Trump floats delaying election, Follow Asian Nations strategy!

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Is American Election is going to be rigged? Are you following Asian Nations election strategy , when ever is favorable select or postpone the election date. Turup explicitly floated delaying November's presidential election on Thursday, lending extraordinary voice to persistent concerns that he would seek to circumvent voting in a contest where he currently trails his opponent by double digits.

Logan · Jul 30, 2020 9:53 AM · 6,702 views

4 Replies

पुरा हेर्नुहोस्! https://m.youtube.com/watch?v=... Last edited: 30-Jul-20 10:27 AM

Keyser Söze · Jul 30, 2020 10:03 AM

That is creepy: the idea of delaying Election is the Creepiest. He thinks, he has power to do so. He is in early stage of "Alzheimer" and loosing his minds. Last edited: 30-Jul-20 12:40 PM

Logan · Jul 30, 2020 12:27 PM

I dont mind if he becomes president for life

paradox · Jul 31, 2020 12:18 PM

Good for you. Your views and my views do not count if WE are not a voter. Putin is going to be the president until 2036 or he dies on the other hand Chinese President Xi took Mao's position and will rule until he dies. Again Good for your noble thinking, George Washington did not want to be a king, let you have now if it makes a prosperous America ? This is your New King. <img 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

Logan · Jul 31, 2020 1:41 PM

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