&quot;&amp;nbsp;&quot; class=&quot;new-banner-img&quot;&gt;&lt;div class=&quot;new-banner-box&quot;&gt;&lt;span class=&quot;new-banner-sector&quot;&gt;부동산&lt;/span&gt;&lt;p class=&quot;new-banner-headline&quot;&gt;2024년 개통 철도 총정리&lt;/p&gt;&lt;img src=&quot;https://static11.samsungcard.com/wcms/monimo/images/app/today/main/detail/article_detail_logo_booding.png&quot; class=&quot;new-banner-logo&quot; alt=&quot;&amp;nbsp;&quot;&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;article-summary-wrap&quot;&gt;&lt;div class=&quot;article-summary-box&quot;&gt;&lt;p class=&quot;newsletter-article-txt&quot;&gt;내년에 총 17곳에서 철도가 개통합니다. 역대 가장 많은 수량입니다. 오늘 부딩은 ‘철도와 부동산: 2024년 개통 철도 총정리’에 대해 다룹니다.&lt;/p&gt;&lt;/div&gt;&lt;/div&gt;&lt;ul class=&quot;newslertter-article-content&quot;&gt;&lt;li&gt;&lt;ul class=&quot;article-content-list&quot;&gt;&lt;li&gt;&lt;p class=&quot;h2-tit&quot;&gt;전국 17곳에서 개통&lt;/p&gt;&lt;p class=&quot;newsletter-article-txt&quot;&gt;2024년 전국 17곳에 철도가 뚫립니다. 철도망 개통은 부동산시장 최고 호재로 통합니다. ① 편리한 교통편에 새로운 인구가 유입되면 ② 거래와 공급이 활발해지며 ③ 주변 환경이 정비되고 ④ 이것이 부동산 가격 상승으로 이어지기 때문입니다. 많은 지자체가 새로운 철도 노선을 유치하려고 총력을 기울이는 이유도 여기에 있습니다.&lt;/p&gt;&lt;div class=&quot;img-box&quot;&gt;&lt;img src=&quot;https://static11.samsungcard.com/wcms/monimo/images/app/today/main/detail/TD00003382_1.jpg&quot; alt=&quot;&amp;nbsp;&quot;&gt;&lt;/div&gt;&lt;/li&gt;&lt;li&gt;&lt;p class=&quot;h2-tit&quot;&gt;2024년 개통 철도 총정리&lt;/p&gt;&lt;p class=&quot;newsletter-article-txt&quot;&gt;개발계획 단계부터 시장을 달군 GTX노선을 비롯해 내년에 개통하는 철도 노선을 살핍니다.&lt;/p&gt;&lt;ul class=&quot;article-content-sub-list&quot;&gt;&lt;li&gt;&lt;p class=&quot;h3-tit&quot;&gt;GTX-A노선&lt;/p&gt;&lt;p class=&quot;newsletter-article-txt&quot;&gt;&lt;em class=&quot;high-light&quot;&gt;구간:&lt;/em&gt;&amp;nbsp;동탄역~수서역(28km)&lt;br&gt;&lt;em class=&quot;high-light&quot;&gt;개통:&lt;/em&gt;&amp;nbsp;2024년 3월&lt;br&gt;&lt;em class=&quot;high-light&quot;&gt;특징:&lt;/em&gt;&amp;nbsp;GTX는 최고 시속 180km로 달립니다. 지하철(최고 시속 80km)보다 2배 이상 빠르죠. 개통 시 경기 화성 동탄에서 서울 수서역까지 19분(기존 79분) 만에 도달합니다. 이 구간의 예상 편도 요금은 4000원으로, 출퇴근 시 할인 혜택을 줄 계획입니다.&lt;/p&gt;&lt;/li&gt;&lt;li&gt;&lt;p class=&quot;h3-tit&quot;&gt;GTX-A노선&lt;/p&gt;&lt;p class=&quot;newsletter-article-txt&quot;&gt;&lt;em class=&quot;high-light&quot;&gt;구간:&lt;/em&gt;&amp;nbsp;운정역~서울역(32.9km)&lt;br&gt;&lt;em class=&quot;high-light&quot;&gt;개통:&lt;/em&gt;&amp;nbsp;2024년 8월&lt;br&gt;&lt;em class=&quot;high-light&quot;&gt;특징:&lt;/em&gt;&amp;nbsp;GTX-A 운정역에서 서울역까지 20분(기존 54분) 만에 주파합니다. 그간 이 지역에서 이용 가능한 수도권 철도 노선은 경의중앙선(대곡역)이나 더 멀리 떨어진 수도권지하철 3호선(대화역)이 전부였습니다. 최근 몇 년간 이 노선의 착공과 함께 운정신도시 단지의 시세가 급등하기도 했습니다.&lt;/p&gt;&lt;/li&gt;&lt;li&gt;&lt;p class=&quot;h3-tit&quot;&gt;수도권지하철 8호선 연장&lt;/p&gt;&lt;p class=&quot;newsletter-article-txt&quot;&gt;&lt;em class=&quot;high-light&quot;&gt;구간:&lt;/em&gt;&amp;nbsp;암사역~별내역(12.9km)&lt;br&gt;&lt;em class=&quot;high-light&quot;&gt;개통:&lt;/em&gt;&amp;nbsp;2024년 6월&lt;br&gt;&lt;em class=&quot;high-light&quot;&gt;특징:&lt;/em&gt;&amp;nbsp;서울 암사역에서 경기 남양주 별내역까지 잇습니다. 이로써 구리와 남양주에서 서울로 가는 교통편이 크게 좋아질 거란 평입니다. 경춘선과 경의중앙선 승객도 이 노선을 통해 잠실로 빠른 이동이 가능해집니다.&lt;/p&gt;&lt;/li&gt;&lt;li&gt;&lt;p class=&quot;h3-tit&quot;&gt;서해선 연장&lt;/p&gt;&lt;p class=&quot;newsletter-article-txt&quot;&gt;&lt;em class=&quot;high-light&quot;&gt;구간:&lt;/em&gt;&amp;nbsp;홍성역~송산역(90km)&lt;br&gt;&lt;em class=&quot;high-light&quot;&gt;개통:&lt;/em&gt;&amp;nbsp;2024년 하반기&lt;br&gt;&lt;em class=&quot;high-light&quot;&gt;특징:&lt;/em&gt;&amp;nbsp;서해선을 충남 홍성까지 잇는 노선입니다. 개통 시 대중교통이 좋지 않은 것으로 유명한 경기·충청권 서해안 지역 도시가 재조명될 것으로 보입니다. 특히 경기 평택과 화성, 충남 당진과 홍성 등이 수혜 지역으로 꼽힙니다.&lt;/p&gt;&lt;/li&gt;&lt;li&gt;&lt;p class=&quot;h3-tit&quot;&gt;부전마산선&lt;/p&gt;&lt;p class=&quot;newsletter-article-txt&quot;&gt;&lt;em class=&quot;high-light&quot;&gt;구간:&lt;/em&gt;&amp;nbsp;부전~마산(32.7km)&lt;br&gt;&lt;em class=&quot;high-light&quot;&gt;개통:&lt;/em&gt;&amp;nbsp;2024년 7월&lt;br&gt;&lt;em class=&quot;high-light&quot;&gt;특징:&lt;/em&gt;&amp;nbsp;부산 진구 부전역에서 경남 창원 마산회원구 마산역까지 38분(기존 80분) 만에 닿을 수 있는 노선입니다. 부산·창원·김해를 직선으로 잇는 데다, 세 도시의 인구만 약 486만 명이라 지역 주민의 기대가 상당합니다. 비싼 요금(6200원 예상)이 단점으로 꼽힙니다.&lt;/p&gt;&lt;div class=&quot;img-box&quot;&gt;&lt;img src=&quot;https://static11.samsungcard.com/wcms/monimo/images/app/today/main/detail/TD00003382_2.png&quot; alt=&quot;&amp;nbsp;&quot;&gt;&lt;/div&gt;&lt;/li&gt;&lt;/ul&gt;&lt;/li&gt;&lt;li&gt;&lt;p class=&quot;h2-tit&quot;&gt;철도 개통 시 집값은?&lt;/p&gt;&lt;p class=&quot;newsletter-article-txt&quot;&gt;부동산 가치를 결정짓는 핵심 요소인 교통편. 이와 관련한 기본 개념을 Q&amp;amp;A로 정리합니다.&lt;/p&gt;&lt;ul class=&quot;article-content-sub-list&quot;&gt;&lt;li&gt;&lt;p class=&quot;h3-tit&quot;&gt;Q 철도 개통과 집값의 관계는?&lt;/p&gt;&lt;p class=&quot;newsletter-article-txt&quot;&gt;A 시장에선 이와 관련해 “세 번은 오른다”는 말이 통용됩니다. ① 교통시설 계획을 발표했을 때 ② 착공(공사 시작)했을 때 ③ 노선을 개통했을 때입니다. 특히 착공과 개통에 맞춘 시기가 가장 큰 부동산가격 상승기로 통합니다. 글로벌 금융위기 여파로 집값이 폭락한 2011년에 개통한 신분당선 수혜 지역(경기 성남 판교·운중·이매동)의 아파트 매맷값도 다른 지역에 비하면 변동률이 심하지 않았습니다.&lt;/p&gt;&lt;div class=&quot;img-box&quot;&gt;&lt;img src=&quot;https://static11.samsungcard.com/wcms/monimo/images/app/today/main/detail/TD00003382_3.jpg&quot; alt=&quot;&amp;nbsp;&quot;&gt;&lt;/div&gt;&lt;/li&gt;&lt;li&gt;&lt;p class=&quot;h3-tit&quot;&gt;Q 철도 호재에 투자한다면 그 적기는?&lt;/p&gt;&lt;p class=&quot;newsletter-article-txt&quot;&gt;A 철도는 예비타당성조사를 통과해도 실제 개통까지 최소 10년, 평균 15년은 걸립니다. 즉 부동산을 오래 보유할 생각이면 개통보단 착공 시점을 노리는 게 좋습니다. 장기 보유할 계획이 아니면 개통 시점의 편의성을 누리는 게 좋고요.&lt;/p&gt;&lt;/li&gt;&lt;li&gt;&lt;p class=&quot;h3-tit&quot;&gt;Q GTX 개통 시 수혜 지역은?&lt;/p&gt;&lt;p class=&quot;newsletter-article-txt&quot;&gt;A GTX는 2022년 영국 런던을 중심으로 부분 개통한 크로스레일을 모델로 했습니다. 이는 개통을 앞둔 5년간 역세권 부동산값을 30% 넘게 올려놨습니다. 특히 개통 시점이 다가올수록 런던 중심부에서 떨어진 역일수록 주변 집값을 더 자극했습니다. 이는 서울 중심부보다 그곳에서 멀리 떨어진 지역과 다중 역세권으로 재탄생하는 GTX 역세권이 큰 수혜를 볼 수 있단 얘기이기도 합니다.&lt;/p&gt;&lt;/li&gt;&lt;/ul&gt;&lt;/li&gt;&lt;/ul&gt;&lt;/li&gt;&lt;li&gt;&lt;div class=&quot;label-box&quot;&gt;&lt;img src=&quot;https://static11.samsungcard.com/wcms/monimo/images/app/today/main/detail/detail_column_scan.png&quot; class=&quot;label-ico&quot; alt=&quot;&amp;nbsp;&quot;&gt;&amp;nbsp;&lt;em class=&quot;label-txt&quot;&gt;SCAN&lt;/em&gt;&lt;/div&gt;&lt;ul class=&quot;article-content-list&quot;&gt;&lt;li&gt;&lt;p class=&quot;h2-tit&quot;&gt;5곳 중 1곳은 좀비 기업&lt;/p&gt;&lt;p class=&quot;newsletter-article-txt&quot;&gt;지난해에 국내 건설사 5곳 중 1곳은 3년째 번 돈으로 빌린 돈의 이자도 못 갚은 것으로 나타났습니다(출처: 대한건설정책연구원). 고금리 기조와 건설업 부진 때문입니다. 건설 경기가 앞으로 나아지지 않으면 2024년 이후 건설업계 전반의 부실이 본격화할 거란 진단이 나옵니다.&lt;/p&gt;&lt;div class=&quot;img-box&quot;&gt;&lt;img src=&quot;https://static11.samsungcard.com/wcms/monimo/images/app/today/main/detail/TD00003382_4.jpg&quot; alt=&quot;&amp;nbsp;&quot;&gt;&lt;/div&gt;&lt;/li&gt;&lt;li&gt;&lt;p class=&quot;h2-tit&quot;&gt;서울·인천은 ‘0’&lt;/p&gt;&lt;p class=&quot;newsletter-article-txt&quot;&gt;다음 달 아파트 입주 물량(2만2196가구)이 2014년 이후 12월 물량 중 가장 적은 것으로 나타났습니다(출처: 직방). 서울과 인천의 입주 물량이 ‘0’인 점이 크게 작용했습니다. 공급 부족과 신축 희소성 등의 영향으로 수도권 아파트 전셋값 상승세가 당분간 이어질 거란 전망입니다.&lt;/p&gt;&lt;/li&gt;&lt;li&gt;&lt;p class=&quot;h2-tit&quot;&gt;1인가구 절반은 ‘가난’&lt;/p&gt;&lt;p class=&quot;newsletter-article-txt&quot;&gt;우리나라 전체 가구의 3분의 1을 차지하는 1인가구. 이들의 빈곤율이 심각한 것으로 나타났습니다. 2020년 기준 이들의 평균 연 소득은 1860만 원으로 전체 가구(2873만 원)보다 1000만 원쯤 낮고, 빈곤율은 절반에 가까운 47.8%를 기록했습니다(출처: 보건복지부).&lt;/p&gt;&lt;/li&gt;&lt;li&gt;&lt;p class=&quot;h2-tit&quot;&gt;분양가 대비 최대 4배 상승&lt;/p&gt;&lt;p class=&quot;newsletter-article-txt&quot;&gt;2기 신도시의 시범단지 아파트값이 분양가 대비 2∼4배 오른 것으로 나타났습니다. 대표적으로 판교신도시의 백현마을1단지 전용면적 97.17㎡(약 36평)는 최근 시세가 24억 원대로 분양가(5억8790만 원) 대비 4배 이상 뛰었습니다(출처: 부동산인포).&lt;/p&gt;&lt;/li&gt;&lt;/ul&gt;&lt;/li&gt;&lt;/ul&gt;&lt;p class=&quot;newsletter-source&quot;&gt;by. Booding&lt;/p&gt;&lt;/div&gt;&lt;/div&gt;&lt;div data-v-33f60b56=&quot;&quot; class=&quot;article-subscribe-area&quot;&gt;&lt;div data-v-33f60b56=&quot;&quot; class=&quot;v-image v-responsive theme--light&quot;&gt;&lt;div class=&quot;v-image__image v-image__image--preload v-image__image--cover&quot;&gt;&lt;/div&gt;&lt;div class=&quot;v-responsive__content&quot;&gt;&lt;/div&gt;&lt;/div&gt;&lt;strong data-v-33f60b56=&quot;&quot; class=&quot;subscribe-title&quot;&gt;부동산&lt;/strong&gt;&lt;p data-v-33f60b56=&quot;&quot; class=&quot;subscribe-text&quot;&gt;주목해야 하는 부동산 소식&lt;/p&gt;&lt;button data-v-33f60b56=&quot;&quot; type=&quot;button&quot; disabled=&quot;disabled&quot; class=&quot;subscribe v-btn v-btn--disabled v-btn--icon v-btn--round theme--light v-size--default check&quot;&gt;&lt;span class=&quot;v-btn__content&quot;&gt;&lt;i data-v-33f60b56=&quot;&quot; class=&quot;subscribe-icon check&quot;&gt;&lt;/i&gt;&lt;span data-v-33f60b56=&quot;&quot; clsss=&quot;subscribe-btn-text&quot;&gt;내 관심분야&lt;/span&gt;&lt;/span&gt;&lt;/button&gt;&lt;/div&gt;&lt;div data-v-33f60b56=&quot;&quot;&gt;&lt;div id=&quot;wcms-html2-1701899672898&quot; class=&quot;wcms-html2-wrapper&quot;&gt;&lt;div class=&quot;article-banner-wrap&quot; banner_code=&quot;BN00000004&quot;&gt;&lt;button type=&quot;button&quot; class=&quot;article-banner-btn&quot;&gt;&lt;span class=&quot;sub-txt&quot;&gt;부동산 연결하고&lt;/span&gt;&lt;span class=&quot;article-banner-tit&quot;&gt;통합 자산 관리 시작!&lt;/span&gt;&lt;img src=&quot;https://static11.samsungcard.com/wcms/monimo/images/app/today/main/detailbanner/BN00000004.png&quot; alt=&quot;&amp;nbsp;&quot;&gt;&lt;/button&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;hr data-v-33f60b56=&quot;&quot; role=&quot;separator&quot; aria-orientation=&quot;horizontal&quot; class=&quot;v-divider theme--light&quot;&gt;&lt;div data-v-33f60b56=&quot;&quot; class=&quot;article-wrap&quot;&gt;&lt;div data-v-33f60b56=&quot;&quot; class=&quot;article-lst-type01&quot;&gt;&lt;div data-v-33f60b56=&quot;&quot; class=&quot;lst01-tit estate-tit&quot;&gt;부동산, 이런 글은 어때요?&amp;nbsp;&lt;img data-v-33f60b56=&quot;&quot; data-src=&quot;//static11.samsungcard.com/wcms/monimo/app/today/main/article/__icsFiles/afieldfile/2022/10/13/article_detail_icon_booding.png&quot; alt=&quot;&quot;&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/main&gt;&lt;div class=&quot;blogger-post-footer&quot;&gt;https://keycolor50.blogspot.com/p/ad-post-feed-footer.html&lt;/div&gt;</description><link>https://finance-keypoint.blogspot.com/2023/12/pin-point-2024.html</link><author>noreply@blogger.com (Keycolor)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-8115300692340596844.post-7156352942489494019</guid><pubDate>Thu, 30 Nov 2023 04:51:00 +0000</pubDate><atom:updated>2023-11-30T14:37:18.535+09:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">경제</category><category domain="http://www.blogger.com/atom/ns#">매체</category><category domain="http://www.blogger.com/atom/ns#">성장</category><category domain="http://www.blogger.com/atom/ns#">시간문제</category><category domain="http://www.blogger.com/atom/ns#">예측</category><category domain="http://www.blogger.com/atom/ns#">일본</category><category domain="http://www.blogger.com/atom/ns#">종말</category><category domain="http://www.blogger.com/atom/ns#">추락</category><category domain="http://www.blogger.com/atom/ns#">피크 코리아</category><category domain="http://www.blogger.com/atom/ns#">한국</category><title>[Tracking] [Point] 피크 코리아</title><description>&lt;!DOCTYPE html&gt;
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&lt;/amp-ad&gt;

&lt;!-- ||=================== End Ads Combine&lt;body&gt; ====================|| --&gt;

&lt;!-- ||================================ Contents ===================================] --&gt;
  
  
  
  
  
  
  
  
  
  
  
  
  










&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.7999999999999998; margin-bottom: 0pt; margin-right: 36pt; margin-top: 0pt;&quot;&gt;
	[Tracking] [Point] 피크 코리아
&lt;/p&gt;
&lt;p&gt;
	&amp;nbsp;
&lt;/p&gt;
&lt;div dir=&quot;ltr&quot; style=&quot;margin-left: 0pt;&quot; align=&quot;left&quot;&gt;
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					&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;
						[Youtube]
						&lt;a style=&quot;text-decoration-line: none;&quot; href=&quot;https://www.youtube.com/@newskbs&quot;&gt;
							 KBS News
						&lt;/a&gt;
					&lt;/p&gt;
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						&lt;a style=&quot;text-decoration-line: none;&quot; href=&quot;https://www.youtube.com/watch?v=An3HuLW41bk&amp;amp;pp=ygUQ7ZS87YGsIOy9lOumrOyVhA%3D%3D&quot;&gt;
							 &amp;ldquo;한국 경제 성장 끝났다&amp;rdquo;&amp;hellip;일본 매체의 지적, 근거는? [잇슈 키워드] / KBS 2023.11.14.
						&lt;/a&gt;
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        if (event.data == YT.PlayerState.PLAYING &amp;&amp; !done) {
          setTimeout(stopVideo, 6000);
          done = true;
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      }
      function stopVideo() {
        player.stopVideo();
      }
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&lt;script&gt;
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&lt;/script&gt;
&lt;!-- ||======================== [Ad-U] Infeed-1838286465(D) ===========================|| --&gt; 
  
  
  
  
  

  
  
&lt;p&gt;
	&amp;nbsp;
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				&lt;div&gt;
					&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;
						[Youtube]
						&lt;a style=&quot;text-decoration-line: none;&quot; href=&quot;https://www.youtube.com/@hkwowtv&quot;&gt;
							 한국경제TV
						&lt;/a&gt;
					&lt;/p&gt;
				&lt;/div&gt;
			&lt;/div&gt;
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						&lt;a style=&quot;text-decoration-line: none;&quot; href=&quot;https://www.youtube.com/watch?v=Ed9hr1U0f-k&amp;amp;pp=ygUQ7ZS87YGsIOy9lOumrOyVhA%3D%3D&quot;&gt;
							 피크 코리아? 韓 경제는 끝났다! 0%대 추락 시간문제, 50년 후엔 필리핀에 뒤진다. / 한상춘의 지금세계는 / 한국경제TV
						&lt;/a&gt;
					&lt;/p&gt;
				&lt;/div&gt;
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			&lt;div&gt;
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  &lt;!-- ||============================[Ad-U] In-article-4608311961-T1_V1============================|| --&gt; 
&lt;!-- [Ad-U] In-article-4608311961-T1_V1 --&gt; 


&lt;div align=&quot;center&quot;&gt;
&lt;script async src=&quot;https://pagead2.googlesyndication.com/pagead/js/adsbygoogle.js?client=ca-pub-7306328182145494&quot;
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&lt;/script&gt;
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&lt;!-- End [Ad-U] In-article-4608311961-T1_V1  --&gt; 
&lt;!-- ||============================[Ad-U] In-article-4608311961-T1_V1=============================|| --&gt; 
  
  
  
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					&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;
						[Youtube]
						&lt;a style=&quot;text-decoration-line: none;&quot; href=&quot;https://www.youtube.com/@ytnnews24&quot;&gt;
							 YTN
						&lt;/a&gt;
					&lt;/p&gt;
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						&lt;a style=&quot;text-decoration-line: none;&quot; href=&quot;https://www.youtube.com/watch?v=KT_R8X_yY48&amp;amp;pp=ygUQ7ZS87YGsIOy9lOumrOyVhA%3D%3D&quot;&gt;
							 &quot;韓, 다른 나라 걱정할 때 아냐&quot;...&#39;경제 종말&#39; 예측한 日 [지금이뉴스] / YTN
						&lt;/a&gt;
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&lt;!-- ||=======================[Ad-U] In-article-9400432667(V2)======================|| --&gt; 

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&lt;!-- ||=======================[Ad-U] In-article-9400432667(V2)======================|| --&gt; 
  
  
  
  
  
  
  
  
  
  
&lt;p&gt;
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&lt;div dir=&quot;ltr&quot; style=&quot;margin-left: 0pt;&quot; align=&quot;left&quot;&gt;
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					&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;
						[Youtube]
						&lt;a style=&quot;text-decoration-line: none;&quot; href=&quot;https://www.youtube.com/@haeboramw&quot;&gt;
							 해보라
						&lt;/a&gt;
					&lt;/p&gt;
				&lt;/div&gt;
			&lt;/div&gt;
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						&lt;a style=&quot;text-decoration-line: none;&quot; href=&quot;https://www.youtube.com/watch?v=doX26pulvas&amp;amp;pp=ygUQ7ZS87YGsIOy9lOumrOyVhA%3D%3D&quot;&gt;
							 일본에 퍼진 &#39;피크 코리아&#39;, 한국 경제가 끝났다고 말하는 이유 ｜KBS 231122 방송
						&lt;/a&gt;
					&lt;/p&gt;
				&lt;/div&gt;
			&lt;/div&gt;
			&lt;div&gt;
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&lt;iframe id=&quot;player&quot; type=&quot;text/html&quot; width=&quot;640&quot; height=&quot;360&quot;
  src=&quot;http://www.youtube.com/embed/doX26pulvas?enablejsapi=1&amp;origin=http://example.com&quot;
  frameborder=&quot;0&quot;&gt;&lt;/iframe&gt;                  
                  
                  
                  
                  
                  
                  
                  
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&lt;!-- ||=======================[Ad-U] In-article-9212507478(V3)======================|| --&gt; 

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&lt;/script&gt;

&lt;!-- ||=======================[Ad-U] In-article-9212507478(V3)======================|| --&gt; 
  
  
  
  
  
  
  
   
  
  
  
  
  
  
  
  
  
  
  
  
  &lt;!-- ||=====================================  Contents ====================================|| --&gt;












&lt;!-- ||================================ Contents ===================================|| --&gt;

&lt;!-- ||=======================[Ad-U] In-article-4792086088(V4)======================|| --&gt; 

&lt;script async src=&quot;https://pagead2.googlesyndication.com/pagead/js/adsbygoogle.js?client=ca-pub-7306328182145494&quot;
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&lt;!-- ||=======================[Ad-U] In-article-4792086088(V4)======================|| --&gt; 

&lt;/body&gt;
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&lt;div class=&quot;blogger-post-footer&quot;&gt;https://keycolor50.blogspot.com/p/ad-post-feed-footer.html&lt;/div&gt;</description><link>https://finance-keypoint.blogspot.com/2023/11/tracking-point.html</link><author>noreply@blogger.com (Keycolor)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://img.youtube.com/vi/Ed9hr1U0f-k/default.jpg" height="72" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-8115300692340596844.post-4479586019389356104</guid><pubDate>Sun, 26 Nov 2023 07:20:00 +0000</pubDate><atom:updated>2023-11-30T17:19:46.575+09:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">IRP</category><category domain="http://www.blogger.com/atom/ns#">상속</category><category domain="http://www.blogger.com/atom/ns#">상속세</category><category domain="http://www.blogger.com/atom/ns#">세금</category><category domain="http://www.blogger.com/atom/ns#">세액공제</category><category domain="http://www.blogger.com/atom/ns#">수령방법</category><category domain="http://www.blogger.com/atom/ns#">시크릿</category><category domain="http://www.blogger.com/atom/ns#">연금수령</category><category domain="http://www.blogger.com/atom/ns#">연금저축</category><category domain="http://www.blogger.com/atom/ns#">연말정산</category><category domain="http://www.blogger.com/atom/ns#">절세 꿀팁</category><category domain="http://www.blogger.com/atom/ns#">증여</category><category domain="http://www.blogger.com/atom/ns#">증여방법</category><category domain="http://www.blogger.com/atom/ns#">퇴직금</category><title>[Point] 5.연금수령, 이렇게 하시면더 많이 받을 수 있어요!</title><description>&lt;!DOCTYPE html&gt;
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&lt;title&gt; keycolor &lt;/title&gt;
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&lt;!-- ||================================ Contents ===================================] --&gt;
  
  
  
  
  
  
  
  
  
  
  
  
  

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						시크릿, 나만 알고 싶은 절세 꿀팁!
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																				연말정산 : 세액공제는 어떻게 많이 받을까?
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																				퇴직금 : 퇴직금 수령, 세금을 덜 내는 방법은?
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																				증여 : 세금을 적게 내는 증여방법은?
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																		&lt;div data-v-209acf11=&quot;&quot;&gt;
																			&lt;p data-v-209acf11=&quot;&quot;&gt;
																				상속 : 상속세를 줄일 수 있는 방법은?
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																				연금수령 : 연금저축/IRP 유리한 수령방법은?
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																									연금수령, 이렇게 하시면&amp;nbsp;더 많이 받을 수 있어요
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																							세금 아끼는 추천 꿀팁
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																									1. 연간 연금수령액은 1,200만원보다 낮게 설정해야 절세에 유리해요
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																										연금저축(보험/펀드/신탁) 및 개인형 퇴직연금(IRP)을 연금계좌라고 하며, 연금계좌의 연금 수령은 최소 가입기간 5년 이상이면서(연금저축보험은 10년), 만55세 이상일 떄 연금수령 개시가 가능해요 (이때, 연금 수령계좌의 예금주는 가입자/수익자와 동일인이어야 함)
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																										연금 수령 시 부과되는 세금은 연금수령한도 내에서 연간 수령액이 1,200만원 이하의 경우 낮은 세율의 연금소득세(3.3~5.5%)가 적용돼요, 초과할 경우 연금수령액 전체에 대해 16.5%의 세율이 적용되기 때문에 연간 수령액은 1,200만원을 넘지 않도록 설정하는 것이 유리해요.
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																											연금 수령 시, 연간 수령액 1,200만원
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																											연간 연금수령액에 따른 세율
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																										만약 연간 연금수령액이 1,200만원을 초과하게 될 경우, 종합과세 또는 분리과세를 선택할 수 있고, 경우에 따라 세금이 달라지기 때문에 세액을 비교한 후 선택해보세요.
																									&lt;/p&gt;
																									&lt;p&gt;
																										참고로, 공적연금(국민연금, 공무원연금, 사학연금, 군인연금)을 통한 수령액은 연 1,200만원의 분리과세에 해당되지 않아요.
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																									2. 연금 수령 개시 시점을 늦출수록 유리해요.
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																									&lt;p&gt;
																										연금소득세는 연금 수령 나이에 따라 차이가 있는데, 55~70세는 5.5%, 70~80세는 4.4%, 80세 이상은 3.3%로 연령대가 높아질 수록 세율은 낮아져요.
																									&lt;/p&gt;
																									&lt;p&gt;
																										따라서 비교적 연령대가 낮은 5~60대에는 별도의 소득활동을 적극적으로 찾아서 생활비를 보완하고, 가급적 연금수령 시점은 늦추는 방법을 추천드려요.
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																											연간 1,200만원 이하일 경우 연금소득세
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&lt;!-- ||================================ Contents ===================================|| --&gt;

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&lt;div class=&quot;blogger-post-footer&quot;&gt;https://keycolor50.blogspot.com/p/ad-post-feed-footer.html&lt;/div&gt;</description><link>https://finance-keypoint.blogspot.com/2023/11/point-5.html</link><author>noreply@blogger.com (Keycolor)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-8115300692340596844.post-8854291028585551906</guid><pubDate>Sun, 26 Nov 2023 07:11:00 +0000</pubDate><atom:updated>2023-11-30T17:19:54.068+09:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">IRP</category><category domain="http://www.blogger.com/atom/ns#">상속</category><category domain="http://www.blogger.com/atom/ns#">상속세</category><category domain="http://www.blogger.com/atom/ns#">세금</category><category domain="http://www.blogger.com/atom/ns#">세액공제</category><category domain="http://www.blogger.com/atom/ns#">수령방법</category><category domain="http://www.blogger.com/atom/ns#">시크릿</category><category domain="http://www.blogger.com/atom/ns#">연금수령</category><category domain="http://www.blogger.com/atom/ns#">연금저축</category><category domain="http://www.blogger.com/atom/ns#">연말정산</category><category domain="http://www.blogger.com/atom/ns#">절세 꿀팁</category><category domain="http://www.blogger.com/atom/ns#">증여</category><category domain="http://www.blogger.com/atom/ns#">증여방법</category><category domain="http://www.blogger.com/atom/ns#">퇴직금</category><title>[Point] 4.상속세, 이렇게 하시면더 줄일 수 있어요!</title><description>&lt;!DOCTYPE html&gt;
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											시크릿, 나만 알고 싶은 절세 꿀팁!
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																									연말정산 : 세액공제는 어떻게 많이 받을까?
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																									퇴직금 : 퇴직금 수령, 세금을 덜 내는 방법은?
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																									증여 : 세금을 적게 내는 증여방법은?
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																									상속 : 상속세를 줄일 수 있는 방법은?
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																									연금수령 : 연금저축/IRP 유리한 수령방법은?
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																														상속세, 이렇게 하시면&amp;nbsp;더 줄일 수 있어요
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																												세금 아끼는 추천 꿀팁
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																														1. 상속 재산이 총 10억을 넘을 경우, 사전 증여를 통해 미리 세금을 줄여보세요.
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																															물려줄 금융자산과 부동산(공시가 기준)의 총 합이 10억을 넘는다면, 사전 증여를 통해 상속세를 줄일 수 있어요.
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																															사전 증여는 상속개시일 기준 10년 이전에 진행되어야 절세 효과가 있어요. 10년 이내에 증여가 되면 증여액이 상속대상액으로 산정되기 때문에 가급적 상속개시 예상 나이보다 15년 전부터(약 60대 중반) 증여 계획을 세우면 좋아요.
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																															사전 증여는 증여세 한도를 감안해서 분산 증여하는 방법이 좋아요. 배우자는 6억, 자녀는 5천만원(미성년자는 2천만워) 기타 친족은 1천만원 공제받을 수 있어요.
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																																자녀 2명에게 상속 계획 중인 70세 김모씨
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																														2. 배우자가 있고 물려줄 재산이 총 10억 이하라면? 상속/증여 절세를 따로 고민하지 않으셔도 돼요
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																															물려줄 금융자산과 부동산(공시가 기준)의 총 합이 10억을 넘지 않을 경우, 함께 거주 중인 배우자가 있다면 배우자공제 5억, 기본공제 5억이 적용되어 모두 공제되기 때문에 별도의 절세 고민을 하지 않으셔도 돼요. (단 배우자가 없는 경우, 기본공제 5억만 적용되므로 5억까지만 공제 가능)
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																															단, 상속액의 산정 기준이 상속개시일 이전 10년간 증여액을 모두 포함하기 때문에, 정확한 계산과 세금손실을 줄이기 위해 상속세 신고를 추천드려요
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&lt;div class=&quot;blogger-post-footer&quot;&gt;https://keycolor50.blogspot.com/p/ad-post-feed-footer.html&lt;/div&gt;</description><link>https://finance-keypoint.blogspot.com/2023/11/point-4.html</link><author>noreply@blogger.com (Keycolor)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-8115300692340596844.post-5825401266098781264</guid><pubDate>Sun, 26 Nov 2023 03:59:00 +0000</pubDate><atom:updated>2023-11-30T17:20:01.951+09:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">IRP</category><category domain="http://www.blogger.com/atom/ns#">상속</category><category domain="http://www.blogger.com/atom/ns#">상속세</category><category domain="http://www.blogger.com/atom/ns#">세금</category><category domain="http://www.blogger.com/atom/ns#">세액공제</category><category domain="http://www.blogger.com/atom/ns#">수령방법</category><category domain="http://www.blogger.com/atom/ns#">시크릿</category><category domain="http://www.blogger.com/atom/ns#">연금수령</category><category domain="http://www.blogger.com/atom/ns#">연금저축</category><category domain="http://www.blogger.com/atom/ns#">연말정산</category><category domain="http://www.blogger.com/atom/ns#">절세 꿀팁</category><category domain="http://www.blogger.com/atom/ns#">증여</category><category domain="http://www.blogger.com/atom/ns#">증여방법</category><category domain="http://www.blogger.com/atom/ns#">퇴직금</category><title>[Point] 2.퇴직금, 이렇게 하시면세금을 더 줄일 수 있어요!</title><description>&lt;!DOCTYPE html&gt;
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						시크릿, 나만 알고 싶은 절세 꿀팁!
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																				연말정산 : 세액공제는 어떻게 많이 받을까?
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																				퇴직금 : 퇴직금 수령, 세금을 덜 내는 방법은?
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																				증여 : 세금을 적게 내는 증여방법은?
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																				상속 : 상속세를 줄일 수 있는 방법은?
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																				연금수령 : 연금저축/IRP 유리한 수령방법은?
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								퇴직금, 이렇게 하시면&amp;nbsp;세금을 더 줄일 수 있어요
							&lt;/h2&gt;
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						세금 아끼는 추천 꿀팁
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									1. 퇴직금은 일시금으로 받기보다, 55세 이후 연금으로 받는 것이 절세에 유리해요.
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									퇴직금은 퇴직일 기준 14일 이내 본인 IRP계좌로 입금되며, 본인의 상황에 따라 IRP를 해지하고 일시금으로 받거나, 해지하지 않고 55세 이후부터 연금형태로 수령할 수 있어요.
								&lt;/p&gt;
								&lt;p&gt;
									절세 관점에서는 일시금으로 받는 경우, 퇴직소득세가 모두 부과되기 때문에 연금형태로 수령하는 방법보다 불리할 수 있어요. 따라서 55세까지 긴급한 목돈 지출 계획이 없다면, 만 55세 이후 연금형태로 수령하는 방법이 퇴직소득세를 30~40% 감면 받기 때문에 절세에 유리해요.
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										퇴직금 3억일 경우
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									2. 퇴직금을 연금으로 받을 경우, 10년간은 수령액을 최소화하고 11년차부터 수령액을 늘리면 절세 효과가 커져요.
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									연금개시 후 10년 동안은 퇴직소득세의 30%를 감면해주고 11년차 이후로는 40%를 감면 받을 수 있어요. 따라서 퇴직소득세 감면 효과를 최대로 받으려면 연금개시 후 10년간은 소액으로 수령하고, 11년차부터 수령액을 늘려서 받는 것이 절세에 유리해요.
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										연금 수령 시작 후
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									3. 세액공제용 IRP 계좌가 이미 있을 경우, 퇴직금 수령을 위해 별도의 IRP계좌를 만들어보세요.
								&lt;/strong&gt;
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									IRP계좌는 특수한 경우를 제외하고 부분인출을 할 수 없어요. 따라서 퇴직금을 세액공제용 IRP계좌로 받게 되면, 목돈이 필요할 때 일부를 찾을 수 없고, IRP계좌를 해지해야 해요. 이때 세액공제 받은 부분은 다시 환수되기 때문에 불리해요.
								&lt;/p&gt;
								&lt;p&gt;
									만약 세액공제용 IRP 계좌가 이미 있다면, 퇴직금을 받을 때 별도의 IRP계좌를 개설하는 것이 관리에 유리하답니다.
								&lt;/p&gt;
								&lt;p&gt;
									※ IRP 부분인출이 가능한 경우
									&lt;br /&gt;
									무주택자의 주택구입/전세자금, 장기요양(연간 임금총액의 12.5%초과 및 6개월 이상 요양 시), 개인회생/파산선고, 천재지변 등 법정 사유에 한정
								&lt;/p&gt;
								&lt;div&gt;
									&lt;h3&gt;
										퇴직금 수령 시
									&lt;/h3&gt;
									&lt;div&gt;
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&lt;div class=&quot;blogger-post-footer&quot;&gt;https://keycolor50.blogspot.com/p/ad-post-feed-footer.html&lt;/div&gt;</description><link>https://finance-keypoint.blogspot.com/2023/11/point-2.html</link><author>noreply@blogger.com (Keycolor)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-8115300692340596844.post-8508199491433619842</guid><pubDate>Sun, 26 Nov 2023 03:58:00 +0000</pubDate><atom:updated>2023-11-30T17:20:09.640+09:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">IRP</category><category domain="http://www.blogger.com/atom/ns#">상속</category><category domain="http://www.blogger.com/atom/ns#">상속세</category><category domain="http://www.blogger.com/atom/ns#">세금</category><category domain="http://www.blogger.com/atom/ns#">세액공제</category><category domain="http://www.blogger.com/atom/ns#">수령방법</category><category domain="http://www.blogger.com/atom/ns#">시크릿</category><category domain="http://www.blogger.com/atom/ns#">연금수령</category><category domain="http://www.blogger.com/atom/ns#">연금저축</category><category domain="http://www.blogger.com/atom/ns#">연말정산</category><category domain="http://www.blogger.com/atom/ns#">절세 꿀팁</category><category domain="http://www.blogger.com/atom/ns#">증여</category><category domain="http://www.blogger.com/atom/ns#">증여방법</category><category domain="http://www.blogger.com/atom/ns#">퇴직금</category><title>[Point] 3.증여, 이렇게 하시면세금을 더 줄일 수 있어요!</title><description>&lt;!DOCTYPE html&gt;
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&lt;!-- ||================================ Contents ===================================] --&gt;
  
  
  
  
  
  
  
  
  
  
  
  
  



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											 시크릿, 나만 알고 싶은 절세 꿀팁!
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																									연말정산 : 세액공제는 어떻게 많이 받을까?
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																									퇴직금 : 퇴직금 수령, 세금을 덜 내는 방법은?
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																									증여 : 세금을 적게 내는 증여방법은?
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																									상속 : 상속세를 줄일 수 있는 방법은?
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																									연금수령 : 연금저축/IRP 유리한 수령방법은?
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								증여, 이렇게 하시면&amp;nbsp;세금을 더 줄일 수 있어요!
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						세금 아끼는 추천 꿀팁
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								1. 증여할 자산이 있다면, 자녀에게 증여하는 시기가 빠를수록 절세에 유리해요.
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									증여세는 증여 시점으로부터 이전 10년간 합산액으로 산정되기 때문에, 자녀가 어릴 때부터 미리 면제 한도 내에서 증여하게 되면 더 많은 자산을 면제받고 증여할 수 있어요.
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								&lt;p&gt;
									예를 들어 자녀가 31세 결혼 시 2억를 증여할 경우, 미리 증여하지 않고 한번에 증여하게 되면 2천만원의 세금이 부과되지만, 태어날 때부터 면제한도에 맞춰 증여를 미리 할 경우 세금이 600만원으로 많이 낮아져요.
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										31세 자녀에게 결혼자금 2억 증여 시
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								2. 결혼한 자녀부부가 주택마련 등으로 자금이 필요하여 증여를 고민할 경우 교차증여를 통해 세금을 줄여보세요.
							&lt;/dt&gt;
							&lt;dd&gt;
								&lt;p&gt;
									증여세는 증여 받는 자 기준으로 산정되므로 여러 명에게 분산 증여를 하면 절세할 수 있어요.
								&lt;/p&gt;
								&lt;p&gt;
									교차증여란 이런 분산 증여의 한 경우로서, 양가에서 아들와 며느리에게 각각 증여액을 분산하여 절세하는 방법을 말해요.
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								&lt;p&gt;
									예를 들어 자녀부부에게 양가에서 2억씩 총 4억을 증여할 경우, 본인 자녀에게 각 2억씩 증여하게 되면, 총 4천만원의 세금이 발생해요. 그렇지만 교차증여할 경우, 양가에서 부부 내외에게 각 1억씩 증여하게 되므로 총 세금은 2천8백만원으로 절세 효과가 커요.
								&lt;/p&gt;
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									&lt;h3&gt;
										교차증여 활용 시
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								3. 증여액이 한도를 초과할 경우, 과세표준 세율이 낮게 적용될 수 있도록 10년 단위로 미리 나눠서 증여해보세요
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								&lt;p&gt;
									증여할 금액이 면제 한도를 초과할 경우, 한 번에 증여하게 되면 과세표준구간이 높아져서 세금을 많이 낼 수도 있기 때문에, 낮은 세율을 적용할 수 있도록 10년 단위로 미리 분산해서 증여하면 절세효과를 누릴 수 있어요.
								&lt;/p&gt;
								&lt;p&gt;
									예를 들어, 자녀에게 3억을 증여할 경우, 한 번에 증여하게 되면 공제 5천만원을 제외한 2억 5천만원에 대해 20%의 세금이 부과되며 누진공제 1천만원을 제외하고 총 세금은 4천만원이 되요. 반면, 1.5억씩 10년의 기간을 두고 두번 나눠서 증여를 하게 되면 증여할 때마다 공제 5천만원을 제외하고 1억에 대해 1천만원의 세금만 부과되서 총 세금은 2천만원으로 많이 줄어들어요.
								&lt;/p&gt;
								&lt;div&gt;
									&lt;h3&gt;
										10년 단위 분산증여 활용 시
									&lt;/h3&gt;
									&lt;div&gt;
										&lt;img src=&quot;https://static11.samsungcard.com/wcms/monimo/mydata/home/smoni_627/smoni_6272/img-tip03-04.png&quot; alt=&quot;&quot; style=&quot;background-color:#FFFFFF;&quot; /&gt;
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  &lt;!-- ||=====================================  Contents ====================================|| --&gt;












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&lt;div class=&quot;blogger-post-footer&quot;&gt;https://keycolor50.blogspot.com/p/ad-post-feed-footer.html&lt;/div&gt;</description><link>https://finance-keypoint.blogspot.com/2023/11/point-3.html</link><author>noreply@blogger.com (Keycolor)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-8115300692340596844.post-71092333742964646</guid><pubDate>Sat, 25 Nov 2023 22:03:00 +0000</pubDate><atom:updated>2023-11-30T17:20:16.194+09:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">IRP</category><category domain="http://www.blogger.com/atom/ns#">상속</category><category domain="http://www.blogger.com/atom/ns#">상속세</category><category domain="http://www.blogger.com/atom/ns#">세금</category><category domain="http://www.blogger.com/atom/ns#">세액공제</category><category domain="http://www.blogger.com/atom/ns#">수령방법</category><category domain="http://www.blogger.com/atom/ns#">시크릿</category><category domain="http://www.blogger.com/atom/ns#">연금수령</category><category domain="http://www.blogger.com/atom/ns#">연금저축</category><category domain="http://www.blogger.com/atom/ns#">연말정산</category><category domain="http://www.blogger.com/atom/ns#">절세 꿀팁</category><category domain="http://www.blogger.com/atom/ns#">증여</category><category domain="http://www.blogger.com/atom/ns#">증여방법</category><category domain="http://www.blogger.com/atom/ns#">퇴직금</category><title>[Point] 1.연말정산, 이렇게 하시면더 많이 받을 수 있어요!</title><description>
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&lt;div&gt;&lt;img alt=&quot;&quot; data-v-209acf11=&quot;&quot; src=&quot;https://static11.samsungcard.com/wcms/monimo/mydata/home/smoni_627/smoni_6272/__icsFiles/afieldfile/2023/08/21/icon_img_annuity013x.png&quot; /&gt;&lt;/div&gt;
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&lt;div&gt;&lt;strong&gt; 시크릿, 나만 알고 싶은 절세 꿀팁! &lt;/strong&gt; &amp;nbsp;&lt;/div&gt;
&lt;/header&gt;&lt;/div&gt;
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&lt;p data-v-209acf11=&quot;&quot;&gt;연말정산 : 세액공제는 어떻게 많이 받을까?&lt;/p&gt;
&lt;/div&gt;
&lt;/li&gt;
&lt;li data-v-209acf11=&quot;&quot;&gt;
&lt;div data-v-209acf11=&quot;&quot;&gt;
&lt;p data-v-209acf11=&quot;&quot;&gt;퇴직금 :&amp;nbsp;퇴직금 수령, 세금을 덜 내는 방법은?&lt;/p&gt;
&lt;/div&gt;
&lt;/li&gt;
&lt;li data-v-209acf11=&quot;&quot;&gt;
&lt;div data-v-209acf11=&quot;&quot;&gt;
&lt;p data-v-209acf11=&quot;&quot;&gt;증여 :&amp;nbsp;세금을 적게 내는 증여방법은?&lt;/p&gt;
&lt;/div&gt;
&lt;/li&gt;
&lt;li data-v-209acf11=&quot;&quot;&gt;
&lt;div data-v-209acf11=&quot;&quot;&gt;
&lt;p data-v-209acf11=&quot;&quot;&gt;상속 :&amp;nbsp;상속세를 줄일 수 있는 방법은?&lt;/p&gt;
&lt;/div&gt;
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&lt;li data-v-209acf11=&quot;&quot;&gt;
&lt;div data-v-209acf11=&quot;&quot;&gt;
&lt;p data-v-209acf11=&quot;&quot;&gt;연금수령&amp;nbsp;: 연금저축/IRP 유리한 수령방법은?&lt;/p&gt;
&lt;/div&gt;
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&lt;h2&gt;연말정산, 이렇게 하시면&amp;nbsp;더 많이 받을 수 있어요&lt;/h2&gt;
&lt;/div&gt;
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&lt;div class=&quot;rTableCell&quot;&gt;세금 아끼는 추천 꿀팁 &lt;br /&gt;
&lt;dl&gt;
&lt;dt&gt;&lt;strong&gt; 1. 연금저축과 IRP를 세액공제 한도까지 가입해서 세액공제를 최대한 많이 받아보세요 &lt;/strong&gt;&lt;/dt&gt;
&lt;dd&gt;
&lt;p&gt;연금저축과 IRP(개인형)는 세액공제 뿐만 아니라 노후 대비에도 유용한 상품이에요. 소득에 따라 최소 13.2~16.5%까지 세액공제 혜택을 받을 수 있으니, 되도록 빨리 세액공제 한도까지 납입해 연말정산 환급액을 늘려보세요.&lt;/p&gt;
&lt;p&gt;추천방법 예) &lt;br /&gt; 연금저축 연 600만원 + IPR 연 300만원 납입 시 최대 세액공제 가능&lt;/p&gt;
* 세액공제한도: 연간 총 900만원 &lt;br /&gt; - 연금저축한도 연 600만원, IRP 한도 900만원(개인연금 포함)&lt;/dd&gt;
&lt;/dl&gt;
&lt;/div&gt;
&lt;/div&gt;
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&lt;div&gt;
&lt;div class=&quot;rTable&quot;&gt;
&lt;div class=&quot;rTableBody&quot;&gt;
&lt;div class=&quot;rTableRow&quot;&gt;
&lt;div class=&quot;rTableCell&quot;&gt;&lt;img alt=&quot;&quot; src=&quot;https://static11.samsungcard.com/wcms/monimo/mydata/home/smoni_627/smoni_6272/img-tip01-01.png&quot; style=&quot;background-color: #7299b7;&quot; /&gt;&lt;/div&gt;
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&lt;dl&gt;
&lt;dd&gt;
&lt;div&gt;&lt;a href=&quot;https://www.monimo.com/mydata/annuity/UPFMAN1511M0&quot;&gt; 연금/저축 상품 둘러보기 &lt;/a&gt;&lt;/div&gt;
&lt;div&gt;&amp;nbsp;&lt;/div&gt; 
&lt;div&gt;&amp;nbsp;&lt;/div&gt;
&lt;/dd&gt;
  
  

  
    
  
  
  
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&lt;dd&gt;
&lt;p&gt;내 거주지에 부모/조부모님이 함께 살지 않더라도 실제 부양 중인 상황일 경우, 내 부양가족으로 등록하면 소득공제를 받을 수 있어요.&lt;/p&gt;
&lt;p&gt;단, 피부양자가 만 60세 이상이면서 연간소득이 100만원 이하이고, 또 다른 형제자매가 부양자로 공제받지 않는 경우에 가능하기 때문에 사전 확인이 필요해요.&lt;/p&gt;
&lt;div&gt;
&lt;div&gt;&lt;img alt=&quot;&quot; src=&quot;https://static11.samsungcard.com/wcms/monimo/mydata/home/smoni_627/smoni_6272/img-tip01-02.png&quot; style=&quot;background-color: #7299b7;&quot; /&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;/dd&gt;
  
  
  
  
  
  
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&lt;dt&gt;&lt;strong&gt; 3. 연간 총 소득의 25%까지는 신용카드를 이용하고, 그 외 비용은 체크카드나 현금영수증을 이용하세요. &lt;/strong&gt;&lt;/dt&gt;
&lt;dd&gt;
&lt;p&gt;신용/체크카드, 현금영수증 등 지출 관련 공제는 총 급여액(소득)의 25%를 초과한 금액에 대해 공제받을 수 있어요.&lt;/p&gt;
&lt;p&gt;초과분 중 체크카드와 현금영수증의 공제율이 30%로 신용카드(15%)보다 높기 때문에, 공제 조건인 25%까지는 신용카드로 사용하고, 그 이상의 초과액은 체크카드나 현금영수증 사용이 공제액을 늘릴 수 있어요.&lt;/p&gt;
&lt;p&gt;연간 총소득의 25%를 계산한 후 월별 평균 지출액을 신용카드로 우선 처리하고, 그 외 비용을 체크카드와 현금영수증으로 처리할 수 있도록 소비 계획을 세워 보세요.&lt;/p&gt;
&lt;div&gt;
&lt;div&gt;&lt;img alt=&quot;&quot; src=&quot;https://static11.samsungcard.com/wcms/monimo/mydata/home/smoni_627/smoni_6272/img-tip01-03.png&quot; style=&quot;background-color: #7299b7;&quot; /&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;/dd&gt;
  
