□ 배경
○ 엽채류의 베란다재배는 광부족으로 인하여 정상적인 엽수 확보가 부족하므로 파종 후 자연광에서의 일정기간 생육을 요함
□ 개뱔된 영농기술정보
○ 시금치를 베란다에서 재배하기 위해서는 파종 후 30일에 가로 66㎝, 세로 40㎝, 높이 23㎝의 화분에 20리터의 상토를 넣고 8주를 정식한 후 10일 정도 더 키운 후 햇볕이 잘 드는 베란다 창가 50㎝ 이내에 입실시킴
![그림입니다.
원본 그림의 이름: CLP000026e40002.bmp
원본 그림의 크기: 가로 481pixel, 세로 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![그림입니다.
원본 그림의 이름: PICEE19.png
원본 그림의 크기: 가로 243pixel, 세로 162pixel](data:image/png;base64,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) |
베란다 입실일에 따른 수량 |
파종 후 40일 입실 시금치 |
□ 파급효과
시금치는 직접 씨앗을 토양에 뿌리는 것이 보통이나 아파트에서 재배할 경우에는 30일간 육묘하여 입실하는 것보다 10일 정도 자연광 하에서 생육을 시킨 후 입실하면 1.7배의 수량이 증가됨