If that’s her best…

No, that’s not true.

I don’t really think it’s cool for restaurants to tell people to get out because they work for Trump, but her claim that she does her best to treat people respectfully is horseshit. She’s an adult, she can control what comes out of her mouth, and what comes out is not always respectful. Just the other day she told Jim Acosta he has a hard time understanding even short words.

Updating to add:

https://twitter.com/oliverburkeman/status/1010586377497563136

Ah yes, so she is. I overlooked that aspect. She named the restaurant and its location and specified the person – with all the might of the US presidency behind her. On Twitter. That’s way more not cool than telling her to leave.

Comments

7 responses to “If that’s her best…”

  1. Karellen Avatar

    Since when does openly and blatantly lying to people, even if on behalf of another, constitute treating them respectfully?

    She might treat people politely, I’ll give her that. She is not the vulgar abuser that her boss is. But respectfully? No.

  2. Ophelia Benson Avatar

    Not always even politely though. She does let fly with the insults at times.

    Also that hostile scowl she always wears? As if reporters have no right to ask questions and none of us have any right to dispute her lies? I don’t consider that polite.

  3. Your Name's not Bruce? Avatar
    Your Name’s not Bruce?

    I’d have let her stay, but I would have told her that, given her track record of dishonesty,she would have to pay in full before being served. With any luck, she would have left of her own accord.

  4. Ophelia Benson Avatar

    That is an excellent way to do it.

  5. Ophelia Benson Avatar

    Snap. I just read that and was about to post on it. It’s good.

  6. Kevin Henderson Avatar
    Kevin Henderson

    I always try the neighbor test: if this person lived next door…. I would find her rude, shallow, and repulsive. People don’t develop relationships on dishonesty. I am pretty sure Sanders, like Trump, considers me less human than they are. The reverse is not true.