• 2022-06-07 问题

    G00代码是FANUC()数控车床系统的基本功能。 A: Oi B: OTE—A C: 6T D: 16M

    G00代码是FANUC()数控车床系统的基本功能。 A: Oi B: OTE—A C: 6T D: 16M

  • 2021-04-14 问题

    data:image/png;base64,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

    data:image/png;base64,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

  • 1