  
  
  
  
  
  
  
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&lt;dt&gt;&lt;strong&gt; 4. 일반 의료비나 신용카드 관련한 공제는 급여가 적은 배우자가 유리해요. 또, 자녀가 있다면, 부양가족 공제는 급여가 더 많은 배우자가 유리해요 &lt;/strong&gt;&lt;/dt&gt;
&lt;dd&gt;
&lt;p&gt;일반 의료비와 신용카드는 총급여액의 3%를 초과하는 금액에 대해 공제가 되기 때문에 부부 중 총소득이 적은 분으로 몰아야 유리해요.&lt;/p&gt;
&lt;p&gt;부양가족에 대한 인적 공제는 부부 중 소득이 많은 배우자에게 몰아야 유리해요. 인적공제 혜택으로 내야 할 세율을 낮출 수 있기 때문이죠.&lt;/p&gt;
&lt;p&gt;단, 자녀의 의료비는 자녀를 인적공제 적용한 사람에게 반영되기 때문에 인적 공제를 어느 배우자에게 적용할지 잘 고민해봐야 해요.&lt;/p&gt;
&lt;div&gt;
&lt;div&gt;&lt;img alt=&quot;&quot; src=&quot;https://static11.samsungcard.com/wcms/monimo/mydata/home/smoni_627/smoni_6272/img-tip01-04.png&quot; style=&quot;background-color: #7299b7;&quot; /&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;/dd&gt;
&lt;/dl&gt;
&lt;/div&gt;
  
  
  
  
  
  
  
  
  &lt;!-- ||=====================================  Contents ====================================|| --&gt;












&lt;!-- ||================================ Contents ===================================|| --&gt;

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&lt;div class=&quot;blogger-post-footer&quot;&gt;https://keycolor50.blogspot.com/p/ad-post-feed-footer.html&lt;/div&gt;</description><link>https://finance-keypoint.blogspot.com/2023/11/point-1.html</link><author>noreply@blogger.com (Keycolor)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-8115300692340596844.post-5624418102157776938</guid><pubDate>Sat, 25 Nov 2023 21:59:00 +0000</pubDate><atom:updated>2023-11-30T17:20:22.824+09:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">IRP</category><category domain="http://www.blogger.com/atom/ns#">상속</category><category domain="http://www.blogger.com/atom/ns#">상속세</category><category domain="http://www.blogger.com/atom/ns#">세금</category><category domain="http://www.blogger.com/atom/ns#">세액공제</category><category domain="http://www.blogger.com/atom/ns#">수령방법</category><category domain="http://www.blogger.com/atom/ns#">시크릿</category><category domain="http://www.blogger.com/atom/ns#">연금수령</category><category domain="http://www.blogger.com/atom/ns#">연금저축</category><category domain="http://www.blogger.com/atom/ns#">연말정산</category><category domain="http://www.blogger.com/atom/ns#">절세 꿀팁</category><category domain="http://www.blogger.com/atom/ns#">증여</category><category domain="http://www.blogger.com/atom/ns#">증여방법</category><category domain="http://www.blogger.com/atom/ns#">퇴직금</category><title>[Point] 시크릿, 나만 알고 싶은 절세 꿀팁!</title><description>&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;div data-v-209acf11=&quot;&quot;&gt;
&lt;div data-v-702ea008=&quot;&quot; style=&quot;text-align: center;&quot;&gt;&lt;img alt=&quot;&quot; data-v-702ea008=&quot;&quot; src=&quot;https://www.monimo.com/_nuxt/img/img_tree01.c18de72.png&quot; /&gt;&lt;/div&gt;
&lt;div data-v-702ea008=&quot;&quot; style=&quot;text-align: center;&quot;&gt;&amp;nbsp;&lt;/div&gt;
&lt;/div&gt;
&lt;div data-v-209acf11=&quot;&quot; style=&quot;text-align: center;&quot;&gt;&amp;nbsp;&lt;/div&gt;
&lt;div data-v-209acf11=&quot;&quot; style=&quot;text-align: center;&quot;&gt;&lt;strong&gt; 시크릿, 나만 알고 싶은 절세 꿀팁! &lt;/strong&gt;&lt;/div&gt;

&lt;div data-v-209acf11=&quot;&quot; style=&quot;text-align: left;&quot;&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;strong&gt;&amp;nbsp;&amp;nbsp;&lt;/strong&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;img alt=&quot;&quot; data-v-209acf11=&quot;&quot; src=&quot;https://static11.samsungcard.com/wcms/monimo/mydata/home/smoni_627/smoni_6272/__icsFiles/afieldfile/2023/08/21/icon_img_annuity013x.png&quot; /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;연말정산 :&amp;nbsp;세액공제는 어떻게 많이 받을까?&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;img alt=&quot;&quot; data-v-209acf11=&quot;&quot; src=&quot;https://static11.samsungcard.com/wcms/monimo/mydata/home/smoni_627/smoni_6272/__icsFiles/afieldfile/2023/08/21/icon_img_annuity023x.png&quot; /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;퇴직금 : 퇴직금 수령, 세금을 덜 내는 방법은?&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;img alt=&quot;&quot; data-v-209acf11=&quot;&quot; src=&quot;https://static11.samsungcard.com/wcms/monimo/mydata/home/smoni_627/smoni_6272/__icsFiles/afieldfile/2023/08/21/icon_img_annuity033x.png&quot; /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;증여 :&amp;nbsp;세금을 적게 내는 증여방법은?&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;img alt=&quot;&quot; data-v-209acf11=&quot;&quot; src=&quot;https://static11.samsungcard.com/wcms/monimo/mydata/home/smoni_627/smoni_6272/__icsFiles/afieldfile/2023/08/21/icon_img_annuity043x.png&quot; /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;상속 :&amp;nbsp;상속세를 줄일 수 있는 방법은?&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;img alt=&quot;&quot; data-v-209acf11=&quot;&quot; src=&quot;https://static11.samsungcard.com/wcms/monimo/mydata/home/smoni_627/smoni_6272/__icsFiles/afieldfile/2023/08/21/icon_img_annuity053x.png&quot; /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;연금수령 :&amp;nbsp;연금저축/IRP 유리한 수령방법은?&lt;/div&gt;
&lt;div data-v-209acf11=&quot;&quot; style=&quot;text-align: left;&quot;&gt;&lt;p data-v-209acf11=&quot;&quot; style=&quot;text-align: center;&quot;&gt;&lt;/p&gt;&lt;/div&gt;&lt;div data-v-209acf11=&quot;&quot; style=&quot;text-align: left;&quot;&gt;&lt;p data-v-209acf11=&quot;&quot; style=&quot;text-align: center;&quot;&gt;&lt;/p&gt;&lt;/div&gt;&lt;div data-v-209acf11=&quot;&quot; style=&quot;text-align: left;&quot;&gt;&lt;p data-v-209acf11=&quot;&quot; style=&quot;text-align: center;&quot;&gt;&lt;/p&gt;&lt;/div&gt;&amp;nbsp;
&lt;/div&gt;
&lt;/div&gt;
&lt;div class=&quot;blogger-post-footer&quot;&gt;https://keycolor50.blogspot.com/p/ad-post-feed-footer.html&lt;/div&gt;</description><link>https://finance-keypoint.blogspot.com/2023/11/point.html</link><author>noreply@blogger.com (Keycolor)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-8115300692340596844.post-7763494421565854172</guid><pubDate>Thu, 20 Jul 2023 03:37:00 +0000</pubDate><atom:updated>2023-07-21T19:22:16.717+09:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">[국제 자산운용사]</category><category domain="http://www.blogger.com/atom/ns#">[중국]</category><category domain="http://www.blogger.com/atom/ns#">Alternatives in APAC 2023</category><category domain="http://www.blogger.com/atom/ns#">APAC</category><category domain="http://www.blogger.com/atom/ns#">Financial Times</category><category domain="http://www.blogger.com/atom/ns#">LP</category><category domain="http://www.blogger.com/atom/ns#">경제전망</category><category domain="http://www.blogger.com/atom/ns#">국제금융센터</category><category domain="http://www.blogger.com/atom/ns#">글로벌</category><category domain="http://www.blogger.com/atom/ns#">대안시장</category><category domain="http://www.blogger.com/atom/ns#">동남아시아</category><category domain="http://www.blogger.com/atom/ns#">보고서</category><category domain="http://www.blogger.com/atom/ns#">중국</category><category domain="http://www.blogger.com/atom/ns#">파이낸셜 타임즈</category><title> [Post] 글로벌 대안 시장(2023년)</title><description>&lt;!DOCTYPE html&gt;
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&lt;!-- ||================================ Contents ===================================] --&gt;
  
  
  
  
  
  
  
  
  
  
  
  
  






&lt;h2 dir=&quot;ltr&quot; style=&quot;line-height: 1.44; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;
	[중국] 경제 전망&amp;nbsp;
&lt;/h2&gt;
&lt;div dir=&quot;ltr&quot; style=&quot;margin-left: 0pt;&quot; align=&quot;left&quot;&gt;
	&lt;table style=&quot;border-collapse: collapse; border: none; table-layout: fixed; width: 100%;&quot;&gt;
		&lt;colgroup&gt;
		&lt;col /&gt;
	&lt;/colgroup&gt;
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			&lt;td style=&quot;overflow-wrap: break-word; overflow: hidden; padding: 5pt 5pt 5pt 5pt; vertical-align: top; border: solid 1pt;&quot;&gt;
				&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.44; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;
					⦁ 2022년 코로나 봉쇄 반복
				&lt;/p&gt;
				&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.44; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;
					⦁ 부동산시장 둔화
				&lt;/p&gt;
				&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.44; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;
					⦁ 성장 부진 둔화
				&lt;/p&gt;
				&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.44; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;
					⦁ 수요 위축 장기화&amp;nbsp;
				&lt;/p&gt;
				&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.44; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;
					⦁ 낮은 인플레이션 기조 심화
				&lt;/p&gt;
				&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.44; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;
					⦁ 위험성 증가
				&lt;/p&gt;
				&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.44; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;
					⦁ 투자자들 냉담
				&lt;/p&gt;
			&lt;/td&gt;
		&lt;/tr&gt;
	&lt;/tbody&gt;
&lt;/table&gt;
    
  
  
  
  
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&lt;/div&gt;
&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.44; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;
&amp;nbsp;
&lt;/p&gt;
&lt;h2 dir=&quot;ltr&quot; style=&quot;line-height: 1.44; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;
[국제 자산운용사]&amp;nbsp;
&lt;/h2&gt;
&lt;div dir=&quot;ltr&quot; style=&quot;margin-left: 0pt;&quot; align=&quot;left&quot;&gt;
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			&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.44; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;
				2023년에 대해 긍정적인 전망을 가지고 있습니다.&amp;nbsp;
			&lt;/p&gt;
			&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.44; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;
				&amp;nbsp;
			&lt;/p&gt;
			&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.44; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;
				미국의 기준금리 인상이 사실상 끝났다는 관측이 힘을 얻으면서, 해외 자산운용사들이 남미를 비롯한 신흥국 통화가 강세를 보일 것이라는 전망을 내놓고 있다고 합니다.
			&lt;/p&gt;
			&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.44; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;
				&amp;nbsp;
			&lt;/p&gt;
			&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.44; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;
				APAC 지역의 자산운용사들은 낮아진 성장률과 인플레이션 등의 여러 요인으로 인해 미래에 대한 불확실성이 존재한다고 합니다.
			&lt;/p&gt;
			&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.44; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;
				&amp;nbsp;
			&lt;/p&gt;
			&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.44; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;
				⦁ Asia ex-China 상품 출시
			&lt;/p&gt;
		&lt;/td&gt;
	&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
    
  
  
  
  
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&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.44; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;
&amp;nbsp;
&lt;/p&gt;
&lt;h2 dir=&quot;ltr&quot; style=&quot;line-height: 1.44; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;
Alternatives in APAC 2023 보고서 (국제금융센터)
&lt;/h2&gt;
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		&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;
			세계 경제에 대한 도전적인 전망이 제시되고 있습니다.&amp;nbsp;
		&lt;/p&gt;
		&lt;br /&gt;
		&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;
			세계적 성장이 위축되고 있으며, 러시아의 우크라이나 전쟁이 계속되어 경제 활동에 부담을 주는 상황이 이어질 것으로 예상됩니다.&amp;nbsp;
		&lt;/p&gt;
		&lt;br /&gt;
		&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;
			그러나, 아시아-태평양 지역은 여전히 역동적인 지역입니다.&amp;nbsp;
		&lt;/p&gt;
		&lt;br /&gt;
		&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;
			2022년말무렵에 기술 분야의 수출 수요가 감소하는 등 외부 수요가 약해지고 통화 긴축이 있음에도 불구하고, 국내 수요는 지금까지 강하게 유지되고 있으며, 중국의 재개를 계기로 새로운 탄력을 보이고 있습니다.&amp;nbsp;
		&lt;/p&gt;
		&lt;br /&gt;
		&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;
			아시아-태평양 지역의 성장률은 2022년의 3.8%에서 올해 4.6%로 상승할 것으로 전망됩니다.
		&lt;/p&gt;
	&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
    
  
  
  
  
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&lt;/div&gt;
&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 9pt; margin-top: 3pt;&quot;&gt;
&amp;nbsp;
&lt;/p&gt;
&lt;div dir=&quot;ltr&quot; style=&quot;margin-left: 0pt;&quot; align=&quot;left&quot;&gt;
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	&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;
		⦁ 국내외 사모대출 시장은 전 세계적으로 기준금리 상승 기조로 시중은행의 대출이 축소되면서, 사모대출펀드 (Private Debt Fund: PDF) 조성이 확대되고 있다.
	&lt;/p&gt;
	&lt;br /&gt;
	&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;
		⦁ 아시아 지역의 사모대출 시장은 북미나 유럽지역의 시장보다는 작지만, 최근에 빠른 속도로 성장하고 있다.
	&lt;/p&gt;
	&lt;br /&gt;
	&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;
		⦁ 국내에서도 2021년 10월 21일 자본시장법 시행령 개정 이후, 사모펀드 운용사의 대출형 펀드 조성ㆍ운용이 가능해지면서 해당 펀드 조성이 증가세를 보이고 있다.
	&lt;/p&gt;
	&lt;br /&gt;
	&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;
		⦁ APAC 2023 보고서에 따르면 중화권 사모펀드는 감소하고 있다.
	&lt;/p&gt;
	&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.2; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;
		⦁ 중국의 회복세에 기대를 걸고 있지만, 다른 시장을 면밀히 주시하고 있습니다.
	&lt;/p&gt;
&lt;/td&gt;
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&amp;nbsp;
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파이낸셜 타임즈(Financial Times)
&lt;/h2&gt;
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	⦁ 최근 글로벌 펀드 매니저들이 중국을 제외한 새로운 아시아 투자 상품에 대한 고객 수요를 충족시키기 위해 서두르고 있다고 보도했습니다.&amp;nbsp;
&lt;/p&gt;
&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.44; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;
	&amp;nbsp;
&lt;/p&gt;
&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.44; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;
	⦁ 미&amp;middot;중 관계 악화에 대한 우려와 부진한 경제 반등을 주요 동인으로 꼽았다.&amp;nbsp;
&lt;/p&gt;
&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.44; margin-bottom: 0pt; margin-top: 0pt;&quot;&gt;
	⦁ 89년대 &#39;아시아 전 일본&#39; 포트폴리오의 출현과 유사점을 그렸습니다.&amp;nbsp;
&lt;/p&gt;
&lt;/td&gt;
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&amp;nbsp;
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글로벌 대안 시장 - 동남아시아
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사모펀드 투자자들이 가장 매력적인 신흥 시장으로 꼽아 1년 연속 중국을 제치고 인도도 그 위를 차지했습니다.
&lt;/p&gt;
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신흥 민간 투자 시장으로 APAC AUM의 2023%에 불과합니다. 그러나 이 지역은 GDP가 2억 달러로 세계 3위를 차지하는 상당한 경제적 지위를 자랑하며 1년 2022억 달러에서 5억 달러로 7년 기금 모금이 증가한 몇 안 되는 지역 중 하나입니다.&amp;nbsp;
&lt;/p&gt;
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견실한 성장과 긍정적인 인구 통계학적 추세는 상당한 투자를 유치하고 있습니다.
&lt;/p&gt;
&lt;br /&gt;
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중국은 지역 이웃 국가들에 그림자를 드리우고 있지만 APAC의 소규모 시장은 햇볕을 쬐며 하루를 보내고 있을지도 모릅니다.
&lt;/p&gt;
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&amp;nbsp;
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● LP는 APAC에서 덜 위험한 기회를 찾기 위해 중국을 넘어서고 있습니다.
&lt;/p&gt;
&lt;p dir=&quot;ltr&quot; style=&quot;line-height: 1.38; margin-bottom: 0pt; margin-left: 18pt; margin-top: 3pt; padding: 0pt 0pt 9pt 18pt; text-indent: -18pt;&quot;&gt;
● 유럽의 전통적인 에너지 중심 펀드는 15억 달러를 유치합니다.
&lt;/p&gt;
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● 목표를 설정하면 인프라 투자가 촉진됩니다.
&lt;/p&gt;
&lt;div&gt;
&amp;nbsp;
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						&lt;h3&gt;
							가트너 “올해 은행·투자 분야 IT 지출 6,521억 달러 전망”
						&lt;/h3&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;
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							&lt;article style=&quot;text-align: left;&quot;&gt;애자일 IT 인프라에 대한 투자 증가, 자체 구축 보다는 솔루션 구매 지향 추세&lt;/article&gt;&lt;article style=&quot;text-align: left;&quot;&gt;&lt;br /&gt;&lt;/article&gt;&lt;article style=&quot;text-align: center;&quot;&gt;&lt;img alt=&quot;&quot; src=&quot;http://cdn.itdaily.kr/news/photo/202306/214797_218545_2839.jpg&quot; /&gt;&lt;/article&gt;&lt;/div&gt;&lt;/header&gt;&lt;section&gt;&lt;article&gt;&lt;div&gt;&lt;div&gt;&lt;article&gt;
										&lt;p&gt;가트너(Gartner)는&amp;nbsp;2023년 전 세계 은행 및 투자 서비스 분야의 IT 지출이 2022년 대비 8.1% 증가한 총 6,521억 달러에 이를 것이라는 전망을 22일 발표했다. 가트너는 그 중 소프트웨어 지출이 13.5% 증가하며 가장 큰 성장세를 보일 것이라고 밝혔다.
										&lt;/p&gt;
										&lt;p&gt;
											가트너의&amp;nbsp;데비 버클랜드(Debbie Buckland) 디렉터 애널리스트는 “경제 역풍으로 인해 올해 은행 및 투자 서비스 분야의 기술 투자 환경에 변화가 일어났다”며&amp;nbsp;“IT 예산을 삭감하기보다는 높은 비즈니스 성과를 창출하는 기술 부문에 더 많은 비용을 지출하고 있다. 예를 들어&amp;nbsp;소프트웨어 지출의 경우, 자체 구축 대신 투자 가치를 더 빠르게 창출할 수 있는 솔루션을 구매하는 방향으로 변화하고 있다”고 말했다.
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                                          &lt;/strong&gt;&lt;/p&gt;&lt;p&gt;&lt;strong&gt;계속되는 클라우드에 대한 투자
											&lt;/strong&gt;
										&lt;/p&gt;
										&lt;p&gt;
											가트너에서 실시한 2023 CIO 및 기술 경영진 설문에 따르면, 은행 및 투자 서비스 부문의 CIO들은 올해 사이버 보안, 데이터 및 분석, 통합 기술 및 클라우드에 가장 많은 신규 또는 추가 투자 자금을 지출할 것으로 예상된다.
										&lt;/p&gt;
										&lt;p&gt;
											응답자 중 절반 이상이 클라우드에 대한 투자를 늘리는 반면 자체 데이터센터에 대한 IT 지출은 줄일 계획이라고 답했다. 이러한 응답은&amp;nbsp;데이터센터 시스템 지출 증가율이 2022년 13.2%에서 2023년 5.7%로 둔화될 것이라는 전망에도 반영됐다(표 1 참조). 은행은 진화하는 고객 및 시장의 기대를 충족시키기 위해 유형 자산 및 자본 지출(CapEx)을 줄이고 서비스 도입 및 운영 지출(OpEx)에 집중하고 있다.
										&lt;/p&gt;&lt;p style=&quot;text-align: center;&quot;&gt;&lt;img alt=&quot;표 1. 세계 은행 및 투자 서비스 부문 IT 지출 전망 (단위: 백만 달러, 자료: 가트너 2023년 6월)&quot; src=&quot;http://cdn.itdaily.kr/news/photo/202306/214797_218544_2537.jpg&quot; /&gt;&lt;/p&gt;&lt;p style=&quot;text-align: center;&quot;&gt;표 1. 세계 은행 및 투자 서비스 부문 IT 지출 전망 (단위: 백만 달러, 자료: 가트너 2023년&amp;nbsp;6월)&lt;/p&gt;
										&lt;p style=&quot;text-align: center;&quot;&gt;
                                          
                                          
                                          
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                  &lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;
											가트너의&amp;nbsp;피트 레드쇼(Pete Redshaw) VP 애널리스트는 “은행 및 투자 서비스 부문 CIO들은 현재 경제 상황에 대응하기 위한 방안으로&amp;nbsp;탄력적이고 지속 가능한 성장을 지원하는 보수적인 목표, 즉 개선된 고객 경험(CX)과 효율적인 운영 등에 우선순위를 두고 있다”면서&amp;nbsp;“이는 새로운 지역, 새로운 고객, 새로운 비즈니스 라인 등의 외형적 성장이 은행 CEO들의 주요 목표였던 지난 몇 년과는 다른 변화”라고 말했다.
										&lt;/p&gt;
										&lt;p&gt;
											&lt;br /&gt;
											&lt;strong&gt;
												IT 서비스, 여전히 가장 큰 지출 차지
											&lt;/strong&gt;
										&lt;/p&gt;
										&lt;p&gt;
											컨설팅 서비스와 서비스형 인프라(IaaS)가 더욱 널리 사용됨에 따라&amp;nbsp;IT 서비스가 가장 큰 지출 비중을 차지하게 되면서,&amp;nbsp;2023년에는 해당 카테고리의 지출액이 약 2,700억 달러에 이를 것으로 예상된다. 이는 2022년 대비 9.3% 증가한 수치로, 은행 및 투자 서비스 조직이 새로운 기회와 위기에 대처하는 데 있어 IT 서비스 제공업체의 역할이 점점 더 중요해지고 있음을 보여준다.
										&lt;/p&gt;
										&lt;p&gt;
											데비 버클랜드 디렉터 애널리스트는 “경제적 불확실성으로 인해 조직들은 장기 계약을 여러 개의 단기 프로젝트로 세분화하고 있다”며&amp;nbsp;“새로운 계약을 체결하거나 장기적인 이니셔티브에 집중하는 것, 또는 새로운 기술 파트너와 협력하는 것을 꺼리게 되면서 IT 컨설팅 서비스 사용이 증가하는 결과로 이어지고 있다”고 설명했다.
										&lt;/p&gt;
										&lt;p&gt;
											&lt;br /&gt;
											&lt;strong&gt;
												인력 부족으로 인한 내부 서비스 지출 증가
											&lt;/strong&gt;
										&lt;/p&gt;
										&lt;p&gt;
											전 세계적인 인력 부족 현상이 은행 및 투자 서비스 조직에도 영향을 미침에 따라, 2023년에는 높아진 인재 채용 및 유지 관련 비용을 지원하기 위해&amp;nbsp;내부 서비스에 대한 지출이 4.2% 늘어날 것으로 전망된다.
										&lt;/p&gt;
										&lt;p&gt;
											피트 레드쇼 VP 애널리스트는 “최근 많은 빅테크 기업들의 대대적인 정리해고에도 불구하고, 은행은 우수한 인재들에게 더 이상 가장 매력적이거나 보상이 따르는, 또는 고무적인 직장으로 인식되지 않는다”며&amp;nbsp;“대학 이상의 학력 조건을 낮추고 평생 재교육, 하이브리드 팀, 애자일 방식, 핀테크 파트너십과 같은 혜택을 도입하는 등 보다 혁신적인 해결책이 필요하다”고 분석했다.
										&lt;/p&gt;
									&lt;/article&gt;
									&lt;div&gt;
										&amp;nbsp;
									&lt;/div&gt;
									&lt;article&gt;
										&lt;div&gt;
											&lt;div&gt;
												&amp;nbsp;
												&lt;strong&gt;
													정종길 기자
												&lt;/strong&gt;
											&lt;/div&gt;
										&lt;/div&gt;
										&amp;nbsp;
									&lt;/article&gt;
								&lt;/div&gt;
							&lt;/div&gt;
						&lt;/article&gt;
					&lt;/section&gt;
				&lt;/div&gt;
			&lt;/div&gt;
		&lt;/section&gt;
	&lt;/div&gt;
&lt;/div&gt;

  
  
  
  
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&lt;/html&gt; &lt;div class=&quot;blogger-post-footer&quot;&gt;https://keycolor50.blogspot.com/p/ad-post-feed-footer.html&lt;/div&gt;</description><link>https://finance-keypoint.blogspot.com/2023/06/it-6521.html</link><author>noreply@blogger.com (Keycolor)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-8115300692340596844.post-5514117035513070912</guid><pubDate>Thu, 22 Jun 2023 23:20:00 +0000</pubDate><atom:updated>2023-07-21T19:34:21.957+09:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">DMA</category><category domain="http://www.blogger.com/atom/ns#">EU</category><category domain="http://www.blogger.com/atom/ns#">GPT</category><category domain="http://www.blogger.com/atom/ns#">OTT</category><category domain="http://www.blogger.com/atom/ns#">공정거래위원회</category><category domain="http://www.blogger.com/atom/ns#">글로벌빅테크</category><category domain="http://www.blogger.com/atom/ns#">네이버</category><category domain="http://www.blogger.com/atom/ns#">독과점규제법안</category><category domain="http://www.blogger.com/atom/ns#">디지털시장법</category><category domain="http://www.blogger.com/atom/ns#">오픈AI</category><category domain="http://www.blogger.com/atom/ns#">온라인</category><category domain="http://www.blogger.com/atom/ns#">유럽연합</category><category domain="http://www.blogger.com/atom/ns#">이커머스</category><category domain="http://www.blogger.com/atom/ns#">카카오</category><category domain="http://www.blogger.com/atom/ns#">클라우드</category><category domain="http://www.blogger.com/atom/ns#">플랫폼</category><title>[DMA] 디지털시장법 &amp;amp; 대형 플랫폼 독과점 규제법안</title><description>&lt;!DOCTYPE html&gt;
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&lt;!-- ||================================ Contents ===================================] --&gt;


















&lt;h2 dir=&quot;ltr&quot;&gt;&amp;nbsp;&lt;/h2&gt;
&lt;h2 dir=&quot;ltr&quot; style=&quot;text-align: center;&quot;&gt;[DMA] 디지털시장법 &amp;amp; 대형 플랫폼 독과점 규제법안&amp;nbsp;&lt;/h2&gt;
&lt;p dir=&quot;ltr&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p dir=&quot;ltr&quot; style=&quot;text-align: center;&quot;&gt;&lt;img alt=&quot;&quot; height=&quot;104&quot; src=&quot;https://lh5.googleusercontent.com/If2TJkEmYpvZxyQYYmpT7DYzkKXdYidTzYIRMFLBT26jtbnN2JqN3Cha7B2WEKbMxBMAWgxPvuc2-dkWAGSVm7txtRMR6f93S2DzAmUY8ZW3NsUvX2-pvTyT2nn5pYJSvStZpahOFlWuiBM8zst0i6U&quot; width=&quot;430&quot; /&gt;&lt;/p&gt;
&lt;p dir=&quot;ltr&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p dir=&quot;ltr&quot;&gt;[정부]&amp;nbsp;&lt;/p&gt;
&lt;div dir=&quot;ltr&quot;&gt;
&lt;table style=&quot;border-collapse: collapse; border: none; table-layout: fixed; width: 100%;&quot;&gt;&lt;colgroup&gt; &lt;col&gt;&lt;/col&gt; &lt;/colgroup&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td style=&quot;border: 1pt solid; overflow-wrap: break-word; overflow: hidden; padding: 5pt; vertical-align: middle;&quot;&gt;
&lt;ul&gt;
&lt;li dir=&quot;ltr&quot;&gt;
&lt;p dir=&quot;ltr&quot;&gt;대형 플랫폼 독과점 규제법안&amp;nbsp;&lt;/p&gt;
&lt;/li&gt;
&lt;li dir=&quot;ltr&quot;&gt;
&lt;p dir=&quot;ltr&quot;&gt;마련하는 과정&lt;/p&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
  




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&lt;/div&gt;
&lt;p dir=&quot;ltr&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p dir=&quot;ltr&quot;&gt;[업계 학계]&lt;/p&gt;
&lt;div dir=&quot;ltr&quot;&gt;
&lt;table style=&quot;border-collapse: collapse; border: none; table-layout: fixed; width: 100%;&quot;&gt;&lt;colgroup&gt; &lt;col&gt;&lt;/col&gt; &lt;/colgroup&gt;
&lt;tbody&gt;
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&lt;td style=&quot;border: 1pt solid; overflow-wrap: break-word; overflow: hidden; padding: 5pt; vertical-align: middle;&quot;&gt;
&lt;ul&gt;
&lt;li dir=&quot;ltr&quot;&gt;
&lt;p dir=&quot;ltr&quot;&gt;유럽연합(EU)의 디지털시장법(DMA) 참조&lt;/p&gt;
&lt;/li&gt;
&lt;li dir=&quot;ltr&quot;&gt;
&lt;p dir=&quot;ltr&quot;&gt;사전규제라고 평가&lt;/p&gt;
&lt;/li&gt;
&lt;li dir=&quot;ltr&quot;&gt;
&lt;p dir=&quot;ltr&quot;&gt;우려의 목소리&lt;/p&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
  




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&lt;/div&gt;
&lt;p dir=&quot;ltr&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p dir=&quot;ltr&quot;&gt;[디지털시장법] DMA?&lt;/p&gt;
&lt;div dir=&quot;ltr&quot;&gt;
&lt;table style=&quot;border-collapse: collapse; border: none; table-layout: fixed; width: 100%;&quot;&gt;&lt;colgroup&gt; &lt;col&gt;&lt;/col&gt; &lt;/colgroup&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td style=&quot;border: 1pt solid; overflow-wrap: break-word; overflow: hidden; padding: 5pt; vertical-align: middle;&quot;&gt;
&lt;ul&gt;
&lt;li dir=&quot;ltr&quot;&gt;
&lt;p dir=&quot;ltr&quot;&gt;산업 기반이 없는 유럽연합(EU)&lt;/p&gt;
&lt;/li&gt;
&lt;li dir=&quot;ltr&quot;&gt;
&lt;p dir=&quot;ltr&quot;&gt;구글, 아마존 등&amp;nbsp;&lt;/p&gt;
&lt;/li&gt;
&lt;li dir=&quot;ltr&quot;&gt;
&lt;p dir=&quot;ltr&quot;&gt;미국 빅테크 독점 횡포&lt;/p&gt;
&lt;/li&gt;
&lt;li dir=&quot;ltr&quot;&gt;
&lt;p dir=&quot;ltr&quot;&gt;견제 규제안&amp;nbsp;&lt;/p&gt;
&lt;/li&gt;
&lt;li dir=&quot;ltr&quot;&gt;
&lt;p dir=&quot;ltr&quot;&gt;디지털시장법(DMA)&lt;/p&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;





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&lt;/div&gt;
&lt;p dir=&quot;ltr&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p dir=&quot;ltr&quot;&gt;[토종 기업] 네이버·카카오 등&lt;/p&gt;
&lt;div dir=&quot;ltr&quot;&gt;
&lt;table style=&quot;border-collapse: collapse; border: none; table-layout: fixed; width: 100%;&quot;&gt;&lt;colgroup&gt; &lt;col&gt;&lt;/col&gt; &lt;/colgroup&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td style=&quot;border: 1pt solid; overflow-wrap: break-word; overflow: hidden; padding: 5pt; vertical-align: middle;&quot;&gt;
&lt;ul&gt;
&lt;li dir=&quot;ltr&quot;&gt;
&lt;p dir=&quot;ltr&quot;&gt;해외 빅테크와 치열하게 경쟁&lt;/p&gt;
&lt;/li&gt;
&lt;li dir=&quot;ltr&quot;&gt;
&lt;p dir=&quot;ltr&quot;&gt;디지털시장법(DMA) 한국 시장 적용한다면,&amp;nbsp;&lt;/p&gt;
&lt;/li&gt;
&lt;li dir=&quot;ltr&quot;&gt;
&lt;p dir=&quot;ltr&quot;&gt;국내 플랫폼 기업들의 성장·혁신만 발목 잡을 수 있다는 진단&lt;/p&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;





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&lt;/div&gt;
&lt;p dir=&quot;ltr&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p dir=&quot;ltr&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p dir=&quot;ltr&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p dir=&quot;ltr&quot;&gt;[공정거래위원회]&lt;/p&gt;
&lt;div dir=&quot;ltr&quot;&gt;
&lt;table style=&quot;border-collapse: collapse; border: none; table-layout: fixed; width: 100%;&quot;&gt;&lt;colgroup&gt; &lt;col&gt;&lt;/col&gt; &lt;/colgroup&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td style=&quot;border: 1pt solid; overflow-wrap: break-word; overflow: hidden; padding: 5pt; vertical-align: middle;&quot;&gt;
&lt;ul&gt;
&lt;li dir=&quot;ltr&quot;&gt;
&lt;p dir=&quot;ltr&quot;&gt;2023년 6월 23일&amp;nbsp;&lt;/p&gt;
&lt;/li&gt;
&lt;li dir=&quot;ltr&quot;&gt;
&lt;p dir=&quot;ltr&quot;&gt;온라인 플랫폼 독과점 규제 정책 추진과정&lt;/p&gt;
&lt;/li&gt;
&lt;li dir=&quot;ltr&quot;&gt;
&lt;p dir=&quot;ltr&quot;&gt;네이버 카카오 플랫폼시장 사전규제 정책&amp;nbsp;&lt;/p&gt;
&lt;/li&gt;
&lt;li dir=&quot;ltr&quot;&gt;
&lt;p dir=&quot;ltr&quot;&gt;OTT, 클라우드, 검색, 이커머스, AI 시장&lt;/p&gt;
&lt;/li&gt;
&lt;li dir=&quot;ltr&quot;&gt;
&lt;p dir=&quot;ltr&quot;&gt;온라인 플랫폼 독과점 규제에 대한 정책을 밝힐 것으로 전망&lt;/p&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;





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&lt;/div&gt;
&lt;p dir=&quot;ltr&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p dir=&quot;ltr&quot;&gt;[시장상황]&lt;/p&gt;
&lt;div dir=&quot;ltr&quot;&gt;
&lt;table style=&quot;border-collapse: collapse; border: none; table-layout: fixed; width: 100%;&quot;&gt;&lt;colgroup&gt; &lt;col&gt;&lt;/col&gt; &lt;/colgroup&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td style=&quot;border: 1pt solid; overflow-wrap: break-word; overflow: hidden; padding: 5pt; vertical-align: middle;&quot;&gt;
&lt;ul&gt;
&lt;li dir=&quot;ltr&quot;&gt;
&lt;p dir=&quot;ltr&quot;&gt;글로벌 빅테크&lt;/p&gt;
&lt;/li&gt;
&lt;li dir=&quot;ltr&quot;&gt;
&lt;p dir=&quot;ltr&quot;&gt;동영상, 온라인동영상서비스(OTT), 음원 시장 잠식&lt;/p&gt;
&lt;/li&gt;
&lt;li dir=&quot;ltr&quot;&gt;
&lt;p dir=&quot;ltr&quot;&gt;인공지능(AI)·검색 시장&lt;/p&gt;
&lt;/li&gt;
&lt;li dir=&quot;ltr&quot;&gt;
&lt;p dir=&quot;ltr&quot;&gt;글로벌 빅테크 시장 잠식 위기감 고조&lt;/p&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;





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&lt;/div&gt;
&lt;p dir=&quot;ltr&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p dir=&quot;ltr&quot;&gt;[공정거래위원회] 플랫폼 독과점 규율개선 전문가 태스크포스(TF) 구성&lt;/p&gt;
&lt;div dir=&quot;ltr&quot;&gt;
&lt;table style=&quot;border-collapse: collapse; border: none; table-layout: fixed; width: 100%;&quot;&gt;&lt;colgroup&gt; &lt;col&gt;&lt;/col&gt; &lt;/colgroup&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td style=&quot;border: 1pt solid; overflow-wrap: break-word; overflow: hidden; padding: 5pt; vertical-align: middle;&quot;&gt;
&lt;ul&gt;
&lt;li dir=&quot;ltr&quot;&gt;
&lt;p dir=&quot;ltr&quot;&gt;올래 초 ‘플랫폼 독과점 규율개선 전문가 태스크포스(TF) 구성&lt;/p&gt;
&lt;/li&gt;
&lt;li dir=&quot;ltr&quot;&gt;
&lt;p dir=&quot;ltr&quot;&gt;독과점 행위를 규제하는 법률을 별도로 제정하는 방안을 검토 중&lt;/p&gt;
&lt;/li&gt;
&lt;li dir=&quot;ltr&quot;&gt;
&lt;p dir=&quot;ltr&quot;&gt;EU가 시행하는 DMA(디지털시장법)와 비슷한 고강도 사전규제 방식의 규제안을 논의 중&lt;/p&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;





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&lt;/div&gt;
&lt;p dir=&quot;ltr&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p dir=&quot;ltr&quot;&gt;[EU] 유럽연합 디지털시장법(DMA)?&lt;/p&gt;
&lt;div dir=&quot;ltr&quot;&gt;
&lt;table style=&quot;border-collapse: collapse; border: none; table-layout: fixed; width: 100%;&quot;&gt;&lt;colgroup&gt; &lt;col&gt;&lt;/col&gt; &lt;/colgroup&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td style=&quot;border: 1pt solid; overflow-wrap: break-word; overflow: hidden; padding: 5pt; vertical-align: middle;&quot;&gt;
&lt;ul&gt;
&lt;li dir=&quot;ltr&quot;&gt;
&lt;p dir=&quot;ltr&quot;&gt;게이트 키퍼 역할&amp;nbsp;&lt;/p&gt;
&lt;/li&gt;
&lt;li dir=&quot;ltr&quot;&gt;
&lt;p dir=&quot;ltr&quot;&gt;플랫폼을 따로 지정&lt;/p&gt;
&lt;/li&gt;
&lt;li dir=&quot;ltr&quot;&gt;
&lt;p dir=&quot;ltr&quot;&gt;자사 우대 정책&lt;/p&gt;
&lt;/li&gt;
&lt;li dir=&quot;ltr&quot;&gt;
&lt;p dir=&quot;ltr&quot;&gt;특정 결제시스템 등을 금지&lt;/p&gt;
&lt;/li&gt;
&lt;li dir=&quot;ltr&quot;&gt;
&lt;p dir=&quot;ltr&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;/li&gt;
&lt;li dir=&quot;ltr&quot;&gt;
&lt;p dir=&quot;ltr&quot;&gt;사전규제 법안&lt;/p&gt;
&lt;/li&gt;
&lt;li dir=&quot;ltr&quot;&gt;
&lt;p dir=&quot;ltr&quot;&gt;위법시 시정조치 과징금을 부과&lt;/p&gt;
&lt;/li&gt;
&lt;ul&gt;
&lt;li dir=&quot;ltr&quot;&gt;
&lt;p dir=&quot;ltr&quot;&gt;법 조항&lt;/p&gt;
&lt;/li&gt;
&lt;li dir=&quot;ltr&quot;&gt;
&lt;p dir=&quot;ltr&quot;&gt;한 번만 위반할 경우에도&lt;/p&gt;
&lt;/li&gt;
&lt;li dir=&quot;ltr&quot;&gt;
&lt;p dir=&quot;ltr&quot;&gt;전 세계 관련 매출액 10%를 과징금 부과.&lt;/p&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;/ul&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;





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&lt;/div&gt;
&lt;p dir=&quot;ltr&quot; style=&quot;text-align: center;&quot;&gt;&lt;img alt=&quot;&quot; height=&quot;428&quot; src=&quot;https://lh6.googleusercontent.com/tlzp4LVsfLw7ph2zNLGhhTyt6ADHPpA3Ipg0eBcnz7aqsDGuy9bUKm7gfKNXbPsTzR2GCl-xO0NnLhNzJLe8cZqa2zzoSb9oVGoZenXHaNjJfIu80OLwXvN1qBw5XyYTwOTu4CVsXkLQRVt4b0aQA0w&quot; width=&quot;587&quot; /&gt;&lt;/p&gt;
&lt;p dir=&quot;ltr&quot;&gt;주요국 자국 모바일 플랫폼의 연도별 이용 점유율&lt;/p&gt;
&lt;p dir=&quot;ltr&quot;&gt;(출처=이커머스 생태계 활성화와 자국 플랫폼의 역할) *재판매 및 DB 금지&lt;/p&gt;
&lt;p dir=&quot;ltr&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p dir=&quot;ltr&quot;&gt;[의견]&amp;nbsp;&lt;/p&gt;
&lt;h3 dir=&quot;ltr&quot;&gt;구글·아마존 견제 위해 강력 규제 내걸은 EU…자국 플랫폼 버티고 있는 韓과는 달라&lt;/h3&gt;
&lt;div dir=&quot;ltr&quot;&gt;
&lt;table style=&quot;border-collapse: collapse; border: none; table-layout: fixed; width: 100%;&quot;&gt;&lt;colgroup&gt; &lt;col&gt;&lt;/col&gt; &lt;/colgroup&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td style=&quot;border: 1pt solid; overflow-wrap: break-word; overflow: hidden; padding: 5pt; vertical-align: middle;&quot;&gt;
&lt;p dir=&quot;ltr&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;ul&gt;
&lt;li dir=&quot;ltr&quot;&gt;
&lt;p dir=&quot;ltr&quot;&gt;EU가 DMA를 시행하게 된데는 자국 플랫폼이 미미한 상황에서 구글, 아마존, 메타 등을 견제하겠다는 심리가 깔려있다.&amp;nbsp;&lt;/p&gt;
&lt;/li&gt;
&lt;li dir=&quot;ltr&quot;&gt;
&lt;p dir=&quot;ltr&quot;&gt;실제 오스트리아, 프랑스, 이탈리아, 스페인, 네덜란드 등 주요 EU 소속국들은 자국 모바일 커머스 플랫폼의 이용 점유율이 지속적으로 하락하고 있다.&lt;/p&gt;
&lt;/li&gt;
&lt;li dir=&quot;ltr&quot;&gt;
&lt;p dir=&quot;ltr&quot;&gt;우리나라는 EU와 상황이 다르다. 전 세계에서 자국 검색 엔진을 가진 5개국(대한민국, 미국, 중국, 러시아, 체코) 중 하나다.&amp;nbsp;&lt;/p&gt;
&lt;/li&gt;
&lt;li dir=&quot;ltr&quot;&gt;
&lt;p dir=&quot;ltr&quot;&gt;중국과 러시아는 현지 정부의 시장 폐쇄 정책에 따른 결과다.&amp;nbsp;&lt;/p&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;





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&lt;/div&gt;
&lt;p dir=&quot;ltr&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p dir=&quot;ltr&quot;&gt;[업계와 학계의 요구]&lt;/p&gt;
&lt;p dir=&quot;ltr&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;div dir=&quot;ltr&quot;&gt;
&lt;table style=&quot;border-collapse: collapse; border: none; table-layout: fixed; width: 100%;&quot;&gt;&lt;colgroup&gt; &lt;col&gt;&lt;/col&gt; &lt;/colgroup&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td style=&quot;border: 1pt solid; overflow-wrap: break-word; overflow: hidden; padding: 5pt; vertical-align: middle;&quot;&gt;
&lt;ul&gt;
&lt;li dir=&quot;ltr&quot;&gt;
&lt;p dir=&quot;ltr&quot;&gt;체코는 자국 검색 플랫폼이 구글에 점유율을 대부분 빼앗기고 있는 상황이다.&lt;/p&gt;
&lt;/li&gt;
&lt;li dir=&quot;ltr&quot;&gt;
&lt;p dir=&quot;ltr&quot;&gt;사실상 한국 국내 플랫폼 기업들이 유일하게 글로벌 빅테크 기업과 경쟁에서 버티고 있다.&lt;/p&gt;
&lt;/li&gt;
&lt;li dir=&quot;ltr&quot;&gt;
&lt;p dir=&quot;ltr&quot;&gt;미국 빅테크가 점령한 유럽과 국내의 플랫폼 경쟁 상황이 전혀 다르다.&lt;/p&gt;
&lt;/li&gt;
&lt;li dir=&quot;ltr&quot;&gt;
&lt;p dir=&quot;ltr&quot;&gt;이같은 산업 여건을 감안한 규제정책이 마련돼야 한다는 것이다.&lt;/p&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;





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&lt;/div&gt;
&lt;p dir=&quot;ltr&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p dir=&quot;ltr&quot;&gt;[세미나] 온라인 플랫폼 산업 해부’(한국경쟁법학회 주최 - 2023.06.21)&lt;/p&gt;
&lt;div dir=&quot;ltr&quot;&gt;
&lt;table style=&quot;border-collapse: collapse; border: none; table-layout: fixed; width: 100%;&quot;&gt;&lt;colgroup&gt; &lt;col&gt;&lt;/col&gt; &lt;/colgroup&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td style=&quot;border: 1pt solid; overflow-wrap: break-word; overflow: hidden; padding: 5pt; vertical-align: middle;&quot;&gt;
&lt;p dir=&quot;ltr&quot;&gt;홍대식 서강대 법학전문대학원 교수&lt;/p&gt;
&lt;ul&gt;
&lt;li dir=&quot;ltr&quot;&gt;
&lt;p dir=&quot;ltr&quot;&gt;“EU의 디지털시장법과 유사한 방식으로 핵심 플랫폼을 유형화할 경우 공정거래법상 사후규제를 받는 상황과 달리 위법성 판단의 여지 없이 자사 우대행위 등 특정 행위가 금지되므로 국내 대형 플랫폼의 사업상의 의사결정의 자율성이 크게 위축될 수밖에 없다”&lt;/p&gt;
&lt;/li&gt;
&lt;li dir=&quot;ltr&quot;&gt;
&lt;p dir=&quot;ltr&quot;&gt;&amp;nbsp;“국내 대형 플랫폼의 글로벌 경쟁력을 약화하는 요인이 될 것”이라고 지적했다.&lt;/p&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;





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&lt;/div&gt;
&lt;p dir=&quot;ltr&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p dir=&quot;ltr&quot;&gt;[토론회] 합리적 온라인플랫폼 정책 수립 방안 모색 (한국유통학회, 한국온라인쇼핑협회 주최)&lt;/p&gt;
&lt;div dir=&quot;ltr&quot;&gt;
&lt;table style=&quot;border-collapse: collapse; border: none; table-layout: fixed; width: 100%;&quot;&gt;&lt;colgroup&gt; &lt;col&gt;&lt;/col&gt; &lt;/colgroup&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td style=&quot;border: 1pt solid; overflow-wrap: break-word; overflow: hidden; padding: 5pt; vertical-align: middle;&quot;&gt;
&lt;p dir=&quot;ltr&quot;&gt;서종희 연대 법학전문대 교수&lt;/p&gt;
&lt;ul&gt;
&lt;li dir=&quot;ltr&quot;&gt;
&lt;p dir=&quot;ltr&quot;&gt;&quot;자국내 산업보호를 목적으로 하는 유럽 플랫폼 규제와 국내는 출발선부터 다르다&quot;&lt;/p&gt;
&lt;/li&gt;
&lt;li dir=&quot;ltr&quot;&gt;
&lt;p dir=&quot;ltr&quot;&gt;&amp;nbsp;&quot;국내 플랫폼 사업자들의 점유율이 지배적이지 않은 상황에서 규제 도입은 신중해야 하고, 해외 플랫폼에 대한 이용을 저지할 수 없는 국내 환경을 고려할 때 오히려 그 규제가 국내 사업자에게만 가혹한 결과를 가져올 수 있다&quot;&lt;/p&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;





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&lt;/div&gt;
&lt;p dir=&quot;ltr&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p dir=&quot;ltr&quot;&gt;[우려되는 점]&lt;/p&gt;
&lt;div dir=&quot;ltr&quot;&gt;
&lt;table style=&quot;border-collapse: collapse; border: none; table-layout: fixed; width: 100%;&quot;&gt;&lt;colgroup&gt; &lt;col&gt;&lt;/col&gt; &lt;/colgroup&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td style=&quot;border: 1pt solid; overflow-wrap: break-word; overflow: hidden; padding: 5pt; vertical-align: middle;&quot;&gt;
&lt;ul&gt;
&lt;li dir=&quot;ltr&quot;&gt;
&lt;p dir=&quot;ltr&quot;&gt;구글, 넷플릭스, 메타 등 외산 플랫폼들의 한국 시장 잠식 속도가 갈수록 빨라지고 있다는 점.&amp;nbsp;&lt;/p&gt;
&lt;/li&gt;
&lt;li dir=&quot;ltr&quot;&gt;
&lt;p dir=&quot;ltr&quot;&gt;구글은 유튜브를 통해 지난해 12월부터 본격적으로 국내 쇼핑 시장에 진출.&amp;nbsp;&lt;/p&gt;
&lt;/li&gt;
&lt;li dir=&quot;ltr&quot;&gt;
&lt;p dir=&quot;ltr&quot;&gt;유튜브에서 크리에이터가 자신의 유튜브 채널에서 상품을 판매할 수 있는 기능,&amp;nbsp;&lt;/p&gt;
&lt;/li&gt;
&lt;li dir=&quot;ltr&quot;&gt;
&lt;p dir=&quot;ltr&quot;&gt;쇼핑과 관련된 콘텐츠만 모아서 볼 수 있도록 ‘쇼핑’ 카테고리를 신설.&amp;nbsp;&lt;/p&gt;
&lt;/li&gt;
&lt;li dir=&quot;ltr&quot;&gt;
&lt;p dir=&quot;ltr&quot;&gt;한국어판에 사상 첫 쇼핑 채널 &#39;유튜브 쇼핑&#39;을 개설 예정.&lt;/p&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;





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&lt;/div&gt;
&lt;p dir=&quot;ltr&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p dir=&quot;ltr&quot;&gt;[Google] ‘바드’ (구글 생성형 AI 챗봇)&lt;/p&gt;
&lt;div dir=&quot;ltr&quot;&gt;
&lt;table style=&quot;border-collapse: collapse; border: none; table-layout: fixed; width: 100%;&quot;&gt;&lt;colgroup&gt; &lt;col&gt;&lt;/col&gt; &lt;/colgroup&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td style=&quot;border: 1pt solid; overflow-wrap: break-word; overflow: hidden; padding: 5pt; vertical-align: middle;&quot;&gt;
&lt;ul&gt;
&lt;li dir=&quot;ltr&quot;&gt;
&lt;p dir=&quot;ltr&quot;&gt;경쟁이 치열한 생성 AI 시장&lt;/p&gt;
&lt;/li&gt;
&lt;li dir=&quot;ltr&quot;&gt;
&lt;p dir=&quot;ltr&quot;&gt;빅테크의 한국 시장 공세가 시작&lt;/p&gt;
&lt;/li&gt;
&lt;li dir=&quot;ltr&quot;&gt;
&lt;p dir=&quot;ltr&quot;&gt;구글은 생성형 AI 챗봇 &#39;바드&#39;를 발표&lt;/p&gt;
&lt;/li&gt;
&lt;li dir=&quot;ltr&quot;&gt;
&lt;p dir=&quot;ltr&quot;&gt;한국어를 영어, 일본어와 함께 첫 지원어로 깜짝 선정&lt;/p&gt;
&lt;/li&gt;
&lt;li dir=&quot;ltr&quot;&gt;
&lt;p dir=&quot;ltr&quot;&gt;비공산권 국가 중 유일하게 검색 점유율을 자국 기업(네이버)에 밀리고 있는 시장 여건을 감안&lt;/p&gt;
&lt;/li&gt;
&lt;li dir=&quot;ltr&quot;&gt;
&lt;p dir=&quot;ltr&quot;&gt;&amp;nbsp;&#39;AI 검색&#39;으로 공격적인 점유율 경쟁을 벌이겠다는 의지 해석&lt;/p&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;





