Mô phỏng nguyên lý đế xả rulo + bộ tích ống ON/OFF – phần 1/1
26/10/2026 00:00
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Tài liệu giải pháp MTEKCO (dữ liệu mã hoá)
Mô phỏng nguyên lý đế xả rulo + bộ tích ống ON/OFF – phần 1/1
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

