2026년 8월 1주차 서울가락시장 캠벨얼리 포도 [특] 등급 3kg 포장단위 시세 분석 정보입니다.
![과실류 > 포도 > 캠벨얼리[특] (3kg)](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiDJlE-kVoxFQNPZlJzPqA5q9sMDCIcx6UvzWZiq46mC9xiDgAJbTxbCyfySPzd7bBigWoy4wmyxCFHyRd9C96VZY0d0ZJFA5tCcexb2KLGMePPtKfza6fYkYDl7HsagiVkXAYVqdgZpNgrOgCpcpGJxgmUYL7dlE6sOoVm_XroV7TPaC1-VSYuRAAdgfU/s1600-rw/0603.png)
캠벨얼리 포도(3kg, 특 등급)의 서울가락시장 경매 낙찰가가 최근 출하량 증가와 함께 가파른 하락세를 보이고 있습니다. 7월 초 최고 4만 7천 원까지 치솟았던 시세는 공급량이 대폭 늘어남에 따라 현재 1만 9천 원대까지 조정되어 안정세를 나타내고 있습니다.
![과실류 > 포도 > 캠벨얼리[특] (3kg) 추세 그래프](data:image/png;base64,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)
해당 그래프는 캠벨얼리 포도의 일자별 평균 시세와 거래 물량의 추이를 보여줍니다. 공급량이 증가함에 따라 가격이 반비례하여 하락하는 우하향 곡선이 뚜렷하게 나타납니다.
분석 기간 동안의 일평균 가격 하락폭은 약 1,080원에 달하며, 통계적 신뢰도를 나타내는 결정계수(R²)가 83.41%로 매우 높아 가격 하락 흐름이 매우 일관되고 뚜렷하게 진행되었음을 알 수 있습니다. 최근 7월 말부터 8월 초까지는 물량이 1,000~1,800kg 수준에서 유지되며 가격 또한 1만 8천 원에서 1만 9천 원대 사이에 지지선을 형성하고 보합세로 접어들었습니다. 시세 변동 지수는 2.3%로 단기적인 가격 등락폭은 다소 안정된 상태입니다.
현재 형성된 1만 9천 원 안팎의 가격선은 생산비와 물류비 등을 감안했을 때 하한선에 근접한 수준이므로, 추가적인 대폭락보다는 현 수준에서 미미한 등락을 반복하는 보합세가 지속될 가능성이 높습니다. 다만 여름철 집중호우나 태풍 등 기상 악화로 수확 및 수송에 차질이 생길 경우 일시적인 물량 부족으로 인한 소폭의 시세 반등은 발생할 수 있습니다.
반면 출하 농가 및 판매자분들은 무리하게 출하 시기를 늦추기보다는 상품성 극대화에 집중하는 전략이 필요합니다. 전체적인 시세가 하향 평준화된 상황에서는 당도와 선도가 뛰어난 [특] 등급 고유의 품질을 갖춘 물량만이 경매에서 제값을 받을 수 있으므로, 철저한 선별 작업을 거쳐 출하하시는 것을 권장합니다.

![과실류 > 포도 > 캠벨얼리[특] (3kg)](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiDJlE-kVoxFQNPZlJzPqA5q9sMDCIcx6UvzWZiq46mC9xiDgAJbTxbCyfySPzd7bBigWoy4wmyxCFHyRd9C96VZY0d0ZJFA5tCcexb2KLGMePPtKfza6fYkYDl7HsagiVkXAYVqdgZpNgrOgCpcpGJxgmUYL7dlE6sOoVm_XroV7TPaC1-VSYuRAAdgfU/s1600-rw/0603.png)
과실류 > 포도 > 캠벨얼리[특] (3kg)
캠벨얼리 포도(3kg, 특 등급)의 서울가락시장 경매 낙찰가가 최근 출하량 증가와 함께 가파른 하락세를 보이고 있습니다. 7월 초 최고 4만 7천 원까지 치솟았던 시세는 공급량이 대폭 늘어남에 따라 현재 1만 9천 원대까지 조정되어 안정세를 나타내고 있습니다.
