1535원, 끝났나 — 한 달 새 130원 무너진 원/달러 환율

1535원, 끝났나 — 한 달 새 130원 무너진 원/달러 환율

{ "@context": "https://schema.org", "@type": "Article", "headline": "1535원, 끝났나 — 한 달 새 130원 무너진 원/달러 환율", "datePublished": "2026-08-08", "author": {"@type": "Organization", "name": "ChartMentor"}, "image": 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"description": "원/달러 환율이 한 달 새 130원 넘게 급락해 8월 6일 장중 1,414원대, 10개월 만의 최저까지 내려왔습니다. 4월에 썼던 '1535원 뉴노멀' 글의 전제를 스스로 다시 검증합니다. 일시적 되돌림인지 추세 전환인지, 수급 요인을 하나씩 나눠 해설했습니다." }

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1535원, 끝났나 — 한 달 새 130원 무너진 원/달러 환율 한 달 새 130원 넘게 내려온 원/달러 환율 — 1535원 뉴노멀 검증편 (이 글의 시황 수치는 2026년 8월 7일 종가 기준입니다. 환율은 매일 바뀌므로, 읽으시는 시점의 숫자는 다시 확인해 주세요.) 8월 첫 주에 이런 일이 있었습니다 8월 6일 오전 11시 7분경, 서울 외환시장에서 원/달러 환율이 장중 1,414.5원까지 내려왔습니다. 지난해 10월 이후 10개월 만에 가장 낮은 수준입니다. 이날 주간 거래는 1,423.8원에 마쳤고, 다음 날인 8월 7일에는 1,416.1원까지 더 내려와 마감했습니다. 숫자만 보면 "환율이 좀 내렸네" 정도로 읽힐 수 있는데, 어디서 부터 내려왔는지를 보면 이야기가 달라집니다. 6월 말까지 환율은 1,550원대였습니다. 글로벌 금융위기 이후 가장 약한 원화라는 말이 나오던 자리였죠. 거기서 한 달 남짓한 사이에 130원 넘게 떨어진 겁니다. 7월 한 달 낙폭만 125원이 넘는데, 이건 2009년 이후 가장 큰 월간 하락폭입니다. 그리고 여기서 제가 오래 멈춰 선 장면이 하나 있습니다. 같은 8월 6일, 코스피는 4.58% 폭락했습니다. 6,296.38로 마감했고, SK하이닉스는 하루에 10% 넘게 빠졌어요. 외국인은 3조 원대 주식을 팔았습니다.교과서대로면 이런 날 환율은 튀어 올라야 합니다. 외국인이 주식 판 돈을 달러로 바꿔 나가니까요. 그런데 이날 환율은 오히려 소폭 내렸습니다. 주가 폭락과 환율 하락이 같은 날 나란히 있었던 거예요. 무언가가 평소와 다르게 움직이고 있다는 뜻입니다. 그리고 저한테는 이 장면이 조금 더 개인적인 숙제이기도 합니다. 저는 4월 1일에 "원달러 환율 1535 뉴노멀"이라는 글을 썼습니다. 1,500원대 환율이 일시적 이상치가 아니라 당분간의 기본값일 수 있다는 취지였죠. 그런데 4개월 만에 환율이 1,410원대까지 내려왔습니다. 그 글의 전제가 지금도 유효한지, 쓴 사람이 직접 다시 검증해 보는 게 맞다고 생각했습니다. 오늘 글은 그 검증입니다. 결론을 미리 말씀드리면, "뉴노멀이 끝났다"고도 "아직 유효하다"고도 단정하지 못했습니다.대신 이번 하락을 만든 요인을 하나씩 나눠서, 어떤 게 일회성이고 어떤 게 구조인지 같이 뜯어보려 합니다.4개월 전의 저는 이렇게 봤습니다 자기 글을 검증하려면 그때 무슨 말을 했는지부터 분명히 해야 하니까요.그때 작성했던 내용을 되짚어 보겠습니다. 그때 저는 1,500원대를 '뉴노멀'이라고 부른 근거를 크게 이렇게 잡았습니다. 