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&lt;/div&gt;
&lt;p dir=&quot;ltr&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p dir=&quot;ltr&quot;&gt;[MS] ‘쳇GPT’ (오픈AI)&lt;/p&gt;
&lt;div dir=&quot;ltr&quot;&gt;
&lt;table style=&quot;border-collapse: collapse; border: none; table-layout: fixed; width: 100%;&quot;&gt;&lt;colgroup&gt; &lt;col&gt;&lt;/col&gt; &lt;/colgroup&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td style=&quot;border: 1pt solid; overflow-wrap: break-word; overflow: hidden; padding: 5pt; vertical-align: middle;&quot;&gt;
&lt;ul&gt;
&lt;li dir=&quot;ltr&quot;&gt;
&lt;p dir=&quot;ltr&quot;&gt;오픈AI의 챗GPT를 검색엔진 &#39;빙&#39;에 도입한 마이크로소프트&lt;/p&gt;
&lt;/li&gt;
&lt;li dir=&quot;ltr&quot;&gt;
&lt;p dir=&quot;ltr&quot;&gt;지난 2월 챗GPT를 업그레이드(GPT-4) 하며 한국어 답변 수준을 크게 개선했다.&amp;nbsp;&lt;/p&gt;
&lt;/li&gt;
&lt;li dir=&quot;ltr&quot;&gt;
&lt;p dir=&quot;ltr&quot;&gt;오픈AI 그렉 브록만 회장은 최근 방한한 자리에서 한국어 토큰 개선 계획을 밝히기도 했다.&lt;/p&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;





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&lt;/div&gt;
&lt;p dir=&quot;ltr&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;h3 dir=&quot;ltr&quot;&gt;OTT·클라우드·음원앱도 글로벌 빅테크가 추월…&quot;검색·이커머스 순위도 뒤바뀔 수도&quot;&lt;/h3&gt;
&lt;p dir=&quot;ltr&quot;&gt;[국내 시장 점유율]&lt;/p&gt;
&lt;div dir=&quot;ltr&quot;&gt;
&lt;table style=&quot;border-collapse: collapse; border: none; table-layout: fixed; width: 100%;&quot;&gt;&lt;colgroup&gt; &lt;col&gt;&lt;/col&gt; &lt;/colgroup&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td style=&quot;border: 1pt solid; overflow-wrap: break-word; overflow: hidden; padding: 5pt; vertical-align: middle;&quot;&gt;
&lt;p dir=&quot;ltr&quot;&gt;이런 상황에서 국내 플랫폼을 겨냥한 규제 강도가 높아질 경우 글로벌 플랫폼의 국내 시장 잠식 속도만 빨라지는 결과를 초래할 것이라는 우려다. 실제 검색, 미디어, 클라우드, 콘텐츠 등 글로벌 빅테크 기업이 일찍이 진출한 분야는 빠르게 국내 시장 점유율을 높여나가고 있다.&lt;/p&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;/div&gt;
&lt;p dir=&quot;ltr&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p dir=&quot;ltr&quot;&gt;[집계] ‘와이즈앱·리테일·굿즈’(앱 분석 서비스)&lt;/p&gt;
&lt;div dir=&quot;ltr&quot;&gt;
&lt;table style=&quot;border-collapse: collapse; border: none; table-layout: fixed; width: 100%;&quot;&gt;&lt;colgroup&gt; &lt;col&gt;&lt;/col&gt; &lt;/colgroup&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td style=&quot;border: 1pt solid; overflow-wrap: break-word; overflow: hidden; padding: 5pt; vertical-align: middle;&quot;&gt;
&lt;p dir=&quot;ltr&quot;&gt;국내에서 이용자 수가 가장 많은 OTT 서비스(4월 기준)&lt;/p&gt;
&lt;ul&gt;
&lt;li dir=&quot;ltr&quot;&gt;
&lt;p dir=&quot;ltr&quot;&gt;넷플릭스(1156만명).&lt;/p&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;





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&lt;/div&gt;
&lt;p dir=&quot;ltr&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;div dir=&quot;ltr&quot;&gt;
&lt;table style=&quot;border-collapse: collapse; border: none; table-layout: fixed; width: 100%;&quot;&gt;&lt;colgroup&gt; &lt;col&gt;&lt;/col&gt; &lt;/colgroup&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td style=&quot;border: 1pt solid; overflow-wrap: break-word; overflow: hidden; padding: 5pt; vertical-align: middle;&quot;&gt;
&lt;p dir=&quot;ltr&quot;&gt;2021년 기준 국내 클라우드 시장점유율은 1, 2위&lt;/p&gt;
&lt;ul&gt;
&lt;li dir=&quot;ltr&quot;&gt;
&lt;p dir=&quot;ltr&quot;&gt;아마존(62.1%)&lt;/p&gt;
&lt;/li&gt;
&lt;li dir=&quot;ltr&quot;&gt;
&lt;p dir=&quot;ltr&quot;&gt;MS(12%)&lt;/p&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;





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&lt;/div&gt;
&lt;p dir=&quot;ltr&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p dir=&quot;ltr&quot;&gt;[결과] 한국인 안드로이드 스마트폰 사용자를 표본 조사 (와이즈앱·리테일·굿즈)&lt;/p&gt;
&lt;div dir=&quot;ltr&quot;&gt;
&lt;table style=&quot;border-collapse: collapse; border: none; table-layout: fixed; width: 100%;&quot;&gt;&lt;colgroup&gt; &lt;col&gt;&lt;/col&gt; &lt;/colgroup&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td style=&quot;border: 1pt solid; overflow-wrap: break-word; overflow: hidden; padding: 5pt; vertical-align: middle;&quot;&gt;
&lt;p dir=&quot;ltr&quot;&gt;(2023년 4월 기준)&lt;/p&gt;
&lt;div dir=&quot;ltr&quot;&gt;
&lt;table style=&quot;border-collapse: collapse; border: none; table-layout: fixed; width: 100%;&quot;&gt;&lt;colgroup&gt; &lt;col&gt;&lt;/col&gt; &lt;col&gt;&lt;/col&gt; &lt;col&gt;&lt;/col&gt; &lt;/colgroup&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td style=&quot;border: 1pt solid; overflow-wrap: break-word; overflow: hidden; padding: 5pt; vertical-align: middle;&quot;&gt;
&lt;p dir=&quot;ltr&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;/td&gt;
&lt;td style=&quot;border: 1pt solid; overflow-wrap: break-word; overflow: hidden; padding: 5pt; vertical-align: middle;&quot;&gt;
&lt;p dir=&quot;ltr&quot;&gt;유튜브&amp;nbsp;&lt;/p&gt;
&lt;/td&gt;
&lt;td style=&quot;border: 1pt solid; overflow-wrap: break-word; overflow: hidden; padding: 5pt; vertical-align: middle;&quot;&gt;
&lt;p dir=&quot;ltr&quot;&gt;멜론&lt;/p&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td style=&quot;border: 1pt solid; overflow-wrap: break-word; overflow: hidden; padding: 5pt; vertical-align: middle;&quot;&gt;
&lt;p dir=&quot;ltr&quot;&gt;뮤직 앱&amp;nbsp;&lt;/p&gt;
&lt;p dir=&quot;ltr&quot;&gt;사용자 수&lt;/p&gt;
&lt;/td&gt;
&lt;td style=&quot;border: 1pt solid; overflow-wrap: break-word; overflow: hidden; padding: 5pt; vertical-align: middle;&quot;&gt;
&lt;p dir=&quot;ltr&quot;&gt;521만명&lt;/p&gt;
&lt;p dir=&quot;ltr&quot;&gt;(역대 최대기록)&lt;/p&gt;
&lt;/td&gt;
&lt;td style=&quot;border: 1pt solid; overflow-wrap: break-word; overflow: hidden; padding: 5pt; vertical-align: middle;&quot;&gt;
&lt;p dir=&quot;ltr&quot;&gt;459만명&lt;/p&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;





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&lt;/div&gt;
&lt;p dir=&quot;ltr&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;/div&gt;
&lt;p dir=&quot;ltr&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p dir=&quot;ltr&quot;&gt;[AI, 이커머스]&lt;/p&gt;
&lt;div dir=&quot;ltr&quot;&gt;
&lt;table style=&quot;border-collapse: collapse; border: none; table-layout: fixed; width: 100%;&quot;&gt;&lt;colgroup&gt; &lt;col&gt;&lt;/col&gt; &lt;/colgroup&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td style=&quot;border: 1pt solid; overflow-wrap: break-word; overflow: hidden; padding: 5pt; vertical-align: middle;&quot;&gt;
&lt;ul&gt;
&lt;li dir=&quot;ltr&quot;&gt;
&lt;p dir=&quot;ltr&quot;&gt;언제든 순위가 뒤 바뀌고 점유율을 빼앗길 수 있는 얘기다.&amp;nbsp;&lt;/p&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;





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&lt;/div&gt;
&lt;p dir=&quot;ltr&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p dir=&quot;ltr&quot;&gt;[정부/규제기관] 조치(과거)&lt;/p&gt;
&lt;div dir=&quot;ltr&quot;&gt;
&lt;table style=&quot;border-collapse: collapse; border: none; table-layout: fixed; width: 100%;&quot;&gt;&lt;colgroup&gt; &lt;col&gt;&lt;/col&gt; &lt;/colgroup&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td style=&quot;border: 1pt solid; overflow-wrap: break-word; overflow: hidden; padding: 5pt; vertical-align: middle;&quot;&gt;
&lt;ul&gt;
&lt;li dir=&quot;ltr&quot;&gt;
&lt;p dir=&quot;ltr&quot;&gt;지난 2013년에는 공정거래위원회가 국내 온라인 검색 시장에서 국내 1, 2위 포털기업인 NHN(현 네이버)과 다음커뮤니케이션이 구글을 제소했을 때 구글에 무혐의 결론을 내렸다.&amp;nbsp;&lt;/p&gt;
&lt;/li&gt;
&lt;li dir=&quot;ltr&quot;&gt;
&lt;p dir=&quot;ltr&quot;&gt;2011년에 다음 등이 구글이 스마트폰 제조사에 안드로이드 운영체제를 공급하는 과정에서 구글 검색엔진만을 선탑재하고 타 회사의 검색 프로그램을 쓰지 못하도록 강제한 의혹으로 제소한 바 있다.&lt;/p&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;





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&lt;/div&gt;
&lt;p dir=&quot;ltr&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p dir=&quot;ltr&quot;&gt;[정부/규제기관] 방안(현재)&lt;/p&gt;
&lt;div dir=&quot;ltr&quot;&gt;
&lt;table style=&quot;border-collapse: collapse; border: none; table-layout: fixed; width: 100%;&quot;&gt;&lt;colgroup&gt; &lt;col&gt;&lt;/col&gt; &lt;/colgroup&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td style=&quot;border: 1pt solid; overflow-wrap: break-word; overflow: hidden; padding: 5pt; vertical-align: middle;&quot;&gt;
&lt;ul&gt;
&lt;li dir=&quot;ltr&quot;&gt;
&lt;p dir=&quot;ltr&quot;&gt;적극적으로 나서야 하는 해외 플랫폼의 불공정거래&lt;/p&gt;
&lt;/li&gt;
&lt;li dir=&quot;ltr&quot;&gt;
&lt;p dir=&quot;ltr&quot;&gt;마땅한 조치를 취하지 않고 있다.&amp;nbsp;&lt;/p&gt;
&lt;/li&gt;
&lt;li dir=&quot;ltr&quot;&gt;
&lt;p dir=&quot;ltr&quot;&gt;정부와 국회에서는 이렇다할 방안을 내놓지 못하고 있다.&lt;/p&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;





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&lt;/div&gt;
&lt;p dir=&quot;ltr&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p dir=&quot;ltr&quot;&gt;[인앱결제방지법] 구글 애플&lt;/p&gt;
&lt;div dir=&quot;ltr&quot;&gt;
&lt;table style=&quot;border-collapse: collapse; border: none; table-layout: fixed; width: 100%;&quot;&gt;&lt;colgroup&gt; &lt;col&gt;&lt;/col&gt; &lt;/colgroup&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td style=&quot;border: 1pt solid; overflow-wrap: break-word; overflow: hidden; padding: 5pt; vertical-align: middle;&quot;&gt;
&lt;ul&gt;
&lt;li dir=&quot;ltr&quot;&gt;
&lt;p dir=&quot;ltr&quot;&gt;제3자 결제를 허용&lt;/p&gt;
&lt;/li&gt;
&lt;li dir=&quot;ltr&quot;&gt;
&lt;p dir=&quot;ltr&quot;&gt;26%의 높은 수수료율 부과&lt;/p&gt;
&lt;/li&gt;
&lt;li dir=&quot;ltr&quot;&gt;
&lt;p dir=&quot;ltr&quot;&gt;업계에서는 꼼수라는 비판&lt;/p&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;





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&lt;/div&gt;
&lt;p dir=&quot;ltr&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p dir=&quot;ltr&quot;&gt;[인터넷 트렌드 점유율] 구글&lt;/p&gt;
&lt;div dir=&quot;ltr&quot;&gt;
&lt;table style=&quot;border-collapse: collapse; border: none; table-layout: fixed; width: 100%;&quot;&gt;&lt;colgroup&gt; &lt;col&gt;&lt;/col&gt; &lt;col&gt;&lt;/col&gt; &lt;col&gt;&lt;/col&gt; &lt;col&gt;&lt;/col&gt; &lt;col&gt;&lt;/col&gt; &lt;/colgroup&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td style=&quot;border: 1pt solid; overflow-wrap: break-word; overflow: hidden; padding: 5pt; text-align: center; vertical-align: middle;&quot;&gt;
&lt;p dir=&quot;ltr&quot;&gt;트렌드 점유율&lt;/p&gt;
&lt;/td&gt;
&lt;td style=&quot;border: 1pt solid; overflow-wrap: break-word; overflow: hidden; padding: 5pt; text-align: center; vertical-align: middle;&quot;&gt;
&lt;p dir=&quot;ltr&quot;&gt;2010년도 (초반)&lt;/p&gt;
&lt;/td&gt;
&lt;td style=&quot;border: 1pt solid; overflow-wrap: break-word; overflow: hidden; padding: 5pt; text-align: center; vertical-align: middle;&quot;&gt;
&lt;p dir=&quot;ltr&quot;&gt;2015년&lt;/p&gt;
&lt;/td&gt;
&lt;td style=&quot;border: 1pt solid; overflow-wrap: break-word; overflow: hidden; padding: 5pt; text-align: center; vertical-align: middle;&quot;&gt;
&lt;p dir=&quot;ltr&quot;&gt;2019년&lt;/p&gt;
&lt;/td&gt;
&lt;td style=&quot;border: 1pt solid; overflow-wrap: break-word; overflow: hidden; padding: 5pt; text-align: center; vertical-align: middle;&quot;&gt;
&lt;p dir=&quot;ltr&quot;&gt;2023년 현재&lt;/p&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td style=&quot;border: 1pt solid; overflow-wrap: break-word; overflow: hidden; padding: 5pt; text-align: center; vertical-align: middle;&quot;&gt;
&lt;p dir=&quot;ltr&quot;&gt;구글&lt;/p&gt;
&lt;/td&gt;
&lt;td style=&quot;border: 1pt solid; overflow-wrap: break-word; overflow: hidden; padding: 5pt; text-align: center; vertical-align: middle;&quot;&gt;
&lt;p dir=&quot;ltr&quot;&gt;5%&lt;/p&gt;
&lt;/td&gt;
&lt;td style=&quot;border: 1pt solid; overflow-wrap: break-word; overflow: hidden; padding: 5pt; text-align: center; vertical-align: middle;&quot;&gt;
&lt;p dir=&quot;ltr&quot;&gt;7.26%&lt;/p&gt;
&lt;/td&gt;
&lt;td style=&quot;border: 1pt solid; overflow-wrap: break-word; overflow: hidden; padding: 5pt; text-align: center; vertical-align: middle;&quot;&gt;
&lt;p dir=&quot;ltr&quot;&gt;30.97%&lt;/p&gt;
&lt;/td&gt;
&lt;td style=&quot;border: 1pt solid; overflow-wrap: break-word; overflow: hidden; padding: 5pt; text-align: center; vertical-align: middle;&quot;&gt;
&lt;p dir=&quot;ltr&quot;&gt;35.17%&lt;/p&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td style=&quot;border: 1pt solid; overflow-wrap: break-word; overflow: hidden; padding: 5pt; text-align: center; vertical-align: middle;&quot;&gt;
&lt;p dir=&quot;ltr&quot;&gt;10년간&lt;/p&gt;
&lt;/td&gt;
&lt;td colspan=&quot;4&quot; style=&quot;border: 1pt solid; overflow-wrap: break-word; overflow: hidden; padding: 5pt; text-align: center; vertical-align: middle;&quot;&gt;
&lt;p dir=&quot;ltr&quot;&gt;7배 상승세&lt;/p&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;/div&gt;
&lt;p dir=&quot;ltr&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;div dir=&quot;ltr&quot;&gt;
&lt;table style=&quot;border-collapse: collapse; border: none; table-layout: fixed; width: 100%;&quot;&gt;&lt;colgroup&gt; &lt;col&gt;&lt;/col&gt; &lt;/colgroup&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td style=&quot;border: 1pt solid; overflow-wrap: break-word; overflow: hidden; padding: 5pt; vertical-align: middle;&quot;&gt;
&lt;p dir=&quot;ltr&quot;&gt;구글은 이같은 안드로이드 선탑재 힘입어 국내 검색 엔진 시장 점유율을 지속적으로 확대해나가고 있다.&amp;nbsp;&lt;/p&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;





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&lt;/div&gt;
&lt;p dir=&quot;ltr&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p dir=&quot;ltr&quot;&gt;[인터넷 트렌드 점유율] 토종기업&lt;/p&gt;
&lt;div dir=&quot;ltr&quot;&gt;
&lt;table style=&quot;border-collapse: collapse; border: none; table-layout: fixed; width: 100%;&quot;&gt;&lt;colgroup&gt; &lt;col&gt;&lt;/col&gt; &lt;col&gt;&lt;/col&gt; &lt;col&gt;&lt;/col&gt; &lt;col&gt;&lt;/col&gt; &lt;col&gt;&lt;/col&gt; &lt;/colgroup&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td style=&quot;border: 1pt solid; overflow-wrap: break-word; overflow: hidden; padding: 5pt; text-align: center; vertical-align: middle;&quot;&gt;
&lt;p dir=&quot;ltr&quot;&gt;트렌드 점유율&lt;/p&gt;
&lt;/td&gt;
&lt;td style=&quot;border: 1pt solid; overflow-wrap: break-word; overflow: hidden; padding: 5pt; text-align: center; vertical-align: middle;&quot;&gt;
&lt;p dir=&quot;ltr&quot;&gt;2010년도 (초반)&lt;/p&gt;
&lt;/td&gt;
&lt;td style=&quot;border: 1pt solid; overflow-wrap: break-word; overflow: hidden; padding: 5pt; text-align: center; vertical-align: middle;&quot;&gt;
&lt;p dir=&quot;ltr&quot;&gt;2015년&lt;/p&gt;
&lt;/td&gt;
&lt;td style=&quot;border: 1pt solid; overflow-wrap: break-word; overflow: hidden; padding: 5pt; text-align: center; vertical-align: middle;&quot;&gt;
&lt;p dir=&quot;ltr&quot;&gt;2019년&lt;/p&gt;
&lt;/td&gt;
&lt;td style=&quot;border: 1pt solid; overflow-wrap: break-word; overflow: hidden; padding: 5pt; text-align: center; vertical-align: middle;&quot;&gt;
&lt;p dir=&quot;ltr&quot;&gt;2023년 현재&lt;/p&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td style=&quot;border: 1pt solid; overflow-wrap: break-word; overflow: hidden; padding: 5pt; text-align: center; vertical-align: middle;&quot;&gt;
&lt;p dir=&quot;ltr&quot;&gt;네이버&lt;/p&gt;
&lt;p dir=&quot;ltr&quot;&gt;카카오&lt;/p&gt;
&lt;/td&gt;
&lt;td style=&quot;border: 1pt solid; overflow-wrap: break-word; overflow: hidden; padding: 5pt; text-align: center; vertical-align: middle;&quot;&gt;
&lt;p dir=&quot;ltr&quot;&gt;95%&lt;/p&gt;
&lt;/td&gt;
&lt;td style=&quot;border: 1pt solid; overflow-wrap: break-word; overflow: hidden; padding: 5pt; text-align: center; vertical-align: middle;&quot;&gt;
&lt;p dir=&quot;ltr&quot;&gt;96.74%&lt;/p&gt;
&lt;/td&gt;
&lt;td style=&quot;border: 1pt solid; overflow-wrap: break-word; overflow: hidden; padding: 5pt; text-align: center; vertical-align: middle;&quot;&gt;
&lt;p dir=&quot;ltr&quot;&gt;69.03%&lt;/p&gt;
&lt;/td&gt;
&lt;td style=&quot;border: 1pt solid; overflow-wrap: break-word; overflow: hidden; padding: 5pt; text-align: center; vertical-align: middle;&quot;&gt;
&lt;p dir=&quot;ltr&quot;&gt;64.83%&lt;/p&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;tr&gt;
&lt;td style=&quot;border: 1pt solid; overflow-wrap: break-word; overflow: hidden; padding: 5pt; vertical-align: middle;&quot;&gt;
&lt;p dir=&quot;ltr&quot; style=&quot;text-align: center;&quot;&gt;10년간&lt;/p&gt;
&lt;/td&gt;
&lt;td colspan=&quot;4&quot; style=&quot;border: 1pt solid; overflow-wrap: break-word; overflow: hidden; padding: 5pt; text-align: center; vertical-align: middle;&quot;&gt;
&lt;p dir=&quot;ltr&quot;&gt;지속 하락세&lt;/p&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;





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&lt;/div&gt;
&lt;p dir=&quot;ltr&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;div dir=&quot;ltr&quot;&gt;
&lt;table style=&quot;border-collapse: collapse; border: none; table-layout: fixed; width: 100%;&quot;&gt;&lt;colgroup&gt; &lt;col&gt;&lt;/col&gt; &lt;/colgroup&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td style=&quot;border: 1pt solid; overflow-wrap: break-word; overflow: hidden; padding: 5pt; vertical-align: middle;&quot;&gt;
&lt;ul&gt;
&lt;li dir=&quot;ltr&quot;&gt;
&lt;p dir=&quot;ltr&quot;&gt;카카오의 1분기 포털비즈 매출&lt;/p&gt;
&lt;/li&gt;
&lt;li dir=&quot;ltr&quot;&gt;
&lt;p dir=&quot;ltr&quot;&gt;전분기 대비 15% 빠진 836억원을 기록&lt;/p&gt;
&lt;/li&gt;
&lt;li dir=&quot;ltr&quot;&gt;
&lt;p dir=&quot;ltr&quot;&gt;네이버 검색점유율 지속적으로 감소 추세&lt;/p&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;





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&lt;/div&gt;
&lt;p dir=&quot;ltr&quot;&gt;&amp;nbsp;&lt;/p&gt;
&lt;p dir=&quot;ltr&quot;&gt;[업계 관계자] 의견 및 강조내용&lt;/p&gt;
&lt;div dir=&quot;ltr&quot;&gt;
&lt;table style=&quot;border-collapse: collapse; border: none; table-layout: fixed; width: 100%;&quot;&gt;&lt;colgroup&gt; &lt;col&gt;&lt;/col&gt; &lt;/colgroup&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td style=&quot;border: 1pt solid; overflow-wrap: break-word; overflow: hidden; padding: 5pt; vertical-align: middle;&quot;&gt;
&lt;ul&gt;
&lt;li dir=&quot;ltr&quot;&gt;
&lt;p dir=&quot;ltr&quot;&gt;공정위는 10년 전 구글 스마트폰 선탑재를 방관하면서 네이버, 다음이 몰락&lt;/p&gt;
&lt;/li&gt;
&lt;li dir=&quot;ltr&quot;&gt;
&lt;p dir=&quot;ltr&quot;&gt;국내 규제 방향성은 향후 5~10년 후 한국 인터넷 산업 전체에 부정적인 영향을 미칠 것&lt;/p&gt;
&lt;/li&gt;
&lt;li dir=&quot;ltr&quot;&gt;
&lt;p dir=&quot;ltr&quot;&gt;정부의 규제가 EU, 미국에서 자국 플랫폼을 확장하려는 글로벌 흐름과 역행하고 있다.&amp;nbsp;&lt;/p&gt;
&lt;/li&gt;
&lt;li dir=&quot;ltr&quot;&gt;
&lt;p dir=&quot;ltr&quot;&gt;자국 플랫폼 기업들이 더 잘 성장할 수 있는 환경이 조성돼야 한다&lt;/p&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;/div&gt;
&lt;p dir=&quot;ltr&quot;&gt;&amp;nbsp;&lt;/p&gt;




















&lt;!-- ||=====================================  Contents ====================================|| --&gt;






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&lt;/html&gt;&lt;div class=&quot;blogger-post-footer&quot;&gt;https://keycolor50.blogspot.com/p/ad-post-feed-footer.html&lt;/div&gt;</description><link>https://finance-keypoint.blogspot.com/2023/06/dma.html</link><author>noreply@blogger.com (Keycolor)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://lh5.googleusercontent.com/If2TJkEmYpvZxyQYYmpT7DYzkKXdYidTzYIRMFLBT26jtbnN2JqN3Cha7B2WEKbMxBMAWgxPvuc2-dkWAGSVm7txtRMR6f93S2DzAmUY8ZW3NsUvX2-pvTyT2nn5pYJSvStZpahOFlWuiBM8zst0i6U=s72-c" height="72" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-8115300692340596844.post-7180111333339019382</guid><pubDate>Fri, 02 Jun 2023 01:27:00 +0000</pubDate><atom:updated>2023-08-01T15:49:29.382+09:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">2023년</category><category domain="http://www.blogger.com/atom/ns#">contract</category><category domain="http://www.blogger.com/atom/ns#">DMM</category><category domain="http://www.blogger.com/atom/ns#">in 2023</category><category domain="http://www.blogger.com/atom/ns#">Korea Exchange</category><category domain="http://www.blogger.com/atom/ns#">List</category><category domain="http://www.blogger.com/atom/ns#">market maker</category><category domain="http://www.blogger.com/atom/ns#">point</category><category domain="http://www.blogger.com/atom/ns#">stock exchange</category><category domain="http://www.blogger.com/atom/ns#">계약</category><category domain="http://www.blogger.com/atom/ns#">리스트</category><category domain="http://www.blogger.com/atom/ns#">시장조성자</category><category domain="http://www.blogger.com/atom/ns#">증권사</category><category domain="http://www.blogger.com/atom/ns#">한국거래소</category><title>[Point] 한국거래소 시장조성자  2023년 계약 증권사 리스트 (DMM)</title><description>
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&lt;!-- ||=================================== Contents ========================================|| --&gt; 

&lt;h2&gt;&lt;strong&gt;한국거래소 :&amp;nbsp;국내 시장조성자 제도&lt;/strong&gt;&lt;/h2&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;h3&gt;2023년 한국거래소 시장조성자 계약&lt;/h3&gt;
&lt;ul&gt;
&lt;li&gt;계약기간 :2023년 1월2일부터&amp;nbsp;12월29일까지 &lt;br /&gt;1년 동안 시장조성계약 종목에 대해 상시적으로 시정조성호가를 제출해 저유동종목에 유동성을 공급하게 된다.&lt;br /&gt;&lt;br /&gt;&lt;/li&gt;
&lt;li&gt;알고리즘 트레이딩 시스템&lt;br /&gt;초단타거래&lt;br /&gt;&lt;br /&gt;&lt;/li&gt;
&lt;li&gt;한국거래소(거래소)가&amp;nbsp;2023년도 주식 시장조성자 계약을 체결하고 저유동 종목에 유동성을 공급한다. &lt;br /&gt;시장조성자와 시장조성계약 종목 모두 늘었다. &lt;br /&gt;한국거래소는&amp;nbsp;29일 &quot;주식시장의 가격발견기능과 유동성을 높이기 위해 9개 회원사와&amp;nbsp;2023년도 시장조성계약을 체결했다&quot;고 밝혔다. 유가증권시장에 8개사가 참여하고 코스닥 시장에 9개사가 참여한다.&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;ol&gt;
&lt;li&gt;미래에셋증권,&amp;nbsp;&lt;/li&gt;
&lt;li&gt;NH투자증권,&amp;nbsp;&lt;/li&gt;
&lt;li&gt;신한투자증권,&amp;nbsp;&lt;/li&gt;
&lt;li&gt;이베스트투자증권,&amp;nbsp;&lt;/li&gt;
&lt;li&gt;신영증권,&amp;nbsp;&lt;/li&gt;
&lt;li&gt;교보증권,&amp;nbsp;&lt;/li&gt;
&lt;li&gt;하이투자증권,&amp;nbsp;&lt;/li&gt;
&lt;li&gt;외국계 증권사&amp;nbsp;IMM&amp;nbsp;등 총 9곳이다.&lt;/li&gt;
&lt;/ol&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;table&gt;





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&lt;/table&gt;


&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;h3&gt;시장조성자 권한&lt;/h3&gt;
&lt;ul&gt;
&lt;li&gt;자본시장 &#39;시장조성자&#39; 마켓메이커 존재&lt;/li&gt;
&lt;li&gt;유동성 공급&lt;/li&gt;
&lt;li&gt;거래소 계약 체결&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;h3&gt;시장조성자란&amp;nbsp;&lt;/h3&gt;
&lt;p style=&quot;padding-left: 30px;&quot;&gt;매수·매도 양방향에 호가를 제시해 투자자의 거래상대방이 되어주는 자기매매업자(통상 증권사)를 말한다.&amp;nbsp;&lt;/p&gt;
&lt;p style=&quot;padding-left: 30px;&quot;&gt;이미 미국, 영국, 독일 등 주요국뿐 아니라 한국도 도입하고 있는 제도다. 정부는 시장조성자의 활동을 돕기 위해 시장조성 활동에 한해 증권거래세를 면제하고 있다.&lt;/p&gt;
&lt;p style=&quot;padding-left: 30px;&quot;&gt;시장조성자 공매도&lt;/p&gt;
&lt;p style=&quot;padding-left: 30px;&quot;&gt;동학개미(개인투자자) 시선 곱지 않다.&lt;/p&gt;
&lt;p style=&quot;padding-left: 30px;&quot;&gt;시장조성자 역할 유동성 개선 및 모든 시장참여자의 효용을 증가&lt;/p&gt;
&lt;p style=&quot;padding-left: 30px;&quot;&gt;정부출연연의 연구결과&lt;/p&gt;
&lt;p style=&quot;padding-left: 30px;&quot;&gt;올해 한국거래소와 시장조성자 계약을 맺은 미래에셋증권 등 총 9개사다. 이들은 계약기간은 지난달 2일부터&amp;nbsp;12월29일까지 1년 동안 시장조성계약 종목에 대해 상시적으로 시정조성호가를 제출해 저유동종목에 유동성을 공급하게 된다.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;


&lt;table&gt;





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&lt;/table&gt;



&lt;h3&gt;시장조성계약 종목&lt;/h3&gt;
&lt;p&gt;&quot;지정시장조성자(DMM) 도입 증권시장의 유동성 개선&quot; 2023.02.23&lt;/p&gt;
&lt;p&gt;「시장조성자 증권거래세 면제의 효과」를 통해&amp;nbsp;증권거래세가 면제되는 지정시장조성자(DMM) 제도의 도입이 증권시장에 미치는 효과를 분석했는데, DMM의 도입은 증권시장의 유동성을 개선하고 시장 참여자의 효용을 증가시키는 것으로 나타났다.&lt;/p&gt;
&lt;p&gt;거래대금의 경우 기준점을 전후로 큰 변화가 있지 않은 것으로 나타난 반면, 가격의 경우 DMM 배정이 이루어지는 종목들의 가격변화가 더 크게 나타나는 것을 확인할 수 있었으며, 유동성 지표의 경우 DMM 도입으로 인하여 모두 개선되는 것으로 나타났다.&lt;/p&gt;
&lt;p&gt;현재 다소 축소된 시장조성 대상 주식 종목을 다시 확대하는 방향 역시 검토할 필요가 있을 것으로 생각&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;


&lt;table&gt;





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&lt;h3&gt;한국IMC증권&lt;/h3&gt;
&lt;ul&gt;
&lt;li&gt;인가 1년&amp;nbsp;&lt;/li&gt;
&lt;li&gt;한국IMC증권,&amp;nbsp;&lt;/li&gt;
&lt;li&gt;&#39;시장조성자 재개&#39;&amp;nbsp;&lt;/li&gt;
&lt;li&gt;오매불망…허송세월 어쩌나&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;지난해 89억 순손실…직원도 이탈 19→15명 글로벌 &#39;시장조성&#39; 전문 증권사…작년 국내 제도는 잠정 중단&lt;/p&gt;
&lt;p&gt;[뉴스토마토 우연수 기자] 불완전한 자본시장 제도로 국내에 들어온 지 갓 1년된 한국IMC증권이 사업을 지속하지 못할 어려움에 처했다.&amp;nbsp;&lt;/p&gt;
&lt;p&gt;IMC증권은 초단타매매를 통해 수익을 내는 네덜란드계 증권사로 한국거래소가 시장조성자 제도 활성화를 위해 한국에 적극 유치한 곳이다. 하지만 들어온 지 6개월 만에 시장조성자 제도는 잠정 중단됐다.&amp;nbsp;&lt;/p&gt;
&lt;p&gt;증권업계에서는 약 4년 만에 국내에 들어온 외국계 금융투자업자가 제도의 불완전성으로 피해를 본 사례라고 평가하며, 국내 제도의 경직성이 다양한 비즈니스 모델을 지닌 증권사들의 국내 진입을 제약할 수 있다고 우려하고 있다.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;30일 금융투자협회 공시사이트에 따르면 한국IMC증권의 작년 한해 당기순손실과 영업손실은 약 89억원이다. 영업수익이 10억6400만원 났으며, 비용은 99억7600만원이 들어 결과적으로 적자를 봤다.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;한국IMC증권이 적자를 본 이유는 한국에서 하려던 시장조성 사업을 하지 못하게 됐기 때문이다. IMC증권은 알고리즘 트레이딩 시스템을 통해 전문적으로 초단타거래를 하고 시장조성자 업무를 전문으로 하는 외국계 증권사다. 전세계 거래소에서 시장조성 업무 전담 증권사로 활약하고 있으며 미국 뉴욕거래소 최대 시장 조성자 중 하나다.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;업계와 당국에 따르면&amp;nbsp;&lt;/p&gt;
&lt;p&gt;한국거래소에서도 국내 시장조성자 제도 활성화를 위해 IMC증권 유치에 공을 들였다는 후문이다. 시장조성자 제도란 거래 부진 종목에 대해 시장조성자로 지정된 증권사들이 매수·매도 가격을 촘촘하게 제시해 가격 형성을 주도하고 시장에 유동성을 공급하는 제도다. 제도는 2017년부터 시행됐지만 제도가 익숙하지 않은 국내 증권사들이 여러 불확실성을 이유로 참여를 주저하자 거래소 입장에선 큰 외국계 증권사를 들여와 판을 키우자는 판단이었던 것이다. 국내에서는 초단타매매가 시장 교란이 아니냔 인식이 남아있지만, 미국 등 선진 자본시장에선 주요한 투자 기법으로 인정받고 있으며 IMC증권처럼 전문으로 하는 증권사도 많다.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;금융당국과 업계 관계자들에 따르면 한국지사 출범 당시 상당한 기대를 모았으며, 금융감독원과 거래소 직원이 한명씩 이직하기도 했다. 그렇게 IMC증권은 작년 1월 예비 인허가를 거쳐 4월 본허가까지 받았다.&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
  
  
  
  
  
  
  
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&lt;p&gt;표=뉴스토마토&lt;/p&gt;
  
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&lt;p&gt;하지만 본인가를 받기 전부터 &#39;철수 검토&#39; 이야기가 나오는 등 IMC증권의 한국 진출은 순탄치 않았다. IMC증권이 예비인가를 받은 작년 초, 국내에선 시장조성자 거래세 면제 혜택이 축소되는 정책적 변화가 있었기 때문이다. 정부가 시장조성자의 대형주 거래세 면제 혜택 제외 방침을 밝히자 IMC증권은 사업성과 수익성을 재검토한 것으로 알려진다.&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;작년 하반기부터는 국내 시장조성자 제도가 파행으로 치달으며 사실상 IMC증권은 시범 업무 외에 본격적인 시장조성 업무에 참여하지도 못하게 됐다. 금감원이 시장조성자로 지정된 증권사 중 9곳에 &#39;반복적인 호가 정정취소 등 시장질서 교란 행위&#39;를 이유로 480억원의 과징금을 통보하면서 거래소가 지정 증권사들의 시장조성 의무를 면제해줬기 때문이다. 현재 시장조성 업무는 잠정 중단됐으며, 과징금 안건은 증권선물위원회 등을 거쳐 최종 확정될 예정이다.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;업계에서는 이번 사례를 국내 제도의 불완전함으로 외국계 증권사가 피해를 본 사례로 평가하고 있다.&amp;nbsp;&lt;/p&gt;
&lt;p&gt;금융투자업계 한 고위 관계자는 &quot;IMC증권은 시장조성자 업무와 관련한 라이선스만 받은 상태기 때문에 사실상 비즈니스를 못하고 있는 상황&quot;이라며 &quot;감독당국에서 시장조성업루를 불법으로 간주할 수 있단 불확실성이 있기 때문에 이 부분이 빨리 해결돼야 할 것 같다&quot;고 설명했다.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;시장조성자 외 다른 사업으로 확장할 가능성도 낮다는 관측이 나온다. 국내에서 금융업 인가를 받는 건 단기간에 쉬운 일이 아니기 때문이다. 금융당국 측도 추가 인가 등과 관련한 IMC 측 문의는 없었다고 밝혔다. 금감원 관계자는 &quot;보통 외국계 증권사는 작은 단위의 인가부터 받아 한국지사를 차린 뒤 사업성이나 수익성을 판단해 확장 여부를 판단하는데 IMC증권은 특성상 다른 사업 인가를 받기도 애매해 시장조성자 제도 정상화를 기다리고 있는 상황&quot;이라고 전했다.&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;우연수 기자 coincidence@etomato.com&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;이 기사는 뉴스토마토 보도준칙 및 윤리강령에 따라 이 최종 확인·수정했습니다.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;


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&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;h2&gt;금융위, 한국아이엠씨증권 금융투자업 예비인가&lt;/h2&gt;
&lt;p&gt;입력&amp;nbsp;2021.01.13&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;h2&gt;휘청이는 거래소 시장조성자 제도…신한證 철수&lt;/h2&gt;
&lt;p&gt;입력2023.04.27.&lt;/p&gt;
&lt;p&gt;&quot;까다로워진 의무 비해 수익은 그닥&quot; 개인투자자들 부정적 인식도 부담&lt;/p&gt;
&lt;p&gt;시장조성자 제도가 재정비를 거쳐 올해 새롭게 출발했지만, 첫분기부터 삐걱거린 것으로 나타났다. 시장조성자 계약을 맺은 신한투자증권은 2분기부터 아예 빠지기로 했으며, 다른 증권사들도 의무적으로 충족해야 하는 이행률이 낮은 상황이다. 시장조성이란 거래 부진 종목에 대해 지정 증권사가 촘촘히 호가를 제시해 시장에 유동성을 공급하는 것을 말한다. 27일 금융투자업계에 따르면 신한투자증권은 2분기부터 시장조성 업무를 중단했다.&amp;nbsp;2021년&amp;nbsp;22곳에 달했던 시장조성자는 올해 9개로 줄었는데, 2분기부터는 신한마저 빠지기로 한 것이다. 신한투자증권 관계자는 &quot;구체적인 이유를 밝힐 수는 없으나, 계약 만료에 따라 시장조성 업무를 중단하게 됐다&quot;고 설명했다. 시장조성 업무에 대한 규정이 까다로워진데다 지난해 금융당국의 과징금 부과 및 취소 사태를 겪으면서 증권사들이 시장조성자로 참여할 유인이 약해진 것으로 풀이된다.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;

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&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;지난&amp;nbsp;2021년 9월 금융감독원이 시장조성자 9곳의 호가 정정·취소가 너무 많아 시세조종 및 시장교란 행위에 해당한다며 과징금을 부과하자, 이에 반발한 증권사들이 시장조성 의무 면제를 신청해,&amp;nbsp;2021년 9월부터 지난해 8월30일까지 사실상 국내 시장조성 활동이 전면 중단됐다. 지난해 말 금융위원회 산하 증권선물위원회는 사전 가이드라인이 없었단 점에서 과징금 대상은 아니라고 최종 판단했다. 리스크 해소 후 9개 증권사들이 거래소와 시장조성자 계약을 체결했지만, 철수한 신한 외 다른 시장조성 증권사들도 시장조성 업무에 적극적이지 않은 분위기다. 시장조성자의 의무 중촉 비율이 과거&amp;nbsp;100%에 근접했던 것과 달리 1분기에 유가증권시장에서 8개 증권사들의 평균 분기 의무충족 비율은&amp;nbsp;82.04%, 코스닥 시장 9개 증권사의 의무 충족 비율은&amp;nbsp;68.13%에 그쳤다. 시장조성자는 최소 호가 금액, 의무 스프레드, 일중 의무이행률 등 시장 조성 의무를 지니는 대신 수수료와 인센티브를 받고 있다. 하지만 최근 몇년 새 의무 규정은 까다로워진 반면 수익을 챙기긴 어려워지면서 외국계 증권사들은 이미 계약을 대부분 해지한 상황이다. 국내 증권사들도 참여할 유인이 크지 않다는 입장이다. 2021년 금융당국은 시장조성자에 대한 공매도 업틱룰 예외를 전면 폐지하고 저유동성 종목 중심으로 운영하도록 제도를 개편한 바 있다. 또 올해부터도 금융당국은 시장조성 의무 이행점검을 강화하고 불공정거래 발생 방지를 위해 호가에 대한 점검 주기를 반기에서 분기로 단축했다. 개인투자자들 사이에서 시장조성자에 대한 시각이 긍정적이지 않은 점도 부담이다. 과징금 이슈로 불거진 시장 교란 및 시세조종 지적이 있기 전부터도 시장조성 업무가 저유동성 종목이 아닌 유동성이 풍부한 대형주로 거래가 집중되고 있다는 점, 공매도가 과도하게 많다는 점 등이 지속적으로 지적돼왔다．&lt;/p&gt;

&lt;p&gt;우연수 기자(coincidence@newsis.com)&lt;/p&gt;


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&lt;!-- ||=================================== Contents ========================================|| --&gt; 








&lt;p&gt;벨류에이션 멀티플 디레이팅 리레이팅&lt;/p&gt;
&lt;p&gt;밸류에이션 리레이팅(re-rating) &lt;/p&gt;
&lt;p&gt;Rating은 평가를 뜻하는 것, &lt;/p&gt;
&lt;p&gt;re-rating은 다시 평가, 재평가로 직역할 수 있습니다.&lt;/p&gt;
&lt;p&gt;&lt;/p&gt;
&lt;p&gt;re-rating의 사전적 의미는 다음과 같습니다.&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;re-rating&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;the changing of the price, value, etc. of something&lt;/p&gt;
&lt;p&gt;출처 : Cambridge Dictionary&lt;/p&gt;
&lt;p&gt; &lt;/p&gt;
&lt;p&gt; &lt;/p&gt;
&lt;p&gt; &lt;/p&gt;
&lt;p&gt; &lt;/p&gt;
&lt;p&gt;&lt;strong&gt;주식 시장&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;리레이팅 &lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;멀티플 리레이팅, &lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;밸류에이션 리레이팅&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;가격 또는 가치에 대한 재평가한다는 의미&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;긍정적으로 재평가한다는 의미로 사용&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;보통 주가 상승을 설명할 때 사용됩니다.&lt;/strong&gt; &lt;/p&gt;
&lt;p&gt; &lt;/p&gt;
&lt;p&gt; &lt;/p&gt;
&lt;p&gt;저평가된 주식이 제 가치로 평가를 받는 것을 리레이팅 되었다고 표현하기도 하며 이 경우 또한 저평가된 주식의 주가 상승을 설명하는 것입니다.&lt;/p&gt;
&lt;p&gt;주가는 EPS X PER로 PER는 시장, 달리 말하면 대중이 평가하는 것입니다. &lt;/p&gt;
&lt;p&gt;&lt;strong&gt;리레이팅이 되었다 함은 시장 참여자들이 해당 주식을 더 높은 가격에 사겠다고 하는 것과 같습니다.&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;보통 미래에 더 높은 실적이 예상되는 경우 리레이팅이 됩니다. &lt;/p&gt;
&lt;p&gt; &lt;/p&gt;
&lt;p&gt;주가가 100원이고 &lt;/p&gt;
&lt;p&gt;EPS가 10원이라면 &lt;/p&gt;
&lt;p&gt;PER는 10배입니다. &lt;/p&gt;
&lt;p&gt;EPS가 15로 상승, &lt;/p&gt;
&lt;p&gt;즉 50% 상승이 예상될 때 더 많은 시장 참여자들이 투자를 하려고 하며 주가가 200원이 됩니다. &lt;/p&gt;
&lt;p&gt;이때는 200/15가 PER이며 13.3이 PER이 됩니다. 이 경우 PER이 10에서 13.3으로 리레이팅이 된 것입니다.&lt;/p&gt;
&lt;p&gt;&lt;/p&gt;
&lt;p&gt;이것은 단순 예시이며 주가는 실시간으로 움직이기 때문에 PER도 주가에 따라 움직이게 됩니다. 리레이팅이란 어떤 특정 수치에 도달했다기 보다 PER 박스권을 돌파했다는 것이 더 맞는 표현인 것 같습니다.&lt;/p&gt;
&lt;p&gt; &lt;/p&gt;
&lt;table&gt;





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&lt;/table&gt;

&lt;p&gt; &lt;/p&gt;
&lt;p&gt;&lt;strong&gt;리레이팅이 이뤄지는 이유&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;리레이팅이 이뤄지는 이유는 &#39;PER에 영향을 줄 수 있는 요인&#39;에서 찾을 수 있습니다.&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;/p&gt;
&lt;p&gt;&lt;a href=&quot;https://blog.naver.com/shuoechi/222636704978&quot;&gt;https://blog.naver.com/shuoechi/222636704978&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;&lt;a href=&quot;https://blog.naver.com/shuoechi/222636704978&quot;&gt;&lt;img src=&quot;https://dthumb-phinf.pstatic.net/?src=%22https%3A%2F%2Fblogthumb.pstatic.net%2FMjAyMjAyMDFfMjQ3%2FMDAxNjQzNzAwMjg5ODE2.C1HwhndXE_g9wYFSxBn7Z5XQhZczxmIXjnSbemZ1MTog.XGQc8tmpFX2lxp7VA4TASXRu-7K0Qc3gx3O8MnF3R40g.PNG.shuoechi%2Fimage.png%3Ftype%3Dw2%22&amp;amp;type=ff500_300&quot; alt=&quot;&quot; /&gt;&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;펀드매니저가 알려주는 실전 PER밸류에이션(2부) | 레코드가 없는 디스럽터 기업의 적정 주가는? | 기업의 적정 주가 판단TIP&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;PER 리레이팅에 대해서 고민하면서 과거에 보면서 공부했던 영상을 다시 한번 시청하였습니다. 1부에 이...&lt;/p&gt;
&lt;p&gt;blog.naver.com&lt;/p&gt;
&lt;p&gt;최준철 대표님은 PER에 영향을 줄 수 있는 요인 중 BM과 이익성장률이 가장 중요하다고 말씀하셨습니다. 대중이 PER을 다시 매긴다는 것은 PER에 영향을 주는 요인이 바뀌었다는 것을 뜻합니다.&lt;/p&gt;
&lt;p&gt;&lt;/p&gt;
&lt;p&gt;대표적인 것으로 BM의 변화를 꼽을 수 있으며 증권사 리포트에서 리레이팅의 사유로 가장 많이 언급되는 것 중 하나입니다.&lt;/p&gt;
&lt;p&gt; &lt;/p&gt;
&lt;table&gt;





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&lt;/table&gt;

&lt;p&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;BM의 변화&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;/p&gt;
&lt;p&gt;예를 들어 재작년, 작년에 많은 소재 기업이 2차전지 산업에 진출하였습니다. 이는 BM의 변경으로 기존 반도체, 디스플레이에만 소재를 납품하던 기업들이 2차전지를 추가함으로써 리포트에 2차전지 기업으로서 리레이팅이 필요하다, 2차전지 소재 기업들의 평균 PER 적용이 가능하다 등의 표현으로 목표가를 올리거나 시장에서 주가가 상승하는 경우가 있었습니다.&lt;/p&gt;
&lt;p&gt;&lt;/p&gt;
&lt;p&gt;이는 신사업에 진출하는 것으로 대표적인 BM의 변화이자 리레이팅의 요소입니다.&lt;/p&gt;
&lt;p&gt;&lt;/p&gt;
&lt;p&gt;종종 신사업 진출만으로 주가가 상승하는 경우가 있는데, 실질적으로 기업의 수익성에 도움이 되지 못한다고 판단되는 경우 이내 주가가 다시 제자리를 찾아가는 경우가 있어 BM의 변화, 신사업 진출 만으로 섣부르게 리레이팅을 판단해선 안 될 것입니다.&lt;/p&gt;
&lt;p&gt;&lt;/p&gt;
&lt;p&gt; &lt;/p&gt;
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&lt;/table&gt;

&lt;p&gt; &lt;/p&gt;
&lt;p&gt;&lt;strong&gt;이익성장률&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;/p&gt;
&lt;p&gt;시장에서 성장률이 높은 기업에 더 높은 PER을 부여합니다. 산업 자체가 급성장하는 경우 세 자릿수 PER, 두 자릿수 후반의 PER을 받는 기업들 더러 있었습니다. PER만 본다면 엄청나고 고평가되었다고 볼 수도 있으나 주가수익성장비율로 설명하면 성장률 대비 고평가다 저평가라는 판단을 할 수가 있습니다.&lt;/p&gt;
&lt;p&gt;는 많을 것이나 &lt;strong&gt;주가는 실적의 함수이기 때문에 결국 리레이팅이 되는 이유는 기업의 실적이 좋아질 것이 예상되기 때문입니다.&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;/p&gt;
&lt;p&gt; &lt;/p&gt;
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&lt;/table&gt;

&lt;p&gt; &lt;/p&gt;
&lt;p&gt;리레이팅과 반대가 디레이팅(de-rating)이 있습니다. &lt;/p&gt;
&lt;h1&gt;디레이팅&lt;/h1&gt;
&lt;p&gt;de-rating&lt;/p&gt;
&lt;p&gt;주가수익비율(12개월 예상 PER기준)이 낮아지는 현상. 일반적으로 PER는 주가의 저평가, 고평가를 가늠하는 지표이기 때문에 주가수익비율이 낮아지면 주식의 가격메리트가 증가한다. 그러나 디레이팅 현상이 지속될 경우에는 증시에 부여되던 &lt;a href=&quot;https://m.terms.naver.com/entry.nhn?docId=2062863&amp;amp;ref=y&quot;&gt;프리미엄&lt;/a&gt;의 크기가 감소하기 때문에 주식에 대한 수요가 크게 늘지 않는다.&lt;/p&gt;
&lt;p&gt;이는 주가를 저평가 하는 것으로 위의 요인들이 기업의 실적에 악영향을 미치게 되면 발생하는 것으로 생각할 수 있습니다. &lt;/p&gt;
&lt;p&gt;&lt;strong&gt;시장의 오해로 디레이팅이 이뤄지는 경우 가격 메리트가 증가하게 되어 원하는 기업을 싸게 살 수 있는 기회입니다. 다만, 오해가 오해가 아니라면 지속적으로 디레이팅이 이뤄질 수 있습니다.&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;/p&gt;
  
