Astrologer says we’re on the cusp of a major redistribution of power

Like fingerprints or the tiny bumps and ridges on your tongue, no two astrological cycles look exactly alike. Or unfold in exactly the same way.

But, over time, repeating planetary cycles often have a familiar ring to them. Some more than others give astrologers the jitters.

“What’s apparent at this time is we’re on the cusp of a major redistribution of power as solar system power brokers Saturn and Pluto are poised to form a conjunction that will culminate early next year in the astrological sign of Capricorn,” says financial astrologer Grace K. Morris, MA.

Morris is author of How to Choose Stocks to Outperform the Market. She is Editor and Publisher of the Astro Economics Stock Market News Letter and Business Editor for the Astrology News Service (ANS).

She says conjunctions occur when orbiting planets occupy the same degree in an astrological sign whilst they careen through space on different timelines. In the current cycle, the Saturn/Pluto conjunction aspect will be exact on January 11, 2020, with planet Mercury joining the configuration on the same day and the Sun two days later on January 13.

http://astrologynewsservice.com/articles/world-bracing-for-change-in-2020/

The theory of general relativity predicts the existence of closed time-like curves (CTCs), which theoretically would allow an observer to travel back in time and interact with their past self. This raises the question of whether this could create a grandfather paradox, in which the observer interacts in such a way to prevent their own time travel. Previous research has proposed a framework for deterministic, reversible, dynamics in the presence of CTCs, where observers in distinct regions of spacetime can perform arbitrary local operations with no contradiction arising. However, only scenarios with up to three regions have been fully characterised, revealing only one type of process where the observers can verify to both be in the past and future of each other. Here we extend this characterisation to an arbitrary number of regions and find that there exist several inequivalent processes that can only arise in the presence of CTCs. This supports the view that complex dynamics is possible in the presence of CTCs, compatible with free choice of local operations and free of inconsistencies.

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