미국과의 금리차가 크게 남아 있고, 외국인의 국내 주식 차익 실현과 개인의 해외주식 투자(서학개미)로 달러를 사는 흐름이 구조적으로 이어지고, 경상수지가 흑자여도 자본흐름이 환율을 지배하는 국면이라는 것. 실제로 2분기 내내 환율은 1,500원 안팎을 오갔고, 6월 말에는 1,550원대까지 갔으니 4개월 중 3개월은 그 그림대로 움직였습니다. 그런데 7월부터 그림이 바뀌었습니다.이럴 때 갈 수 있는 길은 두 가지입니다. 하나는 "일시적 되돌림이고 곧 제자리로 온다"며 원래 논리를 지키는 것. 다른 하나는 "전제가 바뀌었는지"를 요인별로 다시 세어 보는 것. 저는 2008년에 계좌가 크게 무너져 본 뒤로, 시장이 내 논리와 반대로 가면 논리를 방어하는 대신 분해하는 습관을 들였습니다. 이번에도 그 습관대로 가 보겠습니다. 이번 하락을 만든 요인을 다섯 개로 나눠 봤습니다. 이번 급락을 만든 다섯 가지 — 일회성과 구조를 나눠 봅니다 이번 급락을 만든 다섯 가지 수급 요인 하나, SK하이닉스 ADR 자금 — 굵지만 일회성에 가깝습니다 7월 말 환율을 가장 세게 끌어내린 건 SK하이닉스였습니다. SK하이닉스가 미국 주식예탁증서(ADR — 해외 기업 주식을 미국 시장에서 거래할 수 있게 만든 증서) 상장으로 조달한 달러를 원화로 바꾸면서, 시장에 큰 달러 매도 물량이 공급됐어요. 7월 29일 하루에만 환율이 15원 넘게 급락해 1,440원대로 내려왔는데, 5개월 만의 최저였습니다. 국내 증시가 이틀 연속 흔들리던 날이었는데도요. 다만 이 요인의 성격은 분명합니다. 기업이 한 번 조달한 자금의 환전은 끝나면 끝나는 일회성 수급입니다. 실제로 7월 31일에는 SK하이닉스 물량과 수출업체 네고(수출 대금으로 받은 달러를 원화로 바꾸는 매도)가 비니까, 환율이 하루 만에 1,440원대로 다시 올라왔습니다. 물량이 나오면 내리고, 비면 다시 오르는 수급 장세의 전형적인 모습이었어요. 둘, 수출업체 네고 — 매달 반복되지만 강도는 월말·월초를 탑니다 7월 말에는 삼성전자를 비롯한 수출업체들의 월말 네고 물량이 ADR 자금과 겹쳤습니다. 반도체 수출이 좋아 들어오는 달러 자체가 많아졌고, 환율이 높은 동안 미뤄 뒀던 달러를 "이 레벨이면 팔자"며 내놓는 흐름이 더해졌죠. 이건 일회성은 아닙니다. 수출이 잘되는 한 매달 반복됩니다. 다만 월말에 몰리고 월초에 비는 식으로 강도가 출렁이는 수급이라, 이것만으로 추세를 말하기는 어렵다고 봐요. 셋, 베선트 발언 — 이번 국면에서 가장 눈여겨본 변수입니다 8월 4일, 스콧 베선트 미국 재무장관이 인터뷰에서 "한국 원화가 그동안 과도한 변동성을 보여 왔다"고 말했습니다. 미국 재무장관이 원화를 콕 집어 언급한 겁니다. 발언 직후 야간시장에서 환율이 내리기 시작했고, 5일에는 8원 내린 1,424.5원, 6일에는 장중 1,414원대까지 갔습니다. 맥락이 있습니다. 7월 31일에 미국과 일본이 함께 외환시장에 개입해 엔/달러 환율이 157.80엔으로 급락(엔화 강세)했어요.미국이 엔화를 방어하면서 원화와 위안화까지 함께 거론한 겁니다. 원화는 엔화와 같은 방향으로 움직이는 경향이 있어서, 엔이 강해지면 원화도 강세 쪽 힘을 받습니다. 저는 이 변수를 이렇게 읽습니다. 미국 재무장관의 발언은 그 자체로 달러를 파는 돈은 아니지만, "미국이 아시아 통화 약세를 더 두고 보지 않겠다"는 신호로 받아들여지면 시장 참가자들의 포지션을 움직입니다. 환율을 밀어 올리던 쪽이 부담을 느끼게 되는 거죠. 일회성 물량과 달리 이건 방향에 대한 신호라서, 이번 하락 요인 중 성격이 가장 다르다고 생각해요. 넷, 중동 긴장 완화와 유가 — 바깥 환경이 원화 편으로 돌았습니다 7월에는 중동 지역 긴장이 완화되면서 국제 유가가 내렸습니다. 