2026년 9월 2주차 서울가락시장 조미채소류 깐쪽파 특 등급 10kg 시세 분석 정보입니다.
![조미채소류 > 쪽파 > 깐쪽파[특] (10kg)](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEizwp-WTSDa9r79kwrQi8VA2vxN33INK21AdEO66TeX-OhVAtaS_kWNjp3QF_GFqb9Kr9aEES6tWWntCcQ45tLEcCPzQ6J2aPOcFC5F317H20YbBCwEvBmxxn0eNGVhZotpg3eSg_hyYXRd4UT2YZLSeJengya-82kjQsopg-9hMHc6DrlmCgAAnzrb3V4/s1600-rw/1203.png)
최근 서울가락시장에서 거래되는 깐쪽파(특, 10kg) 시세는 계절적 요인과 출하량 변화에 따라 큰 폭의 등락을 거듭하고 있습니다. 전체적인 추세는 완만한 상승세를 보이고 있으나 일일 변동성이 커 주기적인 시장 모니터링이 필수적입니다. 본 분석을 통해 합리적인 매매 타이밍과 향후 시장 전망을 상세히 전해드립니다.
![조미채소류 > 쪽파 > 깐쪽파[특] (10kg) 추세 그래프](data:image/png;base64,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)
위 그래프는 분석 기간 동안 서울가락시장에서 거래된 깐쪽파[특] 10kg 상품의 일별 평균 시세와 거래 물량의 변화를 시각적으로 나타냅니다. 공급량 증감에 따른 시세의 즉각적인 반응 곡선을 확인하실 수 있습니다.
세부적인 흐름을 살펴보면, 6월 중순에는 6만 원대에서 시작하여 하순에는 최고 12만 원대까지 급등하는 모습을 보였습니다. 이후 7월 중순에는 다시 5만 원대까지 급락하는 등 롤러코스터 장세를 연출했습니다. 특히 여름철 혹서기와 장마가 겹치는 7월 말부터 8월 중순 사이에는 출하량 감소로 인해 최고 164,229원(8월 17일)까지 치솟으며 연중 최고점을 기록하기도 했습니다. 9월에 접어들면서는 9만 원에서 11만 원 선 사이에서 숨 고르기를 하며 소폭 하락 안정화되는 흐름을 보이고 있습니다.
하지만 가을철 출하 물량이 본격적으로 회복된다면 일시적인 가격 조정이 찾아올 수 있습니다. 전반적인 기상 여건이 양호할 경우 8만 원대 이하로 시세가 잠시 내려앉을 가능성도 있으나, 야외 활동 증가와 식자재 수요가 유지되는 한 평년 대비 다소 높은 가격 수준을 유지할 확률이 높습니다. 낮은 신뢰도 지표가 보여주듯 예고 없는 급등락이 발생할 수 있으므로 상시적인 반입량 체크가 필요합니다.
반면 농가나 출하자분들은 시세 변동 지수가 높은 점을 활용하여, 가락시장 전체 반입 물량이 일시적으로 급감하는 시점에 맞추어 출하를 집중하는 것이 유리합니다. 특히 주말을 앞둔 목요일이나 금요일 장세에서 시세가 강세를 보이는 경향이 있으므로, 출하 요일 선택에 신중을 기하신다면 더 높은 수익을 기대하실 수 있습니다.

![조미채소류 > 쪽파 > 깐쪽파[특] (10kg)](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEizwp-WTSDa9r79kwrQi8VA2vxN33INK21AdEO66TeX-OhVAtaS_kWNjp3QF_GFqb9Kr9aEES6tWWntCcQ45tLEcCPzQ6J2aPOcFC5F317H20YbBCwEvBmxxn0eNGVhZotpg3eSg_hyYXRd4UT2YZLSeJengya-82kjQsopg-9hMHc6DrlmCgAAnzrb3V4/s1600-rw/1203.png)
조미채소류 > 쪽파 > 깐쪽파[특] (10kg)
최근 서울가락시장에서 거래되는 깐쪽파(특, 10kg) 시세는 계절적 요인과 출하량 변화에 따라 큰 폭의 등락을 거듭하고 있습니다. 전체적인 추세는 완만한 상승세를 보이고 있으나 일일 변동성이 커 주기적인 시장 모니터링이 필수적입니다. 본 분석을 통해 합리적인 매매 타이밍과 향후 시장 전망을 상세히 전해드립니다.