  
  
  
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&lt;p&gt; &lt;/p&gt;
&lt;p&gt;&lt;a href=&quot;http://www.etnews.com/&quot;&gt;&lt;img src=&quot;https://mimgnews.pstatic.net/image/upload/office_logo/030/2020/08/07/logo_030_6_20200807184834.png&quot; alt=&quot;전자신문&quot; width=&quot;&quot; height=&quot;32&quot; /&gt;&lt;/a&gt;&lt;/p&gt;
&lt;h2&gt;[플랫폼칼럼]플랫폼 생태계의 &#39;게임의 법칙&#39;&lt;/h2&gt;
&lt;p&gt;입력 2023.02.08. 오후 6:02&lt;/p&gt;
&lt;p&gt;&lt;img src=&quot;https://imgnews.pstatic.net/image/030/2023/02/08/0003077339_001_20230208180201098.jpg?type=w430&quot; alt=&quot;0003077339_001_20230208180201098&quot; /&gt;&lt;/p&gt;
&lt;p&gt; &lt;/p&gt;
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&lt;/table&gt;

&lt;p&gt; &lt;/p&gt;
&lt;p&gt;유효상 유니콘경영경제연구원장&lt;/p&gt;
&lt;p&gt;일론 머스크, 샘 올트먼, 리드 호프먼 등이 &#39;디지털 지능&#39; 개발을 목표로 2015년에 설립한 비영리 회사 오픈AI가 내놓은 &#39;챗GPT&#39;가 2개월 만에 1억명 이상의 월활성사용자(MAU)를 끌어모았다. &lt;/p&gt;
&lt;p&gt;MAU 1억명 돌파까지 틱톡은 9개월, 인스타그램은 2년 반 걸린 데 비해 엄청난 속도다. 이에 검색엔진의 최강자인 구글은 민감하게 반응하고 있다.&lt;/p&gt;
&lt;p&gt;오픈AI와 협업을 발표한 버즈피드의 주가는 하루에 무려 120%나 치솟았고, 엔비디아는 챗GPT 열풍의 최고 수혜주로 떠오르고, 마이크로소프트는 오픈AI에 100억달러를 투자하기로 했다.&lt;/p&gt;
&lt;p&gt; &lt;/p&gt;
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&lt;/table&gt;

&lt;p&gt; &lt;/p&gt;
&lt;p&gt;대규모 자금을 확보한 오픈AI는 짧은 기간에 16개 기업에 투자했다. 자금은 대부분 유망 스타트업 인수 또는 투자에 사용할 것으로 알려졌다.&lt;/p&gt;
&lt;p&gt;성공한 플랫폼 기업이 모두 그랬듯이 오픈AI 역시 내부 혁신과 개발 역량을 극대화하면서 동시에 외부 유망기업을 적극적으로 인수하는 전략을 쓰고 있다.&lt;/p&gt;
&lt;p&gt;아마존·애플·메타·구글과 같은 빅테크 기업은 독자적인 비즈니스 플랫폼을 만든 뒤 수십 년 동안 수백 개 스타트업, 서브 플랫폼 기업을 인수해서 시너지를 창출하는 전략을 펼쳤다.&lt;/p&gt;
&lt;p&gt;기본적인 비즈니스 모델을 완성하고 시장점유율을 높이면서 자체적 기술 개발보다 좋은 스타트업을 발굴하고 지속적으로 인수하는 &#39;애드온&#39;(add-on) 전략이다.&lt;/p&gt;
&lt;p&gt;기존 비즈니스와 관련 있는 기업은 물론 새로운 분야도 적극적으로 인수합병(M&amp;amp;A)한다. 빅테크 기업을 분석해 보면 현재 사업보다 미래 유망 분야에 훨씬 많은 투자가 이루어지는 것을 알 수 있다.&lt;/p&gt;
&lt;p&gt; &lt;/p&gt;
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&lt;/table&gt;

&lt;p&gt; &lt;/p&gt;
&lt;p&gt;&lt;img src=&quot;https://imgnews.pstatic.net/image/030/2023/02/08/0003077339_002_20230208180201155.jpg?type=w430&quot; alt=&quot;0003077339_002_20230208180201155&quot; /&gt;&lt;/p&gt;
&lt;p&gt;ⓒ게티이미지뱅크&lt;/p&gt;
&lt;p&gt; &lt;/p&gt;
&lt;p&gt;뛰어난 인재나 기술을 보유한 기업을 빠르게 인수하는 것이 핵심 성장 전략이다.&lt;/p&gt;
&lt;p&gt;유망기술이나 우수인력을 다른 경쟁자보다 먼저 확보하려면 회사 내부 역량만으로는 불가능하기 때문에 외부의 도움은 절대적이다.&lt;/p&gt;
&lt;p&gt;끊임없이 수많은 회사를 인수하는 애드온 전략은 모기업에 완전히 흡수되는 턱인(tuck-in) 인수와 독자적으로도 사업 전개가 가능해 인수는 하지만 모기업과는 별도로 운영하는 볼트온(bolt-on) 방식이 있다.&lt;/p&gt;
&lt;p&gt;턱인 방식은 일반적으로 인프라가 거의 없으며, 향후 성장 가능성이 옅고 독자적으로 사업을 유지하기 어려운 소규모 스타트업이 대상이다.&lt;/p&gt;
&lt;p&gt;볼트온은 수익을 창출할 수 있는 수백만 달러에서 수천만 달러의 스타트업이 대상이 된다. 경우에 따라서는 유니콘 기업도 인수한다.&lt;/p&gt;
&lt;p&gt; &lt;/p&gt;
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&lt;/table&gt;

&lt;p&gt; &lt;/p&gt;
&lt;p&gt;빅테크 기업이 지금까지 사들인 유니콘만 40여개 정도다. 네이버와 카카오도 M&amp;amp;A를 통해 성장했다.&lt;/p&gt;
&lt;p&gt;네이버는 지속적으로 유망기업에 투자·인수해서 덩치를 키우고 성장한 뒤 물적분할을 하고, 다시 네이버와 NHN을 인적분할해서 대기업 집단으로 성장했다.&lt;/p&gt;
&lt;p&gt;미국의 C2C 플랫폼 포시마크를 인수하는 등 글로벌 시장으로 영역을 확장하고 있다. 카카오도 다음과 합병해서 규모를 키우고, 수많은 스타트업을 인수해서 기업가치를 높이는 한편 여러 회사로 나눠 주식시장을 통해 전체 기업가치를 높여왔다.&lt;/p&gt;
&lt;p&gt;이를 바탕으로 콘텐츠, 게임, 모빌리티 서비스의 해외 매출 비중을 30%까지 끌어올리겠다는 &#39;비욘드 코리아&#39; 전략을 펼치고 있다.&lt;/p&gt;
&lt;p&gt; &lt;/p&gt;
&lt;p&gt; &lt;/p&gt;
&lt;p&gt;우리나라 빅테크도 애드온 전략으로 국내를 넘어 해외 영토 확장에 박차를 가하고 있다.&lt;/p&gt;
&lt;p&gt;이러한 전략은 짧은 시간에 부족한 역량을 보완하고 기업가치를 높일 수 있다는 점에서 속도와 효율성에 강점이 있다.&lt;/p&gt;
&lt;p&gt;다른 관점에서 보면 빅테크는 스타트업에 가장 중요한 엑시트 시장이 되는 것이다.&lt;/p&gt;
&lt;p&gt;빅테크는 스타트업과 더불어 성장하는 것이다.&lt;/p&gt;
&lt;p&gt;그런 면에서 최근 재차 불거진 공정거래위원회의 온라인 플랫폼 대상 M&amp;amp;A 심사 기준 강화는 스타트업 생태계에 악영향을 미칠 수밖에 없다.&lt;/p&gt;
&lt;p&gt;지속적인 성장을 위해 끊임없이 다른 회사를 사든가, 내가 회사를 팔고 떠나야 한다. 이것이 플랫폼 생태계의 게임 법칙이다.&lt;/p&gt;
&lt;p&gt;혁신 생태계는 여전히 진행형이다(Always in Beta).&lt;/p&gt;
&lt;p&gt; &lt;/p&gt;
&lt;table&gt;





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&lt;/table&gt;

&lt;p&gt; &lt;/p&gt;
&lt;p&gt;유효상 유니콘경영경제연구원장 hsryou600@gmail.com&lt;/p&gt;
&lt;p&gt;Copyright ⓒ 전자신문. All rights reserved. 무단 전재 및 재배포 금지.&lt;/p&gt;
&lt;p&gt;&lt;a href=&quot;https://n.news.naver.com/article/030/0003077339?sid=110#&quot;&gt;이 기사는 언론사에서 오피니언 섹션으로 분류했습니다.&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;&lt;img src=&quot;https://mimgnews.pstatic.net/image/upload/office_logo/030/2018/08/08/logo_030_57_20180808174708.png&quot; alt=&quot;전자신문&quot; width=&quot;40&quot; height=&quot;40&quot; /&gt;&lt;/p&gt;
  
  
  
  
  
  
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&lt;!-- ||=================================== Contents ========================================|| --&gt; 








&lt;h1&gt;CFD(Contract for Difference)&lt;/h1&gt;
&lt;p&gt;장외파생상품&lt;/p&gt;
&lt;p&gt;기초자산 보유 없이 매매&lt;strong&gt;차액&lt;/strong&gt;에 대해서만 현금&lt;strong&gt;결제&lt;/strong&gt;를 하는 거래&lt;/p&gt;
&lt;p&gt;기초자산의 보유 없이. 해당 기초자산의 가격 변동에 따라 진입가격과 청산가격의&amp;nbsp;&lt;strong&gt;차액&lt;/strong&gt;을 현금으로&amp;nbsp;&lt;strong&gt;결제&lt;/strong&gt;&amp;nbsp;하는 차액결제거래상품&lt;/p&gt;
&lt;p&gt;일반투자자는 거래가 불가능한 전문투자자 전용 상품&lt;/p&gt;
&lt;p&gt;전문투자자 전용 차액결제거래 상품&lt;/p&gt;
&lt;p&gt;​&lt;/p&gt;
&lt;h3&gt;&lt;strong&gt;CFD(차액결제거래)&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;기초자산의 가격 변동에 따라 진입가격과 청산가격의 차액을&lt;/p&gt;
&lt;p&gt;현금으로 결제하는 거래 상품입니다.&lt;/p&gt;
&lt;p&gt;​&lt;/p&gt;
&lt;h3&gt;&lt;strong&gt;CFD&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;CFD(Contract For Difference)는 기초자산의 보유 없이 해당 기초자산의 가격 변동에 따라 진입가격과 청산가격의 차액을 현금으로 결제하는 ‘차액결제거래’ 상품으로 일반투자자는 거래가 불가한 전문투자자 전용 상품입니다.&lt;/p&gt;
&lt;p&gt;​&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;​&lt;/strong&gt;&lt;/p&gt;
&lt;table&gt;





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&lt;/table&gt;

&lt;p&gt;&lt;strong&gt;CFD 개요&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;* 거래 종목의 경우 변동 가능합니다.&lt;/p&gt;
&lt;p&gt;* 보다 자세한 상품 문의는 당사 영업지점 또는 CFD 거래 관련 상담 전화 2129-8199로 연락 바랍니다.&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;​&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;CFD 특징&lt;/strong&gt;&lt;/p&gt;
&lt;h4&gt;&lt;strong&gt;1. 전문투자자만 거래 가능&lt;/strong&gt;&lt;/h4&gt;
&lt;p&gt;CFD는 전문투자자만 거래 가능한 상품으로 거래 전 전문투자자 등록이 필요합니다. 전문투자자 등록은 금융투자협회 홈페이지에서 가능하며, 전문투자자 등록을 위한 요건은 아래와 같습니다.&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;2. 높은 레버리지 효과&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;CFD는 매수 또는 매도하려는 주식 약정금액의 일부 금액(증거금)만으로 거래가 가능함에 따라 최대 10배의 레버리지 활용이 가능한 상품입니다.&lt;/p&gt;
&lt;p&gt;거래 예시&lt;/p&gt;
&lt;p&gt;CFD 증거금율이 20%인 A주식 종목 500주를 10,000원에 매수한다고 하면,&lt;/p&gt;
&lt;p&gt;전체 약정금액 5,000,000원(500주 X 10,000)의 20%인 1,000,000원 (5,000,000원 X 20%)만을 증거금으로 하여 거래가 가능합니다.&lt;/p&gt;
&lt;p&gt;※ CFD 증거금율은 거래 종목별로 상이합니다.&lt;/p&gt;
&lt;p&gt;​&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;3. 매수/매도 양방향 거래&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;선물옵션 상품과 같이 매도 진입이 자유로움에 따라 다양한 매매기법 활용이 가능합니다.&lt;/p&gt;
&lt;p&gt;​&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;4. 만기 없이 장기 보유 가능&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;CFD의 경우 만기가 없음에 따라 장기 보유가 가능합니다.&lt;/p&gt;
&lt;p&gt;​&lt;/p&gt;
&lt;table&gt;





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&lt;/table&gt;

&lt;h3&gt;&lt;strong&gt;CFD 거래절차&lt;/strong&gt;&lt;/h3&gt;
&lt;p&gt;확인해주세요&lt;/p&gt;
&lt;p&gt;본 금융투자상품은 예금자보호법에 따라 예금보험공사가 보호하지 않습니다.&lt;/p&gt;
&lt;p&gt;본 금융투자상품을 거래하시기 전 상품구조, 거래방법, 거래위험, 수수료 등에 관하여 약관 및 거래설명서를 반드시 읽어보시기 바랍니다.&lt;/p&gt;
&lt;p&gt;본 금융투자상품은 원금초과손실이 발생할 수 있고 그 손실은 투자자에게 귀속됩니다.&lt;/p&gt;
&lt;p&gt;본 금융투자상품의 가격변동 등에 따른 손실발생 시 미결제약정 일부 또는 전부가 강제 처분될 수 있습니다.&lt;/p&gt;
&lt;p&gt;계좌 외화잔고가 위탁증거금의 100% 미만 시 익일 장시작 전까지 추가증거금 납부가 필요하고, 미납부 시 계약의 일부 또는 전부가 강제 청산될 수 있으며, 계좌 외화잔고가 위탁증거금의 70%에 미달하는 경우 계약의 전부가 장중에 즉시 강제 청산될 수 있습니다.&lt;/p&gt;
&lt;p&gt;본 금융투자상품의 거래 중 발생하는 각종 권리(유상증자, 무상증자, 배당, 합병, 분할 등)와 관련하여 CFD거래상대방의 결정에 따라 보유 포지션이 강제 청산될 수 있습니다.&lt;/p&gt;
&lt;p&gt;본 금융투자상품의 거래는 외화로 결제가 이루어지므로 환율변동에 따른 손실이 발생할 수 있습니다.&lt;/p&gt;
&lt;p&gt;전문투자자요건은 전문투자자 관련 규정에 따라 변경될 수 있으며, 자세한 사항은 반드시 금융투자협회의 “전문투자자 지정신청”페이지를 참고해 주시기 바랍니다.&lt;/p&gt;
&lt;p&gt;​&lt;/p&gt;
&lt;p&gt;&lt;a href=&quot;https://www.google.com/url?q=https://www.db-fi.com/research/cfd/re_Cfd_viw00.do&amp;amp;source=gmail-html&amp;amp;ust=1683697096622000&amp;amp;usg=AOvVaw3U-Gvq-q5d0NHMzO5DQNIC&quot;&gt;https://www.db-fi.com/research/cfd/re_Cfd_viw00.do&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;​&lt;/p&gt;
&lt;p&gt;​&lt;/p&gt;
&lt;p&gt;​&lt;/p&gt;
&lt;table&gt;





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&lt;/table&gt;


&lt;h2&gt;개인도 공매도 가능...CFD(차액결제거래)시장 꿈틀&lt;/h2&gt;
&lt;p&gt;2019. 9. 27&lt;/p&gt;
&lt;p&gt;​&lt;/p&gt;
&lt;p&gt;주식·지수·통화 등 기초자산 없이&lt;/p&gt;
&lt;p&gt;진입·청산가격 차액만 현금결제&lt;/p&gt;
&lt;p&gt;&#39;최대 10배&#39; 레버리지...절세혜택도&lt;/p&gt;
&lt;p&gt;전문투자자 요건완화 맞물려 관심&lt;/p&gt;
&lt;p&gt;하나금투, 대형사론 내달 첫 출시&lt;/p&gt;
&lt;table&gt;





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&lt;/table&gt;

&lt;p&gt;​&lt;/p&gt;
&lt;p&gt;증권사들이 앞다퉈 국내주식 차액결제거래(CFD) 서비스를 내놓고 있다. CFD는 큰 레버리지와 개인도 공매도가 가능한 점 등으로 해외에서는 활발히 거래되고 있지만 전문투자자 요건이 제한된 국내에서는 그간 큰 주목을 받지 못했다. 하지만 금융당국이 최근 전문투자자 요건을 완화해 증권사의 새로운 먹거리로 부상할지 주목된다.&lt;/p&gt;
&lt;p&gt;​&lt;/p&gt;
&lt;p&gt;27일 증권업계에 따르면 대형 증권사들이 CFD 출시를 준비하고 있다. 하나금융투자는 26일 서울 여의도 금융투자교육원에서 국내주식 CFD 투자설명회를 갖고 다음달 상품 출시 계획을 밝혔다. 또 KB증권은 내년 상반기를 목표로 국내주식에 해외주식을 더한 CFD를 준비하고 있으며 미래에셋대우와 한국투자증권, NH투자증권도 관련 상품 출시를 조율 중인 것으로 알려졌다.&lt;/p&gt;
&lt;p&gt;​&lt;/p&gt;
&lt;p&gt;CFD는 주식과 지수, 통화, 원자재 등 기초자산의 가격변동에 대한 차액을 현금 결제하는 장외파생상품으로 국내에서는 전문투자자만 투자할 수 있다. 증거금률이 10~100%에 불과해 적은 금액으로도 최대 10배까지 레버리지를 일으킬 수 있고 개인투자자에게는 사실상 막혀 있는 공매도 기능도 가능하다.&lt;/p&gt;
&lt;p&gt;​&lt;/p&gt;
&lt;p&gt;예를 들어 삼성전자의 증거금률이 20%라고 하면 1억원만 증거금으로 내면 최대 5억원까지 매수가 가능해 주가가 10% 올랐을 때 50% 수익률이 가능하다. 차액결제인 만큼 롱·쇼트 포지션 선택도 자유롭다. 또 다양한 포지션에 따라 종목을 다변화할 수 있는 것도 특징이다. 키움증권에서는 2,300개 종목까지 거래할 수 있다.&lt;/p&gt;
&lt;p&gt;​&lt;/p&gt;
&lt;p&gt;이 같은 장점 때문에 해외에서는 진작부터 유망 투자상품으로 인기를 모았지만 전문투자자만 거래가 가능하다는 점 때문에 국내에서는 시장 확대에 속도를 내지 못했다. 실제로 교보증권이 전문투자자 자산요건 완화(50억원→5억원)에 맞춰 2016년 6월 내놓은 뒤 3년간 나홀로 시장을 이끌어오다 올 6월에야 키움증권과 DB투자증권이 가세했다.&lt;/p&gt;
&lt;p&gt;​&lt;/p&gt;
&lt;p&gt;하지만 금융당국이 오는 11월 중순부터 CFD 거래가 가능한 전문투자자의 문턱을 크게 낮추기로 하면서 시장 상황이 바뀌었다.&lt;/p&gt;
&lt;p&gt;​&lt;/p&gt;
&lt;p&gt;이전까지 전문투자자로 등록하기 위해서는 1년 이상 증권사 계좌를 보유하고 금융투자상품 잔액 5억원 이상이며 연소득이 1억원 또는 재산가액이 10억원 이상이어야만 가능했다. 금융당국은 이 등록요건을 1년 이상 증권사 계좌를 보유하고 금융투자상품 잔액 5,000만원 이상 잔액 1년 이상을 유지하면 △연소득 1억원 이상 또는 부부 합산 1억5,000만원 이상 △순자산 5억원 이상 △금융투자업 종사자, 변호사, 회계사, 금융투자 관련 자격증 보유자 가운데 한가지만 만족하면 개인전문투자자가 될 수 있도록 요건을 완화할 예정이다. 이럴 경우 전문투자자 요건을 갖춘 후보군이 최대 39만명에 이를 것으로 추산된다.&lt;/p&gt;
&lt;p&gt;​&lt;/p&gt;
&lt;p&gt;금융투자업계 관계자는 “아직까지 전문투자자 규모가 크지 않아 시장이 활성화되지 못하고 있지만 전문투자자가 확대되면 시장이 커지게 될 것”이라며 “대형 증권사도 이 같은 점을 눈여겨보고 상품 출시를 검토하고 있다”고 말했다. 특히 대형사의 경우 기존 시스템을 그대로 쓰되 별도의 노력 없이 시스템 추가가 가능한 점도 시장 진입을 검토하는 이유다.&lt;/p&gt;
&lt;p&gt;​&lt;/p&gt;
&lt;table&gt;





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&lt;/table&gt;


&lt;p&gt;&lt;a href=&quot;https://www.google.com/url?q=https://m.sedaily.com/NewsView/1VOERSROAC/GA02%23_enliple&amp;amp;source=gmail-html&amp;amp;ust=1683697096623000&amp;amp;usg=AOvVaw0ngfKLLtEupviXkQ1qbQsg&quot;&gt;https://m.sedaily.com/NewsView/1VOERSROAC/GA02#_enliple&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;​&lt;/p&gt;
&lt;p&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh2uFEXMgX_IJ-8KvMnzmw8j-c6l7l0q6rPH_mW8uw2O8UXqvGY19g5JT1Sjen9sjSFckSAvxS4CBWRf1nvZBzSsGnyMeUt33XsSMZIoXcT9Wxouo6wHD6SRj4PyIihqJn9EeHHjgcZjISBsTZNf1ELut1ePQrg_Y4WMeLls0FXwGSVZMxbWV0SqXjV/s640/Image_0.jpg&quot;&gt;&lt;img src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh2uFEXMgX_IJ-8KvMnzmw8j-c6l7l0q6rPH_mW8uw2O8UXqvGY19g5JT1Sjen9sjSFckSAvxS4CBWRf1nvZBzSsGnyMeUt33XsSMZIoXcT9Wxouo6wHD6SRj4PyIihqJn9EeHHjgcZjISBsTZNf1ELut1ePQrg_Y4WMeLls0FXwGSVZMxbWV0SqXjV/s16000/Image_0.jpg&quot; alt=&quot;Image_0&quot;&gt;&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;​&lt;/p&gt;
&lt;p&gt;​&lt;/p&gt;
&lt;p&gt;&lt;img alt=&quot;&quot;&gt;&lt;/p&gt;
&lt;h2&gt;레버리지 10배 &#39;CFD&#39;거래 결제난항…급락장에 손실 확대&lt;/h2&gt;
&lt;p&gt;​2019.8. 7&lt;/p&gt;
&lt;p&gt;​&lt;/p&gt;
&lt;table&gt;





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&lt;/table&gt;

&lt;p&gt;주식시장이 급락세를 보이면서 주식차액결제(CFD)에 비상등이 켜졌다.&lt;/p&gt;
&lt;p&gt;7일 증권업계에 따르면 교보증권, DB금융투자, 키움증권 등 국내주식 차액결제거래(CFD) 서비스를 이용해 10%의 증거금으로 10배의 거래를 한 투자자들이 증시 폭락에 손실을 입었다.&lt;/p&gt;
&lt;p&gt;CFD(Contract for difference)는 주식을 보유하지 않은 상태로 매수, 매도간 차액을 결제하는 거래다.&lt;/p&gt;
&lt;p&gt;기초자산을 보유하지 않고 가격이 오르면 오른 만큼, 내리면 내린 만큼 변동폭에 의한 차액을 현금 결제하기 때문에 적은 비용의 현금으로 이용할 수 있다.&lt;/p&gt;
&lt;p&gt;이 상품의 장점은 10%의 증거금으로도 결제 가능해 레버리지 효과가 높다. 주식이 없는 상태로 매도할 수 있어 공매도의 효과를 누릴 수 있다는 점이다.&lt;/p&gt;
&lt;p&gt;다만, 장외파생상품 거래로 금융투자협회에 등록한 전문투자자들만 거래 가능하다.&lt;/p&gt;
&lt;p&gt;예를 들어 고객이 증권사로 주문을 전송하면 이 증권사가 해외장외 중개사와 프라임브로커(PB)간 장외거래를 통하고 PB가 한국거래소로 주문을 전송한다.&lt;/p&gt;
&lt;p&gt;거래주체는 외국계로 찍힌다.&lt;/p&gt;
&lt;p&gt;문제는 이 상품이 주로 월요일에 결제가 이뤄지는데 이번주 월요일(5일)에 증시가 폭락하면서 리스크가 급증했다는 점이다.&lt;/p&gt;
&lt;p&gt;주가가 10%이상 급락하면 주가상승에 베팅한 CFD투자자들은 손실이 불가피해진다. 반대매매를 하려고 해도 급락장에서 대응이 쉽지 않기 때문이다.&lt;/p&gt;
&lt;p&gt;한 증시전문가는 &quot;10% 증거금에 하루 상하한가 30%에서 움직인다고 봤을 때 만약 주가가 반대로 갔다면 투자자는 여럿 쓰러졌을 것&quot;이라며 &quot;기초자산 변동폭이 크다면 증거금은 더 높게 잡아야 한다&quot;고 말했다.&lt;/p&gt;
&lt;p&gt;단순 중개업무를 하는 증권사 역시 매수, 매도를 원활하게 하기는 어려웠다.&lt;/p&gt;
&lt;p&gt;주가가 급락할 경우 공매도 물량이 급증하면서 주식을 빌려 공매도를 하고 싶어도 빌릴 주식을 확보하기 어렵게 된다. 어렵사리 주식을 빌려와도 상환 요청이 들어오는 경우도 있다.&lt;/p&gt;
&lt;p&gt;한 증권사 관계자는 &quot;CFD 상품을 거래할 때 매수, 매도를 동시에 거래하게 되는데 이 경우 프라임브로커(PB)들이 물량을 충분히 갖고 있지 못하면 공매도가 사실상 어렵게 된다&quot;며 &quot;요즘같은 급락장에서는 매도할(매도를 위해 차입할) 주식 물량을 확보하기 어렵다&quot;고 설명했다.&lt;/p&gt;
&lt;p&gt;증권사의 CFD 계좌를 이용하고 있는 한 전문투자자는 반대매매의 어려움을 토로했다.&lt;/p&gt;
&lt;p&gt;이 전문투자자는 &quot;전일도 아프리카TV, 콜마비앤에이치(콜마BNH) 종목에서 CFD 계좌 반대매매가 나온 걸로 알고 있다&quot;며 &quot;이 계좌로 미국 주식도 다 살 수 있어서 6월에 엄청난 손실을 본 경우도 있다&quot;고 설명했다.&lt;/p&gt;
&lt;p&gt;그는 &quot;그 계좌로 미국 주식 종목 중 게임종목인 그라비티가 90%까지 올랐는데 6월에 해당 종목의 40% 밑으로 빠져서 반대매매가 일어나 망하기도 했다&quot;고 덧붙였다.&lt;/p&gt;
&lt;p&gt;장외파생상품 시장에서 해외장외중개회사를 끼고 CFD거래가 횡행하는 것에 대한 우려의 목소리도 제기됐다.&lt;/p&gt;
&lt;p&gt;한 거래소 관계자는 &quot;과거 FX마진거래가 활발할 때 과도한 레버리지와 공격적인 투기 성향 때문에 금융당국이 규제를 한 바 있다&quot;며 &quot;CFD거래 역시 투기적이고 위험성향이 높아 거래소에 상장이 어려운 상품인데 해외에서는 허용되고 있는 점을 활용한 듯하다&quot;고 말했다.&lt;/p&gt;
&lt;p&gt;​&lt;/p&gt;
&lt;p&gt;&lt;a href=&quot;https://www.google.com/url?q=http://news.einfomax.co.kr/news/articleView.html?idxno%3D4042499&amp;amp;source=gmail-html&amp;amp;ust=1683697096623000&amp;amp;usg=AOvVaw0zpddhRFXueMiVJM2KsQZT&quot;&gt;http://news.einfomax.co.kr/news/articleView.html?idxno=4042499&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;​&lt;/p&gt;
&lt;table&gt;





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&lt;/table&gt;


&lt;p&gt;CFD 거래방법&lt;/p&gt;
&lt;p&gt;
&lt;a href=&quot;https://www.myasset.com/myasset/static/agreement/cfd_tradeMnl.pdf&quot;&gt; 미래에셋 CFD(Contract for Difference) 거래설명서.pdf(다운로드)&lt;/a&gt;
&lt;table&gt;





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&lt;/table&gt;

&lt;h2&gt;&lt;strong&gt;차액결제 주식파생상품(CFD)의 개념과 규제&lt;/strong&gt;&lt;/h2&gt;
&lt;p&gt;​&lt;/p&gt;
&lt;p&gt;차액결제 주식파생상품(CFD)의 개념과 규제&lt;/p&gt;
&lt;p&gt;​&lt;/p&gt;
&lt;p&gt;CFD(Contract for Difference)란 매수가와 매도가격의 차액을 현금 결제하는 계약을 가리킨다. 일반적으로 CFD는 개인용 거래수단으로서 알려져 왔지만, 최근의 거래액 규모를 살펴보면 대부분 기관투자가나 헤지펀드에 의해 이루어지고 있는 것으로 추정되고 있다. Financial Times지의 보도에 따르면 런던증권거래소(LSE) 주식거래량의 약 40%가 CFD 거래와 관련되어 있는 것으로 지적되고 있다.&lt;/p&gt;
&lt;p&gt;​&lt;/p&gt;
&lt;p&gt;본고에서는 다른 거래수법에 비해 CFD가 선호되는 이유, CFD를 이용한 헤지펀드의 M&amp;amp;A시장 교란 사례 등을 살펴보고자 한다.&lt;/p&gt;
&lt;p&gt;​&lt;/p&gt;
&lt;p&gt;​&lt;/p&gt;

&lt;table&gt;





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&lt;/table&gt;



&lt;p&gt;1) CFD(Contract for Difference)의 개념&lt;/p&gt;
&lt;p&gt;​&lt;/p&gt;
&lt;p&gt;CFD란 자산의 최근 가치와 계약 청산일 간 차액을 CFD 매도자가 지불할 것을 약속하는(만일 그 차액이 마이너스라면 매수자가 매도자에게 차액을 지불) 계약이다. CFD를 주식에 적용해 보면 발행주식의 소유권 이전은 없이 투자자에게 주가의 변동분에 투자하도록 하는 주식파생상품이라고 할 수 있다. CFD는 선물계약과 달리 정해진 만기일 또는 계약액에 대한 제한 없이 투자자가 매수 또는 매도 포지션을 취할 수 있는 계약이다.&lt;/p&gt;
&lt;p&gt;​&lt;/p&gt;
&lt;p&gt;이러한 CFD는 호주에서는 올해 11월 거래소에 상장될 예정이고(호주증권거래소의 ASX CFD), 영국, 독일, 스위스, 이탈리아, 싱가포르, 남아프리카, 호주, 캐나다, 뉴질랜드, 스웨덴 등에서는 장외시장에서 이용되고 있다. 이밖에 홍콩의 경우 가까운 시일내에 동 거래방식을 도입할 예정이다. 그러나 미국의 경우에는 증권거래위원회가 장외시장에서 거래되는 금융기법에 대해 제한하여 CFD 거래가 금지되고 있다.&lt;/p&gt;
&lt;p&gt;​&lt;/p&gt;
&lt;p&gt;​&lt;/p&gt;
&lt;table&gt;





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&lt;/table&gt;

&lt;p&gt;2) CFD가 선호되는 이유&lt;/p&gt;
&lt;p&gt;​&lt;/p&gt;
&lt;p&gt;CFD는 소유권, 의결권이 부여되지는 않지만, 배당이나 증자 등을 포함한 모든 경제효과는 현물주식과 마찬가지로 받을 수 있다. 현물주식보다 CFD가 선호되는 대표적인 이유는 매매에 따른 인지세가 부과되지 않는 것이다. 영국에서 주식거래에 따른 인지세는 매매 금액의 0.5%로 상당한 수준이기 때문에 거래액 규모가 큰 기관투자가가 동 거래를 선호하는 가장 큰 이유 중의 하나가 되고 있다.&lt;/p&gt;
&lt;p&gt;​&lt;/p&gt;
&lt;p&gt;마찬가지로 인지세가 부과되지 않는 거래수법으로서는 개별 주식선물을 들 수 있지만, CFD는 장외거래(OTC거래)이기 때문에 결제기한에 구애받지 않고 보유기간을 자유롭게 설정할 수 있는 등 거래에 있어서의 자유도가 개별 주식선물에 비해 높다는 이점이 있다.&lt;/p&gt;
&lt;p&gt;​&lt;/p&gt;
&lt;p&gt;또한 레버리지 거래는 선물거래(통상 20:1, 높을 경우 70:1)를 통해서도 가능하지만, CFD는 일반적으로 1∼30% 수준의 증거금으로 거래가 가능하기 때문에 다른 전통적인 마진 트레이딩에 비해 더 나은 조건의 레버리지 거래를 할 수 있다는 장점이 있다.&lt;/p&gt;
&lt;p&gt;​&lt;/p&gt;
&lt;p&gt;​&lt;/p&gt;
&lt;table&gt;





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&lt;/table&gt;


&lt;p&gt;3) CFD 보유자의 M&amp;amp;A 교란 사례&lt;/p&gt;
&lt;p&gt;​&lt;/p&gt;
&lt;p&gt;CFD는 현물주식과 동일한 경제효과를 가지면서도 대량보유자에 대해 공시의무가 부과되지 않는다. 이러한 법규제의 틈을 악용하여 최근 들어 헤지펀드나 기관투자가가 CFD를 이용해 시장에서 인수 대상으로 떠오른 기업에 대한 출자비율을 높인 다음 실체가 드러나지 않은 투자자로서 M&amp;amp;A 안건이나 주주총회에 간섭하는 사례가 증가하고 있다. 이는 공시의무가 없는 CFD 거래를 이용하면 해당기업 주식을 상당수 보유하고 있음에도 이를 은폐할 수 있다는 CFD의 이점을 악용한 것이다．&lt;/p&gt;
&lt;p&gt;​&lt;/p&gt;
&lt;p&gt;그 사례로서 가장 많이 등장하는 것이 2004년 6월 미국의 General Dynamics社와 영국 Alvis社의 인수합병 사례이다.&lt;/p&gt;
&lt;p&gt;​&lt;/p&gt;
&lt;p&gt;미국의 대형 방산기업인 GD社는 2004년 3월 영국의 전차제조업체인 Alvis社에 대한 인수합병 계획을 발표하였다. 그런데 같은 해 5월 CFD를 통해 4.9%의 Alvis社 주식을 보유하고 있던 헤지펀드인 Trafalgar Asset Management가 다른 헤지펀드와 연합한 후 영국기업인 BAE社를 전면에 내세워 Alvis社 매수에 간섭하였다.&lt;/p&gt;
&lt;p&gt;​&lt;/p&gt;
&lt;p&gt;펀드세력에 의한 Alvis社 주식의 보유비율은 16.2%로 BAE社의 소유주식 28.7%을 합치면 GD社의 최초 매수제안을 거부할 수 있는 수준이었다. 이 결과 펀드세력은 당초 GD社가 제시하였던 매수제안 가격을 10% 정도 상승시킨 후 보유주식을 처분하여 막대한 이익을 남겼다.&lt;/p&gt;
&lt;p&gt;​&lt;/p&gt;
&lt;p&gt;여기서 제기되는 의문은 CFD가 이론적으로는 주식의 소유권, 의결권을 가지고 있지 않은데 어떻게 상기와 같은 일이 발생할 수 있었는가? 라는 의문이다. 이것은 이론적으로는 CFD가 주식의 현재가치와 청산당일 가치의 차액을 현금으로 결제하는 거래이기는 하지만, CFD 제공업자가 자사의 리스크 헤지를 위해 현물주식을 반대매매하기도 하며, 더욱이 계약 당시 CFD 제공업자는 투자자의 다양한 요구조건을 수용하기 위해 때로는 청산일에 현금 대신 현물주식을 지급하는 계약도 체결하기 때문에 가능하다.&lt;/p&gt;
&lt;p&gt;​&lt;/p&gt;
&lt;p&gt;즉 위의 사례는 헤지펀드가 거래상대방인 CFD 제공업자에 대해 현물주식을 청구할 수 있는 계약을 취했기 때문에 실제 청산일까지는 공시규제를 면제 받으면서 잠재적인 대량보유자로서 그 권리의 행사가 가능했던 것이다. 당시 GD社의 인수합병 조언을 담당하였던 Morgan Stanley는 헤지펀드들이 CFD를 통해 그렇게 많은 Alvis社 주식을 보유하고 있다고는 생각지도 못했던 것이다.&lt;/p&gt;
&lt;p&gt;​&lt;/p&gt;
&lt;p&gt;​&lt;/p&gt;
&lt;table&gt;





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&lt;/table&gt;

&lt;p&gt;4) 규제당국의 대응&lt;/p&gt;
&lt;p&gt;​&lt;/p&gt;
&lt;p&gt;상기의 인수합병건에서 발생한 사건을 발단으로 영국의 기업 인수합병을 감독하는 기업인수패널(the Takeover Panel : TP)이 그 대책을 강구하게 되었다. TP는 2005년 11월 인수교섭 기간 중에 한해 1% 이상의 주식에 상당하는 주식파생금융상품 보유자에 대해 공시를 의무화하기로 관련 규정을 변경하였다.&lt;/p&gt;
&lt;p&gt;​&lt;/p&gt;
&lt;p&gt;또한 최근 들어 선의의 기관투자가 등으로부터 CFD 보유에 대한 공시요구를 더욱 강화해야 한다는 목소리가 높아짐에 따라 영국금융감독청(FSA)도 CFD 등 주식파생금융상품을 이용한 『간접적인 대량보유자』에 대해 공시의무의 부과여부를 협의하고 있다. 동 협의에서는 CFD 등 파생금융상품이 제공하는 시장유동성의 향상과 같은 이점을 인정하면서도 투자자보호의 관점에서 관련 거래상품을 포괄적으로 파악하는 규제의 제정이 필요하다고 논의되고 있다.&lt;/p&gt;
&lt;p&gt;​&lt;/p&gt;
&lt;p&gt;현재 우리 나라에서도 금융시장의 국제화가 중요한 정책과제로 떠오르고 있는 만큼 국제적으로 다양한 금융상품군의 등장과 이에 대한 선진국의 규제동향은 중요한 참고가 될 것으로 생각된다.&lt;/p&gt;
&lt;table&gt;





&lt;table&gt;





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&lt;/table&gt;


&lt;p&gt;​&lt;/p&gt;
&lt;p&gt;&lt;a href=&quot;https://www.kif.re.kr/KIF/Publication/MailDetView.aspx?NodeID=728&amp;ControlNo=36505&amp;MID=&amp;email=srchcu@naver.com&amp;mmode=8&quot;&gt;
	Kif - 해외 금융상품 및 전략 : 차액결제 주식파생상품(CFD)의 개념과 규제 &lt;/a&gt;&lt;/p&gt;
&lt;p&gt;​&lt;/p&gt;
&lt;p&gt;&lt;a href=&quot;http://www.nri.co.jp/opinion/kinyu_itf/2007/pdf/itf20070906.pdf&quot;&gt;
	[출처] Nomura Research Institute&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;​&lt;/p&gt;	
&lt;p&gt;&lt;a href=&quot;https://www.kif.re.kr/KIF/Publication/ViewFileDown.aspx?FileName=128375231799687500_%ED%95%B4%EC%99%B8%EA%B8%88%EC%9C%B5%EC%83%81%ED%92%88%EC%A0%84%EB%9E%B503%ED%98%B8.hwp&amp;IsMail=1&quot;&gt;
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&lt;h3 style=&quot;text-align: left;&quot;&gt;CFD 백투백(back-to-back)&lt;/h3&gt;&lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;&lt;/div&gt;&lt;div&gt;&lt;p&gt;국내에서 CFD 서비스를 제공하는 증권사는 총 13개로 집계된다.&amp;nbsp;&lt;/p&gt;&lt;p&gt;교보증권 (6180억원)&lt;/p&gt;&lt;p&gt;키움증권(5576억원)&lt;/p&gt;&lt;p&gt;삼성증권(3503억원)&lt;/p&gt;&lt;p&gt;메리츠증권(3446억원)&lt;/p&gt;&lt;p&gt;하나증권(3400억원)&lt;/p&gt;&lt;p&gt;유진투자증권(1485억원)&lt;/p&gt;&lt;p&gt;DB금융투자(1400억원)&lt;/p&gt;&lt;p&gt;한국투자증권(1126억원)&lt;/p&gt;&lt;p&gt;&lt;br&gt;&lt;/p&gt;&lt;p&gt;&lt;br&gt;&lt;/p&gt;&lt;h4 style=&quot;text-align: left;&quot;&gt;&amp;lt;SG증권 계약&amp;gt;&lt;/h4&gt;&lt;p&gt;[키움증권]&lt;/p&gt;&lt;p&gt;CFD 잔액 5181억원&lt;/p&gt;&lt;p&gt;SG증권과 CFD 백투백(back-to-back) 계약을 체결&lt;br&gt;&lt;/p&gt;&lt;p&gt;모건스탠리와도 계약&lt;br&gt;&lt;/p&gt;&lt;p&gt;&lt;br&gt;&lt;/p&gt;&lt;p&gt;[한국투자증권]&lt;/p&gt;&lt;p&gt;SG증권과 CFD 백투백(back-to-back) 계약을 체결&lt;br&gt;&lt;/p&gt;&lt;p&gt;(해외주식·국내주식 매도 포지션 한정)&lt;/p&gt;&lt;p&gt;&lt;br&gt;&lt;/p&gt;&lt;p&gt;[유안타증권]&lt;/p&gt;&lt;p&gt;SG증권과 CFD 백투백(back-to-back) 계약을 체결&lt;br&gt;&lt;/p&gt;&lt;p&gt;&lt;br&gt;&lt;/p&gt;&lt;p&gt;[하나증권]&amp;nbsp;&lt;/p&gt;&lt;p&gt;CFD 잔액 3394억원&lt;/p&gt;&lt;p&gt;SG증권과 CFD 백투백(back-to-back) 계약을 체결&lt;br&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;&lt;br&gt;&lt;/p&gt;&lt;p&gt;&lt;br&gt;&lt;/p&gt;&lt;p&gt;&lt;br&gt;&lt;/p&gt;&lt;h4 style=&quot;text-align: left;&quot;&gt;&amp;lt;CGS-CIMB / UBS(CS) / 모건스탠리 &amp;gt;&lt;/h4&gt;&lt;p&gt;[교보증권]&lt;/p&gt;&lt;p&gt;CFD 잔액이 6131억원&lt;/p&gt;&lt;p&gt;싱가포르계 증권사 CGS-CIMB와 헤지 계약&lt;/p&gt;&lt;p&gt;&lt;br&gt;&lt;/p&gt;&lt;p&gt;[NH투자증권]&lt;/p&gt;&lt;p&gt;모건스탠리와 백투백 계약을 맺어 CFD 리스크(위험)를 헤지하고 있으며,&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;br&gt;&lt;/p&gt;&lt;p&gt;&lt;br&gt;&lt;/p&gt;&lt;h4 style=&quot;text-align: left;&quot;&gt;&amp;lt;CFD 자체 헤지&amp;gt;&lt;/h4&gt;&lt;p&gt;[메리츠증권]&amp;nbsp;&lt;/p&gt;&lt;p&gt;CFD 잔액 3409억원&lt;/p&gt;&lt;p&gt;자체 헤지&lt;/p&gt;&lt;p&gt;&lt;br&gt;&lt;/p&gt;&lt;p&gt;[KB증권] 자체 헤지&lt;/p&gt;&lt;p&gt;&lt;br&gt;&lt;/p&gt;&lt;p&gt;[신한투자증권]&lt;/p&gt;&lt;p&gt;자체 헤지&amp;nbsp;&lt;/p&gt;&lt;p&gt;외국계 증권사 헤지?&lt;/p&gt;&lt;p&gt;동시 진행방식&lt;/p&gt;&lt;p&gt;&lt;br&gt;&lt;/p&gt;&lt;p&gt;[DB금융투자]&lt;/p&gt;&lt;p&gt;위탁 계약 CGS-CIMB가 자체적으로 헤지 진행&lt;/p&gt;&lt;p&gt;&lt;br&gt;&lt;/p&gt;&lt;p&gt;&lt;br&gt;&lt;/p&gt;&lt;h4 style=&quot;text-align: left;&quot;&gt;&amp;lt;CFD(Contract For Difference) 거래란?&amp;gt;&lt;/h4&gt;&lt;p style=&quot;text-align: left;&quot;&gt;실제 투자상품을 보유하지 않고 기초자산의 가격변동을 이용한 차익을 목적으로 매매하며,&lt;/p&gt;&lt;p style=&quot;text-align: left;&quot;&gt;그 차액을 정산하는 장외파생상품거래를 말합니다.&amp;nbsp;&lt;/p&gt;&lt;p style=&quot;text-align: left;&quot;&gt;주식시장에 레버리지를 활용한 주식 공매도 주문과 매수 주문을 통하여 체결된 주식 주문은 주권 보유가 아니며,&amp;nbsp;&lt;/p&gt;&lt;p style=&quot;text-align: left;&quot;&gt;주식가격 변동에 따른 차익을 정산하기 위한 계약 보유하게 됩니다.&lt;/p&gt;&lt;p&gt;&lt;br&gt;&lt;/p&gt;&lt;p&gt;매매방법은 주식거래와 동일&lt;/p&gt;&lt;p&gt;매수 매도 주식 소유권 증권사&lt;/p&gt;&lt;p&gt;오직 매매 시 발생한 수익이나 손실만을 증권회사와 거래하는 것입니다.&lt;/p&gt;&lt;p&gt;&lt;br&gt;&lt;/p&gt;&lt;p&gt;보통의 주식거래가 내 통장에 있는 주식을 사고파는 거래라면&amp;nbsp;&lt;/p&gt;&lt;p&gt;차액결제 거래는 증권사 소유의 통장을 빌려서 주식을 사고파는 거래입니다.&lt;/p&gt;&lt;p&gt;&lt;br&gt;&lt;/p&gt;&lt;p&gt;양방향 거래 포지션 롱, 쇼트 (숏) 2가지로 구분.&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;br&gt;&lt;/p&gt;&lt;p&gt;주가 상승이 예상되면 롱 포지션 (매수)&lt;/p&gt;&lt;p&gt;레버리지 투자 가능.&lt;/p&gt;&lt;p&gt;&lt;br&gt;&lt;/p&gt;&lt;p&gt;주가 하락이 예상될 때는 쇼트 포지션 (매도)&lt;/p&gt;&lt;p&gt;공매도 가능.&lt;/p&gt;&lt;p&gt;&lt;br&gt;&lt;/p&gt;&lt;p&gt;&lt;br&gt;&lt;/p&gt;&lt;h4 style=&quot;text-align: left;&quot;&gt;&amp;lt;백투백(back-to-back) 계약이란?&amp;gt;&amp;nbsp;&lt;/h4&gt;&lt;p&gt;증권사가&amp;nbsp;&lt;/p&gt;&lt;p&gt;개인 고객을 상대로 발생한 파생결합증권과 동일한 조건으로&amp;nbsp;&lt;/p&gt;&lt;p&gt;외국계 증권사와 거래를 맺는 것&lt;/p&gt;&lt;p&gt;증권사가 헤지(위험분산)를 위해 활용하는 방식이다.&lt;/p&gt;&lt;p&gt;외국계&amp;nbsp;&lt;span data-lang=&quot;en&quot; data-type=&quot;ore&quot;&gt;IB&lt;/span&gt;(투자은행)는 헤지 대가로 수수료를,&amp;nbsp;&lt;/p&gt;&lt;p&gt;증권사는&amp;nbsp;&lt;span data-lang=&quot;en&quot; data-type=&quot;ore&quot;&gt;CFD&lt;/span&gt;&amp;nbsp;발행에 따른 수수료 등을 챙기는 구조&lt;br&gt;&lt;/p&gt;&lt;p&gt;&lt;br&gt;&lt;/p&gt;&lt;p&gt;투자자들이&amp;nbsp;&lt;/p&gt;&lt;p&gt;국내 증권사를 통해 주문을 넣으면&amp;nbsp;&lt;/p&gt;&lt;p&gt;증권사는 이를 프라임브로커(PB)에게 전송한다.&amp;nbsp;&lt;/p&gt;&lt;p&gt;주문을 받은 PB는 이를 국내·외 거래소로 보내는 방식으로 거래가 체결된다.&lt;br&gt;&lt;/p&gt;&lt;p&gt;&lt;br&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;p&gt;CFD정산 매주 월요일&amp;nbsp;&lt;/p&gt;&lt;p&gt;반대매매 발생&lt;br&gt;&lt;/p&gt;&lt;p&gt;&lt;br&gt;&lt;/p&gt;&lt;p&gt;&lt;br&gt;&lt;/p&gt;&lt;h4 style=&quot;text-align: left;&quot;&gt;&amp;lt;작전세력 타깃 종목&amp;gt;&lt;/h4&gt;&lt;p&gt;유동성이 낮은 종목, 공매도 금지 종목 등을 타겟으로 통정매매를 통해 가격을 올려 시세를 조정&lt;br&gt;&lt;/p&gt;&lt;p&gt;&lt;br&gt;&lt;/p&gt;&lt;p&gt;&lt;br&gt;&lt;/p&gt;&lt;h4 style=&quot;text-align: left;&quot;&gt;&amp;lt;반대매매 미수채권&amp;gt;&lt;/h4&gt;&lt;p&gt;작전세력 타깃 종목&lt;/p&gt;&lt;p&gt;주가 폭락과 반대매매로 인한 손실액&lt;/p&gt;&lt;p&gt;외국계 증권사가 충당&lt;/p&gt;&lt;p&gt;국내 증권사가 먼저 갚아준 다음&lt;/p&gt;&lt;p&gt;개인투자자에게 구상권을 청구하는 방식&lt;/p&gt;&lt;p&gt;&lt;br&gt;&lt;/p&gt;&lt;p&gt;국내 증권사들이 이번 사태로 거액의 미수채권을 떠안을 수 있다는 관측도 제기&lt;/p&gt;&lt;p&gt;개인이 단기간에 수십억 원을 갚기 어려운 만큼, 국내 증권사들이 수천억원대의 회수 부담을 지게 될 수도 있다.&lt;/p&gt;&lt;/div&gt;
  
  
  
  
  
  
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&lt;!-- ||=================================== Contents ========================================|| --&gt; 