한국은 에너지를 수입하는 나라라, 유가가 내리면 달러로 나가는 돈이 줄어 원화에 우호적입니다. 여기에 7월 말 미국 연방준비제도(Fed)가 기준금리를 동결하면서 비둘기파적(완화 선호) 메시지를 내놓아 달러가 전반적으로 약해진 것도 같은 방향으로 작용했어요. 2분기 한국 성장률이 예상을 웃돈 것도 원화 쪽 재료였고요. 다만 이 환경은 언제든 뒤집힐 수 있습니다. 실제로 8월 7일에는 브렌트유가 배럴당 82달러대로 3% 넘게 반등했고, 달러인덱스도 소폭 올랐습니다. 바깥 환경은 원화가 어떻게 할 수 없는 변수라, 좋을 때와 나쁠 때를 둘 다 생각해 두는 게 맞다고 봐요. 다섯, 주가 폭락에도 환율이 버틴 것 — 저는 이게 제일 흥미로웠습니다 다시 8월 6일 장면입니다. 코스피 -4.58%, 외국인 3조 원대 순매도. 4개월 전의 논리대로면 환율이 급등해야 하는 날입니다. 실제로 장중에는 상승 압력이 있었어요. 그런데 마감은 전일보다 0.7원 내린 1,423.8원이었습니다. 외국인이 판 달러 수요를, 수출업체의 달러 매도와 당국 개입에 대한 경계감이 받아낸 겁니다. 4월의 저는 "자본흐름(달러 사는 쪽)이 수급을 지배한다"고 썼는데, 8월 첫 주에는 달러를 파는 쪽 물량이 사는 쪽을 이기고 있었어요. 수급의 무게중심이 어느 쪽에 있는지를 보여준 날이라고 생각합니다. 이번 낙폭이 얼마나 이례적인지, 과거와 나란히 놓아 봤습니다 7월 낙폭 125.4원 — 2009년 3월 이후 최대 다섯 개의 원인을 두고 다음 질문이 생겼습니다. 이 정도 낙폭이 역사적으로 어느 위치에 있는 사건인가. 숫자를 정확히 하면 이렇습니다. 6월 말 1,549.4원이던 환율이 7월 말 1,424.0원까지, 한 달간 125.4원 내렸습니다. 글로벌 금융위기의 여파가 지나가던 2009년 3월 이후 가장 큰 월간 낙폭입니다. 17년 동안 이보다 큰 한 달 하락이 없었다는 뜻이에요. 같은 기간 원화 가치는 달러 대비 8.81% 올랐는데, 이건 주요 20개국 통화 중 7월 상승률 1위였습니다. 2009년 3월과 지금을 나란히 놓아 보면 공통점과 차이가 보입니다. 공통점은 둘 다 "급등의 되돌림"이라는 것. 2009년 3월은 금융위기로 1,570원대까지 치솟았던 환율이 위기 완화와 함께 급하게 내려오던 구간이었고, 이번에도 1,550원대라는 높은 자리에서 출발했습니다. 환율은 높이 올라가 있을수록 내려올 때도 폭이 커지는 경향이 있어요. 차이는 하락의 재료입니다. 2009년은 "위기 공포가 걷히는" 심리 회복이 주된 재료였다면, 이번에는 앞에서 본 것처럼 ADR 환전·수출 네고라는 실물 달러 물량과 미국의 정책 신호가 재료입니다. 심리는 다시 돌아오기 쉽지만 물량은 거래가 끝나면 사라진다는 점에서, 이번 하락의 지속성 판단이 더 까다롭다고 봐요. 가까운 비교 대상도 하나 있습니다. 2024년 12월 비상계엄 국면에서 환율은 1,440원대까지 급등했고, 그때는 "위로 튀는" 변동성이었습니다. 그 뒤 1년 반 넘게 환율은 1,400원대 위에서 살았어요. 이번에 1,414원까지 내려온 게 의미 있게 읽히는 건, 그 긴 고환율 구간의 바닥 부근까지 온 움직임이기 때문입니다. 원화만 오른 걸까요 — 아시아 통화와 나란히 보면 7월 아시아 통화 비교 — 원화 홀로 +8.81% "달러가 약해져서 다 같이 오른 것 아니냐"는 반문이 가능합니다. 그래서 이웃 통화들과 비교해 봤습니다. 7월 한 달, 원화가 8.81% 오르는 동안 일본 엔화는 0.08%, 중국 역내 위안화는 0.17% 오르는 데 그쳤고, 대만달러는 오히려 1.80% 내렸습니다. 유로화도 0.15% 수준이었어요. 