2026년 7월 4주차 서울가락시장에서 거래된 수입 키위 특 등급 10kg 상품의 최근 시세 변화와 거래량 동향을 철저히 분석해 드립니다.
![과실류 > 참다래(키위) > 키위(수입)[특] (10kg)](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiV4jkcQ7Ti9CZGeZ2uFKzSZyAZrQ_Cb38Xb7ux_tUPov-zSB_51SF0g9uL4GnNqLnuxVV7YqFzFRq6xYxXgEe-hu7QfS-SUvP_WZhEtEcFQO_wJup5ranKxMhcwj6aJmi00COOg7Hd6vWshXoeoVeMonQym4bkwWf19IQxxdGjJfBWFcuzrzsdcxjA-kw/s1600-rw/0611.png)
최근 서울가락시장에서 거래되는 수입 키위(특 등급, 10kg)는 일정한 박스권 안에서 완만한 흐름을 보이고 있습니다. 급격한 폭등이나 폭락 없이 안정적인 시세를 유지하고 있어, 유통업자와 소비자 모두에게 예측 가능한 시장 환경이 조성되고 있습니다. 본 분석을 통해 최근 2개월간의 가격 추이를 살피고 최적의 거래 시점을 제안합니다.
![과실류 > 참다래(키위) > 키위(수입)[특] (10kg) 추세 그래프](data:image/png;base64,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)
추세 그래프는 분석 기간 동안의 가격 변동 추이를 직관적으로 보여줍니다. 가격선이 큰 굴곡 없이 수평에 가깝게 유지되며 전체적으로 횡보하는 양상을 확인할 수 있습니다.

![과실류 > 참다래(키위) > 키위(수입)[특] (10kg)](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] (10kg)
최근 서울가락시장에서 거래되는 수입 키위(특 등급, 10kg)는 일정한 박스권 안에서 완만한 흐름을 보이고 있습니다. 급격한 폭등이나 폭락 없이 안정적인 시세를 유지하고 있어, 유통업자와 소비자 모두에게 예측 가능한 시장 환경이 조성되고 있습니다. 본 분석을 통해 최근 2개월간의 가격 추이를 살피고 최적의 거래 시점을 제안합니다.
1. 거래 데이터 현황
| 날짜 | 최저가(원) | 최고가(원) | 평균시세(원) | 평균물량(kg) | 비고 |
|---|---|---|---|---|---|
| 2025-07-21 | 43,310 | 46,452 | 45,083 | - | 1년전 |
| 2026-05-15 | 49,000 | 58,000 | 55,261 | 1,997 | |
| 2026-05-16 | 25,000 | 55,000 | 47,500 | 1,750 | |
| 2026-05-18 | 47,000 | 47,000 | 47,000 | 950 | |
| 2026-05-19 | 49,000 | 49,000 | 49,000 | 180 | |
| 2026-05-20 | 53,000 | 53,000 | 53,000 | 300 | |
| 2026-05-22 | 47,000 | 55,000 | 53,000 | 2,683 | |
| 2026-05-23 | 53,000 | 56,000 | 54,781 | 1,138 | |
| 2026-05-25 | 49,000 | 49,000 | 49,000 | 1,000 | |
| 2026-05-26 | 53,000 | 53,000 | 53,000 | 1,000 | |
| 2026-05-29 | 54,000 | 54,000 | 54,000 | 500 | |
| 2026-05-30 | 53,000 | 53,000 | 53,000 | 1,000 | |
| 2026-06-01 | 23,000 | 58,000 | 44,533 | 1,400 | 최저 |
| 2026-06-02 | 52,000 | 54,000 | 53,000 | 827 | |
| 2026-06-04 | 53,000 | 55,000 | 53,500 | 1,455 | |
| 2026-06-05 | 53,000 | 58,000 | 55,923 | 2,475 | 최고 |
| 2026-06-06 | 46,000 | 54,000 | 51,833 | 1,010 | |
| 2026-06-08 | 54,000 | 56,000 | 55,000 | 500 | |
| 2026-06-09 | 35,000 | 58,000 | 48,750 | 1,650 | |
| 2026-06-11 | 47,000 | 53,000 | 50,000 | 0 | |
| 2026-06-12 | 47,000 | 53,000 | 50,000 | 1,840 | |
| 2026-06-13 | 53,000 | 53,000 | 53,000 | 1,000 | |
| 2026-06-15 | 52,000 | 56,000 | 54,000 | 600 | |
| 2026-06-17 | 53,000 | 53,000 | 53,000 | 200 | |
| 2026-06-18 | 47,000 | 55,000 | 51,500 | 1,075 | |
| 2026-06-19 | 47,000 | 53,000 | 51,500 | 750 | |
| 2026-06-20 | 53,000 | 53,000 | 53,000 | 500 | |
| 2026-06-22 | 52,000 | 53,000 | 52,500 | -5 | |