  
  &lt;p&gt;[AI] 세기의 대결 AI vs 인간&lt;/p&gt;
&lt;h1&gt;&lt;img alt=&quot;&quot; class=&quot;CToWUd&quot; data-bit=&quot;iit&quot; data-image-whitelisted=&quot;&quot; src=&quot;https://mail.google.com/mail/u/0?ui=2&amp;amp;ik=e7f33509eb&amp;amp;attid=0.0.14&amp;amp;permmsgid=msg-f:1765315537563689861&amp;amp;th=187fa920dcf62385&amp;amp;view=fimg&amp;amp;fur=ip&amp;amp;sz=s0-l75-ft&amp;amp;attbid=ANGjdJ8yK8_6TQvzwqA4TYkbKkTChVrVOBbwI1c3jLyR0tt2EF_9nqAYHOpr21WTls-h4b3hMoOlenqWp0X-OBHjsZGJbsbjt9BK1wdTmTJDqCZryKwZ5-oKk31hy4o&amp;amp;disp=emb&amp;amp;realattid=Image_0.png&quot;&gt;&lt;/h1&gt;
&lt;h1&gt;[&lt;u&gt;신년특집 세기의 대결 AI vs 인간]&lt;/u&gt;&lt;/h1&gt;
&lt;p&gt;&lt;img alt=&quot;&quot; class=&quot;CToWUd&quot; data-bit=&quot;iit&quot; data-image-whitelisted=&quot;&quot; src=&quot;https://mail.google.com/mail/u/0?ui=2&amp;amp;ik=e7f33509eb&amp;amp;attid=0.0.8&amp;amp;permmsgid=msg-f:1765315537563689861&amp;amp;th=187fa920dcf62385&amp;amp;view=fimg&amp;amp;fur=ip&amp;amp;sz=s0-l75-ft&amp;amp;attbid=ANGjdJ9vM1v6WnPuTGERRmarC59RTooZ7ptJAx1_MlyOjdWXvZVk6Y6z7W0zctkdi60reUZLNyt07-N43FOWt3vA_MmB_iI3ous2sKcQULH_Ek1555UuN4Vi9jldRSQ&amp;amp;disp=emb&amp;amp;realattid=Image_1.png&quot;&gt;Seoul Broadcasting System&lt;/p&gt;
  
  
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&lt;h2&gt;[&lt;u&gt;New Year&#39;s Special Battle of the Century AI vs Humans&lt;/u&gt;]&lt;/h2&gt;
&lt;p&gt;AI developed in each field and human, the highest peak in that field, will engage in a &#39;confrontation of the century&#39; with pride and the fate of mankind.&lt;/p&gt;
&lt;h2&gt;[스브스夜]&lt;/h2&gt;
&lt;p&gt;&#39;AI vs 인간&#39; 주식 투자 대결, 인간의 압도적인 승리 ...&lt;/p&gt;
&lt;p&gt;인간이 주식 투자 AI와의 대결에서 압승을 거뒀다.&lt;/p&gt;
&lt;p&gt;6일에 방송된 SBS &#39;세기의 대결-AI vs 인간&#39;에서는 주식 투자 AI와 인간의 대결이 그려졌다.&lt;/p&gt;
&lt;p&gt;이날 방송에서 주식 투자 AI에 맞설 인간 대결자로 선정된 것은 전설의 슈퍼 개미 마하 세븐. 그는 100만 원을 10년 만에 70억으로 만든 투자 고수로 눈길을 끌었다.&lt;/p&gt;
&lt;p&gt;총 4주에 걸친 대결에서 첫째주에는 AI가 높은 수익률을 냈다. 이에 반해 마하 세븐은 크게 잃으며 수익률은 점점 격차를 벌렸다.&lt;/p&gt;
&lt;p&gt;그러나 2주 차에 들어서며 판도는 바뀌었다. 마하 세븐은 잃으면 크게 잃고 벌면 크게 벌면서 점점 수익률을 올렸고 이에 반해 AI는 조금씩 수익률이 하락했다. 이에 제작진은 이 소식을 주식 투자 AI팀에게 전달했다.&lt;/p&gt;
&lt;p&gt;긴급회의를 시작한 주식 투자 AI팀. 이들은 긴급회의를 했고 &quot;여러 가지 논의를 했는데 현재 상태 그대로 가는 것으로 결정했다&quot;라고 밝혔다. AI 개발자들은 &quot;수익률 대회를 위한 AI가 되려면 적은 종목에 집중하고 이 종목의 금액을 늘려야 하는데 이렇게 되면 인간이 개입해야 한다&quot;라며 &quot;이는 인간과 AI의 대결의 정신과 맞지 않다고 생각한다&quot;라고 설명했다.&lt;/p&gt;
&lt;p&gt;이에 제작진은 AI가 역절할 기회가 있을지 물었다. 그러자 AI 개발자는 &quot;사람이 욕심을 내서 실수를 할 수도 있지 않겠냐&quot;라며 인간의 실수에 마지막 기대를 걸었다.&lt;/p&gt;
&lt;p&gt;대결 마지막 주, 국내외 주식 시장을 뒤흔드는 대형 사건들이 연이어 터지고 코스피 2300선이 붕괴되었다. 급락하는 시장에 어쩔 도리가 없는 AI와 인간. 그리고 드디어 마지막 날 장이 마감되고 대결의 승자가 공개됐다.&lt;/p&gt;
&lt;p&gt;양쪽 모두 밝지 않은 얼굴로 대결 결과를 기다렸다. 주식 투자 대결의 최종 결과는 인간의 승리였다.&lt;/p&gt;
  
  
  
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&lt;/table&gt;
  
  
  
  
  
  
&lt;p&gt;투자금 1억 원의 투자 대결에서 AI는 -0.01%, 인간은 +40.14%로 인간이 압도적인 승리를 거뒀다. 마하 세븐은 이슈에 따른 관련주 공매를 이어갔다. 이에 손실과 수익을 반복했고 그 와중에도 코로나 주와 그린 뉴딜 주에서 큰 수익을 거두며 하루 최대 11% 수익률을 기록하기도 했다.&lt;/p&gt;
&lt;p&gt;특히 마하 세븐은 첫째 주를 제외하고 독보적인 수익률을 기록하며 승리를 거뒀다. 이에 반해 AI는 코스피와 코스닥 대비 안정적인 수익을 냈지만 마하 세븐의 벽은 너무 높았다.&lt;/p&gt;
&lt;p&gt;대결을 마치고 마하 세븐은 &quot;의미 있는 대결이었다&quot;라며 &quot;시장이 하락하더라도 AI가 리스크 관리가 된다는 측면에서 놀랐고 그래서 기분이 좋기도 하다&quot;라고 소감을 전했다.&lt;/p&gt;
&lt;p&gt;이날 방송에서 김프로는 주식 AI의 가능성에 대해 &quot;사람의 펀드 운용, 주식 투자의 도움을 주는 쪽으로 갈 수 있다고 본다. 하지만 과연 주식 시장에서 무한대로 성장할지는 더 지켜봐야 할 것 같다&quot;라고 평가했다.&lt;/p&gt;
&lt;p&gt;또한 존 리는 올해 주식 시장에 대해 &quot;여전히 한국 주식 시장의 잠재력은 높다. 한국의 주식 시장은 향후 5~10년은 큰 폭으로 상승할 것이다&quot;라며 &quot;외국보다 한국 시장의 상황이 더 좋다고 본다&quot;라고 예측했다.&lt;/p&gt;
&lt;p&gt;그리고 김프로는 급등주와 관심주만 쫓지 말고 저평가 종목에 주목해야 한다고 조언하며 중국 주식 시장도 눈여겨볼 필요가 있다고 말했다.&lt;/p&gt;
&lt;p&gt;한편 방송 말미에는 사람의 목소리만 듣고 얼굴을 그려내는 오디오 몽타주 AI와 세계 최고의 몽타주 전문가의 대결이 예고되어 기대감을 높였다.&lt;/p&gt;
&lt;p&gt;(SBS연예뉴스 김효정 에디터)&lt;/p&gt;
&lt;p&gt;출처 : SBS 뉴스&lt;/p&gt;
  
  
  
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&lt;/table&gt;

 
  
  
  
  
&lt;p&gt;원본 링크 :&amp;nbsp;&lt;a data-saferedirecturl=&quot;https://www.google.com/url?q=https://news.sbs.co.kr/news/endPage.do?news_id%3DN1006200308%26plink%3DCOPYPASTE%26cooper%3DSBSNEWSEND&amp;amp;source=gmail&amp;amp;ust=1683622499823000&amp;amp;usg=AOvVaw3e1t4cNTbdRAdmRjwi3KPc&quot; href=&quot;https://news.sbs.co.kr/news/endPage.do?news_id=N1006200308&amp;amp;plink=COPYPASTE&amp;amp;cooper=SBSNEWSEND&quot; target=&quot;_blank&quot;&gt;https://news.sbs.co.kr/news/&lt;wbr&gt;endPage.do?news_id=&lt;wbr&gt;N1006200308&amp;amp;plink=COPYPASTE&amp;amp;&lt;wbr&gt;cooper=SBSNEWSEND&lt;/a&gt;&lt;/p&gt;
&lt;h2&gt;[Battle of the century! AI VS Human]&lt;/h2&gt;
&lt;p&gt;Ep 4 Summary &#39;Make profit ...&lt;/p&gt;
&lt;h2&gt;[세기의 대결! AI VS 인간]&lt;/h2&gt;
&lt;p&gt;4화 요약 &#39;한 달 동안 1억으로 수익내기? 주식 고수의 투자 비법&#39; | SBS NOW&lt;/p&gt;
&lt;p&gt;2020년 3월, 코로나 시대가 온 이래로 주식 붐이 일어나면서 동시에 AI 기술 발전에 대한 기대치도 갈수록 상승하고 있습니다. 특히 AI와 인간이 대결을 한다니?! IT 현업에 종사하고 있는 Sally에게는 극관심이 생길 수 밖에 없는 주제다보니 점심시간에 팀원 모두가 둘러앉아 보게 되었어요. 귀엽 ( ❝̆ ·̫̮ ❝̆ )✧&lt;/p&gt;
&lt;p&gt;경제 예측 전문기업인 옥스퍼드 이코노믹스(OE)의 자료에 따르면 9년 뒤인 2030년까지 전 세계적으로 2천만개의 일자리가 로봇으로 대체될 것으로 예상된다고 할 정도로 무섭게 발전하고 있는 인공지능과 로봇 .. ㅎㄷ&lt;/p&gt;
&lt;p&gt;AI의 발전은 어디까지일까요?!? AI와 인간 중 누가 이길 것인가!! Sally와 함께 보러가시죠!&lt;/p&gt;
&lt;div class=&quot;separator&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhHRvtcAwAZACdRKMa0VABwCMSG61INJiEYqAngyZDcdz5T5mlx1ZfvO8W32DalQBEMl4mCDXDBglGNIMJ6gCoHI27fE3Rcgil0KkvXMKIs9FFzD1YOCnEfREVNZHpz5MqdcuLYu9vQcEg1IEa6lno1i0f311XgDAYUYnAXxEhh6JF6IiWJeu8EOkbI/s773/Image_2.jpg&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; data-original-height=&quot;773&quot; data-original-width=&quot;773&quot; height=&quot;640&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhHRvtcAwAZACdRKMa0VABwCMSG61INJiEYqAngyZDcdz5T5mlx1ZfvO8W32DalQBEMl4mCDXDBglGNIMJ6gCoHI27fE3Rcgil0KkvXMKIs9FFzD1YOCnEfREVNZHpz5MqdcuLYu9vQcEg1IEa6lno1i0f311XgDAYUYnAXxEhh6JF6IiWJeu8EOkbI/w640-h640/Image_2.jpg&quot; width=&quot;640&quot;&gt;&lt;/a&gt;&lt;/div&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
  
  
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&lt;h3&gt;주식 AI란 ?&lt;/h3&gt;
&lt;p&gt;주식 매매를 위해 개발된 주식 AI는 모든 종목에서 매수 의견, 매도 의견을 제공한다고 하는데요. 평범한 컴퓨터처럼 보이지만 프로그램의 내부에 수백명의 애널리스트와 펀드매니저가 일하고 있는 것과 다름없다고 합니다.&lt;/p&gt;
&lt;p&gt;실시간으로 시장의 흐름과 종목의 움직임을 분석해 최적의 매수/매도 시점을 포착하고, 심지어는 인간의 개입없이 사고 파는 것까지 진행을 한다고 하는데요.&lt;/p&gt;
&lt;div class=&quot;separator&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhIIo9X0cZ00b3wdG8HwuJhxkvMIDKe9oDGkvUL7rcEeoP65CiezBjiptOYWZBjQKpNi0lxsJOE4ZykD-kBflhyqnuguYJHu_JS0WZ5ehHJsy5LQvakxbFjEpgTdUaSCPxhYd0u8e3e_MY_Ll18AyzdLmNCCfVXqJZsfpfokZKhwgAjjmOk5N-ySbkC/s773/Image_3.png&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; data-original-height=&quot;435&quot; data-original-width=&quot;773&quot; height=&quot;360&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhIIo9X0cZ00b3wdG8HwuJhxkvMIDKe9oDGkvUL7rcEeoP65CiezBjiptOYWZBjQKpNi0lxsJOE4ZykD-kBflhyqnuguYJHu_JS0WZ5ehHJsy5LQvakxbFjEpgTdUaSCPxhYd0u8e3e_MY_Ll18AyzdLmNCCfVXqJZsfpfokZKhwgAjjmOk5N-ySbkC/w640-h360/Image_3.png&quot; width=&quot;640&quot;&gt;&lt;/a&gt;&lt;/div&gt;
&lt;p&gt;이번 주식 AI는 다양한 요인에 의해 변동되는 주식시장의 6년치 데이터인 2,800여개 종목과 120억개의 관련 자료를 모두 학습했다고 합니다. 사람이 한다면 300년은 걸릴 양이라고 하니 대단하죠?&lt;/p&gt;
&lt;p&gt;각 종목마다 어떻게 사고 파는지에 대한 매매 패턴을 학습한 것은 물론이고, 이를 토대로 10만번의 가상매매 연습까지 마쳤다고 해요. 그 결과 AI는 매수와 매도, 또는 손절을 해야하는 시점까지 스스로 판단한다고 하니.. 인간을 이길 수 밖에 없다는 생각이 드는 설명입니다.&lt;/p&gt;
&lt;table&gt;





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&lt;div class=&quot;separator&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjeVrIuTrWE6IdAU_capxWbUHJB754zIPOq-240ys587lYQ1_IQtcqqqyA8aWuOv6kci0m5XM3zVEUmwPtNUskzSbn-KXMuKlGS_2HCmyBSPfUO-5C_zaSs3N2LGg8OLjDtbDqjklyh_leiR_WZB8aNr_1YHjXm9x9_AxX4rLc_nias1xMpsKE1OqKm/s773/Image_4.png&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; data-original-height=&quot;435&quot; data-original-width=&quot;773&quot; height=&quot;360&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjeVrIuTrWE6IdAU_capxWbUHJB754zIPOq-240ys587lYQ1_IQtcqqqyA8aWuOv6kci0m5XM3zVEUmwPtNUskzSbn-KXMuKlGS_2HCmyBSPfUO-5C_zaSs3N2LGg8OLjDtbDqjklyh_leiR_WZB8aNr_1YHjXm9x9_AxX4rLc_nias1xMpsKE1OqKm/w640-h360/Image_4.png&quot; width=&quot;640&quot;&gt;&lt;/a&gt;&lt;/div&gt;
&lt;p&gt;해당 AI의 개발자들은 주식 AI가 코스피 대비 평균적으로 높은 수익률을 낸다고 하는데요. 특히 하락장에서도 손실을 최소화 하는 것이 AI의 강점이라고 합니다.&lt;/p&gt;
&lt;p&gt;개발자분이 인터뷰하시기를 사람은 감정이 있기 때문에 객관적이고 냉정한 매매가 쉽지 않지만 감정에 흔들림이 없는 AI는 이 가격에 파는게 맞다고 생각하면 무조건 팔고 나중에 다시 사기 때문에 여기서 인간과 AI의 수익률 차이가 나게 되는걸 AI의 가장 큰 장점이라고 말하고 있습니다.&lt;/p&gt;
&lt;div class=&quot;separator&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjbTmFCJ_-2T-HLG-ZonPxDWyXULz1LDMAFKgddnkW9VXpcAioXl9rZBK839pfOUWrYMeRzfqBsir8h1u3TVp7U5ZkLdPwyZxYGlshj027gMkBiVtf1Z7zn8vJ1D27ON9v4-NOjnwCCKlgYdc-LJ3t8YFpHzUbdZQQpfWq8aOeJYLZlb3oUqdc4hXK_/s773/Image_5.png&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; data-original-height=&quot;435&quot; data-original-width=&quot;773&quot; height=&quot;360&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjbTmFCJ_-2T-HLG-ZonPxDWyXULz1LDMAFKgddnkW9VXpcAioXl9rZBK839pfOUWrYMeRzfqBsir8h1u3TVp7U5ZkLdPwyZxYGlshj027gMkBiVtf1Z7zn8vJ1D27ON9v4-NOjnwCCKlgYdc-LJ3t8YFpHzUbdZQQpfWq8aOeJYLZlb3oUqdc4hXK_/w640-h360/Image_5.png&quot; width=&quot;640&quot;&gt;&lt;/a&gt;&lt;/div&gt;
&lt;p&gt;실제로 주식 AI가 사람이 직접 투자하는 것에 비해 높은 수익률을 자랑하는지 지켜보는게 오늘의 관망 포인트!&lt;/p&gt;
&lt;p&gt;물론 대결 대상은 일반인이 아닌 백만원의 종잣돈으로 70억을 만들었다는 주식 투자의 고수 &#39;마하 세븐 한봉호&#39;님과 붙는다고 하는데요. AI가 발전하면서 점점 상당히 흥미로운 주제들이 많이 나타나고 있네요. 마치 예전의 무한도전을 보는 기분 ..&lt;/p&gt;
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&lt;/table&gt;

&lt;p&gt;주식 AI의 개발자님이 &#39;인공지능이 하는 투자가 사람이 하는 투자보다 낫다&#39;고 한 것과 반대로 &#39;마하 세븐&#39;님은 오히려 인간이 투자에 더 유리하다고 얘기를 하시는데요.&lt;/p&gt;
&lt;div class=&quot;separator&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjjQSi2hQtWdXdNcG0eJkO9-HW6Lafx51LXqk-ASAu2Q1AzH8bO0WXeNAszbjbVZFhT6dMlAKqar-lOAG19MeR_Vml8CFdt1iPLcEuFTbf0H0t6z0fce6urlonG8IlUBvAluOd5P0dqB720cnLMaaGxiJQ44vtryB_9rKiWzxSfDG0H61qRDMMY3FUo/s773/Image_6.png&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; data-original-height=&quot;435&quot; data-original-width=&quot;773&quot; height=&quot;360&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjjQSi2hQtWdXdNcG0eJkO9-HW6Lafx51LXqk-ASAu2Q1AzH8bO0WXeNAszbjbVZFhT6dMlAKqar-lOAG19MeR_Vml8CFdt1iPLcEuFTbf0H0t6z0fce6urlonG8IlUBvAluOd5P0dqB720cnLMaaGxiJQ44vtryB_9rKiWzxSfDG0H61qRDMMY3FUo/w640-h360/Image_6.png&quot; width=&quot;640&quot;&gt;&lt;/a&gt;&lt;/div&gt;
&lt;p&gt;미국과 달리 우리나라는 상승과 하락을 반복하기 때문에 반복적인 데이터를 활용하는 AI의 장기 투자는 리스크가 클 수 있다고 말씀을 해주고 있습니다. 이 같은 이유 때문에 분단위, 더 나아가 초단위로 주식을 사고 파는 단기매매 수법을 고수하는 20년 경력의 &#39;마하 세븐&#39;님은 하락 시장에서조차 큰 수익을 내고 있다고 합니다.&lt;/p&gt;
&lt;p&gt;이것을 토대로 주식 AI가 인간을 이길 수 없는 더 큰 이유로는 &#39;변수&#39;를 들고 있는데요.&lt;/p&gt;
&lt;p&gt;주식 시장에서 피할 수 없는 &#39;변수&#39;라는 항목은 인간의 경험으로만 극복이 가능하다고 생각되어 AI가 주식 대결에선 안될 것 같다는 대결 전의 의견을 말씀하셨습니다.&lt;/p&gt;
&lt;div class=&quot;separator&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh39qX72Nv-3bVB5OwzA7WRE869r8uaRvV0xttJ9RJnd3If3UrFN1Fj5rAVF6nVnm1D35paghNiKzNlYqWJw2vqVphv7oBYSgcg9cHc2CtO-tFAqjNz2MlVvrIEM5TR9zFzICG2pkvxmDblsguDkwjyeQfuHbvPrPX9Lue_Kd_9kQv2Zauqn_XXsRqI/s773/2023-05-08.png&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; data-original-height=&quot;435&quot; data-original-width=&quot;773&quot; height=&quot;360&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh39qX72Nv-3bVB5OwzA7WRE869r8uaRvV0xttJ9RJnd3If3UrFN1Fj5rAVF6nVnm1D35paghNiKzNlYqWJw2vqVphv7oBYSgcg9cHc2CtO-tFAqjNz2MlVvrIEM5TR9zFzICG2pkvxmDblsguDkwjyeQfuHbvPrPX9Lue_Kd_9kQv2Zauqn_XXsRqI/w640-h360/2023-05-08.png&quot; width=&quot;640&quot;&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;p&gt;대결은 매우 간단한데요. 수수료 및 세금을 포함하여 AI와 인간이 각자 1억원의 투자금으로 한달 동안 실전 투자를 진행하고 더 높은 수익률을 올린 쪽을 승리하는 대결입니다.&lt;/p&gt;
&lt;div class=&quot;separator&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg2kU_4bvEOxr9-gKXrFHk0rr4hg_bGIeKgnR9T1JlNBKf3Bz2ZibBF-KrvOJscZroClxzPjzPBybWbHryquCtjE1YhoEEg7Qn5q4NtToF-lIWD7JlAb80Ece6iFKxWFSqRTDz8uUH0zm2spW3VPimTh_rK8igp8N48ufAj7PGjCrkh2b9k1uL8e7N4/s773/Image_8.png&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; data-original-height=&quot;435&quot; data-original-width=&quot;773&quot; height=&quot;360&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg2kU_4bvEOxr9-gKXrFHk0rr4hg_bGIeKgnR9T1JlNBKf3Bz2ZibBF-KrvOJscZroClxzPjzPBybWbHryquCtjE1YhoEEg7Qn5q4NtToF-lIWD7JlAb80Ece6iFKxWFSqRTDz8uUH0zm2spW3VPimTh_rK8igp8N48ufAj7PGjCrkh2b9k1uL8e7N4/w640-h360/Image_8.png&quot; width=&quot;640&quot;&gt;&lt;/a&gt;&lt;/div&gt;
&lt;p&gt;AI가 위치해 있는 여의도의 사무실에서는 &#39;잘 키운 AI 열 인간 안 부럽다&#39;는 뿌듯한 문구를 적어놓으며 대결의 시작을 알리고 있어요. (귀엽..)&lt;/p&gt;
&lt;div class=&quot;separator&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgGX14USeoqo-3EHlXlXLD82837S47QztMjJ5wYW7g7gdh7zS3OzS3LMSO41DUH0tjvNIcvsqnO9DQ2DBSpO6RTK7RHSW9L-dl-sX9aWFHP5kCzL7ksWbnx3T6_irzWqOq_50VQ14McV1vfa03ON-fF3dtfWvu38FxU2LBaEHeyGDpbsdH2m7jUbYu4/s773/Image_9.png&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; data-original-height=&quot;435&quot; data-original-width=&quot;773&quot; height=&quot;360&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgGX14USeoqo-3EHlXlXLD82837S47QztMjJ5wYW7g7gdh7zS3OzS3LMSO41DUH0tjvNIcvsqnO9DQ2DBSpO6RTK7RHSW9L-dl-sX9aWFHP5kCzL7ksWbnx3T6_irzWqOq_50VQ14McV1vfa03ON-fF3dtfWvu38FxU2LBaEHeyGDpbsdH2m7jUbYu4/w640-h360/Image_9.png&quot; width=&quot;640&quot;&gt;&lt;/a&gt;&lt;/div&gt;
  &lt;table&gt;





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&lt;p&gt;주식 AI 시스템의 개발자들이 마지막까지 프로그램에 오류가 없는지 체크한 뒤, 대결 첫 날의 주식장이 열리고부터 AI가 스스로 판단하고 매매를 시작하게 되는데요.&lt;/p&gt;
&lt;div class=&quot;separator&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh7q6vksnh5IyksJ8FBXCGBdae9Ac2Ebur76O0j93mdJYPCqY2nIz8nV3D3eoDSEHBW_-ncBOO-pZ6Jh9bEEoKhATvyfIqG2noJ2kqUurHKLfd_uSrtzeP0rAzh3O0F8gOtFbuRUgIgvbXukRBluBclyHbM4PkUNctwc1Lekr5HDZVAyBYyPGg-dHK9/s773/Image_10.png&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; data-original-height=&quot;435&quot; data-original-width=&quot;773&quot; height=&quot;360&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh7q6vksnh5IyksJ8FBXCGBdae9Ac2Ebur76O0j93mdJYPCqY2nIz8nV3D3eoDSEHBW_-ncBOO-pZ6Jh9bEEoKhATvyfIqG2noJ2kqUurHKLfd_uSrtzeP0rAzh3O0F8gOtFbuRUgIgvbXukRBluBclyHbM4PkUNctwc1Lekr5HDZVAyBYyPGg-dHK9/w640-h360/Image_10.png&quot; width=&quot;640&quot;&gt;&lt;/a&gt;&lt;/div&gt;
&lt;p&gt;&#39;인간 대결자&#39; 마하 세븐님은 첫날의 시작부터 불과 15분만에 매수한 종목이 줄줄이 손해를 보기 시작하면서 멘탈이 흔들리는듯 보였습니다.&lt;/p&gt;
&lt;div class=&quot;separator&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhgjnjRasHFetXsQ3BwDce97T8d_1BJvuuKwPt7-tfV0mFEN1ORyyuoVS-d0mh2mCs40kpfCFyNnomoW2G2PbV_3PySo5vwCnkl3QtULP6Bn1pm8rAtfMCkMaSFVgy_um8Ub-YhcmGaFA8SBBLtc6XnI-UJ14k2-sLV-ETr7cTgz-GpOaS0bn9dK_Dk/s773/Image_11.png&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; data-original-height=&quot;435&quot; data-original-width=&quot;773&quot; height=&quot;360&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhgjnjRasHFetXsQ3BwDce97T8d_1BJvuuKwPt7-tfV0mFEN1ORyyuoVS-d0mh2mCs40kpfCFyNnomoW2G2PbV_3PySo5vwCnkl3QtULP6Bn1pm8rAtfMCkMaSFVgy_um8Ub-YhcmGaFA8SBBLtc6XnI-UJ14k2-sLV-ETr7cTgz-GpOaS0bn9dK_Dk/w640-h360/Image_11.png&quot; width=&quot;640&quot;&gt;&lt;/a&gt;&lt;/div&gt;
&lt;table&gt;





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&lt;/table&gt;


&lt;p&gt;그에 비해 장이 열린지 한참이 지났지만 아무 종목에도 투자를 하지 않고 있는 주식 AI&lt;/p&gt;
&lt;div class=&quot;separator&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhSyr5jwM7e9df-fh98mSDy9D5LcWiNj4jYNwT9NYcJFC_MBNol7dk7S6nIfP2oT7gQ_90mn3q2wZunIassFZAxUDpJMlC8SSx7nvEapHbqniACxAyNfhKWRmm12LVWJnYyL-EBSm-LY1Hp8tP5H1Jl4nR4ejCh1lOZm3AFRMxh-RcVvjdcRQwJAWkW/s773/Image_12.png&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; data-original-height=&quot;435&quot; data-original-width=&quot;773&quot; height=&quot;360&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhSyr5jwM7e9df-fh98mSDy9D5LcWiNj4jYNwT9NYcJFC_MBNol7dk7S6nIfP2oT7gQ_90mn3q2wZunIassFZAxUDpJMlC8SSx7nvEapHbqniACxAyNfhKWRmm12LVWJnYyL-EBSm-LY1Hp8tP5H1Jl4nR4ejCh1lOZm3AFRMxh-RcVvjdcRQwJAWkW/w640-h360/Image_12.png&quot; width=&quot;640&quot;&gt;&lt;/a&gt;&lt;/div&gt;
&lt;p&gt;주식 AI는 도전 금액인 1억원을 50개의 종목으로 나눠 200만원 이하의 금액을 분산 투자하는 방식의 알고리즘이 입력되어 있다고 하는데요.&lt;/p&gt;
&lt;p&gt;안전매매를 최우선으로 하고 있기 때문에 시장의 변동성이 심한 오전장에서는 섣불리 매매를 하지 않는 것이 아무것도 매수를 하지 않는 이유라고 해요 Good..&lt;/p&gt;
&lt;div class=&quot;separator&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQN34eCz78ncQDoeMHiKWbWoG23yEUHxgzrqHZqdxWLC4vBi4MZXxqNL5sm8L-itink7YueNnJCVGZiq_n-yPNpcWiywjwjkshXv3n02787gFdQUVnCjMIr9MFvXESRP_ZOp4JyCpRf7GrgUurarNeH3YsEchUzhz5CICtwa62Pokv4eQ3z0Lk5sZp/s773/Image_13.png&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; data-original-height=&quot;435&quot; data-original-width=&quot;773&quot; height=&quot;360&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQN34eCz78ncQDoeMHiKWbWoG23yEUHxgzrqHZqdxWLC4vBi4MZXxqNL5sm8L-itink7YueNnJCVGZiq_n-yPNpcWiywjwjkshXv3n02787gFdQUVnCjMIr9MFvXESRP_ZOp4JyCpRf7GrgUurarNeH3YsEchUzhz5CICtwa62Pokv4eQ3z0Lk5sZp/w640-h360/Image_13.png&quot; width=&quot;640&quot;&gt;&lt;/a&gt;&lt;/div&gt;
  &lt;table&gt;





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&lt;p&gt;오전장과 차이없이 -3.5% 마이너스 수익률을 보고 있는 마하세븐님 &#39;-&#39; .. 더 떨어지기 전에 가차없이 손절해버립니다. -3% 이상 손해가 발생하면 손절을 하는게 마하세븐님이 설정한 안전 수칙이라고 해요.&lt;/p&gt;
&lt;p&gt;인간의 알고리즘이랄까 -&lt;/p&gt;
&lt;p&gt;인간 대결자 &#39;마하 세븐&#39; 이 매도 단계까지 진행한 뒤에야 움직이기 시작하는 주식 AI, 오전의 빠지는 장에서는 2시간이 넘도록 매수를 하지 않다가 코스피가 반등하는 오후장이 되어서야 이것저것 매수하기 시작하는데요. 여기서부터가 정말 흥미로웠던 것 같아요.&lt;/p&gt;
&lt;div class=&quot;separator&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjeNCESh4iPjG8dUJcrO4y64inieHTCTMJJyAJYVexr-yyV0mi2fOjdHNb0WjR_bNWm5WnqQGXDlMUdjFDCDkgLemEjR5phykli4tPYxdk1MajPE0VGVtyT7DKRMURuKt4rTPw76caZKfKr-nRi8mQ08rYlVNhXWBaLqpm2ytwIsbp6qC7g65rlgvpv/s773/Image_14.png&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; data-original-height=&quot;435&quot; data-original-width=&quot;773&quot; height=&quot;360&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjeNCESh4iPjG8dUJcrO4y64inieHTCTMJJyAJYVexr-yyV0mi2fOjdHNb0WjR_bNWm5WnqQGXDlMUdjFDCDkgLemEjR5phykli4tPYxdk1MajPE0VGVtyT7DKRMURuKt4rTPw76caZKfKr-nRi8mQ08rYlVNhXWBaLqpm2ytwIsbp6qC7g65rlgvpv/w640-h360/Image_14.png&quot; width=&quot;640&quot;&gt;&lt;/a&gt;&lt;/div&gt;
&lt;p&gt;AI 알고리즘에는 뉴스를 입력하거나 검색하는 기능이 없음에도 불구하고, 마치 뉴스를 본 것처럼 이슈 종목들을 매수한다는 것이 참 신기했는데요.&lt;/p&gt;
&lt;p&gt;이 현상에 대해 주식 AI의 개발자는 AI가 시장의 어떤 미세한 차이들을 느끼고 움직이는 것 같다고 했습니다. 변동 가능성을 AI가 미리 감지하고, 이 때까지 쌓아온 데이터를 근거로 판단하게끔 만들어졌다고 하네요.&lt;/p&gt;
&lt;div class=&quot;separator&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjSrVrr0U3ne3Sq7ZgosDc58FGs_lFTjx-kZi31RBFRThHhVrVEet1xH6NWC8uFxO5cCZndBXWPGsVThbrr4BR3dxzSesxn5UgbstzBiJsEtboeBvEFmD9ISA4qv3VsYejW81LSpRUuDpIpUoaPjzs2nDM-vf1IDtFNGRCaR0iZNg0iGZfU4GXZDV9U/s773/Image_15.png&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; data-original-height=&quot;435&quot; data-original-width=&quot;773&quot; height=&quot;360&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjSrVrr0U3ne3Sq7ZgosDc58FGs_lFTjx-kZi31RBFRThHhVrVEet1xH6NWC8uFxO5cCZndBXWPGsVThbrr4BR3dxzSesxn5UgbstzBiJsEtboeBvEFmD9ISA4qv3VsYejW81LSpRUuDpIpUoaPjzs2nDM-vf1IDtFNGRCaR0iZNg0iGZfU4GXZDV9U/w640-h360/Image_15.png&quot; width=&quot;640&quot;&gt;&lt;/a&gt;&lt;/div&gt;
  
  
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&lt;p&gt;이렇게 오후장에서 수익을 낸 주식 AI로 인해 대결 첫 날의 수익률은 주식 AI가 더 높은 상태로 마무리되었습니다.&lt;/p&gt;
&lt;div class=&quot;separator&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjHniErDv_1gCtPgMYerSDvKU2SUWtDE2R-4iKJwWsZdrAFkevAHAq1diz9f5kcPJ-mgLz6_bynDPoo5204ik5beY_BizbHklgqGZg6Z8a5VN98v_rQj1P59GLpgnZULAqCZITFt0WfTCx-2g3gygbYUfy_MSGSXqjnIyWqsj35Sk6xI9z7m0iU2jGw/s773/Image_16.png&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; data-original-height=&quot;435&quot; data-original-width=&quot;773&quot; height=&quot;360&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjHniErDv_1gCtPgMYerSDvKU2SUWtDE2R-4iKJwWsZdrAFkevAHAq1diz9f5kcPJ-mgLz6_bynDPoo5204ik5beY_BizbHklgqGZg6Z8a5VN98v_rQj1P59GLpgnZULAqCZITFt0WfTCx-2g3gygbYUfy_MSGSXqjnIyWqsj35Sk6xI9z7m0iU2jGw/w640-h360/Image_16.png&quot; width=&quot;640&quot;&gt;&lt;/a&gt;&lt;/div&gt;
&lt;p&gt;대결 첫째날도과 마찬가지로 둘째날도 인간과 AI의 실적이 계속 차이가 생기는데요.&lt;/p&gt;
&lt;div class=&quot;separator&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjpst_t1ko0G0n3jecPL44Ndhk3RI1_g6o9L2D2X3GDFihVgl1PU0H1tvI36Zv05Vd3TX31HVeoXXiSh5g811V-jlJKHwSmH5hdyPHVeXI-djjMdaDAwDZKTF979Usd_YW0Im6zyztoYmPQcqqQe13McMN39b5pCg8-Ag5QpMfHq1QUxYn7clKB3QHh/s773/Image_17.png&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; data-original-height=&quot;435&quot; data-original-width=&quot;773&quot; height=&quot;360&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjpst_t1ko0G0n3jecPL44Ndhk3RI1_g6o9L2D2X3GDFihVgl1PU0H1tvI36Zv05Vd3TX31HVeoXXiSh5g811V-jlJKHwSmH5hdyPHVeXI-djjMdaDAwDZKTF979Usd_YW0Im6zyztoYmPQcqqQe13McMN39b5pCg8-Ag5QpMfHq1QUxYn7clKB3QHh/w640-h360/Image_17.png&quot; width=&quot;640&quot;&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;p&gt;심지어 같은 날 같은 종목으로도 엇갈리는 결과가 발생하게 됩니다. AI는 5,000원대에 사서 7,000원대에 팔아 25%의 큰 수익을 남겼지만 마하 세븐님은 고점에 팔아서 오히려 -5% 손해를 보고 팔았다는 희비가 교차하는 상황 ..&lt;/p&gt;
&lt;div class=&quot;separator&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjXZJmOw_Tvl8XdiCPQucdkdSAteD8XTLKbACci7taC7crvVUKHMjEmdyi64wucIQbSxfR9FaYXv0iTRNlccKSVh-smsKMVYre50SrvtQ458xDTMp8kX2nDiBgPKc_VeXiAa2ysjCIpmGaiopMbFBwj4WDNfMMT_KYmMDN2sv9pkKr9prcFCs1Zfl6s/s773/Image_18.png&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; data-original-height=&quot;435&quot; data-original-width=&quot;773&quot; height=&quot;360&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjXZJmOw_Tvl8XdiCPQucdkdSAteD8XTLKbACci7taC7crvVUKHMjEmdyi64wucIQbSxfR9FaYXv0iTRNlccKSVh-smsKMVYre50SrvtQ458xDTMp8kX2nDiBgPKc_VeXiAa2ysjCIpmGaiopMbFBwj4WDNfMMT_KYmMDN2sv9pkKr9prcFCs1Zfl6s/w640-h360/Image_18.png&quot; width=&quot;640&quot;&gt;&lt;/a&gt;&lt;/div&gt;
&lt;p&gt;AI 안에는 주식 선생님과도 같은 분석 담당 알고리즘이 존재하는데 주식장이 끝난 뒤, 밤 12시가 되면 지난 하루 AI의 매매 기록을 다시 보며 분석을 시작한다고 합니다. 밤새 일하는 AI를 사람이 어떻게 이기나요 ‾͟͟͞(((ꎤ ✧曲✧)̂—̳͟͞͞o!!&lt;/p&gt;
&lt;div class=&quot;separator&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgNxg0B6sUaKSUMeu6wQXm3hfiQs9DUdVQSEdbn_2jNDtaesU7KumW3pDEZTnJy7dkD2VR89f6AhNxa2kJuvr7lS0nXwG-sH2EnnFFOqx5vEQEPIQj_SBlB-SYeuXmaCBlVBvoyGzfpb93MaZCbUDoWlS_0Iu0lZwAYgDUm4TTge1x6hp57pnbxEY3C/s773/Image_19.png&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; data-original-height=&quot;435&quot; data-original-width=&quot;773&quot; height=&quot;360&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgNxg0B6sUaKSUMeu6wQXm3hfiQs9DUdVQSEdbn_2jNDtaesU7KumW3pDEZTnJy7dkD2VR89f6AhNxa2kJuvr7lS0nXwG-sH2EnnFFOqx5vEQEPIQj_SBlB-SYeuXmaCBlVBvoyGzfpb93MaZCbUDoWlS_0Iu0lZwAYgDUm4TTge1x6hp57pnbxEY3C/w640-h360/Image_19.png&quot; width=&quot;640&quot;&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;p&gt;아무튼 자체 알고리즘의 분석으로 매매 실행 담당이 어떤 종목의 매매를 잘했는지 또는 어디서 실수를 했는지 피드백을 주면, 그 분석 결과를 토대로 매매를 담당하는 AI는 다음 날을 위한 최적의 매매 타이밍을 잡고 준비한다고 해요.&lt;/p&gt;
&lt;p&gt;이게 모두 사람이 자는 동안 일어나는 일이라고 하니 실로 대단할 뿐 .. ;;&lt;/p&gt;
&lt;div class=&quot;separator&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjnP5vqhkYOX9gOVH88LitAEDqqPBYEGokJ1RTwbVp9b2gGhD6TGpf1PBS-98SIkHBAnXAOL-IHoClm0w3PCpg6lbTFi48cCD-UwJYG1pnbsm_Uw0wpkAhBZ9zFor6POhHVekMWExifUmC7fa-WAU0DFqEfwCwO4zSTeY_EeyH_Wt3cBvlbSNcCKQ7U/s773/Image_20.png&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; data-original-height=&quot;435&quot; data-original-width=&quot;773&quot; height=&quot;360&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjnP5vqhkYOX9gOVH88LitAEDqqPBYEGokJ1RTwbVp9b2gGhD6TGpf1PBS-98SIkHBAnXAOL-IHoClm0w3PCpg6lbTFi48cCD-UwJYG1pnbsm_Uw0wpkAhBZ9zFor6POhHVekMWExifUmC7fa-WAU0DFqEfwCwO4zSTeY_EeyH_Wt3cBvlbSNcCKQ7U/w640-h360/Image_20.png&quot; width=&quot;640&quot;&gt;&lt;/a&gt;&lt;/div&gt;
&lt;p&gt;대결을 시작한지 5일째에는 미국 시장이 급락하면서 아침부터 국내 시장에 비상이 걸린 날이었는데요.&lt;/p&gt;
&lt;div class=&quot;separator&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi95znjkWxVBGijSfwFzJI2rW8Vo-ECi_K3SETQfj4C_7MvJo3Oh3Alf4wAVZNAtz37LgvAbpC1LC7zk1GOkYv_F7BYQ0hhS8ALmEUYWNNN-a8TDNyW5MAN4gvZtUiPcXNC5C_tNo7lFjs21p_MhICV0LvabHkt-tWMLPaGx27DdxjOy1Co2dAfDxCY/s773/Image_21.png&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; data-original-height=&quot;435&quot; data-original-width=&quot;773&quot; height=&quot;360&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi95znjkWxVBGijSfwFzJI2rW8Vo-ECi_K3SETQfj4C_7MvJo3Oh3Alf4wAVZNAtz37LgvAbpC1LC7zk1GOkYv_F7BYQ0hhS8ALmEUYWNNN-a8TDNyW5MAN4gvZtUiPcXNC5C_tNo7lFjs21p_MhICV0LvabHkt-tWMLPaGx27DdxjOy1Co2dAfDxCY/w640-h360/Image_21.png&quot; width=&quot;640&quot;&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;p&gt;주가 지수가 크게 하락하면서 갖고 있던 주식들이 크게 하락한 AI와 반대로 전 날 상한가를 기록한 바이오주를 대거 사들였던 마하 세븐님 -&lt;/p&gt;
&lt;div class=&quot;separator&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi_a4mT87CH1zixReQ8rw6NoTPblaPu9UAhW7X8D1F7XjM0UU-pgCmF0kIjKYueVQ7J8YpPup8zesS9-s4h3bLKP5RNHTZZir6ksi6Rvx0ti0jDO8ybcp3pYo_z0qMre4wDX1iMOmmPiIZzmvJZREKUNcbnoXqjujcfASLDxf5pGM7Z5nzCyaRjd8Td/s773/Image_22.png&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; data-original-height=&quot;435&quot; data-original-width=&quot;773&quot; height=&quot;360&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi_a4mT87CH1zixReQ8rw6NoTPblaPu9UAhW7X8D1F7XjM0UU-pgCmF0kIjKYueVQ7J8YpPup8zesS9-s4h3bLKP5RNHTZZir6ksi6Rvx0ti0jDO8ybcp3pYo_z0qMre4wDX1iMOmmPiIZzmvJZREKUNcbnoXqjujcfASLDxf5pGM7Z5nzCyaRjd8Td/w640-h360/Image_22.png&quot; width=&quot;640&quot;&gt;&lt;/a&gt;&lt;/div&gt;
&lt;p&gt;이렇게 한번 반대의 희비를 하고도 이미 누적 수익률을 쌓은 AI를 이기기 어려웠으나 2주차부터는 인간 대결자 &#39;마하 세븐&#39;님의 꾸준한 수익률 상승으로 어느덧 AI의 수익률을 역전하게 되었는데요.&lt;/p&gt;
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&lt;/table&gt;

&lt;p&gt;마하 세븐님은 국내외 장이 좋지 않은 날 더 좋은 성적을 내는 AI와는 다른 특별함을 보였습니다. 그도 그럴것이 미국 증시가 흔들리는 4일간 무려 40%의 수익률을 달성했거든요.&lt;/p&gt;
&lt;p&gt;주식 AI의 투자 알고리즘이 안전매매라면 인간 투자자 &#39;마하세븐&#39;님의 투자 원칙은 &#39;날고 뛰는 호랑이 등에 과감히 올라타는 것.. 그에 비해 초반에는 수익을 내는듯 하더니 지지부진한 기록을 나타내고 있는 주식 AI의 격차가 점점 벌어지고 있습니다.&lt;/p&gt;
&lt;div class=&quot;separator&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh1a1jo9Vo0tHvTWFTfNULgYZrFuw1_6Nq8s20UfDsddM5yUdsWprchABBSZnvhmwJB07bTZ6MYQkujtvQxQPbc6jU1YKs-zNaqoMNSJDQ_B1H7K0uXNNVpICy2uDBTmh46gs965RhT09hGgmb34_UdhfGj6OP4oZfLS4BNjy6wdRGcP_RZLErgCy7m/s773/Image_24.png&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; data-original-height=&quot;435&quot; data-original-width=&quot;773&quot; height=&quot;360&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh1a1jo9Vo0tHvTWFTfNULgYZrFuw1_6Nq8s20UfDsddM5yUdsWprchABBSZnvhmwJB07bTZ6MYQkujtvQxQPbc6jU1YKs-zNaqoMNSJDQ_B1H7K0uXNNVpICy2uDBTmh46gs965RhT09hGgmb34_UdhfGj6OP4oZfLS4BNjy6wdRGcP_RZLErgCy7m/w640-h360/Image_24.png&quot; width=&quot;640&quot;&gt;&lt;/a&gt;&lt;/div&gt;
&lt;p&gt;때문에 개발팀에서는 긴급 대책 회의가 열렸다고.. ◔_◔&lt;/p&gt;
&lt;div class=&quot;separator&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgARodRjmEDaahh1lyJdL0DCT7pFhXghyGpO936L2t3tuuvkE_K9D7-jLGo3_mVXBTn_OIJ5HC7feae6qLrz4amC4W-sPRKVpqgcRVGqveefmbAmasaIeHsL7UFeqA6GrWPoqPLPpzvx87b1eHnXphs9va7YuK7mWuHB3CKd6gvcheddLdGcqxLdeYK/s773/Image_25.png&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; data-original-height=&quot;435&quot; data-original-width=&quot;773&quot; height=&quot;360&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgARodRjmEDaahh1lyJdL0DCT7pFhXghyGpO936L2t3tuuvkE_K9D7-jLGo3_mVXBTn_OIJ5HC7feae6qLrz4amC4W-sPRKVpqgcRVGqveefmbAmasaIeHsL7UFeqA6GrWPoqPLPpzvx87b1eHnXphs9va7YuK7mWuHB3CKd6gvcheddLdGcqxLdeYK/w640-h360/Image_25.png&quot; width=&quot;640&quot;&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;/table&gt;

&lt;p&gt;여러가지 논의를 했지만 현재 상태 그대로 가는 것이 좋을 것 같다고 주식 AI 개발팀은 의지를 굳혔습니다.&lt;/p&gt;
&lt;p&gt;AI는 초기에 입력된 알고리즘대로 1억원을 50개의 종목으로 나눠 200만원씩 모두 분산 투자를 해둔 상황인데 알고리즘을 바꾸려면 인간이 골라서 매도를 해야 하는 상황이기 때문에 어쩔 수 없었다고 하는데요.&lt;/p&gt;
&lt;div class=&quot;separator&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi3cNXSi2KKjg_tqtrciz-pUAaN0W0Nh77BbS8hSdtRn_8u4XhGVVLhn50XMA1I007o38jLc_vyqjEvICCYQN9-3i7XwC-B6EgtWyQhMBdHCgmh8xMmI5IEnTzSs3ltSk0WYBA_Kj7BOxw3o8GU3-BFSX8HU0mhml5ZMNP6ajsp1wc8muLXSWuUMXs1/s773/Image_26.png&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; data-original-height=&quot;435&quot; data-original-width=&quot;773&quot; height=&quot;360&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi3cNXSi2KKjg_tqtrciz-pUAaN0W0Nh77BbS8hSdtRn_8u4XhGVVLhn50XMA1I007o38jLc_vyqjEvICCYQN9-3i7XwC-B6EgtWyQhMBdHCgmh8xMmI5IEnTzSs3ltSk0WYBA_Kj7BOxw3o8GU3-BFSX8HU0mhml5ZMNP6ajsp1wc8muLXSWuUMXs1/w640-h360/Image_26.png&quot; width=&quot;640&quot;&gt;&lt;/a&gt;&lt;/div&gt;
&lt;p&gt;인간이 개입하지 않고 오로지 인간 vs 주식 AI의 공정한 대결을 위해 현 상황을 유지하겠다고 개발팀은 말했습니다. 그렇게 시간이 더 지나 AI와 인간의 주식 투자 대결 결과가 나왔는데요.&lt;/p&gt;
&lt;p&gt;인간 대결자 &#39;마하 세븐&#39;이 이슈에 따른 관련주들의 공략을 이어가 코로나주/그린뉴딜주/전기배터리주 등으로 하루 최대 11% 수익률을 달성했다면, AI는 대결 내내 코스피와 코스닥에 대비한 안정적인 수익률을 기록하는 것으로 대결을 마쳤는데요.&lt;/p&gt;
&lt;p&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjSmj0WFeuoaFa9Bgo5GXEkc6C4HzzLXBTSBPfHWxANunozaEsht6HrTWRUFzZ-ao0fa4CVn-4rWb-7cILzlO_byWdhINvD2X-L1ch4xHXs6XNjRNtqo1263M9qojsPcLt71jfr6EJRI88yJ0Az9oEouH-ujJP9qrW-fQX_OWT_t_86ZguiWY8Heixj/s773/Image_27.png&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; data-original-height=&quot;435&quot; data-original-width=&quot;773&quot; height=&quot;360&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjSmj0WFeuoaFa9Bgo5GXEkc6C4HzzLXBTSBPfHWxANunozaEsht6HrTWRUFzZ-ao0fa4CVn-4rWb-7cILzlO_byWdhINvD2X-L1ch4xHXs6XNjRNtqo1263M9qojsPcLt71jfr6EJRI88yJ0Az9oEouH-ujJP9qrW-fQX_OWT_t_86ZguiWY8Heixj/w640-h360/Image_27.png&quot; width=&quot;640&quot;&gt;&lt;/a&gt;&lt;/p&gt;
&lt;table&gt;





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&lt;p&gt;결과적으로 인간이 우승하긴 했지만 &#39;AI로만 투자를 진행해도 큰 리스크 없이 안정적인 투자를 진행할 수 있구나&#39; 라는 생각이 드는 대결이 된 것 같습니다. 역시 AI는 대단합니다 (짝짝)&lt;/p&gt;
&lt;p&gt;이 때까지는 AI가 인간과 대결한 경험들을 보면 AI 혹은 로봇이 이기는 결과가 대부분이었는데요.&lt;/p&gt;
&lt;p&gt;이번에는 결국 인간이 이기게 되는 흔치 않은 주제의 좋은 대결 영상이었던 것 같아요 ( •̀ω•́ )✧&lt;/p&gt;
&lt;p&gt;이렇게 또 한번 가까이 다가오는 인공지능의 시대..&lt;/p&gt;
&lt;p&gt;앞으로 더 얼마나 대단한 기술들이 나올까 기대가 됩니다, 두근두근&lt;/p&gt;
&lt;p&gt;Sally도 더욱 발전해야겠조...? 두근두근, 앞으로도 계속 좋은 정보와 좋은 개발 결과물로 찾아올테니 꾸준히 지켜봐주세요 ʕ•̫͡•ʔ&lt;img alt=&quot;❤&quot; class=&quot;an1&quot; data-emoji=&quot;❤&quot; src=&quot;https://fonts.gstatic.com/s/e/notoemoji/15.0/2764/32.png&quot;&gt;ʕ•̫͡•ʔ&lt;/p&gt;
&lt;p&gt;출처&lt;/p&gt;
&lt;p&gt;[마케터 데일리]AI와 인간의 주식 투자 대결 (SBS NOW 마하세븐 _ 한달동안 1억으로 수익률 대결하기)&lt;/p&gt;
  
  
  