즉 이번 상승은 "달러 약세에 다 같이 올라탄" 그림이 아니라, 원화가 거의 혼자 달린 그림입니다. 앞에서 본 ADR·네고라는 한국 고유의 달러 공급이 낙폭의 대부분을 만들었다는 뜻이라고 봐요. 다만 8월 들어서는 흐름이 하나 더해졌습니다. 미국과 일본의 공조 개입으로 엔화가 강세로 돌자, 원화가 그 흐름을 가장 민감하게 따라가는 통화로 꼽히고 있습니다. 시장에서는 이걸 '엔화 베타(엔화가 움직일 때 같은 방향으로 따라 움직이는 민감도)'로 표현하는데, 역외 위안화·대만달러·인도 루피 등 주요 아시아 통화 대부분은 2025년 이후 이 민감도가 낮아진 반면, 원화는 가장 높은 수준을 유지하고 있다는 분석이 8월 6일에 나왔습니다. 엔화 강세가 이어질 경우 가장 수혜를 보는 통화가 원화라는 얘기죠. 정리하면 이렇습니다. 7월의 하락은 한국 고유 수급이 만들었고, 8월의 하락은 엔화 강세라는 외부 흐름이 원화를 끌고 있습니다. 하락은 쭉 이어진 것처럼 보여도 중간에 엔진이 바뀌었다는 얘기라, 앞으로는 엔/달러가 원화의 방향을 좌우할 가능성이 커졌다고 생각해요. 정책의 삼각 구도 — 미국·한국은행·정부가 같은 방향을 보고 있습니다 이번 국면에서 수급 못지않게 달라진 게 정책 환경입니다. 세 주체를 차례로 보겠습니다. 미국이 실제로 돈을 넣었습니다. 구두 발언에 그치지 않았어요. 미국 외환당국은 7월 31일부터 뉴욕 외환시장에서 유로화를 팔고 엔화를 사는 방식으로 엔화 방어에 나섰고, 파이낸셜타임스(FT) 보도에 따르면 뉴욕 연방준비은행이 골드만삭스와 모건스탠리를 창구로 실행했습니다. 각료회의에서 베선트 장관의 메모에 '일본 엔 매입 50억~100억 달러'가 기록됐다는 보도도 있었어요. 미국이 자국 통화 강세를 용인하며 아시아 통화를 받쳐 주는 건 흔한 장면이 아닙니다. 원화는 엔화 베타가 가장 높은 통화라, 이 개입의 파급을 가장 크게 받는 자리에 있고요. 한국은행은 긴축으로 방향을 틀었습니다. 한국은행은 7월 16일 기준금리를 2.50%에서 2.75%로 올렸습니다. 2023년 1월 이후 3년 6개월 만의 인상, 8연속 동결 뒤의 긴축 전환입니다. 이유로는 물가 오름세, 성장세 개선과 함께 높은 환율이 꼽혔어요. 미국이 금리를 못 내리는 동안 한국이 올리면 한미 금리차가 줄어듭니다. 4월 글에서 원화 약세의 구조 요인으로 꼽았던 금리차가, 방향으로는 처음으로 좁혀지는 쪽으로 움직이기 시작한 겁니다. 물론 금리를 올리면 가계와 기업의 이자 부담도 같이 커지니, 환율만 보고 반길 일은 아니지만요. 정부는 해외 투자자들에게 "원화가 저평가"라고 말하고 다닙니다. 재정경제부는 7월 23일 런던·싱가포르에서 블랙록·GIC·골드만삭스·PIMCO·테마섹 등 26개 기관을 상대로 투자설명회를 열고 "현재 원화 환율이 한국 경제의 펀더멘털과 괴리돼 있어 추가 절상 가능성이 있다"고 밝혔습니다. 쉽게 말해, 원화가 실력보다 싸게 거래되고 있으니 더 오를 수 있다는 얘기입니다. 조선·반도체 수출기업의 현물환·선물환 매도가 늘고 있다는 설명도 곁들였어요. 당국이 공개 석상에서 자국 통화의 추가 강세를 언급하는 것 역시 이례적입니다. 세 주체가 제각기 다른 이유로 움직였는데, 방향이 전부 "원화 강세 쪽"으로 맞춰져 있습니다. 4월의 정책 환경이 원화 약세를 방치하거나 밀어주는 쪽이었다면, 8월의 정책 환경은 눌러주는 쪽입니다. 저는 이 전환이 이번 국면에서 일회성 물량보다 오래갈 수 있는 변화라고 봐요. 다만 정책은 정치·통상 협상에 따라 언제든 바뀔 수 있다는 단서는 달아 둡니다. 증권가는 어디를 보고 있나 — 전망 컨센서스를 모아 봤습니다 기관들의 시각도 한자리에 모아 봤습니다. 전망은 어디까지나 각 기관의 시나리오이지 약속이 아니라는 전제로요.