1. 거래 데이터 현황
| 날짜 | 최저가(원) | 최고가(원) | 평균시세(원) | 평균물량(kg) | 비고 |
|---|---|---|---|---|---|
| 2025-09-12 | 38,156 | 80,518 | 61,427 | - | 1년전 |
| 2026-06-12 | 10,000 | 149,000 | 79,328 | 1,225 | |
| 2026-06-25 | -128,000 | 128,000 | 62,647 | 1,192 | |
| 2026-07-09 | 20,000 | 144,000 | 80,361 | 1,462 | |
| 2026-07-22 | 18,000 | 83,000 | 59,970 | 875 | |
| 2026-07-24 | 20,000 | 89,000 | 52,658 | 685 | 최저 |
| 2026-08-05 | 21,000 | 153,000 | 76,868 | 780 | |
| 2026-08-17 | 115,000 | 188,000 | 164,229 | 650 | 최고 |
| 2026-08-18 | 50,000 | 188,000 | 123,934 | 718 | |
| 2026-08-31 | 80,000 | 148,000 | 115,053 | 843 | |
| 2026-09-12 | 45,000 | 131,000 | 89,409 | 1,132 | 최근 |
조미채소류 > 쪽파 > 깐쪽파[특] (10kg) 상세 데이터
2. 추세 그래프
조미채소류 > 쪽파 > 깐쪽파[특] (10kg) 추세 그래프
• 일 평균 상승폭: 390.01원
• 그래프 신뢰도(R²): 11.26% (78건)
• 시세 변동 지수: 8.7%
위 그래프는 분석 기간 동안 서울가락시장에서 거래된 깐쪽파[특] 10kg 상품의 일별 평균 시세와 거래 물량의 변화를 시각적으로 나타냅니다. 공급량 증감에 따른 시세의 즉각적인 반응 곡선을 확인하실 수 있습니다.
3. 가격 변동 추세 및 흐름 분석
최근 깐쪽파[특] 10kg의 시세는 하루 평균 약 390원씩 상승하는 완만한 우상향 흐름을 보이고 있습니다. 하지만 시세 변동 지수가 8.7%로 매우 높게 나타나고 있어, 안정적인 흐름이라기보다는 매일 가격이 크게 변동하는 불안정한 양상을 보입니다. 실제로 그래프 신뢰도(R²)는 11.26%로 낮은 편인데, 이는 정형화된 공식보다는 그날그날 반입되는 물량에 따라 가격이 매우 민감하게 결정된다는 것을 뜻합니다.세부적인 흐름을 살펴보면, 6월 중순에는 6만 원대에서 시작하여 하순에는 최고 12만 원대까지 급등하는 모습을 보였습니다. 이후 7월 중순에는 다시 5만 원대까지 급락하는 등 롤러코스터 장세를 연출했습니다. 특히 여름철 혹서기와 장마가 겹치는 7월 말부터 8월 중순 사이에는 출하량 감소로 인해 최고 164,229원(8월 17일)까지 치솟으며 연중 최고점을 기록하기도 했습니다. 9월에 접어들면서는 9만 원에서 11만 원 선 사이에서 숨 고르기를 하며 소폭 하락 안정화되는 흐름을 보이고 있습니다.
4. 향후 시장 동향 예측
앞으로의 깐쪽파 시장은 기후 상황과 추석 등 명절 수요에 따라 다시 한번 변동성이 커질 것으로 예측됩니다. 일 평균 상승폭이 유지되고 있는 만큼 장기적인 가격대 자체는 크게 하락하기 어려울 전망입니다.하지만 가을철 출하 물량이 본격적으로 회복된다면 일시적인 가격 조정이 찾아올 수 있습니다. 전반적인 기상 여건이 양호할 경우 8만 원대 이하로 시세가 잠시 내려앉을 가능성도 있으나, 야외 활동 증가와 식자재 수요가 유지되는 한 평년 대비 다소 높은 가격 수준을 유지할 확률이 높습니다. 낮은 신뢰도 지표가 보여주듯 예고 없는 급등락이 발생할 수 있으므로 상시적인 반입량 체크가 필요합니다.
5. 매입/매출 시기 조절 및 팁
식당을 운영하시거나 대량 구매가 필요하신 바이어분들은 시세가 5만 원에서 6만 원 선으로 내려앉는 하락 조정기(일시적 물량 집중 시기)를 적극 활용하시는 것이 좋습니다. 가격이 12만 원을 상회하는 급상승기에는 구매 물량을 최소화하여 일일 단위로 나누어 매입하는 분할 매수 전략이 안전합니다.반면 농가나 출하자분들은 시세 변동 지수가 높은 점을 활용하여, 가락시장 전체 반입 물량이 일시적으로 급감하는 시점에 맞추어 출하를 집중하는 것이 유리합니다. 특히 주말을 앞둔 목요일이나 금요일 장세에서 시세가 강세를 보이는 경향이 있으므로, 출하 요일 선택에 신중을 기하신다면 더 높은 수익을 기대하실 수 있습니다.

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