  
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  &lt;div class=&quot;blogger-post-footer&quot;&gt;https://keycolor50.blogspot.com/p/ad-post-feed-footer.html&lt;/div&gt;</description><link>https://finance-keypoint.blogspot.com/2023/05/point-ai-vs.html</link><author>noreply@blogger.com (Unknown)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhHRvtcAwAZACdRKMa0VABwCMSG61INJiEYqAngyZDcdz5T5mlx1ZfvO8W32DalQBEMl4mCDXDBglGNIMJ6gCoHI27fE3Rcgil0KkvXMKIs9FFzD1YOCnEfREVNZHpz5MqdcuLYu9vQcEg1IEa6lno1i0f311XgDAYUYnAXxEhh6JF6IiWJeu8EOkbI/s72-w640-h640-c/Image_2.jpg" height="72" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-8115300692340596844.post-2254080324609452901</guid><pubDate>Mon, 08 May 2023 07:07:00 +0000</pubDate><atom:updated>2023-06-29T17:40:41.258+09:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">AI</category><category domain="http://www.blogger.com/atom/ns#">Application</category><category domain="http://www.blogger.com/atom/ns#">Tracking</category><category domain="http://www.blogger.com/atom/ns#">급부상</category><category domain="http://www.blogger.com/atom/ns#">수익화</category><category domain="http://www.blogger.com/atom/ns#">인공지능</category><category domain="http://www.blogger.com/atom/ns#">클라우드</category><title>[Tracking] AI, Application</title><description>&lt;html&gt;
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&lt;!-- ||=================================== Contents ========================================|| --&gt; 


















&lt;div&gt;생성 AI, Application&lt;/div&gt;&lt;div&gt;수익화에 먼저 성공할 기업은?&lt;/div&gt;&lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;&lt;div&gt;1 클라우드 이후 기술공백을 메울 대안으로 인공지능 급부상&amp;nbsp;&lt;/div&gt;&lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;2 B2C 대상 서비스가 나오기 까지는 시간이 필요할 것&lt;/div&gt;&lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;3 주목해야 할 곳은 AI를 당장 적용해 수익화 할 수 있는 기업&lt;/div&gt;&lt;/div&gt;&lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;&lt;div&gt;&lt;b&gt;생성 AI Application, 성공한다면 텐배거.&lt;/b&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt;하지만 녹록치 않은 현실&lt;/b&gt;&lt;/div&gt;&lt;/div&gt;&lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;&lt;div&gt;클라우드 이후 기술 공백을 메울 수 있는 대안으로 인공지능이 급부상하고 있어요.&lt;/div&gt;&lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;그중 초거대 언어 모델에 기반한 ChatGPT의 등장으로, 생성 AI가 시장의 가장 큰 화두로 자리잡았는데요.&lt;/div&gt;&lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;시장은 이제 마이크로소프트와 OpenAI가 우위일지, 알파벳이 승기를 다시 찾아올 것인지에 대한 경쟁구도에 초점을 맞추고 있어요.&lt;/div&gt;&lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;AI의 기초 재료가 되는 인공지능 모델의 우위에 관심이 커요. 승기를 잡는다면 가장 큰 수익을 거두는 것은 파운데이션 모델의 승자일 테니까요.&lt;/div&gt;&lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;하지만 투자 관점에서 인프라보다 대박을 터뜨린 것은 서비스, Cloud Oriented Application이었어요.&lt;/div&gt;&lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;대표적으로 팬데믹 기간 중 트윌리오, 클라우드플레어 등이 있죠. 이들은 클라우드 태생 SW들로, 팬데믹 기간 동안 IaaS(인프라서비스) 기업을 압도하는 주가 수익을 냈어요. 중장기적으로 이 수순은 AI에서도 반복될 가능성이 높아요.&lt;/div&gt;&lt;/div&gt;&lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
  &lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEiSEnS3gWkVs1hcvilKO5EMtVs8uJLs4jx2EMr06RZuzb7xdj9zFVapYMNAvuU1Nbrod0ot0uVuvA6OmJJ58nJ3vARLYqI-WnwS0R_QxOw-SrrRyHuctI3S2-dQDiranjWO3-z68HHu9_efhAJIEiH3M0veLbDmjT_1rePcTQ7mxpL_siMsZYhwaJR9mg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;
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  &lt;/a&gt;
&lt;/div&gt;&lt;div&gt;※ 자료 : Bloomberg, 삼성증권&lt;/div&gt;
  
  
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  &lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;다만 현실적으로 당장 텐배거(10배 수익)를 찾아 내는 것은 어려워요. 비용의 한계, 기술성숙도 등의 한계로 AI 시장은 아직 탐색전에 가까운 수준이기 때문인데요. 물론 불완전한 모델하에서도 현재 수익화는 진행되고 있기 때문에, 지금의 수익모델을 이해하는 것이&lt;/div&gt;&lt;div&gt;투자자에겐 앞으로 등장할 텐배거를 대비할 유용한 도구가 되겠죠.&lt;/div&gt;&lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;&lt;div&gt;&lt;b&gt;Al Application,&lt;/b&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt;어떤 형태로 등장할까&lt;/b&gt;&lt;/div&gt;&lt;/div&gt;&lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;인간이 수행하는 수많은 서비스는 AI 형태로 등장할 거예요. 다만 ChatGPT는 거대한 데이터를 기반으로 다양한 변수를 학습한 추론 모델이기 때문에, 고비용 이슈가 있어요. 또한 맥락에 따라 일부 답변이 오류를 가질 수 있어 B2C 대상 서비스가 나오기 까지는 시간이 필요해요.&lt;/div&gt;&lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;결국 단기에 빛을 볼 수 있는 것은 B2B 형태로, 엔진 혹은 API를 제공받은 사업자가 목적에 맞게 최소한의 변수로 완성도를 끌어올릴 가능성이 높아요.&lt;/div&gt;&lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;&lt;div&gt;이미 ChatGPT는 경량화 모델을 판매하기 시작했으며 다수 SW 기업은 이를 활용한 서비스를 기존 사업에 덧붙여 내놓고 있어요.&lt;/div&gt;&lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;어도비 AI를 활용한 배경제거 예시&lt;/div&gt;&lt;div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
  &lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEiN8d0NgZaHKKIbIv2jxfjH4Mth283rFG7_eHu11NiQ4gcx3qizo29vPR9F_VrCHwUNKDUe14DZAgWaiq8g9g2EmujGQEp8yVawGnrM2t66Dm7wENHlK1Q5ADslZIim_SZjYrdLmNbN2pjDII42qXvqTPkh2k_ucdD3GVwkmjxVqyW7SfEV607RbqAQ3g&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;
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  Adobe의 인공지능이 전경과 후경을 자동으로 구분합니다.&lt;br&gt;&lt;/div&gt;&lt;div&gt;※ 참고 : 왼쪽(배경 제거 이전), 오른쪽(배경 제거 후)&lt;/div&gt;&lt;div&gt;※ 자료 : Adobe, 삼성증권&lt;/div&gt;&lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt;생산성 향상이 먼저다&lt;/b&gt;&lt;/div&gt;&lt;div&gt;최근 세계 최대 이미지, 영상 플랫폼인 게티이미지는 영국 AI 이미지 생성 기업을 상대로 지적 재산권 침해 소송을 제기했어요. 해당 업체가 게티이미지의 이미지를 AI 학습에 활용했다는 거죠. 생성 AI가 만든 최종재가 판매되기 위해 제도적인 장치들이 선행될 필요가 있다고 생각돼요.&lt;/div&gt;&lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;&lt;div&gt;반면 생산성 향상 서비스는 2차적으로 사람의 개입이 필요해 소유권에 대한 이슈는 명확해요.&lt;/div&gt;&lt;div&gt;인플레이션 상승으로 가파르게 상승한 인건비 역시 생산성 향상 서비스 수요를 자극할 수 있는 부분인데, 대표적으로 개발자 시장이 있어요. AI가 1차적인 코드를 작성하면, 개발 속도는 현저히 빨라져요.&lt;/div&gt;&lt;div&gt;지금도 로우/노코드 시장이 존재하지만, 대화형 서비스 제공으로 그 파급력은 기존과 다를 것으로 예상돼요.&lt;/div&gt;&lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;메이투 주요 서비스 생태계&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
  &lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEiR6eJEDpQlP4Dk64Vse5YLJQvCBILLtHrX-IHz_mB8PQqmosM9awguouDiJxtXxaHoTSWE_3giGtvvFp2GI-o355RUAolH8M4wbtm9cm90522n_NDlKQo_2Shfy5lm_sOoa5RJOM2jNJOAuaPTP87HL5W2Jgm--TXmS2DWV_oUWlrLamFkJl15nDty7Q&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;
    &lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEiR6eJEDpQlP4Dk64Vse5YLJQvCBILLtHrX-IHz_mB8PQqmosM9awguouDiJxtXxaHoTSWE_3giGtvvFp2GI-o355RUAolH8M4wbtm9cm90522n_NDlKQo_2Shfy5lm_sOoa5RJOM2jNJOAuaPTP87HL5W2Jgm--TXmS2DWV_oUWlrLamFkJl15nDty7Q&quot; width=&quot;400&quot;&gt;
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  &lt;br&gt;&lt;/div&gt;&lt;div&gt;&lt;div&gt;※ 자료 : 메이투, 삼성증권&lt;/div&gt;&lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;&lt;div&gt;&lt;b&gt;투자전략,&lt;/b&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt;먼 미래보다는 당장 수익이 중요&lt;/b&gt;&lt;/div&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt;&lt;br&gt;&lt;/b&gt;&lt;/div&gt;&lt;div&gt;&lt;div&gt;파운데이션 모델 성숙 이후, 각종 서비스 출시와 함께 스타트업 혹은 소형주를 중심으로 텐베거가 등장할 가능성이 높아요. 관건은 &#39;언제&#39;냐는 것인데요.&lt;/div&gt;&lt;div&gt;메타버스와 자율주행에서 경험한 것처럼 공백기가 길어질 가능성도 배제할 수 없어요.&lt;/div&gt;&lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;기회비용을 고려한다면, 현시점에서 무작정 텐배거를 탐색하는 것은 합리적이지 않아요.&lt;/div&gt;&lt;div&gt;가성비 측면에서 주목해야 할 곳은 AI를 당장 적용,&lt;/div&gt;&lt;div&gt;수익화할 수 있는 기존 기업이겠죠.&lt;/div&gt;&lt;div&gt;이들은 AI를 도입해 생태계를 강화하거나 수익성을 끌어올리는 방향으로 실익을 거둘 수 있어요.&lt;/div&gt;&lt;div&gt;결론적으로 이들의 전략을 탐색하고 이해함으로써 중장기 관점에서 텐배거 탄생에 대비할 필요가 있어요.&lt;/div&gt;&lt;/div&gt;&lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;&lt;div&gt;&lt;b&gt;주목해야 할 종목들은?&lt;/b&gt;&lt;/div&gt;&lt;div&gt;&lt;b&gt;&lt;br&gt;&lt;/b&gt;&lt;/div&gt;&lt;div&gt;&lt;div style=&quot;font-weight: bold;&quot;&gt;&lt;/div&gt;&lt;div style=&quot;font-weight: bold;&quot;&gt;&lt;/div&gt;&lt;div style=&quot;font-weight: bold;&quot;&gt;향후 생성 Al Application으로 주목해야 할 기업으로 어도비시스템(ADBE US), 세일즈포스(CRM US), 쇼피파이(SHOP US), 유아이패스(PATH US), C3 AI(AI US), 메이투(01357 HK), 재스퍼 ai(비상장)를 제시해요.&lt;/div&gt;&lt;/div&gt;&lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;* 본 자료에서 언급된 개별기업의 상세한 정보는 삼성증권 홈페이지에서 리포트 원본을 참고하시기 바랍니다.&lt;/div&gt;&lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;* 광고 시점 및 미래에는 이와 달라질 수 있습니다.&lt;/div&gt;&lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;* 출처 : 2023년 3월 15일자 삼성증권&amp;nbsp;&lt;/div&gt;&lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;삼성증권 리서치센터&lt;/div&gt;&lt;div&gt;&#39;생성 Al, Application수익화에 먼저 성공할 기업은?&lt;/div&gt;&lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;(리서치센터 김철민,황선명,이영진 저)&#39; 리포트&lt;/div&gt;&lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;여러 분야의 애널리스트들의 산업분석과 노하우를 집결하여 변화하는 글로벌 트렌드를 투자자분들이 쉽게 이해할 수 있도록 소개하고 있습니다.&lt;/div&gt;&lt;/div&gt;&lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div&gt;&lt;/div&gt;&lt;/div&gt;







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&lt;div class=&quot;blogger-post-footer&quot;&gt;https://keycolor50.blogspot.com/p/ad-post-feed-footer.html&lt;/div&gt;</description><link>https://finance-keypoint.blogspot.com/2023/05/tracking-ai-application.html</link><author>noreply@blogger.com (Keycolor)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/a/AVvXsEiSEnS3gWkVs1hcvilKO5EMtVs8uJLs4jx2EMr06RZuzb7xdj9zFVapYMNAvuU1Nbrod0ot0uVuvA6OmJJ58nJ3vARLYqI-WnwS0R_QxOw-SrrRyHuctI3S2-dQDiranjWO3-z68HHu9_efhAJIEiH3M0veLbDmjT_1rePcTQ7mxpL_siMsZYhwaJR9mg=s72-c" height="72" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-8115300692340596844.post-1420277552066566826</guid><pubDate>Tue, 02 May 2023 03:51:00 +0000</pubDate><atom:updated>2023-06-29T17:41:42.532+09:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">MSCI</category><category domain="http://www.blogger.com/atom/ns#">point</category><category domain="http://www.blogger.com/atom/ns#">분석</category><category domain="http://www.blogger.com/atom/ns#">선진국지수</category><category domain="http://www.blogger.com/atom/ns#">전망</category><category domain="http://www.blogger.com/atom/ns#">한국</category><title>[Point] MSCI 선진국지수 분석 전망</title><description>&lt;html&gt;
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&lt;!-- ||=================================== Contents ========================================|| --&gt; 




  &lt;p&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEj-TnJfXxBISNMAtHz2YrQAY_lknkC8tsL6G8q7LroF9sD1dAAdoej_XJ5j2ZQpfRsqO-6xbrAHZIcPBEXyYqx-5bz9B9iL3FLTFpo8E6TMVhcjdDI1MLFBpAPHLANZXF1sgkoy-h3qMLGbmRwJYc3eMJCNNsNIoSRCbV-DOQC-VCgk1vuy5Jgzfc0FdQ&quot;&gt;&lt;img src=&quot;https://blogger.googleusercontent.com/img/a/AVvXsEj-TnJfXxBISNMAtHz2YrQAY_lknkC8tsL6G8q7LroF9sD1dAAdoej_XJ5j2ZQpfRsqO-6xbrAHZIcPBEXyYqx-5bz9B9iL3FLTFpo8E6TMVhcjdDI1MLFBpAPHLANZXF1sgkoy-h3qMLGbmRwJYc3eMJCNNsNIoSRCbV-DOQC-VCgk1vuy5Jgzfc0FdQ&quot; alt=&quot;AVvXsEj-TnJfXxBISNMAtHz2YrQAY_lknkC8tsL6G8q7LroF9sD1dAAdoej_XJ5j2ZQpfRsqO-6xbrAHZIcPBEXyYqx-5bz9B9iL3FLTFpo8E6TMVhcjdDI1MLFBpAPHLANZXF1sgkoy-h3qMLGbmRwJYc3eMJCNNsNIoSRCbV-DOQC-VCgk1vuy5Jgzfc0FdQ&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;2023년 6월&lt;/p&gt;
&lt;p&gt;MSCI 선진국지수 관찰대상국 지정 여부 발표&lt;/p&gt;
&lt;p&gt; &lt;/p&gt;
&lt;table&gt;





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&lt;/table&gt;

&lt;p&gt; &lt;/p&gt;
&lt;p&gt;MSCI 지수란 &lt;/p&gt;
&lt;p&gt;미국의 모건스탠리캐피털 인터내셔널사가 개발한 세계적인 주가지수를 말합니다. 전 세계 주식시장을 발전 단계에 따라 &lt;/p&gt;
&lt;p&gt;△선진시장 &lt;/p&gt;
&lt;p&gt;△신흥시장 &lt;/p&gt;
&lt;p&gt;△프런티어시장 &lt;/p&gt;
&lt;p&gt;△단일시장 &lt;/p&gt;
&lt;p&gt;등 네 가지로 분류&lt;/p&gt;
&lt;p&gt; &lt;/p&gt;
&lt;table&gt;





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&lt;/table&gt;


&lt;p&gt; &lt;/p&gt;
&lt;p&gt;MSCI 선진국지수 편입 조건 &lt;/p&gt;
&lt;p&gt;△경제성장 수준 &lt;/p&gt;
&lt;p&gt;△주식시장 규모와 자금 유동성 &lt;/p&gt;
&lt;p&gt;△외국인 투자자를 위한 시장 접근성 등&lt;/p&gt;
&lt;p&gt; &lt;/p&gt;
&lt;table&gt;





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&lt;/table&gt;

&lt;p&gt; &lt;/p&gt;
&lt;p&gt;&quot;韓증시&lt;/p&gt;
&lt;p&gt;△외국인투자자 등록제도 &lt;/p&gt;
&lt;p&gt;△외환시장 거래시간 제한 &lt;/p&gt;
&lt;p&gt;△영문공시 미흡 등을 지적&lt;/p&gt;
&lt;p&gt; &lt;/p&gt;
&lt;table&gt;





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&lt;/table&gt;


&lt;p&gt; &lt;/p&gt;
&lt;p&gt;[외국인투자자 등록제] 폐지&lt;/p&gt;
&lt;p&gt;자본시장법 시행령과 금투업 규정 및 시행세칙 개정이 필요&lt;/p&gt;
&lt;p&gt;금융위원회 시행령 개정&lt;/p&gt;
&lt;p&gt;입법 준비 중 6월 전에 마칠 것 등록제를 폐지&lt;/p&gt;
&lt;p&gt;외국인투자자가 이용 전산개발 필요&lt;/p&gt;
&lt;p&gt;3분기 예탁원 코스콤 증권사&lt;/p&gt;
&lt;p&gt;전산개발 예상 기획재정부 한국은행&lt;/p&gt;
&lt;p&gt;외환시장 24시간 거래 체재를 단계적으로 도입한다고 발표 영국의 런던 금융시장 마감시간인 새벽 2시까지 연장하고, 추후 시장 여건에 따라 24시간까지 확대할 계획입니다.&lt;/p&gt;
&lt;p&gt; &lt;/p&gt;
&lt;table&gt;





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&lt;/table&gt;

&lt;p&gt; &lt;/p&gt;
&lt;p&gt;[영문공시 의무화] 금융위원회 한국거래소 &lt;/p&gt;
&lt;p&gt;2024년부터 시행 예정 영문공시 의무화 도입&lt;/p&gt;
&lt;p&gt;관련 규정 개정 3월 자산 10조원 이상 코스피 상장사&lt;/p&gt;
&lt;p&gt;외국인 지분율 30% 이상(자산 2조원 이상) 코스피 상장사&lt;/p&gt;
&lt;p&gt;결산 관련 사항, &lt;/p&gt;
&lt;p&gt;법정공시 공통 사항, &lt;/p&gt;
&lt;p&gt;매매거래정지 수반 사항&lt;/p&gt;
&lt;p&gt;영문공시&lt;/p&gt;
&lt;p&gt;2026년부터 &lt;/p&gt;
&lt;p&gt;자산 2조원 이상 코스피 상장사 확대&lt;/p&gt;
&lt;p&gt;공시 내용 &lt;/p&gt;
&lt;p&gt;거래소 공시 일부 법정공시로 확대될 예정 한국상장회사협의회&lt;/p&gt;
&lt;p&gt;코스닥협회&lt;/p&gt;
&lt;p&gt;깜깜이배당(선배당기준일-후배당액확정) 방지배당액을 먼저 결정하고 &lt;/p&gt;
&lt;p&gt;주주 명단을 나중에 결정하는 방식&lt;/p&gt;
&lt;p&gt;정관을 변경&lt;/p&gt;
&lt;p&gt;상장사들이 이를 따르도록 홍보&lt;/p&gt;
&lt;table&gt;





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&lt;/table&gt;


&lt;p&gt; &lt;/p&gt;
&lt;p&gt;[공매도]&lt;/p&gt;
&lt;p&gt;현재 공매도는 부분적으로 재개된 상태&lt;/p&gt;
&lt;p&gt;_______&lt;/p&gt;
&lt;p&gt; &lt;/p&gt;
&lt;table&gt;





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&lt;/table&gt;

&lt;p&gt; &lt;/p&gt;
&lt;p&gt;&quot;韓증시는 매력적인 투자처…MSCI 편입땐 외국인 몰릴것&quot;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;■밀컨콘퍼런스 LA서 개막 2일 첫 코리아 세션 개최 ESG 등 소개 므누신 전 재무·씨티·웰스파고 CEO 등 빅샷 참석&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;“한국 정부는 외국인투자가들을 위해 접근성을 높이고 각종 규제를 대폭 완화할 겁니다. 한국 증시는 충분히 매력적입니다.”&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;‘밀컨 글로벌 콘퍼런스 2023’에서 한국 증시 투자의 기회를 알리는 첫 단독 코리아 세션이 2일(현지 시간) 열린다.&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;“한국이 모건스탠리캐피털인터내셔널(MSCI) 선진국지수와 세계국채지수 편입을 추진하고 있어 투자자들에게 긍정적인 요인이 있다. &lt;/strong&gt;&lt;/p&gt;
&lt;p&gt; &lt;/p&gt;
&lt;table&gt;





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&lt;/table&gt;


&lt;p&gt; &lt;/p&gt;
&lt;h1&gt;&lt;strong&gt;“韓, 선진지수로 가자”…외국인 투심잡기 나선 정부&lt;/strong&gt;&lt;/h1&gt;
&lt;p&gt;&lt;strong&gt;당국, 선진지수 편입 의욕↑…외국 자본 유입 활성화 기대 MSCI 선진지수 관찰 대상국 편입 ‘반신반의’…블룸버그 “준비 안돼”&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;금융 당국은 1월 외국인 투자자 등록제를 폐지&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;한국 시장의 MSCI 선진지수 편입이 어려울 것이란 비관론이 나오고 있다. 지수 편입을 위한 조건을 아직 갖추지 못했다는 것이다.&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;MSCI 선진지수나 WGBI에 편입되려면 최종적으로 &lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;a&gt;공매도&lt;/a&gt; 전면 재개&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;세법개정안 통과 &lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;등이 이뤄져야 한다고 주장하고 있다.&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;“투자자 보호나 &lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;지배구조 개선, &lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;낮은 주주환원 &lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;등 잘못된 제도들도 먼저 해결한 후 &lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;공매도 재개나 &lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;선진지수 편입, &lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;외국 자금 투자 활성화 &lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;등이 논의되는 게 논리적으로 맞다고 본다”&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;CFD &lt;/strong&gt;&lt;strong&gt;작전주&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;주요 테마&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;가스주&lt;/strong&gt; &lt;strong&gt;우크라이나 전쟁&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;모건스탠리캐피털인터내셔널 지수(MSCI) 편입&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt; 등을 소재로 종목들을 치밀하게 준비해 이상을 감지하기 어려웠다”고 지적했다.&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt; &lt;/p&gt;
&lt;table&gt;





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&lt;/table&gt;

&lt;p&gt; &lt;/p&gt;
&lt;p&gt;[허율 / NH투자증권 연구원 당장 올해 6월에 MSCI에서 평가하는데 이때는 시장 접근성 기준을 충족하기 쉽지 않을 수 있고, MSCI는 보수적인 기관이다 보니 정부의 정책으로 시장이 실제로 개선됐는지 확인하고 넘어가기 때문에 올해 6월에서는 좀 어려울 것 같다…내년 6월 시장 접근성 검토에서는 우리나라의 선진시장으로 재분류할 것으로 판단하고 그 다음에 1년 정도 실제로 이제 선진시장에 맞는지를 평가하고 1년 뒤 (2026년)에 실제로 편입을 확정하는…] 정부가 앞장서서 MSCI 선진국지수에 편입되기 위해 노력하는 만큼, 빠른 시일 내에 MSCI 선진국지수에 편입될 것으로 예상됩니다.&lt;/p&gt;



&lt;!-- ||=====================================  Contents ======================================|| --&gt; 


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&lt;!-- ||=================================== Contents ========================================|| --&gt; 



&lt;p&gt;&lt;strong&gt;‘세력’은 있었다…아케고스와 루보, 반복되는 금융의 탐욕&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;입력2023.05.02. 오전 8:00&lt;/p&gt;
&lt;p&gt;&lt;a href=&quot;https://media.naver.com/journalist/056/18162&quot;&gt;서영민 기자&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;■ &#39;CFD는 코스닥 주가를 부풀릴 수 있다&#39;&lt;/strong&gt;&lt;/p&gt;
&lt;table&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;코스닥시장 종목들의 주가는 CFD 거래 후 상승한다.&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;p&gt;2020년 발표된 한 논문의 결론이다. ( 레버리지 투자자의 매매 양태 분석-차액결제거래 계좌를 대상으로, 박수철) 차액결제거래, CFD 방식의 장외파생상품 거래가 증가했을 때, 주가 변화를 연구했다. 우선, 코스피(유가증권시장)에서는 상관관계가 없거나 마이너스였다. 코스닥 시장에서는 달랐다. 기간과 관계없이 양(+)의 상관관계를 가졌다. 코스닥 시장에서는 CFD거래 이후 주가가 올라갔다. 즉, CFD 거래로 가격을 끌어올릴 수 있다는 게 연구 결론이다. 실제로 논문은 &lt;strong&gt;&quot;인위적으로 주가를 부양하려는 불공정거래 세력에도 악용될 수 있으므로 이에 대한 대책 마련도 동반되어야 할 것&quot;&lt;/strong&gt;이라는 문장으로 마친다. &#39;세력&#39;을 우려한 논문의 우려는 현실이 되었다.&lt;/p&gt;
&lt;p&gt; &lt;/p&gt;
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&lt;/table&gt;

&lt;p&gt; &lt;/p&gt;
&lt;table&gt;
&lt;tbody&gt;
&lt;tr&gt;
&lt;td&gt;CFD(Clearing For Difference)는 장외 파생상품이다. 주식을 사지 않고, 주식에서 나오는 손익만 계산하자고 약정한 스왑 상품이다. 큰 틀에서는 TRS(Total Return Swap)로 분류된다. 어려운 구조 설명은 접어두자. &#39;가진 돈의 몇 배로 투자할 수 있다&#39;는 사실만 기억하면 된다. 한국에선 40원이 있으면 100원어치의 투자를 할 수 있다. 가진 돈의 2.5배다. 사실은 10배였다가 사고 우려 때문에 금융 당국이 2.5배로 줄였다. (10배였으면 파급효과가 이 정도에 그치진 않았을 것이다.) 이 당국의 걱정, 바다 건너 미국 월스트리트에서 벌어진 희대의 사고 때문에 시작됐다. 공교롭게도 이 사고 역시 한국계가 주인공이다.&lt;/td&gt;
&lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;p&gt; &lt;/p&gt;
&lt;table&gt;





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&lt;/table&gt;


&lt;p&gt; &lt;/p&gt;
&lt;p&gt;&lt;strong&gt;■ 최악의 주가폭락, &#39;아케고스 사태(2021)&#39;&lt;/strong&gt; 빌 황(한국명 황성국)은 헤지펀드사 아케고스의 매니저였다. CFD와 같은 TRS 기법으로 투자했다. 투자 주식이 급락(Viacom CBS가 대표적이다)하면서, 마진콜(모자라는 증거금을 채우라는 요청)에 몰렸다. 돈을 넣지 못했고 강제 청산 당했고, 관련 주가는 더 곤두박질치는 악순환이 왔다. 파생상품 거래가 무서운 점은 엄청난 파급효과다. 당시 아케고스는 50억~100억 달러 정도를 가지고 투자했는데(블룸버그의 추정, 정확한 액수는 아무도 모른다), 최대 500억 달러(우리 돈 65조 원이다!)의 투자 효과를 냈다. 파이낸셜타임스는 빌 황이 최대 10배의 레버리지를 활용했다고 보도했다. 그 파급효과를 도식적으로 계산해본다면 이렇다. 당시 Viacom CBS 주가는 반 토막 아래로 떨어졌다. 500억 달러를 모두 여기 투자했다면, 투자금 500억 달러는 순간적으로 200억 달러가 됐다. 손해는 300억 달러. 그런데 가진 돈은 50~100억 달러, 파산 말고는 답이 없다. 실제로 이 사건으로 아케고스 대신 투자은행들이 떠안은 피해는 100억 달러, 우리 돈 13조 원에 이르는 것으로 추정된다. 말 그대로 최악의 주가 폭락 사태다.&lt;/p&gt;
&lt;p&gt;&lt;img src=&quot;https://imgnews.pstatic.net/image/056/2023/05/02/0011476636_002_20230502080108856.png?type=w430&quot; alt=&quot;0011476636_002_20230502080108856&quot; /&gt;&lt;/p&gt;
&lt;p&gt;@FT, 아케고스&lt;/p&gt;
&lt;p&gt; &lt;/p&gt;
&lt;table&gt;





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&lt;/table&gt;

&lt;p&gt; &lt;/p&gt;
&lt;p&gt;사태로 가장 큰 피해를 본 것은 크레디트스위스와 노무라였다. 특히 크레디트스위스는 치명상을 입었다. 흥미로운 것은 연관 기업의 주가 그래프다. 당시 Viacom NBC 주가는 1년 안팎 오르기만 했다. 2021년 3월에 100달러에 육박했다가, 며칠 만에 40달러까지 폭락한다. 한국에서 벌어진 주가 폭락 종목들의 그래프와 놀랄만큼 닮아있다. 영문도 모르고 오른 주가에 모두가 환호했지만, 실체가 없는 상승이 끝나자 폭락이 다가왔다. 금융 탐욕의 민낯은 이렇게 생겼다. &lt;/p&gt;
&lt;p&gt; &lt;/p&gt;
&lt;table&gt;





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&lt;/table&gt;


&lt;p&gt; &lt;/p&gt;
&lt;p&gt;&lt;strong&gt;■ 핵심은 익명성&lt;/strong&gt; 파생상품은 이해하기 힘들다. 이해하기 힘들면, 사람들은 이해를 포기한다. 감시의 사각지대가 되기 쉽다. (2008년 글로벌 금융위기도 이런 파생상품이 불렀다.) 여튼, CFD를 통하면 ①신용투자 대비 훨씬 큰 레버리지(빚)을 낼 수 있는 데다, ②외국인 거래처럼 보여 &#39;호재성 거래&#39;처럼 보일 수 있다. 무엇보다 CFD의 가장 큰 효과는 &lt;strong&gt;③익명성이다.&lt;/strong&gt; 주식을 실제로 보유하지 않기 때문에(차익만 정산하는 약정이다) 소유가 드러나지 않는다. 대주주가 되어도 공시 의무가 없다. 이 때문에 빌 황은 당시 골드만삭스, 모건스탠리는 물론 크레디트스위스나 노무라 같은 거대 투자은행들과 스왑 거래를 동시다발적으로 맺을 수 있었다. 어떤 은행도 빌 황이 어떤 주식에 얼마나 투자했는지, 레버리지는 얼마나 활용했는지 알 수 없었다. 엄청난 정보력과 판단력을 가졌을 것으로 생각되는 이런 투자은행조차 그랬고, 당했다. 한국에서 벌어진 주가폭락사태의 바닥에도 이 익명성의 그물이 깔려있다. 투자자 모집과 운용 방식을 보면 &#39;놀라운 수익률&#39;과 &#39;당신의 이름은 드러나지 않는다&#39;는 사실이 중요한 역할을 했다. 실제로 주식을 사고 파는 거래가 아니니 주식 거래 내역은 없다. 스왑 거래의 한 축인 외국계 증권사의 이니셜, SG만 찍힐 뿐이다. 유사 투자자문사는 수십~ 수백 대의 스마트폰으로 거래하고, 그 거래를 지리적 의심을 사지 않을만한 위치로 세심하게 분산시켰다. &#39;함께 주가 조작을 모의했다&#39;는 혐의를 피하려 했다. 익명성은 이렇게 수많은 투자자를 잇는 그물이 되어 주었다.&lt;/p&gt;
&lt;p&gt; &lt;/p&gt;
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&lt;/table&gt;

&lt;p&gt; &lt;/p&gt;
&lt;p&gt;&lt;strong&gt;■ 주가조작 범죄와 실패한 투자 사이&lt;/strong&gt; 다만, 아케고스 사태가 주가조작 범죄인지에 대한 시선은 엇갈린다. 빌 황을 재판이 넘긴 뉴욕 검찰이 &#39;주가조작&#39; 혐의를 빌 황의 기소 목록에 올려놓고는 있지만, (본질적 혐의는 금융사에 거대한 피해(100억 달러)를 준 부분이다.) 언론은 무리한 기소라는 평가를 한다. 월스트리트저널은 월가와 전직 검찰 관계자를 인용해 &#39;합법적인 개별 거래도 모으면 위법이 된다&#39;는 식이냐는 견해를 제시했다. 그러니까, CFD거래 자체가 불법은 아닌데, 이걸 &#39;금액이 많다&#39;고 해서 불법이라고 할 수는 없다는 논리다. 실패한 투자와 불법의 구분이다. 한국은 다르다. 이 거래를 기획한 것으로 알려진 유사 투자자문사 대표 라덕연은 허가 없이 일임 거래한 사실만 인정하지만, 언론과 수사기관의 관심은 &#39;통정거래&#39;를 통한 주가조작 여부에 집중된다. 어떤 방식으로든 사고 파는 과정에서 주가를 끌어올리는 조작을 했을 것이란 의심이다. 수익을 다단계 형식으로 나누었는지, 참여자들은 이 투자 구조를 알고 있었는지도 수사대상이다. 이 사태로 이익을 얻은 쪽이 누구인지, 그리고 그 과정에 불법이 없었는지를 바라본다. 이 점에서 한국의 주가 폭락은 앞선 &#39;루보 사태&#39;를 떠올리게 한다.&lt;/p&gt;
&lt;p&gt; &lt;/p&gt;
&lt;table&gt;





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&lt;/table&gt;


&lt;p&gt; &lt;/p&gt;
&lt;p&gt;&lt;strong&gt;■ 루보사태(2007), 다단계가 결부된 한국형 주가조작&lt;/strong&gt; 2006년 하반기, 희대의 다단계 사기 JU(회장 주수도)사건 관련자들이 JU의 2인자 김 모 씨를 구심점으로 약 1천500억 원을 모았다. 사업적 실체가 불분명한 &#39;루보&#39;라는 기업에 투자했다. (공교롭게도 루보 사태 역시 다단계 조직이 결부되어 있다.) &#39;엄청난 수익률&#39;을 보여주며 전국의 다단계 회원 등을 상대로 투자를 유치했고, 거래 일체는 &#39;세력&#39;이 담당했다. (투자자는 스스로 주식을 사고 팔 수 없었다.) 주가는 2006년 천 원대에서 약 6개월 만에 5만 너머 원까지 치솟았다. 수사가 시작되고는 폭락했다. 이 루보의 주가 그래프도 지금과 닮았다. 원본보기&lt;/p&gt;
&lt;p&gt; &lt;/p&gt;
&lt;table&gt;





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&lt;/table&gt;

&lt;p&gt; &lt;/p&gt;
&lt;p&gt;&lt;strong&gt;■ 어떤 일이 더 일어날 것인가?&lt;/strong&gt; 아케고스 사태는 스위스의 대표적인 투자은행 &#39;크레디트스위스CS&#39;를 몰락시켰다. 당시 크레디트스위스가 입은 손해는 무려 55억 달러(7조 원 이상)에 달한다. 사건 전후로 연이은 추문, 투자 실패가 중첩되며 쇠락했다. 결국 올 해 SVB 사태 이후 유동성 위기를 겪은 뒤 UBS에 헐값에 팔렸다. 때로는 이렇게 글로벌 투자은행조차 사라질 수 있다. 시장에선 빌 황의 고위험 투자도 비판하지만, 손쉬운 수수료에 눈이 멀어 위험 관리 못 한 크레디트스위스의 자업자득이라는 평가가 지배적이다. 모두 금융의 탐욕이다. 미 증권거래위원회(SEC)는 이후 복잡한 파생상품 거래에서도 익명성을 제한할 장치를 마련하기로 했다.&lt;/p&gt;
&lt;p&gt; &lt;/p&gt;
&lt;table&gt;





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&lt;/table&gt;


&lt;p&gt; &lt;/p&gt;
&lt;p&gt;한국의 물리적 파장이 그 정도로 크지는 않을 전망이다. 주가 급락은 일단락된 분위기이고, 시스템 리스크 가능성은 아직은 관찰되지 않는다. 대신 한국에선 &#39;금융의 탐욕&#39;에 대한 불편한 시선이 강화되고 있다. 그동안 존재 여부는 불분명하지만 있을 것으로 믿어지던 신화적 존재, &#39;세력&#39;이 최신 수법과 함께 드러났다. 구체적 불법성은 추후 수사로 밝혀지겠으나, 영화에서와 같은 &#39;세력&#39;의 작업 자체는 실재했다. 수십 명이 고용되어 움직였고, 투자 성과를 자축하는 파티도 벌였고, 유명 연예인의 이름도 오르내린다. 동일한 사태의 반복을 막을 수 있을 것인가? 혹은 이 한 건뿐인가?에 대한 의심이 커질 수밖에 없다. 의심의 기반에는 제대로 처벌받지 않고 반복되는 금융 탐욕의 역사가 있다. 루보 사태의 주역 김모 씨는 이 사건으로 실형을 살고 출소한 뒤, 또다시 유사 주가 조작에 가담한 의혹을 받는다. &lt;/p&gt;
&lt;p&gt; &lt;/p&gt;
&lt;table&gt;





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&lt;/table&gt;

&lt;p&gt; &lt;/p&gt;
&lt;p&gt;KBS는 2020년, 해당 의혹을 보도했다. 이미 한 차례 전력이 있는 상태에서 이른바 작전주를 만들고 투자자를 끌어모으는 행위를 반복했다. 자본시장의 질서를 어지럽히는 중대 범죄이지만, &#39;양형이나 몰수 자산이 적어서 유사 범죄가 반복된다&#39;는 비판이 나온다. 입증과 처벌 자체가 쉽지 않아서라는 지적도 나온다. 세력은 드러났지만, 처벌 범위를 예상하기는 여전히 쉽지 않다. 일단, 거론되는 사람들은 한결같이 &#39;주가조작은 없었다&#39;거나, &#39;몰랐다, 고수익을 보장한다 해서 믿고 맡겼다. 빚만 떠안았다&#39;거나, &#39;나는 무관하다&#39;고 말하고 있다.&lt;/p&gt;
&lt;p&gt;서영민 (seo0177@gmail.com)&lt;/p&gt;
&lt;h4&gt;기자 프로필&lt;/h4&gt;
&lt;p&gt;&lt;img src=&quot;https://mimgnews.pstatic.net/image/upload/office_logo/056/2020/09/15/logo_056_6_20200915153508.png&quot; alt=&quot;KBS&quot; height=&quot;24&quot; /&gt;&lt;/p&gt;
&lt;p&gt;&lt;img src=&quot;https://mimgnews.pstatic.net/image/upload/spubs/oEG0000056/profile/2020/11/30/profile_171353845.jpg?type=nf112_112&quot; alt=&quot;profile_171353845&quot; width=&quot;40&quot; height=&quot;40&quot; /&gt;&lt;/p&gt;
&lt;p&gt; &lt;a href=&quot;https://media.naver.com/journalist/056/18162&quot;&gt;서영민 기자&lt;/a&gt;
  
  
&lt;table&gt;





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&lt;/table&gt;

  
  
  
  
  &lt;/p&gt;
&lt;p&gt;&lt;img src=&quot;data:image/png;base64,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&quot; alt=&quot;9XSQAAAABJRU5ErkJggg==&quot; /&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;‘8조 증발’ 쇼크…‘주가조작 통로’ CFD 손본다&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;금융위·금감원, 차액결제거래 제도개선안 검토 증거금률 상향, 자격 강화, 만기 도입·잔고 공시 증권사 과열경쟁·규제 완화 후유증 대책 시급 “뒷북·찔끔대책 없도록 리스크 관리 강화해야”&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;[이데일리 최훈길 김보겸 이용성 기자] 금융당국이 차액결제거래(CFD) 제도개선에 착수한다. 증권사들이 앞다퉈 홍보한 CFD가 나흘 새 시총 8조원이 증발하는 주가폭락 사태를 증폭시키고, 주가조작 통로로 악용됐다는 판단에서다. 30일 금융위원회, 금융감독원에 따르면 양 기관은 소시에테제네랄(SG)증권발(發) 주가 폭락·조작 관련한 조사·수사 결과를 토대로 CFD 제도개선 방안을 검토할 예정이다. 제도개선안에는 △CFD 증거금 최소 비율(현행 40%) 상향 △전문투자자 자격 요건 강화 △CFD 만기 도입 및 잔고 공시 등이 검토된다. 금융당국 관계자는 “조사·수사 결과가 가닥이 잡히면, CFD 리스크에 대한 전반적인 제도개선 논의가 본격적으로 이뤄질 것”이라고 말했다.&lt;/p&gt;

  &lt;table&gt;





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&lt;td&gt;원본보기&lt;/td&gt;
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&lt;td&gt;김주현 금융위원회 위원장(왼쪽)과 이복현 금융감독원장 모습. (사진=연합뉴스)&lt;/td&gt;
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&lt;p&gt;CFD 증거금 최소 비율 상향은 담보 비율을 높여 레버리지(차입)를 줄이는 것이다. 앞서 금감원은 2021년 10월1일부터 증거금 최소 비율을 10%에서 40%로 높이는 행정지도를 시행했다. 이 결과 레버리지가 기존 10배에서 2.5배로 줄어 기대 투자수익이 줄었다. 금융당국 관계자는 “올해 9월 말이면 이같은 행정지도가 만료된다”며 “늦어도 9월 전에는 금융위·금감원·증권사 협의를 거쳐 증거금률을 결정할 것”이라고 전했다. 완화했던 전문투자자 자격 요건을 강화하는 방안도 검토된다. 앞서 금융위는 2019년 11월 자본시장법 시행령을 개정해 CFD 거래를 할 수 있는 전문투자자 자격 기준(보유한 금융투자상품 잔액 5억원→5000만원)을 완화했다. 당시 금감원은 이같은 규제 완화에 반대했지만 시장 활성화 취지로 개정됐다. 이번에 전문투자자가 아닌 연예인까지 연루된 주가조작 사태가 터지면서, 초고위험 상품인 CFD 거래의 허들을 높일 전망이다.&lt;/p&gt;
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&lt;p&gt;&lt;img src=&quot;https://imgnews.pstatic.net/image/018/2023/04/30/0005476178_002_20230430221401079.jpg?type=w430&quot; alt=&quot;0005476178_002_20230430221401079&quot; /&gt;&lt;/p&gt;
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&lt;td&gt;SG증권발(發) 주가 폭락·조작 사태로 8개 종목(삼천리(004690), 서울가스(017390), 대성홀딩스(016710), 세방(004360), 다올투자증권(030210), 하림지주(003380), 다우데이타(032190), 선광(003100))의 시가총액이 지난달 21일 12조1949억원에서 3조9865억원으로 8조원 넘게 증발했다. 지난달 21일과 27일 각각 종가 기준 시총, 단위=원. (자료=한국거래소)&lt;/td&gt;
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&lt;p&gt;CFD 만기 도입 및 잔고 공시는 ‘깜깜이 거래’ 등을 방지하는 취지다. 신용융자는 빌려 투자하는 기간이 최대 180일로 정해져 있지만 CFD는 만기일 제한이 없다. CFD 잔고는 공시되지도 않는다. 증권사 관계자는 “CFD 물량은 한 종목에 얼마나 쌓여 있는지 알 수 없고, 증권사가 제한을 걸지도 않는다”고 전했다. 금감원은 지난달 28일 35개 국내 증권사 대표·임원들이 참석한 가운데 열린 간담회에서 이같은 CFD 만기 도입 및 잔고 공시 관련한 의견수렴을 했다. 2015년 교보증권을 시작으로 도입된 CFD는 최근까지 13개 증권사가 판매, 거래 금액만 70조1000억원(2021년 기준)에 달한다. 이복현 금감원장이 지난달 28일 CFD 문제를 공개적으로 지적한 전후로 증권사들은 잇따라 신규 가입 중단에 나섰다. 안동현 서울대 경제학부 교수는 “뒷북·찔끔 제도개선이 되지 않도록 이번에 전방위 종합적인 제도개선에 나서 투자자 보호, 리스크 관리를 강화해야 할 것”이라고 강조했다. &lt;strong&gt;※차액결제거래(CFD·Contract For Difference)&lt;/strong&gt;=주식이 없어도 증권사를 통해 레버리지 투자(빚투)를 할 수 있는 장외 파생상품 거래다. 최대 250% 수익률을 얻을 수 있지만, 투자금 이상의 마이너스 손실 위험도 있어 고위험 상품으로 분류된다. 국내 증권사와 외국계 증권사가 협업하는 경우가 대부분이다. 한국인이 거래하더라도 최종적으로 거래 주문을 넣는 것이 외국계 증권사라 외국인 거래로 분류된다.&lt;/p&gt;
&lt;p&gt;최훈길(choigiga@edaily.co.kr)&lt;/p&gt;
  
  
  
