Bác chủ thật sự muốn bước chân vào con đường nghệ thuật hay... chạy đua vũ trang
Lời tôi muốn gửi đến Bác: Hãy sử dụng 18-55mm vài tháng đã rồi sau đó nhận xét ảnh mình chụp thế nào rồi muốn mua gì thì mua cũng chưa muộn.
Để bảo quản máy Bác có 2 lựa chọn:
1. Mua máy chống ẩm (dung tích bao nhiêu thì tùy theo nhu cầu ở tương lai). Bác cứ trình bày nhân viên bán hàng sẽ tư vấn. Máy chống ẩm có nhiều loại, cụ thể là loại nghiệp dư và chuyên dụng:
http://data:image/jpeg;base64,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
Loại nghiệp dư
Loại chuyên dụng
2. Phương án tiết kiệm: Tới siêu thị mua một hộp nhựa (dung tích tùy ý) sau đó ra chợ hóa chất mua một gói silica gel (mỗi gói 1kg trong đó có vài chục gói nhỏ) bỏ vào hộp là xong.