1. 거래 데이터 현황
| 날짜 | 최저가(원) | 최고가(원) | 평균시세(원) | 평균물량(kg) | 비고 |
|---|---|---|---|---|---|
| 2025-08-06 | 17,795 | 28,222 | 21,785 | - | 1년전 |
| 2026-07-07 | 24,000 | 55,000 | 39,600 | 102 | |
| 2026-07-09 | 38,000 | 58,000 | 47,000 | 157 | 최고 |
| 2026-07-10 | 16,000 | 52,000 | 33,267 | 100 | |
| 2026-07-11 | 30,000 | 48,000 | 35,700 | 306 | |
| 2026-07-13 | 33,000 | 45,000 | 37,733 | 281 | |
| 2026-07-14 | 20,000 | 47,000 | 36,519 | 464 | |
| 2026-07-15 | 34,000 | 50,000 | 41,227 | 563 | |
| 2026-07-16 | 33,000 | 50,000 | 41,300 | 292 | |
| 2026-07-17 | 22,000 | 48,000 | 32,214 | 553 | |
| 2026-07-18 | 20,000 | 59,000 | 32,500 | 278 | |
| 2026-07-20 | 16,000 | 57,000 | 29,036 | 597 | |
| 2026-07-21 | 14,000 | 32,000 | 24,560 | 474 | |
| 2026-07-22 | 16,000 | 62,000 | 30,893 | 317 | |
| 2026-07-23 | 14,000 | 60,000 | 25,842 | 498 | |
| 2026-07-24 | 5,000 | 60,000 | 20,017 | 646 | |
| 2026-07-25 | 11,000 | 50,000 | 23,534 | 1,159 | |
| 2026-07-27 | 11,000 | 53,000 | 21,362 | 1,805 | |
| 2026-07-28 | 12,000 | 53,000 | 20,471 | 1,208 | |
| 2026-07-29 | 9,000 | 53,000 | 21,667 | 1,216 | |
| 2026-07-30 | 12,000 | 47,000 | 20,354 | 1,116 | |
| 2026-07-31 | 3,000 | 48,000 | 19,774 | 973 | |
| 2026-08-03 | 8,000 | 53,000 | 19,853 | 1,899 | |
| 2026-08-04 | 7,000 | 53,000 | 18,734 | 1,646 | 최저 |
| 2026-08-05 | 9,000 | 50,000 | 18,983 | 997 | |
| 2026-08-06 | 9,000 | 52,000 | 19,333 | 728 | 최근 |
과실류 > 포도 > 캠벨얼리[특] (3kg) 상세 데이터
2. 추세 그래프
과실류 > 포도 > 캠벨얼리[특] (3kg) 추세 그래프
• 일 평균 상승폭: -1080.57원
• 그래프 신뢰도(R²): 83.41% (25건)
• 시세 변동 지수: 2.3%
해당 그래프는 캠벨얼리 포도의 일자별 평균 시세와 거래 물량의 추이를 보여줍니다. 공급량이 증가함에 따라 가격이 반비례하여 하락하는 우하향 곡선이 뚜렷하게 나타납니다.
3. 가격 변동 추세 및 흐름 분석
7월 초순에는 가락시장에 반입되는 일평균 물량이 100~300kg 내외로 매우 적어 공급 부족에 따른 희소성으로 인해 4만 원대 중후반의 높은 시세를 형성했습니다. 그러나 7월 중순 이후 본격적인 수확기를 맞이하면서 산지 출하량이 1,000kg 이상으로 급격히 증가하였고, 이에 따라 가격은 빠른 속도로 하향 조정되었습니다.분석 기간 동안의 일평균 가격 하락폭은 약 1,080원에 달하며, 통계적 신뢰도를 나타내는 결정계수(R²)가 83.41%로 매우 높아 가격 하락 흐름이 매우 일관되고 뚜렷하게 진행되었음을 알 수 있습니다. 최근 7월 말부터 8월 초까지는 물량이 1,000~1,800kg 수준에서 유지되며 가격 또한 1만 8천 원에서 1만 9천 원대 사이에 지지선을 형성하고 보합세로 접어들었습니다. 시세 변동 지수는 2.3%로 단기적인 가격 등락폭은 다소 안정된 상태입니다.
4. 향후 시장 동향 예측
8월은 캠벨얼리 포도의 대표적인 제철 시기로, 산지에서의 수확 및 출하 작업이 활발히 진행될 예정입니다. 따라서 당분간 시장 공급량은 풍부하게 유지될 것으로 보이며, 단기 내에 가격이 다시 3만 원대 이상으로 급등할 가능성은 희박합니다.현재 형성된 1만 9천 원 안팎의 가격선은 생산비와 물류비 등을 감안했을 때 하한선에 근접한 수준이므로, 추가적인 대폭락보다는 현 수준에서 미미한 등락을 반복하는 보합세가 지속될 가능성이 높습니다. 다만 여름철 집중호우나 태풍 등 기상 악화로 수확 및 수송에 차질이 생길 경우 일시적인 물량 부족으로 인한 소폭의 시세 반등은 발생할 수 있습니다.
5. 매입/매출 시기 조절 및 팁
대량 구매를 계획 중인 도소매 유통업자나 소비자분들은 현재의 1만 원대 후반 시세를 매입 적기로 활용하시는 것이 좋습니다. 가격 거품이 충분히 빠졌고 반입 물량이 많아 우수한 품질의 포도를 안정적으로 다량 확보하기에 가장 유리한 시점이기 때문입니다.반면 출하 농가 및 판매자분들은 무리하게 출하 시기를 늦추기보다는 상품성 극대화에 집중하는 전략이 필요합니다. 전체적인 시세가 하향 평준화된 상황에서는 당도와 선도가 뛰어난 [특] 등급 고유의 품질을 갖춘 물량만이 경매에서 제값을 받을 수 있으므로, 철저한 선별 작업을 거쳐 출하하시는 것을 권장합니다.

댓글
댓글 쓰기