  
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  &lt;div class=&quot;blogger-post-footer&quot;&gt;https://keycolor50.blogspot.com/p/ad-post-feed-footer.html&lt;/div&gt;</description><link>https://finance-keypoint.blogspot.com/2023/05/point.html</link><author>noreply@blogger.com (Keycolor)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-8115300692340596844.post-7877859027227971959</guid><pubDate>Tue, 25 Apr 2023 04:27:00 +0000</pubDate><atom:updated>2023-06-29T18:06:43.354+09:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">CFD</category><category domain="http://www.blogger.com/atom/ns#">difference settlement transaction</category><category domain="http://www.blogger.com/atom/ns#">English&#xa;Point</category><category domain="http://www.blogger.com/atom/ns#">point</category><category domain="http://www.blogger.com/atom/ns#">SG medium</category><category domain="http://www.blogger.com/atom/ns#">SG중권</category><category domain="http://www.blogger.com/atom/ns#">차액결제거래</category><title>[Point] 차액결제거래(CFD) SG중권</title><description>&lt;div class=&quot;separator&quot;&gt;&lt;div style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;종목별 증거금률에 따라 레버리지 거래가 가능하며 하락예상 시 주식일 차입해 공매도(숏 포지션)를 할 수 있다. 양방향 전략이 가능하다.&amp;nbsp;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;CFD는 40%의 증거금으로 매수·매도 주문을 낼 수 있으며 종목에 따라 최대 10배까지 레버리지 활용이 가능하다.&amp;nbsp;&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;CFD 거래시 레버리지가 높으면 소폭의 주가 변동에도 청산될 가능성이 높다.&amp;nbsp;&lt;/div&gt;&lt;div&gt;증권사는 CFD계좌가 손실구간에 들엇면 바로 청산해 계좌에 반영한다.&amp;nbsp;&lt;/div&gt;&lt;div&gt;일반 현물 주식 매매와 달리 거래 과정에서 외국계 증권사가 포함되는데, 국내 투자자가 주문하더라도 실제 사고파는 주체가 외국계 증권사기 때문에 투자 주체별 거래 실적에 외국인 수급으로 잡힌다. 오전 10시를 전후로 외국인 매도가 쏟아지면 CFD 반대매매 불량으로 추정할 수 있다.&lt;/div&gt;&lt;div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div&gt;&lt;p&gt;&lt;strong&gt;[분석] SG증권發 폭탄매물에 증시 &#39;휘청&#39;…연이은 하한가 이유는?&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;삼천리·선광·서울가스 등, 이틀 연속 하한가 증권가 &quot;신용잔고 급증, 주가 변동성 확대 대비 필요&quot;외국계 증권사 소시에테제네랄(SG)증권발 대량 매물에 국내 증시가 흔들리고 있다. 전날(24일)부터 이어진 갑작스러운 대량 매도 물량에 일각에선 외국계 증권사를 이용한 차액결제거래(CFD) 계좌에서 반대매매가 몰린 것이 아니냐는 분석이 나온다. 또한 평소 거래량이 적은 종목들 위주로 주가조작을 8&amp;nbsp;나섰다. 금감원은 최근 주식시장 이상 과열을 악용한 불공정거래를 적극 단속하겠다는 입장을 밝혔다. 25일 오전 11시 50분 기준 다우데이타는 전일 대비 30% 하락한 2만1천350원에 거래되고 있다. 삼천리와 선광, 대성홀딩스, 서울가스, 세방 등도 29%대로 급락하면서 하한가를 기록하고 있다.&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;◆ 신용잔고비율 10%대 이른 종목들, 원인은 CFD?&lt;/strong&gt;&amp;nbsp;&lt;/p&gt;&lt;p&gt;해당 종목들의 공통점은 전날 모두 SG증권 창구를 통해 대량 매도 물량이 나오며 하한가를 기록한 종목이다. 다올투자증권과 하림지주도 전날엔 SG증권 창구에서 매도 물량이 나와 모두 하한가였지만, 이날은 하한가를 면했다. 다만 큰 폭의 하락세를 보이고 있다.&lt;br /&gt;갑작스러운 주가 급락에 각 기업에선 당황스러운 기색을 내비쳤다.&amp;nbsp;&lt;/p&gt;&lt;p&gt;다올투자증권은 &lt;br /&gt;&quot;신용 잔고물량이 많았는데 이익 실현을 위해 매물을 내놓은 것 같다&quot;며 &quot;회사 내 악재는 없다&quot;고 설명했다. 다올투자증권을 비롯한 SG창구발 대량 매물 종목 중 일부가 신용잔고비율이 10%가 넘었다.&amp;nbsp;&lt;/p&gt;&lt;p&gt;증권업계에서는 &lt;br /&gt;CFD가 원인이라는 분석을 내놓고 있다.&amp;nbsp;&lt;/p&gt;&lt;p&gt;SG증권을 통해 매도 물량이 쏟아지면서 SG증권과 계약을 맺은 CFD 계좌에서 담보 부족에 따른 반대매매가 진행됐다는 분석이다.&amp;nbsp;&lt;/p&gt;&lt;p&gt;CFD는 &lt;br /&gt;기초자산을 직접 보유하지 않고 가격 변동분에 대해서만 차액을 결제하는 거래 방식이다.&amp;nbsp;&lt;/p&gt;&lt;p&gt;CFD 계좌는 40%의 증거금으로 매수·매도 주문을 낼 수 있다. 종목에 따라 최대 10배까지 레버리지 활용도 가능해 주가 변동에 더 취약하다. 특히 일정 규모 이상의 재산을 가진 개인에 한해 CFD 계좌를 개설할 수 있어 차액결제 특성상 &#39;개인 공매도&#39; 수단으로 활용되기도 하며 신용잔고 비율 변동에 따라 자동으로 반대매매가 이뤄지기도 한다.&amp;nbsp;&lt;/p&gt;&lt;p&gt;반대매매는 &lt;br /&gt;고객이 증권사의 돈을 빌리거나 신용융자금으로 주식을 매입하고 난 후, 빌린 돈을 약정한 만기기간 내에 변제하지 못할 경우 고객의 의사와 관계 없이 주식을 강제로 일괄매도 처분하는 매매를 뜻한다.&amp;nbsp;&lt;/p&gt;&lt;p&gt;최근 신용융자 잔고가 20조원을 넘긴 상황에서 CFD 계좌에 롤오버, 만기 연장에 실패하자 매물이 시장에 쏟아졌다는 해석이다. 또한 일각에서는 주가 조작설을 제기했다. 이날 JTBC는 하한가 8종목 가운데 적어도 6개 종목이 주가조작에 연루된 정황을 확인했다고 보도했다.&lt;/p&gt;&lt;p&gt;주가조작 세력은 &lt;br /&gt;신규 투자자를 모집하고 사전에 가격을 모의해 주식을 사고파는 이른바 &#39;통정거래&#39;를 한 것으로 보인다고 전했다.&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;br /&gt;&lt;/strong&gt;&lt;/p&gt;&lt;p&gt;&lt;strong&gt;◆ 비정상적 주가 상승, &quot;하락 불가피&lt;/strong&gt;&lt;/p&gt;&lt;p&gt;전문가들은 SG증권 창구에서 대량 매도된 종목 중 일부가 그간 비정상적인 상승세를 보여왔다고 말했다.&amp;nbsp;&lt;/p&gt;&lt;p&gt;나민식 SK증권 연구원은 &quot;지난 1년 동안 삼천리와 서울가스의 주가는 수급 영향으로 이상 급등했다&quot;며 러·우 전쟁으로 인한 천연가스 가격이 상승한 이후 수혜 종목으로 개인 투자자들이 매입을 시작했지만, 천연가스 가격 상승과 도시가스 사업은 연관성이 없다고 지적했다. 더불어 천연가스 소매가격은 도매가격에 연동해 결정되기 때문에 도시가스 회사가 인식하는 영업이익의 변화는 없었으며 주가 상승을 뒷받침할만한 실적 개선 근거도 없었다는 것이다.&amp;nbsp;&lt;/p&gt;&lt;p&gt;특히 전기·가스 유틸리티 섹터는 정부의 규제와 매출액 상한선이 정해져 있어 주가순자산비율(PBR) 1.0배를 뚫기 어려우나, 이날 기록한 하한가에도 불구하고 이미 1.4배를 넘었다. 나 연구원은 &quot;추가 하락은 불가피하다&quot;고 단언했다.&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;strong&gt;◆ &quot;급매 현상 증폭될 수 있어&quot; 우려하는 증권가&lt;/strong&gt;&amp;nbsp;&lt;/p&gt;&lt;p&gt;증권가에선 신용융자잔고가 20조원을 넘어선 만큼, 레버리지 부담이 커져 SG증권발 대량 매물로 인한 주가 하락이 타 종목까지 번질 수 있다고 우려하고 있다.&amp;nbsp;&lt;/p&gt;&lt;p&gt;김정윤 대신증권 연구원은 &lt;br /&gt;&quot;신용융자공여, 잔고율이 높아지면 높아질수록 주가 하방위험이 발생할 경우 급매 현상은 더욱 증폭될 수 있다&quot;며 &quot;펀더멘털이 아닌 단순 수급으로 주가의 비이상적인 움직임이 나타나면 결국 수급 변동성 확대로 가격조정이 나타난다&quot;고 설명했다.&amp;nbsp;&lt;/p&gt;&lt;p&gt;한지영 키운증권 연구원 또한 &lt;br /&gt;&quot;하림지주, 대성홀딩스 등 8개 종목이 동반 하한가를 기록한 것은 특정 외국계 창구를 통해 대규모 매도 물량이 나왔다는 점을 미뤄봤을 때 수급 교란 요인이 작용했던 것으로 판단된다&quot;고 전했다.&amp;nbsp;&lt;/p&gt;&lt;p&gt;그러면서 &quot;코스닥 신용잔고가 연초 7조7천억원대에서 4월 말 현재 10조5천억원대로 약 3조원 가까이 급증해있다&quot;며 &quot;900선을 상회했던 지수가 3일 연속 급락하며 고점 대비 6% 넘게 하락하는 등 투자심리가 위축됐음을 감안했을 때 당분간 레버리지성 베팅으로 유입된 수급이 유발하는 코스닥의 주가 변동성 확대에 대비할 필요가 있다&quot;고 짚었다.&amp;nbsp;&lt;/p&gt;&lt;p&gt;서상영 미래에셋증권 연구원도 &lt;br /&gt;&quot;일부 종목이 CFD 관련 이슈로 하한가를 기록했다&quot;며 &quot;레버리지를 이용한 급등은 문제가 발생할 경우 급격한 하락을 불러올 수 있다. 관련 이슈로 일부 종목의 급락이 발생하며 투자 심리도 위축되고 있다&quot;고 전했다.&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;strong&gt;&lt;br /&gt;&lt;/strong&gt;&lt;/p&gt;&lt;p&gt;&lt;strong&gt;◆ 경고장 날린 금감원 &quot;투자자 보호에 만전 기할 것&quot;&lt;/strong&gt;&amp;nbsp;&lt;/p&gt;&lt;p&gt;CFD 계좌가 어떻게 손실 구간에 진입했는지, &#39;통정거래&#39;가 있었는지 등에 대해 구체적으로 파악되지 않은 가운데 금융감독원과 한국거래소가 진상 조사에 나섰다.&amp;nbsp;&lt;/p&gt;&lt;p&gt;이복현 금융감독원장은 이날 열린 임원회의에서 &quot;금융당국의 적극적인 시장 감시 뿐만 아니라 금융회사도 시장 분위기에 편승한 부당권유 등이 발생하지 않도록 잘 살펴야 한다&quot;고 강조했다.&amp;nbsp;&lt;/p&gt;&lt;p&gt;이어 &quot;올해 들어 코스닥을 중심으로 2차전지 등 미래성장 신사업 테마주 투자열풍으로 신용거래가 급증하는 등 주식시장이 이상 과열되고 있다&quot;며 &quot;테마주 투자심리를 악용한 불공정거래가 기승을 부릴 우려가 있다&quot;고 지적했다. &lt;br /&gt;&lt;br /&gt;그러면서 조사 부문을 중심으로 불공정거래 혐의 개연성이 있는 종목에 대해서는 신속히 조사에 착수해 엄단하는 등 투자자 보호에 만전을 기하도록 지시했다.&lt;/p&gt;
&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&quot;CFD는 주가조작·하한가 주범&quot; 들끓는 개미&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;입력 2023.04.27&lt;/p&gt;
&lt;p&gt;소시에테제네랄(SG) 증권발 매도 폭락 사태의 중심에 차액결제거래(CFD)가 활용됐다는 추정이 이어지면서 개인투자자들의 분노가 커지고 있다.&amp;nbsp;&lt;/p&gt;&lt;p&gt;시장에선 주가 조작 세력이 CFD 계좌를 활용해 장기간 주가를 끌어올렸다가 대량 매도하면서 이번 사태가 벌어졌고 반대매매로 추가 하락을 부추겼다는 지적이 이어진다.&amp;nbsp;&lt;/p&gt;&lt;p&gt;26일 금융투자업계에 따르면 CFD는 증거금을 내고 증권사가 대신 주식을 매매해 차익은 투자자에게 주고 증권사는 수수료를 가져가는 파생금융상품이다.&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;전문투자자는 &lt;br /&gt;실제 주식을 보유하지 않아도 거래가 가능하다.&amp;nbsp;&lt;/p&gt;&lt;p&gt;CFD를 통해 거래하면 장외 중개회사와 외국계 증권사를 통해 거래가 이뤄져 투자자가 주식을 보유하지 않기 때문에 대주주 요건에서 벗어날 수 있다. &lt;br /&gt;레버리지를 일으켜 상대적으로 적은 증거금만으로도 큰 금액을 거래할 수 있다는 장점이 있다.&amp;nbsp;&lt;/p&gt;&lt;p&gt;2019년 11월 개인 전문투자자 등록 요건이 대폭 완화하면서 CFD 시장이 급성장했다.&amp;nbsp;&lt;/p&gt;&lt;p&gt;금융감독원에 따르면 &lt;br /&gt;CFD 거래 규모는 2020년 30조9000억원에서 2021년 70조1000억원으로 2배 이상 늘었다.&amp;nbsp;&lt;/p&gt;&lt;p&gt;현재 CFD 서비스를 제공하는 증권사는 13곳에 달한다. &lt;br /&gt;금융당국과 증권업계는 이번 CFD 계좌의 매도 폭탄에 따른 하한가 사태가 CFD 상품이나 제도 자체의 문제라고 보진 않는다.&amp;nbsp;&lt;/p&gt;&lt;p&gt;금감원 관계자는 &lt;br /&gt;&quot;이번 사안은 CFD의 근본적인 문제라기보다 몇몇 종목의 이슈&quot;라고 말했다. &lt;br /&gt;다만&amp;nbsp;특정 세력에 CFD 계좌가 악용되면서 문제가 촉발됐다고 추정한다.&amp;nbsp;&lt;/p&gt;&lt;p&gt;한 증권사 임원은 &lt;br /&gt;&quot;CFD는 전문투자자만 할 수 있어 많은 고객이 이용하긴 힘든 계좌&quot;라며 &quot;거래량이 없는 주식에 장기간 레버리지를 일으키겠다는 목적으로 CFD 계좌를 활용한 것 같다&quot;고 말했다.&amp;nbsp;&lt;/p&gt;&lt;p&gt;CFD는 40%의 증거금으로 최대 2.5배 레버리지를 일으켜 투자할 수 있다. 당초 증거금이 최소 10%로 10배 레버리지가 가능했지만 2021년 10월 금감원은 CFD에 대해 투자자 신용공여와 동일한 수준의 증거금률 최저한도 40%를 적용하는 행정지도를 한 상태다.&lt;/p&gt;&lt;p&gt;또&amp;nbsp;CFD가 문제가 되는 이유는 수급 착시 현상을 일으키고 폭락장에 반대매매가 이어질 수 있어서다. CFD 계좌를 통해 매매할 경우 투자 주체가 외국계 증권사로 잡혀 수급 착시 현상을 불러일으킨다.&amp;nbsp;&lt;/p&gt;&lt;p&gt;또 증거금을 유지하지 못할 경우 반대매매가 이뤄지는데 정보 불투명성으로 주식시장 변동성을 키운다.&amp;nbsp;&lt;/p&gt;&lt;p&gt;현재 각 증권사는 &lt;br /&gt;레버리지 비율을 낮춰 리스크 관리를 하고 있고 필요시 증거금률을 상향하며 대응하고 있지만 증시 전반에 불안감은 확대되고 있다.&amp;nbsp;&lt;/p&gt;&lt;p&gt;한 증권사 관계자는 &lt;br /&gt;&quot;이번 사태는 증권사, 협회, 금감원 등 관계 기관이 미리 상황을 인지하지 못한 부분에서 문제가 터진 것으로 보인다&quot;며 &quot;사전 방지를 위해 관련해서 정확한 정보공개가 있어야 할 것&quot;이라고 말했다.&amp;nbsp;&lt;/p&gt;&lt;p&gt;또 다른 증권업계 관계자도 &lt;br /&gt;&quot;담보 비율 조정을 통한 반대매매 최소화, 외국계 창구가 아닌 거래 시 국내 증권사 표기, 모니터링을 통한 상시 계좌 관리 등이 필요해 보인다&quot;고 조언했다.&lt;/p&gt;
&lt;p&gt;정혜윤 기자 (hyeyoon12@mt.co.kr)&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;
&lt;p&gt;&lt;img alt=&quot;lfwIMAGkNiFAeNAT5AAAAAElFTkSuQmCC&quot; src=&quot;data:image/png;base64,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&quot; /&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;“나는 외국인이 매수하는 줄 알고 따라 샀는데”… 투자자 혼란 부추기는 CFD&lt;/strong&gt;입력 2023.04.26.&lt;/p&gt;
&lt;p&gt;전문투자자 요건 완화로 차액결제거래(CFD) 시장이 매년 확대되면서 CFD가 국내 자본시장을 왜곡시킨다는 비판의 목소리가 커지고 있다.&amp;nbsp;&lt;/p&gt;&lt;p&gt;CFD를 통해 주식을 매매할 경우 투자 주체가 외국계 증권사로 잡히기 때문에 수급 착시 현상을 불러일으키고, 반대매매가 일어날 경우엔 정보 불투명성으로 인해 주식시장 변동성을 극대화한다는 것이다.&amp;nbsp;&lt;/p&gt;&lt;p&gt;또 고액 자산가들의 세금 회피 수단으로 쓰일 뿐 아니라 최대주주 지분 불투명성을 높인다는 지적도 나온다.&amp;nbsp;&lt;/p&gt;&lt;p&gt;CFD는 주식·채권 등 실제 기초자산을 보유하지 않고 일부 증거금만 납입한 뒤 기초자산의 가격 변동을 이용한 차익만을 목적으로 매매하는 장외파생상품 거래다. 예를 들어 5만원짜리 주식 1만주를 매수하는 투자를 하려면 주식을 직접 매매할 수도 있지만, CFD를 활용하는 방법도 있다.&amp;nbsp;&lt;/p&gt;&lt;p&gt;이 경우 CFD 증거금률이 40%라면, 매매대금인 5억원(5만원X1만주)의 40%인 1억원만 있어도 거래가 체결된다.&amp;nbsp;&lt;/p&gt;&lt;p&gt;1억원을 뺀 금액인 4억원은 CFD 계좌가 있는 증권사에서 빌려(레버리지) 주식을 사는 셈이다. 거래가 체결되면 CFD 투자자는 레버리지에 대한 이자 비용을 증권사에 내다가 주가가 오르면 1만주를 처분해 시세 차익을 얻는 구조다.&amp;nbsp;&lt;/p&gt;&lt;p&gt;그러면서도 직접 주식을 보유한 것은 아니기 때문에 각종 의무에서 면제된다. CFD를 통한 투자는 전문투자자만 가능한데, 지난 2019년 전문투자자 요건이 완화되면서 CFD 시장은 연간 거래금액 기준 2019년 8조3000억원에서 2021년 70조원 규모로 대폭 성장했다.&amp;nbsp;&lt;/p&gt;&lt;p&gt;24일부터 이틀 연속 삼천리, 서울가스, 다올투자증권 등이 하한가까지 급락했는데, 이 과정에도 CFD가 활용됐다. 아직 명확히 배경이 드러나지는 않았지만 SG증권의 CFD 계좌를 이용해 꾸준히 주식을 매수하다가 어떤 이유인지 포지션을 청산해 한꺼번에 매물이 쏟아진 것이다.&amp;nbsp;&lt;/p&gt;&lt;p&gt;특히 24일은 SG증권 계좌에서 매물이 쏟아진 기업들이 외국인의 순매도 종목 상위권에 이름을 올렸다.&amp;nbsp;&lt;/p&gt;&lt;p&gt;투자자들은 왜 외국인이 대량 매도하는지를 놓고 불안에 떨어야 했다. CFD는 국내 투자자의 주문을 받은 국내 증권사가 외국계 증권사에 매매를 위탁하는 방식이다.&amp;nbsp;&lt;/p&gt;&lt;p&gt;이에 따라 최종적으로 거래 주문을 넣는 것은 외국계 증권사이기 때문에 외국인에 의한 거래로 분류된다.&amp;nbsp;&lt;/p&gt;&lt;p&gt;한 증권 전문가는 “개인투자자 입장에서는 외국인이 갑자기 수십만주를 내다 팔거나 사들이는 것으로 보이면서, 해당 종목에 이슈가 생겨난 것으로 착각하기 쉽다”면서 “특히 외국인이 꾸준히 매수하는 주식을 따라 매수하는 개인투자자가 많은데, 최근엔 CFD로 인한 오해가 많은 것으로 안다”고 말했다.&lt;/p&gt;&lt;p&gt;&amp;nbsp; &lt;img alt=&quot;0000896611_002_20230426060141290&quot; height=&quot;213&quot; src=&quot;https://imgnews.pstatic.net/image/366/2023/04/26/0000896611_002_20230426060141290.JPG&quot; width=&quot;320&quot; /&gt;&lt;/p&gt;&lt;p&gt;프랑스 파리에 위치한 프랑스 은행 소시에떼 제네랄(Societe Generale)의 본사 입구.&lt;/p&gt;&lt;p&gt;로이터 투자 주체가 정확히 인식되지 않아 발생하는 문제점은 또 있다. 공시 투명성을 저해하고 투자자들에게 정확한 정보가 전달되지 않는다는 점이다. 기업의 최대주주가 CFD를 통해 사실상 회사 주식을 보유하고 있어도 해당 주식은 외국계 증권사가 가지고 있는 것처럼 인식되면서 지분 공시 의무를 교묘하게 피해 갈 수 있기 때문이다. 자본시장법에 따라 국내 투자자는 상장회사 주식을 5% 이상 보유하거나 최대주주일 경우 소유주식 비율이 변하면 이를 의무적으로 공시해야 하지만 피해 갈 수 있는 것이다. 또 공매도 잔고 보고제도에 따라 개별 투자자는 보유 중인 종목의 공매도 비율이 일정 기준을 넘으면 이를 한국거래소와 금융감독원에 공시해야 한다. 하지만 CFD로 공매도했을 경우 이 역시 개인투자자가 아닌 외국계 증권사의 공매도 잔고로 집계돼 개별 보고 의무를 비껴갈 수 있다. CFD가 세금 회피 수단으로 쓰인다는 지적도 있다. CFD는 자본시장법상 투자성 상품이 아닌 장외 계약으로 분류된다. 이에 주식 관련 양도차익 과세를 회피할 수 있어 고액 자산가들은 세금을 줄이고자 CFD를 사용하고 있다. 이에 2021년부터 CFD를 활용해 발생한 소득에 대해서도 11%의 양도소득세율이 적용되고는 있으나 종합소득세 대상이 아니고 대주주 양도세에서도 제외돼 상당한 자산가라면 CFD를 활용하면 세금 회피가 가능하다. 전문가들은 레버리지 비율이 높은 CFD에 대한 투기적 수요가 큰 만큼, 반대매매 등이 일어났을 때 시장 변동성이 극도로 커진다는 점을 우려한다. 이효섭 자본시장연구원 연구위원은 “세제 회피, 공시 회피 등은 장외파생상품 투자에서 공통적으로 나타나는 문제점”이라면서도 “하지만 CFD의 경우 시장 변동성이 크면 클수록 반대매매가 발생하면서 개인투자자가 입는 피해가 큰데, 이 상황에서 투자자들에게 충분한 정보가 제공되지 않아 일반 투자자들에게 공포심을 불러일으켜 시장 변동성을 더 악화시키는 등의 리스크가 크다”고 지적했다. 이어 “코스피200 등에 포함된 대형 종목에서 갑자기 반대매매로 인한 매물이 쏟아져 나오면 지수가 흔들리는 등 지수 왜곡도 초래할 수 있다”고 말했다. CFD 시장이 최근 몇 년 사이 크게 확대됐지만, 아직 당국 차원에서 이를 상시로 관리하지 않고 있어 이를 좀 더 체계적으로 관리해야 한다는 지적도 나온다. 이에 대해 금융감독원 관계자는 “CFD를 통한 거래는 현재 감독 규정이나 자본시장법 등 관련 법으로 정의되지 않고 있기 때문에 거래대금·계좌 수 등 관련 현황을 상시적으로 집계하고 있지 않다”고 전했다.&lt;/p&gt;
&lt;p&gt;정현진 기자 chunghj@chosunbiz.com&lt;/p&gt;
&lt;p&gt;&lt;a href=&quot;https://media.naver.com/journalist/366/77529&quot;&gt;&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;&lt;a href=&quot;https://media.naver.com/journalist/366/77529&quot;&gt;&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;&lt;img alt=&quot;한국경제&quot; height=&quot;32&quot; src=&quot;https://mimgnews.pstatic.net/image/upload/office_logo/015/2020/09/15/logo_015_6_20200915190950.png&quot; width=&quot;&quot; /&gt;&lt;/p&gt;
&lt;p&gt;&lt;a href=&quot;http://www.hankyung.com/&quot;&gt;&lt;/a&gt;&lt;/p&gt;
&lt;h2&gt;&#39;돈복사기 주식&#39;→&#39;무더기 하한가&#39;…개미들 속수무책으로 당했다&lt;/h2&gt;
&lt;p&gt;입력2023.04.24. 오후 6:36&lt;/p&gt;
&lt;p&gt;박의명 기자류병화 기자&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;삼천리·하림지주 등 8개 종목 차액결제거래 반대매매 추정&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;img alt=&quot;0004836598_001_20230425005601047&quot; src=&quot;https://imgnews.pstatic.net/image/015/2023/04/24/0004836598_001_20230425005601047.jpg?type=w430&quot; /&gt;&lt;/p&gt;특별한 호재 없이 폭등세를 타던&amp;nbsp;10개 종목이&amp;nbsp;24일 외국계 증권사 창구에서 쏟아진 대규모 매도 물량에 하한가로 직행하거나 폭락세로 마감했다. 장외파생상품의 일종인 차액결제거래(CFD·contract&amp;nbsp;for&amp;nbsp;difference) 관련 계좌에서 반대매매 물량이 쏟아진 데 따른 것으로 증권업계는 분석했다. 최근 신용잔액 급증 속에 상승세를 보인 국내 증시에 악재로 번질지 투자자의 불안감이 커지고 있다. 이날 유가증권시장에서 삼천리, 서울가스, 대성홀딩스, 세방, 다올투자증권 등 5개 종목은 가격제한폭까지 급락했다. 코스닥시장의 하림지주, 다우데이타, 선광 등 3개 종목도 하한가를 기록했다. 이들 종목은 모두 외국계 증권사인 소시에테제네랄(SG) 거래 창구에서 이날 대규모 매도 물량이 쏟아졌다는 공통점이 있다. 삼천리, 서울가스, 다우데이타, 세방은 매도창구 1위가&amp;nbsp;SG증권이었다. 하림지주 등 나머지 4개 종목도&amp;nbsp;SG증권이 매도창구&amp;nbsp;2~3위였다. 이날 유가증권시장의&amp;nbsp;CJ와 국동도&amp;nbsp;SG증권 창구에서 매물이 쏟아지면서 각각&amp;nbsp;12% 넘게 급락했다. 전문가들은 대규모 레버리지를 일으킨&amp;nbsp;CFD&amp;nbsp;계좌가 손실 구간에 들어가면서&amp;nbsp;SG증권이 고객 주식을 강제로 처분한 것으로 보인다고 설명했다.&amp;nbsp;CFD는 실제 투자상품을 보유하지 않으면서 차후 가격 변동에 따른 차익만 정산한다.&amp;nbsp;40%의 증거금으로&amp;nbsp;2.5배 레버리지를 일으켜 투자할 수 있다. 국내 K증권사가&amp;nbsp;CFD&amp;nbsp;거래를 중개하고&amp;nbsp;SG증권이 주문을 진행한 것으로 전해졌다. 다만 해당&amp;nbsp;CFD&amp;nbsp;계좌가 어떻게 손실 구간에 진입했는지 등에 대해선 구체적으로 파악되지 않았다. 금융감독당국과 한국거래소는 진상 조사에 나섰다
&lt;p&gt;한국판 &#39;빌 황 사태&#39; 되나…투자자 전전긍긍&lt;/p&gt;24일 하한가를 기록한 유가증권 및 코스닥시장의 8개 종목은 투자자들 사이에서 ‘돈복사기 주식’으로 불렸다. 지난&amp;nbsp;1~2년간 주가가&amp;nbsp;5~10배 오를 정도로 상승세가 가팔랐기 때문이다.&amp;nbsp;2020년 1만5000원대에 거래되던 선광은 이달&amp;nbsp;17만2000원까지&amp;nbsp;11배 급등했다. 삼천리, 서울가스, 세방 등도 저점 대비&amp;nbsp;4~5배 급등했다. 하지만 이들 종목이 외국계 증권사인 소시에테제네랄(SG)증권의 대규모 매도 물량 출회로 무더기 하한가로 직행하면서 상황이 급반전했다.&amp;nbsp;1~2년간 별다른 호재 없이 급등했다는 점에서 ‘작전’을 의심하는 사람들이 많다. 의사 커뮤니티를 중심으로 투자자를 모집하고, 주가를 부양하는 다단계식 작전이 있었다는 소문도 돌고 있다. 증권가는 특정 사모펀드 또는 단일 계좌에서 반대매매가 나왔을 것으로 보고 있다. 증권업계 관계자는 “8개 종목을 동시에 담고 있는 차액결제거래(CFD) 계좌에서 마진콜(추가 증거금 요구)이 발생하고, 증거금이 채워지지 않자 증권사가 강제로 물량을 처분했을 가능성이 높다”고 말했다. 증권업계는&amp;nbsp;SG증권발 주가 폭락세가 상당 기간 이어질 것으로 우려하고 있다. 이날 8개 종목의 매도 물량이 거의 소화되지 않았기 때문이다. 삼천리는 외국계 창구에서 나온&amp;nbsp;69억원어치(1만6725주) 순매도만으로 하한가를 기록했다. 전체 증권사에선&amp;nbsp;26만3790주가 하한가로 나왔지만 거래가 체결되지 않았다. 서울가스, 대성홀딩스, 하림지주 등 다른 종목들도 이날 순매도량의&amp;nbsp;5~6배에 달하는 매도 물량이 체결되지 않았다. 증권업계 관계자는 “이날 나온 투매 물량이 시장에서 소화돼야 급락세가 멈출 것”이라고 말했다. 다음 거래일인&amp;nbsp;25일에도 이들 종목이 급락세를 기록할 가능성이 높다는 얘기다. 이들 종목의 급락이 주식시장 전체 하락을 부추길 수 있다는 분석도 나온다. 올해 들어 ‘빚투’가 급증하며 유가증권시장·코스닥시장 신용잔액이&amp;nbsp;20조원을 돌파했기 때문이다. 다올투자증권은&amp;nbsp;21일 기준 신용잔액률이&amp;nbsp;14.5%에 달한다. 선광(12.49%), 세방(12.09%), 다우데이타(10.98%)도 신용잔액률이 높은 편이다. 증권업계 일각에선&amp;nbsp;CFD로 뉴욕증시 폭락세를 일으켰던 ‘빌 황 사태’가 한국 증시에서도 터진 것 아니냐는 해석을 내놓고 있다. 2021년 3월 한국계 미국인 투자자 빌 황이 운용하는 아케고스캐피털은&amp;nbsp;CFD&amp;nbsp;계약을 통해 보유자산의 5배가 넘는&amp;nbsp;500억달러를 주식에 투자했다. 그가 투자한 주식이 폭락해 증권사들이 반대매매로 주식을 처분하자 고객과 금융사들은 총&amp;nbsp;12조원에 달하는 손실을 입었다.
&lt;p&gt;박의명 기자 uimyung@hankyung.com류병화 기자 hwahwa@hankyung.com&lt;/p&gt;
&lt;p&gt;&lt;a href=&quot;http://www.wowtv.co.kr/&quot;&gt;&lt;img alt=&quot;한국경제TV&quot; height=&quot;32&quot; src=&quot;https://mimgnews.pstatic.net/image/upload/office_logo/215/2020/09/15/logo_215_6_20200915191012.png&quot; width=&quot;&quot; /&gt;&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;&lt;a href=&quot;http://www.hankyung.com/&quot;&gt;&lt;/a&gt;&lt;/p&gt;
&lt;h2&gt;&quot;증권사 따라 개인도 던졌다&quot; 이틀째 &#39;무더기 급락&#39;&lt;/h2&gt;
&lt;p&gt;입력2023.04.25. 오후 4:19&lt;/p&gt;
&lt;p&gt;주식시장에서 일부 종목이 명확한 배경 없이 무더기로 급락세를 보이는 현상이&amp;nbsp;25일에도 이틀째 계속됐다. 전날 특정 외국계 증권사가 일부 종목에 대해 집중적으로 매물을 쏟아내며 주가가 급락하자, 이날 개인투자자들도 투자심리가 위축돼 앞다퉈 물량을 던진 것으로 보인다. 다올투자증권은 전 거래일보다&amp;nbsp;9.92% 떨어진 3천270원에 거래를 마치며, 하한가를 기록한 전날에 이어 이틀째 급락세를 이어갔다. 하림지주도 전일보다&amp;nbsp;13.13% 하락한 9천920원에 마감하면서 하한가를 기록한 전날에 이어 이틀 연속 급락했다. 이날도 외국계 증권사 소시에테제네랄(SG)증권을 통해 매도 물량이 쏟아졌다.&amp;nbsp;SG증권 창구를 통한 순매도 물량은 다올투자증권이 약&amp;nbsp;86만4천주, 하림지주가 약&amp;nbsp;99만3천주로 집계됐다. 이날 삼천리, 대성홀딩스, 서울가스, 세방의 주가는 전날에 이어 모두 전 거래일 대비 가격 제한 폭(±30%)까지 떨어졌다.&lt;/p&gt;
&lt;p&gt;______&lt;/p&gt;
&lt;p&gt;금감원장 한마디에...코스피 코스닥 동반 급락(종합)&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;기사내용 요약&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;코스닥, 2차전지주 급락에 2% 가까이 하락&lt;/p&gt;
&lt;p&gt;[서울=뉴시스] 신항섭 기자 = 상승 출발했던 코스피가&amp;nbsp;SG(소시에테제네랄)증권 창구를 통한 매물 폭탄에 투자심리 위축으로&amp;nbsp;2500선이 붕괴됐다. 특히 이복현 금융감독원장의 2차전지 빚투 과열 경고로&amp;nbsp;LG에너지솔루션, 에코프로 등이 급락한 것이 지수 전반에 영향을 줬다. 25일 한국거래소에 따르면 전 거래일(2523.50)보다&amp;nbsp;34.48포인트(1.37%) 하락한&amp;nbsp;2489.02에 장을 닫았다. 코스닥지수는 전 거래일(855.23)보다&amp;nbsp;16.52포인트(1.93%) 내린&amp;nbsp;838.71에 마감했다. 전문가들은&amp;nbsp;SG증권의 매도 폭탄 이후 시장의 변동성이 커진 가운데 금융당국의 경고성 발언이 나온 것이 투자심리 위축으로 이어졌다고 분석했다. 전날&amp;nbsp;SG증권을 통한 매물 폭탄이 나타나면서 8개의 종목이 하한가를 기록했고, 이 중 6개의 종목은 이틀 연속 하한가로 장을 마쳤다. 이를 두고 차익결제거래(CFD)의 반대매매라는 해석이 나왔다. 국내에서 키움증권, 하나증권, 유안타증권 등이&amp;nbsp;SG증권을 통해&amp;nbsp;CFD&amp;nbsp;거래를 하고 있다. 또 이복현 금융감독원장이 2차전지 빚투(빚내서 주식에 투자)에 대해 경고성 발언을 한 것도 시장 전반에 영향을 줬다. 이날 이 원장은 금감원 임원회의에서 &quot;올해 들어 코스닥을 중심으로 2차 전지 등 미래성장 신사업 테마주 투자열풍으로 신용거래가 급증하는 등 주식시장이 이상 과열되고 있는 상황&quot;이라며 &quot;테마주 투자심리를 악용한 불공정거래가 기승을 부릴 우려가 있다&quot;고 밝혔다.&lt;/p&gt;
&lt;p&gt;이어 &quot;조사 부문을 중심으로 불공정거래 혐의 개연성이 있는 종목에 대해서는 신속히 조사에 착수해 엄단하는 등 투자자 보호에 만전을 기하라&quot;고 지시했다. 이 소식에 국내 주요 2차전지주인&amp;nbsp;LG에너지솔루션이&amp;nbsp;2.65% 내렸고, 삼성SDI(-2.75%),&amp;nbsp;POSCO홀딩스(-4.77%),&amp;nbsp;SK이노베이션(-2.23%) 등이 하락했다. 또 에코프로비엠(-6.46%), 엘앤에프(-5.4%) 등도 급락했다. 에코프로비엠의 지주사인 에코프로(-0.17%)는 약보합을 기록했다. 한지영 키움증권 연구원은 &quot;오전 중 정부에서 2차전지주 과열을 지적한 발인이 하락의 추가 촉매 역할로 작용했다&quot;면서 &quot;전일 일부 하한가 종목들의 여파가 지속되면서 신용 레버리지성 수급 과도한 유입과 그에 따른 청산에 대한 경각심이 확대됐다&quot;고 설명했다.&lt;/p&gt;
&lt;p&gt;외국인 &#39;선물 매도 폭탄&#39;, 개미들은 &#39;곱버스&#39; 팔아&lt;/p&gt;이날 유가증권시장에서 외국인은&amp;nbsp;80억원 사들였으나 코스피200&amp;nbsp;선물시장에서 외국인이&amp;nbsp;9334계약 순매도해 지수를 압박했다. 코스닥 시장에서는&amp;nbsp;1082억원 순매도했다. 외국인들은 대규모 선물매도와 함께 코스피 하락시 수익을 내는&amp;nbsp;&#39;KODEX&amp;nbsp;200선물인버스2X&#39;&amp;nbsp;상장지수펀드(ETF)를&amp;nbsp;467억원 가량 사들였다. 이는 국내증시에서 가장 많이 산 종목이다. 반면 에코프로를&amp;nbsp;854억원 순매도해 전체 증시에서 가장 많이 팔았고, 두 번째로 순매도 규모가 높은 종목은 에코프로비엠(475억원)이었다. 반면 개인은 유가증권시장에서 7억원 순매도한 반면, 코스닥 시장에서는&amp;nbsp;2116억원 순매수했다. 특히 개인들은 에코프로를 가장 많이 사들였다. 이날 개인들의 에코프로 순매수 규모는&amp;nbsp;868억원에 달한다. 또 외국인과 달리&amp;nbsp;&#39;KODEX&amp;nbsp;200선물인버스2X&#39;&amp;nbsp;ETF를&amp;nbsp;1443억원 팔아치웠다. 이는 이날 국내증시에서 가장 많이 매도한 종목이다. 기관의 경우, 코스피에서는 매수와 매도 규모가 동일하게 집계됐고, 코스닥에서는&amp;nbsp;1188억원 팔아치웠다. 개별 종목 가운데&amp;nbsp;&#39;KODEX&amp;nbsp;200선물인버스2X&#39;&amp;nbsp;ETF(1018억원)을 가장 많이 샀고, 2차전지주 엘앤에프(633억원)를 가장 많이 팔았다. 또 다른 2차전지주인&amp;nbsp;POSCO홀딩스(463억원)는 순매도 2위에 이름을 올렸다.
&lt;p&gt;신항섭 기자(hangseob@newsis.com)&lt;/p&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;차액결제거래(Contract For Difference)는 개인이 주식을 보유하지 않고 진입가격과 청산 가격의 차액(매매 차익)만 현금으로 결제하는 장외파생 계약이다.&lt;div class=&quot;blogger-post-footer&quot;&gt;https://keycolor50.blogspot.com/p/ad-post-feed-footer.html&lt;/div&gt;</description><link>https://finance-keypoint.blogspot.com/2023/04/cfd.html</link><author>noreply@blogger.com (Keycolor)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-8115300692340596844.post-7358884376301485839</guid><pubDate>Wed, 19 Apr 2023 05:49:00 +0000</pubDate><atom:updated>2023-04-19T15:06:37.914+09:00</atom:updated><title>[Point] 게시판 반복하는 전용 멘트 모음</title><description>게시판 반복하는 전용 멘트 모음&lt;br&gt;&lt;br&gt;1. 오후에 날아갑니다. (오전용 멘트)&lt;br&gt;&lt;br&gt;2. 2시에 말아 올립니다. (오후용 멘트)&lt;br&gt;&lt;br&gt;3. 막판에 말아 올립니다. (2시용 멘트)&lt;br&gt;&lt;br&gt;4. 시간외 상한가입니다. (3시30분용 멘트)&lt;br&gt;&lt;br&gt;5. 내일 상한가입니다. (6시용 멘트)&lt;br&gt;&lt;br&gt;6. 안티가많은걸 보니 내일 쩜상이네요. 날아가겠네요. (야간용 멘트)&lt;br&gt;&lt;br&gt;7. 주포 핸들링 잘 하네요. (보합용 멘트1)&lt;br&gt;&lt;br&gt;8. 지금이 바닥입니다. (보합용 멘트2)&lt;br&gt;&lt;br&gt;9. 지금 추매들어갑니다. (보합용 멘트3)&lt;br&gt;&lt;br&gt;10. 세력 매집구간입니다. (하락용 멘트1)&lt;br&gt;&lt;br&gt;11. 의도적으로 누르고 있네요. (하락용 멘트2)&lt;br&gt;&lt;br&gt;12. 개미터는 중입니다. (급락용 멘트1)&lt;br&gt;&lt;br&gt;13. 물량 뺏기지 마세요. (급락용 멘트2)&lt;br&gt;&lt;br&gt;14. 고수의영역입니다. (폭락용 멘트1)&lt;br&gt;&lt;br&gt;15. 심약한 개미들 털렸네요. (폭락용 멘트2)&lt;br&gt;&lt;br&gt;16. 아름다운 조정입니다. (수습용 멘트1)&lt;br&gt;&lt;br&gt;17. 드디어매수 기회 주네요. 지금 저점인 것 같네요. (수습용 멘트2)&lt;br&gt;&lt;br&gt;18. 주식은 공포에 사야 합니다. (수습용 멘트3)&lt;br&gt;&lt;br&gt;19. 동트기 전이 가장 어둡습니다. (수습용 멘트4)&lt;br&gt;&lt;br&gt;20. 수급이 안 좋네요. 어차피 급한 돈 아니니 1년간 존버해 보렵니다. (수습용 멘트5)&lt;br&gt;&lt;br&gt;21. 조만간 터집니다. 날아갑니다. 안전벨트 꽉 매세요. (수습용 멘트6)&lt;br&gt;&lt;br&gt;22. 외국인/기관 매수했으니 이제 오르겠네요. (최고점에 물렸을때 멘트1)&lt;br&gt;&lt;br&gt;23. 재료가 사라진게 아니니 천천히 기다려보세요. (최고점에 물렸을때 멘트2)&lt;br&gt;&lt;br&gt;24. 세력도 물렸네요. (최고점에 물렸을때 멘트3)&lt;div&gt;&lt;h1 class=&quot;n9H6p cS4Vcb-pGL6qe-fwJd0c&quot;&gt;&lt;a rel=&quot;noopener&quot; target=&quot;_self&quot; href=&quot;https://angrytest.tistory.com/52&quot; jsaction=&quot;trigger.cFWHmd;&quot; jsname=&quot;ItGHod&quot; data-ved=&quot;0CBQQjhxqFwoTCJC5seOgtf4CFQAAAAAdAAAAABAD&quot; class=&quot;cqCFac mKq8g&quot;&gt;호구의 뜻과 의미&lt;/a&gt;&lt;/h1&gt;&lt;a role=&quot;link&quot; tabindex=&quot;0&quot; class=&quot;uZ49bd hsGDOd&quot; data-ved=&quot;0CBUQ3YkBahcKEwiQubHjoLX-AhUAAAAAHQAAAAAQAw&quot; rel=&quot;noopener&quot; target=&quot;_self&quot; href=&quot;https://angrytest.tistory.com/52&quot; jsaction=&quot;trigger.cFWHmd;&quot; jsname=&quot;ItGHod&quot; aria-label=&quot;더러운 뒷골목 - 티스토리 방문&quot;&gt;&lt;div class=&quot;Rp89He legCh legCh&quot;&gt;&lt;/div&gt;&lt;/a&gt;&lt;/div&gt;&lt;div&gt;&lt;img 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&quot; alt=&quot;&quot;&gt;&lt;/div&gt;&lt;div&gt;https://angrytest.tistory.com/52&lt;br&gt;&lt;/div&gt;&lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;&lt;a href=&quot;http://www.yes24.com/Product/Goods/96646679&quot;&gt;호구의 사회학 - 예스24&lt;/a&gt;&lt;/div&gt;&lt;div&gt;&lt;img 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&quot; alt=&quot;&quot;&gt;&lt;/div&gt;&lt;div&gt;&lt;br&gt;&lt;/div&gt;&lt;div&gt;&lt;a href=&quot;https://music.bugs.co.kr/artist/80324380?wl_ref=list_ar_02_ar&quot;&gt;호구(HOGU) - 벅스&lt;/a&gt;&lt;/div&gt;&lt;div&gt;&lt;img 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&quot; alt=&quot;&quot;&gt;&lt;/div&gt;&lt;div class=&quot;blogger-post-footer&quot;&gt;https://keycolor50.blogspot.com/p/ad-post-feed-footer.html&lt;/div&gt;</description><link>https://finance-keypoint.blogspot.com/2023/04/point.html</link><author>noreply@blogger.com (Keycolor)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-8115300692340596844.post-1434629455927824415</guid><pubDate>Tue, 11 Apr 2023 23:38:00 +0000</pubDate><atom:updated>2023-04-12T08:38:50.241+09:00</atom:updated><title>[Point] 이왕 사는 배당주, 눈덩이처럼 배당금 굴리기</title><description>&lt;div class=&quot;wrap&quot; readability=&quot;8.414532871972318&quot;&gt;&lt;div class=&quot;areas&quot;&gt;&lt;div class=&quot;header&quot; id=&quot;header&quot;&gt;&lt;section class=&quot;title_area&quot;&gt;&lt;br&gt;&lt;/section&gt;&lt;/div&gt;&lt;div class=&quot;container&quot;&gt;&lt;div class=&quot;content&quot; id=&quot;content&quot;&gt;&lt;div class=&quot;sub_section&quot; readability=&quot;47.94581643936601&quot;&gt;&lt;section class=&quot;contentView&quot;&gt;&lt;article class=&quot;webtoon_view video_view&quot; readability=&quot;27&quot;&gt;&lt;div class=&quot;webbook_view&quot; readability=&quot;9&quot;&gt;&lt;div class=&quot;se_component se_image default&quot;&gt;&lt;div class=&quot;se_sectionArea se_align-left&quot;&gt;&lt;div class=&quot;se_editArea&quot;&gt;&lt;div class=&quot;se_viewArea&quot;&gt;&lt;img alt=&quot;&quot; class=&quot;se_mediaImage __se_img_el lazy-loaded&quot; data-attachment-id=&quot;I7kD1jqEeo0B5xKJdrs_ZG6lu7sk&quot; data-src=&quot;https://post-phinf.pstatic.net/MjAxOTExMTlfMjY4/MDAxNTc0MTI2ODQxMDM4.r7eHGai3u2Jg4NRATHuV3jlrOByf_9FHzFJ1YniZeKkg.UYAWWoa06t0cSJg5fkETPh3NMjaX9wZKGEamRMcJcXEg.PNG/America-06-img01.png?type=w1200&quot; height=&quot;300&quot; id=&quot;SEDOC-1574136364599-1517354714_image_0_img&quot; src=&quot;https://post-phinf.pstatic.net/MjAxOTExMTlfMjY4/MDAxNTc0MTI2ODQxMDM4.r7eHGai3u2Jg4NRATHuV3jlrOByf_9FHzFJ1YniZeKkg.UYAWWoa06t0cSJg5fkETPh3NMjaX9wZKGEamRMcJcXEg.PNG/America-06-img01.png?type=w1200&quot; width=&quot;700&quot;&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;se_component se_paragraph default&quot;&gt;&lt;div class=&quot;se_sectionArea&quot;&gt;&lt;div class=&quot;se_editArea&quot;&gt;&lt;div class=&quot;se_viewArea se_ff_nanumgothic se_fs_T3 se_align-left&quot;&gt;&lt;div class=&quot;se_editView&quot; readability=&quot;8&quot;&gt;&lt;div class=&quot;se_textView&quot; readability=&quot;41&quot;&gt;&lt;p class=&quot;se_textarea&quot;&gt;본문에 언급된 종목은 투자 추천이 아니라 내용 설명을 돕기 위한 것입니다&lt;span lang=&quot;EN-US&quot;&gt;.&lt;/span&gt;&lt;/p&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;se_component se_image default&quot;&gt;&lt;div class=&quot;se_sectionArea se_align-left&quot;&gt;&lt;div class=&quot;se_editArea&quot;&gt;&lt;div class=&quot;se_viewArea&quot;&gt;&lt;em&gt;&lt;img alt=&quot;&quot; class=&quot;se_mediaImage __se_img_el lazy-loaded&quot; data-attachment-id=&quot;ImJ-j2Z-2GrUFw6QsoQbPMb05p2Y&quot; data-src=&quot;https://post-phinf.pstatic.net/MjAxOTExMTlfMjYx/MDAxNTc0MTI2ODU3MzI1.NQud9ox9aHoVmbAgLF4-MYiqfI-XUYq1ZhVx4tAs13sg.7FsEoUA4Z5vrY8x6m-xfxUnWQX6R4oxQVffugwIPPAYg.PNG/America-06-title01.png?type=w1200&quot; height=&quot;92&quot; id=&quot;SEDOC-1574136364599-1517354714_image_1_img&quot; src=&quot;https://post-phinf.pstatic.net/MjAxOTExMTlfMjYx/MDAxNTc0MTI2ODU3MzI1.NQud9ox9aHoVmbAgLF4-MYiqfI-XUYq1ZhVx4tAs13sg.7FsEoUA4Z5vrY8x6m-xfxUnWQX6R4oxQVffugwIPPAYg.PNG/America-06-title01.png?type=w1200&quot; width=&quot;700&quot;&gt;&lt;/em&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;se_component se_image default&quot;&gt;&lt;div class=&quot;se_sectionArea se_align-justify&quot;&gt;&lt;div class=&quot;se_editArea&quot;&gt;&lt;div class=&quot;se_viewArea&quot;&gt;&lt;em&gt;&lt;img alt=&quot;&quot; class=&quot;se_mediaImage __se_img_el lazy-loaded&quot; data-attachment-id=&quot;Ij-uczAvbhwl8XdRTCSRIGpoOjOE&quot; data-src=&quot;https://post-phinf.pstatic.net/MjAxOTExMTlfMjYy/MDAxNTc0MTI2ODY1MjU5.Ih6ZLMLyJ0lhqp4tdkHS06ZF7uMKbgVoK3bW5ebSytAg.aKOtxwkPcVloBcS7s98ruFQMEKG6AJ4W2i0ka_VcjtIg.PNG/America-06-img-q1.png?type=w1200&quot; height=&quot;90&quot; id=&quot;SEDOC-1574136364599-1517354714_image_2_img&quot; src=&quot;https://post-phinf.pstatic.net/MjAxOTExMTlfMjYy/MDAxNTc0MTI2ODY1MjU5.Ih6ZLMLyJ0lhqp4tdkHS06ZF7uMKbgVoK3bW5ebSytAg.aKOtxwkPcVloBcS7s98ruFQMEKG6AJ4W2i0ka_VcjtIg.PNG/America-06-img-q1.png?type=w1200&quot; width=&quot;702&quot;&gt;&lt;/em&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;se_component se_paragraph default&quot;&gt;&lt;div class=&quot;se_sectionArea&quot;&gt;&lt;div class=&quot;se_editArea&quot;&gt;&lt;div class=&quot;se_viewArea se_ff_nanumgothic se_fs_T3 se_align-left&quot;&gt;&lt;div class=&quot;se_editView&quot; readability=&quot;12.5&quot;&gt;&lt;div class=&quot;se_textView&quot; readability=&quot;50&quot;&gt;&lt;p class=&quot;se_textarea&quot;&gt;본격적으로 배당 투자를 시작하면서 종목이 늘어나고&lt;span lang=&quot;EN-US&quot;&gt;,&amp;nbsp;&lt;/span&gt;슬슬 배당금이 들어오기 시작하면서 자연스럽게 배당투자자들이 가지게 되는 고민 중 하나가 바로&amp;nbsp;&lt;span lang=&quot;EN-US&quot;&gt;‘&lt;/span&gt;배당금으로 어떤 종목에 재투자를 하는지&lt;span lang=&quot;EN-US&quot;&gt;’&lt;/span&gt;이다&lt;span lang=&quot;EN-US&quot;&gt;.&lt;/span&gt;&lt;br&gt;&lt;br&gt;물론 단순하게 배당을 받아 해당 종목에 재투자를 하는 방법도 있다&lt;span lang=&quot;EN-US&quot;&gt;.&amp;nbsp;&lt;/span&gt;하지만 배당투자의 지루함을 줄이고 복리효과를 극대화할 수 있는 간단하지만 강력한 방법이 존재한다&lt;span lang=&quot;EN-US&quot;&gt;.&lt;/span&gt;&lt;br&gt;&amp;nbsp;&lt;/p&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;se_component se_image default&quot;&gt;&lt;div class=&quot;se_sectionArea se_align-justify&quot;&gt;&lt;div class=&quot;se_editArea&quot;&gt;&lt;div class=&quot;se_viewArea&quot;&gt;&lt;em&gt;&lt;img alt=&quot;&quot; class=&quot;se_mediaImage __se_img_el lazy-loaded&quot; data-attachment-id=&quot;IecMtPj_dz1SAgcMuOVPI640Po_U&quot; data-src=&quot;https://post-phinf.pstatic.net/MjAxOTExMTlfMTM5/MDAxNTc0MTI2ODg2OTQy.-tss8jA-f8hJXEUACawyQVyOq6gvkZo558RzTOXBM3kg.VC8AUYbxn-mL3VH_-CpwOimmL7MbEe5MjXgzXTFl3AAg.PNG/America-06-img-a1.png?type=w1200&quot; height=&quot;90&quot; id=&quot;SEDOC-1574136364599-1517354714_image_3_img&quot; src=&quot;https://post-phinf.pstatic.net/MjAxOTExMTlfMTM5/MDAxNTc0MTI2ODg2OTQy.-tss8jA-f8hJXEUACawyQVyOq6gvkZo558RzTOXBM3kg.VC8AUYbxn-mL3VH_-CpwOimmL7MbEe5MjXgzXTFl3AAg.PNG/America-06-img-a1.png?type=w1200&quot; width=&quot;702&quot;&gt;&lt;/em&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;se_component se_paragraph default&quot;&gt;&lt;div class=&quot;se_sectionArea&quot;&gt;&lt;div class=&quot;se_editArea&quot;&gt;&lt;div class=&quot;se_viewArea se_ff_nanumgothic se_fs_T3 se_align-left&quot;&gt;&lt;div class=&quot;se_editView&quot; readability=&quot;14&quot;&gt;&lt;div class=&quot;se_textView&quot; readability=&quot;53&quot;&gt;&lt;p class=&quot;se_textarea&quot;&gt;바로&amp;nbsp;&lt;span lang=&quot;EN-US&quot;&gt;‘&lt;/span&gt;회사에 문제가 없다면&lt;span lang=&quot;EN-US&quot;&gt;,&amp;nbsp;&lt;/span&gt;배당락이 가장 근접한 종목을 매수하기&lt;span lang=&quot;EN-US&quot;&gt;’&lt;/span&gt;이다&lt;span lang=&quot;EN-US&quot;&gt;.&amp;nbsp;&lt;/span&gt;너무나도 간단한 방법이라 실소를 보이는 독자도 있을 것이다&lt;span lang=&quot;EN-US&quot;&gt;.&lt;/span&gt;&lt;br&gt;&lt;br&gt;하지만 이 방법은&amp;nbsp;&lt;span lang=&quot;EN-US&quot;&gt;1&lt;/span&gt;년에 한 번 배당을 받는 한국 배당주 투자에서는 활용하기 어려우며&lt;span lang=&quot;EN-US&quot;&gt;,&amp;nbsp;&lt;/span&gt;사시사철 배당을 받을 수 있는 미국 배당주 투자에서 가능한 방법이다&lt;span lang=&quot;EN-US&quot;&gt;.&lt;/span&gt;&lt;br&gt;&lt;br&gt;그리고 이 방법은 배당투자의 지루함을 줄이고 복리효과를 극대화할 수 있는 강력한 방법이 된다&lt;span lang=&quot;EN-US&quot;&gt;.