Diễn biến giá đường kỳ hạn năm 2021
Diễn biến
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Giá đầu tuần
(15/02)
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Giá mới nhất
(19/02)
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Tăng/giảm trong 1 tuần qua (%)
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Giá đường trắng kỳ hạn tháng 5 (USD/tấn)
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456,4
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481,4
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+5,48
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Giá đường thô kỳ hạn tháng 3
(US cent/lb)
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16,38
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17,79
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+8,61
|
Đồ thị giá đường trắng tại London trong 1 tuần qua
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)
Đồ thị giá đường thô tại New York trong 1 tuần qua
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)
Phiên cuối tuần 19/02/2021, giá đường trắng kỳ hạn tháng 5/2021 trên sàn London đóng cửa 8,2 USD lên 481,4 USD/tấn, trong phiên có lúc đạt 484,8 USD/tấn. Trong tuần, giá đường trắng có 1 phiên đi ngang và 3 phiên tăng mạnh. Mức giá thấp nhất chốt ở 456,4 USD/tấn phiên đầu tuần.
Giá đường thô kỳ hạn tháng 3/2021 trên sàn ICE tăng 0,28 US cent tương đương 1,8% lên 17,79 US cent/lb, trong phiên có lúc đạt 17,96 US cent/lb – cao nhất kể từ tháng 3/2017. Giá đường thô đã tăng lên mức cao nhất gần 4 năm được thúc đẩy bởi lạc quan về thị trường tài chính và nguồn cung trong ngắn hạn thắt chặt.
Một số thông tin trong tuần:
- Giá đường tăng được thúc đẩy phần lớn bởi thị trường chứng khoán toàn cầu tăng, do việc triển khai vắc xin Covid-19 có thể khiến nền kinh tế hồi phục bền vững.
- Dự báo sản lượng đường Ấn Độ sẽ giảm nhẹ, sản lượng vụ thu hoạch Thái Lan giảm và sự không chắc chắn về vụ thu hoạch sắp tới tại Brazil.
- Giá đường thế giới gần đây liên tục tăng do tình trạng thiếu container ở các nước cung cấp chủ chốt, như Ấn Độ, có thể khiến thị trường sắp tới phải phụ thuộc nhiều hơn vào những nguồn cung khác.
- Trong tháng 2/2021, các nhà máy đường Ấn Độ trước đây dự tính xuất khẩu khoảng 200.000 tấn đường, nhưng trên thực tế chỉ bằng 1/3 con số này. Trong đó, xuất khẩu đường trắng ước tính chỉ khoảng 70.000 tấn so với khoảng 370.000 tấn của tháng 1/2021. Với tình trạng này, mục tiêu xuất khẩu 6 triệu tấn đường sẽ khó có thể đạt được. Xuất khẩu giảm sút khiến giá đường thế giới được dự báo sẽ có thể tăng hơn nữa.
- Để giảm bớt lượng đường dự trữ, Chính phủ Ấn Độ đã tăng gấp đôi thuế nhập khẩu đối rượu etylic biến tính lên 5%, với mục tiêu làm cho rượu etylic nhập khẩu trở nên đắt đỏ hơn, nhằm thúc đẩy nhu cầu đối với rượu sản xuất trong nước (các nhà máy đường Ấn Độ sản xuất rượu từ nước mía và mật mía – sản phẩm phụ của quá trình sản xuất đường).
- Mỹ đóng cửa nghỉ lễ Tổng thống ngày 15/02 nên giá đường đầu tuần giữ nguyên mức giá phiên 12/02.