| 2026-06-23 | 47,000 | 53,000 | 50,667 | 833 | |
| 2026-06-24 | 52,000 | 53,000 | 52,667 | 430 | |
| 2026-06-25 | 53,000 | 55,000 | 54,000 | 400 | |
| 2026-06-26 | 47,000 | 56,000 | 51,750 | 1,950 | |
| 2026-06-27 | 47,000 | 52,000 | 49,500 | 1,000 | |
| 2026-06-29 | 54,000 | 55,000 | 54,500 | 750 | |
| 2026-06-30 | 53,000 | 56,000 | 54,500 | 1,500 | |
| 2026-07-01 | 53,000 | 53,000 | 53,000 | 1,000 | |
| 2026-07-02 | 53,000 | 53,000 | 53,000 | 1,000 | |
| 2026-07-03 | 49,000 | 53,000 | 51,000 | 1,000 | |
| 2026-07-04 | 52,000 | 52,000 | 52,000 | 1,000 | |
| 2026-07-06 | 52,000 | 54,000 | 52,800 | 1,388 | |
| 2026-07-07 | 52,000 | 55,000 | 53,333 | 193 | |
| 2026-07-10 | 52,000 | 54,000 | 53,000 | 1,032 | |
| 2026-07-11 | 45,000 | 52,000 | 49,667 | 997 | |
| 2026-07-13 | 46,000 | 53,000 | 49,500 | 895 | |
| 2026-07-14 | 49,000 | 55,000 | 52,800 | 1,194 | |
| 2026-07-16 | 53,000 | 53,000 | 53,000 | 300 | |
| 2026-07-17 | 46,000 | 53,000 | 49,500 | 745 | |
| 2026-07-18 | 52,000 | 52,000 | 52,000 | 990 | |
| 2026-07-20 | 52,000 | 53,000 | 52,500 | 650 | |
| 2026-07-21 | 53,000 | 53,000 | 53,000 | 600 | 최근 |
과실류 > 참다래(키위) > 키위(수입)[특] (10kg) 상세 데이터
2. 추세 그래프 분석
과실류 > 참다래(키위) > 키위(수입)[특] (10kg) 추세 그래프
• 일 평균 상승폭: 16.75원
• 그래프 신뢰도(R²): 1.09% (49건)
• 시세 변동 지수: 2.5%
추세 그래프는 분석 기간 동안의 가격 변동 추이를 직관적으로 보여줍니다. 가격선이 큰 굴곡 없이 수평에 가깝게 유지되며 전체적으로 횡보하는 양상을 확인할 수 있습니다.
3. 가격 변동 추세 및 흐름 분석
수입 키위 특 등급 10kg 상품의 최근 흐름은 '극도의 안정세'로 요약할 수 있습니다. 가격 변동의 세부 특징은 다음과 같습니다. 완만한 보합세 유지: 분석 기간 동안의 일 평균 상승폭은 16.75원에 불과합니다. 이는 가격이 사실상 상승이나 하락의 뚜렷한 방향성 없이 제자리를 지키며 매우 안정적인 흐름을 이어가고 있음을 나타냅니다. 낮은 변동성: 시세 변동 지수가 2.5%로 매우 낮게 측정되었습니다. 이는 시장에 급격한 공급 부족이나 과잉 공급 등의 충격이 없었음을 뜻하며, 도소매 거래 시 가격 급등락으로 인한 리스크가 매우 적다는 것을 의미합니다. 결정계수(R²)의 의미: 그래프 신뢰도(R²)가 1.09%로 매우 낮게 나타난 것은 데이터의 오류가 아니라 가격이 일방향으로 상승하거나 하락하지 않고 특정 평균값(주로 51,000원 ~ 53,000원 선)을 중심으로 미세하게 오르내리는 횡보세를 보이기 때문입니다.4. 향후 시장 동향 예측
안정적인 공급망 지속: 수입 키위는 계절적 요인이나 국내 기후 변화에 상대적으로 영향이 적으며, 일정한 통관 물량이 지속적으로 유입되고 있습니다. 가락시장의 일일 반입량 역시 급격한 왜곡 없이 유지되고 있어 당분간 현재의 보합세가 깨질 가능성은 낮습니다. 여름철 대체 과일과의 경쟁: 7월과 8월은 국산 여름 제철 과일(수박, 복숭아, 포도 등)의 출하가 집중되는 시기입니다. 이로 인해 키위의 폭발적인 수요 증가는 기대하기 어려우나, 샐러드용이나 컵과일 등 고정적인 식자재 수요가 탄탄하므로 가격이 크게 하락하지는 않고 5만 원대 초반 선을 굳건히 지킬 것으로 예상됩니다.5. 매입/매출 시기 조절 및 팁
구매자(매입) 관점의 팁: 시장 변동성이 2.5% 수준으로 매우 안정적이므로, 무리하게 저점을 잡기 위해 구매를 미룰 필요는 없습니다. 다만 공급 물량이 일시적으로 몰려 가격이 4만 원대 후반으로 조정되는 날을 모니터링하여 필요한 물량을 선제적으로 확보해 두는 분할 매수 전략이 유효합니다. 판매자(매출) 관점의 팁: 현재 가락시장 내에서 수입 키위 특 등급은 52,000원 안팎에서 강한 가격 지지선을 형성하고 있습니다. 품질이 보장된 '특' 등급 상품의 메리트를 강조하여 무리한 가격 인하 경쟁을 지양하고, 고정 거래처를 대상으로 안정적인 납품 단가를 유지하며 꾸준히 출하하는 것이 수익성 극대화에 유리합니다.
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