&lt;/span&gt;&lt;br&gt;&amp;nbsp;&lt;/p&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;se_component se_image default&quot;&gt;&lt;div class=&quot;se_sectionArea se_align-left&quot;&gt;&lt;div class=&quot;se_editArea&quot;&gt;&lt;div class=&quot;se_viewArea&quot;&gt;&lt;em&gt;&lt;img alt=&quot;&quot; class=&quot;se_mediaImage __se_img_el&quot; data-attachment-id=&quot;IBHj8NsB4j1Sk4HDFput7vrcXIws&quot; data-src=&quot;https://post-phinf.pstatic.net/MjAxOTExMTlfMjA2/MDAxNTc0MTI2OTA0MzU5.OPZvL67twrd0U0PS9jz5JA5N3UlQw07-E3GXkT6du9wg.0FD_jMw0HzLg1o1GGXPQmQbGnL5CZbSomjTHqomUJ1Qg.PNG/America-06-title02.png?type=w1200&quot; height=&quot;92&quot; id=&quot;SEDOC-1574136364599-1517354714_image_4_img&quot; src=&quot;https://post-phinf.pstatic.net/MjAxOTExMTlfMjA2/MDAxNTc0MTI2OTA0MzU5.OPZvL67twrd0U0PS9jz5JA5N3UlQw07-E3GXkT6du9wg.0FD_jMw0HzLg1o1GGXPQmQbGnL5CZbSomjTHqomUJ1Qg.PNG/America-06-title02.png?type=w1200&quot; width=&quot;700&quot;&gt;&lt;/em&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;se_component se_paragraph default&quot;&gt;&lt;div class=&quot;se_sectionArea&quot;&gt;&lt;div class=&quot;se_editArea&quot;&gt;&lt;div class=&quot;se_viewArea se_ff_nanumgothic se_fs_T3 se_align-left&quot;&gt;&lt;div class=&quot;se_editView&quot; readability=&quot;9.5&quot;&gt;&lt;div class=&quot;se_textView&quot; readability=&quot;44&quot;&gt;&lt;p class=&quot;se_textarea&quot;&gt;배당락일&lt;span lang=&quot;EN-US&quot;&gt;(Ex-Dividend Date)&lt;/span&gt;이란&amp;nbsp;&lt;span lang=&quot;EN-US&quot;&gt;‘&lt;/span&gt;배당을 받을 권리가 사라진 날&lt;span lang=&quot;EN-US&quot;&gt;’&lt;/span&gt;을 의미한다&lt;span lang=&quot;EN-US&quot;&gt;.&amp;nbsp;&lt;/span&gt;다시 말해 배당락일 전날까지는 주식을 갖고 있어야 배당을 받을 수 있다&lt;span lang=&quot;EN-US&quot;&gt;.&amp;nbsp;&lt;/span&gt;&lt;span lang=&quot;EN-US&quot;&gt;&lt;span lang=&quot;EN-US&quot;&gt;&lt;b&gt;그리고&amp;nbsp;&lt;/b&gt;&lt;/span&gt;&lt;span lang=&quot;EN-US&quot;&gt;&lt;b&gt;배당락일에는 배당 금액만큼 주가가&amp;nbsp;&lt;/b&gt;&lt;b&gt;조정&lt;/b&gt;&lt;span lang=&quot;EN-US&quot;&gt;&lt;b&gt;(&lt;/b&gt;&lt;/span&gt;&lt;b&gt;하락&lt;/b&gt;&lt;span lang=&quot;EN-US&quot;&gt;&lt;b&gt;)된다.&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;se_component se_image default&quot;&gt;&lt;div class=&quot;se_sectionArea se_align-left&quot;&gt;&lt;div class=&quot;se_editArea&quot;&gt;&lt;div class=&quot;se_viewArea&quot;&gt;&lt;em&gt;&lt;img alt=&quot;&quot; class=&quot;se_mediaImage __se_img_el&quot; data-attachment-id=&quot;I_z31Ol2OfHNF_q-MaDMxu9SNx6M&quot; data-src=&quot;https://post-phinf.pstatic.net/MjAxOTExMTlfMTIg/MDAxNTc0MTI2OTE4ODg1.GD59skAX1Pq104P-GxTuDYXtvS_az0AXCgEJxc44lBIg.9YQl4EyHEAuiY3tyZoS-I46aXuMDj2EfuIlFFzbuWSMg.PNG/America-06-img02.png?type=w1200&quot; height=&quot;317&quot; id=&quot;SEDOC-1574136364599-1517354714_image_5_img&quot; src=&quot;https://post-phinf.pstatic.net/MjAxOTExMTlfMTIg/MDAxNTc0MTI2OTE4ODg1.GD59skAX1Pq104P-GxTuDYXtvS_az0AXCgEJxc44lBIg.9YQl4EyHEAuiY3tyZoS-I46aXuMDj2EfuIlFFzbuWSMg.PNG/America-06-img02.png?type=w1200&quot; width=&quot;700&quot;&gt;&lt;/em&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;se_component se_paragraph default&quot;&gt;&lt;div class=&quot;se_sectionArea&quot;&gt;&lt;div class=&quot;se_editArea&quot;&gt;&lt;div class=&quot;se_viewArea se_ff_nanumgothic se_fs_T3 se_align-left&quot;&gt;&lt;div class=&quot;se_editView&quot; readability=&quot;9.5&quot;&gt;&lt;div class=&quot;se_textView&quot; readability=&quot;44&quot;&gt;&lt;p class=&quot;se_textarea&quot;&gt;기존에 주식을 들고 있던 주주의 경우&amp;nbsp;배당락일 전날까지 주식을 매도하지 않으면 배당락일 이후 주주명부 등재일&lt;span lang=&quot;EN-US&quot;&gt;(Record date)&amp;nbsp;&lt;/span&gt;날 배당금 지급 대상자 명단에 올라가고 배당을 받을 수 있다&lt;span lang=&quot;EN-US&quot;&gt;.&lt;/span&gt;&lt;/p&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;se_component se_image default&quot;&gt;&lt;div class=&quot;se_sectionArea se_align-left&quot;&gt;&lt;div class=&quot;se_editArea&quot;&gt;&lt;div class=&quot;se_viewArea&quot;&gt;&lt;em&gt;&lt;img alt=&quot;&quot; class=&quot;se_mediaImage __se_img_el&quot; data-attachment-id=&quot;Iq5Y8Q7JUwl_X4oHJ-lnmOGY5w9E&quot; data-src=&quot;https://post-phinf.pstatic.net/MjAxOTExMTlfMTk5/MDAxNTc0MTI2OTQyNzE1.QatSGLQdwsS-R68W3LFojzsyotLJH2gB5Jco66iaBB0g.zXBc_MvQWIpS0mB4GctCk4m9QORVaUni4XbeGg2qYSwg.PNG/America-06-img03.png?type=w1200&quot; height=&quot;317&quot; id=&quot;SEDOC-1574136364599-1517354714_image_6_img&quot; src=&quot;https://post-phinf.pstatic.net/MjAxOTExMTlfMTk5/MDAxNTc0MTI2OTQyNzE1.QatSGLQdwsS-R68W3LFojzsyotLJH2gB5Jco66iaBB0g.zXBc_MvQWIpS0mB4GctCk4m9QORVaUni4XbeGg2qYSwg.PNG/America-06-img03.png?type=w1200&quot; width=&quot;700&quot;&gt;&lt;/em&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;se_component se_paragraph default&quot;&gt;&lt;div class=&quot;se_sectionArea&quot;&gt;&lt;div class=&quot;se_editArea&quot;&gt;&lt;div class=&quot;se_viewArea se_ff_nanumgothic se_fs_T3 se_align-left&quot;&gt;&lt;div class=&quot;se_editView&quot; readability=&quot;14&quot;&gt;&lt;div class=&quot;se_textView&quot; readability=&quot;53&quot;&gt;&lt;p class=&quot;se_textarea&quot;&gt;새롭게 주식을 매수하는 사람의 입장에서는&amp;nbsp;배당락일 전날까지는 매수해야 해당 배당금을 받을 수 있다&lt;span lang=&quot;EN-US&quot;&gt;.&amp;nbsp;&lt;/span&gt;만약 배당락일에 주식을 매수한다면 배당을 받을 수 없다&lt;span lang=&quot;EN-US&quot;&gt;.&lt;/span&gt;&lt;br&gt;&lt;br&gt;배당락일을 파티에 참여하기 위해 필요한&amp;nbsp;&lt;span lang=&quot;EN-US&quot;&gt;‘&lt;/span&gt;입장권&lt;span lang=&quot;EN-US&quot;&gt;’&lt;/span&gt;으로 비유해보면&lt;span lang=&quot;EN-US&quot;&gt;,&amp;nbsp;&lt;/span&gt;배당락일 전날까지가 입장권을 살 수 있는 날이 된다&lt;span lang=&quot;EN-US&quot;&gt;.&lt;/span&gt;&lt;br&gt;&lt;br&gt;배당락일이 되면 배당락이 발생하고&lt;span lang=&quot;EN-US&quot;&gt;(=&lt;/span&gt;입장료를 내고&lt;span lang=&quot;EN-US&quot;&gt;),&amp;nbsp;&lt;/span&gt;주주명부 등재일에 배당 대상자 명단에 올라가면서&lt;span lang=&quot;EN-US&quot;&gt;(=&lt;/span&gt;참석자 명단에 올라가며&lt;span lang=&quot;EN-US&quot;&gt;)&amp;nbsp;&lt;/span&gt;이후 배당을 받을 수 있게 된다&lt;span lang=&quot;EN-US&quot;&gt;.&lt;/span&gt;&lt;/p&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;se_component se_image default&quot;&gt;&lt;div class=&quot;se_sectionArea se_align-left&quot;&gt;&lt;div class=&quot;se_editArea&quot;&gt;&lt;div class=&quot;se_viewArea&quot;&gt;&lt;em&gt;&lt;img alt=&quot;&quot; class=&quot;se_mediaImage __se_img_el&quot; data-attachment-id=&quot;Ip2ZCmb69qtraxBIUt7CtXr7ojkA&quot; data-src=&quot;https://post-phinf.pstatic.net/MjAxOTExMTlfMTk1/MDAxNTc0MTI3MDA1NTEy.QPm02Bvsi17_Z774v7MvO7Pkf7xpD6FL248TQETJBd4g.G9EOoSuMnGEPdyEv4YGTVnUmiMh0-iV8H5J7t7okXJMg.PNG/America-06-img04.png?type=w1200&quot; height=&quot;459&quot; id=&quot;SEDOC-1574136364599-1517354714_image_7_img&quot; src=&quot;https://post-phinf.pstatic.net/MjAxOTExMTlfMTk1/MDAxNTc0MTI3MDA1NTEy.QPm02Bvsi17_Z774v7MvO7Pkf7xpD6FL248TQETJBd4g.G9EOoSuMnGEPdyEv4YGTVnUmiMh0-iV8H5J7t7okXJMg.PNG/America-06-img04.png?type=w1200&quot; width=&quot;700&quot;&gt;&lt;/em&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;se_component se_paragraph default&quot;&gt;&lt;div class=&quot;se_sectionArea&quot;&gt;&lt;div class=&quot;se_editArea&quot;&gt;&lt;div class=&quot;se_viewArea se_ff_nanumgothic se_fs_T3 se_align-left&quot;&gt;&lt;div class=&quot;se_editView&quot; readability=&quot;15.5&quot;&gt;&lt;div class=&quot;se_textView&quot; readability=&quot;56&quot;&gt;&lt;p class=&quot;se_textarea&quot;&gt;위의&amp;nbsp;&lt;span lang=&quot;EN-US&quot;&gt;Dividend.com&lt;/span&gt;의&amp;nbsp;&lt;span lang=&quot;EN-US&quot;&gt;Prologis (PLD)&amp;nbsp;&lt;/span&gt;배당 공고를 보면 지난&amp;nbsp;&lt;span lang=&quot;EN-US&quot;&gt;9&lt;/span&gt;월&amp;nbsp;&lt;span lang=&quot;EN-US&quot;&gt;9&lt;/span&gt;일이 배당 금액과 일정을 알리는&amp;nbsp;배당공지일&lt;span lang=&quot;EN-US&quot;&gt;(Declare&lt;/span&gt;&lt;span lang=&quot;EN-US&quot;&gt;&amp;nbsp;Date)&amp;nbsp;&lt;/span&gt;이었다&lt;span lang=&quot;EN-US&quot;&gt;.&lt;/span&gt;&lt;br&gt;&lt;br&gt;이날 발표된 내용에 따르면 배당금&lt;span lang=&quot;EN-US&quot;&gt;(Amount)&lt;/span&gt;은&amp;nbsp;&lt;span lang=&quot;EN-US&quot;&gt;1&lt;/span&gt;주당&amp;nbsp;&lt;span lang=&quot;EN-US&quot;&gt;$0.53&lt;/span&gt;이었고&lt;span lang=&quot;EN-US&quot;&gt;,&amp;nbsp;&lt;/span&gt;배당락일&lt;span lang=&quot;EN-US&quot;&gt;(Ex-Dividend Date)&lt;/span&gt;은&amp;nbsp;&lt;span lang=&quot;EN-US&quot;&gt;2019&lt;/span&gt;년&amp;nbsp;&lt;span lang=&quot;EN-US&quot;&gt;9&lt;/span&gt;월&amp;nbsp;&lt;span lang=&quot;EN-US&quot;&gt;19&lt;/span&gt;일&lt;span lang=&quot;EN-US&quot;&gt;,&amp;nbsp;&lt;/span&gt;주주명부 등재일&lt;span lang=&quot;EN-US&quot;&gt;(Record Date)&lt;/span&gt;은&amp;nbsp;&lt;span lang=&quot;EN-US&quot;&gt;9&lt;/span&gt;월&amp;nbsp;&lt;span lang=&quot;EN-US&quot;&gt;20&lt;/span&gt;일&lt;span lang=&quot;EN-US&quot;&gt;,&amp;nbsp;&lt;/span&gt;배당지급일&lt;span lang=&quot;EN-US&quot;&gt;(Pay&lt;/span&gt;&lt;span lang=&quot;EN-US&quot;&gt;&amp;nbsp;Date)&lt;/span&gt;은&amp;nbsp;&lt;span lang=&quot;EN-US&quot;&gt;9&lt;/span&gt;월&amp;nbsp;&lt;span lang=&quot;EN-US&quot;&gt;30&lt;/span&gt;일이 된다&lt;span lang=&quot;EN-US&quot;&gt;.&lt;/span&gt;&lt;br&gt;&lt;br&gt;이를 예로 들어보면 아래와 같이 정리할 수 있다&lt;span lang=&quot;EN-US&quot;&gt;.&lt;/span&gt;&lt;/p&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;se_component se_image default&quot;&gt;&lt;div class=&quot;se_sectionArea se_align-left&quot;&gt;&lt;div class=&quot;se_editArea&quot;&gt;&lt;div class=&quot;se_viewArea&quot;&gt;&lt;em&gt;&lt;img alt=&quot;&quot; class=&quot;se_mediaImage __se_img_el&quot; data-attachment-id=&quot;I2gVWilsV_MjKnb60We6eOlbX8-g&quot; data-src=&quot;https://post-phinf.pstatic.net/MjAxOTExMTlfNjEg/MDAxNTc0MTI3MDI3Mzc2.Kl4NHxwEhFa1GgIKFc5c9W_qMgeRvYIdaI7GPmboDfMg.oANEUnFPPZpCC6ThP3i6VB1_LaN9BBG341QKt8k5fAgg.PNG/America-06-img05.png?type=w1200&quot; height=&quot;705&quot; id=&quot;SEDOC-1574136364599-1517354714_image_8_img&quot; src=&quot;https://post-phinf.pstatic.net/MjAxOTExMTlfNjEg/MDAxNTc0MTI3MDI3Mzc2.Kl4NHxwEhFa1GgIKFc5c9W_qMgeRvYIdaI7GPmboDfMg.oANEUnFPPZpCC6ThP3i6VB1_LaN9BBG341QKt8k5fAgg.PNG/America-06-img05.png?type=w1200&quot; width=&quot;700&quot;&gt;&lt;/em&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;se_component se_paragraph default&quot;&gt;&lt;div class=&quot;se_sectionArea&quot;&gt;&lt;div class=&quot;se_editArea&quot;&gt;&lt;div class=&quot;se_viewArea se_ff_nanumgothic se_fs_T3 se_align-left&quot;&gt;&lt;div class=&quot;se_editView&quot; readability=&quot;11&quot;&gt;&lt;div class=&quot;se_textView&quot; readability=&quot;47&quot;&gt;&lt;p class=&quot;se_textarea&quot;&gt;정리해보면 배당락일 전날까지는 주식을 매수해야 배당을 받을 수 있는 권리가 발생하며&lt;span lang=&quot;EN-US&quot;&gt;,&amp;nbsp;&lt;/span&gt;한국 투자자의 경우 결제 지연 등이 발생할 수 있기 때문에 최소 배당락일&amp;nbsp;&lt;span lang=&quot;EN-US&quot;&gt;2&lt;/span&gt;일 전까지는 매수하는 것이 좋다&lt;span lang=&quot;EN-US&quot;&gt;.&lt;/span&gt;&lt;/p&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;se_component se_image default&quot;&gt;&lt;div class=&quot;se_sectionArea se_align-left&quot;&gt;&lt;div class=&quot;se_editArea&quot;&gt;&lt;div class=&quot;se_viewArea&quot;&gt;&lt;em&gt;&lt;img alt=&quot;&quot; class=&quot;se_mediaImage __se_img_el&quot; data-attachment-id=&quot;IN_D862elgSEh2ni8P3ph_b-SXzQ&quot; data-src=&quot;https://post-phinf.pstatic.net/MjAxOTExMTlfMjAy/MDAxNTc0MTI3MDQ1NjM2.aOMZYCkCfOgSflTyfTTRgS6iR-FWYNWA5p3ofFp7qMMg.onBQWXaic4nCVT0PkNjq8eX_UQ_v53ACV7TXYxRLlf4g.PNG/America-06-title03.png?type=w1200&quot; height=&quot;92&quot; id=&quot;SEDOC-1574136364599-1517354714_image_9_img&quot; src=&quot;https://post-phinf.pstatic.net/MjAxOTExMTlfMjAy/MDAxNTc0MTI3MDQ1NjM2.aOMZYCkCfOgSflTyfTTRgS6iR-FWYNWA5p3ofFp7qMMg.onBQWXaic4nCVT0PkNjq8eX_UQ_v53ACV7TXYxRLlf4g.PNG/America-06-title03.png?type=w1200&quot; width=&quot;700&quot;&gt;&lt;/em&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;se_component se_paragraph default&quot;&gt;&lt;div class=&quot;se_sectionArea&quot;&gt;&lt;div class=&quot;se_editArea&quot;&gt;&lt;div class=&quot;se_viewArea se_ff_nanumgothic se_fs_T3 se_align-left&quot;&gt;&lt;div class=&quot;se_editView&quot; readability=&quot;14&quot;&gt;&lt;div class=&quot;se_textView&quot; readability=&quot;53&quot;&gt;&lt;p class=&quot;se_textarea&quot;&gt;배당락일 활용 전략은 배당락일이 가장 근접한 종목을 매수하는 방법이다&lt;span lang=&quot;EN-US&quot;&gt;.&amp;nbsp;&lt;/span&gt;배당락일 직전에 배당주를 매수하는 방법이 강력한 방법이 되는 것은&amp;nbsp;&lt;span lang=&quot;EN-US&quot;&gt;‘&lt;/span&gt;기회비용&lt;span lang=&quot;EN-US&quot;&gt;(Opportunity Cost)’&lt;/span&gt;과 관련이 있다&lt;span lang=&quot;EN-US&quot;&gt;.&lt;/span&gt;&lt;br&gt;&lt;br&gt;일반적으로 기회비용이란&amp;nbsp;&lt;span lang=&quot;EN-US&quot;&gt;‘&lt;/span&gt;하나의 재화를 선택했을 때&lt;span lang=&quot;EN-US&quot;&gt;,&amp;nbsp;&lt;/span&gt;그로 인해 포기한 것들 중 가장 큰 것의 가치&lt;span lang=&quot;EN-US&quot;&gt;’&lt;/span&gt;를 뜻하며&lt;span lang=&quot;EN-US&quot;&gt;,&amp;nbsp;&lt;/span&gt;여기에서는 다음 배당금을 받기 위해 기다리는 시간을 의미한다&lt;span lang=&quot;EN-US&quot;&gt;.&lt;/span&gt;&lt;/p&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;se_component se_image default&quot;&gt;&lt;div class=&quot;se_sectionArea se_align-left&quot;&gt;&lt;div class=&quot;se_editArea&quot;&gt;&lt;div class=&quot;se_viewArea&quot;&gt;&lt;em&gt;&lt;img alt=&quot;&quot; class=&quot;se_mediaImage __se_img_el&quot; data-attachment-id=&quot;I7b8dqO9JGuskWb9eP5fon20OAng&quot; data-src=&quot;https://post-phinf.pstatic.net/MjAxOTExMTlfODkg/MDAxNTc0MTI3MDY4MjYz.FbhuctKJc5IdiclWkNih3wQc6zjYN4aPBjpoMfG062Eg._NJOAUNjSnLocUgj7Z159KVzh_htiPbE348UYTPPw8og.PNG/America-06-img06.png?type=w1200&quot; height=&quot;317&quot; id=&quot;SEDOC-1574136364599-1517354714_image_10_img&quot; src=&quot;https://post-phinf.pstatic.net/MjAxOTExMTlfODkg/MDAxNTc0MTI3MDY4MjYz.FbhuctKJc5IdiclWkNih3wQc6zjYN4aPBjpoMfG062Eg._NJOAUNjSnLocUgj7Z159KVzh_htiPbE348UYTPPw8og.PNG/America-06-img06.png?type=w1200&quot; width=&quot;700&quot;&gt;&lt;/em&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;se_component se_paragraph default&quot;&gt;&lt;div class=&quot;se_sectionArea&quot;&gt;&lt;div class=&quot;se_editArea&quot;&gt;&lt;div class=&quot;se_viewArea se_ff_nanumgothic se_fs_T3 se_align-left&quot;&gt;&lt;div class=&quot;se_editView&quot; readability=&quot;15.5&quot;&gt;&lt;div class=&quot;se_textView&quot; readability=&quot;56&quot;&gt;&lt;p class=&quot;se_textarea&quot;&gt;만약 배당락이&amp;nbsp;&lt;span lang=&quot;EN-US&quot;&gt;3&lt;/span&gt;개월 남아있는 종목을 현재 매수하면 배당을 받을 기회가 생길 때까지&amp;nbsp;&lt;span lang=&quot;EN-US&quot;&gt;3&lt;/span&gt;개월을 기다려야 한다&lt;span lang=&quot;EN-US&quot;&gt;.&amp;nbsp;&lt;/span&gt;물론 그 사이 주가가 올라갈 수도 있지만&lt;span lang=&quot;EN-US&quot;&gt;,&amp;nbsp;&lt;/span&gt;여기에서는&amp;nbsp;&lt;span lang=&quot;EN-US&quot;&gt;‘&lt;/span&gt;배당을 받을 수 있는 기회&lt;span lang=&quot;EN-US&quot;&gt;’&lt;/span&gt;의 관점에서만 접근한다&lt;span lang=&quot;EN-US&quot;&gt;.&lt;/span&gt;&lt;br&gt;&lt;br&gt;하지만 당장 배당락이&amp;nbsp;&lt;span lang=&quot;EN-US&quot;&gt;3&lt;/span&gt;일 남아있는 종목을 매수하게 되면&amp;nbsp;&lt;span lang=&quot;EN-US&quot;&gt;3&lt;/span&gt;일 뒤면 배당을 받을 수 있는 권리가 생긴다&lt;span lang=&quot;EN-US&quot;&gt;.&amp;nbsp;&lt;/span&gt;이 방법을 통해&amp;nbsp;&lt;span lang=&quot;EN-US&quot;&gt;3&lt;/span&gt;개월가량의 시간을 아낄 수 있게 된다&lt;span lang=&quot;EN-US&quot;&gt;.&amp;nbsp;&lt;/span&gt;배당금 입금이 또 이뤄질 경우 그 배당금으로 또 배당락이 근접한 종목을 매수하게 되면 빠르게 배당금을 받을 수 있게 된다&lt;span lang=&quot;EN-US&quot;&gt;.&lt;/span&gt;&lt;br&gt;&amp;nbsp;&lt;br&gt;주가는 내일 올라갈지&lt;span lang=&quot;EN-US&quot;&gt;,&amp;nbsp;&lt;/span&gt;떨어질지 아무도 알 수 없다&lt;span lang=&quot;EN-US&quot;&gt;.&amp;nbsp;&lt;/span&gt;그러나 일정에 따라 들어오는 배당금은 확실하다&lt;span lang=&quot;EN-US&quot;&gt;.&amp;nbsp;&lt;/span&gt;따라서 이 방법은 최소한 배당금만이라도 확실하게 확보하는 방법이라고 할 수 있다&lt;span lang=&quot;EN-US&quot;&gt;.&lt;/span&gt;&lt;br&gt;&lt;br&gt;더군다나 미국의 경우 배당락이 잦아 배당락의 영향&lt;span lang=&quot;EN-US&quot;&gt;(&lt;/span&gt;배당금만큼 주가 하락&amp;nbsp;반영&lt;span lang=&quot;EN-US&quot;&gt;)&lt;/span&gt;이&amp;nbsp;낮은 편이라 배당락일 활용 전략은 더욱 유리할 수 있다&lt;span lang=&quot;EN-US&quot;&gt;.&lt;/span&gt;&lt;br&gt;&amp;nbsp;&lt;/p&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;se_component se_image default&quot;&gt;&lt;div class=&quot;se_sectionArea se_align-left&quot;&gt;&lt;div class=&quot;se_editArea&quot;&gt;&lt;div class=&quot;se_viewArea&quot;&gt;&lt;em&gt;&lt;img alt=&quot;&quot; class=&quot;se_mediaImage __se_img_el&quot; data-attachment-id=&quot;IuTLRpdEiq_jF5S17OGZvaIo_608&quot; data-src=&quot;https://post-phinf.pstatic.net/MjAxOTExMTlfMTU1/MDAxNTc0MTM2MzQ4NTAy.3C9oy-t63bXhcJA8b5YfdGFjRxM2npeRTt0nywycgOkg.S5ZSxZGXzaPlEgc1tSecl77Y2Ebly7gJk4jblJuwvpAg.PNG/America-06-img07_re.png?type=w1200&quot; height=&quot;300&quot; id=&quot;SEDOC-1574136364599-1517354714_image_11_img&quot; src=&quot;https://post-phinf.pstatic.net/MjAxOTExMTlfMTU1/MDAxNTc0MTM2MzQ4NTAy.3C9oy-t63bXhcJA8b5YfdGFjRxM2npeRTt0nywycgOkg.S5ZSxZGXzaPlEgc1tSecl77Y2Ebly7gJk4jblJuwvpAg.PNG/America-06-img07_re.png?type=w1200&quot; width=&quot;700&quot;&gt;&lt;/em&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;se_component se_paragraph default&quot;&gt;&lt;div class=&quot;se_sectionArea&quot;&gt;&lt;div class=&quot;se_editArea&quot;&gt;&lt;div class=&quot;se_viewArea se_ff_nanumgothic se_fs_T3 se_align-left&quot;&gt;&lt;div class=&quot;se_editView&quot; readability=&quot;17&quot;&gt;&lt;div class=&quot;se_textView&quot; readability=&quot;59&quot;&gt;&lt;p class=&quot;se_textarea&quot;&gt;&lt;b&gt;물론 배당락일에는 이론적으로 배당 금액만큼 주가가&amp;nbsp;&lt;/b&gt;&lt;b&gt;조정&lt;/b&gt;&lt;span lang=&quot;EN-US&quot;&gt;&lt;b&gt;(&lt;/b&gt;&lt;/span&gt;&lt;b&gt;하락&lt;/b&gt;&lt;span lang=&quot;EN-US&quot;&gt;&lt;b&gt;)&lt;/b&gt;&lt;/span&gt;&lt;b&gt;되어&lt;/b&gt;&lt;b&gt;&amp;nbsp;차이가 없다고 볼 수도 있다&lt;/b&gt;&lt;span lang=&quot;EN-US&quot;&gt;&lt;b&gt;.&lt;/b&gt;&lt;/span&gt;&lt;span lang=&quot;EN-US&quot;&gt;&amp;nbsp;&lt;/span&gt;그러나 미국에는 배당락이 자주 있다 보니 배당락을 회복하는 속도도 빠르다&lt;span lang=&quot;EN-US&quot;&gt;.&lt;/span&gt;&lt;br&gt;&lt;br&gt;또한 배당을 지급한 주식을 다시 매수해서 다음 배당을 기다리는 것보다 배당락이 도래한 종목을 매수하는 것이 추가적인 현금 흐름을 만들 수 있다는 점에서도 유리하다&lt;span lang=&quot;EN-US&quot;&gt;.&lt;/span&gt;&lt;br&gt;&amp;nbsp;&lt;br&gt;굳이 배당락일 전일 배당주를 매수하는 이유는 간단하다&lt;span lang=&quot;EN-US&quot;&gt;.&amp;nbsp;&lt;/span&gt;배당주기를 최대한 짧게 만들어서 현금흐름을 최대한 빠르게 만들기 위해서이며&lt;span lang=&quot;EN-US&quot;&gt;,&amp;nbsp;&lt;/span&gt;여기에 배당재투자가 이뤄질 경우 복리효과&lt;span lang=&quot;EN-US&quot;&gt;,&amp;nbsp;&lt;/span&gt;즉&amp;nbsp;눈덩이효과&lt;span lang=&quot;EN-US&quot;&gt;(Snowball-Effect)&lt;/span&gt;는&amp;nbsp;더욱 커지게 된다&lt;span lang=&quot;EN-US&quot;&gt;.&lt;/span&gt;&lt;br&gt;&lt;br&gt;배당락일 활용 전략을 통해 빠르게 현금흐름을 만들고&lt;span lang=&quot;EN-US&quot;&gt;,&amp;nbsp;&lt;/span&gt;이를 재투자해 투자 효과를 극대화해보자&lt;span lang=&quot;EN-US&quot;&gt;.&lt;/span&gt;&lt;/p&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;se_component se_horizontalLine line5&quot;&gt;&lt;div class=&quot;se_sectionArea&quot;&gt;&lt;div class=&quot;se_editArea&quot;&gt;&lt;div class=&quot;viewArea&quot;&gt;&lt;div class=&quot;se_horizontalLineView&quot;&gt;&lt;div class=&quot;se_hr&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;se_component se_paragraph default&quot;&gt;&lt;div class=&quot;se_sectionArea&quot;&gt;&lt;div class=&quot;se_editArea&quot;&gt;&lt;div class=&quot;se_viewArea se_ff_nanumgothic se_fs_T3 se_align-left&quot;&gt;&lt;div class=&quot;se_editView&quot; readability=&quot;12.5&quot;&gt;&lt;div class=&quot;se_textView&quot; readability=&quot;50&quot;&gt;&lt;p class=&quot;se_textarea&quot;&gt;&lt;span class=&quot;se-fs-fs16 se-ff-nanumgothic  se-style-unset &quot;&gt;- 본 콘텐츠는 이용자의 자산관리 및 금융 지식 향상을 목적으로 작성된 교육 콘텐츠입니다.&lt;/span&gt;&lt;br&gt;&lt;br&gt;&lt;span class=&quot;se-fs-fs16 se-ff-nanumgothic  se-style-unset &quot;&gt;- 본 콘텐츠에서 제공되는 금융상품 및 시장 정보 등을 이용하여 투자를 했을 시 발생하는 손실의 귀책사유는 이용자에게 귀속되오니 투자는 이용자 자신의 판단과 책임하에 신중히 결정하여 주시기 바랍니다.&lt;/span&gt;&lt;br&gt;&lt;br&gt;&lt;span class=&quot;se-fs-fs16 se-ff-nanumgothic  se-style-unset &quot;&gt;- 금융투자상품은 원금 보장이 되지 않을 수 있으며, 자산운용 결과에 따라 이익 또는 손실이 발생할 수 있습니다.&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;se_textarea&quot;&gt;&lt;span class=&quot;se-fs-fs16 se-ff-nanumgothic  se-style-unset &quot;&gt;&lt;a href=&quot;https://www.kcie.or.kr/mobile/guide/2/13/web_view?series_idx=&amp;amp;content_idx=629&quot;&gt;[투교협]&lt;/a&gt;&lt;/span&gt;&lt;/p&gt;&lt;p class=&quot;se_textarea&quot;&gt;&lt;span class=&quot;se-fs-fs16 se-ff-nanumgothic  se-style-unset &quot;&gt;&lt;img 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+0000</pubDate><atom:updated>2023-04-03T16:58:52.464+09:00</atom:updated><title>[투자] 외국 자본, 중국 투자 진퇴양난</title><description>&lt;div id=&quot;user-wrap&quot; class=&quot;mobile &quot; data-effect=&quot;fade-up&quot; data-effect-time=&quot;300&quot;&gt;&lt;div class=&quot;row expanded&quot; readability=&quot;13.504923903312443&quot;&gt;&lt;header id=&quot;user-header&quot; readability=&quot;6&quot;&gt;&lt;article class=&quot;wrapper&quot;&gt;&lt;div class=&quot;float-left&quot;&gt;&lt;a href=&quot;http://www.fortunekorea.co.kr/&quot; target=&quot;_top&quot;&gt;&lt;span class=&quot;show-for-sr&quot;&gt;코리아(FORTUNE KOREA)&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;&lt;/article&gt;&lt;nav id=&quot;user-nav&quot;&gt;&lt;section class=&quot;container&quot;&gt;&lt;fieldset class=&quot;search-form&quot;&gt;&lt;form name=&quot;head-search&quot; method=&quot;get&quot; class=&quot;inner&quot; 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data-type=&quot;photo&quot;&gt;&lt;figcaption&gt;&lt;/figcaption&gt;&lt;/figure&gt;&lt;/div&gt;&lt;p&gt;외국 자본, 중국 투자 진퇴양난&lt;br&gt;&lt;/p&gt;&lt;p&gt;&lt;em&gt;&lt;strong&gt;깊어지면서 중국에 투자한 외국 자본이 진퇴양난에 처했다. 중국 시장이 여전히 매력적이지만, 미국과 중국 정부의 규제 강화 속에 투자금 회수가 점점 어려워지고 있기 때문이다. 미국이 중국기업에 대한 회계자료 강제 감사권을 발동하자, 중국 정부는 더 이상 달러가 필요 없다는 태도를 보이고 있다. 하지만 KKR &amp;amp; Co.(Kohlberg Kravis Roberts &amp;amp; Co.) 등과 같은 글로벌 IB들은 매력적인 먹잇감을 두고 그냥 물러설 생각은 없는 것 같다&lt;/strong&gt;&lt;/em&gt;&lt;br&gt;&lt;/p&gt;&lt;p&gt;중국에 투자한 글로벌 사모펀드들은 퇴로가 막혀 투자금이 기약 없이 묶여 있다. 중국 기업들의 미국 내 상장이 사실상 불가능해졌기 때문이다. 중국 내 외국 사모펀드 자금이 몰려들기 시작한 지난 2000년대 초부터 20년 넘게 해외 사모펀드(Private Equity, PE)들이 투자금을 회수하는 가장 큰 창구는 미국 증권시장이었다. 사모펀드는 비상장기업에 투자하기 위해 사용되는 자본의 풀(pool)로 보통 빠른 성장 가능성과 높은 수익 성장력을 보유한 기업을 겨냥한다.&amp;nbsp;&lt;/p&gt;&lt;p&gt;PE 펀드는 일반적으로 4년에서 7년 사이의 고정 투자 기간을 갖고 있으며, 마지막 시점에서 투자자들은 펀드나 조합에 투자한 만큼 서로의 이익을 취하면서 투자금 전액을 회수한다.&amp;nbsp;&lt;/p&gt;&lt;p&gt;이 단계를 엑시트(exit, 출구)라고 부르며 엑시트가 마무리되면 투자가 종료된다.&amp;nbsp;&lt;br&gt;투자자들의 엑시트는 일반적으로 IPO 또는 다른 사모펀드 회사나 전략적 구매자에게 사업을 매각해 이루어진다. 엑시트 전략과 방법은 투자 시점에서 이미 투자회사와 피투자회사 간의 계약서나 협정문 형태로 명시되는 경우가 대부분이다. 글로벌 IB 거래에서 출구 전략 없이 투자한다는 것은 있을 수 없다.&lt;/p&gt;&lt;p&gt;2021년 12월 중국 증권 감독 당국은 해외 상장을 원하는 중국 기업에 대한 규제를 강화하는 방안을 제시했다. 중국 정부가 국내 기업의 해외 거래를 전면 금지한다는 입장을 밝히지는 않았지만, 이는 실질적으로 중국 기업들의 미국 증시 상장을 종료하는 의미로 받아들여졌다. 이 정책 발표 이후 미국의 회계 자료 제출 요구 등을 이유로 지난 2년간 중국판 우버 ‘디디추싱(滴滴出行, DIDI Global)’과 동방항공 등 중국 국유기업 10여 곳이 미국 증시에서 자진 상장폐지됐다.&amp;nbsp;&lt;/p&gt;&lt;p&gt;외국인 투자자 입장에서는 홍콩증권거래소 상장은 여전히 가능하다. 하지만 거래소의 유동성이 떨어지고 밸류에이션 추정 벤치마크 수준도 낮아(a lower value estimation benchmark) 매력이 떨어진다. 이는 미국 상장이 더 이상 불가능할 경우 사모펀드의 성공적인 엑시트가 어려워진다는 것을 의미한다.&lt;/p&gt;&lt;p&gt;&lt;strong&gt;고개 드는 외국계 자본에 대한 반감&lt;/strong&gt;&lt;/p&gt;&lt;p&gt;중국 내 투자시장이 커지고 중국 토종 투자회사들이 성장하면서 외국계 자본과 충돌하고 있다. 그동안 중국경제의 고성장으로 기업들의 성장 속도도 빨랐다. 덕분에 현재 1조 3000억 달러가 넘는 외국계 사모펀드 자금이 중국에 머물고 있다.&amp;nbsp;&lt;/p&gt;&lt;p&gt;사실, 중국 정부는 오래전부터 외국 자금에 대해 이중적 태도를 취하고 있다. 외국 자본이 중국의 주요 정책 중 하나인 ‘소비 업그레이드(consumption upgrade)’ 정책에 투자를 통해 많은 도움을 준 것은 반갑지만, 이들이 과도하게 시장을 지배하는 것에는 항상 경계심을 갖고 있다.&amp;nbsp;&lt;/p&gt;&lt;p&gt;베이징 소재 부티크 투자은행인 샹송 앤 코(Chanson &amp;amp; Co)의 셴멍 이사는 “중국 내 외국계 사모펀드는 현재 어려운 상황에 처했다”며 “중국 정부는 대외 개방성을 과시하기 위해 외국계 사모펀드가 필요하지만, 그들이 중국 시장에서 질 좋은 국내 프로젝트를 독식하는 최상위 포식자가 되는 것을 원하지 않는다”고 말했다. 최근에는 CITIC(중신 투자은행)과 같은 중국 국영 투자회사들이 중국 사모펀드 시장에서 빠르게 영향력을 키워가고 있다.&amp;nbsp;&lt;/p&gt;&lt;p&gt;중국의 글로벌 PE 펀드 투자규모는 2017년 처음으로 1,000억 달러를 넘어섰다. 그리고 컨설팅 회사 맥킨지(McKinsey &amp;amp; Company)의 추정에 따르면 이제 중국은 미국과 영국에 이어 세계 3위의 사모펀드 시장이다. 차이나 브릿지(China Bridge) 그룹에 따르면 중국자본의 중국 PE시장 점유율은 2007년 4% 미만이었으나 2018년 40%를 넘어 섰고, 2022년 60% 이상으로 높아졌다. 이들 자본은 중국 국영 투자회사들로부터 조달된다.&amp;nbsp;&lt;/p&gt;&lt;p&gt;상해에 본사를 둔 맥켄지의 파트너인 이노 노만(Ivo Naumann)은 “중국 사모펀드 산업은 지난 10년간 중국 경제의 고성장 덕분에 크게 확장되었으며, 일반적인 PE 거래의 복잡성과 규모가 증가하고 바이아웃(buyout) 비중이 높아지고 있다”라고 말했다.&amp;nbsp;&lt;/p&gt;&lt;div&gt;&lt;figure class=&quot;photo-layout image photo_18172 float-center bigsize&quot; data-idxno=&quot;18172&quot; data-type=&quot;photo&quot;&gt;&lt;img alt=&quot;&quot; src=&quot;http://cdn.fortunekorea.co.kr/news/photo/202303/26939_18172_3826.png&quot;&gt;&lt;figcaption&gt;&lt;/figcaption&gt;&lt;/figure&gt;&lt;/div&gt;&lt;p&gt;중국 내 중국 기업에 투자하는 사모펀드는 역외펀드(offshore)인지, 역내펀드(onshore)인지에 따라 투자 형태가 달라진다. 일명 ‘레드칩(Red Chip)’으로 불리는 역외지주회사는 글로벌 PE가 해외에 설립된 특수목적회사(Special Purpose Vehicle, SPV)를 통해 해외에 설립된 중국 내 투자 대상 기업의 지주회사를 인수 또는 투자함으로써, 직·간접적으로 중국 내 기업(지주회사의 자회사나 관계사)의 자산을 소유 또는 운영하는 형태이다.&amp;nbsp;&lt;/p&gt;&lt;p&gt;일반적으로 역외 지주사는 미국 시장과 같은 해외 증권거래소 상장을 목적으로 설립된다. 반면, 역내 PE 펀드는 해외에 특수목적회사(SPV)를 설립해 이 SPV가 보유하고 있는 자금으로 중국 내 기업체에 투자한다. 대부분 역내 사모펀드는 중국 국영 투자회사가 설립했다고 볼 수 있다.&amp;nbsp;&lt;/p&gt;&lt;p&gt;PE 펀드를 통한 외국계 자본의 투자는 중국이 2001년 세계 투자자들에게 금융 부문을 개방하고 WTO에 가입한 이후 크게 성장했다. 중국 시장에 진출한 외국 PE 투자자들은 중국 경제 성장에 무시할 수 없는 역할을 해왔다. 상해에 본사를 둔 뉴질랜드계 에너지 전문 컨설팅 회사인 Strate power Consulting Group의 파트너인 Liu Lei는 “글로벌 PE들의 가장 직접적인 이점은 대규모 유동성 공급”이라며 “20년 전 중국은 가난했고 빈 캔버스 같았다. 외국인 투자자들의 돈은 분명히 중국의 많은 산업, 특히 투자 의존도가 높은 첨단 기술 산업의 성장과 발전에 도움이 됐다”고 말한다.&amp;nbsp;&amp;nbsp;&lt;/p&gt;&lt;p&gt;대형 중국계 부동산 개발업체인 ANKEN(安) 그룹의 설립자인 데이비드 산 로만은 “과거 중국의 투자 시장은 중국 내 중소규모의 투자자들에 의해 주도됐다. 왜냐하면 그들은 기꺼이 위험을 무릅쓰고 투자했기 때문”이라고 설명했다. 이는 외국계 자본이 들어 오기 훨씬 전부터 중국 내 사모펀드 형태의 투자 시장이 활성화되고 있었다는 점을 강조한 것이다. 외국계 투자 회사들은&amp;nbsp;이미 형성된 중국 사모펀드 시장에 대규모 자본과 함께 전문 지식을 활용해 중국 PE 시장을 빠르게 잠식해 갔다. 글로벌 사모펀드들은 수십 년간 유럽과 미국에서 쌓은 경험을 중국 시장에 적용할 수 있었으며 미국 등 선진 자본시장을 활용해 자신들이 투자한 돈을 빠르게 회수할 수 있었다.&amp;nbsp;&lt;/p&gt;&lt;p&gt;&lt;strong&gt;곱지않은 중국 정부의 눈길&lt;/strong&gt;&lt;/p&gt;&lt;p&gt;지난 10여 년간 중국 중앙은행 관계자들은 토종 PE 펀드를 육성하겠다는 의지를 분명히 밝혔고, 국무원도 PE 펀드가 중국 자본시장의 &#39;취약 고리&#39;라는 점을 거듭 지적했다. 베이징의 규제 기관들은 국내 위안화가 지배하는 사모펀드의 개발을 지원하기 위해 몇 가지 법을 도입했다. 그리고 그것은 효과가 있었다. 지난 몇 년간 글로벌 PE와 중국 PE 간 격차가 크게 줄었다.&lt;/p&gt;&lt;p&gt;보유(Boyu) 캐피털, 레전드(Legend) 캐피털, CITIC PE, 호니(Hony) 캐피털 등 다수의 중국 사모펀드들이 경쟁에서 두각을 나타냈다. 그들은 각각 수십억 위안화를 관리하고 알리바바, JD 로지스틱스, 선닝 같은 회사에서 성공적인 투자를 끌어냈다. 국내 사업의 성공은 중국에만 국한되지 않을 것으로 보인다. 맥켄지의 파트너인 Ivo Naumann은 “시간이 지남에 따라 새롭게 부상하는 국내 사모펀드 중 일부는 세계적인 규모로 발전할 것”이라고 말했다.&lt;/p&gt;&lt;p&gt;결국 중국 PE 시장에서 달러화 등 국제 통화의 비중을 크게 줄었다. 중국 펀드 운용사들의 자율 규제 협회인 중국 자산운용협회에 따르면 중국 사모펀드 시장에서 Global PE 투자가 차지하는 비중은 2007년 96%에서 2020년 3.6%로 떨어졌다. 2020년 초 중국의 PE, 벤처캐피털, 증권투자 펀드 운용시장에는 총 302개의 외국인 지배 또는 지분 참여 투자 기관이 있었으며, 총 695억 달러가 운용되고 있었다. 이제 중국 내 더 많은 자본이 토종 PE로 흘러가고 A주식 IPO 시장의 성장과 이어지면서 글로벌 PE들의 중국 내 활동은 점점 더 위축되고 있다.&lt;/p&gt;&lt;div&gt;&lt;figure class=&quot;photo-layout image photo_18173 float-center bigsize&quot; data-idxno=&quot;18173&quot; data-type=&quot;photo&quot;&gt;&lt;img alt=&quot;&quot; src=&quot;http://cdn.fortunekorea.co.kr/news/photo/202303/26939_18173_3918.png&quot;&gt;&lt;figcaption&gt;&lt;/figcaption&gt;&lt;/figure&gt;&lt;/div&gt;&lt;p&gt;&lt;strong&gt;그래도 중국 시장이다&amp;nbsp;&lt;/strong&gt;&lt;/p&gt;&lt;p&gt;이런 어려움에도 불구하고 글로벌 PE들은 중국 내 투자 기회를 잡으려 노력하고 있다. 코로나19가 한창이던 2021년 말에도 세계 10대 사모펀드 중 하나가 잘 알려지지 않은 화장품 회사인 무디(Moody)라는 기업에 1억 5600만 달러(약 2000억원)를 투자했다. 이 회사는 눈동자 모양을 바꾸는 컬러 콘택트렌즈를 전문으로 생산하고 있다. 이 회사의 매력적인 비즈니스 모델과 빠른 성장은 해외 투자 회사에게 너무 매력적이다. 이 회사의 매출액은 2020년 2억 위안(약 360억원)에서 2021년 8억 위안(약 1450억원)으로 4배 증가했다.&amp;nbsp;&lt;/p&gt;&lt;p&gt;2022년 3월 유럽의 거대 인수기업인 EQTAB는 사모펀드인 베어링 PE 아시아(BPEA)를 인수하기 위해 75억 달러 규모의 계약을 체결하며, 중국과 다른 아시아 국가들에 대한 참여를 강화하고 나섰다. BPEA 인수 닷새 만에 유럽의 대형 바이아웃(buyout) 펀드인 EQT Private Equity Asia가 중국 최대 국내 해충 방제 사업자인 가디언(Guardian)에 대규모 투자를 결정했다고 발표했다.&amp;nbsp;&lt;/p&gt;&lt;p&gt;글로벌 초대형 사모펀드인 칼라일(Karlyle Group) 그룹의 CEO 큐송 리(Kewsong Lee)는 최근 일본 닛케이 아시아와의 인터뷰에서 “무역 마찰과 지정학적 긴장에도 불구하고 자신들은 중국 시장에서 좋은 투자 기회를 엿보고 있다”고 말했다. 칼라일은 중국 경제의 디지털화, 다양한 소비층의 형성, 모바일 사용을 기반으로 핀테크 결제 시스템 발전에 주목하고 있다.&amp;nbsp;&lt;/p&gt;&lt;p&gt;이와 함께 미래의 핵심 투자가치로 부각될 수 있는 기후, 의료와 같은 특정 분야에서의 성장 잠재력 또한 매우 크다고 판단하고 있다. 글로벌&amp;nbsp; M&amp;amp;A 자문사인 Roland Berger의 프랭클린 푸(Franklin Fu)는 “15억 인구의 거대 경제에서 투자자들의 관심을 끄는 메가 트렌드(mega trend)가 지속되고 있다”며 “지난 10년간 전기차, 헬스케어, 소비재, 전자상거래가 국내외 투자자들 관심의 중심이었다”고 말했다.&lt;/p&gt;&lt;p&gt;이러한 투자 옵션들이 매력적이지만, 성공적인 엑시트의 어려움과 비용은 그 어느 때보다 높은 수준이다. 글로벌 PE들은 해외뿐 아니라 중국 내 시장의 위안화 투자 프로젝트의 엑시트에 대해서도 외환 통제를 받고 있다. 외국계 사모펀드들의 퇴출 비용이 점점 더 커지고 있다.&amp;nbsp;&lt;/p&gt;&lt;/article&gt;&lt;div class=&quot;clearfix&quot;&gt;&lt;/div&gt;&lt;div class=&quot;tag-group&quot;&gt;&lt;h4 class=&quot;show-for-sr&quot;&gt;키워드&lt;/h4&gt;&lt;a href=&quot;http://www.fortunekorea.co.kr/news/articleList.html?sc_area=A&amp;amp;sc_word=%EC%A4%91%EA%B5%AD&quot; class=&quot;tag&quot;&gt;#중국&lt;/a&gt;&amp;nbsp;&lt;a href=&quot;http://www.fortunekorea.co.kr/news/articleList.html?sc_area=A&amp;amp;sc_word=%EC%9E%A5%EA%B0%95%EA%B2%BD%EC%98%81%EB%8C%80%ED%95%99%EC%9B%90&quot; class=&quot;tag&quot;&gt;#장강경영대학원&lt;/a&gt;&amp;nbsp;&lt;a href=&quot;http://www.fortunekorea.co.kr/news/articleList.html?sc_area=A&amp;amp;sc_word=%EC%95%84%EC%8B%9C%EC%95%84%EC%9B%8C%EC%B9%98&quot; class=&quot;tag&quot;&gt;#아시아워치&lt;/a&gt;&amp;nbsp;&lt;a href=&quot;http://www.fortunekorea.co.kr/news/articleList.html?sc_area=A&amp;amp;sc_word=Asiawatch&quot; class=&quot;tag&quot;&gt;#Asiawatch&lt;/a&gt;&amp;nbsp;&lt;a href=&quot;http://www.fortunekorea.co.kr/news/articleList.html?sc_area=A&amp;amp;sc_word=%EC%A4%91%EA%B5%AD%ED%88%AC%EC%9E%90&quot; class=&quot;tag&quot;&gt;#중국투자&lt;/a&gt;&amp;nbsp;&lt;a href=&quot;http://www.fortunekorea.co.kr/news/articleList.html?sc_area=A&amp;amp;sc_word=%EC%A4%91%EA%B5%AD%EA%B8%B0%EC%97%85&quot; class=&quot;tag&quot;&gt;#중국기업&lt;/a&gt;&amp;nbsp;&lt;a href=&quot;http://www.fortunekorea.co.kr/news/articleList.html?sc_area=A&amp;amp;sc_word=%ED%95%B4%EC%99%B8%EC%A3%BC%EC%8B%9D&quot; class=&quot;tag&quot;&gt;#해외주식&lt;/a&gt;&amp;nbsp;&lt;a href=&quot;http://www.fortunekorea.co.kr/news/articleList.html?sc_area=A&amp;amp;sc_word=%ED%95%B4%EC%99%B8%ED%88%AC%EC%9E%90&quot; class=&quot;tag&quot;&gt;#해외투자&lt;/a&gt;&lt;/div&gt;&lt;article class=&quot;writer&quot;&gt;&lt;div class=&quot;item&quot;&gt;&lt;div class=&quot;account&quot;&gt;&lt;em class=&quot;image&quot;&gt;&lt;/em&gt;&lt;strong class=&quot;name&quot;&gt;윤두영 글로벌기업연구소장&lt;/strong&gt;&lt;/div&gt;&lt;/div&gt;&lt;br&gt;&lt;div class=&quot;item text-right&quot;&gt;&lt;/div&gt;&lt;/article&gt;&lt;/div&gt;&lt;/div&gt;&lt;/article&gt;&lt;/section&gt;&lt;/div&gt;&lt;/div&gt;&lt;/section&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;blogger-post-footer&quot;&gt;https://keycolor50.blogspot.com/p/ad-post-feed-footer.html&lt;/div&gt;</description><link>https://finance-keypoint.blogspot.com/2023/04/blog-post.html</link><author>noreply@blogger.com (Keycolor)</author><thr:total>0</thr:total></item></channel></rss>