Mô phỏng 3 phương án step feeder chạy đồng thời (bản đầy đủ thông số) – phần 1/1
27/10/2026 00:00
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Tài liệu giải pháp MTEKCO (dữ liệu mã hoá)
Mô phỏng 3 phương án step feeder chạy đồng thời (bản đầy đủ thông số) – phần 1/1
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

