2026년 10월 3주차 기준, 서울 가락시장에서 거래된 수입 키위(특 등급, 6kg 포장)의 시세 흐름과 유통 현황을 분석합니다.
![과실류 > 참다래(키위) > 키위(수입)[특] (6kg)](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiV4jkcQ7Ti9CZGeZ2uFKzSZyAZrQ_Cb38Xb7ux_tUPov-zSB_51SF0g9uL4GnNqLnuxVV7YqFzFRq6xYxXgEe-hu7QfS-SUvP_WZhEtEcFQO_wJup5ranKxMhcwj6aJmi00COOg7Hd6vWshXoeoVeMonQym4bkwWf19IQxxdGjJfBWFcuzrzsdcxjA-kw/s1600-rw/0611.png)
최근 서울 가락시장의 수입 키위(특 6kg) 시세는 전반적으로 완만한 하락세를 보이고 있으나, 일별 반입량에 따라 가격 변동성이 크게 나타나고 있습니다. 지난 9월 말 시세 저점을 기록한 이후 10월 들어 일시적인 반등을 거쳐 현재는 3만 원대 초반에서 거래가 이루어지고 있습니다. 유통 관계자들은 일별 출하 물량 변화에 맞춘 기민한 매입 전략이 필요한 시점입니다.
![과실류 > 참다래(키위) > 키위(수입)[특] (6kg) 추세 그래프](data:image/png;base64,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)
수입 키위의 가격 추세 흐름을 살펴보면 일 평균 약 60원 수준의 완만한 하락세를 나타내고 있습니다. 다만 그래프의 신뢰도를 나타내는 결정계수(R²)가 5.19%로 낮은 편에 속하여, 일직선상의 지속적인 하락보다는 일별 수급 상황에 따른 단기적 가격 폭등락이 주를 이루고 있음을 보여줍니다.

![과실류 > 참다래(키위) > 키위(수입)[특] (6kg)](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiV4jkcQ7Ti9CZGeZ2uFKzSZyAZrQ_Cb38Xb7ux_tUPov-zSB_51SF0g9uL4GnNqLnuxVV7YqFzFRq6xYxXgEe-hu7QfS-SUvP_WZhEtEcFQO_wJup5ranKxMhcwj6aJmi00COOg7Hd6vWshXoeoVeMonQym4bkwWf19IQxxdGjJfBWFcuzrzsdcxjA-kw/s1600-rw/0611.png)
과실류 > 참다래(키위) > 키위(수입)[특] (6kg)
최근 서울 가락시장의 수입 키위(특 6kg) 시세는 전반적으로 완만한 하락세를 보이고 있으나, 일별 반입량에 따라 가격 변동성이 크게 나타나고 있습니다. 지난 9월 말 시세 저점을 기록한 이후 10월 들어 일시적인 반등을 거쳐 현재는 3만 원대 초반에서 거래가 이루어지고 있습니다. 유통 관계자들은 일별 출하 물량 변화에 맞춘 기민한 매입 전략이 필요한 시점입니다.
1. 거래 데이터 현황
| 날짜 | 최저가(원) | 최고가(원) | 평균시세(원) | 평균물량(kg) | 비고 |
|---|---|---|---|---|---|
| 2025-10-20 | 34,150 | 39,752 | 37,365 | - | 1년전 |
| 2026-07-20 | 33,000 | 43,000 | 36,000 | 1,080 | |
| 2026-07-31 | 31,000 | 43,000 | 35,167 | 8,702 | |
| 2026-08-14 | 30,000 | 35,000 | 32,750 | 4,464 | |
| 2026-08-26 | 33,000 | 35,000 | 34,000 | 960 | |
| 2026-09-08 | 32,000 | 56,000 | 40,000 | 2,438 | |
| 2026-09-21 | 28,000 | 28,000 | 28,000 | 2,880 | |
| 2026-10-02 | 0 | 34,000 | 16,333 | 6,720 | 최저 |
| 2026-10-07 | 36,000 | 56,000 | 46,000 | 4,467 | 최고 |
| 2026-10-20 | 15,500 | 39,000 | 31,542 | 2,610 | 최근 |
과실류 > 참다래(키위) > 키위(수입)[특] (6kg) 상세 데이터
2. 추세 그래프 분석
과실류 > 참다래(키위) > 키위(수입)[특] (6kg) 추세 그래프
• 일 평균 상승폭: -59.97원
• 그래프 신뢰도(R²): 5.19% (74건)
• 시세 변동 지수: 9.4%
수입 키위의 가격 추세 흐름을 살펴보면 일 평균 약 60원 수준의 완만한 하락세를 나타내고 있습니다. 다만 그래프의 신뢰도를 나타내는 결정계수(R²)가 5.19%로 낮은 편에 속하여, 일직선상의 지속적인 하락보다는 일별 수급 상황에 따른 단기적 가격 폭등락이 주를 이루고 있음을 보여줍니다.
3. 가격 변동 추세 및 흐름 분석
수입 키위(특 6kg)의 시세 변동 지수는 9.4%로 단기 가격 변동성이 다소 높은 편입니다. 7월과 8월 중순까지는 대체로 3만 원대 중후반을 유지하며 비교적 안정적인 흐름을 보였으나, 9월 중순에 이르러 일시적인 물량 집중 및 수요 감소로 인해 1만 원대 후반까지 가격이 크게 떨어졌습니다. 이후 10월 초에는 반입량이 줄어들면서 최고 4만 6,000원까지 시세가 급등하는 등 전형적인 수급 불균형에 따른 가격 흔들림이 관찰되었습니다. 최근에는 가격 급등세가 누그러지면서 3만 원선 안팎으로 시세가 수렴하며 평년 수준의 흐름을 되찾아가고 있습니다.4. 향후 시장 동향 예측
향후 수입 키위 시장은 10월 하순으로 들어서면서 급격한 시세 변동보다는 3만 원대 초중반의 가격대에서 박스권을 형성할 가능성이 높습니다. 가을철 제철 국산 과일류의 출하가 본격화됨에 따라 대체 수요가 dispersion(분산)되어 대규모 가격 상승을 기대하기는 어렵습니다. 다만, 수입 물량의 들쭉날쭉한 반입 일정에 따라 주중 단기적인 시세 반등 현상은 당분간 지속될 것으로 예측됩니다.5. 매입/매출 시기 조절 및 팁
구매 및 도소매 담당자는 물량이 대량으로 출하되어 가격이 하락하는 날을 적극 활용하여 매입 단가를 낮추는 전략이 유리합니다. 시세 변동 지수가 9.4%로 높은 편이므로 한 번에 대량 재고를 확보하기보다는 3~4일 단위의 단기 소진 물량 위주로 매입하는 것이 재고 부담 위험을 줄일 수 있습니다. 또한, 10월 시장은 경매 물량에 따라 가격 격차가 크게 벌어지는 날이 많으므로 매일 새벽 가락시장의 입고 물량과 경매 결과를 확인한 후 매매 타이밍을 결정하는 것이 좋습니다.
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