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유진투자증권 차영후 미·일 공조가 유지되는지, 금리 전망이 방향 결정 구조적 엔 약세가 변수

머니투데이 종합(8/7) 3분기 하락 속도 둔화, 4분기 1,300원대 진입 가능 하락 추세 자체는 뚜렷

모아 놓고 보니 흥미로운 지점이 있습니다. "1,300원대를 본다"는 데는 상당수가 겹치는데, 그 다음이 갈립니다. 어떤 곳은 1,300원대가 새 균형의 시작이라 보고, 어떤 곳은 잠깐 찍고 다시 오르는 바닥이라 봅니다. 즉 시장의 진짜 논쟁은 "1,300원대 가느냐"가 아니라 "간 다음에 머무느냐"에 있어요. 이건 앞에서 정리한 "일회성 물량이 끝난 뒤에도 파는 쪽이 이기느냐"라는 질문과 정확히 같은 질문입니다. 한 가지 유의점도 적어 둡니다. 이 전망들은 8월 첫 주 기준이고, 전제(미·일 공조 지속, 엔/달러 155엔 등)가 무너지면 목표치도 함께 무너집니다. 기관 전망은 결론을 빌리는 용도가 아니라, 그들이 어떤 변수를 보는지 훔쳐보는 용도로 쓰는 게 낫다고 생각해요. 그래서 내 지갑에는 — 수출기업·수입기업·서학개미에게 미치는 영향 환율이 130원 움직이면 시장 참가자마다 다르게 영향을 미칩니다.세 부류로 나눠 보겠습니다. 수출기업 — 달러로 벌어 원화로 계산하는 쪽은 부담입니다. 같은 100만 달러 수출대금이 6월 말에는 약 15억 5천만 원이었는데, 7월 말 환율로는 약 14억 2천만 원입니다. 앉은 자리에서 원화 환산액이 8%가량 줄어든 거예요. 대구·경북만 봐도 상반기 대미 수출이 각각 9억 4천만 달러(전체의 19.2%)·47억 3천만 달러(22.4%)에 이르는데, 자동차부품·철강·기계처럼 마진이 얇은 업종일수록 환율 하락이 채산성(수지 타산)을 직접 때립니다. 한국무역협회 쪽에서는 하락 자체보다 "단기간에 변동 폭이 커지는 것"이 환헤지 여력이 약한 중소·중견 수출기업에 더 큰 부담이라고 짚었어요. 저도 이 지적이 핵심이라고 봐요 — 기업을 힘들게 하는 건 변동폭보다 변동속도인 경우가 많습니다. 수입기업과 물가 — 반대편에는 숨통이 트입니다. 원재료·에너지를 달러로 사 오는 기업은 같은 물건을 8% 싸게 사는 셈이 됩니다. 수입물가가 내리면 시차를 두고 소비자물가 부담도 덜어 주고요. 한국은행이 금리를 올린 이유 중 하나가 고환율발 물가 압력이었으니, 환율 하락은 통화정책의 짐도 하나 덜어 줍니다. 은행업처럼 환율이 내릴 때 외화부채 부담이 가벼워지는 업종은 하반기 수혜 업종으로 꼽히기도 하고요. 해외주식 투자자 — 원화 강세는 수익률에서 빠집니다. 미국 주식을 들고 있는 분이라면, 주가가 그대로여도 환율이 1,550원에서 1,420원으로 내리면 원화 환산 평가액은 그만큼 줄어듭니다. 지난 몇 년 서학개미의 성과에는 주가 상승분에 환율 상승분이 얹혀 있었는데, 그 순풍이 역풍으로 돈 거예요. 다만 저는 이걸 "해외주식을 정리할 때"라는 신호로 읽는 건 경계합니다. 환율 방향은 이 글 내내 본 것처럼 단정할 수 없는 영역이고, 환노출을 얼마나 가져갈지는 각자의 투자 기간과 목적에 달린 선택의 문제니까요. 한 가지 재미있는 순환도 보입니다. 원화가 강해지면 서학개미의 달러 매수 유인이 약해지고, 그 자체가 달러 수요를 줄여 원화 강세를 돕습니다. 반대로 환율이 다시 오르면 "지금이 싸다"는 달러 매수가 살아나 상승을 돕고요. 