https://www.mcvivek.com/astrological-predictions-us-presidential-elections/
Jaimini Astrological Analysis of Donald Trump for US Elections 2020. As per Jaimini Astrology analysis, Donald Trump is going through the Chara Dasa of Cancer (Kark Rasi) which started on 14-06-2018 & will last till 14-06-2026. Cancer sign is the 12th house in the horoscope of Mr. Trump, which shows all kinds of miseries, losses & expenditure.
https://www.oprahmag.com/life/a34275591/presidential-election-2020-astrology-predictions/
But thanks to astrology, I can give you some insight into what to expect—and how things might feel for all of us, according to the stars. So based on the cosmos, plus President Donald Trump and former Vice President Joe Biden's birth charts, here’s my astrological take on the candidates and the 2020 election.
https://www.beliefnet.com/columnists/ohmystars/2020/11/astrology-of-the-2020-american-presidential-election.html
Even if you have been hiding under a rock for the last six months, you probably still know that tomorrow (November 2nd) is Election Day in the United States. Today I’m going to tell you what I ...
https://www.llewellyn.com/blog/2020/08/election-day-2020-astrology/
A lot of astrologers are looking at the chart for Election Day 2020 (Nov. 3) with trepidation, mostly because Mercury will be retrograde for much of the day. (It goes direct at 12:50 PM EST.) They remember the Mercury retrograde election of 2000 and that long, exhausting recount.
https://melbrake.wordpress.com/2020/05/31/2020-presidential-election-astrological-predictions-donald-trump-astrology-coronavirus-vedic-astrology/
The US Elections are really null and void because we have written that whomever succeeds to the Presidency has a really good chance of being assassinated, shot and/or fatality wounded due to the astrological conjunct of Saturn and Jupiter December 21, 2020; The Great Conjunction. Please click the link below to learn more:
https://www.astrodynamics.net/us-2020-astrological-election-prediction-realities/
On election day (November 3, 2020) four planets plus Chiron will be retrograde, and this includes Mercury. Mercury will be squared by Saturn on that day, suggesting some negativity of thought and perhaps changes of mind on the part of the voters.
https://vocal.media/futurism/astrology-of-the-2020-elections-joe-biden-7t1ur0ffd
In 2016, I saw that the astrological community was very divided on who was going to win the presidential elections, but I noticed that these astrologers had one thing in common: their predictions were driven more by bias than astrology. Hilary Clinton supporters were predicting her win, while Trump supporters predicted his win.
https://www.msn.com/en-in/lifestyle/other/trump-or-joe-biden-astrology-predicts-the-next-us-president-of-the-united-states/ar-BB1aCsik?pfr=1
Right now the biggest question on our minds is Trump vs Biden, who will win the United States Presidential Elections of 2020? With 2020 being the most unpredictable and unprecedented year in ...
https://www.astro.nu/2019/04/18/donald-trump-in-2020-astrological-view/
What about the astro-predictions for Donald Trump in 2020, when we have the US Presidential elections? (We have recently seen Trump get acquitted in his impeachment trial – 5/2/2020.When I wrote this article back in April 2019, it was fairly clear to me that he would still be with us in 2020.
Feedbackdata:image/jpeg;base64,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
data:image/jpeg;base64,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
data:image/jpeg;base64,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
data:image/jpeg;base64,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