수급이 수급을 부르는 이 순환이, 환율이 한 방향으로 쏠리면 속도가 붙는 이유 중 하나라고 생각해요. 그래서, 뉴노멀은 끝났을까요 다섯 개의 원인을 세워 놓고 보면, 이번 하락은 "일회성 물량 + 환경 개선 + 정책 신호"가 한 방향으로 겹친 결과입니다. 그럼 이제 본론입니다. 1,535원 뉴노멀이라는 4개월 전 전제는 깨졌을까요. 양쪽 논리를 나란히 놓아 보겠습니다. "일시적 되돌림이다" — 뉴노멀이 아직 유효하다는 쪽- 가장 굵었던 SK하이닉스 ADR 물량은 일회성이고, 시장에서도 상당 부분 소진됐다는 인식이 있습니다. 실제로 7월 31일 네고가 빈 날 환율은 하루 만에 1,440원으로 다시 올라왔어요. 물량이 끝나면 이 레벨을 지킬 힘이 없다는 신호일 수 있습니다.- 미국과의 금리차, 서학개미의 해외주식 투자 같은 달러 수요의 구조는 4개월 사이에 사라지지 않았습니다. 4월 글의 뼈대였던 이 부분은 아직 그대로예요.- 증권가에도 "3분기 중 1,300원대를 잠깐 찍은 뒤 연말에는 1,500원대로 다시 오를 수 있다"는 전망이 있습니다. 일회성 수급 호재가 끝나는 4분기 이후 반등을 보는 시각이죠.- 8월 7일에 나타난 유가 반등·달러인덱스 상승·엔화 재약세(158엔대)처럼, 우호적이던 바깥 환경은 언제든 뒤집힐 수 있습니다. "추세 전환이다" — 뉴노멀이 끝나가고 있다는 쪽- 7월 낙폭 125원은 2009년 이후 최대입니다. 일회성 물량만으로 만들기 어려운 크기라는 해석이 가능해요.- 반도체 수출 호조로 들어오는 달러의 규모 자체가 커졌습니다. 이건 매달 반복되는 흐름이라, 일회성이 아니라 수급 구조의 변화 쪽에 가깝습니다.- 미국이 미·일 공조 개입과 원화 변동성 발언으로 "아시아 통화 약세를 관리하겠다"는 방향을 보였습니다. 정책 환경이 원화 약세를 밀어주던 국면에서 눌러주는 국면으로 바뀌었을 수 있어요.- 한국은행이 7월 16일 3년 6개월 만에 기준금리를 올려(2.75%) 한미 금리차가 좁혀지는 방향으로 처음 움직였고, 정부도 해외 투자자들에게 "원화가 펀더멘털 대비 저평가"라고 공개적으로 말하고 있습니다. 국내 정책까지 같은 방향입니다.- 주가 폭락일에도 환율이 버틴 8월 6일처럼, 달러를 파는 쪽이 사는 쪽을 이기는 장면이 실제로 나오고 있습니다.- 증권가에는 "이미 하락 추세가 뚜렷해진 만큼 4분기 1,300원대 진입이 가능하다"는 전망도 있습니다. 제 판단은 이렇습니다 저는 지금 시점에 어느 쪽도 단정할 수 없다고 봐요. 다만 4개월 전 글에 대해서는 이렇게 정리하는 게 정직하다고 생각합니다. "1,500원대가 기본값"이라는 레벨의 주장은 이미 틀렸습니다. 환율은 1,410원대에 와 있고, 이건 사실이니 인정하고 시작해야 합니다. 반면 "자본흐름과 수급이 환율을 지배한다"는 구조의 주장은 오히려 이번에 더 강하게 확인됐다고 봐요. 올라갈 때도 수급(달러 사는 쪽)이 만들었고, 내려올 때도 수급(ADR·네고, 달러 파는 쪽)이 만들었으니까요. 레벨은 틀렸고 구조는 맞았다 — 이게 제가 저를 검증해서 얻은 결론입니다. 그래서 앞으로의 질문은 "1,535원이냐 1,300원대냐"가 아니라, "일회성 물량이 끝난 뒤에도 달러를 파는 쪽이 사는 쪽을 계속 이길 수 있느냐"라고 생각해요. 그 답은 지금 정할 수 있는 게 아니라, 관찰해야 하는 것입니다. 그래서 저는 방향 대신 이 5개를 봅니다

관찰 지표 하락 지속(1,300원대) 쪽 신호 되돌림(재상승) 쪽 신호

ADR 이후 수급 일회성 물량 소진 뒤에도 1,400원대 초반 유지 물량 공백일마다 1,440원대 위로 반등 반복

네고 강도 월말이 아니어도 수출 달러 매도 꾸준 월말에만 반짝, 월초 공백

미국의 통화 스탠스 아시아 통화 관련 발언·개입 지속 언급 중단, 달러인덱스 반등

엔/달러 157엔대 아래로 엔 강세 진행 158~160엔대로 재약세

한미 금리차 한국은행 추가 인상 등으로 격차 축소 지속 인상 중단·미국 금리 재상승으로 격차 유지

각 기준선은 관찰용이지 매매 신호나 예측이 아닙니다. 수입업체 결제 수요(달러 사는 쪽)가 낮아진 환율에서 살아나는지도 함께 보면, 수급의 무게중심 이동을 확인할 수 있을 거예요. 여러분은 어떻게 보시나요 여기까지가 제가 4개월 전의 제 글을 다시 검증해 본 과정이었습니다. 한 달 새 130원 하락은 2009년 3월 이후 최대 낙폭이고, 일회성 물량·엔화 강세·정책 전환(미국 개입·한국은행 긴축·정부의 절상 언급)이 한 방향으로 겹친 결과라는 것. 4월 글의 레벨(1,500원대 기본값)은 틀렸지만 구조(수급이 환율을 지배한다)는 더 강하게 확인됐다는 것. 그리고 진짜 분기점은 일회성 물량이 끝난 뒤 달러를 파는 쪽이 계속 이기는지에 있다는 것. 자기가 쓴 글이 틀리는 건 유쾌한 일이 아닙니다. 그런데 시장에서 오래 버티게 해 준 건, 맞았던 기억보다 틀린 걸 빨리 인정하고 논리를 고쳐 쓴 습관이었어요. 이번 검증도 그 연습이라고 생각합니다. 여러분은 이번 하락을 "일시적 되돌림"으로 보시나요, "추세 전환"으로 보시나요? 그렇게 보신다면 위 5개 지표 중 어떤 게 그 근거가 될까요. 정해진 답은 없습니다. 저도 계속 관찰하는 중이고요. 자유게시판에서 계속 이야기 나누어보아요.

⚠️ 이 글은 정보·교육 목적이며 투자 권유나 매매·환전 신호가 아닙니다. 환율 방향에 대한 단정적 예측을 제공하지 않으며, 최종 판단과 책임은 본인에게 있습니다.